[2026-01-26 04:16:31] local.INFO: Image-to-Text API Request Received {"data":{"request_data":{"sign_width_or_height":"120","user_input_dimension":"width","sign_image":{"Illuminate\\Http\\UploadedFile":"C:\\xampp\\tmp\\php64E7.tmp"}},"file_present":true},"timestamp":"2026-01-26 04:16:31"} 
[2026-01-26 04:16:32] local.INFO: Validation Passed {"data":{"sign_width_or_height":"120","user_input_dimension":"width"},"timestamp":"2026-01-26 04:16:32"} 
[2026-01-26 04:16:32] local.INFO: Prepared Query Parameter for Image-to-Text API {"data":{"query_param":"banner_width_ft","query_value":9.999996},"timestamp":"2026-01-26 04:16:32"} 
[2026-01-26 04:16:32] local.INFO: Calling Image-to-Text API {"data":{"file_name":"Screenshot 2025-10-28 100019.png","query_param":"banner_width_ft","query_value":9.999996,"file_size":37443},"timestamp":"2026-01-26 04:16:32"} 
[2026-01-26 04:16:32] local.INFO: Trying Image-to-Text server {"data":{"url":"https://edgebased.codeblue.agency/docs/process-image?banner_width_ft=9.999996","file":"Screenshot 2025-10-28 100019.png"},"timestamp":"2026-01-26 04:16:32"} 
[2026-01-26 04:16:34] local.ERROR: Server FAILED {"data":{"url":"https://edgebased.codeblue.agency/docs/process-image?banner_width_ft=9.999996","error":"Server responded but data invalid"},"timestamp":"2026-01-26 04:16:34"} 
[2026-01-26 04:16:34] local.INFO: Trying Image-to-Text server {"data":{"url":"http://imagetotext.marke-ter.online:8002/process-image?banner_width_ft=9.999996","file":"Screenshot 2025-10-28 100019.png"},"timestamp":"2026-01-26 04:16:34"} 
[2026-01-26 04:16:35] local.INFO: Server succeeded {"data":{"url":"http://imagetotext.marke-ter.online:8002/process-image?banner_width_ft=9.999996"},"timestamp":"2026-01-26 04:16:35"} 
[2026-01-26 04:16:35] local.INFO: Image-to-Text API Response {"data":{"status":200,"body":"{\"objects\":[{\"index\":0,\"position\":{\"x\":359,\"y\":42,\"width\":89,\"height\":75},\"actual_filled_area\":305.0,\"bounding_box_area\":478,\"image_base64\":\"iVBORw0KGgoAAAANSUhEUgAAAFkAAABLCAYAAAAbFSs/AAAgAElEQVR4AeXBCfzm93jo/c91fZffff9nJonYI5FYkzFIyEIImhKhrTW2cChiORIH7eGp4lh6qvSxVKkWVUt77A5KHaqWU416UG3NTOY/k1hSWkuJSjLzv+/f7/u9ruvcf9Ln5dWnreWZLK9z3m/5u4u/yGc/+oaY2kRNhZwThNPMGEplMS6Yl4GpT5RSISDCcHdUlVIyvXdEFSFQUXoEYU6tBULJuYKyIkzjiKCEOOEDSCHCmcYRVSWXYD4PhMDi28xIoAVnDtGx3pjPBxZtYNvWgeGQbWyZHcm2612H+SFHs+3QG6CqwjWI7N2zkz9+0wsil0yEoyoQ4BGoCAREGDkX3I06FDwCAcZxybatWxnHJSpKyZkAsiYgQITeG6rKMBswM8yMoVTcnVIK43Ikl4Sq0FqjlMLWrVswd5aLBbVm3BxRYZMEDLOBAxsHWJvN6L2TSkZCaL2zdethHHWL49h2wx1c/0bHU8ogXM1k756d8b43PZ9aC701aq2oCOO4JOeCuxEEEc4wDGzKKWFuJBW8G7VWNCXcjE3uzmw2ME4TKpBzppSCiLD/wAGudehhRDhTm3ALas20acLDqbXiHmzduoU2TYgACt6dTSKCu5FzJqeEimBmeDhmhogwzGYMOZOHyo23n8gNbn43tmy9ASvC1UD27tkZ733Dc0kq5JxQTfTeUVVySVg36lCYWmNWK92MlAQVJcLBg2EY6NYglE11qIgEgtBbQ5OSVHF3em/UWkk549YREbZs2cJiucGmtfka43LJpsCREDQpEU5OiW6GSkJVURVKSiwWC7Zu3YaHs9jYoNaKuZOTEgG1Dhxz/Mkceex9mK9tZUW4Csne9V3xgTc9D1UlpUREAEFKCVEQEQQQIKcMGqSU6FNDVZnPZ7TeEAG3YBgq3TrenGFWGceR2TBjsoaiRBgRwVArvXdyKaiCKIgo1jo5K21qrG1Zo3djHJeklFARSq2UlHE3NhYLcsmUnJkNM9wNEWGaJgQFEVQF74YmZb5tG7c4+SyOuMmJrAhXEdm7vis+/JZfR1URAQsjqSIiuDuzobDcWLJl6xbaODHMKiC4OyVnpjahqszmA611wp3woNSMu1FSodZCN2OaJtbmczwCM6P1kflshgDuRskZD6i1MI4jtVbcjAA8goQw1ErKSmuNTb13RARVRURwd2qpLKYJQcADAUotEIAKx+y4M7c48YFoSqwIVzLZu2dX/MkfPo+UE6Vk3J3ZrGLdCDNUBVBEAhElZWVT0kSthTY1em/knMm1sNhYUHKh1kzOmWlaMhsGNBWmtqTkjEWgCOGOqtB7R1XIOePuqCqtdXLOKEHNhWadaZwYZjOsd0SE2XyOm5FSYpomVIWIoNaB3g0IzJycE6VU9u+/nGGY0btx9PYTOO6OjyKXwopwJZJ967viI+94IZuyJtyclIVNApgZqgoSDHUAgaRKNyOJ4u4EAQHz+Qxzo5bCNE2ICuD01qjDjAhHVVEED2eohZQSvRtmnVorIoKKMLVGSgk8KCUT5ngE1o352pxpaph35mtrbGwsmA0D5oaZUUphWo50M+azAXdobaLUwlAHpjYSAUcfdzt2nHYOqsqKcCWRfeu74kNvfT5rszmbzJxundkw4GZoEqY2ccghhzIul+SUESCXTJsmIEiqgODurG2bY60z9QYO8/lAuOMRiCrz+ZxpuUAEzIyUEoKSkmLmlFqYpomcM9Y7KkLOGVXFzRHAIxARNCkpKRsbC2azAY9AAmqtjMuJ7p2kCTPD3amlknKi9YmUEq13jr3tGRx76lmsCFcS2be+K/78Pb9JTglRxawx9cbafAtunSQJUSHc0aSEO/P5nDY1RMHMQIRhGGhtopbCcrlAVck5k1MiwgmCTSKCAEEAQi2FCGitMQyVlBOtNRYbC0ourM1nuBsiQpsakpSSKx5O643ZbMZyY4PZbMY4jpRSSCmxWCypteLutN6ppWC9o5oQhZwzbWq4BHe4x5O57jG3YkW4Esi+9V3xF+/9v4lwhtmMaRoZasXMKDkTHqytzTmwcQARRRU0Jdo0kXNCBLo5OSdAKCWzXC4Y6oAQqCo5Z3prEIAqpSR679Q6sFxskFJhHJccsu0QNhYHUM3UWhiXE2vzgdYbdaj0qVNrZTktmQ0z9h84QKkFa50tW7ZwYOMA7sEwDIQ5OSdyziyWSzapJrob1jqqymw+Y5omth16OKfe/zmUMrAiHGRy4fqu+MsPvBx3o9ZCBEQ41ju1VqZpIiUhpUy4o0npZiRV6lCwbuSU0KREBOM0sqmkRE6JqTVqrYQbSROlDjTrqCpCMBsqfTKW45KSChYGCCkllssFEMxmMwhIOeHupJQYx5GcMqjQpkbJGSeICOowYL3TpolSCq01zIxhNmccJ3JSrBu1VjQpvRu3vtMvcMyt782KcJDJheu74i/f/1JEhAin1srGxgFqrZh1VBOqSkqJcVySSyI8yDkjKiRNdDOIoJaMe0clEQJEUGultYaKoEkhoJRCa51hVjlw4ACCkEthuVgwm81Ym89pvWOtk4oiCDllluOSiKDkwjiOlFIQURBhsVigqqSk5JTpvWHuzIYZU5tIqgRByYVpmujNyCXj7gzDwNrWrdzprOeTc2VFOIhk3/qu+PT7X0rJGVEhwhnHkWEYsN5JuRA4KQnDMNCnxnVvdASH3mA7REeTkHMmPKEqiAYRgWhGUDQBEWzxObJ1QcoLkgKS+Mdvb+OyAwdYLiGlRO1w1I2vz2VN8HCKBmUQtHVkyCBgG9/iO9/6ey75h68SvRHhbIxLIKh1wFqjlspiHElJUU24G/PZnMVywWwYmMYJUUFFQQQ3o/XGHe/7OI648R1ZEQ4iuXDvrvjU+15CzkoQJE2klPAIwh3VxDSNrK3NSVmRgJPudiJHbj+Hq5O78e2vr/MPF/w5X/vKLtbW5ozjRM6JqTVEFDMjwsm5QATNOgS4OXWo9G6ICKKKiHD0cbflhLs+kRXhIJJ967visx98GfP5nHG5RAS2btvCxmJJSoqZ03snwskp0Vvn9F+4Gzc67hyuCSKCL+/+ODs/9W56myi5EASbSsn0bgxDxcyZpoYquAXmhnuQUsa6MZvPqMMWznzUi1FV4SCSfeu74nMffBl1GCAMj0BFmKaJOlQEodSMu+PmtDZy6hl34ugdT+Sa5O/WP8wF53+Q1idUE5oTGxsL5vMZvXfMndkwsFgsSSVh5rSpUYeKdccjmA9r3O3Bz+aww6/PinCQyIV7d8fnP/wKWhuZz2aUUhinid6NtbUZbRqZz+e4OwgowvGnncBR2x/PNc1ffuBlfP3idcydUguqSjej907SDAIiQq2VxWID90BEyLlg1lESd7rP47jRMSezIhwkctG+C+JvP/IKeu+IgkrCwlmbr9HahBDUUphaI6WEm3PS6Sdx1PbHc03z1Ys+yV/92VtprVGGgghMU6OUipsxtcYwVKw7EUEdZiwXC6bWmQ8zzDp3/LmHc5Nj786KcJDIRXt3x86PvZLZbKC1xtQa89mccRxRFYZhYLFYklMiqVJLZcept+ZGx53DNc3G5f/Eh//omfTeSaUQEYzjSE6Z+XyNAwc2GJdLSq2szddYLJdEgJujSem9ccfTz+LYk+/LinCQyEX7dsfuT/wOtVR6bwTB1rWtfO/S77Ft2zY2XX755czqQCkFieA2dz6eG9zyMVzTRAR//Lon03tnsRiptSIIosI0TQRBTpVxGpnP5mwsFuSc6N2otVJK4cjj7sGpd38AK8JBIhfu3R1f+LOXU0plmiaSKjklmhlJE5oUc6fmQrNGEuGknzmZG97ysVzTRATvf/0vsXFgP+5O652hFESF3o21tTWW40gEtG5Y76ScWC6WlFIJ4M73OIvtJ9+PFeEgkYv2XRC7P/bbeARuzpatW9i/fz/z+RoC9N4IYDbMWC4XDEPl+NNO4IhbnsM1zXKxnz9+3S8xtkbOGSIgYLFYUGczJIRundl8xsZigQiYOTln3KD3iTMf9DiOPu5nWREOErlo3+646FOvo/eOmRERrM3XKCmxXC5JmoAAERCht4nb3e1Ejjj2HK5pvv61v+Gjb38lqSQQQRAWGwuCIKWMmTHUyjRNaEpYNyL4PlUlgHs+8Knc+NjbsyIcJHLRvt1x8WffwDQ1kghtmtBSGMeRUgopJSKCaWqUnAjghNNO4MjjHsc1zd984pXs+vzf4OY0a6gmci701nF3kiYinO5Oypk2NVrvzOdzzAwQzn7ySzn0sOuzIhwkctG+3bHzo79NTkogRAQSUEvBzDBzAienTAT0MO5w+h044rjHck3ynW+u86fv+C3aOOERTNNEN2NtbY1Nl1+2n1IrKgoqeAS9NQRhGGa4B9sOOZSzn/wKVJUV4SCRi/btjgs+8TuUnJlaB4Jxmlibz5mmCVVFEObzGa01VIUTTrs9Rxz7WK4pLr3km3z47S9iceAyRJXlODK2id4as/kaKso0TQx1wMxAoJuhknAz3B13uNUJJ3OvhzyDFeEgkov27Y7dn3gVOSVUFPNgsdxg29ZtRASiwrQcOexa1+Lyyy9HEE64ywnc6NhzuCa4+KLdfOYjr+fySy9hmiZqrZgHIXxfBJg5boEI32dmmDslV6beyUnp3bjP2U/h2NvehRXhIJKL9u6OPX/xuyRRIhzrRuud+XxOeGBuIMJysWA+n2MW3OHup3DELR/D1WUaN/j63/8tX975Sfbu2oX1Th0G2jQREZRSWY4TKSXcHREwc8wN60apldYbSRMhgoQwrBWe8IzXMcy2sCIcRHLh3t1xwcdfSTdjvjZnsbFBIMxncxaLBcNsoLfOP3MPbnDjI7n+0deByZFBEFUE8AhUtmKLDnUDUSUWgfZrwZbCtOsb6BECWeEyR45S4h8CbhDEfkiHJvwSx7/hyA0F+6dAtwnTCIs1Z1o0Dlx6Kd/6xtfZ2FjgHuScaa2hSSEgEHozPAwzo5ZKAO6ORUAE7k5KinUnpUzKiVNPO5M7nvloVoSDTC7cuzt2fvS3IQLNCRXBzFFNuDsRTvADSRPLcaLWyjQ1IhwRRUQRFfDACfDA3ImAYRhYLBYggrvTemdtPmdjsUGtFRFhmhrT1Ni6ZQu9d8ZxJNdK74Ym5QeE3jtDHWitYWaYBSJC7x0QzI2cMkFgZmhS3APVhJkhIpgZApg7wzAAwmxW+MWnvoJth16HFeFHcDM0JX5ccuHeXfGFj7wSx5GUsN5xd0op9N5xcw459FD2799Pb42UCiln3DrugYgAgrkTHogqi8WCYaj0bgy1gsBiMaKquDt1GGjTSC6F/ZfvZ5jNmFpjU86ZaZoQTYzLJbP5nGlqzGZzlssFgpBzpfdGRJBLpk0NSUprHdVETpnuRhKl9Ya7k1KCgO4dQhAg58w0NU6/33/k1LueyRWEf4eZ8c43/Bq3vv1J3ObE+wQ/IPw75KJ9u+OCP/89FosFpRRSKoQby3HJ2toal116gNlsYJomUkqICNM0Ye7klMi50LshCIZjboQ71p1SC9acnDOi0KaOuxMERBDAMMxoZozjRETgEcyGGVPrLBcLcs6IKCICBOaOpoyZEe4gQgC1VMZxgZujOTHUGW1qmBu9G7UUzA0zRxDcnFILx97mOO77iBegqqwIP8IX/ur98b63vIGI4JS73IMz7/8kUsqsCP8GuXDvrvjch15GHQbcjE1uwdQ6qgoRTK1ThkpvnVorEUGEs7GxYD6fsxyXCEKtA+M4QgTDMNCa0dpEBOSh0FvHzMi58APCOI2oKgS0ZogItVZQobWGBLgbIoqHEAQqwmK5pNaKmaFJEQSPgAhKKSwOjOSSIMAj0KT0ZtSSab2z6drXP4JHnPvrbN16GFcQ/h2XX3ZJvPG3n8b3/mk/EUF4cMe7nMLd7/t0Sh1YEf4VcuHeXfHp97+E2WzGuFxShwEPWCwX5FxorbGpTZ1aC906OWfcnVoq+/fvp9YBEcHMMHNIQimVxWLJDwg5J1SV/fv3s7ZlK0TQpoaZg4J1I8JJKSMokgTrBqKklBjHkfAAhTAHEXLOCDC1jpsDggiklNBcmNoEEaSUiAgQVgQ353pH3JiHPu5ZHHro9biC8CP8yTtfG5/71AfZFBGUXOjWuONd7sQZ9386ORdWhH9BLlzfFX/x3hcTCDlnUkpsLDYoubCpW6eUgnUDAbdARUCU3hsRQUoJM8cDgiDljJkholg3zAIRcA8ggABRujkiwmwYmNoEAbkU2tRovSEiBKCAuxOAu5NTQUQwd0opTONIypmsiY3lEhXBWRG+T0TY5Oagwm1ufyfOfMCTWFvbyhWEH+HLX/xCvPmVzwZVFEFTovdOKQVz56Q7352fP+vJrAj/gly4d3ec/97fBBFSTrg7vXVAiXAQIdxJKSEiGIGI0FqDAE2JTa11IoJcCn3qdDNKzpg5KSmtddwDVcE80KSMy4lhNmDdyDlh5jTrJBVa6wzDgFswTROIoKqoKiCEwDSOgJByIqdMuINA7wYKKoqZ4e6klDj82tfmrmc+gtuceDo/RPgRWpviD1/9y1z8pYtRVdydnDOtN2azOW5GBDzo0U9gx/H3ZkX4IbJvfVd86v0vIWmi9Y6bsUlE6b1Th8rGxpI6FHo3Sq2YORFB0sRynAgPai1064zjiIiSU8GsI6rklDF33I2UMhaOmzONI8Mww8Mwc1QV1YSKsBxHSqm4OeGOhSOqiAqCYm6ICG1qaFI2RQQRQa2VqU2ICIRwo6OO5rTT78FNtt+DOsy4gvBj+tyn3hEfes87EDYJvTdEhKQJVaF1A4KhDjzhGS/h2tc9mhXhCrJvfVd8/J2/TgApJcKDOgyM44S7ExEgQiD8QBARgFDrwHI50qYJBEqpTK2hqghCypnFYkEpFU1CuKMp0aaGqOJmgBDuBCCiuDk5Z5bLJSVnLAJNifBg6hMqirmRcyalhKoSEbg7EUFvnWsdfji32H47jr7JMdzg6OM5/LpHIyL8EOHH9N3vfCN+/6W/xDiNuDtJE+ZGyolxOVJqRQjCgwi41fHH8+DHvABZ4Qqyb31XfOydL0QA1URrHUmKR2DuhDsRgaCoZtAg3AkPujkiQrdORFBKxbpRSqH1ziZ3p3cn54S7k1QxDwRBBBBFCNyDTSIKBGYGIvQwkibcHFGhtcZsNqO1RkSQc6a1Rq0VEMyM613vhjzxV16NiPBDhJ/Cf3/zC2LnX3+eHwiSZqY2MQwD0zShSUmaICCAcOMXz3sGN7nlXVgRVmTf+q744FtewNp8TkSwXE4QRi6F3jsiyoH9G2zbdgitTTiwbdshHLLtMMwMj0BFEYTeO7VWzIxunU2qyvcFOMFQKxuLiZwSrXdySjR3SkrgToiAO53gku98k3GayDljZmxydyICVUU1ER603qil4BGICiqJc5/5Ug6/zjGsCD+lfXs+E29//YsY6sCBAweYzeZY75gbCNRSaa0hgEeQUsLM2L7j5jz08S9DVliRveu74mPvfDEICEprDTcnl4y7IwLmYO4IgoVxvwedyS1v/ziubBd84dP88VteRkQQEZgZKRUinKSJ5bik1kJrnZwzrTVUBdXEve7/WE65631YEX4K47iIP3zlU/jGN76DqiIihDvdDA9nNgyIJBaLDSKclAsCeARJE4972gs44sa3YUVk7/qu+PBbXkhEkFJiXC7IQ6X3jogiIuScGccJdweB+z/kHhx7+yfxQ4SDLzYOXM4r/+s5TFNDRAggqTKOE8NQmaYJVcHcKKVgPYAgp8T222znrEe/kBXhp3D+R98cH/vge+m9U2ultcYwDIzjSEqJTRGBiACCqhAR9NYwd37mjHtxxv2fworI3vVd8advexHmjgDTNJFLIdxBBDfDI0iaaL0jAvd78N3ZfvJ5rAhXrnjDbz2Nr331YkSETRGBiADBJndHRNmUUsLdEVVKzjz1ua9nvraNFeEn9IG3vCg+8+nzyTmzycMpuTCOIzllunVSSiD8QATuQUqJiOCwww7jqc99I5qSyN71XfHht/4GIoK5EwFuhoUjQM6Z8MA9aK0RwP0fdg92nHweK8KV7BMfek188s8+jIrSW8dxVBIQ5JTwAFXBzBARIACh987Z5/wqtzrhzqwIPyEzi4+867f47GfOx8wQEUSElJTWOr13cs6oKuFOShlzY5OIIKo84Zd/gxseuR3Zu74r3vfG5+HhEIGIEgEpJQgwczyCnBKqytQaD3z4Pdh+4rmsCFeyfXs/HW9/7W+yKafE1BpEYOHkXFBRxnFJTolcKm4dEcEjuP3Jd+a+j/i/WBF+cmHWefcfPo89f7sLEUUEIgLrRh0KvRsRgaqyKaWMm+FhqCYe8LBzuO0d7oPs3bMz3vMHz+MHBBFAFAg8gk29d2qthDvdnQeefQY7TjqXFeFKtv/yy+KVv/ZYltPEbBiIcCJgHEeSJjQpZsYwVKapkXKi9w4BhxxyCE957h9QyiD8dOKS73yD17/0aYzjCCKIgHVDVMi54O703hEEj6CUTO9GTonTTr8Xp9/nCcjePbvivW98AeGOiGBmaMlscnfcHXODAEEwN85+1M+x/aRzWRGufPGmVz6Fr3zpYlSVIMiaQAW3AIJ/1nsDhJQUEFQTv3ju07nxzU5lRfjpxCf+5FX8xcc/DgG5ZMZxJOeEe+DmpJwQwCMQEXrv1Fo59rhb8+DHvQBZ37Mz3vvGF4BDN0MVPAJUEBEEYdM4jpRSCOCss89gx0nnsiJcBc7/szfGx/7H+xEBEcHMcHc0JQjHPai1YmYQkHKitYaocsqpd+HnHvKfWRF+Sl/ee3780Wtfhqrg7qgqvXdKKfTeERFEFQW6dUAQUW5685vwyPNejqzv2Rlve82zgWA2mzFNE5uGOrBYLsg507uRkgKKe+ehj7w32098EivCVeDL+74Q/+21z6f3TikVEWhtQjQhQETg4WTNaFLa1PBwIoKt27bxtOe+ntl8q/BTuvgre+PNr3omBPTeGWYD0zgioogIqoq7k1IiPNCkhDvXvu7hnPurf4Cs79kZ73r9c4kINokq1jspJUDo1lFRkiY8HHfjIY+4F7c6+VxWhKvANC3jt5//WDYWG+RccDciAndHk2LdEQnMHBElJcXDEQR35yGP+U/c+nb3ZEX4KfzdVy6IN7/qOZgZZsYwVFrrDHXA3DAzRIXeOrVUPBx358gb3ZAn/MrrkPU9O+Mdr3sO7qCqiEAQbBKE3htb1rayWC5BIKnwoLPPYPtJ57IiXEXe9+bnx19//vOICLVWxuUIAiVnzJ2UEtM0oarknBERNCnTOHGzm9+SRz75JawIP4UL93wi3vr7r8DNKaWgIrTeEVFSUtyd1hoiggjUOjBNIze7+TE86j+9Ctm7Z1e86w+eR0QQEdQ60HvDzMg501ojpYR1AxE0KWc97O7sOPk8VoSryN6//pN411vegJmhqpg7EYEKK0IphdYaZkbOhZwTvXcgcA8e97RXcNRNbsqK8BP65Ad+Pz7x8Q/i7uSSadOEasK6McwG3IwA3J2IYDab09rIjtvejgc95vnI+p6d8dbXPJucMhGOqgBCmxqalCDorVNyARFyTjzwYXfnViedy4pwFbn0n74Rv/VrT0Ii8IDeG7VWeu/knIkICFBVVIXWO0kTHo6ocNIpp/LzD/sVVoSfwDQu4lUvfAKXXXopKSU2RQRmhqoiIqgqBIgKZoaI0HvnZ848k5/9+Scj63t2xlt+91cptWBmlFwIgmmcKKVgZogKbZwYZjPGceThj/55dpx8HivCVSf+6NW/whcvXMfdUU3krCDCuBxJKbHJzciloKq4O6qCe5BS4vG//Jtc/4ibsyL8mD79P98VH3z3m9k0DJWpTQiCiJBSwt3JOdNbQ1NCRLBuBMEDH34Ox9/hfsj6np3x3179TCKCXDIiQps6pRQQcOvklHFAABHhrIefwY6TzmVFuAp94a/eH+9842uYz2eYBd06tRbCHRFFVZnahHugIogIEUFKiYjg2B3beeg5v4GIsCL8CF++cE+8/fXPxczZtFgsyLkgCkkTrTdKLoQ7rXdSSpgZs/mc3jtPfPqLuOGNtiPre3bG21/7HEQEVcXcEATzjkpGVbBu5JKIAFXlrLPvwfYTn8SKcBXaOPC9+J0XPolxHIGgtY67k3Ki5IKZoZoIHAIQoU2NiKCWjANn3vehnHr62VxB+Ddc/OXPx7vf8HI2NjYIDxBwd0QEs04pld4687UZrXWCgIDeO6UU1ras8UvPfzMpZWR9z85422ueTUoJM8M9qDVj7oRDSkLvRkqJbsZQBx7w0J9lx8nnsiJcxf70vS+P/+eTfw6iqAhmHU0JMwcCAoZhYJomVJXwwHFqrfTWEVHuff97s+Oks1lb28qK8EMuv+y78emPfpDPnP9exmkk50xEoCmhImxyc4JAREgpYd0IAg+n5ELvjdPuenfOOOtprIis79kZb/29ZxER5JQJglIKrTU2uTsiwiYRAYIHP+JMdpx8HivCVezrX70oXvuyp5OSIiKklOjWUVEigtYapRQE6L0jqhCAQOudLfMtLJYbbDvkMI692Q6uc8Nj2HL4YWxccilf+9o+LrroC/Ru9N5JKQHCJhFwN1LKWO+UWlksFpRc0KxYNzQpBEzTyOOf8l855tiTWBFZ37Mz3vqaZ6GqCIKbgwSqid47CBCQUmKTJuXBD78n2098EivCVS8+8Jb/wuc+8wVEIefCNE7UWtjkbqSUGccRM6fWgpvT3Sg5kXMhIiACM8Mj8HByypRSEIFpbJgbORfCHQQiAk1KEqX1TskZc2eTiLJJgKlNXP+GR3DuM3+PlDIrIut7dsZbf/dZzOYzIBinCevGMAy4OaLCYrHBfL6GuxMRPOxR92b7iU9iRbgafO1Le+KNr342EYG74+7knDEzSslEgFkHBBHB3RERRJWkShAQMI4jOWfcnYggAmotRAQRgaiiIkN2HawAAAVoSURBVMxmAxsHNqjDwDRNuDualFoGxnGJihABqoJHcJ+zzuPEu9yTFWFF1vfsjHf+/nOJcHLOmDlBsElFUVWSKlNrRAQRwcMedW+Ou/1/ZEW4esSfvucVnP+Jj1JrpbVGrZWpTRBBzoXeO5oSpRTaNLEpwgEhIiilEuGYOZqUcCenhLsjqogI3QzcSTkjAuFB7x1EGIaBCGeaGhFBKYWI4JBDr8WTnvlqhmHOirAi63t2xjtf/1zCHE2JcTmSa4EI/pmqEgHmnaSJBz38DHacfB4rwtXke9/9x/iDlz+V/QeWmHdUFNVEuJNLZpom3IOcExFOa53ZMMPcCHcCEBFSSrgZmhJEsMkJwgMRwcwopdBaZ742Y7lYknLCzEmqRAQI3ycI93/EEzn+pHtzBWFF1vfsjLe/9jmoKiLCpjZOoIKI4GYggori7iDw0Efei1uf8mRWhKtPXPD5/8G73/L7uBnuzqZcMirKNE5sqrMB6x13R1Mi3BBR3J2UFPdAVYkIuhnCiggC9N6pdSDCiQhUFXNHAHNHRVAVRJQIZ8ettvOgx78YVWVFuIKs79kZb3vNsyFAkpA1s1gsyCVjvSOaEIGcMuaGu/PQ/3Avbn2HJ7MiXI1i5UPveTGf/eSnGaeJWivdjKSKiODupJQIdzQleu+UUkCEaRqptbLJzTAPBFBV3B1BQPi+cEdTQkRQVcZpgnBEE4oQBIcdeiiPftqLOPzaR3EF4QqyvmdnvON1zwEE94AILJyhVqapkZISARHObDaj985ZZ5/BjpPPZUW4mi02DsSbXvWf+cdvfhNBcJxwR0QxM1JKmBmlFCICCKbWGOoMs46qoJro3TAzSk4EoEkJD3o3ckm4OSJCRODu1Fqw7ng4KSkPf8IzuMX207iC8ENkfc/OeOvvPouUE5vCgzpUeu9EQBBYa5RaMTfCg4c+8l7sOPk8VoSrX3z3km/x39/wHP7+779FzonWO+FBzpmIIKWEdcPD+T4RclLMnJQSm3LOTOOEu6NJiYBaC+5GBKgq0zQhCCklRCACzJ17n/UI7njXh3AF4V+Q9Qt2xjte919IOWFmuBs5ZVrvpJwgBHcjIggCM+MRv/gL7DjlPFaEa4a45Ntf5W2vez7f+fZ3gWBTRCCq5JSICNwcd0eSEu54OCUXeu/UUtGkjONI7x1VRVVRVXrvaFJqqSyXS+pQmcaRYZhzt597OHf52QdyBeFfIesX7Iy3ve7ZCAICEkLgmDkiwqZaK5t676gqD3jo3bnNHZ7MinDNEd+95Ju8/62/wVe+eDEpJcyMlJRuhiDUWmlTY5gPbGxsgIMmIeeCmSEipJQIgk3WjQjHPcg5s8k9EAlyLvz8Q57I7U65J1cQ/g1yySXfiot2/yVuDdGCiBDeiOhomhERgPD/igU3veXNuN4Rp7AiXLPEcrnBh9/zWnZ//nwQMDPcDETYVGultw4CKsImcyflBA7NGjllckp0MyLArANC741hNnDTW9yC03/hPI486hiuIPw7JCJYCX5ywjVTsPLFfX/N+R96E1/60pcptZJTYjkuEYRNJRcQMOuYOaUUrHdQQULQrCRVWuuUUhjHkVtu38HtT7s/x+04BRHhCsKPIBHB/6bCrPPVi87nM5/8KF/+4j6mNuHmbJrP54zjiIigSSEEEaH1CRUlIhBNHH744dzmxLty3G3uzA2OvBk/RPgxSUTwv7HgCt/9zj/w1S99gW9+dRdf+dKXuPTSy1hsbCCimHWGYWC+tsbali0cedSNud4R2znqZju4/g1vSsqZHyL8hCQi+D9E8EPG5YI2bjAuRkSEYeuMkteow8C/Qvj/QSKC/4MF/1/CQfa/AHEPT5lTSc9XAAAAAElFTkSuQmCC\",\"scaled_width\":23.84,\"scaled_height\":20.09,\"exact_perimeter\":111.77,\"approximate_perimeter\":102.87,\"convex_hull_perimeter\":77.21,\"perimeter_pixels\":417.28,\"approximation_points\":12,\"original_contour_points\":119,\"shape_analysis\":{\"perimeter_to_area_ratio\":0.3665,\"compactness\":0.3068,\"aspect_ratio\":1.19}},{\"index\":1,\"position\":{\"x\":220,\"y\":42,\"width\":134,\"height\":71},\"actual_filled_area\":314.58,\"bounding_box_area\":682,\"image_base64\":\"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\"}}"},"timestamp":"2026-01-26 04:16:35"} 
[2026-01-26 04:16:35] local.INFO: Detected Objects from Image-to-Text API 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","scaled_width":23.84,"scaled_height":20.09,"exact_perimeter":111.77,"approximate_perimeter":102.87,"convex_hull_perimeter":77.21,"perimeter_pixels":417.28,"approximation_points":12,"original_contour_points":119,"shape_analysis":{"perimeter_to_area_ratio":0.3665,"compactness":0.3068,"aspect_ratio":1.19}},{"index":1,"position":{"x":220,"y":42,"width":134,"height":71},"actual_filled_area":314.58,"bounding_box_area":682,"image_base64":"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04:16:35"} 
[2026-01-26 04:16:35] local.INFO: Nested area calculated {"data":{"nestedArea":2418.3108999999995},"timestamp":"2026-01-26 04:16:35"} 
[2026-01-26 04:16:36] local.INFO: Mapped objects from Image-to-Text API 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"},{"id":"70e740f9-9fc0-4dc3-9e95-b81d8f0fe4c3","height":19.02,"width":35.89,"perimeter":134.83,"area":314.58,"image":"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"},{"id":"0f7218b5-9854-4c71-87b8-28b8f689a02d","height":19.02,"width":17.41,"perimeter":116.35,"area":210.61,"image":"iVBORw0KGgoAAAANSUhEUgAAAEEAAABHCAYAAABYripYAAAY8ElEQVR4AeXB//PlZ1nf8efruu77fc7nE8O3bEj4rqCO2HbEDnGkIhJIWiqijl8YptaOaBXCN0dKdRQKFGynShHBzvSX/g9NsskmMQ2KoNUUkOwmJBZapDOlOp2RFtndc973fV1Xz9nKTH9cf9Pt46Hf/8QTfO4z/65korKQBFU0b0QFrRmVyWZZyEwKQSWicG9UTGSGN6OyMImqwk2YOX1pZBYZEzen9U7E4Mi8kRHIwCRchi2Nua4YYO5kFlXJst2AYOz2LCcnrPsVVbFst5BBROC9IRkU5ByoOc2dSxcvsmxPkETEZHvTS/i2F7+MA3Ggc3dfqM98/D3MdbLZLKzrwFxQ0JdGZWLNcTOooqqgCjOnNSE3xrpysl2YY7JZOjIDxJyDk5Mtc066N9ycdaxslkZkcHJyCioiJgKE6L2xjsHSHHNnzImb4yqWZWGMgRCtd9ax0ltDEpmJmTHnZLPZEBHMMdiebLl86TJmzrJZyCxOn/sKvuvW13AgDnTPnY/UI5/451QWbk7ExKxwb0QGZkZrjpuoLCSIDI6WpePuUIEKNpuFjKQASUCxPdkyx2S72UAlY07cxZyT3junJyesc0USFcFRa05zZ85JASZx3ekJly9dZlkWikKIGZMZgWRUJcvSyUiOspKTzQlZSUQgCZMhE0/5xr/Pd7z0VRyIA527+0Kd/8Q/J2JCCanw5hxVFVThLpp3IibL0ikBlfTWkENF4QJvTkaxLB0zY85Ba06MifdGc+OoL52IwdI3xFzJKLw7AqrAzenNiQh674wxkIRJSFDFFTKjKilBRtLcOCoKISQhCUm4G3MEMyY3fPP38ZKXv5oDcaBzd52vxx/+F0QER3NOeu9IQhKq5EgSCFozJKGCZdOpKlTFZrshIpBAApcREVhrVARQNG+YCzMhgYDMYLPZcOnSZZbeWZaFimDkZLvZ0psz56QK3JwZEzdnzoHccRMRgSRkgip671Bweb8jC9wMk2itERE8+QV/j7/z8tdwIA507u4Ldf5330t3p4CIiTfHZJCBWcNMFIkZmAxV0nvHJJBorTHnYNluyDHJSnprtOa4GWNO+rKwjh1L61BJ747JmTHpvTPnxCRONltmDDKTonBzJLGOiZlhJbw5c06WTWe/3yMJM2POSeuNjMRMtNYZcyCEu1PAWCdP/aZX8V23voYDcaBzd5+vR3/vfbRmVBUC5ph4c4QoitYcGSy9UzGhwM0wN8zEZrtlv9vTXESBSZxsN0QMttsTRqyYHDKRICvprVGVRBTdnebOfr+nt45MeGsIiAjcnaqiqjAzMpMjIcYcnJyeMsfKmBOTkRWYHDPDXFQVu92e7WbLnJMbvuXVvOR7Xs2BONC5uy/U43/wy0RMmjtUcWQmzAwZmIQKWjOyiozAm7P0jkxQkBFIYrNdMIkxJ1ICwkw0c8xE740xJt4a3Y2IpDJZls5cJ603ZgStNdaxslkWIoI5J8KAwsxwd4rkKDMxMzKLjKS1xjpW3JyicHMyE3cnqnjaN72K77r1NRyIA9139kJ97pP/iozJjEACM+HmyAUZbJaFjCAqWVoncrLdbslIWnMoyAzcDW+Omdjv9pyebskMWl+gksxAiNacKpDEFVn03shIJHHUe2O337FZNhRFJcw5qSok4W7IxX6/x2S4O26NyGSuK6fXnTLGJCohimWzMOYgsrjhm7+Xl77iNRyIA91394V6/A/ex9IXMoOi6L1BFQLMRG+Nopgx2SwLJgMKqthsNkQEmUHvC6gYY2VZOi4DEsmoTCRYlg3rGCxLB8Hu0o6T7YYrqpAZWYm7kxFEBNvtlv264taYc2KAt4YMxhhIoihMjkrIhHujKtjvV3prtN758z//Cinjphe+hpe+4jUciAPdf/bReuz33oO74c2RhJshCVGYwL0BRWuOBEtfGGMCibmgCijcHZkxx+DkZAMlTKIyseZAkZFkJNvTE3aXL9H7QnMHCklkJpLIKioTMxFVuIzNsuHS7hKtdcaYVCbbkxN2ly7Re6eKKyICSVQlyJBEZlAF3jtPef7tvPQV38+BONB9Zy/U5z75y1BF742lNeacHEmit4ZMuBuVCYiqxJujKrKKZdsgoTUnYpKR9N7ITNyN3heqCgm2m4XdpT1mxozJUWSwWRbcnapizknzRkaCwFoj5gSKOYPWGnMGZLHZbpgZHI11xcyICFprlIwZk4jAzJFEVvH0b/5evuf2H+RAHOj+ex6t//yf3k8zwwRVhbtjJlprVCVCtGbMOaDA3HF3xthjbix9QRIzJpveoZICeu/MMVmWTgHNncu7S/S2MMbk605PiQwkMDPWMWjmjDlp3qiCdd2z2WwYY9B6IyMwd0xiv98jczZ9YV1XQkGVMBOZxYxgWbZcvHgRM6M1p4CbX/h9vOyVP8CBOND9Zy/U5z/1foSAonlDEmZG605F0lvHXaxjRRIv/u7v4bqnfiO1TqiCAi0dcqJNp/YDzMESeaPmhCjUF3K3R71BTmy7pXJAGVSivqUuXaKaUF+oy3vojhIw4woJ5kSbLUUgRO4GxEQbp6KAoqpQa7AGmYkQEtCN7VNewNNvfg4H4kD3n71QX/j0L7P0Dd6cdeyRGVRxenrK2A+aCwTuTlXxvf/wx3jymVv5a078Bd1/9kJ96bEPcLQ92bLfr2QGJuHuVCWnJ1vGfmVzuiEzuf21r+PJZ27lQFwD9MA9j9b/eOwDjDmRidOTLTGD3htVxbqunJxsqQwig94Wbn/d63jymVs5ENcAPXjusfrSo78KMmJOzMTSG+bOnBMzI2Ny3XWn7NaV3hq3vfa1PPnMKzgQ1wA9eO6z9aef/QCYqEiikpPNlnXds9l0vDnrfsXdMG9UFX/3da/jSTfcyoG4Bug37320/ucf/Rrb7ZbMZHf5Mn1ZaGaYc1Asy8Llyzt662Qlt732dVx/w8s5ENcA/Ydzn60/feKDmENrjdacmEFrzrquLL3Te2eMFTNns1l4yau/n+tveDkH4hqgB889Vl/54m+QGUjGZllY1xUzERmQhbmTc+LuIOMVP/JannTmVg7ENUAP3f94/clnf4UnXX89Fy9+lSrYbDZstxt2u8u4O2Nd2Ww2zDnpy8J3/8AP8aQzt3IgrgF66P7H68uf/zX60ogZZCbuhuQI4c2JmGQmX3d6Het+z3f/0I9w/Q0v50BcA/TQfY/XV7/4YeSOyygKBG7OOlY2y4bMIsZKIcyNl/3gD3P9DS/nQFwD9FsPPF7/+wsfJiJorbHZbFjHgCrmnLgZBVQWvTmVxct++Ed50plbORDXAD1032fr8pf+LfvdDpNovePeyAwyCygkMecks5CKl73qh+hP+07+X8VfCXJzvu766/nL0G898ET92ec/yLIsjHWlAHfHJJCAQhKFGHNwsjkhIzi57jouXbxIUbgaM4MqGDmhYLfb0VpDiNYaEUVksl9XluZkcSCOxpwUoAQzp1S4OWMMxrrirVMSVUnMJKKAIiIwa0QGWYW3xjOf9Ux+9Kd/lQNxlfTRBx6vr3zhwxhgZkQkiANRFAjcnYxgzmCz2TAjGPs9fdmQkcwIWmtAscZkroFkZCabpbPfrxRHooDMIJMrZCLmJLNorTPnJCJJxBWVICMiAZGZRAYRiUxIRmaRGTRvPPM5z+YfvOlDHIirpIfu+2x95Y8/TEXSeweK3jqXdzu8N+acHFUVJiMz8daYc3JUiLGumDd6b4wZzDkwOXNMlu2Wr371IibhzckMIorWOzEmyYFEZRIRuDfGGMicGYEkMmGMgUnInBmTqgKKKmits64rQjzvG57P6+74AAfiKumh+x+vL3/+g2Qmm82GqqKyMBORyZyBu2MmIgszZ45B6411v2LuzBlIzpEEEcGMpHljzMmYg6UvjLnirXP54mVOT064tLuMeSOLKzIT98a6H2QWEZOsws3IKrISYSCYM8gqttstMSZVxTomz3/BN/Jjb/kgB+Iq6bceeKL+7HP/mhnBsiwcVSVzJpJRVSCRmRxlJstmYYzJHJNl2TDWFZkTmYDY7Xb03vDWWPeDzKT3Tmaw36+YO5lJVjEjMQkkMrkiI2mtMWMyozAzJCMrmGPg3ogMSEBGZUGBJJ713Ofw42/7EAfiKumjDzxRX/78h4AECZMYY+DuZIL3xrqubDZb5hxUQcwkKzEZ67oiM5p3IoJZQczAJDKgbzrrfiUjgaT1LbsxiAhMxhiTohDGUQkiClSYjIhJZdF6J2YyxqD1xpyTSmjuVBWRSZl47tc/j3/0lg9xIK6SHrr/8frzP/4NLl38Kienp+x3e0BkJXIjI2i9I4mxBpnFnBO1hiFk4vLly/TWmXPg7sxI3Jzd5R1ts7COFTNHMvb7FTMxR2LNcTPmnFRCcSCxritmhiSQMMQYEzMnMwFhJiKCpJAZlUVRPPvZz+H1P/cRDsRV0oPnHqsvf/5DVAEGYwyEMHPWdXDUl46AdQQI1nWQUciEmXBzdrsdrXdiBpgRkUQk3pzMRDKqYKyDIolIWusgkVkgGPsVEAjcnXUdUEISrXf26x53BwkK5hxEJpKoKsyM5z7nebz+7R/hQFwlffSBx+vPPv/rrGMlI4kseu9EBFUQc1KI1hq7/UpzJyuhoACTMeaALJAxMzF3qoqIYo6gKpFEIaqgNWdGYGas60oVV2QFwpGEmzPHwHtnXVeKAgkEJCCQRGaCRGUhxHOf+zx+4ud+nQNxlfTgucfqy//lI2QlY12JmXhr/F9FJUQVkljHREBmYSbkxowgM3HvjHUFiYyiqgCRWWQGBWQW5s5RRFKVRAa9bdjvdpg7MqcqGWPSesMkMouiKIqYgbuTmUiiqohI3A0hnvOc5/L6t3+EA3GV9NB9j9d/f/RXWJbOGJOIJKto7kQGBajEzElmcVQFBciMiMTd2e9W3Bvr2JOZuHXMRFWRVSBjXVfcnYjA5MjEGAM3Z86kVLg3spKI4GtkImYgiSpwcyKC1p05g6rEzJhz8g3f8Hxe/3Mf4UBcJT1472P1p3/0a0gciBnBfrcHCQkiEoorWu/s9ytZBTKgyEyWvuHy5R1FUYgqaK2x7lf60jmKCKogK6DEFSXGGJgZMmONQWXh7vTeqSoigsrC3MkMKJEZyAwzse5Xlu2GjCRi8vXPez6vf/uHORBXSQ+ee6y+9NgHyCooGGNSWSSFu5OZgIg5KTMigoiAMnpvzJhEJFlFZuLWkBkRQWRCFogDQwVIQFFZmDuRwYzA3IkIzIzIwM2ZM9hsNkQEYx3IjKoEit47VTDnAIQ3QxjPeuaz+Kl3/BsOxFXSb977WP3JEx8kM1nXlTmCkiiBmzPGYLNs2e12ZCbWnL/1ohfxlOtfQE2gQVHUCuriioAxky5RHHRYB3jBrMIlvAokjtYqzERlMQAHFon/VcV1EkEhg4xiIkSxlZEUFzMRoktsJK674Tq+7TtfzYG4Snrgnkfri5/5l7g7lcWIQG5kQswAhLszZxARtOb82B0/xVNveiV/hYm/BP3mvY/W5x5+HwGYOyaRmUQUlKgqJGOOFdyogte/7Q087aZX8hfEX3O6/+yF+uNHfoXIpKpwc8aYHEUkklESY10xN0C8/m0/w9NueiUH4hqgB+55tJ54+P0IQxKSiEpMxn4duDtCRCQzBmbGT/7sG3jaTa/kQFwDdN/ZC/XE77+fAjKT1jozJlVQlYCYcyKB0SiKf/z2N3LDzbdxIK4Buu/uC3Xhd99L6w0K1jE4mnOy3W4Z6wREVmLuVBY/8443csNNt3EgrgG67+yj9cjv/DPMG1BEBEhUJJKDBFVEBNYbmckb/skdnLn5Ng7ENUDn7r5Qj/3H9zHGoHmnKKpEZiKKLK7ISgqQxBvf8SbO3HwbB+IaoHvvOl/nP/EeMqF7IzJIiYjA3JhjIgkEQmQmb/6Ft3Lm5ts4ENcA3XvX+XrkY+9hZtC8YWbMmGQVVVAqhJBEZmJm3PGON3HmGbdzIK4BuveuC/WZj72bmYHMKAqKK6qKqgKEmXFUVbz559/MmWfczoG4Bujc3Y/WJ3/7XRzJREURGZgZkiFEZtKXzpxBVfGmn7+DMzffzoG4BuieO8/XZz7xXvb7Pb13xjowN5BRmRTCXZhEZlIFb/mFt3DmGbdzIK4BuufOR+oPP/5eMpOqIrOQxFFmUgWtOWZiRmIm3vRP38yNz7idA3EN0L13Xag//Ph7mXMgxIzA3akqjjKDqsLciUhac97yjrdy5lm38RfEX3O6587z9emPvRtkREwiAndHgszC3QBRVWQmZsbf/rZbeOZyA3qqqLVgACsHBYiiEIVkIFGZSCIiMHO0QK1cUZXYxtntgo2EXFQWaxULBxIyo7KoSqoKM+NrqoqqwsyoKhAIoyiEKAqqwISdGnWxyAzMnW965ffxpKc/W7r3rvP18EPvpC8Lc04iAyFkoqqgwMzIDMwdCjITSZgZlUXrjXVdcXNmTARYa1Dg7mQmVUllIROZiZlhZow56c3JLCoLc+MoKxGiqnB3IhKZoAqZEXOyLAtjDkyGmbGuK5KoSswcM0MSEYEkZEbMSWvOmMFb73g3N37Li6V77nyk/vDj7yMiMDeqkjkmkoCCElDIDG+NOQZVhSQkEEbrjf1ujwTenMzCzJlzYGaYGVWFmcjkoDATkjHG4Ki1xpyDzKL3jruTmRzNOWmtkZlQEBn01skq5hz0pZMzKY4KM6OqgELmUMUYg2VZiAjcnTknb7vj3Zx54S3onrvO16c+9m4qkyzIDEwChEwIcZSZCJEUlYmZ4d6oSiKCqqKqcHfcjBGBSVQlICRxhYRJRAStNRDMMXF3IgJ3JyJp3ZnrZLPZEJmMsSKJquKotw4GYx0ctd4wGesYmAwoJJAMCopCEpIxxoqZ85affhc3/s1b0D13nq9P/857MHfW/R4oJEPiQEQE25Mt67oSM9gsC/t1xZtTWZgZkphz0FqnqqgqMhMzYeaYOWPsOZKMAkziaMbEzZFEVlGVmAwKshJJuDuZQZWAQghvTlUx1gGCqqK1RlVhZmyWhTEnMYOi6G1hxkCAJJBxx4//Ijd++y3onjvP18MP/RLmBggo3J0qiAhkwhBIZAbuDTdjRhJz4r2RMYko3A0zY87A3agqqgqqkBlVRWuN/bpnu90yxyQzaa0BBYivyUyqiq/JLJalM+ekqiiK5o0qyAqaNzITd2fMSTNHBmNMWmsIWOegtU7OAMGb3/AubnzhLeieu87XHzz0S1Dg3nA3MpIZE3PHJI7GnDR3qgozIyuhCkrIRFVi5sw5yUqaNyoLBGbCvZGZZCaZgXtjjMFmuyVjQgmZETGRhCSyAldDEjOCoyIxGVVFZtJ6JyJYeiMiqCwKMDOOqoorJKoSM2POoDL52Te9lxu/9RZ0z52P1MMffScFuDkgMicyo7I4cncQzHWCoLIwNyICSXhzcgYyUQVVhZkBoipZloWIwMzIDAoQIivJKEzC3SkKM2POgTCKIjNZloX9fk9rHaooAVVQBSZMTmaQmUiiqjAzjqqKqgIK90ZVkZUI8daffDc3vugWdPbOR+qTH30XICInktObk1WYiTkDKNwbY0yqEkn03hljJRN6axRQVbgbMwKqWJaF/W6Ht05VYibGOjE3MpO+dChAQHFFRGDmeDPGOvgaM4MCBEXh3shIWjNmBJWFmxGRyKAK3B0h9used0MY3pzM5OjNP/EubnzRLejsnY/Uww+9EzdDElUwIzCJ1jsRkyuKK7ISNycrWZaFdV2RwN2JSKqKqsLdiEha61QlYwwEyAwzw92Zc4LAZGQm2+2W3X5HRLL0zhiD1hpZCcUVkgCRFbg5WYnJiEjMhJkREbg7kcEVBSYjIsCECdwbb/zpX+LGb3kxOnvnI/XwR99J945MjDHITLKS7WbLHBPvjTkmy9LJTGIGMlFVmDmZwcnpCbvLO6gCCcnICtycjAQBVcgMCvrSuXjxIuaOmyEJKEBkJEVhZpgZmUllYuaYO+t+j7mDQIC7czTGwEz03olIqorMxN2hYMyBmSETFLz5J97FjS+6BZ3994/Upz/2HmZMem9IxpwTM1ElIoJlaYwxkQwJMoujMVZ674CQQBJmxlFEUFUUhcuRCUlUFutYcTMik9YakqhMkJAEFGNMzA0hTEZRZCW9L2QEmckVEiroy8J+tyMraa0TMem9ExmYBIiI4PT0lHVdWdeVt/3Ue3n6t9+Czt75SH3qt99DZRI5aa1zZOZkBnNOzA2TEZEcuRvNG2OszEh676zrntY6lYFMNG+AyAxa78QMigKJmJMjdyciMBOSAwUSVGLmrOvAm1OZuBuZRUSy2SwUMNZBUfTmZBatNaqKzGTOSWuNzIQCSaAiIjEzzJ07fvwXefq3fwf6wn/9Yv3Jf/sUIKr2iIUrVFAgGVUTWadyBRngSKJqUAmyBhVUDaQNVyiRnMoJFMVEbEHiiiqQoCZVEySkBUiqDElcUUUBkhCQWciEgKoJOEgIqJpIjQKqJkIUglqBBRRIHWoCxt/41u/k+qc/E1UVB8X/v/R/APNFoUiELEibAAAAAElFTkSuQmCC"},{"id":"85e96dfb-338f-40d5-b140-755befe13758","height":20.09,"width":19.29,"perimeter":102.66,"area":183.57,"image":"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"},{"id":"6f0bb33a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04:16:36"} 
[2026-01-26 04:16:36] local.INFO: Number of letters detected {"data":{"noOfLetters":8},"timestamp":"2026-01-26 04:16:36"} 
[2026-01-26 04:16:36] local.INFO: Perimeter calculated {"data":{"exactPerimeterSum":665.1099999999999,"perimeter_in_feet":55.43},"timestamp":"2026-01-26 04:16:36"} 
[2026-01-26 04:16:36] local.INFO: Actual filled area sum calculated {"data":{"actualFilledAreas":[305.0,314.58,116.3,210.61,183.57,54.03,41.72,31.5],"actualFilledAreaSum":1257.31},"timestamp":"2026-01-26 04:16:36"} 
[2026-01-26 04:16:36] local.INFO: Occupied area calculated {"data":{"conversionFactor":0.00694444,"occupiedArea":8.73},"timestamp":"2026-01-26 04:16:36"} 
[2026-01-26 04:16:36] local.INFO: Average character height calculated {"data":{"avgCharHeight":15.47},"timestamp":"2026-01-26 04:16:36"} 
[2026-01-26 04:16:36] local.INFO: Original image dimensions and ratio {"data":{"originalWidth":452,"originalHeight":122,"ratio":3.7049180327868854},"timestamp":"2026-01-26 04:16:36"} 
[2026-01-26 04:16:36] local.INFO: Calculated sign dimensions {"data":{"widthOfSign":"120","otherDimensionOfSign":32.39},"timestamp":"2026-01-26 04:16:36"} 
[2026-01-26 04:16:36] local.INFO: Image to Text processing completed 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","scaled_width":23.84,"scaled_height":20.09,"exact_perimeter":111.77,"approximate_perimeter":102.87,"convex_hull_perimeter":77.21,"perimeter_pixels":417.28,"approximation_points":12,"original_contour_points":119,"shape_analysis":{"perimeter_to_area_ratio":0.3665,"compactness":0.3068,"aspect_ratio":1.19}},{"index":1,"position":{"x":220,"y":42,"width":134,"height":71},"actual_filled_area":314.58,"bounding_box_area":682,"image_base64":"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4DEsmoTCRYlg3rGCxLB8Hu0o6T7YYrqpAZWYm7kxFEBNvtlv264taYc2KAt4YMxhhIoihMjkrIhHujKtjvV3prtN758z//Cinjphe+hpe+4jUciAPdf/bReuz33oO74c2RhJshCVGYwL0BRWuOBEtfGGMCibmgCijcHZkxx+DkZAMlTKIyseZAkZFkJNvTE3aXL9H7QnMHCklkJpLIKioTMxFVuIzNsuHS7hKtdcaYVCbbkxN2ly7Re6eKKyICSVQlyJBEZlAF3jtPef7tvPQV38+BONB9Zy/U5z75y1BF742lNeacHEmit4ZMuBuVCYiqxJujKrKKZdsgoTUnYpKR9N7ITNyN3heqCgm2m4XdpT1mxozJUWSwWRbcnapizknzRkaCwFoj5gSKOYPWGnMGZLHZbpgZHI11xcyICFprlIwZk4jAzJFEVvH0b/5evuf2H+RAHOj+ex6t//yf3k8zwwRVhbtjJlprVCVCtGbMOaDA3HF3xthjbix9QRIzJpveoZICeu/MMVmWTgHNncu7S/S2MMbk605PiQwkMDPWMWjmjDlp3qiCdd2z2WwYY9B6IyMwd0xiv98jczZ9YV1XQkGVMBOZxYxgWbZcvHgRM6M1p4CbX/h9vOyVP8CBOND9Zy/U5z/1foSAonlDEmZG605F0lvHXaxjRRIv/u7v4bqnfiO1TqiCAi0dcqJNp/YDzMESeaPmhCjUF3K3R71BTmy7pXJAGVSivqUuXaKaUF+oy3vojhIw4woJ5kSbLUUgRO4GxEQbp6KAoqpQa7AGmYkQEtCN7VNewNNvfg4H4kD3n71QX/j0L7P0Dd6cdeyRGVRxenrK2A+aCwTuTlXxvf/wx3jymVv5a078Bd1/9kJ96bEPcLQ92bLfr2QGJuHuVCWnJ1vGfmVzuiEzuf21r+PJZ27lQFwD9MA9j9b/eOwDjDmRidOTLTGD3htVxbqunJxsqQwig94Wbn/d63jymVs5ENcAPXjusfrSo78KMmJOzMTSG+bOnBMzI2Ny3XWn7NaV3hq3vfa1PPnMKzgQ1wA9eO6z9aef/QCYqEiikpPNlnXds9l0vDnrfsXdMG9UFX/3da/jSTfcyoG4Bug37320/ucf/Rrb7ZbMZHf5Mn1ZaGaYc1Asy8Llyzt662Qlt732dVx/w8s5ENcA/Ydzn60/feKDmENrjdacmEFrzrquLL3Te2eMFTNns1l4yau/n+tveDkH4hqgB889Vl/54m+QGUjGZllY1xUzERmQhbmTc+LuIOMVP/JannTmVg7ENUAP3f94/clnf4UnXX89Fy9+lSrYbDZstxt2u8u4O2Nd2Ww2zDnpy8J3/8AP8aQzt3IgrgF66P7H68uf/zX60ogZZCbuhuQI4c2JmGQmX3d6Het+z3f/0I9w/Q0v50BcA/TQfY/XV7/4YeSOyygKBG7OOlY2y4bMIsZKIcyNl/3gD3P9DS/nQFwD9FsPPF7/+wsfJiJorbHZbFjHgCrmnLgZBVQWvTmVxct++Ed50plbORDXAD1032fr8pf+LfvdDpNovePeyAwyCygkMecks5CKl73qh+hP+07+X8VfCXJzvu766/nL0G898ET92ec/yLIsjHWlAHfHJJCAQhKFGHNwsjkhIzi57jouXbxIUbgaM4MqGDmhYLfb0VpDiNYaEUVksl9XluZkcSCOxpwUoAQzp1S4OWMMxrrirVMSVUnMJKKAIiIwa0QGWYW3xjOf9Ux+9Kd/lQNxlfTRBx6vr3zhwxhgZkQkiANRFAjcnYxgzmCz2TAjGPs9fdmQkcwIWmtAscZkroFkZCabpbPfrxRHooDMIJMrZCLmJLNorTPnJCJJxBWVICMiAZGZRAYRiUxIRmaRGTRvPPM5z+YfvOlDHIirpIfu+2x95Y8/TEXSeweK3jqXdzu8N+acHFUVJiMz8daYc3JUiLGumDd6b4wZzDkwOXNMlu2Wr371IibhzckMIorWOzEmyYFEZRIRuDfGGMicGYEkMmGMgUnInBmTqgKKKmits64rQjzvG57P6+74AAfiKumh+x+vL3/+g2Qmm82GqqKyMBORyZyBu2MmIgszZ45B6411v2LuzBlIzpEEEcGMpHljzMmYg6UvjLnirXP54mVOT064tLuMeSOLKzIT98a6H2QWEZOsws3IKrISYSCYM8gqttstMSZVxTomz3/BN/Jjb/kgB+Iq6bceeKL+7HP/mhnBsiwcVSVzJpJRVSCRmRxlJstmYYzJHJNl2TDWFZkTmYDY7Xb03vDWWPeDzKT3Tmaw36+YO5lJVjEjMQkkMrkiI2mtMWMyozAzJCMrmGPg3ogMSEBGZUGBJJ713Ofw42/7EAfiKumjDzxRX/78h4AECZMYY+DuZIL3xrqubDZb5hxUQcwkKzEZ67oiM5p3IoJZQczAJDKgbzrrfiUjgaT1LbsxiAhMxhiTohDGUQkiClSYjIhJZdF6J2YyxqD1xpyTSmjuVBWRSZl47tc/j3/0lg9xIK6SHrr/8frzP/4NLl38Kienp+x3e0BkJXIjI2i9I4mxBpnFnBO1hiFk4vLly/TWmXPg7sxI3Jzd5R1ts7COFTNHMvb7FTMxR2LNcTPmnFRCcSCxritmhiSQMMQYEzMnMwFhJiKCpJAZlUVRPPvZz+H1P/cRDsRV0oPnHqsvf/5DVAEGYwyEMHPWdXDUl46AdQQI1nWQUciEmXBzdrsdrXdiBpgRkUQk3pzMRDKqYKyDIolIWusgkVkgGPsVEAjcnXUdUEISrXf26x53BwkK5hxEJpKoKsyM5z7nebz+7R/hQFwlffSBx+vPPv/rrGMlI4kseu9EBFUQc1KI1hq7/UpzJyuhoACTMeaALJAxMzF3qoqIYo6gKpFEIaqgNWdGYGas60oVV2QFwpGEmzPHwHtnXVeKAgkEJCCQRGaCRGUhxHOf+zx+4ud+nQNxlfTgucfqy//lI2QlY12JmXhr/F9FJUQVkljHREBmYSbkxowgM3HvjHUFiYyiqgCRWWQGBWQW5s5RRFKVRAa9bdjvdpg7MqcqGWPSesMkMouiKIqYgbuTmUiiqohI3A0hnvOc5/L6t3+EA3GV9NB9j9d/f/RXWJbOGJOIJKto7kQGBajEzElmcVQFBciMiMTd2e9W3Bvr2JOZuHXMRFWRVSBjXVfcnYjA5MjEGAM3Z86kVLg3spKI4GtkImYgiSpwcyKC1p05g6rEzJhz8g3f8Hxe/3Mf4UBcJT1472P1p3/0a0gciBnBfrcHCQkiEoorWu/s9ytZBTKgyEyWvuHy5R1FUYgqaK2x7lf60jmKCKogK6DEFSXGGJgZMmONQWXh7vTeqSoigsrC3MkMKJEZyAwzse5Xlu2GjCRi8vXPez6vf/uHORBXSQ+ee6y+9NgHyCooGGNSWSSFu5OZgIg5KTMigoiAMnpvzJhEJFlFZuLWkBkRQWRCFogDQwVIQFFZmDuRwYzA3IkIzIzIwM2ZM9hsNkQEYx3IjKoEit47VTDnAIQ3QxjPeuaz+Kl3/BsOxFXSb977WP3JEx8kM1nXlTmCkiiBmzPGYLNs2e12ZCbWnL/1ohfxlOtfQE2gQVHUCuriioAxky5RHHRYB3jBrMIlvAokjtYqzERlMQAHFon/VcV1EkEhg4xiIkSxlZEUFzMRoktsJK674Tq+7TtfzYG4Snrgnkfri5/5l7g7lcWIQG5kQswAhLszZxARtOb82B0/xVNveiV/hYm/BP3mvY/W5x5+HwGYOyaRmUQUlKgqJGOOFdyogte/7Q087aZX8hfEX3O6/+yF+uNHfoXIpKpwc8aYHEUkklESY10xN0C8/m0/w9NueiUH4hqgB+55tJ54+P0IQxKSiEpMxn4duDtCRCQzBmbGT/7sG3jaTa/kQFwDdN/ZC/XE77+fAjKT1jozJlVQlYCYcyKB0SiKf/z2N3LDzbdxIK4Buu/uC3Xhd99L6w0K1jE4mnOy3W4Z6wREVmLuVBY/8443csNNt3EgrgG67+yj9cjv/DPMG1BEBEhUJJKDBFVEBNYbmckb/skdnLn5Ng7ENUDn7r5Qj/3H9zHGoHmnKKpEZiKKLK7ISgqQxBvf8SbO3HwbB+IaoHvvOl/nP/EeMqF7IzJIiYjA3JhjIgkEQmQmb/6Ft3Lm5ts4ENcA3XvX+XrkY+9hZtC8YWbMmGQVVVAqhJBEZmJm3PGON3HmGbdzIK4BuveuC/WZj72bmYHMKAqKK6qKqgKEmXFUVbz559/MmWfczoG4Bujc3Y/WJ3/7XRzJREURGZgZkiFEZtKXzpxBVfGmn7+DMzffzoG4BuieO8/XZz7xXvb7Pb13xjowN5BRmRTCXZhEZlIFb/mFt3DmGbdzIK4BuufOR+oPP/5eMpOqIrOQxFFmUgWtOWZiRmIm3vRP38yNz7idA3EN0L13Xag//Ph7mXMgxIzA3akqjjKDqsLciUhac97yjrdy5lm38RfEX3O6587z9emPvRtkREwiAndHgszC3QBRVWQmZsbf/rZbeOZyA3qqqLVgACsHBYiiEIVkIFGZSCIiMHO0QK1cUZXYxtntgo2EXFQWaxULBxIyo7KoSqoKM+NrqoqqwsyoKhAIoyiEKAqqwISdGnWxyAzMnW965ffxpKc/W7r3rvP18EPvpC8Lc04iAyFkoqqgwMzIDMwdCjITSZgZlUXrjXVdcXNmTARYa1Dg7mQmVUllIROZiZlhZow56c3JLCoLc+MoKxGiqnB3IhKZoAqZEXOyLAtjDkyGmbGuK5KoSswcM0MSEYEkZEbMSWvOmMFb73g3N37Li6V77nyk/vDj7yMiMDeqkjkmkoCCElDIDG+NOQZVhSQkEEbrjf1ujwTenMzCzJlzYGaYGVWFmcjkoDATkjHG4Ki1xpyDzKL3jruTmRzNOWmtkZlQEBn01skq5hz0pZMzKY4KM6OqgELmUMUYg2VZiAjcnTknb7vj3Zx54S3onrvO16c+9m4qkyzIDEwChEwIcZSZCJEUlYmZ4d6oSiKCqqKqcH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YpomcM9Y7KkLOGVXFzRHAIxARNCkpKRsbC2azAY9AAmqtjMuJ7p2kCTPD3amlknKi9YmUEq13jr3tGRx76lmsCFcS2be+K/78Pb9JTglRxawx9cbafAtunSQJUSHc0aSEO/P5nDY1RMHMQIRhGGhtopbCcrlAVck5k1MiwgmCTSKCAEEAQi2FCGitMQyVlBOtNRYbC0ourM1nuBsiQpsakpSSKx5O643ZbMZyY4PZbMY4jpRSSCmxWCypteLutN6ppWC9o5oQhZwzbWq4BHe4x5O57jG3YkW4Esi+9V3xF+/9v4lwhtmMaRoZasXMKDkTHqytzTmwcQARRRU0Jdo0kXNCBLo5OSdAKCWzXC4Y6oAQqCo5Z3prEIAqpSR679Q6sFxskFJhHJccsu0QNhYHUM3UWhiXE2vzgdYbdaj0qVNrZTktmQ0z9h84QKkFa50tW7ZwYOMA7sEwDIQ5OSdyziyWSzapJrob1jqqymw+Y5omth16OKfe/zmUMrAiHGRy4fqu+MsPvBx3o9ZCBEQ41ju1VqZpIiUhpUy4o0npZiRV6lCwbuSU0KREBOM0sqmkRE6JqTVqrYQbSROlDjTrqCpCMBsqfTKW45KSChYGCCkllssFEMxmMwhIOeHupJQYx5GcMqjQpkbJGSeICOowYL3TpolSCq01zIxhNmccJ3JSrBu1VjQpvRu3vtMvcMyt782KcJDJheu74i/f/1JEhAin1srGxgFqrZh1VBOqSkqJcVySSyI8yDkjKiRNdDOIoJaMe0clEQJEUGultYaKoEkhoJRCa51hVjlw4ACCkEthuVgwm81Ym89pvWOtk4oiCDllluOSiKDkwjiOlFIQURBhsVigqqSk5JTpvWHuzIYZU5tIqgRByYVpmujNyCXj7gzDwNrWrdzprOeTc2VFOIhk3/qu+PT7X0rJGVEhwhnHkWEYsN5JuRA4KQnDMNCnxnVvdASH3mA7REeTkHMmPKEqiAYRgWhGUDQBEWzxObJ1QcoLkgKS+Mdvb+OyAwdYLiGlRO1w1I2vz2VN8HCKBmUQtHVkyCBgG9/iO9/6ey75h68SvRHhbIxLIKh1wFqjlspiHElJUU24G/PZnMVywWwYmMYJUUFFQQQ3o/XGHe/7OI648R1ZEQ4iuXDvrvjU+15CzkoQJE2klPAIwh3VxDSNrK3NSVmRgJPudiJHbj+Hq5O78e2vr/MPF/w5X/vKLtbW5ozjRM6JqTVEFDMjwsm5QATNOgS4OXWo9G6ICKKKiHD0cbflhLs+kRXhIJJ967visx98GfP5nHG5RAS2btvCxmJJSoqZ03snwskp0Vvn9F+4Gzc67hyuCSKCL+/+ODs/9W56myi5EASbSsn0bgxDxcyZpoYquAXmhnuQUsa6MZvPqMMWznzUi1FV4SCSfeu74nMffBl1GCAMj0BFmKaJOlQEodSMu+PmtDZy6hl34ugdT+Sa5O/WP8wF53+Q1idUE5oTGxsL5vMZvXfMndkwsFgsSSVh5rSpUYeKdccjmA9r3O3Bz+aww6/PinCQyIV7d8fnP/wKWhuZz2aUUhinid6NtbUZbRqZz+e4OwgowvGnncBR2x/PNc1ffuBlfP3idcydUguqSjej907SDAIiQq2VxWID90BEyLlg1lESd7rP47jRMSezIhwkctG+C+JvP/IKeu+IgkrCwlmbr9HahBDUUphaI6WEm3PS6Sdx1PbHc03z1Ys+yV/92VtprVGGgghMU6OUipsxtcYwVKw7EUEdZiwXC6bWmQ8zzDp3/LmHc5Nj786KcJDIRXt3x86PvZLZbKC1xtQa89mccRxRFYZhYLFYklMiqVJLZcept+ZGx53DNc3G5f/Eh//omfTeSaUQEYzjSE6Z+XyNAwc2GJdLSq2szddYLJdEgJujSem9ccfTz+LYk+/LinCQyEX7dsfuT/wOtVR6bwTB1rWtfO/S77Ft2zY2XX755czqQCkFieA2dz6eG9zyMVzTRAR//Lon03tnsRiptSIIosI0TQRBTpVxGpnP5mwsFuSc6N2otVJK4cjj7sGpd38AK8JBIhfu3R1f+LOXU0plmiaSKjklmhlJE5oUc6fmQrNGEuGknzmZG97ysVzTRATvf/0vsXFgP+5O652hFESF3o21tTWW40gEtG5Y76ScWC6WlFIJ4M73OIvtJ9+PFeEgkYv2XRC7P/bbeARuzpatW9i/fz/z+RoC9N4IYDbMWC4XDEPl+NNO4IhbnsM1zXKxnz9+3S8xtkbOGSIgYLFYUGczJIRundl8xsZigQiYOTln3KD3iTMf9DiOPu5nWREOErlo3+646FOvo/eOmRERrM3XKCmxXC5JmoAAERCht4nb3e1Ejjj2HK5pvv61v+Gjb38lqSQQQRAWGwuCIKWMmTHUyjRNaEpYNyL4PlUlgHs+8Knc+NjbsyIcJHLRvt1x8WffwDQ1kghtmtBSGMeRUgopJSKCaWqUnAjghNNO4MjjHsc1zd984pXs+vzf4OY0a6gmci701nF3kiYinO5Oypk2NVrvzOdzzAwQzn7ySzn0sOuzIhwkctG+3bHzo79NTkogRAQSUEvBzDBzAienTAT0MO5w+h044rjHck3ynW+u86fv+C3aOOERTNNEN2NtbY1Nl1+2n1IrKgoqeAS9NQRhGGa4B9sOOZSzn/wKVJUV4SCRi/btjgs+8TuUnJlaB4Jxmlibz5mmCVVFEObzGa01VIUTTrs9Rxz7WK4pLr3km3z47S9iceAyRJXlODK2id4as/kaKso0TQx1wMxAoJuhknAz3B13uNUJJ3OvhzyDFeEgkov27Y7dn3gVOSVUFPNgsdxg29ZtRASiwrQcOexa1+Lyyy9HEE64ywnc6NhzuCa4+KLdfOYjr+fySy9hmiZqrZgHIXxfBJg5boEI32dmmDslV6beyUnp3bjP2U/h2NvehRXhIJKL9u6OPX/xuyRRIhzrRuud+XxOeGBuIMJysWA+n2MW3OHup3DELR/D1WUaN/j63/8tX975Sfbu2oX1Th0G2jQREZRSWY4TKSXcHREwc8wN60apldYbSRMhgoQwrBWe8IzXMcy2sCIcRHLh3t1xwcdfSTdjvjZnsbFBIMxncxaLBcNsoLfOP3MPbnDjI7n+0deByZFBEFUE8AhUtmKLDnUDUSUWgfZrwZbCtOsb6BECWeEyR45S4h8CbhDEfkiHJvwSx7/hyA0F+6dAtwnTCIs1Z1o0Dlx6Kd/6xtfZ2FjgHuScaa2hSSEgEHozPAwzo5ZKAO6ORUAE7k5KinUnpUzKiVNPO5M7nvloVoSDTC7cuzt2fvS3IQLNCRXBzFFNuDsRTvADSRPLcaLWyjQ1IhwRRUQRFfDACfDA3ImAYRhYLBYggrvTemdtPmdjsUGtFRFhmhrT1Ni6ZQu9d8ZxJNdK74Ym5QeE3jtDHWitYWaYBSJC7x0QzI2cMkFgZmhS3APVhJkhIpgZApg7wzAAwmxW+MWnvoJth16HFeFHcDM0JX5ccuHeXfGFj7wSx5GUsN5xd0op9N5xcw459FD2799Pb42UCiln3DrugYgAgrkTHogqi8WCYaj0bgy1gsBiMaKquDt1GGjTSC6F/ZfvZ5jNmFpjU86ZaZoQTYzLJbP5nGlqzGZzlssFgpBzpfdGRJBLpk0NSUprHdVETpnuRhKl9Ya7k1KCgO4dQhAg58w0NU6/33/k1LueyRWEf4eZ8c43/Bq3vv1J3ObE+wQ/IPw75KJ9u+OCP/89FosFpRRSKoQby3HJ2toal116gNlsYJomUkqICNM0Ye7klMi50LshCIZjboQ71p1SC9acnDOi0KaOuxMERBDAMMxoZozjRETgEcyGGVPrLBcLcs6IKCICBOaOpoyZEe4gQgC1VMZxgZujOTHUGW1qmBu9G7UUzA0zRxDcnFILx97mOO77iBegqqwIP8IX/ur98b63vIGI4JS73IMz7/8kUsqsCP8GuXDvrvjch15GHQbcjE1uwdQ6qgoRTK1ThkpvnVorEUGEs7GxYD6fsxyXCEKtA+M4QgTDMNCa0dpEBOSh0FvHzMi58APCOI2oKgS0ZogItVZQobWGBLgbIoqHEAQqwmK5pNaKmaFJEQSPgAhKKSwOjOSSIMAj0KT0ZtSSab2z6drXP4JHnPvrbN16GFcQ/h2XX3ZJvPG3n8b3/mk/EUF4cMe7nMLd7/t0Sh1YEf4VcuHeXfHp97+E2WzGuFxShwEPWCwX5FxorbGpTZ1aC906OWfcnVoq+/fvp9YBEcHMMHNIQimVxWLJDwg5J1SV/fv3s7ZlK0TQpoaZg4J1I8JJKSMokgTrBqKklBjHkfAAhTAHEXLOCDC1jpsDggiklNBcmNoEEaSUiAgQVgQ353pH3JiHPu5ZHHro9biC8CP8yTtfG5/71AfZFBGUXOjWuONd7sQZ9386ORdWhH9BLlzfFX/x3hcTCDlnUkpsLDYoubCpW6eUgnUDAbdARUCU3hsRQUoJM8cDgiDljJkholg3zAIRcA8ggABRujkiwmwYmNoEAbkU2tRovSEiBKCAuxOAu5NTQUQwd0opTONIypmsiY3lEhXBWRG+T0TY5Oagwm1ufyfOfMCTWFvbyhWEH+HLX/xCvPmVzwZVFEFTovdOKQVz56Q7352fP+vJrAj/gly4d3ec/97fBBFSTrg7vXVAiXAQIdxJKSEiGIGI0FqDAE2JTa11IoJcCn3qdDNKzpg5KSmtddwDVcE80KSMy4lhNmDdyDlh5jTrJBVa6wzDgFswTROIoKqoKiCEwDSOgJByIqdMuINA7wYKKoqZ4e6klDj82tfmrmc+gtuceDo/RPgRWpviD1/9y1z8pYtRVdydnDOtN2azOW5GBDzo0U9gx/H3ZkX4IbJvfVd86v0vIWmi9Y6bsUlE6b1Th8rGxpI6FHo3Sq2YORFB0sRynAgPai1064zjiIiSU8GsI6rklDF33I2UMhaOmzONI8Mww8Mwc1QV1YSKsBxHSqm4OeGOhSOqiAqCYm6ICG1qaFI2RQQRQa2VqU2ICIRwo6OO5rTT78FNtt+DOsy4gvBj+tyn3hEfes87EDYJvTdEhKQJVaF1A4KhDjzhGS/h2tc9mhXhCrJvfVd8/J2/TgApJcKDOgyM44S7ExEgQiD8QBARgFDrwHI50qYJBEqpTK2hqghCypnFYkEpFU1CuKMp0aaGqOJmgBDuBCCiuDk5Z5bLJSVnLAJNifBg6hMqirmRcyalhKoSEbg7EUFvnWsdfji32H47jr7JMdzg6OM5/LpHIyL8EOHH9N3vfCN+/6W/xDiNuDtJE+ZGyolxOVJqRQjCgwi41fHH8+DHvABZ4Qqyb31XfOydL0QA1URrHUmKR2DuhDsRgaCoZtAg3AkPujkiQrdORFBKxbpRSqH1ziZ3p3cn54S7k1QxDwRBBBBFCNyDTSIKBGYGIvQwkibcHFGhtcZsNqO1RkSQc6a1Rq0VEMyM613vhjzxV16NiPBDhJ/Cf3/zC2LnX3+eHwiSZqY2MQwD0zShSUmaICCAcOMXz3sGN7nlXVgRVmTf+q744FtewNp8TkSwXE4QRi6F3jsiyoH9G2zbdgitTTiwbdshHLLtMMwMj0BFEYTeO7VWzIxunU2qyvcFOMFQKxuLiZwSrXdySjR3SkrgToiAO53gku98k3GayDljZmxydyICVUU1ER603qil4BGICiqJc5/5Ug6/zjGsCD+lfXs+E29//YsY6sCBAweYzeZY75gbCNRSaa0hgEeQUsLM2L7j5jz08S9DVliRveu74mPvfDEICEprDTcnl4y7IwLmYO4IgoVxvwedyS1v/ziubBd84dP88VteRkQQEZgZKRUinKSJ5bik1kJrnZwzrTVUBdXEve7/WE65631YEX4K47iIP3zlU/jGN76DqiIihDvdDA9nNgyIJBaLDSKclAsCeARJE4972gs44sa3YUVk7/qu+PBbXkhEkFJiXC7IQ6X3jogiIuScGccJdweB+z/kHhx7+yfxQ4SDLzYOXM4r/+s5TFNDRAggqTKOE8NQmaYJVcHcKKVgPYAgp8T222znrEe/kBXhp3D+R98cH/vge+m9U2ultcYwDIzjSEqJTRGBiACCqhAR9NYwd37mjHtxxv2fworI3vVd8advexHmjgDTNJFLIdxBBDfDI0iaaL0jAvd78N3ZfvJ5rAhXrnjDbz2Nr331YkSETRGBiADBJndHRNmUUsLdEVVKzjz1ua9nvraNFeEn9IG3vCg+8+nzyTmzycMpuTCOIzllunVSSiD8QATuQUqJiOCwww7jqc99I5qSyN71XfHht/4GIoK5EwFuhoUjQM6Z8MA9aK0RwP0fdg92nHweK8KV7BMfek188s8+jIrSW8dxVBIQ5JTwAFXBzBARIACh987Z5/wqtzrhzqwIPyEzi4+867f47GfOx8wQEUSElJTWOr13cs6oKuFOShlzY5OIIKo84Zd/gxseuR3Zu74r3vfG5+HhEIGIEgEpJQgwczyCnBKqytQaD3z4Pdh+4rmsCFeyfXs/HW9/7W+yKafE1BpEYOHkXFBRxnFJTolcKm4dEcEjuP3Jd+a+j/i/WBF+cmHWefcfPo89f7sLEUUEIgLrRh0KvRsRgaqyKaWMm+FhqCYe8LBzuO0d7oPs3bMz3vMHz+MHBBFAFAg8gk29d2qthDvdnQeefQY7TjqXFeFKtv/yy+KVv/ZYltPEbBiIcCJgHEeSJjQpZsYwVKapkXKi9w4BhxxyCE957h9QyiD8dOKS73yD17/0aYzjCCKIgHVDVMi54O703hEEj6CUTO9GTonTTr8Xp9/nCcjePbvivW98AeGOiGBmaMlscnfcHXODAEEwN85+1M+x/aRzWRGufPGmVz6Fr3zpYlSVIMiaQAW3AIJ/1nsDhJQUEFQTv3ju07nxzU5lRfjpxCf+5FX8xcc/DgG5ZMZxJOeEe+DmpJwQwCMQEXrv1Fo59rhb8+DHvQBZ37Mz3vvGF4BDN0MVPAJUEBEEYdM4jpRSCOCss89gx0nnsiJcBc7/szfGx/7H+xEBEcHMcHc0JQjHPai1YmYQkHKitYaocsqpd+HnHvKfWRF+Sl/ee3780Wtfhqrg7qgqvXdKKfTeERFEFQW6dUAQUW5685vwyPNejqzv2Rlve82zgWA2mzFNE5uGOrBYLsg507uRkgKKe+ehj7w32098EivCVeDL+74Q/+21z6f3TikVEWhtQjQhQETg4WTNaFLa1PBwIoKt27bxtOe+ntl8q/BTuvgre+PNr3omBPTeGWYD0zgioogIqoq7k1IiPNCkhDvXvu7hnPurf4Cs79kZ73r9c4kINokq1jspJUDo1lFRkiY8HHfjIY+4F7c6+VxWhKvANC3jt5//WDYWG+RccDciAndHk2LdEQnMHBElJcXDEQR35yGP+U/c+nb3ZEX4KfzdVy6IN7/qOZgZZsYwVFrrDHXA3DAzRIXeOrVUPBx358gb3ZAn/MrrkPU9O+Mdr3sO7qCqiEAQbBKE3htb1rayWC5BIKnwoLPPYPtJ57IiXEXe9+bnx19//vOICLVWxuUIAiVnzJ2UEtM0oarknBERNCnTOHGzm9+SRz75JawIP4UL93wi3vr7r8DNKaWgIrTeEVFSUtyd1hoiggjUOjBNIze7+TE86j+9Ctm7Z1e86w+eR0QQEdQ60HvDzMg501ojpYR1AxE0KWc97O7sOPk8VoSryN6//pN411vegJmhqpg7EYEKK0IphdYaZkbOhZwTvXcgcA8e97RXcNRNbsqK8BP65Ad+Pz7x8Q/i7uSSadOEasK6McwG3IwA3J2IYDab09rIjtvejgc95vnI+p6d8dbXPJucMhGOqgBCmxqalCDorVNyARFyTjzwYXfnViedy4pwFbn0n74Rv/VrT0Ii8IDeG7VWeu/knIkICFBVVIXWO0kTHo6ocNIpp/LzD/sVVoSfwDQu4lUvfAKXXXopKSU2RQRmhqoiIqgqBIgKZoaI0HvnZ848k5/9+Scj63t2xlt+91cptWBmlFwIgmmcKKVgZogKbZwYZjPGceThj/55dpx8HivCVSf+6NW/whcvXMfdUU3krCDCuBxJKbHJzciloKq4O6qCe5BS4vG//Jtc/4ibsyL8mD79P98VH3z3m9k0DJWpTQiCiJBSwt3JOdNbQ1NCRLBuBMEDH34Ox9/hfsj6np3x3179TCKCXDIiQps6pRQQcOvklHFAABHhrIefwY6TzmVFuAp94a/eH+9842uYz2eYBd06tRbCHRFFVZnahHugIogIEUFKiYjg2B3beeg5v4GIsCL8CF++cE+8/fXPxczZtFgsyLkgCkkTrTdKLoQ7rXdSSpgZs/mc3jtPfPqLuOGNtiPre3bG21/7HEQEVcXcEATzjkpGVbBu5JKIAFXlrLPvwfYTn8SKcBXaOPC9+J0XPolxHIGgtY67k3Ki5IKZoZoIHAIQoU2NiKCWjANn3vehnHr62VxB+Ddc/OXPx7vf8HI2NjYIDxBwd0QEs04pld4687UZrXWCgIDeO6UU1ras8UvPfzMpZWR9z85422ueTUoJM8M9qDVj7oRDSkLvRkqJbsZQBx7w0J9lx8nnsiJcxf70vS+P/+eTfw6iqAhmHU0JMwcCAoZhYJomVJXwwHFqrfTWEVHuff97s+Oks1lb28qK8EMuv+y78emPfpDPnP9exmkk50xEoCmhImxyc4JAREgpYd0IAg+n5ELvjdPuenfOOOtprIis79kZb/29ZxER5JQJglIKrTU2uTsiwiYRAYIHP+JMdpx8HivCVezrX70oXvuyp5OSIiKklOjWUVEigtYapRQE6L0jqhCAQOudLfMtLJYbbDvkMI692Q6uc8Nj2HL4YWxccilf+9o+LrroC/Ru9N5JKQHCJhFwN1LKWO+UWlksFpRc0KxYNzQpBEzTyOOf8l855tiTWBFZ37Mz3vqaZ6GqCIKbgwSqid47CBCQUmKTJuXBD78n2098EivCVS8+8Jb/wuc+8wVEIefCNE7UWtjkbqSUGccRM6fWgpvT3Sg5kXMhIiACM8Mj8HByypRSEIFpbJgbORfCHQQiAk1KEqX1TskZc2eTiLJJgKlNXP+GR3DuM3+PlDIrIut7dsZbf/dZzOYzIBinCevGMAy4OaLCYrHBfL6GuxMRPOxR92b7iU9iRbgafO1Le+KNr342EYG74+7knDEzSslEgFkHBBHB3RERRJWkShAQMI4jOWfcnYggAmotRAQRgaiiIkN2HawAAAVoSURBVMxmAxsHNqjDwDRNuDualFoGxnGJihABqoJHcJ+zzuPEu9yTFWFF1vfsjHf+/nOJcHLOmDlBsElFUVWSKlNrRAQRwcMedW+Ou/1/ZEW4esSfvucVnP+Jj1JrpbVGrZWpTRBBzoXeO5oSpRTaNLEpwgEhIiilEuGYOZqUcCenhLsjqogI3QzcSTkjAuFB7x1EGIaBCGeaGhFBKYWI4JBDr8WTnvlqhmHOirAi63t2xjtf/1zCHE2JcTmSa4EI/pmqEgHmnaSJBz38DHacfB4rwtXke9/9x/iDlz+V/QeWmHdUFNVEuJNLZpom3IOcExFOa53ZMMPcCHcCEBFSSrgZmhJEsMkJwgMRwcwopdBaZ742Y7lYknLCzEmqRAQI3ycI93/EEzn+pHtzBWFF1vfsjLe/9jmoKiLCpjZOoIKI4GYggori7iDw0Efei1uf8mRWhKtPXPD5/8G73/L7uBnuzqZcMirKNE5sqrMB6x13R1Mi3BBR3J2UFPdAVYkIuhnCiggC9N6pdSDCiQhUFXNHAHNHRVAVRJQIZ8ettvOgx78YVWVFuIKs79kZb3vNsyFAkpA1s1gsyCVjvSOaEIGcMuaGu/PQ/3Avbn2HJ7MiXI1i5UPveTGf/eSnGaeJWivdjKSKiODupJQIdzQleu+UUkCEaRqptbLJzTAPBFBV3B1BQPi+cEdTQkRQVcZpgnBEE4oQBIcdeiiPftqLOPzaR3EF4QqyvmdnvON1zwEE94AILJyhVqapkZISARHObDaj985ZZ5/BjpPPZUW4mi02DsSbXvWf+cdvfhNBcJxwR0QxM1JKmBmlFCICCKbWGOoMs46qoJro3TAzSk4EoEkJD3o3ckm4OSJCRODu1Fqw7ng4KSkPf8IzuMX207iC8ENkfc/OeOvvPouUE5vCgzpUeu9EQBBYa5RaMTfCg4c+8l7sOPk8VoSrX3z3km/x39/wHP7+779FzonWO+FBzpmIIKWEdcPD+T4RclLMnJQSm3LOTOOEu6NJiYBaC+5GBKgq0zQhCCklRCACzJ17n/UI7njXh3AF4V+Q9Qt2xjte919IOWFmuBs5ZVrvpJwgBHcjIggCM+MRv/gL7DjlPFaEa4a45Ntf5W2vez7f+fZ3gWBTRCCq5JSICNwcd0eSEu54OCUXeu/UUtGkjONI7x1VRVVRVXrvaFJqqSyXS+pQmcaRYZhzt597OHf52QdyBeFfIesX7Iy3ve7ZCAICEkLgmDkiwqZaK5t676gqD3jo3bnNHZ7MinDNEd+95Ju8/62/wVe+eDEpJcyMlJRuhiDUWmlTY5gPbGxsgIMmIeeCmSEipJQIgk3WjQjHPcg5s8k9EAlyLvz8Q57I7U65J1cQ/g1yySXfiot2/yVuDdGCiBDeiOhomhERgPD/igU3veXNuN4Rp7AiXLPEcrnBh9/zWnZ//nwQMDPcDETYVGultw4CKsImcyflBA7NGjllckp0MyLArANC741hNnDTW9yC03/hPI486hiuIPw7JCJYCX5ywjVTsPLFfX/N+R96E1/60pcptZJTYjkuEYRNJRcQMOuYOaUUrHdQQULQrCRVWuuUUhjHkVtu38HtT7s/x+04BRHhCsKPIBHB/6bCrPPVi87nM5/8KF/+4j6mNuHmbJrP54zjiIigSSEEEaH1CRUlIhBNHH744dzmxLty3G3uzA2OvBk/RPgxSUTwv7HgCt/9zj/w1S99gW9+dRdf+dKXuPTSy1hsbCCimHWGYWC+tsbali0cedSNud4R2znqZju4/g1vSsqZHyL8hCQi+D9E8EPG5YI2bjAuRkSEYeuMkteow8C/Qvj/QSKC/4MF/1/CQfa/AHEPT5lTSc9XAAAAAElFTkSuQmCC"},{"id":"70e740f9-9fc0-4dc3-9e95-b81d8f0fe4c3","height":19.02,"width":35.89,"perimeter":134.83,"area":314.58,"image":"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"},{"id":"85e96dfb-338f-40d5-b140-755befe13758","height":20.09,"width":19.29,"perimeter":102.66,"area":183.57,"image":"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"},{"id":"6f0bb33a-f57e-4e59-9434-9621dbb56acd","height":8.84,"width":8.57,"perimeter":52.67,"area":54.03,"image":"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OfSign":"120","otherDimensionOfSign":32.39,"width_of_smaller_line":20},"timestamp":"2026-01-26 04:16:36"} 
[2026-01-26 04:16:49] local.INFO: Validation Passed {"data":{"user_id":null,"request_data":{"sign_width_or_height":"120","user_input_dimension":"width","sign_depth":"1","sign_type":"Halo Lit Channel Letters","mounting_type":"Flush/Stud 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\",\"boxArea\":\"478.95\"},{\"id\":\"70e740f9-9fc0-4dc3-9e95-b81d8f0fe4c3\",\"width\":35.89,\"perimeter\":134.83,\"height\":19.02,\"area\":314.58,\"image\":\"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\",\"boxArea\":\"387.54\"},{\"id\":\"6f0bb33a-f57e-4e59-9434-9621dbb56acd\",\"width\":8.57,\"perimeter\":52.67,\"height\":8.84,\"area\":54.03,\"image\":\"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\",\"boxArea\":\"75.76\"},{\"id\":\"89083b8e-0d55-4648-aff0-31b687b6b27d\",\"width\":8.3,\"perimeter\":44.79,\"height\":8.84,\"area\":41.72,\"image\":\"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\",\"boxArea\":\"73.37\"},{\"id\":\"bdd4728a-2814-447c-879a-982ea41feec1\",\"width\":8.84,\"perimeter\":33.34,\"height\":8.84,\"area\":31.5,\"image\":\"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\",\"boxArea\":\"78.15\"}]","mockupCreationType":"single","no_of_lines":"1","raceway_depth":"2","raceway_height":"6","width_of_line_1":"120","width_of_line_2":"0","width_of_line_3":"0","width_of_line_4":"0","height_of_line_1":"32.39","height_of_line_2":"0","height_of_line_3":"0","height_of_line_4":"0","backer_offset":"2","backboard_cabinet_depth":"2","material":"Aluminium","application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","no_of_letters":"8","perimeter_of_sign":"55.43","nested_area":"16.79","occupied_area":"8.73","avg_char_height":"Less than 24 inches","width_of_sign":"120","width_of_smaller_line":"20","other_dimension_of_sign":"32.39"}},"timestamp":"2026-01-26 04:16:49"} 
[2026-01-26 04:16:49] local.INFO: API Input Data Collected {"data":{"user_id":null,"request_data":{"sign_width_or_height":"120","sign_depth_or_thickness":"1","sign_type":"Halo Lit Channel Letters","mounting_type":"Flush/Stud mounted","profit_factor":1,"no_of_lines":"1","raceway_depth":"2","raceway_height":"6","width_of_line_1":"120","width_of_line_2":"0","width_of_line_3":"0","width_of_line_4":"0","height_of_line_1":"32.39","height_of_line_2":"0","height_of_line_3":"0","height_of_line_4":"0","backer_offset":"2","backboard_cabinet_depth":"2","no_of_letters":"8","perimeter_of_sign":"55.43","nested_area":"16.79","occupied_area":"8.73","avg_char_height":"Less than 24 inches","width_of_sign":"120","width_of_smaller_line":"20","other_dimension_of_sign":"32.39","material":"Aluminium","application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","neon_color":null,"uv_printing_needed":null}},"timestamp":"2026-01-26 04:16:49"} 
[2026-01-26 04:16:49] local.INFO: Looking up SignType {"data":{"sign_type":"Halo Lit Channel Letters"},"timestamp":"2026-01-26 04:16:49"} 
[2026-01-26 04:16:49] local.INFO: Retrieved Material Formulas {"data":{"sign_type_id":1,"formulas_count":38},"timestamp":"2026-01-26 04:16:49"} 
[2026-01-26 04:16:49] local.INFO: Retrieved Variables List {"data":{"sign_type_id":1,"variables_count":12},"timestamp":"2026-01-26 04:16:49"} 
[2026-01-26 04:16:49] local.INFO: Price Map Constructed {"data":{"price_map":{"material501803":3.6821,"weight_material501803":0.629,"material501880":2.4107,"weight_material501880":0.503,"material501060":2.2179,"weight_material501060":0.378,"material500730":2.7786,"weight_material500730":1.481,"material500591":0.9286,"weight_material500591":0.357,"material502525":3.2429,"weight_material502525":0.875,"material502468":0.3821,"weight_material502468":0.008,"material501842":0.7964,"weight_material501842":0.035,"material502204":15.2893,"weight_material502204":0.559,"material502203":25.32,"weight_material502203":0.739,"material502206":0.2786,"weight_material502206":0.054,"material166":2.3214,"weight_material166":0.28,"material167":5.1786,"weight_material167":0.38,"material168":12.0,"weight_material168":0.56,"material169":18.5714,"weight_material169":0.76,"material170":0.6071,"weight_material170":0.008,"material171":0.25,"weight_material171":0.008,"material500611":0.0062,"weight_material500611":6.2e-6,"material500214":0.0025,"weight_material500214":2.5e-6,"material501055":0.0155,"weight_material501055":1.55e-5,"material502098":0.0286,"weight_material502098":2.86e-5,"material502079":0.0163,"weight_material502079":1.63e-5,"material502350":0.0254,"weight_material502350":2.54e-5,"material501680":0.0076,"weight_material501680":7.6e-6,"material502131":0.0271,"weight_material502131":2.71e-5,"material800007":0.0,"weight_material800007":0,"material500379":0.132,"weight_material500379":0.09,"material500419":0.16,"weight_material500419":0.11,"material502106":0.13,"weight_material502106":0.16,"material502567":0.13,"weight_material502567":0.21,"material502564":0.18,"weight_material502564":0.35,"material500154":0.4,"weight_material500154":0.38,"material502074":0.8,"weight_material502074":1.0}},"timestamp":"2026-01-26 04:16:49"} 
[2026-01-26 04:16:49] local.INFO: Variables Price Constructed {"data":{"variables_price":{"variable2":1.1,"variable3":1.2,"variable8":0,"variable19":0,"variable20":0,"variable21":0,"variable22":0,"variable23":0.75,"variable24":0,"variable25":0,"variable26":0,"variable27":0}},"timestamp":"2026-01-26 04:16:49"} 
[2026-01-26 04:16:49] local.INFO: Final Variables Merged {"data":{"variables_count":190},"timestamp":"2026-01-26 04:16:49"} 
[2026-01-26 04:16:49] local.INFO: Initialized items collection {"data":{"count":0},"timestamp":"2026-01-26 04:16:49"} 
[2026-01-26 04:16:49] local.INFO: Merged material items {"data":{"formulas_count":38,"items_count_after_merge":38},"timestamp":"2026-01-26 04:16:49"} 
[2026-01-26 04:16:49] local.INFO: Merged variable items {"data":{"variables_count":12,"items_count_after_merge":50},"timestamp":"2026-01-26 04:16:49"} 
[2026-01-26 04:16:49] local.INFO: Sorted items collection {"data":{"items_count":50,"first_item":{"type":"material","id":1,"expression":"if(material == material_aluminium && avg_char_height == avg_char_height_greater_than_24_inches, material501803 * nested_area * variable3 , 0)","dense_weight_expression":"if(material == material_aluminium && avg_char_height == avg_char_height_greater_than_24_inches, weight_material501803 * occupied_area, 0 )","name":"Aluminium Sheet 2.5 mm 1100 Grade 4 ft x 8 ft Pakistan","var_name":"material501803","price":"3.6821","description":"Aluminium 10 G / 0.134 inch - Corrosion-resistant, and Durable for Sign Face.","sequence_no":1},"last_item":{"type":"variable","id":8,"expression":"totalCost * variable2","dense_weight_expression":"totalDenseWeight * 1.1","name":"Total Cost","var_name":"variable8","price":null,"description":null,"sequence_no":50}},"timestamp":"2026-01-26 04:16:49"} 
[2026-01-26 04:16:49] local.INFO: Initializing MathExecutor {"data":{"variables_count":190},"timestamp":"2026-01-26 04:16:49"} 
[2026-01-26 04:16:49] local.INFO: MathExecutor variables set {"data":{"variables_count":190},"timestamp":"2026-01-26 04:16:49"} 
[2026-01-26 04:16:50] local.INFO: Dense weight computed {"data":{"name":"Aluminium Sheet 2.5 mm 1100 Grade 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_aluminium && avg_char_height == avg_char_height_greater_than_24_inches, weight_material501803 * occupied_area, 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-26 04:16:50"} 
[2026-01-26 04:16:50] local.INFO: Formula executed successfully {"data":{"name":"Aluminium Sheet 2.5 mm 1100 Grade 4 ft x 8 ft Pakistan","expression":"if(material == material_aluminium && avg_char_height == avg_char_height_greater_than_24_inches, material501803 * nested_area * variable3 , 0)","result":"0"},"timestamp":"2026-01-26 04:16:50"} 
[2026-01-26 04:16:50] local.INFO: Dense weight computed {"data":{"name":"Aluminium Sheet 2mm 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_aluminium && avg_char_height == avg_char_height_less_than_24_inches, weight_material501880 * occupied_area, 0 )","itemDenseWeight":"4.39119"},"timestamp":"2026-01-26 04:16:50"} 
[2026-01-26 04:16:50] local.INFO: Formula executed successfully {"data":{"name":"Aluminium Sheet 2mm 4 ft x 8 ft Pakistan","expression":"if(material == material_aluminium && avg_char_height == avg_char_height_less_than_24_inches , material501880 * nested_area * variable3 , 0)","result":"48.5707836"},"timestamp":"2026-01-26 04:16:50"} 
[2026-01-26 04:16:50] local.INFO: Dense weight computed {"data":{"name":"Aluminium Sheet 1.5 mm 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_stainless_steel, 0, weight_material501060 * ( sign_depth_or_thickness / 12 * perimeter_of_sign )  )","itemDenseWeight":"1.746045"},"timestamp":"2026-01-26 04:16:50"} 
[2026-01-26 04:16:50] local.INFO: Formula executed successfully {"data":{"name":"Aluminium Sheet 1.5 mm 4 ft x 8 ft Pakistan","expression":"if(material == material_stainless_steel , 0 , material501060 * variable3  * (sign_depth_or_thickness / 12 * perimeter_of_sign))","result":"12.2938197"},"timestamp":"2026-01-26 04:16:50"} 
[2026-01-26 04:16:50] local.INFO: Dense weight computed {"data":{"name":"SS Sheet 14g Brushed Silver 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_stainless_steel, weight_material500730 * occupied_area, 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-26 04:16:50"} 
[2026-01-26 04:16:50] local.INFO: Formula executed successfully {"data":{"name":"SS Sheet 14g Brushed Silver 4 ft x 8 ft Pakistan","expression":"if(material  == material_stainless_steel , material500730 * nested_area  * variable3 , 0)","result":"0"},"timestamp":"2026-01-26 04:16:50"} 
[2026-01-26 04:16:50] local.INFO: Dense weight computed {"data":{"name":"SS Sheet 26g Brushed Silver 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_stainless_steel, weight_material500591 * ( sign_depth_or_thickness / 12 * perimeter_of_sign ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-26 04:16:50"} 
[2026-01-26 04:16:50] local.INFO: Formula executed successfully {"data":{"name":"SS Sheet 26g Brushed Silver 4 ft x 8 ft Pakistan","expression":"if(material  == material_stainless_steel , material500591 * (sign_depth_or_thickness / 12 * perimeter_of_sign) * variable3 , 0)","result":"0"},"timestamp":"2026-01-26 04:16:50"} 
[2026-01-26 04:16:50] local.INFO: Dense weight computed {"data":{"name":"Acrylic Sheet 8mm Matt 4 ft x 8 ft Pakistan","dense_weight_expression":"weight_material502525 * occupied_area","itemDenseWeight":7.63875},"timestamp":"2026-01-26 04:16:50"} 
[2026-01-26 04:16:50] local.INFO: Formula executed successfully {"data":{"name":"Acrylic Sheet 8mm Matt 4 ft x 8 ft Pakistan","expression":"material502525 * nested_area  * variable3","result":65.3379492},"timestamp":"2026-01-26 04:16:50"} 
[2026-01-26 04:16:50] local.INFO: Dense weight computed {"data":{"name":"LED Module 0.4W UL Cool White 10000K China","dense_weight_expression":"if(application == application_interior, 0, nested_area * 10 * weight_material502468 )","itemDenseWeight":"1.3432"},"timestamp":"2026-01-26 04:16:50"} 
[2026-01-26 04:16:50] local.INFO: Formula executed successfully {"data":{"name":"LED Module 0.4W UL Cool White 10000K China","expression":"if(application == application_interior , 0 , nested_area * 10 * material502468)","result":"64.15459"},"timestamp":"2026-01-26 04:16:50"} 
[2026-01-26 04:16:50] local.INFO: Dense weight computed {"data":{"name":"LED Strip UL Cool White China","dense_weight_expression":"if(application == application_interior, if(ul_mandatory == ul_mandatory_yes, ( weight_material501842 / 3.2 ) * perimeter_of_sign, 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-26 04:16:50"} 
[2026-01-26 04:16:50] local.INFO: Formula executed successfully {"data":{"name":"LED Strip UL Cool White China","expression":"if(application == application_interior , if( ul_mandatory == ul_mandatory_yes , ( material501842 / 3.2 ) * perimeter_of_sign , 0) , 0)","result":"0"},"timestamp":"2026-01-26 04:16:50"} 
[2026-01-26 04:16:50] local.INFO: Dense weight computed {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","dense_weight_expression":"if(application == application_interior && perimeter_of_sign / 3.2 <= 5, if(ul_mandatory == ul_mandatory_yes, weight_material502204 , if(ul_mandatory == ul_mandatory_no, 0, 0 )  ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-26 04:16:50"} 
[2026-01-26 04:16:50] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","expression":"if(

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

  if(

    ul_mandatory == ul_mandatory_yes,

    material502204,

    if(ul_mandatory == ul_mandatory_no , 0, 0)

  ),

  0

)","result":"0"},"timestamp":"2026-01-26 04:16:50"} 
[2026-01-26 04:16:50] local.INFO: Dense weight computed {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","dense_weight_expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 5 && perimeter_of_sign / 3.2 <= 10, if(ul_mandatory == ul_mandatory_yes, weight_material502203 , 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-26 04:16:50"} 
[2026-01-26 04:16:50] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 5 && perimeter_of_sign / 3.2 <= 10, if(ul_mandatory  == ul_mandatory_yes , material502203 , 0), 0)","result":"0"},"timestamp":"2026-01-26 04:16:50"} 
[2026-01-26 04:16:50] local.INFO: Dense weight computed {"data":{"name":"Power Supply 15A-10+5","dense_weight_expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 10 && perimeter_of_sign / 3.2 <= 15, if(ul_mandatory == ul_mandatory_yes, weight_material502204 * 2, 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-26 04:16:50"} 
[2026-01-26 04:16:50] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 15A-10+5","expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 10 && perimeter_of_sign / 3.2 <= 15, if(ul_mandatory == ul_mandatory_yes , material502204 + material502203, 0 ), 0 )","result":"0"},"timestamp":"2026-01-26 04:16:50"} 
[2026-01-26 04:16:50] local.INFO: Dense weight computed {"data":{"name":"Power Supply 20A-(10A+10A)","dense_weight_expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 15 && perimeter_of_sign / 3.2 <= 1500, if(ul_mandatory == ul_mandatory_yes, weight_material502203 * 2, 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-26 04:16:50"} 
[2026-01-26 04:16:50] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 20A-(10A+10A)","expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 15 && perimeter_of_sign / 3.2 <= 1500, if(ul_mandatory == ul_mandatory_yes , material502203 * 2, 0 ), 0 )","result":"0"},"timestamp":"2026-01-26 04:16:50"} 
[2026-01-26 04:16:50] local.INFO: Dense weight computed {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","dense_weight_expression":"if(application == application_exterior && nested_area * 10 <= 70, weight_material502204 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-26 04:16:50"} 
[2026-01-26 04:16:50] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","expression":"if(application  == application_exterior && (nested_area  * 10)<= 70, material502204 , 0)","result":"0"},"timestamp":"2026-01-26 04:16:50"} 
[2026-01-26 04:16:50] local.INFO: Dense weight computed {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","dense_weight_expression":"if(application == application_exterior && nested_area * 10 > 70 && nested_area * 10 <= 140, weight_material502203 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-26 04:16:50"} 
[2026-01-26 04:16:50] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","expression":"if(application  == application_exterior && (nested_area * 10) > 70 && (nested_area * 10) <= 140, material502203 , 0)","result":"0"},"timestamp":"2026-01-26 04:16:50"} 
[2026-01-26 04:16:50] local.INFO: Dense weight computed {"data":{"name":"Power Supply 15A-10+5","dense_weight_expression":"if(application == application_exterior && nested_area * 10 > 140 && nested_area * 10 <= 210, weight_material502204 * 2, 0 )","itemDenseWeight":"1.118"},"timestamp":"2026-01-26 04:16:50"} 
[2026-01-26 04:16:50] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 15A-10+5","expression":"if(application == application_exterior && nested_area * 10 > 140 && nested_area * 10 <= 210,  material502204 + material502203 , 0 )","result":"40.6093"},"timestamp":"2026-01-26 04:16:50"} 
[2026-01-26 04:16:50] local.INFO: Dense weight computed {"data":{"name":"Power Supply 20A-(10A+10A)","dense_weight_expression":"if(application == application_exterior && nested_area * 10 > 210 && nested_area * 10 <= 21000, weight_material502203 * 2, 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-26 04:16:50"} 
[2026-01-26 04:16:50] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 20A-(10A+10A)","expression":"if(application == application_exterior && nested_area * 10 > 210 && nested_area * 10 <= 21000, material502203 * 2, 0 )","result":"0"},"timestamp":"2026-01-26 04:16:50"} 
[2026-01-26 04:16:50] local.INFO: Dense weight computed {"data":{"name":"Wire 18g UL UL Certified Red & White China","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no, 0, weight_material502206 * 2.5 * no_of_letters )","itemDenseWeight":"1.08"},"timestamp":"2026-01-26 04:16:50"} 
[2026-01-26 04:16:50] local.INFO: Formula executed successfully {"data":{"name":"Wire 18g UL UL Certified Red & White China","expression":"if(application  == application_interior && ul_mandatory == ul_mandatory_no , 0, material502206 * 2.5 * no_of_letters)","result":"5.572"},"timestamp":"2026-01-26 04:16:50"} 
[2026-01-26 04:16:50] local.INFO: Dense weight computed {"data":{"name":"Non UL 5A Power Supply","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 <= 5, weight_material166 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-26 04:16:50"} 
[2026-01-26 04:16:50] local.INFO: Formula executed successfully {"data":{"name":"Non UL 5A Power Supply","expression":"if(application  == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 <= 5, material166 , 0)","result":"0"},"timestamp":"2026-01-26 04:16:50"} 
[2026-01-26 04:16:50] local.INFO: Dense weight computed {"data":{"name":"Non UL 10A Power Supply","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 5 && perimeter_of_sign / 3.2 <= 10, weight_material167 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-26 04:16:50"} 
[2026-01-26 04:16:50] local.INFO: Formula executed successfully {"data":{"name":"Non UL 10A Power Supply","expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 5 && perimeter_of_sign / 3.2 <= 10, material167 , 0)","result":"0"},"timestamp":"2026-01-26 04:16:50"} 
[2026-01-26 04:16:50] local.INFO: Dense weight computed {"data":{"name":"Non UL 15A Power Supply","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 10 && perimeter_of_sign / 3.2 <= 15, weight_material168 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-26 04:16:50"} 
[2026-01-26 04:16:50] local.INFO: Formula executed successfully {"data":{"name":"Non UL 15A Power Supply","expression":"if( application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign  / 3.2 > 10 && perimeter_of_sign / 3.2 <= 15, material168 , 0)","result":"0"},"timestamp":"2026-01-26 04:16:50"} 
[2026-01-26 04:16:50] local.INFO: Dense weight computed {"data":{"name":"Non UL 20A Power Supply","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 15 && perimeter_of_sign / 3.2 <= 1500, weight_material169 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-26 04:16:50"} 
[2026-01-26 04:16:50] local.INFO: Formula executed successfully {"data":{"name":"Non UL 20A Power Supply","expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign  / 3.2 > 15 && perimeter_of_sign / 3.2 <= 1500, material169 , 0)","result":"0"},"timestamp":"2026-01-26 04:16:50"} 
[2026-01-26 04:16:50] local.INFO: Dense weight computed {"data":{"name":"Non UL LED strip","dense_weight_expression":"if(application == application_interior, if(ul_mandatory == ul_mandatory_no, ( weight_material170 / 3.2 ) * perimeter_of_sign, 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-26 04:16:50"} 
[2026-01-26 04:16:50] local.INFO: Formula executed successfully {"data":{"name":"Non UL LED strip","expression":"if(application == application_interior , if( ul_mandatory  == ul_mandatory_no , (material170 / 3.2) * perimeter_of_sign , 0), 0)","result":"0"},"timestamp":"2026-01-26 04:16:50"} 
[2026-01-26 04:16:50] local.INFO: Dense weight computed {"data":{"name":"Non UL Wire","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no, weight_material171 * 2.5 * no_of_letters, 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-26 04:16:50"} 
[2026-01-26 04:16:50] local.INFO: Formula executed successfully {"data":{"name":"Non UL Wire","expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no , material171 * 2.5 * no_of_letters , 0)","result":"0"},"timestamp":"2026-01-26 04:16:50"} 
[2026-01-26 04:16:50] local.INFO: Dense weight computed {"data":{"name":"Epoxy Primer Pakistan","dense_weight_expression":"(  (  (  ( occupied_area * 2 ) + (  (  ( sign_depth_or_thickness / 12 ) * perimeter_of_sign ) * 2 )  ) * 40.49 * 0.66 )  ) * weight_material500611","itemDenseWeight":0.004423515494200001},"timestamp":"2026-01-26 04:16:50"} 
[2026-01-26 04:16:50] local.INFO: Formula executed successfully {"data":{"name":"Epoxy Primer Pakistan","expression":"(((( occupied_area * 2 ) + ((( sign_depth_or_thickness / 12 ) * perimeter_of_sign  ) * 2 )) * 40.49 * 0.66 )) * material500611","result":4.4235154942},"timestamp":"2026-01-26 04:16:50"} 
[2026-01-26 04:16:50] local.INFO: Dense weight computed {"data":{"name":"Master Thinner Pakistan","dense_weight_expression":"(  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 40.49 * 0.13 * weight_material500214","itemDenseWeight":0.00035133004291666676},"timestamp":"2026-01-26 04:16:50"} 
[2026-01-26 04:16:50] local.INFO: Formula executed successfully {"data":{"name":"Master Thinner Pakistan","expression":"(( occupied_area  * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) * 40.49 * 0.13 * material500214","result":0.35133004291666675},"timestamp":"2026-01-26 04:16:50"} 
[2026-01-26 04:16:50] local.INFO: Dense weight computed {"data":{"name":"Epoxy Hardner Master Pakistan","dense_weight_expression":"(  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 40.49 * 0.2 * weight_material501055","itemDenseWeight":0.0033511481016666677},"timestamp":"2026-01-26 04:16:50"} 
[2026-01-26 04:16:50] local.INFO: Formula executed successfully {"data":{"name":"Epoxy Hardner Master Pakistan","expression":"(( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) * 40.49 * 0.2 * material501055","result":3.3511481016666673},"timestamp":"2026-01-26 04:16:50"} 
[2026-01-26 04:16:50] local.INFO: Dense weight computed {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.426 * weight_material502098, 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-26 04:16:50"} 
[2026-01-26 04:16:50] local.INFO: Formula executed successfully {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte , (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.426 * material502098, 0 )","result":"0"},"timestamp":"2026-01-26 04:16:50"} 
[2026-01-26 04:16:50] local.INFO: Dense weight computed {"data":{"name":"Matting Agent (P565-554) 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.234 * weight_material502079 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-26 04:16:50"} 
[2026-01-26 04:16:50] local.INFO: Formula executed successfully {"data":{"name":"Matting Agent (P565-554) 1L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) * 22 * 0.234 * material502079 , 0 )","result":"0"},"timestamp":"2026-01-26 04:16:50"} 
[2026-01-26 04:16:50] local.INFO: Dense weight computed {"data":{"name":"Hardner (922) 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.21 * weight_material502350 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-26 04:16:50"} 
[2026-01-26 04:16:50] local.INFO: Formula executed successfully {"data":{"name":"Hardner (922) 1L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign  ) * 2 )) * 22 * 0.21 * material502350 , 0)","result":"0"},"timestamp":"2026-01-26 04:16:50"} 
[2026-01-26 04:16:50] local.INFO: Dense weight computed {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.12 * weight_material501680 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-26 04:16:50"} 
[2026-01-26 04:16:50] local.INFO: Formula executed successfully {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte , (( occupied_area  * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign   ) * 2 )) * 22 * 0.12 * material501680 , 0 )","result":"0"},"timestamp":"2026-01-26 04:16:50"} 
[2026-01-26 04:16:50] local.INFO: Dense weight computed {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.41 * weight_material502098 )","itemDenseWeight":"0.0068874224466667"},"timestamp":"2026-01-26 04:16:50"} 
[2026-01-26 04:16:50] local.INFO: Formula executed successfully {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte , 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.41 * material502098)","result":"6.8874224466667"},"timestamp":"2026-01-26 04:16:50"} 
[2026-01-26 04:16:50] local.INFO: Dense weight computed {"data":{"name":"2k Adjuster (P190-376) Binder 2.5L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.21 * weight_material502131 )","itemDenseWeight":"0.00334268473"},"timestamp":"2026-01-26 04:16:50"} 
[2026-01-26 04:16:50] local.INFO: Formula executed successfully {"data":{"name":"2k Adjuster (P190-376) Binder 2.5L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte , 0 , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) * 22 * 0.21 * material502131)","result":"3.34268473"},"timestamp":"2026-01-26 04:16:50"} 
[2026-01-26 04:16:50] local.INFO: Dense weight computed {"data":{"name":"Hardner (922) 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.3 * weight_material502350 )","itemDenseWeight":"0.0044757086"},"timestamp":"2026-01-26 04:16:50"} 
[2026-01-26 04:16:50] local.INFO: Formula executed successfully {"data":{"name":"Hardner (922) 1L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte  , 0 , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign  ) * 2 )) * 22 * 0.3 * material502350)","result":"4.4757086"},"timestamp":"2026-01-26 04:16:50"} 
[2026-01-26 04:16:50] local.INFO: Dense weight computed {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.08 * weight_material501680 )","itemDenseWeight":"0.00035711690666667"},"timestamp":"2026-01-26 04:16:50"} 
[2026-01-26 04:16:50] local.INFO: Formula executed successfully {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte  , 0 , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) *22 * 0.08 * material501680)","result":"0.35711690666667"},"timestamp":"2026-01-26 04:16:50"} 
[2026-01-26 04:16:50] local.INFO: Formula executed successfully {"data":{"name":"Paint Miscellaneous [Fixed Cost]","expression":"0.2 * ( formula24 + formula25 + formula26 + formula27 + formula28 + formula29 + formula30 + formula31 + formula32 + formula33 + formula34 )","result":4.637785264423341},"timestamp":"2026-01-26 04:16:50"} 
[2026-01-26 04:16:50] local.INFO: Formula executed successfully {"data":{"name":"Packaging/Box Making","expression":"variable23 * nested_area","result":12.5925},"timestamp":"2026-01-26 04:16:50"} 
[2026-01-26 04:16:50] local.INFO: Dense weight computed {"data":{"name":"Corrugated Sheet 5ply","dense_weight_expression":"if( ( width_of_sign > 0 || other_dimension_of_sign > 0 ) && width_of_sign <= 30 && other_dimension_of_sign <= 30, (  ( 2 * nested_area ) + ( 3 * nested_area * (  ( sign_depth_or_thickness + 2 ) / 12 )  ) / sqrt( nested_area )  ) * weight_material500379 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-26 04:16:50"} 
[2026-01-26 04:16:50] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 5ply","dense_weight":"0","result":0},"timestamp":"2026-01-26 04:16:50"} 
[2026-01-26 04:16:50] local.INFO: Dense weight computed {"data":{"name":"Corrugated Sheet 7Ply","dense_weight_expression":"if( ( width_of_sign > 30 || other_dimension_of_sign > 30 ) && width_of_sign <= 50 && other_dimension_of_sign <= 50, (  ( 2 * nested_area ) + ( 3 * nested_area * (  ( sign_depth_or_thickness + 2 ) / 12 )  ) / sqrt(nested_area)  ) * weight_material500419 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-26 04:16:50"} 
[2026-01-26 04:16:50] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 7Ply","dense_weight":"0","result":0},"timestamp":"2026-01-26 04:16:50"} 
[2026-01-26 04:16:50] local.INFO: Dense weight computed {"data":{"name":"Corrugated Sheet 9 Ply","dense_weight_expression":"if( ( width_of_sign > 50 || other_dimension_of_sign > 50 ) && width_of_sign <= 60 && other_dimension_of_sign <= 60, (  ( 2 * nested_area ) + ( 3 * nested_area * (  ( sign_depth_or_thickness + 2 ) / 12 )  ) / sqrt(nested_area)  ) * weight_material502106 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-26 04:16:50"} 
[2026-01-26 04:16:50] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 9 Ply","dense_weight":"0","result":0},"timestamp":"2026-01-26 04:16:50"} 
[2026-01-26 04:16:50] local.INFO: Dense weight computed {"data":{"name":"Plywood Sheet 5mm 3 Core 4*8","dense_weight_expression":"if( ( width_of_sign > 60 || other_dimension_of_sign > 60 ) && width_of_sign <= 70 && other_dimension_of_sign <= 70, nested_area * 2 * weight_material502567 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-26 04:16:50"} 
[2026-01-26 04:16:50] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 5mm 3 Core 4*8","dense_weight":"0","result":0},"timestamp":"2026-01-26 04:16:50"} 
[2026-01-26 04:16:50] local.INFO: Dense weight computed {"data":{"name":"Plywood Sheet 7mm 4 Core","dense_weight_expression":"if( ( width_of_sign > 70 || other_dimension_of_sign > 70 ) && width_of_sign <= 90 && other_dimension_of_sign <= 90, nested_area * 2 * weight_material502564, 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-26 04:16:50"} 
[2026-01-26 04:16:50] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 7mm 4 Core","dense_weight":"0","result":0},"timestamp":"2026-01-26 04:16:50"} 
[2026-01-26 04:16:50] local.INFO: Dense weight computed {"data":{"name":"Plywood Sheet 8*4 Mersawa 6 core 9MM","dense_weight_expression":"if( ( width_of_sign > 90 || other_dimension_of_sign > 90 ), nested_area * weight_material500154 * 2, 0 )","itemDenseWeight":"12.7604"},"timestamp":"2026-01-26 04:16:50"} 
[2026-01-26 04:16:50] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 8*4 Mersawa 6 core 9MM","dense_weight":"12.7604","result":0},"timestamp":"2026-01-26 04:16:50"} 
[2026-01-26 04:16:50] local.INFO: Dense weight computed {"data":{"name":"Wood Lar 9''x132''","dense_weight_expression":"if( ( width_of_sign > 60 || other_dimension_of_sign > 60 ), 4 * sqrt(nested_area) * (  ( sign_depth_or_thickness + 2 ) / 12 ) * weight_material502074\t , 0 )","itemDenseWeight":"4.0975602497096"},"timestamp":"2026-01-26 04:16:50"} 
[2026-01-26 04:16:50] local.INFO: No formula, default result applied {"data":{"name":"Wood Lar 9''x132''","dense_weight":"4.0975602497096","result":0},"timestamp":"2026-01-26 04:16:50"} 
[2026-01-26 04:16:50] local.INFO: No formula, default result applied {"data":{"name":"Miscalleneous (10%)","dense_weight":0,"result":0},"timestamp":"2026-01-26 04:16:50"} 
[2026-01-26 04:16:50] local.INFO: No formula, default result applied {"data":{"name":"Where Wastage magnification factor for Sheets consumption is taken as","dense_weight":0,"result":0},"timestamp":"2026-01-26 04:16:50"} 
[2026-01-26 04:16:50] local.INFO: Formula executed successfully {"data":{"name":"Flush/Stud mounted","expression":"if(mounting_type == mounting_type_flush_stud_mounted, 1, 0 )","result":"1"},"timestamp":"2026-01-26 04:16:50"} 
[2026-01-26 04:16:50] local.INFO: Dense weight computed {"data":{"name":"Standard Raceway (6x2)","dense_weight_expression":"if(mounting_type == mounting_type_standard_raceway_6x2, (  (  (  ( width_of_line_1 + width_of_line_2 + width_of_line_3 + width_of_line_4 ) * raceway_height * 2 ) + ( raceway_height * raceway_depth * 2 ) + (  ( width_of_line_1 + width_of_line_2 + width_of_line_3 + width_of_line_4 ) * raceway_depth * 2 )  ) / 144 ) * weight_material501803 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-26 04:16:50"} 
[2026-01-26 04:16:50] local.INFO: Formula executed successfully {"data":{"name":"Standard Raceway (6x2)","expression":"if(mounting_type == mounting_type_standard_raceway_6x2, variable3 * ( material501803 / 144 * (  (  ( width_of_line_1 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_2 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_3 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_4 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  )  ) + 2.7 / 144 * (  (  ( width_of_line_1 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_2 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_3 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_4 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  )  )  ), 0 )","result":"0"},"timestamp":"2026-01-26 04:16:50"} 
[2026-01-26 04:16:50] local.INFO: Dense weight computed {"data":{"name":"Flat Backer (2mm)","dense_weight_expression":"if(mounting_type == mounting_type_flat_backer_2_5_mm, (  ( width_of_sign + ( 2 * backer_offset )  ) * ( other_dimension_of_sign + ( 2 * backer_offset )  )  ) / 144 * weight_material501803, 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-26 04:16:50"} 
[2026-01-26 04:16:50] local.INFO: Formula executed successfully {"data":{"name":"Flat Backer (2mm)","expression":"if(mounting_type == mounting_type_flat_backer_2_5_mm, variable3 * ( material501803 / 144 * (  ( width_of_sign + ( 2 * backer_offset )  ) * ( other_dimension_of_sign + ( 2 * backer_offset )  )  ) + 2.7 / 144 * (  ( width_of_sign + ( 2 * backer_offset )  ) * ( other_dimension_of_sign + ( 2 * backer_offset )  )  )  ), 0 )","result":"0"},"timestamp":"2026-01-26 04:16:50"} 
[2026-01-26 04:16:50] local.INFO: Dense weight computed {"data":{"name":"Backerboard Cabinet (2\")","dense_weight_expression":"if(mounting_type == mounting_type_backerboard_cabinet_2_inch, (  ( 2 * (  ( width_of_sign + ( 2 * backer_offset )  ) * ( other_dimension_of_sign + ( 2 * backer_offset )  )  )  ) + ( 2 * (  ( width_of_sign + ( 2 * backer_offset )  ) * backboard_cabinet_depth )  ) + ( 2 * (  ( other_dimension_of_sign + ( 2 * backer_offset )  ) * backboard_cabinet_depth )  )  ) / 144 * weight_material501803, 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-26 04:16:50"} 
[2026-01-26 04:16:50] local.INFO: Formula executed successfully {"data":{"name":"Backerboard Cabinet (2\")","expression":"if(mounting_type == mounting_type_backerboard_cabinet_2_inch, variable3 * (  (  ( 4 + 2 * ( other_dimension_of_sign + ( 2 * backer_offset )  )  ) + ( 2 * backboard_cabinet_depth )  ) * ( width_of_sign + ( 2 * backer_offset )  ) * material501803 / 144 + (  ( 4 + 2 * ( other_dimension_of_sign + ( 2 * backer_offset )  )  ) + ( 2 * backboard_cabinet_depth )  ) * ( width_of_sign + ( 2 * backer_offset )  ) * 2.7 / 144 ), 0 )","result":"0"},"timestamp":"2026-01-26 04:16:50"} 
[2026-01-26 04:16:50] local.INFO: Total Cost formula detected {"data":{"item_id":8},"timestamp":"2026-01-26 04:16:50"} 
[2026-01-26 04:16:50] local.INFO: Formula calculations completed {"data":{"total_items":50,"successful_calculations":49,"errors_count":0},"timestamp":"2026-01-26 04:16:50"} 
[2026-01-26 04:16:50] local.INFO: Summed initial totals {"data":{"totalCost_before_formula":277.95765408653995,"totalDenseWeight_before_formula":34.19833417603172},"timestamp":"2026-01-26 04:16:50"} 
[2026-01-26 04:16:50] local.INFO: Total Cost formula executed {"data":{"formula":"totalCost * variable2","computed_totalCost":305.75341949519395},"timestamp":"2026-01-26 04:16:50"} 
[2026-01-26 04:16:50] local.INFO: Total Dense Weight formula executed {"data":{"formula":"totalDenseWeight * 1.1","computed_totalDenseWeight":37.618167593634894},"timestamp":"2026-01-26 04:16:50"} 
[2026-01-26 04:16:50] local.INFO: Total Cost result added to calculationsResults {"data":{"variable_id":8,"result":305.75341949519395,"dense_weight_expression":37.618167593634894},"timestamp":"2026-01-26 04:16:50"} 
[2026-01-26 04:16:50] local.INFO: Preparing boxes for bin packing {"data":{"sign_type":"Halo Lit Channel Letters","objects_count":8,"totalDenseWeight":37.618167593634894},"timestamp":"2026-01-26 04:16:50"} 
[2026-01-26 04:16:50] local.INFO: Processing flush stud mounted objects for 3D bin packing {"data":{"objects_count":8,"sign_depth":"1"},"timestamp":"2026-01-26 04:16:50"} 
[2026-01-26 04:16:50] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-1","width":23.84,"height":20.09,"depth":"1"},"timestamp":"2026-01-26 04:16:50"} 
[2026-01-26 04:16:50] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-2","width":35.89,"height":19.02,"depth":"1"},"timestamp":"2026-01-26 04:16:50"} 
[2026-01-26 04:16:50] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-3","width":16.34,"height":19.02,"depth":"1"},"timestamp":"2026-01-26 04:16:50"} 
[2026-01-26 04:16:50] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-4","width":17.41,"height":19.02,"depth":"1"},"timestamp":"2026-01-26 04:16:50"} 
[2026-01-26 04:16:50] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-5","width":19.29,"height":20.09,"depth":"1"},"timestamp":"2026-01-26 04:16:50"} 
[2026-01-26 04:16:50] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-6","width":8.57,"height":8.84,"depth":"1"},"timestamp":"2026-01-26 04:16:50"} 
[2026-01-26 04:16:50] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-7","width":8.3,"height":8.84,"depth":"1"},"timestamp":"2026-01-26 04:16:50"} 
[2026-01-26 04:16:50] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-8","width":8.84,"height":8.84,"depth":"1"},"timestamp":"2026-01-26 04:16:50"} 
[2026-01-26 04:16:51] local.INFO: 3D Bin Packing API response received {"data":{"response":{"response":{"id":"1769401012_53192ed68f2c76458707727fb9809514","bins_packed":[{"bin_data":{"w":36.19,"h":20.39,"d":6.5,"id":"unique","used_space":67.6963,"weight":0,"gross_weight":0,"used_weight":100,"stack_height":20.39,"order_id":null},"image_complete":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260126/02420b638793682f32c36d3b44a9646f/1769401012-1796-4664834.svg","items":[{"id":"item-2","w":36.19,"h":19.32,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260126/02420b638793682f32c36d3b44a9646f/1769401012-179-1472690.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-4","w":17.71,"h":19.32,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260126/02420b638793682f32c36d3b44a9646f/1769401012-1792-8641916.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-8","w":9.14,"h":9.14,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260126/02420b638793682f32c36d3b44a9646f/1769401012-1793-3165002.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-3","w":16.64,"h":19.32,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260126/02420b638793682f32c36d3b44a9646f/1769401012-1793-8564372.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-6","w":8.87,"h":9.14,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260126/02420b638793682f32c36d3b44a9646f/1769401012-1794-6336016.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-7","w":8.6,"h":9.14,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260126/02420b638793682f32c36d3b44a9646f/1769401012-1794-8585602.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-1","w":24.14,"h":20.39,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260126/02420b638793682f32c36d3b44a9646f/1769401012-1795-9743398.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-5","w":19.59,"h":20.39,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260126/02420b638793682f32c36d3b44a9646f/1769401012-1796-9140503.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}}]}],"errors":[],"status":1,"not_packed_items":[]}}},"timestamp":"2026-01-26 04:16:51"} 
[2026-01-26 04:16:51] local.INFO: Box added from packed bin {"data":{"length":6.5,"width":36.19,"height":20.39,"denseWeight":37.618167593634894},"timestamp":"2026-01-26 04:16:51"} 
[2026-01-26 04:16:52] local.INFO: Shipping rates calculated {"data":{"boxes":[{"size":{"length":8.5,"width":38.19,"height":22.64},"quantity":1,"denseWeight":37.618167593634894}],"cheapestShippingCost":438.44296249999996,"rawShippingRates":{"data":[{"career":"dhl_small","boxWeights":[{"size":{"length":8.5,"width":38.19,"height":22.64},"denseWeight":37.618167593634894,"volumetricWeight":24.5,"higherWeight":37.618167593634894,"quantity":1}],"totalHigherWeight":37.618167593634894,"DS":60.18906814981583,"rate":472.9129069856992,"tariffAndDS":533.101975135515,"fuelSurcharge":"0.2975","gst":"0.1600","DdpService":0,"overweightSurcharge":22,"overlengthSurcharge":22,"isRemotePrice":0,"totalShipmentCost":868.5961827764635,"totalShipmentCostFormula":"((tariffAndDS (533.10197513551) + overlengthSurcharge (22) + overweightSurcharge (22)) * (1 + fuelSurcharge (0.2975)) * (1 + gst (0.1600))) + DdpService (0) + isRemotePrice (0) = 868.6","warnings":[]},{"career":"dhl_heavy","boxWeights":[{"size":{"length":8.5,"width":38.19,"height":22.64},"denseWeight":37.618167593634894,"volumetricWeight":24.5,"higherWeight":37.618167593634894,"quantity":1}],"totalHigherWeight":37.618167593634894,"DS":60.18906814981583,"rate":270.25080667417126,"tariffAndDS":330.4398748239871,"fuelSurcharge":"0.2975","gst":"0.1600","DdpService":0,"overweightSurcharge":22,"overlengthSurcharge":22,"isRemotePrice":0,"totalShipmentCost":563.569455597583,"totalShipmentCostFormula":"((tariffAndDS (330.43987482399) + overlengthSurcharge (22) + overweightSurcharge (22)) * (1 + fuelSurcharge (0.2975)) * (1 + gst (0.1600))) + DdpService (0) + isRemotePrice (0) = 563.57","warnings":[]},{"career":"fedex","boxWeights":[{"size":{"length":8.5,"width":38.19,"height":22.64},"denseWeight":37.618167593634894,"volumetricWeight":24.5,"higherWeight":37.618167593634894,"quantity":1}],"totalHigherWeight":37.618167593634894,"DS":37.618167593634894,"rate":360.1313063256756,"tariffAndDS":397.7494739193105,"fuelSurcharge":"0.3250","gst":"0.1600","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":611.3409414139802,"totalShipmentCostFormula":"(( tariffAndDS (397.74947391931) + overlengthSurcharge (0) + overweightSurcharge (0) ) * ( 1 + fuelSurcharge (0.3250)) * ( 1 + gst (0.1600))) + DdpService (0) + isRemotePrice (0) = 611.34094141398","warnings":[]},{"career":"fedex_flyer","error":["Package doesn't come under dimension","Weight is higher then 2.5 kg"]},{"career":"ups_5kg_selected_countries","error":["Weight is higher then 5 kg"],"warnings":[]},{"career":"ups_usa","boxWeights":[{"size":{"length":8.5,"width":38.19,"height":22.64},"denseWeight":37.618167593634894,"volumetricWeight":24.5,"higherWeight":37.618167593634894,"quantity":1}],"totalHigherWeight":37.618167593634894,"DS":0,"rate":"274.23","tariffAndDS":274.23,"fuelSurcharge":"0.3250","gst":"0.1500","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":12,"isRemotePrice":0,"totalShipmentCost":438.44296249999996,"totalShipmentCostFormula":"(((tariffAndDS (274.23) + overlengthSurcharge (12) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.3250)) + 2) * (1 + gst (0.1500))) + DdpService (0) + isRemotePrice (0) = 438.4429625","warnings":["Extra Charges: Too High - Minimum Weight should be 40 KG"]},{"career":"dhl_usa","boxWeights":[{"size":{"length":8.5,"width":38.19,"height":22.64},"denseWeight":37.618167593634894,"volumetricWeight":24.5,"higherWeight":37.618167593634894,"quantity":1}],"totalHigherWeight":37.618167593634894,"DS":60.18906814981583,"rate":"350.55","tariffAndDS":410.73906814981586,"fuelSurcharge":"0.0000","gst":"0.0000","DdpService":0,"overweightSurcharge":22,"overlengthSurcharge":22,"isRemotePrice":0,"totalShipmentCost":454.73906814981586,"totalShipmentCostFormula":"(((tariffAndDS (410.73906814982) + overlengthSurcharge (22) + overweightSurcharge (22)) * (1 + fuelSurcharge (0.0000))) * (1 + gst (0.0000))) + DdpService (0) + isRemotePrice (0) = 454.73906814982","warnings":["DHL USA Not Available (Width exceeds 97 cm)"]},{"career":"ups_zones_selected_countries","error":["Weight is higher then 25 kg"],"warnings":[]},{"career":"ups_zones","error":["Weight is higher then 25 kg"],"warnings":[]},{"career":"sea_mode_oa","error":["Weight is higher then 5 kg"]},{"career":"sea_mode_ob","boxWeights":[{"size":{"length":8.5,"width":38.19,"height":22.64},"denseWeight":37.618167593634894,"volumetricWeight":24.5,"higherWeight":37.618167593634894,"quantity":1}],"totalHigherWeight":37.618167593634894,"DS":0,"rate":826.1816759363489,"tariffAndDS":826.1816759363489,"fuelSurcharge":"0.0000","gst":"0.0000","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":826.1816759363489,"totalShipmentCostFormula":"((tariffAndDS (826.18167593635) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.0000)) * (1 + gst (0.0000))) + DdpService (0) + isRemotePrice (0) = 826.18167593635"}]}},"timestamp":"2026-01-26 04:16:52"} 
[2026-01-26 04:16:52] local.INFO: Product cost factor determined {"data":{"sign_type":"Halo Lit Channel Letters","productCostFactor":1.66},"timestamp":"2026-01-26 04:16:52"} 
[2026-01-26 04:16:52] local.INFO: Final API Response {"data":{"sign_width":"120","sign_height":"32.39","sign_depth":"1","sign_type":"Halo Lit Channel Letters","sideViewImage":"https://api.signize.ai/mockups/flush-stud/flush-stud-halo-lit-channel-letters.png","mounting_type":"Flush/Stud mounted","combined_production_cost_usd":310.0,"total_production_cost":510.0,"totalDenseWeight":37.618167593634894,"totalVolumetricWeight":24.5,"bin_packing_result":{"response":{"id":"1769401012_53192ed68f2c76458707727fb9809514","bins_packed":[{"bin_data":{"w":36.19,"h":20.39,"d":6.5,"id":"unique","used_space":67.6963,"weight":0,"gross_weight":0,"used_weight":100,"stack_height":20.39,"order_id":null},"image_complete":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260126/02420b638793682f32c36d3b44a9646f/1769401012-1796-4664834.svg","items":[{"id":"item-2","w":36.19,"h":19.32,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260126/02420b638793682f32c36d3b44a9646f/1769401012-179-1472690.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-4","w":17.71,"h":19.32,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260126/02420b638793682f32c36d3b44a9646f/1769401012-1792-8641916.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-8","w":9.14,"h":9.14,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260126/02420b638793682f32c36d3b44a9646f/1769401012-1793-3165002.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting 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868.6","warnings":[]},{"career":"dhl_heavy","boxWeights":[{"size":{"length":8.5,"width":38.19,"height":22.64},"denseWeight":37.618167593634894,"volumetricWeight":24.5,"higherWeight":37.618167593634894,"quantity":1}],"totalHigherWeight":37.618167593634894,"DS":60.18906814981583,"rate":270.25080667417126,"tariffAndDS":330.4398748239871,"fuelSurcharge":"0.2975","gst":"0.1600","DdpService":0,"overweightSurcharge":22,"overlengthSurcharge":22,"isRemotePrice":0,"totalShipmentCost":563.569455597583,"totalShipmentCostFormula":"((tariffAndDS (330.43987482399) + overlengthSurcharge (22) + overweightSurcharge (22)) * (1 + fuelSurcharge (0.2975)) * (1 + gst (0.1600))) + DdpService (0) + isRemotePrice (0) = 563.57","warnings":[]},{"career":"fedex","boxWeights":[{"size":{"length":8.5,"width":38.19,"height":22.64},"denseWeight":37.618167593634894,"volumetricWeight":24.5,"higherWeight":37.618167593634894,"quantity":1}],"totalHigherWeight":37.618167593634894,"DS":37.618167593634894,"rate":360.1313063256756,"tariffAndDS":397.7494739193105,"fuelSurcharge":"0.3250","gst":"0.1600","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":611.3409414139802,"totalShipmentCostFormula":"(( tariffAndDS (397.74947391931) + overlengthSurcharge (0) + overweightSurcharge (0) ) * ( 1 + fuelSurcharge (0.3250)) * ( 1 + gst (0.1600))) + DdpService (0) + isRemotePrice (0) = 611.34094141398","warnings":[]},{"career":"fedex_flyer","error":["Package doesn't come under dimension","Weight is higher then 2.5 kg"]},{"career":"ups_5kg_selected_countries","error":["Weight is higher then 5 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KG"]},{"career":"dhl_usa","boxWeights":[{"size":{"length":8.5,"width":38.19,"height":22.64},"denseWeight":37.618167593634894,"volumetricWeight":24.5,"higherWeight":37.618167593634894,"quantity":1}],"totalHigherWeight":37.618167593634894,"DS":60.18906814981583,"rate":"350.55","tariffAndDS":410.73906814981586,"fuelSurcharge":"0.0000","gst":"0.0000","DdpService":0,"overweightSurcharge":22,"overlengthSurcharge":22,"isRemotePrice":0,"totalShipmentCost":454.73906814981586,"totalShipmentCostFormula":"(((tariffAndDS (410.73906814982) + overlengthSurcharge (22) + overweightSurcharge (22)) * (1 + fuelSurcharge (0.0000))) * (1 + gst (0.0000))) + DdpService (0) + isRemotePrice (0) = 454.73906814982","warnings":["DHL USA Not Available (Width exceeds 97 cm)"]},{"career":"ups_zones_selected_countries","error":["Weight is higher then 25 kg"],"warnings":[]},{"career":"ups_zones","error":["Weight is higher then 25 kg"],"warnings":[]},{"career":"sea_mode_oa","error":["Weight is higher then 5 kg"]},{"career":"sea_mode_ob","boxWeights":[{"size":{"length":8.5,"width":38.19,"height":22.64},"denseWeight":37.618167593634894,"volumetricWeight":24.5,"higherWeight":37.618167593634894,"quantity":1}],"totalHigherWeight":37.618167593634894,"DS":0,"rate":826.1816759363489,"tariffAndDS":826.1816759363489,"fuelSurcharge":"0.0000","gst":"0.0000","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":826.1816759363489,"totalShipmentCostFormula":"((tariffAndDS (826.18167593635) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.0000)) * (1 + gst (0.0000))) + DdpService (0) + isRemotePrice (0) = 826.18167593635"}]},"cheapest_shipping_cost_usd":440.0,"totalCost":950.0,"productionResults":[{"material_id":1,"dense_weight_expression":0,"result":"0","sign_material":"Aluminium Sheet 2.5 mm 1100 Grade 4 ft x 8 ft 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as","description":null,"sequence_no":45},{"variable_id":24,"dense_weight_expression":0,"result":"1","sign_material":"Flush/Stud mounted","description":"Sign to be Flush/Stud Mounted to the wall.","sequence_no":46},{"variable_id":25,"dense_weight_expression":0,"result":"0","sign_material":"Standard Raceway (6x2)","description":null,"sequence_no":47},{"variable_id":26,"dense_weight_expression":0,"result":"0","sign_material":"Flat Backer (2mm)","description":null,"sequence_no":48},{"variable_id":27,"dense_weight_expression":0,"result":"0","sign_material":"Backerboard Cabinet (2\")","description":null,"sequence_no":49},{"variable_id":8,"dense_weight_expression":37.618167593634894,"result":305.75341949519395,"sign_material":"Total Cost","description":null,"sequence_no":50}],"productionError":[],"request":{"sign_width_or_height":"120","sign_depth_or_thickness":"1","sign_type":"Halo Lit Channel Letters","mounting_type":"Flush/Stud mounted","profit_factor":1,"no_of_lines":"1","raceway_depth":"2","raceway_height":"6","width_of_line_1":"120","width_of_line_2":"0","width_of_line_3":"0","width_of_line_4":"0","height_of_line_1":"32.39","height_of_line_2":"0","height_of_line_3":"0","height_of_line_4":"0","backer_offset":"2","backboard_cabinet_depth":"2","no_of_letters":"8","perimeter_of_sign":"55.43","nested_area":"16.79","occupied_area":"8.73","avg_char_height":"Less than 24 inches","width_of_sign":"120","width_of_smaller_line":"20","other_dimension_of_sign":"32.39","material":"Aluminium","application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","neon_color":null,"uv_printing_needed":null},"TATDays":21,"testDenseWeight":0},"timestamp":"2026-01-26 04:16:52"} 
[2026-01-26 04:16:52] local.INFO: API Epic Craftings Calculation Ended ======================================================================================================== {"data":null,"timestamp":"2026-01-26 04:16:52"} 
[2026-01-26 04:16:53] local.INFO: API B2 Sign Calculation Started ======================================================================================================== {"data":null,"timestamp":"2026-01-26 04:16:53"} 
[2026-01-26 04:16:53] local.INFO: Incoming Request {"data":{"sign_type_name":"Halo Lit Channel Letters","sign_depth":1,"mounting_type":"Flush/Stud mounted","sign_height":32.39,"sign_width":"120","dimensions":[{"id":"f6ec9814-6764-4ef9-ae2c-c8a44bc6c0e2","height":20.09,"width":23.84},{"id":"70e740f9-9fc0-4dc3-9e95-b81d8f0fe4c3","height":19.02,"width":35.89},{"id":"1519dc65-e365-47d1-8219-3bd6288ad8a9","height":19.02,"width":16.34},{"id":"0f7218b5-9854-4c71-87b8-28b8f689a02d","height":19.02,"width":17.41},{"id":"85e96dfb-338f-40d5-b140-755befe13758","height":20.09,"width":19.29},{"id":"6f0bb33a-f57e-4e59-9434-9621dbb56acd","height":8.84,"width":8.57},{"id":"89083b8e-0d55-4648-aff0-31b687b6b27d","height":8.84,"width":8.3},{"id":"bdd4728a-2814-447c-879a-982ea41feec1","height":8.84,"width":8.84}]},"timestamp":"2026-01-26 04:16:53"} 
[2026-01-26 04:16:53] local.INFO: Validating Request Payload {"data":[],"timestamp":"2026-01-26 04:16:53"} 
[2026-01-26 04:16:53] local.INFO: Request Validation Successful {"data":{"validated_data":{"sign_type_name":"Halo Lit Channel Letters","sign_depth":1,"mounting_type":"Flush/Stud mounted","sign_height":32.39,"sign_width":"120","dimensions":[{"id":"f6ec9814-6764-4ef9-ae2c-c8a44bc6c0e2","height":20.09,"width":23.84},{"id":"70e740f9-9fc0-4dc3-9e95-b81d8f0fe4c3","height":19.02,"width":35.89},{"id":"1519dc65-e365-47d1-8219-3bd6288ad8a9","height":19.02,"width":16.34},{"id":"0f7218b5-9854-4c71-87b8-28b8f689a02d","height":19.02,"width":17.41},{"id":"85e96dfb-338f-40d5-b140-755befe13758","height":20.09,"width":19.29},{"id":"6f0bb33a-f57e-4e59-9434-9621dbb56acd","height":8.84,"width":8.57},{"id":"89083b8e-0d55-4648-aff0-31b687b6b27d","height":8.84,"width":8.3},{"id":"bdd4728a-2814-447c-879a-982ea41feec1","height":8.84,"width":8.84}]}},"timestamp":"2026-01-26 04:16:53"} 
[2026-01-26 04:16:53] local.INFO: Fetching Sign Type {"data":{"sign_type_name":"Halo Lit Channel Letters"},"timestamp":"2026-01-26 04:16:53"} 
[2026-01-26 04:16:53] local.INFO: Sign Type Query Result {"data":{"found":true,"sign_type_id":1},"timestamp":"2026-01-26 04:16:53"} 
[2026-01-26 04:16:53] local.INFO: Checking B2 Module for Sign Type {"data":{"sign_type_id":1},"timestamp":"2026-01-26 04:16:53"} 
[2026-01-26 04:16:53] local.INFO: Sign Type B2 Module Result {"data":{"has_b2_module":true},"timestamp":"2026-01-26 04:16:53"} 
[2026-01-26 04:16:53] local.INFO: Fetching Unique Returns for Sign Type {"data":{"sign_type_id":1},"timestamp":"2026-01-26 04:16:53"} 
[2026-01-26 04:16:53] local.INFO: Unique Returns Found {"data":{"unique_returns":{"Illuminate\\Support\\Collection":[2,3]}},"timestamp":"2026-01-26 04:16:53"} 
[2026-01-26 04:16:53] local.INFO: Processing dimensions block {"data":{"return_value":2,"raw_dimensions":[{"id":"f6ec9814-6764-4ef9-ae2c-c8a44bc6c0e2","height":20.09,"width":23.84},{"id":"70e740f9-9fc0-4dc3-9e95-b81d8f0fe4c3","height":19.02,"width":35.89},{"id":"1519dc65-e365-47d1-8219-3bd6288ad8a9","height":19.02,"width":16.34},{"id":"0f7218b5-9854-4c71-87b8-28b8f689a02d","height":19.02,"width":17.41},{"id":"85e96dfb-338f-40d5-b140-755befe13758","height":20.09,"width":19.29},{"id":"6f0bb33a-f57e-4e59-9434-9621dbb56acd","height":8.84,"width":8.57},{"id":"89083b8e-0d55-4648-aff0-31b687b6b27d","height":8.84,"width":8.3},{"id":"bdd4728a-2814-447c-879a-982ea41feec1","height":8.84,"width":8.84}],"sign_height_raw":32.39,"sign_width_raw":"120"},"timestamp":"2026-01-26 04:16:53"} 
[2026-01-26 04:16:53] local.INFO: Calculated sign dimensions {"data":{"sign_depth":2,"sign_height":33.0,"sign_width":120.0,"tax_factor":0.0887},"timestamp":"2026-01-26 04:16:53"} 
[2026-01-26 04:16:53] local.INFO: Fetching max heightOrWidth from B2SignProductionPrice {"data":{"sign_type_id":1},"timestamp":"2026-01-26 04:16:53"} 
[2026-01-26 04:16:53] local.INFO: Max heightOrWidth found {"data":{"maxHeightOrWidth":"36.00"},"timestamp":"2026-01-26 04:16:53"} 
[2026-01-26 04:16:53] local.INFO: Initialized result array for dimension calculations {"data":[],"timestamp":"2026-01-26 04:16:53"} 
[2026-01-26 04:16:53] local.INFO: Dimension Calculation {"data":{"dim_id":"f6ec9814-6764-4ef9-ae2c-c8a44bc6c0e2","height":20.09,"width":23.84,"ceilHeight":21.0,"ceilWidth":24.0,"biggerDimension":24.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":41,"sign_type_id":1,"heightOrWidth":"24.00","return":2,"price":264,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-01-26 04:16:53"} 
[2026-01-26 04:16:53] local.INFO: Dimension Calculation {"data":{"dim_id":"70e740f9-9fc0-4dc3-9e95-b81d8f0fe4c3","height":19.02,"width":35.89,"ceilHeight":20.0,"ceilWidth":36.0,"biggerDimension":36.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":65,"sign_type_id":1,"heightOrWidth":"36.00","return":2,"price":492,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-01-26 04:16:53"} 
[2026-01-26 04:16:53] local.INFO: Dimension Calculation {"data":{"dim_id":"1519dc65-e365-47d1-8219-3bd6288ad8a9","height":19.02,"width":16.34,"ceilHeight":20.0,"ceilWidth":17.0,"biggerDimension":20.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":33,"sign_type_id":1,"heightOrWidth":"20.00","return":2,"price":199,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-01-26 04:16:53"} 
[2026-01-26 04:16:53] local.INFO: Dimension Calculation {"data":{"dim_id":"0f7218b5-9854-4c71-87b8-28b8f689a02d","height":19.02,"width":17.41,"ceilHeight":20.0,"ceilWidth":18.0,"biggerDimension":20.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":33,"sign_type_id":1,"heightOrWidth":"20.00","return":2,"price":199,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-01-26 04:16:53"} 
[2026-01-26 04:16:53] local.INFO: Dimension Calculation {"data":{"dim_id":"85e96dfb-338f-40d5-b140-755befe13758","height":20.09,"width":19.29,"ceilHeight":21.0,"ceilWidth":20.0,"biggerDimension":21.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":35,"sign_type_id":1,"heightOrWidth":"21.00","return":2,"price":223,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-01-26 04:16:53"} 
[2026-01-26 04:16:53] local.INFO: Dimension Calculation {"data":{"dim_id":"6f0bb33a-f57e-4e59-9434-9621dbb56acd","height":8.84,"width":8.57,"ceilHeight":9.0,"ceilWidth":9.0,"biggerDimension":9.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":11,"sign_type_id":1,"heightOrWidth":"9.00","return":2,"price":72,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-01-26 04:16:53"} 
[2026-01-26 04:16:53] local.INFO: Dimension Calculation {"data":{"dim_id":"89083b8e-0d55-4648-aff0-31b687b6b27d","height":8.84,"width":8.3,"ceilHeight":9.0,"ceilWidth":9.0,"biggerDimension":9.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":11,"sign_type_id":1,"heightOrWidth":"9.00","return":2,"price":72,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-01-26 04:16:53"} 
[2026-01-26 04:16:53] local.INFO: Dimension Calculation {"data":{"dim_id":"bdd4728a-2814-447c-879a-982ea41feec1","height":8.84,"width":8.84,"ceilHeight":9.0,"ceilWidth":9.0,"biggerDimension":9.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":11,"sign_type_id":1,"heightOrWidth":"9.00","return":2,"price":72,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-01-26 04:16:53"} 
[2026-01-26 04:16:53] local.INFO: Base Production Cost Calculated {"data":{"result_items_count":8,"baseProductionCost":1593,"result":[{"id":"f6ec9814-6764-4ef9-ae2c-c8a44bc6c0e2","height":20.09,"width":23.84,"depth":2,"price":264},{"id":"70e740f9-9fc0-4dc3-9e95-b81d8f0fe4c3","height":19.02,"width":35.89,"depth":2,"price":492},{"id":"1519dc65-e365-47d1-8219-3bd6288ad8a9","height":19.02,"width":16.34,"depth":2,"price":199},{"id":"0f7218b5-9854-4c71-87b8-28b8f689a02d","height":19.02,"width":17.41,"depth":2,"price":199},{"id":"85e96dfb-338f-40d5-b140-755befe13758","height":20.09,"width":19.29,"depth":2,"price":223},{"id":"6f0bb33a-f57e-4e59-9434-9621dbb56acd","height":8.84,"width":8.57,"depth":2,"price":72},{"id":"89083b8e-0d55-4648-aff0-31b687b6b27d","height":8.84,"width":8.3,"depth":2,"price":72},{"id":"bdd4728a-2814-447c-879a-982ea41feec1","height":8.84,"width":8.84,"depth":2,"price":72}]},"timestamp":"2026-01-26 04:16:53"} 
[2026-01-26 04:16:53] local.INFO: Max PSU Height Fetched {"data":{"maxPSU":"45.00","signHeight":33.0},"timestamp":"2026-01-26 04:16:53"} 
[2026-01-26 04:16:53] local.INFO: PSU Value fetched from DB {"data":{"PSUValue":"0.844"},"timestamp":"2026-01-26 04:16:53"} 
[2026-01-26 04:16:53] local.INFO: PSU Cost Calculated {"data":{"PSUNumbers":2.0,"PSUCost":98.98},"timestamp":"2026-01-26 04:16:53"} 
[2026-01-26 04:16:53] local.INFO: Total Production Cost and Tax {"data":{"productionCost":1691.98,"taxFactor":0.0887,"tax":150.078626},"timestamp":"2026-01-26 04:16:53"} 
[2026-01-26 04:16:53] local.INFO: Box Calculation Details {"data":{"breadth":39.0,"boxDepth":8,"oneBoxCapacity":65.0,"noOfBoxes":2.0,"noOfFullBoxes":1.0,"noOfHalfBoxes":1.0,"widthOfFullBox":65.0,"widthOfHalfBox":55.0},"timestamp":"2026-01-26 04:16:53"} 
[2026-01-26 04:16:53] local.INFO: Calculated Shipping Weight {"data":{"shippingWeightInLB":296.28776978417267,"shippingWeightInKG":134.37087065041842},"timestamp":"2026-01-26 04:16:53"} 
[2026-01-26 04:16:53] local.INFO: Fetched Shipping Rate from DB {"data":{"shippingWeightInKG":134.37087065041842,"shippingRateFound":true,"shippingRateRow":{"App\\Models\\B2ShippingRates":{"id":6,"min":"111","max":"135","rate":"130","created_at":null,"updated_at":null}}},"timestamp":"2026-01-26 04:16:53"} 
[2026-01-26 04:16:53] local.INFO: Final Shipping Rate Used {"data":{"shippingRate":130,"defaultShippingRate":null},"timestamp":"2026-01-26 04:16:53"} 
[2026-01-26 04:16:53] local.INFO: Final Sign Price Calculation {"data":{"baseProductionCost":1593,"PSUCost":98.98,"tax":150.078626,"shippingRate":130,"miscellaenous":0,"signPrice":1972.058626},"timestamp":"2026-01-26 04:16:53"} 
[2026-01-26 04:16:53] local.INFO: Initial TAT Days Set {"data":{"sign_type_name":"Halo Lit Channel Letters","TATdays":7},"timestamp":"2026-01-26 04:16:53"} 
[2026-01-26 04:16:53] local.INFO: Final dataResults entry added {"data":{"sign_type":"Halo Lit Channel Letters","sign_width":"120","sign_height":32.39,"sign_depth":2,"totalCost":1972.058626,"TATDays":7,"baseProductionCost":1593,"productionCost":1691.98,"PSUCost":98.98,"tax":150.078626,"shippingCost":130,"uniqueReturns_count":2,"objects_count":8},"timestamp":"2026-01-26 04:16:53"} 
[2026-01-26 04:16:53] local.INFO: Processing dimensions block {"data":{"return_value":3,"raw_dimensions":[{"id":"f6ec9814-6764-4ef9-ae2c-c8a44bc6c0e2","height":20.09,"width":23.84},{"id":"70e740f9-9fc0-4dc3-9e95-b81d8f0fe4c3","height":19.02,"width":35.89},{"id":"1519dc65-e365-47d1-8219-3bd6288ad8a9","height":19.02,"width":16.34},{"id":"0f7218b5-9854-4c71-87b8-28b8f689a02d","height":19.02,"width":17.41},{"id":"85e96dfb-338f-40d5-b140-755befe13758","height":20.09,"width":19.29},{"id":"6f0bb33a-f57e-4e59-9434-9621dbb56acd","height":8.84,"width":8.57},{"id":"89083b8e-0d55-4648-aff0-31b687b6b27d","height":8.84,"width":8.3},{"id":"bdd4728a-2814-447c-879a-982ea41feec1","height":8.84,"width":8.84}],"sign_height_raw":32.39,"sign_width_raw":"120"},"timestamp":"2026-01-26 04:16:53"} 
[2026-01-26 04:16:53] local.INFO: Calculated sign dimensions {"data":{"sign_depth":3,"sign_height":33.0,"sign_width":120.0,"tax_factor":0.0887},"timestamp":"2026-01-26 04:16:53"} 
[2026-01-26 04:16:53] local.INFO: Fetching max heightOrWidth from B2SignProductionPrice {"data":{"sign_type_id":1},"timestamp":"2026-01-26 04:16:53"} 
[2026-01-26 04:16:53] local.INFO: Max heightOrWidth found {"data":{"maxHeightOrWidth":"36.00"},"timestamp":"2026-01-26 04:16:53"} 
[2026-01-26 04:16:53] local.INFO: Initialized result array for dimension calculations {"data":[],"timestamp":"2026-01-26 04:16:53"} 
[2026-01-26 04:16:53] local.INFO: Dimension Calculation {"data":{"dim_id":"f6ec9814-6764-4ef9-ae2c-c8a44bc6c0e2","height":20.09,"width":23.84,"ceilHeight":21.0,"ceilWidth":24.0,"biggerDimension":24.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":42,"sign_type_id":1,"heightOrWidth":"24.00","return":3,"price":277,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-01-26 04:16:53"} 
[2026-01-26 04:16:53] local.INFO: Dimension Calculation {"data":{"dim_id":"70e740f9-9fc0-4dc3-9e95-b81d8f0fe4c3","height":19.02,"width":35.89,"ceilHeight":20.0,"ceilWidth":36.0,"biggerDimension":36.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":66,"sign_type_id":1,"heightOrWidth":"36.00","return":3,"price":516,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-01-26 04:16:53"} 
[2026-01-26 04:16:53] local.INFO: Dimension Calculation {"data":{"dim_id":"1519dc65-e365-47d1-8219-3bd6288ad8a9","height":19.02,"width":16.34,"ceilHeight":20.0,"ceilWidth":17.0,"biggerDimension":20.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":34,"sign_type_id":1,"heightOrWidth":"20.00","return":3,"price":209,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-01-26 04:16:53"} 
[2026-01-26 04:16:53] local.INFO: Dimension Calculation {"data":{"dim_id":"0f7218b5-9854-4c71-87b8-28b8f689a02d","height":19.02,"width":17.41,"ceilHeight":20.0,"ceilWidth":18.0,"biggerDimension":20.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":34,"sign_type_id":1,"heightOrWidth":"20.00","return":3,"price":209,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-01-26 04:16:53"} 
[2026-01-26 04:16:53] local.INFO: Dimension Calculation {"data":{"dim_id":"85e96dfb-338f-40d5-b140-755befe13758","height":20.09,"width":19.29,"ceilHeight":21.0,"ceilWidth":20.0,"biggerDimension":21.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":36,"sign_type_id":1,"heightOrWidth":"21.00","return":3,"price":234,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-01-26 04:16:53"} 
[2026-01-26 04:16:53] local.INFO: Dimension Calculation {"data":{"dim_id":"6f0bb33a-f57e-4e59-9434-9621dbb56acd","height":8.84,"width":8.57,"ceilHeight":9.0,"ceilWidth":9.0,"biggerDimension":9.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":12,"sign_type_id":1,"heightOrWidth":"9.00","return":3,"price":76,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-01-26 04:16:53"} 
[2026-01-26 04:16:53] local.INFO: Dimension Calculation {"data":{"dim_id":"89083b8e-0d55-4648-aff0-31b687b6b27d","height":8.84,"width":8.3,"ceilHeight":9.0,"ceilWidth":9.0,"biggerDimension":9.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":12,"sign_type_id":1,"heightOrWidth":"9.00","return":3,"price":76,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-01-26 04:16:53"} 
[2026-01-26 04:16:53] local.INFO: Dimension Calculation {"data":{"dim_id":"bdd4728a-2814-447c-879a-982ea41feec1","height":8.84,"width":8.84,"ceilHeight":9.0,"ceilWidth":9.0,"biggerDimension":9.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":12,"sign_type_id":1,"heightOrWidth":"9.00","return":3,"price":76,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-01-26 04:16:53"} 
[2026-01-26 04:16:53] local.INFO: Base Production Cost Calculated {"data":{"result_items_count":8,"baseProductionCost":1673,"result":[{"id":"f6ec9814-6764-4ef9-ae2c-c8a44bc6c0e2","height":20.09,"width":23.84,"depth":3,"price":277},{"id":"70e740f9-9fc0-4dc3-9e95-b81d8f0fe4c3","height":19.02,"width":35.89,"depth":3,"price":516},{"id":"1519dc65-e365-47d1-8219-3bd6288ad8a9","height":19.02,"width":16.34,"depth":3,"price":209},{"id":"0f7218b5-9854-4c71-87b8-28b8f689a02d","height":19.02,"width":17.41,"depth":3,"price":209},{"id":"85e96dfb-338f-40d5-b140-755befe13758","height":20.09,"width":19.29,"depth":3,"price":234},{"id":"6f0bb33a-f57e-4e59-9434-9621dbb56acd","height":8.84,"width":8.57,"depth":3,"price":76},{"id":"89083b8e-0d55-4648-aff0-31b687b6b27d","height":8.84,"width":8.3,"depth":3,"price":76},{"id":"bdd4728a-2814-447c-879a-982ea41feec1","height":8.84,"width":8.84,"depth":3,"price":76}]},"timestamp":"2026-01-26 04:16:53"} 
[2026-01-26 04:16:53] local.INFO: Max PSU Height Fetched {"data":{"maxPSU":"45.00","signHeight":33.0},"timestamp":"2026-01-26 04:16:53"} 
[2026-01-26 04:16:53] local.INFO: PSU Value fetched from DB {"data":{"PSUValue":"0.844"},"timestamp":"2026-01-26 04:16:53"} 
[2026-01-26 04:16:53] local.INFO: PSU Cost Calculated {"data":{"PSUNumbers":2.0,"PSUCost":98.98},"timestamp":"2026-01-26 04:16:53"} 
[2026-01-26 04:16:53] local.INFO: Total Production Cost and Tax {"data":{"productionCost":1771.98,"taxFactor":0.0887,"tax":157.17462600000002},"timestamp":"2026-01-26 04:16:53"} 
[2026-01-26 04:16:53] local.INFO: Box Calculation Details {"data":{"breadth":39.0,"boxDepth":8,"oneBoxCapacity":65.0,"noOfBoxes":2.0,"noOfFullBoxes":1.0,"noOfHalfBoxes":1.0,"widthOfFullBox":65.0,"widthOfHalfBox":55.0},"timestamp":"2026-01-26 04:16:53"} 
[2026-01-26 04:16:53] local.INFO: Calculated Shipping Weight {"data":{"shippingWeightInLB":296.28776978417267,"shippingWeightInKG":134.37087065041842},"timestamp":"2026-01-26 04:16:53"} 
[2026-01-26 04:16:53] local.INFO: Fetched Shipping Rate from DB {"data":{"shippingWeightInKG":134.37087065041842,"shippingRateFound":true,"shippingRateRow":{"App\\Models\\B2ShippingRates":{"id":6,"min":"111","max":"135","rate":"130","created_at":null,"updated_at":null}}},"timestamp":"2026-01-26 04:16:53"} 
[2026-01-26 04:16:53] local.INFO: Final Shipping Rate Used {"data":{"shippingRate":130,"defaultShippingRate":null},"timestamp":"2026-01-26 04:16:53"} 
[2026-01-26 04:16:53] local.INFO: Final Sign Price Calculation {"data":{"baseProductionCost":1673,"PSUCost":98.98,"tax":157.17462600000002,"shippingRate":130,"miscellaenous":0,"signPrice":2059.154626},"timestamp":"2026-01-26 04:16:53"} 
[2026-01-26 04:16:53] local.INFO: Initial TAT Days Set {"data":{"sign_type_name":"Halo Lit Channel Letters","TATdays":7},"timestamp":"2026-01-26 04:16:53"} 
[2026-01-26 04:16:53] local.INFO: Final dataResults entry added {"data":{"sign_type":"Halo Lit Channel Letters","sign_width":"120","sign_height":32.39,"sign_depth":3,"totalCost":2059.154626,"TATDays":7,"baseProductionCost":1673,"productionCost":1771.98,"PSUCost":98.98,"tax":157.17462600000002,"shippingCost":130,"uniqueReturns_count":2,"objects_count":8},"timestamp":"2026-01-26 04:16:53"} 
[2026-01-26 04:16:53] local.INFO: API B2 Sign Calculation ended ======================================================================================================== {"data":null,"timestamp":"2026-01-26 04:16:53"} 
[2026-01-26 04:16:54] local.INFO: USA Workshop Calculation API Started {"data":{"request":{"sign_type":"Halo Lit Channel Letters","sign_depth":1,"mounting_type":"Flush/Stud mounted","sign_height":32.39,"sign_width":"120","shipping_weight":37.618167593634894,"shape":"rectangular","dimensions":[{"id":"f6ec9814-6764-4ef9-ae2c-c8a44bc6c0e2","height":20.09,"width":23.84},{"id":"70e740f9-9fc0-4dc3-9e95-b81d8f0fe4c3","height":19.02,"width":35.89},{"id":"1519dc65-e365-47d1-8219-3bd6288ad8a9","height":19.02,"width":16.34},{"id":"0f7218b5-9854-4c71-87b8-28b8f689a02d","height":19.02,"width":17.41},{"id":"85e96dfb-338f-40d5-b140-755befe13758","height":20.09,"width":19.29},{"id":"6f0bb33a-f57e-4e59-9434-9621dbb56acd","height":8.84,"width":8.57},{"id":"89083b8e-0d55-4648-aff0-31b687b6b27d","height":8.84,"width":8.3},{"id":"bdd4728a-2814-447c-879a-982ea41feec1","height":8.84,"width":8.84}]}},"timestamp":"2026-01-26 04:16:54"} 
[2026-01-26 04:16:54] local.INFO: Validation Passed {"data":[],"timestamp":"2026-01-26 04:16:54"} 
[2026-01-26 04:16:54] local.INFO: Input Parameters {"data":{"dimensions_count":8,"shape":"rectangular"},"timestamp":"2026-01-26 04:16:54"} 
[2026-01-26 04:16:54] local.INFO: Resolved Default Data {"data":{"sign_type_map":{"sign_type_halo_lit_letters":"Halo Lit Channel Letters","sign_type_face_lit_letters":"Premium Face-Lit Letters (Metallic Trim)","sign_type_face_and_halo_lit_letters":"Face & Halo Lit Channel Letters","sign_type_single_sided_lightbox":"Fabricated Lightbox - Single Sided","sign_type_double_sided_lightbox":"Fabricated Blade Sign -  Illuminated/Double Sided","sign_type_flat_cut_acrylic_letters":"Flat Cut Acrylic Letters","sign_type_flat_cut_aluminum_letters":"Flat Cut Aluminum Letters","sign_type_single_sided_push_through":"Fabricated Push Through - Single Sided","sign_type_fabricated_letters_non_lit":"Fabricated Channel Letters - Non Illuminated","sign_type_2d_blade_sign":"Flat Blade Sign","sign_type_3d_blade_sign":"Fabricated Blade Sign - Non Illuminated / Double Sided","sign_type_neon_sign":"Neon Sign","sign_type_marquee_channel_letters":"Marquee Channel Letters","sign_type_open_face_neon_channel_letters":"Open Face Neon Channel Letters","sign_type_mirror_infinity_channel_letters":"Mirror Infinity Channel Letters","sign_type_metal_on_acrylic":"Flat Cut Acrylic with Metal Pasting","sign_type_neon_acrylic_sign":"Neon Acrylic Sign","sign_type_double_sided_push_through_cabinet":"Double Sided Push Through Cabinet","sign_type_standard_face_lit_plastic_trim_letters":"Standard Face Lit Letters (Plastic Trim)","mounting_type_flush_stud_mounted":"Flush/Stud mounted","mounting_type_standard_raceway_6x2":"Standard Raceway","mounting_type_flat_backer_2_5_mm":"Flat Backer","mounting_type_backerboard_cabinet_2_inch":"Backerboard Cabinet","avg_char_height_less_than_24_inches":"Less than 24 inches","avg_char_height_greater_than_24_inches":"Greater than 24 inches","raceway_height_6":"6","raceway_height_8":"8","raceway_height_10":"10","raceway_height_12":"12","raceway_depth_2":"2","raceway_depth_3":"3","raceway_depth_4":"4","raceway_depth_5":"5","raceway_depth_6":"6","raceway_depth_7":"7","raceway_depth_8":"8","backboard_cabinet_depth_2":"2","backboard_cabinet_depth_3":"3","backboard_cabinet_depth_4":"4","backboard_cabinet_depth_5":"5","backboard_cabinet_depth_6":"6","backboard_cabinet_depth_7":"7","backboard_cabinet_depth_8":"8","material_aluminium":"Aluminium","material_stainless_steel":"Stainless Steel","application_exterior":"Exterior","application_interior":"Interior","ul_mandatory_yes":"Yes","ul_mandatory_no":"No","paint_finish_gloss_satin":"Gloss/Satin","paint_finish_matte":"Matte","neon_color_simple":"Simple","neon_color_rgb":"RGB","uv_printing_needed_yes":"Yes","uv_printing_needed_no":"No","trim_type_trimless":"Trimless","trim_type_with_trim":"With Trim","fabricated_finish_original_colors_matt":"Original Colors Matt","fabricated_finish_original_colors_gloss":"Original Colors Gloss","fabricated_finish_silver_mirror":"Silver Mirror","fabricated_finish_silver_brushed":"Silver Brushed","fabricated_finish_golden_mirror":"Golden Mirror","fabricated_finish_golden_brushed":"Golden Brushed","fabricated_finish_bronze_mirror":"Bronze Mirror","fabricated_finish_bronze_brushed":"Bronze Brushed","fabricated_finish_bronze_antique":"Bronze Antique","lightbox_type_light_box":"Lightbox","lightbox_type_cut_to_shape":"Cut to shape Lightbox","return_color_black":"Black","return_color_white":"White","return_color_blue":"Blue","return_color_brown":"Brown","return_color_yellow":"Yellow","return_color_teal":"Teal","return_color_orange":"Orange","return_color_golden_brushed":"Gold Brushed","return_color_match_logo":"Match Logo (Default)","shape_rectangular":"Rectangular","shape_cut_to_shape":"Cut to shape","shape_round":"Round"}},"timestamp":"2026-01-26 04:16:54"} 
[2026-01-26 04:16:54] local.INFO: Sign Type Lookup {"data":{"sign_type":"Halo Lit Channel Letters","found":true,"sign_type_id":1},"timestamp":"2026-01-26 04:16:54"} 
[2026-01-26 04:16:54] local.INFO: USA Workshop Module Check {"data":{"sign_type_id":1,"has_module":true},"timestamp":"2026-01-26 04:16:54"} 
[2026-01-26 04:16:54] local.INFO: Initial Price Lookup {"data":{"shape":"rectangular","price_found":true},"timestamp":"2026-01-26 04:16:54"} 
[2026-01-26 04:16:54] local.INFO: USA Workshop Price Found {"data":{"base":"object","price_per_inch":7.0},"timestamp":"2026-01-26 04:16:54"} 
[2026-01-26 04:16:54] local.INFO: Calculating Production Cost (Object Base) {"data":[],"timestamp":"2026-01-26 04:16:54"} 
[2026-01-26 04:16:54] local.INFO: USA Workshop Calculation Completed {"data":{"production_cost":866.3199999999999,"dimensions_count":8},"timestamp":"2026-01-26 04:16:54"} 
[2026-01-26 04:17:30] local.INFO: Validation Passed {"data":{"user_id":null,"request_data":{"sign_width_or_height":"120","user_input_dimension":"width","sign_depth":"1","sign_type":"Flat Cut Acrylic Letters","mounting_type":"Flush/Stud mounted","quotationId":"375","neon_color":null,"uv_printing_needed":null,"objects":"[{\"id\":\"f6ec9814-6764-4ef9-ae2c-c8a44bc6c0e2\",\"width\":23.84,\"perimeter\":111.77,\"height\":20.09,\"area\":305,\"image\":\"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\",\"boxArea\":\"478.95\"},{\"id\":\"70e740f9-9fc0-4dc3-9e95-b81d8f0fe4c3\",\"width\":35.89,\"perimeter\":134.83,\"height\":19.02,\"area\":314.58,\"image\":\"iVBORw0KGgoAAAANSUhEUgAAAIYAAABHCAYAAADCzT+AAAAgAElEQVR4AezBCbylV1Xg7f9aa+/3PaeqYoAGgorAvXARFJFBRZupDS2DAzYfYANJCGGKhBCIaMtnQ6sgCAmjUhWgkSEhSSUQJpEMJAabQZBKBUSqgoIoCgItYUjVvefdw1p9DkNr82tbhgSphOeRv953Hv/j4neGmBEeiAi9N1bMEqZC98DMcHdW7n3/x3PETW8ufNf/4XNXfpY/OueU6L2TLFF7RRG+RITeO5YMPBAR3J3eO4iQzPiq//Bzj+Zma7dhSfg3Ivv27OS8sy+J1hoiikdnZRxGeu9074gIOWcIqLXy8Cecytr6hvBd/4f/ceGr408uehO9dxAwNVSVUgqqiohiptRaIaD1xmw2o7UGEdTeMVV+8IfvyFHHP50l4d+I7LtsZ5x35iW4O6JCRODujMNIbRVEUBFWpmli5ZEnv4C19Q2WhO/6kq2DV8Vpzz6eg5sLai2IKCklenfMBPdAVRFRvHfUlFoLKSVyHpimiYhgHGeUOnH8k07lJjfbYEn4NyD79+6K3a++ABXBCQhQVUSEICCglEpKRnggKhx70nNZW99gSfiuL3nXpefFxW8+g5SMMhUsZSIcVcNMab1BQOsdM4UAVWUlIvDuWE7gjkdw+zvdnQcc82SWhH8Dsu99O2P3ay6AAFUFBBForaGq5JRpvePRSZpQEx72uGeztr7BkvBd1DrFzmc9his/+zlUFFFBROi9Q4CoIALugbujpiRLtNbIeaD3hogQ4bg7loycBk749edz+A1uypLwbSb7L9sV5519MbVWzBIRQffOiqkhIpgZpVZarQzjwDGPP4W19Q2WhO9i73vfHm8++wWICMkSrTW6O6pC7x1RgYCcMxEgAhFBaw1VJaVE706E4x6kbCQ1fuwnfoZ7P/h4loRvM9m3Z2ec+5qLUFW6d0QU7w0RRVWJCGazEfdgc3MTEeG4Jz2ftfUNloTrOHePl516Ip/8xN8DQQDeOmnI4EH3jiUjWSbCiQgiAoQlISJIaogK3TsEWEpEOCllTnrqLrbv+HcsCd9G8qH3vTjOPeNCUk4sFhPJDESJcEQEEaG3jpoiKkjAMU84lbX1DZaE67gr9r4ndp/+LEQUQejeERFSMrw7tTdUFA9HRRAEUWUlImitkSwTBGZKbZVxGGmtIxLc9+cexF3+4zEsCd9Gsv/y02L3K8/HkjFNBQgQSJYAQUTovSEiuDtmyrEnPY+19Q2WhOu403c+Jf7qig8Bgari7uQh492JCATBktF7x8yotZJTJgTCnZQyEUHrjXAn54FWK46jqhx++PV43FNOYzbbxpLwbSJXXH5anHfWJfTeaa0hIozjSCkFRIBARSmloCq4B4980gtYu+UGS8J12Cc+vjde8XvPpNZCskREYGrUWhBRRITuHTMDBPeOiDAMmcU0YWqYGf8kEBFKqVgy3B1FeMhxD+fWt///WBK+TeRD73txnHPGhYgI4Y6lhIjSWiWCpSDnTC2FPGTC4ZgnnMLa+gZLwnXY7j/47fjrD/8FvXcinFoqeRzx3kFARKilMp/P8e50b4CwknOm9457BxGGlOm907yRLKGmREDvjSOO+F4e/eQXk1JiSfg2kH17dsbu0y/AvWOWCIfA6b2Tc6a1RkqZCMd7R0w57onPZ219gyXhOuozn/pwvPS5v0GZCjkl3B0R6O4IgiUFhNYaEUEeMrUWZuOcWguqxkopE8MwEATZMq03hjzQWkVViQhWHvKo47nlbe/DkvBtIPv27Izdp19ABKgKRNAjUBFSSvTeUVNMjYhg5agTns3a+gZLwnXUW844JS7b+24iguhOSglVZWoFAnLORAQpJWqr9NoRIA2Z3hqIkJJRWwUHFFQUVaX1RhJlHGfUUogIbnXrNX7p+OehqiwJ1zC5Yu9pcdar3kpE4O6kZPTupJTpvRMRRHRSSqSUaK1z7EnPZW19gyXhOuiz//jJeMkpT6ROE6VWLCXMDCIQESKCiGA2G5mmwpcFwzDQWqP3jqpCsBSYJdw7lhPhQUQQrZOHDB6oGe6dhx3/G9x848dYEq5hsv+ynbH79AtRVVYWiwWmRkqGqOAehAdiAhFEwCOe+DzW1jdYEq6D3nnhi+Pi8y9CVXF3RAT3ICIYhoFhGLjqqqswM1JO9FrRZJgZtVTcHRFhPszw6OAQBNM0YWYMw4AoS0HvHUuJ3hq3/9Ef4uePeRZLwjVM9u3ZGee+5iJKKcznc3rvRASiQnhAgJoCQUqZgwc3efSTX8ja+gZLwnXMF75wZbzslBOZpgUBeHdSSvTeASElo7XKiogQEXTvHHHEERx2/e+lN2elLb7Apz7590hAdyciMDPGcaTWipkhGrg7qoq7Yynx0OOfyU1vvsGScA2S/Xt3xTmnX0htFRVjNhtxd1prpJTovTObjUxTQVgS5ejHP5u19Q2WhOuYy9/1injrG99K7x0PZ8gDvXU8OqKCoIiAqNBqIzwYxoGjHv1Ebn7ru/NVV/7Pv+aVL3wqZVoQARHOMAxYMnprdA9EQAA1wT0QEe58lztz5H96CkvCNUj2vW9nnH36BagKvTVQIVnCPVAVVgShe0dVMEscdcKzWVvfYEm4Dtna2oz/furj+NznvwAR1FrJKYNA784wZGqtpJQwM1QVd+d7v+/7eMQTX4SI8M/90bmn8P73vovZfMbW1hbjMNJaZdu27WxtbaGquDspJSBQESKChz/xhdzoiO9nSbiGyP49u+Ks09+KWcJbZ8XDGceRMhVElYhAVfDuqBnHnnQqa+sbLAnXIZf/2RvjjWe+gpUIR0RYGYYBdycicHdSSogKpkYphQce9QR++M734mt94m8+wKtf/JuklIlwIgIRofXGkDM5JTyc6M4wDtRS6b1zl7vel3vc/7EsCdcQ2b93V7z2NW+j985sNqPWSu8dENw7KSUinAhwdyKcR578QtbWN1gSriNaq/Hy5z6WK688gHun946ZsVgsGGcjK96dbEYeRkqZMDWud/3r8+hf/X1SHvlaEcEbXvlf+dhHPoolY7HYYhgGWq2M40BrjZQSgqAKvXc8ICXj2JN/j+85/EYsCdcA2XfZzjjn9AsRBDMDgjwMlFIwNbp3RITaGiaKiHD0ic9hbX2DJeE64gOXvT3OO/15mCo5ZUopzOYzWm/gYMkopbBjPmeaCkigohx5v2P5iSPvz7/kwx98B3+4+8VIBL1VhiGjqvTuRAQezmw24t6JCIZhoPfGj93tF/nJez2UJeEaIPv27IyzX30+Zoa7s2KqtN7JKbNSa8E96N6Yb9vGMY8/hbX1DZaE64BY2v2SX+NvP/5xylSYzWZM00Tvnfl8jrtTayGlDD1QE0xB1DjhqS9j27bD+Ze0VnntS5/MJ/7uE+ScMVOGYeDAgYPknFATVlSVFTPDVJjNZzzwMacwm38PS8LVTPbvPS3OftVbCQI8EFMEofXGyjAMhAfuTs4JQXnYCb/L2voGS8J1wEc+fFm89hXPJqeMh1OmCY9AREgpoQHhjprh3rFkiMDd7vXT/OS9Hse/Zs8738I7zj8DCLo3tm2b01vDUqK3RkoJFUEl6B6EOzt27OB2d30wd/zJ+7AkXM1k356d8bqzLibC6e6YGiklPIIyLVBL5JRotSKmeHeOPem5rK1vsCRcB7z2lb8VV/z55SRLmBkRQamVIWdaa4zjiLvTu4M4Q06AcNzJz+MGN7op/5rF4ipe88IncODgQRTBVJltm7O1WGBm5GRE70QEIsKKirLj8MN5wGNOZRhmLAlXI9n3vp2x+4wLEBXGYWRzawsREARVpfVGThkISqkEwaN/5UWsrW+wJFzLfeoT++LMXb9D751WCzkPREDQEaCHY6KoKb13WmvM53N+5A534mce9F/4eu15x1nsfdeFeKsoQgi03hlSQgQI0GQoAgHuHXfnbj/3SG5zh3uxJFyNZN9lO+PsV5+PqTEMAyJCa42VUgoiwkrOGVOltsYxJ57C2voGS8K13JvPfF5c8YH3EAhCoGYgQZkmLBnjONK9IwitVSIEVeFhJzyd7/+B2/L1OvDFT3Purqfg0ahTxZIxm80o0wQKKSVUFFFBEXrvjLOR7d9zQ+539G9hllgSriayb8/OeN1ZFyMiTKUw5Iyo4N1REVDBe6f3TkoJEeGoE57D2voGS8K12JX/+DfxklN+hWyGIFgyVkqpDDlT6gQIKSU8HBEggpvd4nb80mN/i2/U+y46jY/u/wAHDh4EAjNjGAcEIcIhQBSSJRaLBdvmczzgHr9wFDe5xd1YEq4msm/Pzjjn9AtBgt6drzIzVJXwwMzwcLx3AnjESc9j7ZYbLAnXYpe85SWx5x0X495ZiQhyTtTaGIaMiCAC7o6qQQS1Nf7zY07mFre6O9+oz3zqY7z19KcjIrh3UkpEOMMwEOGoCtNiYjab0XvQW8Fy5gY3vhX3fsh/QURYEq4Gsm/Pzjjr1W8lWyLlTO+d3jsqSqkFs0Trlfk4JwhKKTzy5Bewtr7BknAt9cUvfDr+4NSTiXBab6wEkMyAIJnRWsU9EIFhGGitcsMbHcFRT3gRZolvxrvfciofev/7GcYMEYzjSG2VpIYlxT1QTSwWW4jCkDOqxpEPeiz/7iZ3Ykm4Gsj+vbti96vPR9RIatRWiXBUDFVlmibykPkSAXfnESc9j7X1DZaEa6l3XvAH8advPx9VxcOJAFFBAgInp4R3ZxxHai2IKjkbR/7CUdzmDj/LN+vvPvJBLn3D87EkqCgBiICKMI4Di8VEKZWcB3IyQhxB+IFb3pa73PdJLAlXA9m3Z2ecd/YlRDi9O2qGilBrxcxQVVpvCIKqQsDRJz6HtfUNloRroc2DX4yXP/fxtFIptZCSomK4O0GQzVAV/kkgKhx++GE8+JdfyHy+nW9WRHDhmU/l85/9DN07pgqqtFpQVWazkVo74zCwmBaYKckS7s69HvyrXO9Gt2JJ+BbJ/st2xe7TL6D1hoqioqgpqkq4A0L3Dghmiohy1Am/y9r6BkvCtdAH33N2XPCm15NzIiJoraIqiBgi0Gtnx445Hk7OiVobK3e+689ylyOP4lv10Sv+hPdddAZmirsTEYgIBIgJJgkzpbeGdyfnjJqy9oO34UfueSJLwrdI9u/ZFWeffj5mhntgppRSWEk5YWa02hjHkd47EcHRj38Oa+sbLAnXMtM0xatf9Ct87rOfxExJmlgRFVQFESHnTG+V1hsB5JQ5bMd2fvGRz+B7Dj+Cb1WtExef/TQWmwfwcGqtEDAOA603VIVt27azeXATM0NEEAV3uOcD/xvXv+ERLAnfAtl/2c543VmXUGtFVXHvqBjDONB6o7eOqpJSIiIotfKIk57L2voGS8K1zEc/9Oa44PWvpUwTgpCy0VplxcwQIIBsRjJla3OL+bY5t7zdXfnp+/8yV5e/fP+b+eC734qH4+6oKitqinjQeyPnAfcgIvBwBOF2P34XbnOXR7EkfAtk396dcd5rLib4J713hmGg984/N5WCAI88+QWsrW+wJFyL9NbizN8/mc9//rPUUpjPR1pvrLg7qspKMmUcBlqtfNUDH/ub3PCIH+TqcvDA57norKfSSsHDiQh678xmM7x1RCCC/83dWZnPZxz50Gex47DDWRK+SbJ/7644+1XnIyJAAIKqsuIRmCrTNJGSISKIKMeceApr6xssCdciH/mLd8YbX/MC1IRhHFhREUopzOZzeiuIB6LCkAciAkvKLW69zk//p9/k6rbvPa9g/2Xvxd2xZLTaSDmjIiwWC8yMnDMRwWKxIKVESok7/NR9WbvDL7IkfJNk356dce5rLiI8UFNAgKDWSkpGShlBKHVCRDEzjjrh2aytb7AkXEvE0vln/lc+9td/SykTOWdMlfAAASJIyeitISqoKJaM2Thyt/v/Mje/5Z25un3uM//Apa/7bdwdVUVEKKUQBDkPuDsiUGph23wblhJXHbiKw3Ycxn2OfjbDuI0l4Zsg+y/bFeedfQmlTFjKuDvhjoigqgggqrg7pUzkPPDwJ5zK2voGS8K1xN9+9INx/tnPQYQvEQT3jogwG0e8OyFB751hGBBAVbj+DW7I/R7+u6gq14QPXPpiPvaX+xGBxTSRzCi1knPGzHAPRAIVIwhKmRjGkfU7Pogf/fEjWRK+CbLvfTvjnNdcSEqJ1hoiintHRBARRCBZJiSYtiYQOO5Jz2dtfYMl4Vri0tc/I/5q34cRAVWltcY4DPRwVJRaKykZKWdUFTwQ4Kfu8zDWb3ck15QrP7OfPz7vhbTSUFMiIMIREVSViGAYBjY3txCBcRxZbC24wY1uyM885FlYyiwJ3yDZt2dn7D79AoYhs7m5RUoJRBC+TFVozVEVVJWVY048hbX1DZaEa4FP/v3H4s2vehrhHe+N+bbteO+oKuM4Mk0TgWNmuDsmighf8qN3ugPDDiGCpWAlp0yE4+4EgajgrWMp4RGYKhEsBRDg4BGsRAQpJdw7akav8KHLP0gpFVUhQhmGzDQtGHJma7HAkjEMI5sHD5JzRtWYz+b80N0ezK1ue3eWhG+Q7N97Wpxz+vmA0Hon3FFVVAQ1JRxab6gZ3jsiwnFPej5r6xssCdcCf3rh78W+yy8johMRDDmjZmxtbTGOI7VWhiGTUmKaJpIlkgorKWemacK9k3Om984wjnh33B2nk1PCzCBgURaMw0hE0N3ZNp9Ta6XWCgHjfMbBgwdJouScaa1hOeHumBmlVJJlFosFaoogmBkRQYSDKK1WxnHk8BvciHs/7BmoKkvCN0D2X74rXn/WH9O702pFVRjHGVOdIEBVMDUObh0kpwF357gnPZ+19Q2WhEPclZ/9h3jzy3+DwFERBEFNERG2trYwNcbZSCmFcRypdQICEWU+n1NrxaOTckKA2XzGVV+8ClXFVPFwRJQVdwcRhpyptaJqIEAEqkp4oKZM08Q4jJRSWEk5UWuDEESFaVEYcsYjiHCGYWCxmBiGgdoarTbGcWSxmLj3Q5/ED6zdmSXhGyD79rw4znrV+agqgiAqiAi1NVQEdyfnTOuNZImVY048hbX1DZaEQ9y7Lzwj9l9+ESLCkAbMlN47lowyFSIcVcFSppaKEOScmWph23xOEKgorXe8d8ZZRkXo7iAQPUhDxnunuxMeILBtPmMxTbTaEFVMFRGht04aMtEDEaHWhopSW2UlD5lpURhnA4utgqqCgITg7pgZCExlwnLi+2/+w/zMg3+NJeEbIPv27Izdp19I90ZOmYiAgNYbOSfcAzNjpfeOiHLsSaeytr7BknAI2zx4Zbzh5U+hThOK0ryS0kCphXEYiO4ggaowm88QEUqZyMNAr40VD8fUaL2Tc6bWgqqRc2ZaLFgRVcZx4KovXsVhhx3GYrFAU8JEOXhwk2EYCIKcMu6OmVJKJedMKYWIABRVpbeGmjKfz1gsChGBmrK5uUX3zmw2Y6XWBgTjMOPeDz2JI77v9iwJXyfZt2dnnHPGhbgHK2ZKhGNmgNC9IwhmhghEwFEnPJu19Q2WhEPY+97xlviLd7+W1iopZySg1IKKklJiGBIiwoqoIEAeBspUqK2SU8bMKKWgpuSUOXjgAJqU2XyEAEvGYmuL1joqhlmmtYKg5DFTpoKq0lsn5UREAEJtlZwHeutEBGpGbZUv8cCjY5ZJyRA1Dhw4gIiQzCAgBGqp5JxZv+0dOfIBv8KS8HWS/Xt3xdmvOh8Rwd0REdw7OWda70gIvXfykDFVguDox5/C2voGS8IhqpSD8fqX/RoHr/oiZomIQAREhN4d3JnNR9ydlBIRQUqJiCAiKKUQEcxmM7o7AkQE3jvdnZSN+XwbW1tbEEHvndk4o/ZGqw0VQc2otTLkkalM5JzprWPJWEwTljK9N3LOlFKIAPdOSolWGmpGzplSCt07yTIeTusNIggRTBKqyoOPfzo3uNEaS8LXQfbt2RmvPfNtqCqtNSKcCFARRAURgQAxITwQFY4+4RTW1jdYEg5R+/eeH3928TmoKqpKaw1RYSXCqaWwffs2Smlsm8+orWFmpJRZLLZIyejdab0zG0dWaqsQICIIIGZEBL05ZkqtlZSMWhoI5HGg1Yqo4b1TSiE8MEtoMiwZW5sHSWmg1oaZUqfCfPs2am301jAzPCAI3ANEiHBUjd4dd4eAO931P3D3+z6OJeHrIPv27IxzzriQlYgAgggYhoxH4L1jZqgqQdBq49iTnsva+q1ZEg5BrZX4o1c/jc/946fIOaOibG5tYqYMOVF6QxFmsxmCUGrB3fEepJyYponZOMejIyJEgKri3lksJmbjiIeTc6a1Rncnp4yI4OH03imlMJvPaa1Ra2U2G2nVUVUW04KcEiu9ddwDS0ZE0HvHUmZRFhCCpUQtjSCYzWa0VqmlYinh3dncWrBjxw7MlKNPegHXu/6NWRL+FbJv787Y/arzGYYBM6O3TmsNFHrvqCgezmycERH03jnmxFNZW99gSTgE/c2HL453/OFZhAfjfGSxtYAAS0LOme4OASIgKoQHgjKVwmw2Eh5oMspUaK2RUmKl904QzIYZpRTUlHHMTGVCUHoPkKDUirtDBHkYaa2RkuHdsZw5uLnFkIzuzjiMlGkiVBiHgalUIoTFYgs1w8SIgIhAVSmloiaYGt2DWgqWMxHBPe79M/z4PR/NkvCvkP17d8W5Z1xIRDAMA7133B0VRVSotWJmCIKI0L1zzImnsra+wZJwiHH3eOtrfpsrP/1xVJWcMotpQc6ZlBR356u6d3pzAkElcA9SMlQVUHrviAitNUwVNUNVCQ+2FlsMwwAq9N4RhGmaSDkDgvcOEuQ8UEtFRIgIRJWtaUJFEDUinAhQVdwD743FopJzRkQRCUAQUVYObh5ERBiGgdYdAjycZImUBx75qzvZseMwloT/B9m3d2ecd+bFeDjhQTJDVGm1kXNCVem1oaqICKrKgx/7O9xifYMl4RDz6Y//abztdX8ABGaGd8fDISBno/cOEQQgKkylYpYYUqaUgnfHsuHujMNAax2PjqhQW+f6h1+fL171BcKh9c6O7duprbF58CA5DwgQEYDg4Qx5YHOxharQuiNq1FpJKREeiCrhTmtORDAMAxEgAq013B1Vo3dHRCi1YMmotUMEwziACNPWAk3Gzz/wwdzuJx7CkvD/IFdcflqcc/oFRAQigkSQLKGqRICKEAREICqIKA9+7O9wi/UNloRDzKWvf3p84mN/i7szjiMHDhxgNs7QpBBQW6W3xpBHAscssZgWeDhmGVGopbJjxw6mxYSZMpVCskQQ4FBbQ1URAXdHRBERWmtEBBHBSoiyWCwYZzMQCHfMEikltjYXuAfuDgQRgVmi1oZaIghEhNYbpoapMpVCAK1VhjzwZYKIQcA0TdzwRjfkuCf/PuM4Y0n4F8j+y3bFa8+8CBFBRFCEVipqipmhJnRvzIYZHs7KAx/1O9xifYMl4RDyP/9hX1xy7guptdF7J+VE9KB7ZxxHWmv03kkpsZgW5JxJmphtm/Hj93k43YUIEBXCg4hARFhRFdyDrxIB74GIEAIEUAIZhXAQhZiCiIAGkgQUcCALtIAkIEFMQAcUcEDAtgd//KZX8LkrP0+EsxIh9N6AwNQQMRaLidlshnsjRAjg5x74GG7/E/dmSfgXyP69u+L1Z19Cbx01BXdMjXEcabXh3tCkmBm1d7w1Hvq4U7jF+gZLwiHkz85/flzxFx9EELp3LBnhwWw2Y2tri4jACWazGYutBarCym1//Eju8tPH8p1m77vfwNvecCZBoKq07hAdRBFARKm1kZKBCLU1PJzv/74b88gnvxQzY0n4v5Ar9p4Wbzj7EkRYEojAu5OGjBBEBB4dM6XUhgAPfdwp3GJ9gyXhEPGZT308Lt79TBZbm4yzGa03SinklBARamv07oAw5MQ0TeScQZQHPvZZXO8G389XCN8ZYvPg59j5jMcxTQvcO6qGJONLAlpvrIgKguDuiAjhwQOOfQq3v+NPsST8X8iHLz8tXnv6hYgIEKgKloyIINzJQ2aaCqrKMCREjQc+8rf5gZtvsCQcGuLyS1/EZX+6BzNFVUAgAjyccEdQSqmIKq1V5rM5rTVu86O35x6/8Ot8hfCdJd71Ry/n0ovfggiIKk6gZkQPWm8kS6gpK6UUVA3vnZuv35JHnPR8vkL4GvLhy0+LN+2+lO6dnDMQRDi1VnJOpJwZcmbz4CZBMAyZO/zkXbjB4duhARroTOmf7uiNFVFBHNwdTIgIRAQREBH6VR3drogAFXQQujs5J1rrCEJKRmudlA0CWm9EgJnSu6MqiAgigojSWwMRVIXwAAERwbsTBLUk9rz9T+jeMFFQQQQigvDAw3EPcs707tRaMVMC4eeP/v+56S1ux5LwHejKz/5dvPiZT2AYBkSEgwcPknOm9caQB1LKRDibm1sMw4C703uHgGNPfDrrt74DS8LXkA9fvive8ro/oZYKKgjg7pgZZkYQ5GQIwoGDBxhSxlKit4aZERFAAIKZoQZEIKYQASLUUklJEcDM8NZZsWREgJqAQ2sNVSOnhCUjJePAgQOknOm9kXPG3VmZjSOBkMy46sBVzOdzSpkYxxmlFAjBTKmtU0vhsB2Hsbm1RWuFcTbDu5NSotQCCLU2ZuMIAhFBbY0b3uRm/NJjn8NXCN+Z4sI3nsJl7/4zWmsIgqXENC1QMwRorTEMI2ZGb43unZQSP/hDd+BBxz2NJeFryBV7d8Ybzr6YYRiotaCagGBFRFARILCktNog+N/GccDMKHUipcQ0TagqIsI4GyEcEWGxWLBt2za8NQiIcCJgGEc2tzYxM0wUEcHdGcYBAsIDERAR1IzWGtmMqRTG2YiasFhM5DzQe6eWwjiO1FaZz7cxLSZaa+Scqa1illhMC2azOaVMIEKrjWSGqtHd6e4Mw0Brjfsf/Shudsv/yFcI36E++Xf74r8/7zdorTGMA61VUsq01oAg50yrDVUDgQ9rd3YAAAhrSURBVIjALBERPPqkZ/K9N78NS8I/I3/5/pfE68+6iHEc2draYsVUsZSAQEUgnBVVYyUiSCmRB8PdmaaJnDO9d1QERBARVMHMwB1BMDM8AiLovSNAypneGyCYGR6B946ZUltnyBl3R0SotaGm9N5QVVSFlZwHWm2ICrVWBMEjqLUyG2fknJmmBYigpngE0zRBCMM44u64O601iCDlzI7DvodjTtpJypkl4TtbnPeqX+fyyz7EkBOmhiVjc3OLnBIeDgF4sBKAmLJy+x+7Jw846mSWhH9GPvLnL4s3nXMx7h1BCHdUlSAwTUQ4vXdSTvTWiQjykBhyQlQppbBiZogIiCARSIBKMNXK9m1zIqCUgpmRLFFb5csEMwFRhC8rU8GSsSIirHTvjMPItJhovTKbzTBLRAQRjge4O1Ot5JRQU0SU1joRQS0FS4mcM6UUzIxaGzkNtNaICFbcHTPjnvf9z9zhrg9gSTgE/NX+98RZL38OEkFrDbNEaw0VBREgCILwIA8DRNC9MxtmPO4pz+V6N7gZS8JXyF++/6Xxltf9MSpQSyXnzDiOTNNE752UMjknNjc3mW+b0XvH3YFgRQRSSqga7s5KSok2FURAVYgAMyUIVAwBUk5AME2FlYjA3TFLQKCq9N5RVUotCEJKidobqgbu5Jzp4dTWCQ/GcaS0Rq+dlDNEEAGtVYZhYHNzkzxmvHeGPMO9gwi1VUyNQIiAcRx4xMkvZNv267MkHAK893jli57Ax//271ixlCnTRM4ZERBRSimICBFBz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\",\"boxArea\":\"387.54\"},{\"id\":\"6f0bb33a-f57e-4e59-9434-9621dbb56acd\",\"width\":8.57,\"perimeter\":52.67,\"height\":8.84,\"area\":54.03,\"image\":\"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\",\"boxArea\":\"75.76\"},{\"id\":\"89083b8e-0d55-4648-aff0-31b687b6b27d\",\"width\":8.3,\"perimeter\":44.79,\"height\":8.84,\"area\":41.72,\"image\":\"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\",\"boxArea\":\"73.37\"},{\"id\":\"bdd4728a-2814-447c-879a-982ea41feec1\",\"width\":8.84,\"perimeter\":33.34,\"height\":8.84,\"area\":31.5,\"image\":\"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\",\"boxArea\":\"78.15\"}]","mockupCreationType":"single","no_of_lines":"1","raceway_depth":"2","raceway_height":"6","width_of_line_1":"120","width_of_line_2":"0","width_of_line_3":"0","width_of_line_4":"0","height_of_line_1":"32.39","height_of_line_2":"0","height_of_line_3":"0","height_of_line_4":"0","backer_offset":"2","backboard_cabinet_depth":"2","material":null,"application":null,"ul_mandatory":null,"paint_finish":"Gloss/Satin","no_of_letters":"8","perimeter_of_sign":"55.43","nested_area":"16.79","occupied_area":"8.73","avg_char_height":"Less than 24 inches","width_of_sign":"120","width_of_smaller_line":"20","other_dimension_of_sign":"32.39"}},"timestamp":"2026-01-26 04:17:30"} 
[2026-01-26 04:17:30] local.INFO: API Input Data Collected {"data":{"user_id":null,"request_data":{"sign_width_or_height":"120","sign_depth_or_thickness":"1","sign_type":"Flat Cut Acrylic Letters","mounting_type":"Flush/Stud mounted","profit_factor":1,"no_of_lines":"1","raceway_depth":"2","raceway_height":"6","width_of_line_1":"120","width_of_line_2":"0","width_of_line_3":"0","width_of_line_4":"0","height_of_line_1":"32.39","height_of_line_2":"0","height_of_line_3":"0","height_of_line_4":"0","backer_offset":"2","backboard_cabinet_depth":"2","no_of_letters":"8","perimeter_of_sign":"55.43","nested_area":"16.79","occupied_area":"8.73","avg_char_height":"Less than 24 inches","width_of_sign":"120","width_of_smaller_line":"20","other_dimension_of_sign":"32.39","material":null,"application":null,"ul_mandatory":null,"paint_finish":"Gloss/Satin","neon_color":null,"uv_printing_needed":null}},"timestamp":"2026-01-26 04:17:30"} 
[2026-01-26 04:17:30] local.INFO: Looking up SignType {"data":{"sign_type":"Flat Cut Acrylic Letters"},"timestamp":"2026-01-26 04:17:30"} 
[2026-01-26 04:17:30] local.INFO: Retrieved Material Formulas {"data":{"sign_type_id":10,"formulas_count":27},"timestamp":"2026-01-26 04:17:30"} 
[2026-01-26 04:17:30] local.INFO: Retrieved Variables List {"data":{"sign_type_id":10,"variables_count":10},"timestamp":"2026-01-26 04:17:30"} 
[2026-01-26 04:17:30] local.INFO: Price Map Constructed {"data":{"price_map":{"material502298":0.5964,"weight_material502298":0.221,"material500287":0.7286,"weight_material500287":0.332,"material500918":1.3929,"weight_material500918":0.553,"material502581":1.6214,"weight_material502581":0.664,"material500695":2.8464,"weight_material500695":0.885,"material500414":4.4643,"weight_material500414":1.326,"material500636":7.7857,"weight_material500636":1.99,"material502107":11.4607,"weight_material502107":2.809,"material500611":0.0062,"weight_material500611":6.2e-6,"material500214":0.0025,"weight_material500214":2.5e-6,"material501055":0.0155,"weight_material501055":1.55e-5,"material502098":0.0286,"weight_material502098":2.86e-5,"material502079":0.0163,"weight_material502079":1.63e-5,"material502350":0.0254,"weight_material502350":2.54e-5,"material501680":0.0076,"weight_material501680":7.6e-6,"material502131":0.0271,"weight_material502131":2.71e-5,"material501803":3.6821,"weight_material501803":0.629,"material500379":0.132,"weight_material500379":0.09,"material500419":0.16,"weight_material500419":0.11,"material502106":0.13,"weight_material502106":0.16,"material502567":0.13,"weight_material502567":0.21,"material502564":0.18,"weight_material502564":0.35,"material500154":0.4,"weight_material500154":0.38,"material502074":0.8,"weight_material502074":1.0}},"timestamp":"2026-01-26 04:17:30"} 
[2026-01-26 04:17:30] local.INFO: Variables Price Constructed {"data":{"variables_price":{"variable54":0,"variable55":0,"variable56":0.75,"variable57":1.1,"variable58":1.2,"variable59":0,"variable60":0,"variable61":0,"variable62":0,"variable63":0}},"timestamp":"2026-01-26 04:17:30"} 
[2026-01-26 04:17:30] local.INFO: Final Variables Merged {"data":{"variables_count":170},"timestamp":"2026-01-26 04:17:30"} 
[2026-01-26 04:17:30] local.INFO: Initialized items collection {"data":{"count":0},"timestamp":"2026-01-26 04:17:30"} 
[2026-01-26 04:17:30] local.INFO: Merged material items {"data":{"formulas_count":27,"items_count_after_merge":27},"timestamp":"2026-01-26 04:17:30"} 
[2026-01-26 04:17:30] local.INFO: Merged variable items {"data":{"variables_count":10,"items_count_after_merge":37},"timestamp":"2026-01-26 04:17:30"} 
[2026-01-26 04:17:30] local.INFO: Sorted items collection {"data":{"items_count":37,"first_item":{"type":"variable","id":54,"expression":"NEAREST_INCH(sign_depth_or_thickness, sign_type)","dense_weight_expression":null,"name":"Sign Depth/Thickness","var_name":"variable54","price":null,"description":null,"sequence_no":1},"last_item":{"type":"variable","id":63,"expression":"totalCost * variable57","dense_weight_expression":"totalDenseWeight * 1.1","name":"Total Cost","var_name":"variable63","price":null,"description":null,"sequence_no":37}},"timestamp":"2026-01-26 04:17:30"} 
[2026-01-26 04:17:30] local.INFO: Initializing MathExecutor {"data":{"variables_count":170},"timestamp":"2026-01-26 04:17:30"} 
[2026-01-26 04:17:30] local.INFO: MathExecutor variables set {"data":{"variables_count":170},"timestamp":"2026-01-26 04:17:30"} 
[2026-01-26 04:17:30] local.INFO: NEAREST_INCH called {"data":{"input_value":"1","sign_type":"Flat Cut Acrylic Letters"},"timestamp":"2026-01-26 04:17:30"} 
[2026-01-26 04:17:30] local.INFO: NEAREST_INCH result {"data":{"input_value":"1","closest_inch":0.984},"timestamp":"2026-01-26 04:17:30"} 
[2026-01-26 04:17:30] local.INFO: Formula executed successfully {"data":{"name":"Sign Depth/Thickness","expression":"NEAREST_INCH(sign_depth_or_thickness, sign_type)","result":0.984},"timestamp":"2026-01-26 04:17:30"} 
[2026-01-26 04:17:30] local.INFO: Dense weight computed {"data":{"name":"Acrylic Sheet 2mm Transparent 4 ft x 6 ft Pakistan","dense_weight_expression":"if(var_formula54 == 0.079, weight_material502298 * occupied_area, 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-26 04:17:30"} 
[2026-01-26 04:17:30] local.INFO: Formula executed successfully {"data":{"name":"Acrylic Sheet 2mm Transparent 4 ft x 6 ft Pakistan","expression":"if(var_formula54 == 0.079, material502298 * nested_area * variable58, 0 )","result":"0"},"timestamp":"2026-01-26 04:17:30"} 
[2026-01-26 04:17:30] local.INFO: Dense weight computed {"data":{"name":"Acrylic Sheet 3mm Transparent 4 ft x 6 ft Pakistan","dense_weight_expression":"if(var_formula54 == 0.118, weight_material500287 * occupied_area, 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-26 04:17:30"} 
[2026-01-26 04:17:30] local.INFO: Formula executed successfully {"data":{"name":"Acrylic Sheet 3mm Transparent 4 ft x 6 ft Pakistan","expression":"if(var_formula54 == 0.118, material500287 * nested_area * variable58, 0 )","result":"0"},"timestamp":"2026-01-26 04:17:30"} 
[2026-01-26 04:17:30] local.INFO: Dense weight computed {"data":{"name":"Acrylic Sheet 5mm Transparent 4 ft x 8 ft Pakistan","dense_weight_expression":"if(var_formula54 == 0.197, weight_material500918 * occupied_area, 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-26 04:17:30"} 
[2026-01-26 04:17:30] local.INFO: Formula executed successfully {"data":{"name":"Acrylic Sheet 5mm Transparent 4 ft x 8 ft Pakistan","expression":"if(var_formula54 == 0.197, material500918 * nested_area * variable58, 0 )","result":"0"},"timestamp":"2026-01-26 04:17:30"} 
[2026-01-26 04:17:30] local.INFO: Dense weight computed {"data":{"name":"Acrylic Sheet 6mm Transparent 4 ft x 8 ft Pakistan","dense_weight_expression":"if(var_formula54 == 0.236, weight_material502581 * occupied_area, 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-26 04:17:30"} 
[2026-01-26 04:17:30] local.INFO: Formula executed successfully {"data":{"name":"Acrylic Sheet 6mm Transparent 4 ft x 8 ft Pakistan","expression":"if(var_formula54 == 0.236, material502581 * nested_area * variable58, 0 )","result":"0"},"timestamp":"2026-01-26 04:17:30"} 
[2026-01-26 04:17:30] local.INFO: Dense weight computed {"data":{"name":"Acrylic Sheet 8mm Transparent 4 ft x 8 ft Pakistan","dense_weight_expression":"if(var_formula54 == 0.315, weight_material500695 * occupied_area, 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-26 04:17:30"} 
[2026-01-26 04:17:30] local.INFO: Formula executed successfully {"data":{"name":"Acrylic Sheet 8mm Transparent 4 ft x 8 ft Pakistan","expression":"if(var_formula54 == 0.315, material500695 * nested_area * variable58, 0 )","result":"0"},"timestamp":"2026-01-26 04:17:30"} 
[2026-01-26 04:17:30] local.INFO: Dense weight computed {"data":{"name":"Acrylic Sheet 12mm Transparent 4 ft x 6 ft Pakistan","dense_weight_expression":"if(var_formula54 == 0.472, weight_material500414 * occupied_area, 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-26 04:17:30"} 
[2026-01-26 04:17:30] local.INFO: Formula executed successfully {"data":{"name":"Acrylic Sheet 12mm Transparent 4 ft x 6 ft Pakistan","expression":"if(var_formula54 == 0.472, material500414 * nested_area * variable58, 0 )","result":"0"},"timestamp":"2026-01-26 04:17:30"} 
[2026-01-26 04:17:30] local.INFO: Dense weight computed {"data":{"name":"Acrylic Sheet 18mm Transparent 4 ft x 6 ft Pakistan","dense_weight_expression":"if(var_formula54 == 0.709, weight_material500636 * occupied_area, 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-26 04:17:30"} 
[2026-01-26 04:17:30] local.INFO: Formula executed successfully {"data":{"name":"Acrylic Sheet 18mm Transparent 4 ft x 6 ft Pakistan","expression":"if(var_formula54 == 0.709, material500636 * nested_area * variable58, 0 )","result":"0"},"timestamp":"2026-01-26 04:17:30"} 
[2026-01-26 04:17:30] local.INFO: Dense weight computed {"data":{"name":"Acrylic Sheet 1\" Transparent 4 ft x 6 ft Pakistan","dense_weight_expression":"if(var_formula54 == 0.984, weight_material502107 * occupied_area, 0 )","itemDenseWeight":"24.52257"},"timestamp":"2026-01-26 04:17:30"} 
[2026-01-26 04:17:30] local.INFO: Formula executed successfully {"data":{"name":"Acrylic Sheet 1\" Transparent 4 ft x 6 ft Pakistan","expression":"if(var_formula54 == 0.984, material502107 * nested_area * variable58, 0 )","result":"230.9101836"},"timestamp":"2026-01-26 04:17:30"} 
[2026-01-26 04:17:30] local.INFO: Dense weight computed {"data":{"name":"Epoxy Primer Pakistan","dense_weight_expression":"(  (  (  ( occupied_area * 2 )  ) * 40.49 * 0.66 )  ) * weight_material500611","itemDenseWeight":0.0028928614968000005},"timestamp":"2026-01-26 04:17:30"} 
[2026-01-26 04:17:30] local.INFO: Formula executed successfully {"data":{"name":"Epoxy Primer Pakistan","expression":"(  (  (  ( occupied_area * 2 )  ) * 40.49 * 0.66 )  ) * material500611","result":2.8928614968000006},"timestamp":"2026-01-26 04:17:30"} 
[2026-01-26 04:17:30] local.INFO: Dense weight computed {"data":{"name":"Master Thinner Pakistan","dense_weight_expression":"(  ( occupied_area * 2 )  ) * 40.49 * 0.13 * weight_material500214","itemDenseWeight":0.00022976050500000004},"timestamp":"2026-01-26 04:17:30"} 
[2026-01-26 04:17:30] local.INFO: Formula executed successfully {"data":{"name":"Master Thinner Pakistan","expression":"(  ( occupied_area * 2 )  ) * 40.49 * 0.13 * material500214","result":0.22976050500000003},"timestamp":"2026-01-26 04:17:30"} 
[2026-01-26 04:17:30] local.INFO: Dense weight computed {"data":{"name":"Epoxy Hardner Master Pakistan","dense_weight_expression":"(  ( occupied_area * 2 )  ) * 40.49 * 0.2 * weight_material501055","itemDenseWeight":0.0021915617400000004},"timestamp":"2026-01-26 04:17:30"} 
[2026-01-26 04:17:30] local.INFO: Formula executed successfully {"data":{"name":"Epoxy Hardner Master Pakistan","expression":"(  ( occupied_area * 2 )  ) * 40.49 * 0.2 * material501055","result":2.19156174},"timestamp":"2026-01-26 04:17:30"} 
[2026-01-26 04:17:30] local.INFO: Dense weight computed {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 )  ) * 22 * 0.426 * weight_material502098 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-26 04:17:30"} 
[2026-01-26 04:17:30] local.INFO: Formula executed successfully {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte , (  ( occupied_area * 2 )  ) * 22 * 0.426 * material502098 , 0 )","result":"0"},"timestamp":"2026-01-26 04:17:30"} 
[2026-01-26 04:17:30] local.INFO: Dense weight computed {"data":{"name":"Matting Agent (P565-554) 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 )  ) * 22 * 0.234 * weight_material502079 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-26 04:17:30"} 
[2026-01-26 04:17:30] local.INFO: Formula executed successfully {"data":{"name":"Matting Agent (P565-554) 1L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte , (  ( occupied_area * 2 )  ) * 22 * 0.234 * material502079 , 0 )","result":"0"},"timestamp":"2026-01-26 04:17:30"} 
[2026-01-26 04:17:30] local.INFO: Dense weight computed {"data":{"name":"Hardner (922) 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 )  ) * 22 * 0.21 * weight_material502350 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-26 04:17:30"} 
[2026-01-26 04:17:30] local.INFO: Formula executed successfully {"data":{"name":"Hardner (922) 1L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte , (  ( occupied_area * 2 )  ) * 22 * 0.21 * material502350 , 0 )","result":"0"},"timestamp":"2026-01-26 04:17:30"} 
[2026-01-26 04:17:30] local.INFO: Dense weight computed {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 )  ) * 22 * 0.12 * weight_material501680 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-26 04:17:30"} 
[2026-01-26 04:17:30] local.INFO: Formula executed successfully {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte , (  ( occupied_area * 2 )  ) * 22 * 0.12 * material501680 , 0 )","result":"0"},"timestamp":"2026-01-26 04:17:30"} 
[2026-01-26 04:17:30] local.INFO: Dense weight computed {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 )  ) * 22 * 0.41 * weight_material502098 )","itemDenseWeight":"0.00450419112"},"timestamp":"2026-01-26 04:17:30"} 
[2026-01-26 04:17:30] local.INFO: Formula executed successfully {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte , 0, (  ( occupied_area * 2 )  ) * 22 * 0.41 * material502098 )","result":"4.50419112"},"timestamp":"2026-01-26 04:17:30"} 
[2026-01-26 04:17:30] local.INFO: Dense weight computed {"data":{"name":"2k Adjuster (P190-376) Binder 2.5L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 )  ) * 22 * 0.21 * weight_material502131 )","itemDenseWeight":"0.00218602692"},"timestamp":"2026-01-26 04:17:30"} 
[2026-01-26 04:17:30] local.INFO: Formula executed successfully {"data":{"name":"2k Adjuster (P190-376) Binder 2.5L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte , 0, (  ( occupied_area * 2 )  ) * 22 * 0.21 * material502131)","result":"2.18602692"},"timestamp":"2026-01-26 04:17:30"} 
[2026-01-26 04:17:30] local.INFO: Dense weight computed {"data":{"name":"Hardner (922) 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 )  ) * 22 * 0.3 * weight_material502350 )","itemDenseWeight":"0.0029269944"},"timestamp":"2026-01-26 04:17:30"} 
[2026-01-26 04:17:30] local.INFO: Formula executed successfully {"data":{"name":"Hardner (922) 1L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte , 0, (  ( occupied_area * 2 )  ) * 22 * 0.3 * material502350)","result":"2.9269944"},"timestamp":"2026-01-26 04:17:30"} 
[2026-01-26 04:17:30] local.INFO: Dense weight computed {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 )  ) * 22 * 0.08 * weight_material501680 )","itemDenseWeight":"0.00023354496"},"timestamp":"2026-01-26 04:17:30"} 
[2026-01-26 04:17:30] local.INFO: Formula executed successfully {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte , 0, (  ( occupied_area * 2 )  ) * 22 * 0.08 * material501680)","result":"0.23354496"},"timestamp":"2026-01-26 04:17:30"} 
[2026-01-26 04:17:30] local.INFO: Formula executed successfully {"data":{"name":"Paint Miscellaneous cost","expression":"( formula241 + formula242 + formula243 + formula244 + formula245 + formula246 + formula247 + formula248 + formula249 + formula250 + formula251 ) * 0.2","result":3.0329882283600003},"timestamp":"2026-01-26 04:17:30"} 
[2026-01-26 04:17:30] local.INFO: No formula, default result applied {"data":{"name":"Aluminium Sheet 2.5 mm 1100 Grade 4 ft x 8 ft Pakistan","dense_weight":0,"result":0},"timestamp":"2026-01-26 04:17:30"} 
[2026-01-26 04:17:30] local.INFO: Formula executed successfully {"data":{"name":"Packaging/Box Making","expression":"variable56 * nested_area","result":12.5925},"timestamp":"2026-01-26 04:17:30"} 
[2026-01-26 04:17:30] local.INFO: Dense weight computed {"data":{"name":"Corrugated Sheet 5ply","dense_weight_expression":"if( ( width_of_sign > 0 || other_dimension_of_sign > 0 ) && width_of_sign <= 30 && other_dimension_of_sign <= 30, (  ( 2 * nested_area ) + ( 8 * sqrt(nested_area)  )  ) * weight_material500379 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-26 04:17:30"} 
[2026-01-26 04:17:30] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 5ply","dense_weight":"0","result":0},"timestamp":"2026-01-26 04:17:30"} 
[2026-01-26 04:17:30] local.INFO: Dense weight computed {"data":{"name":"Corrugated Sheet 7Ply","dense_weight_expression":"if( ( width_of_sign > 30 || other_dimension_of_sign > 30 ) && width_of_sign <= 50 && other_dimension_of_sign <= 50, (  ( 2 * nested_area ) + ( 8 * sqrt(nested_area)  )  ) * weight_material500419 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-26 04:17:30"} 
[2026-01-26 04:17:30] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 7Ply","dense_weight":"0","result":0},"timestamp":"2026-01-26 04:17:30"} 
[2026-01-26 04:17:30] local.INFO: Dense weight computed {"data":{"name":"Corrugated Sheet 9 Ply","dense_weight_expression":"if( ( width_of_sign > 50 || other_dimension_of_sign > 50 ) && width_of_sign <= 60 && other_dimension_of_sign <= 60, (  ( 2 * nested_area ) + ( 8 * sqrt(nested_area)  )  ) * weight_material502106 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-26 04:17:30"} 
[2026-01-26 04:17:30] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 9 Ply","dense_weight":"0","result":0},"timestamp":"2026-01-26 04:17:30"} 
[2026-01-26 04:17:30] local.INFO: Dense weight computed {"data":{"name":"Plywood Sheet 5mm 3 Core 4*8","dense_weight_expression":"if( ( width_of_sign > 60 || other_dimension_of_sign > 60 ) && width_of_sign <= 70 && other_dimension_of_sign <= 70, nested_area * 2 * weight_material502567, 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-26 04:17:30"} 
[2026-01-26 04:17:30] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 5mm 3 Core 4*8","dense_weight":"0","result":0},"timestamp":"2026-01-26 04:17:30"} 
[2026-01-26 04:17:30] local.INFO: Dense weight computed {"data":{"name":"Plywood Sheet 7mm 4 Core","dense_weight_expression":"if( ( width_of_sign > 70 || other_dimension_of_sign > 70 ) && width_of_sign <= 90 && other_dimension_of_sign <= 90, nested_area * 2 * weight_material502564 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-26 04:17:30"} 
[2026-01-26 04:17:30] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 7mm 4 Core","dense_weight":"0","result":0},"timestamp":"2026-01-26 04:17:30"} 
[2026-01-26 04:17:30] local.INFO: Dense weight computed {"data":{"name":"Plywood Sheet 8*4 Mersawa 6 core 9MM","dense_weight_expression":"if( ( width_of_sign > 90 || other_dimension_of_sign > 90 ), nested_area * weight_material500154 * 2, 0 )","itemDenseWeight":"12.7604"},"timestamp":"2026-01-26 04:17:30"} 
[2026-01-26 04:17:30] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 8*4 Mersawa 6 core 9MM","dense_weight":"12.7604","result":0},"timestamp":"2026-01-26 04:17:30"} 
[2026-01-26 04:17:30] local.INFO: Dense weight computed {"data":{"name":"Wood Lar 9''x132''","dense_weight_expression":"if( ( width_of_sign > 60 || other_dimension_of_sign > 60 ), ( 4 * sqrt(nested_area) * 2 * weight_material502074 ) / 144, 0 )","itemDenseWeight":"0.22764223609498"},"timestamp":"2026-01-26 04:17:30"} 
[2026-01-26 04:17:30] local.INFO: No formula, default result applied {"data":{"name":"Wood Lar 9''x132''","dense_weight":"0.22764223609498","result":0},"timestamp":"2026-01-26 04:17:30"} 
[2026-01-26 04:17:30] local.INFO: No formula, default result applied {"data":{"name":"Miscalleneous (10%)","dense_weight":0,"result":0},"timestamp":"2026-01-26 04:17:30"} 
[2026-01-26 04:17:30] local.INFO: No formula, default result applied {"data":{"name":"Where Wastage magnification factor for Sheets consumption is taken as","dense_weight":0,"result":0},"timestamp":"2026-01-26 04:17:30"} 
[2026-01-26 04:17:30] local.INFO: Formula executed successfully {"data":{"name":"Flush/Stud Mount","expression":"if(mounting_type == mounting_type_flush_stud_mounted, 1, 0 )","result":"1"},"timestamp":"2026-01-26 04:17:30"} 
[2026-01-26 04:17:30] local.INFO: Dense weight computed {"data":{"name":"Standard Raceway (6x2)","dense_weight_expression":"if(mounting_type == mounting_type_standard_raceway_6x2, weight_material501803 / 144 * (  ( width_of_line_1 * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + ( width_of_line_2 * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + ( width_of_line_3 * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + ( width_of_line_4 * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  )  ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-26 04:17:30"} 
[2026-01-26 04:17:30] local.INFO: Formula executed successfully {"data":{"name":"Standard Raceway (6x2)","expression":"if(mounting_type == mounting_type_standard_raceway_6x2, variable58 * ( material501803 / 144 * (  (  ( width_of_line_1 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_2 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_3 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_4 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  )  ) + 2.7 / 144 * (  (  ( width_of_line_1 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_2 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_3 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_4 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  )  )  ), 0 )","result":"0"},"timestamp":"2026-01-26 04:17:30"} 
[2026-01-26 04:17:30] local.INFO: Dense weight computed {"data":{"name":"Flat Backer (2mm)","dense_weight_expression":"if(mounting_type == mounting_type_flat_backer_2_5_mm, ( weight_material501803 / 144 * (  ( width_of_sign + ( 2 * backer_offset )  ) * ( other_dimension_of_sign + ( 2 * backer_offset )  )  )  ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-26 04:17:30"} 
[2026-01-26 04:17:30] local.INFO: Formula executed successfully {"data":{"name":"Flat Backer (2mm)","expression":"if(mounting_type == mounting_type_flat_backer_2_5_mm, variable58 * (  ( material501803 / 144 * (  ( width_of_sign + ( 2 * backer_offset )  ) * ( other_dimension_of_sign + ( 2 * backer_offset )  )  )  ) + ( material501803 / 144 * (  ( width_of_sign + ( 2 * backer_offset )  ) * ( other_dimension_of_sign + ( 2 * backer_offset )  )  )  )  ), 0 )","result":"0"},"timestamp":"2026-01-26 04:17:30"} 
[2026-01-26 04:17:30] local.INFO: Dense weight computed {"data":{"name":"Backerboard Cabinet (2\")","dense_weight_expression":"if(mounting_type == mounting_type_backerboard_cabinet_2_inch, (  (  ( 4 + 2 * ( other_dimension_of_sign + ( 2 * backer_offset )  )  ) + ( 2 * backboard_cabinet_depth )  ) * ( width_of_sign + ( 2 * backer_offset )  ) * weight_material501803 / 144 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-26 04:17:30"} 
[2026-01-26 04:17:30] local.INFO: Formula executed successfully {"data":{"name":"Backerboard Cabinet (2\")","expression":"if(mounting_type == mounting_type_backerboard_cabinet_2_inch, variable58 * (  (  (  ( 4 + 2 * ( other_dimension_of_sign + ( 2 * backer_offset )  )  ) + ( 2 * backboard_cabinet_depth )  ) * ( width_of_sign + ( 2 * backer_offset )  ) * material501803 / 144 ) + (  (  ( 4 + 2 * ( other_dimension_of_sign + ( 2 * backer_offset )  )  ) + ( 2 * backboard_cabinet_depth )  ) * ( width_of_sign + ( 2 * backer_offset )  ) * 2.7 / 144 )  ), 0 )","result":"0"},"timestamp":"2026-01-26 04:17:30"} 
[2026-01-26 04:17:30] local.INFO: Total Cost formula detected {"data":{"item_id":63},"timestamp":"2026-01-26 04:17:30"} 
[2026-01-26 04:17:30] local.INFO: Formula calculations completed {"data":{"total_items":37,"successful_calculations":36,"errors_count":0},"timestamp":"2026-01-26 04:17:30"} 
[2026-01-26 04:17:30] local.INFO: Summed initial totals {"data":{"totalCost_before_formula":263.68461297016,"totalDenseWeight_before_formula":37.525777177236776},"timestamp":"2026-01-26 04:17:30"} 
[2026-01-26 04:17:30] local.INFO: Total Cost formula executed {"data":{"formula":"totalCost * variable57","computed_totalCost":290.05307426717604},"timestamp":"2026-01-26 04:17:30"} 
[2026-01-26 04:17:30] local.INFO: Total Dense Weight formula executed {"data":{"formula":"totalDenseWeight * 1.1","computed_totalDenseWeight":41.27835489496046},"timestamp":"2026-01-26 04:17:30"} 
[2026-01-26 04:17:30] local.INFO: Total Cost result added to calculationsResults {"data":{"variable_id":63,"result":290.05307426717604,"dense_weight_expression":41.27835489496046},"timestamp":"2026-01-26 04:17:30"} 
[2026-01-26 04:17:30] local.INFO: Preparing boxes for bin packing {"data":{"sign_type":"Flat Cut Acrylic Letters","objects_count":8,"totalDenseWeight":0},"timestamp":"2026-01-26 04:17:30"} 
[2026-01-26 04:17:30] local.INFO: Processing flush stud mounted objects for 3D bin packing {"data":{"objects_count":8,"sign_depth":"1"},"timestamp":"2026-01-26 04:17:30"} 
[2026-01-26 04:17:30] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-1","width":23.84,"height":20.09,"depth":"1"},"timestamp":"2026-01-26 04:17:30"} 
[2026-01-26 04:17:30] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-2","width":35.89,"height":19.02,"depth":"1"},"timestamp":"2026-01-26 04:17:30"} 
[2026-01-26 04:17:30] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-3","width":16.34,"height":19.02,"depth":"1"},"timestamp":"2026-01-26 04:17:30"} 
[2026-01-26 04:17:30] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-4","width":17.41,"height":19.02,"depth":"1"},"timestamp":"2026-01-26 04:17:30"} 
[2026-01-26 04:17:30] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-5","width":19.29,"height":20.09,"depth":"1"},"timestamp":"2026-01-26 04:17:30"} 
[2026-01-26 04:17:30] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-6","width":8.57,"height":8.84,"depth":"1"},"timestamp":"2026-01-26 04:17:30"} 
[2026-01-26 04:17:30] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-7","width":8.3,"height":8.84,"depth":"1"},"timestamp":"2026-01-26 04:17:30"} 
[2026-01-26 04:17:30] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-8","width":8.84,"height":8.84,"depth":"1"},"timestamp":"2026-01-26 04:17:30"} 
[2026-01-26 04:17:31] local.INFO: 3D Bin Packing API response received {"data":{"response":{"response":{"id":"1769401051_342245d765315d5b3dc65d4c6132352d","bins_packed":[{"bin_data":{"w":36.19,"h":20.39,"d":6.5,"id":"unique","used_space":67.6963,"weight":0,"gross_weight":0,"used_weight":100,"stack_height":20.39,"order_id":null},"image_complete":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260126/1b9f34fd7d4b957bdc41bfe63fb27fb8/1769401051-4108-6676311.svg","items":[{"id":"item-2","w":36.19,"h":19.32,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260126/1b9f34fd7d4b957bdc41bfe63fb27fb8/1769401051-4102-1121563.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-4","w":17.71,"h":19.32,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260126/1b9f34fd7d4b957bdc41bfe63fb27fb8/1769401051-4104-7720846.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-8","w":9.14,"h":9.14,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260126/1b9f34fd7d4b957bdc41bfe63fb27fb8/1769401051-4105-3539949.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-3","w":16.64,"h":19.32,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260126/1b9f34fd7d4b957bdc41bfe63fb27fb8/1769401051-4105-3854098.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-6","w":8.87,"h":9.14,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260126/1b9f34fd7d4b957bdc41bfe63fb27fb8/1769401051-4106-7205275.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-7","w":8.6,"h":9.14,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260126/1b9f34fd7d4b957bdc41bfe63fb27fb8/1769401051-4107-8865165.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-1","w":24.14,"h":20.39,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260126/1b9f34fd7d4b957bdc41bfe63fb27fb8/1769401051-4107-5909396.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-5","w":19.59,"h":20.39,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260126/1b9f34fd7d4b957bdc41bfe63fb27fb8/1769401051-4108-1515887.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}}]}],"errors":[],"status":1,"not_packed_items":[]}}},"timestamp":"2026-01-26 04:17:31"} 
[2026-01-26 04:17:31] local.INFO: Box added from packed bin {"data":{"length":6.5,"width":36.19,"height":20.39,"denseWeight":0},"timestamp":"2026-01-26 04:17:31"} 
[2026-01-26 04:17:31] local.INFO: Shipping rates calculated {"data":{"boxes":[{"size":{"length":8.5,"width":38.19,"height":22.64},"quantity":1,"denseWeight":1}],"cheapestShippingCost":274.50269999999995,"rawShippingRates":{"data":[{"career":"dhl_small","boxWeights":[{"size":{"length":8.5,"width":38.19,"height":22.64},"denseWeight":1,"volumetricWeight":24.5,"higherWeight":24.5,"quantity":1}],"totalHigherWeight":24.5,"DS":39.2,"rate":"303.46","tariffAndDS":342.65999999999997,"fuelSurcharge":"0.2975","gst":"0.1600","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":22,"isRemotePrice":0,"totalShipmentCost":548.8497659999999,"totalShipmentCostFormula":"((tariffAndDS (342.66) + overlengthSurcharge (22) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.2975)) * (1 + gst (0.1600))) + DdpService (0) + isRemotePrice (0) = 548.85","warnings":[]},{"career":"dhl_heavy","boxWeights":[{"size":{"length":8.5,"width":38.19,"height":22.64},"denseWeight":1,"volumetricWeight":24.5,"higherWeight":24.5,"quantity":1}],"totalHigherWeight":24.5,"DS":39.2,"rate":"176","tariffAndDS":215.2,"fuelSurcharge":"0.2975","gst":"0.1600","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":22,"isRemotePrice":0,"totalShipmentCost":357.0097199999999,"totalShipmentCostFormula":"((tariffAndDS (215.2) + overlengthSurcharge (22) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.2975)) * (1 + gst (0.1600))) + DdpService (0) + isRemotePrice (0) = 357.01","warnings":[]},{"career":"fedex","boxWeights":[{"size":{"length":8.5,"width":38.19,"height":22.64},"denseWeight":1,"volumetricWeight":24.5,"higherWeight":24.5,"quantity":1}],"totalHigherWeight":24.5,"DS":24.5,"rate":223.44,"tariffAndDS":247.94,"fuelSurcharge":"0.3250","gst":"0.1600","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":381.08377999999993,"totalShipmentCostFormula":"(( tariffAndDS (247.94) + overlengthSurcharge (0) + overweightSurcharge (0) ) * ( 1 + fuelSurcharge (0.3250)) * ( 1 + gst (0.1600))) + DdpService (0) + isRemotePrice (0) = 381.08378","warnings":[]},{"career":"fedex_flyer","error":["Package doesn't come under dimension","Weight is higher then 2.5 kg"]},{"career":"ups_5kg_selected_countries","error":["Weight is higher then 5 kg"],"warnings":[]},{"career":"ups_usa","boxWeights":[{"size":{"length":8.5,"width":38.19,"height":22.64},"denseWeight":1,"volumetricWeight":24.5,"higherWeight":24.5,"quantity":1}],"totalHigherWeight":24.5,"DS":0,"rate":"187.62","tariffAndDS":187.62,"fuelSurcharge":"0.3250","gst":"0.1500","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":12,"isRemotePrice":0,"totalShipmentCost":306.47097499999995,"totalShipmentCostFormula":"(((tariffAndDS (187.62) + overlengthSurcharge (12) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.3250)) + 2) * (1 + gst (0.1500))) + DdpService (0) + isRemotePrice (0) = 306.470975","warnings":["Extra Charges: Too High - Minimum Weight should be 40 KG"]},{"career":"dhl_usa","boxWeights":[{"size":{"length":8.5,"width":38.19,"height":22.64},"denseWeight":1,"volumetricWeight":24.5,"higherWeight":24.5,"quantity":1}],"totalHigherWeight":24.5,"DS":39.2,"rate":"264.00","tariffAndDS":303.2,"fuelSurcharge":"0.0000","gst":"0.0000","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":22,"isRemotePrice":0,"totalShipmentCost":325.2,"totalShipmentCostFormula":"(((tariffAndDS (303.2) + overlengthSurcharge (22) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.0000))) * (1 + gst (0.0000))) + DdpService (0) + isRemotePrice (0) = 325.2","warnings":["DHL USA Not Available (Width exceeds 97 cm)"]},{"career":"ups_zones_selected_countries","boxWeights":[{"size":{"length":8.5,"width":38.19,"height":22.64},"denseWeight":1,"volumetricWeight":24.5,"higherWeight":24.5,"quantity":1}],"totalHigherWeight":24.5,"DS":0,"rate":"166.64","tariffAndDS":166.64,"fuelSurcharge":"0.3250","gst":"0.1500","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":12,"isRemotePrice":0,"totalShipmentCost":274.50269999999995,"totalShipmentCostFormula":"(((tariffAndDS (166.64) + overlengthSurcharge (12) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.3250)) + 2) * (1 + gst (0.1500))) + DdpService (0) + isRemotePrice (0) = 274.5027","warnings":["Extra Charges: Too High - Minimum Weight should be 40 KG"]},{"career":"ups_zones","boxWeights":[{"size":{"length":8.5,"width":38.19,"height":22.64},"denseWeight":1,"volumetricWeight":24.5,"higherWeight":24.5,"quantity":1}],"totalHigherWeight":24.5,"DS":0,"rate":"212.84","tariffAndDS":212.84,"fuelSurcharge":"0.3250","gst":"0.1500","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":12,"isRemotePrice":0,"totalShipmentCost":344.89995,"totalShipmentCostFormula":"(((tariffAndDS (212.84) + overlengthSurcharge (12) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.3250)) + constant (2)) * (1 + gst (0.1500))) + DdpService (0) + isRemotePrice (0) = 344.89995","warnings":["Extra Charges: Too High - Minimum Weight should be 40 KG"]},{"career":"sea_mode_oa","error":["Weight is higher then 5 kg"]},{"career":"sea_mode_ob","boxWeights":[{"size":{"length":8.5,"width":38.19,"height":22.64},"denseWeight":1,"volumetricWeight":24.5,"higherWeight":24.5,"quantity":1}],"totalHigherWeight":24.5,"DS":0,"rate":695,"tariffAndDS":695,"fuelSurcharge":"0.0000","gst":"0.0000","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":695,"totalShipmentCostFormula":"((tariffAndDS (695) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.0000)) * (1 + gst (0.0000))) + DdpService (0) + isRemotePrice (0) = 695"}]}},"timestamp":"2026-01-26 04:17:31"} 
[2026-01-26 04:17:31] local.INFO: Product cost factor determined {"data":{"sign_type":"Flat Cut Acrylic Letters","productCostFactor":1.25},"timestamp":"2026-01-26 04:17:31"} 
[2026-01-26 04:17:31] local.INFO: Final API Response {"data":{"sign_width":"120","sign_height":"32.39","sign_depth":"1","sign_type":"Flat Cut Acrylic Letters","sideViewImage":"https://api.signize.ai/mockups/flush-stud/flush-stud-flat-cutt-acrylic-letters.png","mounting_type":"Flush/Stud mounted","combined_production_cost_usd":300.0,"total_production_cost":370.0,"totalDenseWeight":0,"totalVolumetricWeight":24.5,"bin_packing_result":{"response":{"id":"1769401051_342245d765315d5b3dc65d4c6132352d","bins_packed":[{"bin_data":{"w":36.19,"h":20.39,"d":6.5,"id":"unique","used_space":67.6963,"weight":0,"gross_weight":0,"used_weight":100,"stack_height":20.39,"order_id":null},"image_complete":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260126/1b9f34fd7d4b957bdc41bfe63fb27fb8/1769401051-4108-6676311.svg","items":[{"id":"item-2","w":36.19,"h":19.32,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260126/1b9f34fd7d4b957bdc41bfe63fb27fb8/1769401051-4102-1121563.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-4","w":17.71,"h":19.32,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260126/1b9f34fd7d4b957bdc41bfe63fb27fb8/1769401051-4104-7720846.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-8","w":9.14,"h":9.14,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260126/1b9f34fd7d4b957bdc41bfe63fb27fb8/1769401051-4105-3539949.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-3","w":16.64,"h":19.32,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260126/1b9f34fd7d4b957bdc41bfe63fb27fb8/1769401051-4105-3854098.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-6","w":8.87,"h":9.14,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260126/1b9f34fd7d4b957bdc41bfe63fb27fb8/1769401051-4106-7205275.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-7","w":8.6,"h":9.14,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260126/1b9f34fd7d4b957bdc41bfe63fb27fb8/1769401051-4107-8865165.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-1","w":24.14,"h":20.39,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260126/1b9f34fd7d4b957bdc41bfe63fb27fb8/1769401051-4107-5909396.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-5","w":19.59,"h":20.39,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260126/1b9f34fd7d4b957bdc41bfe63fb27fb8/1769401051-4108-1515887.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}}]}],"errors":[],"status":1,"not_packed_items":[]}},"shipping_rates":{"data":[{"career":"dhl_small","boxWeights":[{"size":{"length":8.5,"width":38.19,"height":22.64},"denseWeight":1,"volumetricWeight":24.5,"higherWeight":24.5,"quantity":1}],"totalHigherWeight":24.5,"DS":39.2,"rate":"303.46","tariffAndDS":342.65999999999997,"fuelSurcharge":"0.2975","gst":"0.1600","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":22,"isRemotePrice":0,"totalShipmentCost":548.8497659999999,"totalShipmentCostFormula":"((tariffAndDS (342.66) + overlengthSurcharge (22) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.2975)) * (1 + gst (0.1600))) + DdpService (0) + isRemotePrice (0) = 548.85","warnings":[]},{"career":"dhl_heavy","boxWeights":[{"size":{"length":8.5,"width":38.19,"height":22.64},"denseWeight":1,"volumetricWeight":24.5,"higherWeight":24.5,"quantity":1}],"totalHigherWeight":24.5,"DS":39.2,"rate":"176","tariffAndDS":215.2,"fuelSurcharge":"0.2975","gst":"0.1600","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":22,"isRemotePrice":0,"totalShipmentCost":357.0097199999999,"totalShipmentCostFormula":"((tariffAndDS (215.2) + overlengthSurcharge (22) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.2975)) * (1 + gst (0.1600))) + DdpService (0) + isRemotePrice (0) = 357.01","warnings":[]},{"career":"fedex","boxWeights":[{"size":{"length":8.5,"width":38.19,"height":22.64},"denseWeight":1,"volumetricWeight":24.5,"higherWeight":24.5,"quantity":1}],"totalHigherWeight":24.5,"DS":24.5,"rate":223.44,"tariffAndDS":247.94,"fuelSurcharge":"0.3250","gst":"0.1600","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":381.08377999999993,"totalShipmentCostFormula":"(( tariffAndDS (247.94) + overlengthSurcharge (0) + overweightSurcharge (0) ) * ( 1 + fuelSurcharge (0.3250)) * ( 1 + gst (0.1600))) + DdpService (0) + isRemotePrice (0) = 381.08378","warnings":[]},{"career":"fedex_flyer","error":["Package doesn't come under dimension","Weight is higher then 2.5 kg"]},{"career":"ups_5kg_selected_countries","error":["Weight is higher then 5 kg"],"warnings":[]},{"career":"ups_usa","boxWeights":[{"size":{"length":8.5,"width":38.19,"height":22.64},"denseWeight":1,"volumetricWeight":24.5,"higherWeight":24.5,"quantity":1}],"totalHigherWeight":24.5,"DS":0,"rate":"187.62","tariffAndDS":187.62,"fuelSurcharge":"0.3250","gst":"0.1500","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":12,"isRemotePrice":0,"totalShipmentCost":306.47097499999995,"totalShipmentCostFormula":"(((tariffAndDS (187.62) + overlengthSurcharge (12) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.3250)) + 2) * (1 + gst (0.1500))) + DdpService (0) + isRemotePrice (0) = 306.470975","warnings":["Extra Charges: Too High - Minimum Weight should be 40 KG"]},{"career":"dhl_usa","boxWeights":[{"size":{"length":8.5,"width":38.19,"height":22.64},"denseWeight":1,"volumetricWeight":24.5,"higherWeight":24.5,"quantity":1}],"totalHigherWeight":24.5,"DS":39.2,"rate":"264.00","tariffAndDS":303.2,"fuelSurcharge":"0.0000","gst":"0.0000","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":22,"isRemotePrice":0,"totalShipmentCost":325.2,"totalShipmentCostFormula":"(((tariffAndDS (303.2) + overlengthSurcharge (22) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.0000))) * (1 + gst (0.0000))) + DdpService (0) + isRemotePrice (0) = 325.2","warnings":["DHL USA Not Available (Width exceeds 97 cm)"]},{"career":"ups_zones_selected_countries","boxWeights":[{"size":{"length":8.5,"width":38.19,"height":22.64},"denseWeight":1,"volumetricWeight":24.5,"higherWeight":24.5,"quantity":1}],"totalHigherWeight":24.5,"DS":0,"rate":"166.64","tariffAndDS":166.64,"fuelSurcharge":"0.3250","gst":"0.1500","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":12,"isRemotePrice":0,"totalShipmentCost":274.50269999999995,"totalShipmentCostFormula":"(((tariffAndDS (166.64) + overlengthSurcharge (12) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.3250)) + 2) * (1 + gst (0.1500))) + DdpService (0) + isRemotePrice (0) = 274.5027","warnings":["Extra Charges: Too High - Minimum Weight should be 40 KG"]},{"career":"ups_zones","boxWeights":[{"size":{"length":8.5,"width":38.19,"height":22.64},"denseWeight":1,"volumetricWeight":24.5,"higherWeight":24.5,"quantity":1}],"totalHigherWeight":24.5,"DS":0,"rate":"212.84","tariffAndDS":212.84,"fuelSurcharge":"0.3250","gst":"0.1500","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":12,"isRemotePrice":0,"totalShipmentCost":344.89995,"totalShipmentCostFormula":"(((tariffAndDS (212.84) + overlengthSurcharge (12) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.3250)) + constant (2)) * (1 + gst (0.1500))) + DdpService (0) + isRemotePrice (0) = 344.89995","warnings":["Extra Charges: Too High - Minimum Weight should be 40 KG"]},{"career":"sea_mode_oa","error":["Weight is higher then 5 kg"]},{"career":"sea_mode_ob","boxWeights":[{"size":{"length":8.5,"width":38.19,"height":22.64},"denseWeight":1,"volumetricWeight":24.5,"higherWeight":24.5,"quantity":1}],"totalHigherWeight":24.5,"DS":0,"rate":695,"tariffAndDS":695,"fuelSurcharge":"0.0000","gst":"0.0000","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":695,"totalShipmentCostFormula":"((tariffAndDS (695) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.0000)) * (1 + gst (0.0000))) + DdpService (0) + isRemotePrice (0) = 695"}]},"cheapest_shipping_cost_usd":280.0,"totalCost":640.0,"productionResults":[{"variable_id":54,"dense_weight_expression":0,"result":0.984,"sign_material":"Sign Depth/Thickness","description":null,"sequence_no":1},{"material_id":233,"dense_weight_expression":0,"result":"0","sign_material":"Acrylic Sheet 2mm Transparent 4 ft x 6 ft Pakistan","description":null,"sequence_no":2},{"material_id":234,"dense_weight_expression":0,"result":"0","sign_material":"Acrylic Sheet 3mm Transparent 4 ft x 6 ft Pakistan","description":null,"sequence_no":3},{"material_id":235,"dense_weight_expression":0,"result":"0","sign_material":"Acrylic Sheet 5mm Transparent 4 ft x 8 ft Pakistan","description":null,"sequence_no":4},{"material_id":236,"dense_weight_expression":0,"result":"0","sign_material":"Acrylic Sheet 6mm Transparent 4 ft x 8 ft Pakistan","description":null,"sequence_no":5},{"material_id":237,"dense_weight_expression":0,"result":"0","sign_material":"Acrylic Sheet 8mm Transparent 4 ft x 8 ft Pakistan","description":null,"sequence_no":6},{"material_id":238,"dense_weight_expression":0,"result":"0","sign_material":"Acrylic Sheet 12mm Transparent 4 ft x 6 ft Pakistan","description":null,"sequence_no":7},{"material_id":239,"dense_weight_expression":0,"result":"0","sign_material":"Acrylic Sheet 18mm Transparent 4 ft x 6 ft Pakistan","description":null,"sequence_no":8},{"material_id":240,"dense_weight_expression":24.52257,"result":"230.9101836","sign_material":"Acrylic Sheet 1\" Transparent 4 ft x 6 ft Pakistan","description":"1\" acrylic sheet – Suitable for both indoor and outdoor flat-cut letters, premium and highly dimensional.","sequence_no":9},{"material_id":241,"dense_weight_expression":0.0028928614968000005,"result":2.8928614968000006,"sign_material":"Epoxy Primer Pakistan","description":null,"sequence_no":10},{"material_id":242,"dense_weight_expression":0.00022976050500000004,"result":0.22976050500000003,"sign_material":"Master Thinner Pakistan","description":null,"sequence_no":11},{"material_id":243,"dense_weight_expression":0.0021915617400000004,"result":2.19156174,"sign_material":"Epoxy Hardner Master Pakistan","description":null,"sequence_no":12},{"material_id":244,"dense_weight_expression":0,"result":"0","sign_material":"Paint (P425-950) Jet Black 1L Nexa Pakistan","description":null,"sequence_no":13},{"material_id":245,"dense_weight_expression":0,"result":"0","sign_material":"Matting Agent (P565-554) 1L Nexa Pakistan","description":null,"sequence_no":14},{"material_id":246,"dense_weight_expression":0,"result":"0","sign_material":"Hardner (922) 1L Nexa Pakistan","description":null,"sequence_no":15},{"material_id":247,"dense_weight_expression":0,"result":"0","sign_material":"Thinner (P850-1491) Fast 5L Nexa Pakistan","description":null,"sequence_no":16},{"material_id":248,"dense_weight_expression":0.00450419112,"result":"4.50419112","sign_material":"Paint (P425-950) Jet Black 1L Nexa Pakistan","description":null,"sequence_no":17},{"material_id":249,"dense_weight_expression":0.00218602692,"result":"2.18602692","sign_material":"2k Adjuster (P190-376) Binder 2.5L Nexa Pakistan","description":"High Quality Gloss / Satin Paint – PU or solvent-based, gloss (70+ GU) or satin (30–50 GU) sheen.","sequence_no":18},{"material_id":250,"dense_weight_expression":0.0029269944,"result":"2.9269944","sign_material":"Hardner (922) 1L Nexa Pakistan","description":null,"sequence_no":19},{"material_id":251,"dense_weight_expression":0.00023354496,"result":"0.23354496","sign_material":"Thinner (P850-1491) Fast 5L Nexa Pakistan","description":null,"sequence_no":20},{"variable_id":55,"dense_weight_expression":0,"result":3.0329882283600003,"sign_material":"Paint Miscellaneous cost","description":null,"sequence_no":21},{"material_id":252,"dense_weight_expression":0,"result":0,"sign_material":"Aluminium Sheet 2.5 mm 1100 Grade 4 ft x 8 ft Pakistan","description":null,"sequence_no":22},{"variable_id":56,"dense_weight_expression":0,"result":12.5925,"sign_material":"Packaging/Box Making","description":"Custom Packaging with 3–5 ply corrugated boxes with inner foam/styro and stretch wrap.","sequence_no":23},{"material_id":575,"dense_weight_expression":0,"result":0,"sign_material":"Corrugated Sheet 5ply","description":null,"sequence_no":24},{"material_id":576,"dense_weight_expression":0,"result":0,"sign_material":"Corrugated Sheet 7Ply","description":null,"sequence_no":25},{"material_id":577,"dense_weight_expression":0,"result":0,"sign_material":"Corrugated Sheet 9 Ply","description":null,"sequence_no":26},{"material_id":578,"dense_weight_expression":0,"result":0,"sign_material":"Plywood Sheet 5mm 3 Core 4*8","description":null,"sequence_no":27},{"material_id":579,"dense_weight_expression":0,"result":0,"sign_material":"Plywood Sheet 7mm 4 Core","description":null,"sequence_no":28},{"material_id":580,"dense_weight_expression":12.7604,"result":0,"sign_material":"Plywood Sheet 8*4 Mersawa 6 core 9MM","description":null,"sequence_no":29},{"material_id":581,"dense_weight_expression":0.22764223609498,"result":0,"sign_material":"Wood Lar 9''x132''","description":null,"sequence_no":30},{"variable_id":57,"dense_weight_expression":0,"result":0,"sign_material":"Miscalleneous (10%)","description":null,"sequence_no":31},{"variable_id":58,"dense_weight_expression":0,"result":0,"sign_material":"Where Wastage magnification factor for Sheets consumption is taken as","description":null,"sequence_no":32},{"variable_id":59,"dense_weight_expression":0,"result":"1","sign_material":"Flush/Stud Mount","description":"Sign to be Flush/Stud Mounted to the wall.","sequence_no":33},{"variable_id":60,"dense_weight_expression":0,"result":"0","sign_material":"Standard Raceway (6x2)","description":null,"sequence_no":34},{"variable_id":61,"dense_weight_expression":0,"result":"0","sign_material":"Flat Backer (2mm)","description":null,"sequence_no":35},{"variable_id":62,"dense_weight_expression":0,"result":"0","sign_material":"Backerboard Cabinet (2\")","description":null,"sequence_no":36},{"variable_id":63,"dense_weight_expression":41.27835489496046,"result":290.05307426717604,"sign_material":"Total Cost","description":null,"sequence_no":37}],"productionError":[],"request":{"sign_width_or_height":"120","sign_depth_or_thickness":"1","sign_type":"Flat Cut Acrylic Letters","mounting_type":"Flush/Stud mounted","profit_factor":1,"no_of_lines":"1","raceway_depth":"2","raceway_height":"6","width_of_line_1":"120","width_of_line_2":"0","width_of_line_3":"0","width_of_line_4":"0","height_of_line_1":"32.39","height_of_line_2":"0","height_of_line_3":"0","height_of_line_4":"0","backer_offset":"2","backboard_cabinet_depth":"2","no_of_letters":"8","perimeter_of_sign":"55.43","nested_area":"16.79","occupied_area":"8.73","avg_char_height":"Less than 24 inches","width_of_sign":"120","width_of_smaller_line":"20","other_dimension_of_sign":"32.39","material":null,"application":null,"ul_mandatory":null,"paint_finish":"Gloss/Satin","neon_color":null,"uv_printing_needed":null},"TATDays":14,"testDenseWeight":41.27835489496046},"timestamp":"2026-01-26 04:17:31"} 
[2026-01-26 04:17:31] local.INFO: API Epic Craftings Calculation Ended ======================================================================================================== {"data":null,"timestamp":"2026-01-26 04:17:31"} 
[2026-01-26 04:17:32] local.INFO: API B2 Sign Calculation Started ======================================================================================================== {"data":null,"timestamp":"2026-01-26 04:17:32"} 
[2026-01-26 04:17:32] local.INFO: Incoming Request {"data":{"sign_type_name":"Flat Cut Acrylic Letters","sign_depth":1,"mounting_type":"Flush/Stud mounted","sign_height":32.39,"sign_width":"120","dimensions":[{"id":"f6ec9814-6764-4ef9-ae2c-c8a44bc6c0e2","height":20.09,"width":23.84},{"id":"70e740f9-9fc0-4dc3-9e95-b81d8f0fe4c3","height":19.02,"width":35.89},{"id":"1519dc65-e365-47d1-8219-3bd6288ad8a9","height":19.02,"width":16.34},{"id":"0f7218b5-9854-4c71-87b8-28b8f689a02d","height":19.02,"width":17.41},{"id":"85e96dfb-338f-40d5-b140-755befe13758","height":20.09,"width":19.29},{"id":"6f0bb33a-f57e-4e59-9434-9621dbb56acd","height":8.84,"width":8.57},{"id":"89083b8e-0d55-4648-aff0-31b687b6b27d","height":8.84,"width":8.3},{"id":"bdd4728a-2814-447c-879a-982ea41feec1","height":8.84,"width":8.84}]},"timestamp":"2026-01-26 04:17:32"} 
[2026-01-26 04:17:32] local.INFO: Validating Request Payload {"data":[],"timestamp":"2026-01-26 04:17:32"} 
[2026-01-26 04:17:32] local.INFO: Request Validation Successful {"data":{"validated_data":{"sign_type_name":"Flat Cut Acrylic Letters","sign_depth":1,"mounting_type":"Flush/Stud mounted","sign_height":32.39,"sign_width":"120","dimensions":[{"id":"f6ec9814-6764-4ef9-ae2c-c8a44bc6c0e2","height":20.09,"width":23.84},{"id":"70e740f9-9fc0-4dc3-9e95-b81d8f0fe4c3","height":19.02,"width":35.89},{"id":"1519dc65-e365-47d1-8219-3bd6288ad8a9","height":19.02,"width":16.34},{"id":"0f7218b5-9854-4c71-87b8-28b8f689a02d","height":19.02,"width":17.41},{"id":"85e96dfb-338f-40d5-b140-755befe13758","height":20.09,"width":19.29},{"id":"6f0bb33a-f57e-4e59-9434-9621dbb56acd","height":8.84,"width":8.57},{"id":"89083b8e-0d55-4648-aff0-31b687b6b27d","height":8.84,"width":8.3},{"id":"bdd4728a-2814-447c-879a-982ea41feec1","height":8.84,"width":8.84}]}},"timestamp":"2026-01-26 04:17:32"} 
[2026-01-26 04:17:32] local.INFO: Fetching Sign Type {"data":{"sign_type_name":"Flat Cut Acrylic Letters"},"timestamp":"2026-01-26 04:17:32"} 
[2026-01-26 04:17:32] local.INFO: Sign Type Query Result {"data":{"found":true,"sign_type_id":10},"timestamp":"2026-01-26 04:17:32"} 
[2026-01-26 04:17:32] local.INFO: Checking B2 Module for Sign Type {"data":{"sign_type_id":10},"timestamp":"2026-01-26 04:17:32"} 
[2026-01-26 04:17:32] local.INFO: Sign Type B2 Module Result {"data":{"has_b2_module":false},"timestamp":"2026-01-26 04:17:32"} 
[2026-01-26 04:17:32] local.ERROR: Sign Type Without B2 Module Attempt {"data":{"sign_type_id":10},"timestamp":"2026-01-26 04:17:32"} 
[2026-01-26 04:17:33] local.INFO: USA Workshop Calculation API Started {"data":{"request":{"sign_type":"Flat Cut Acrylic Letters","sign_depth":1,"mounting_type":"Flush/Stud mounted","sign_height":32.39,"sign_width":"120","shipping_weight":24.5,"shape":"rectangular","dimensions":[{"id":"f6ec9814-6764-4ef9-ae2c-c8a44bc6c0e2","height":20.09,"width":23.84},{"id":"70e740f9-9fc0-4dc3-9e95-b81d8f0fe4c3","height":19.02,"width":35.89},{"id":"1519dc65-e365-47d1-8219-3bd6288ad8a9","height":19.02,"width":16.34},{"id":"0f7218b5-9854-4c71-87b8-28b8f689a02d","height":19.02,"width":17.41},{"id":"85e96dfb-338f-40d5-b140-755befe13758","height":20.09,"width":19.29},{"id":"6f0bb33a-f57e-4e59-9434-9621dbb56acd","height":8.84,"width":8.57},{"id":"89083b8e-0d55-4648-aff0-31b687b6b27d","height":8.84,"width":8.3},{"id":"bdd4728a-2814-447c-879a-982ea41feec1","height":8.84,"width":8.84}]}},"timestamp":"2026-01-26 04:17:33"} 
[2026-01-26 04:17:33] local.INFO: Validation Passed {"data":[],"timestamp":"2026-01-26 04:17:33"} 
[2026-01-26 04:17:33] local.INFO: Input Parameters {"data":{"dimensions_count":8,"shape":"rectangular"},"timestamp":"2026-01-26 04:17:33"} 
[2026-01-26 04:17:33] local.INFO: Resolved Default Data {"data":{"sign_type_map":{"sign_type_halo_lit_letters":"Halo Lit Channel Letters","sign_type_face_lit_letters":"Premium Face-Lit Letters (Metallic Trim)","sign_type_face_and_halo_lit_letters":"Face & Halo Lit Channel Letters","sign_type_single_sided_lightbox":"Fabricated Lightbox - Single Sided","sign_type_double_sided_lightbox":"Fabricated Blade Sign -  Illuminated/Double Sided","sign_type_flat_cut_acrylic_letters":"Flat Cut Acrylic Letters","sign_type_flat_cut_aluminum_letters":"Flat Cut Aluminum Letters","sign_type_single_sided_push_through":"Fabricated Push Through - Single Sided","sign_type_fabricated_letters_non_lit":"Fabricated Channel Letters - Non Illuminated","sign_type_2d_blade_sign":"Flat Blade Sign","sign_type_3d_blade_sign":"Fabricated Blade Sign - Non Illuminated / Double Sided","sign_type_neon_sign":"Neon Sign","sign_type_marquee_channel_letters":"Marquee Channel Letters","sign_type_open_face_neon_channel_letters":"Open Face Neon Channel Letters","sign_type_mirror_infinity_channel_letters":"Mirror Infinity Channel Letters","sign_type_metal_on_acrylic":"Flat Cut Acrylic with Metal Pasting","sign_type_neon_acrylic_sign":"Neon Acrylic Sign","sign_type_double_sided_push_through_cabinet":"Double Sided Push Through Cabinet","sign_type_standard_face_lit_plastic_trim_letters":"Standard Face Lit Letters (Plastic Trim)","mounting_type_flush_stud_mounted":"Flush/Stud mounted","mounting_type_standard_raceway_6x2":"Standard Raceway","mounting_type_flat_backer_2_5_mm":"Flat Backer","mounting_type_backerboard_cabinet_2_inch":"Backerboard Cabinet","avg_char_height_less_than_24_inches":"Less than 24 inches","avg_char_height_greater_than_24_inches":"Greater than 24 inches","raceway_height_6":"6","raceway_height_8":"8","raceway_height_10":"10","raceway_height_12":"12","raceway_depth_2":"2","raceway_depth_3":"3","raceway_depth_4":"4","raceway_depth_5":"5","raceway_depth_6":"6","raceway_depth_7":"7","raceway_depth_8":"8","backboard_cabinet_depth_2":"2","backboard_cabinet_depth_3":"3","backboard_cabinet_depth_4":"4","backboard_cabinet_depth_5":"5","backboard_cabinet_depth_6":"6","backboard_cabinet_depth_7":"7","backboard_cabinet_depth_8":"8","material_aluminium":"Aluminium","material_stainless_steel":"Stainless Steel","application_exterior":"Exterior","application_interior":"Interior","ul_mandatory_yes":"Yes","ul_mandatory_no":"No","paint_finish_gloss_satin":"Gloss/Satin","paint_finish_matte":"Matte","neon_color_simple":"Simple","neon_color_rgb":"RGB","uv_printing_needed_yes":"Yes","uv_printing_needed_no":"No","trim_type_trimless":"Trimless","trim_type_with_trim":"With Trim","fabricated_finish_original_colors_matt":"Original Colors Matt","fabricated_finish_original_colors_gloss":"Original Colors Gloss","fabricated_finish_silver_mirror":"Silver Mirror","fabricated_finish_silver_brushed":"Silver Brushed","fabricated_finish_golden_mirror":"Golden Mirror","fabricated_finish_golden_brushed":"Golden Brushed","fabricated_finish_bronze_mirror":"Bronze Mirror","fabricated_finish_bronze_brushed":"Bronze Brushed","fabricated_finish_bronze_antique":"Bronze Antique","lightbox_type_light_box":"Lightbox","lightbox_type_cut_to_shape":"Cut to shape Lightbox","return_color_black":"Black","return_color_white":"White","return_color_blue":"Blue","return_color_brown":"Brown","return_color_yellow":"Yellow","return_color_teal":"Teal","return_color_orange":"Orange","return_color_golden_brushed":"Gold Brushed","return_color_match_logo":"Match Logo (Default)","shape_rectangular":"Rectangular","shape_cut_to_shape":"Cut to shape","shape_round":"Round"}},"timestamp":"2026-01-26 04:17:33"} 
[2026-01-26 04:17:33] local.INFO: Sign Type Lookup {"data":{"sign_type":"Flat Cut Acrylic Letters","found":true,"sign_type_id":10},"timestamp":"2026-01-26 04:17:33"} 
[2026-01-26 04:17:33] local.INFO: USA Workshop Module Check {"data":{"sign_type_id":10,"has_module":true},"timestamp":"2026-01-26 04:17:33"} 
[2026-01-26 04:17:33] local.INFO: Initial Price Lookup {"data":{"shape":"rectangular","price_found":true},"timestamp":"2026-01-26 04:17:33"} 
[2026-01-26 04:17:33] local.INFO: Flat Cut Acrylic Letters Detected {"data":[],"timestamp":"2026-01-26 04:17:33"} 
[2026-01-26 04:17:33] local.INFO: Resolved Depth Range {"data":{"input_depth":1,"matched_depth":1},"timestamp":"2026-01-26 04:17:33"} 
[2026-01-26 04:17:33] local.INFO: USA Workshop Price Found {"data":{"base":"object","price_per_inch":5.0},"timestamp":"2026-01-26 04:17:33"} 
[2026-01-26 04:17:33] local.INFO: Calculating Production Cost (Object Base) {"data":[],"timestamp":"2026-01-26 04:17:33"} 
[2026-01-26 04:17:33] local.INFO: USA Workshop Calculation Completed {"data":{"production_cost":618.8000000000001,"dimensions_count":8},"timestamp":"2026-01-26 04:17:33"} 
[2026-01-26 04:19:03] local.INFO: Image-to-Text API Request Received {"data":{"request_data":{"sign_width_or_height":"64","user_input_dimension":"width","sign_image":{"Illuminate\\Http\\UploadedFile":"C:\\xampp\\tmp\\phpB4E5.tmp"}},"file_present":true},"timestamp":"2026-01-26 04:19:03"} 
[2026-01-26 04:19:03] local.INFO: Validation Passed {"data":{"sign_width_or_height":"64","user_input_dimension":"width"},"timestamp":"2026-01-26 04:19:03"} 
[2026-01-26 04:19:03] local.INFO: Prepared Query Parameter for Image-to-Text API {"data":{"query_param":"banner_width_ft","query_value":5.3333312},"timestamp":"2026-01-26 04:19:03"} 
[2026-01-26 04:19:03] local.INFO: Calling Image-to-Text API {"data":{"file_name":"Screenshot 2026-01-19 at 2.29.28 PM (1).png","query_param":"banner_width_ft","query_value":5.3333312,"file_size":85246},"timestamp":"2026-01-26 04:19:03"} 
[2026-01-26 04:19:03] local.INFO: Trying Image-to-Text server {"data":{"url":"https://edgebased.codeblue.agency/docs/process-image?banner_width_ft=5.3333312","file":"Screenshot 2026-01-19 at 2.29.28 PM (1).png"},"timestamp":"2026-01-26 04:19:03"} 
[2026-01-26 04:19:04] local.ERROR: Server FAILED {"data":{"url":"https://edgebased.codeblue.agency/docs/process-image?banner_width_ft=5.3333312","error":"Server responded but data invalid"},"timestamp":"2026-01-26 04:19:04"} 
[2026-01-26 04:19:04] local.INFO: Trying Image-to-Text server {"data":{"url":"http://imagetotext.marke-ter.online:8002/process-image?banner_width_ft=5.3333312","file":"Screenshot 2026-01-19 at 2.29.28 PM (1).png"},"timestamp":"2026-01-26 04:19:04"} 
[2026-01-26 04:19:05] local.INFO: Server succeeded {"data":{"url":"http://imagetotext.marke-ter.online:8002/process-image?banner_width_ft=5.3333312"},"timestamp":"2026-01-26 04:19:05"} 
[2026-01-26 04:19:05] local.INFO: Image-to-Text API Response 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\",\"scaled_width\":2.26,\"scaled_height\":3.42,\"exact_perimeter\":10.89,\"approximate_perimeter\":10.2,\"convex_hull_perimeter\":9.56,\"perimeter_pixels\":289.54,\"approximation_points\":8,\"original_contour_points\":72,\"shape_analysis\":{\"perimeter_to_area_ratio\":2.2688,\"compactness\":0.5086,\"aspect_ratio\":1.52}},{\"index\":29,\"position\":{\"x\":248,\"y\":0,\"width\":60,\"height\":91},\"actual_filled_area\":4.75,\"bounding_box_area\":7,\"image_base64\":\"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\"}}"},"timestamp":"2026-01-26 04:19:05"} 
[2026-01-26 04:19:05] local.INFO: Detected Objects from Image-to-Text API 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","scaled_width":1.84,"scaled_height":2.22,"exact_perimeter":9.85,"approximate_perimeter":9.04,"convex_hull_perimeter":7.09,"perimeter_pixels":261.92,"approximation_points":11,"original_contour_points":90,"shape_analysis":{"perimeter_to_area_ratio":3.2724,"compactness":0.3899,"aspect_ratio":1.2}},{"index":12,"position":{"x":972,"y":32,"width":45,"height":59},"actual_filled_area":2.11,"bounding_box_area":3,"image_base64":"iVBORw0KGgoAAAANSUhEUgAAAC0AAAA7CAYAAADvlQMcAAAOyElEQVRoBcXBh2+ch3nA4d/7fbd5d+Qdj3tTEimJWlZsy5YsSrIDpEpSBAmKLqQB2iS1nfw9RVugSGA0iRKkMGy4iOMgtjUs29rW4hKnuMkjeXt94y2JqgjhUMOyrD6PqCqPwyqVKBUKpBcWWZ2bp5hOazGTpZzPYxWLbCaGgen1EghXEU4kqG1rlaYd2wmEwzwOUVUehV2uUMzlKOdzlPN5ytmcljIZ1ubnWZ2ZpZBKU0xnKOdzWIUim4khmF4fgXCYcH0diY52mnt7CEajYJoEIxEJxWJ4A368fj8PI6rKo8gsJ5kbHtHF0VGSo2OU1tZw8nmsYhGrVMKxLBzbxrVtXMdhMxFBRDA8Hjx+H95gCH9VFWYwiBEI0NS3m67nnqWmqYnq+jrhIURV2Ypj25TzeQrpDPmV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TQ1Ydk2X5RKucza6irXPzzPtamznH7pJT468QZiDMLGDNC+fYxBx6Fvz25yY9vFjsf4mASuZ3ylCLXmM4mAbdMyOMS2xx6jb98eugYHSWbq+DKtra7y+l/9Ne94v2BtaYmoFHInqbZ26vvyjD5aZN8TjxNPpYQqCVzP+EoRas1nsRJJEs3NdO/cya4nHqd7ZJh0YyN2LMaXKapUOPsvb3DujTe49OZbzE6dRkTYiJVKY9fXs+vJJ3joh8+RqKsTqiRwPeMrRag1nyWRbaJtdJS+8XG2Fx1aerbwVTBRxMK1a1z/8ALveL/g/D+/DpUKRBHrMQiRwK5vfQtncoJUQ4NYto0Ermd8pQi15k4ioKkvz55nn6H/4DhNnZ0k6tJ8FYwxlMMSt25c58TP/57TLx9nTS8QhStsxACjjz/O1/70RzS0tkoyk0EC1zO+UoRasyERTCxOx+goj0z8mIHxA9wP4eIi7/zjP3H6VZ+Fc2cJb1znTvoPP8zYN5+kY3CA1t5ekcD1jK8UodZsRGIx7GwTXTt28OCx79O3exf3Q7lUYvp373Px7Xc499LL3Dh9ijtp3jZM1969bH3gECMPPiASuJ7xlSLUmo3YyRTpnh627N7N/m8+Sc9ogfshqlTQN25w9dQUwf/6O6bfPMGdpDu7yOT72fVH/459TzwuErie8ZUi1JqNxOsyNBcK9O7bx9ijRToHB7gfjDFUymVmL1zg9Z/+d8699hp3Em9uIdXZxZ4nv8GhZ59GAtczvlKEWrORZEMjXQcO0Dc+ztZD47T29nA/zV+c5vhPFGeOv4wYqgzrseoy2I1Z9j/7NIf/5BgSuJ7xlSLUmo2km5vpd46Q/9ohcmPbyXa0cz/NTU9z/M9/ytTx41hRBTGG9Rg7honHOfiDH3Dk+R8jgesZXylCrdlIfUcHO55+mqHDD9Hc1UWqoZ77aX76Esf/28+YOn4cq1yGqMJ6IssismwOPXeM4gvPI4HrGV8pQq3ZSLanl4een2Dk6BEs20Ysi/tp/vJlXv3ZX3Lm1VcwKyGslVlPZFlEls2h545RfOF5JHA94ytFqDXrMUBTby8Pv/gihUeL/CG4eWUG/2/+B2defY2KXsCUSqwnsiwiy+bQc8covvA8Erie8ZUi1Jr1RMbQ1Jvjkf/8AoVHj/KHYOHqVX7ztz/nzGs+5dnrVJaXWU9kWUSWzaHnjlF84XkkcD3jK0WoNesxBppyvTz84osUHi3yh2D+8hX8v/prpl55FbO0iCmvsp7Isogsm0PPHaP4wvNI4HrGV4pQazbS1NvLQy9MMnK0iIggItxPc9PTHP/znzJ1/DhWVEGMYT2RZRFZNoeeO0bxheeRwPWMrxSh1mwk09bO9qeeZPDwQ7T29lKXbeR+mrs4zcs/UZw5fhzLGATDumJxTDLJ+Pe/x5H/9GdI4HrGV4pQazaSbMzSPT5O38Fxto7vp6Wnh/tp7uI0L/+Xn3Dm+HEsAWF9kkwhdXUc+O4f88if/ggJXM/4ShFqzUbimXpax8bo3b+P7c4jdAz0cz/NXZzmlf/6E84cP46wMbu+Abupif1Pf5uHjn0fCVzP+EoRas1G7FSa+nw/PXv2sOcb/54tI9u4H0wUsRqWmD1/nt/87C/48PXXuZNEaxvprm52P/E4B5/+FhK4nvGVItSajVjxOLHmFrp37uTQ975L364d3A/lUolL75/i4tvvcPall7hx6gPuJDswSOvYGIWHD7P9yCNI4HrGV4pQazZkWUgyRXuhwAM/fI7+/fuw43Esy+KrFC4u8d6vfs3Uaz43p6ZYvn6VO+neu4/B4hF6d+4gt31UJHA94ytFqDUbEgHLomVggN3PPEP/wXEa2lpJpFJ8lZYXFvjnv/mfvP+rX7G2sEAlXGEjkTEU/ujrjP/JMbKdHdRlsyKB6xlfKUKt+SyZjk76Dz9Efnyc3O6dNLS28lUwxrA0P8/sxWne/Nu/48wrr2BFFcQY1mNEMJbFnm9/G+fFSZKZDFUigesZXylCrfksdjJFqq2N3IEDjH/3WTqHhvgqRJUKU/96gnNvnODym28xd+Y0YqgyrCsWh2SS3d98ikd+/GckM3VClQSuZ3ylCLXmswmRZdE2PMyup54gt2c3LT09xFMpvizh0hLLCwuc/Kdfc/qVV1mZuUJpfo47SbW20ZDLUXj0KPueeoJ4KiVUSeB6xleKUGvujpDINtLQl2fwga+x54nHyXZ28mW5fuEjrp49x6n/82su/OY3mPIqZm2NO+kc28HQ0aP07t5Jz2gBOxYTqiRwPeMrRag1d0ticax0mo7RAsOOQ8/YdjoGB4glk3xRFufmWLh2nSvvf8CV373P1ZMnmTt7BkuEDVkW2DYDDzzI3j9+lrb+fhpaW0Qsi49J4HrGV4pQa+6aCCIWsYZ6Um1tjBw5wvh3niHT3MwX5cK773H2jTeZee89bvzud6yFIdFqiTuKxZFUipFHj/LQj35IY2cHdiwmfEIC1zO+UoRasxFjQIRato3EE3RuH2XowQdp6Ook2ZilpWcLrb093IvS8jJLNxe4de0aC1dmuDo1xdUPTqOnp1mauQwiCBszCJmuTtpHRxl64AFGiw7pxkbhNhK4nvGVItSa9RhjMIAgiFBLBCsex0omqe/ppWlgkFHnYcaKDvfi5sxVrkyd4cKbb/Hhv/wrqzfniZaXiSprmEqFOzFAJMKWPXvZ951n2LK9QGN7B3YsJtxGAtczvlKEWrOeSAQsm1gqhWVZVFZWMGtlbmcAAyQbs6Ra2+jctpXu4W1IPI7E49jxOFYsxu2MMZhKhahcplIqsXzzJreuXWfuwkfMnf+QqBRCpcJnMQYSjY1k+/roGz/A9scepblnC4lUSsSyuJ0Ermd8pQi1ppYQWRYkkySbm7Ftm/KNG1RWllmfICJgCUYEO12HVVdHLJMhlkpxO1OJiMol1paWKWuNKa8iBjARJjKA4W5ExpDtyzNULJI/sI/e0QKphgap4tMkcD3jK0WoNbWEyLZItrQydPgw6cZGzr3mc/PCeSSqgDFsxBiQeByJx7DiCaxYjNsZYzCVClF5lahUgihCuHvGQKK+nqb+frrGxug/OE770ACNbW3EEglhHRK4nvGVItSaWkJkW2RzeZzJCZp6tvDaX/wlH504gSmFsFYBDF89AUuo7+pm6OhR+g8eYMvIMJmmJqqEDUjgesZXilBragmRbZHN5XEmJ8jt3sXFd9/j4tvv8FEQcOvyZSpLi5hKha+KQYhnMnRu3073jjF6du2kbaCf+uYW4qmkcAcSuJ7xlSLUmlpCZFtkc3mcyQkKRYcquXzqtHnrF7/k8rvvUbp2lbWVZaK1NTCGL4tYNhKzsRIJMp2djH796wwcOkhLdzfpxgaqhM8ggesZXylCraklRLZFNpfHmZygUHSokqX5m+bquXNcmzrD1Q9OMXvuHPMXLhCVSoiJ+CIZwIiQbuugobuLnrExugsjtPT3ke3sIpmpk1giwd2QwPWMrxSh1tQSItsim8vjTE5QKDpUCf+Pmbt0mY9OnuTSuye58u57lG9pzOoqa2FIOVzBGAORAQx3TQREsGIx7FgcO5nETqfJ5vtp3bqVwiOHye/awSeEeyCB6xlfKUKtqSVEtkU2l8eZnKBQdKgSPlFaWmJxft4szc6zNDfL0uwci7OzzLz/ATMfvM9aWCJaLSFRhBjDZzHGQDyOlUhS19ZGQ2cn3SMjdI0Mk2ioJ9WYpbm7k/qWFqqEeySB6xlfKUKtqSVEtkU2l8eZnKBQdKgS1mcW5+a4efUaF976Leffeou15RXWVlawogiJIj4WRRFrpRATRVixOLZtI7YNIhhjkEQCK52msbub5lyO/n176d+zi08In4MErmd8pQi1ppYQ2RbZXB5ncoJC0aFK2MBaaZXVMDRL83Mszs4RrVUwlTXEUGX42OryCrPT06yGIfUtzaQbGklm6rDsGB8T20Jsm3g6TaKujkxLM/XNzVQJn5MErmd8pQi1ppYQ2RbZXB5ncoJC0aFKuDeG25SWl7l+4SLllRXq21qoy2ZJZTLYsRifInzBJHA94ytFqDW1hMi2yObyOJMTFIoOVcLnEFUqlJZXiCoVYokEsXgMKxZDRPiySeB6xleKUGtqCZFtkc3lcSYnKBQdqoRNSgLXM75ShFpTS4hsi2wujzM5QaHoUCVsUhK4nvGVItSaWkJkW2RzeZzJCQpFhyphk5LA9YyvFKHW1BIi2yKby+NMTlAoOlQJm5QErmd8pQi1ppYQ2RbZXB5ncoJC0aFK2KQkcD3jK0WoNbWEyLbI5vI4kxMUig5VwiYlgesZXylCraklRLZFNpfHmZygUHSoEjYpCVzP+EoRak0tIbItsrk8zuQEhaJDlbBJSeB6xleKUGtqCZFtkc3lcSYnKBQdqoRNSgLXM75ShFpTS4hsi2wujzM5QaHoUCVsUhK4nvGVItSaWkJkW2RzeZzJCQpFhyphk5LA9YyvFKHW1BIi2yKby+NMTlAoOlQJm5QErmd8pQi1ppYQ2RbZXB5ncoJC0aFK2KQkcD3jK0WoNbWEyLbI5vI4kxMUig5VwiYlgesZXylCraklRLZFNpfHmZygUHSoEjYpCVzP+EoRak0tIbItsrk8zuQEhaJDlbBJSeB6xleKUGtqCZFtkc3lcSYnKBQdqoRNSgLXM75ShFpTS4hsi2wujzM5QaHoUCVsUhK4nvGVItSaWkJkW2RzeZzJCQpFhyphk5LA9YyvFKHW1BALK5WmZWCAB//jf2D44YeoEjYpCVzP+EoRas2nWbZNurWd9uFh9n/3OwwcPCBsYjL16mvmHe+XrC4t8WlWzKaupZXmfB/bHjlM5/A2YROT2QsfMXPqtKmsrvJpYlnE6+pIZ7O09vWSaWkRNjFZWdAszc9joogqw/9HsOMxiSWTpBrqiadSbGb/FwftQ8MU9xGbAAAAAElFTkSuQmCC","scaled_width":2.22,"scaled_height":3.1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","scaled_width":2.22,"scaled_height":3.2,"exact_perimeter":13.7,"approximate_perimeter":12.17,"convex_hull_perimeter":9.49,"perimeter_pixels":364.25,"approximation_points":10,"original_contour_points":134,"shape_analysis":{"perimeter_to_area_ratio":2.6499,"compactness":0.3461,"aspect_ratio":1.44}},{"index":20,"position":{"x":343,"y":32,"width":50,"height":58},"actual_filled_area":2.08,"bounding_box_area":4,"image_base64":"iVBORw0KGgoAAAANSUhEUgAAADIAAAA6CAYAAADybArcAAAOWUlEQVRoBb3B/3Pbd33A8efro8/HdqKPZCf6KLHjNE2aL04UlCZt00RpIRVH6UdqgQKn0+1uG7eNYcT4b6Kcjh0/7Di2HTuOH8btpEJbhkZb68sHSnutgl30UZMqTT5JbEuJpcix9V7Ysa23fWoKVDweopTi43JvMODWe2263g3W7/bprXZU5/1rDNbW8BPQdQKGwe5DB9l16KCEIxGCO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","scaled_width":2.86,"scaled_height":3.31,"exact_perimeter":18.71,"approximate_perimeter":16.9,"convex_hull_perimeter":10.32,"perimeter_pixels":497.26,"approximation_points":13,"original_contour_points":166,"shape_analysis":{"perimeter_to_area_ratio":4.6312,"compactness":0.145,"aspect_ratio":1.16}},{"index":28,"position":{"x":1612,"y":0,"width":60,"height":91},"actual_filled_area":4.8,"bounding_box_area":7,"image_base64":"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","scaled_width":2.26,"scaled_height":3.42,"exact_perimeter":10.99,"approximate_perimeter":10.25,"convex_hull_perimeter":9.55,"perimeter_pixels":292.12,"approximation_points":8,"original_contour_points":77,"shape_analysis":{"perimeter_to_area_ratio":2.3137,"compactness":0.4942,"aspect_ratio":1.52}},{"index":30,"position":{"x":65,"y":0,"width":13,"height":90},"actual_filled_area":1.49,"bounding_box_area":1,"image_base64":"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","scaled_width":0.49,"scaled_height":3.39,"exact_perimeter":7.47,"approximate_perimeter":7.26,"convex_hull_perimeter":7.43,"perimeter_pixels":198.49,"approximation_points":4,"original_contour_points":15,"shape_analysis":{"perimeter_to_area_ratio":5.0134,"compactness":0.3355,"aspect_ratio":6.92}}]},"timestamp":"2026-01-26 04:19:05"} 
[2026-01-26 04:19:05] local.INFO: Nested area calculated {"data":{"nestedArea":133.3707},"timestamp":"2026-01-26 04:19:05"} 
[2026-01-26 04:19:05] local.INFO: Mapped objects from Image-to-Text API 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"},{"id":"82617b88-bd27-4796-b7f3-adfbfbd17f9e","height":2.22,"width":1.84,"perimeter":9.82,"area":3.02,"image":"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"},{"id":"87507dc2-d3fe-4485-9e9f-d2e17b5a3aa6","height":2.18,"width":1.88,"perimeter":10.87,"area":2.08,"image":"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"},{"id":"f1fa80ad-b2d4-48e6-87d2-34e9823d188d","height":2.18,"width":3.16,"perimeter":16.89,"area":3.47,"image":"iVBORw0KGgoAAAANSUhEUgAAAFQAAAA6CAYAAAAulX7rAAAW+UlEQVR4Ab3B/XMb52Hg8e+DBRYklxRfRBEQSEj0wpItS5ZkgNj1C20ndpymtlu/sEwzTdPmXpIY/n94FDmd9OZe2iuHSTr9oTfX5HpakLbhALbs2LGWsCEu9EpKK4Dvb8Duc5ybzJyLELLjCPl8hJSS++3u9RssffYZG5Wq3F5bZ29zk72tLT5PCYXQenvp6O2lo6eb7oEj4vDQEG2dGr+v+t4eu1tbrN1xqd68ycqtJblyawm/XqcZJRRC6+2lOxphQB8W3QMDhDUNJRjkdyE2V1ZYvbVEbWcHISX7JP+WCCgK3bGjdPb383nS9/E8j93NTTarVWpb2/i1mnTLV7m5UGSzUmFrdY29zQ32Nrf4PCUUQuvrQ+vrpaO3l+7IAP3HjqH19RJsbxfthw7R2dtLIKjwRaSU+PU6u1tbbFQqbFVX2F5dlavLy1Su32Dlxk1Wbt7Cr9dpRgmF0Pr66D4aJfJggp6jUdo6u2jv6RZaXy9qRwchVUUEAtyLKF/6gEv/+E9y/dYtAr7PQdSODs6+9ionv/aM4HO8Wo2dzU2WS1dk6d1fsnL1GnsrK+ytr7O3uUl9bw+vXsev1/E9j88TgQDBUAhFVVFCIYLhMKG2Ntr7++kaGmLo7KOcMNOENU3wBbx6nd3NTe44ZfnpW2/hflZib3WV2uYW9Z0dajs71HZ3kL6kGREIEAyFCLa1EdY0gu3tBNra6H8wgf64yZHhYQ4NHBFKMMi9iMsXLbIXpuVK2SHg+YCkUbizi9E33+CxsdfZJ+p7e2xUqqzfucPa8rJcWihSfu8SazdvUFtdBc9DCH5nUkpCh7rRjsaInX6E4eRj9MaHOBSJCLWjHbWtjc/zPY+dzU02K1UqV6/KW5dtFt/9JdWrZbytLah7CMFXEwgglSC9x49zbCRFv67TEztKz9Gj9ByNioCicBBx+aIlsxemWSk7BDwfkDQKd3Yx+uYbPDb2OvvERrXK4nuX5PVffYRr22zcusXuxgbe3h6yXgckX5VQgiiqSkjTUDs7OWakOfn1r9E3OEh3ZEDwObXdXW4vOty8bMvy229zZ6HI7vo63u4O0vMByVcnQAiCbW20dXUSPtxP25EBTj79FGf/6AVC4bDgAOLyRUtmL0yzUnYIeD4gaRTu7GL0zTd49OWXqdy4IZZLV+TV9y+xfPkya9euUVtfRwjuKwn4EgYefpih9AjHk49x/LHzBFVVBAIBttbXWbt9h6vvX5LXP/iQ27/+NRtLSwhBSwTa2gl2HSKeSnLymVEGEjpHhocFDcTli5bMXphmpewQ8HxA0ijc2cXom29w8vnn+Ojn/5sr77zLuuOwffcO3l4N6Xu0SqCtnaCmceblF0m+/hptXV0iFA6zXLrCjcu2LF28yPJHH+Pt7ODXa7SKEAFQFNoO99ERifLoi3/MyGuvsE/wOeLyRUtmL0yzUnYIeD4gaRRq7+DMa68x+Nh57H/9P9y49AF7K1W8nW1aTQJSCAaTKYafeJzBM4/Qf/y4KM7NyyvvvItr26zfvIkQ/EEINUygvY2HX3iBc6/8CYf6++ns6xP8hrh80ZLZC9OslB0Cng9IGimqSuT8Y3QNDrL84Yeslh3wfaSU/KEoHRpKVxfnX32Fk8+Mkv/7f2Dh57+Aeg08jz8YIRBCcDSZ4thTT3L8/Dnij5wS/Ia4fNGS2QvTrJQdAp4PSBoJRaEjEkXt6mJraYnd1RUOFFAQwSBqVxdt3d109ffTdaSfUDhMUFWp7+6yt7PD5soKW5UqG67L3voasl4H3+eeAgoyGGTw7FmOnEhw7b33cYtFBCBoIAQyoBBsbyfcdYiOvl66Dh+mrauL9q5OQCClT+X6DVZu3WJnZYW9jQ1kvQ6+x5fRGRuk6/hxzr/8Iqe/8Tz7BPvE5YuWzF6YZqXsEPB8QHIQiQABQkqaESEV2ts5NDREv64zdOY0x849Skd3N+2dnWytrbFRqbD02RWWikVufvQxq1evIre3oV7jy5CKglQURN1D+B4HCihIVaXtcD/d8TjRh04y9MgpDh+Lc3gwhhACz/Ow597is9y73L1yhbUbN5Db21Db48uQgQBSURj90Q958nt/yT7BPrEw95ac//HfUr1yBbmzA9LnIFLy/wjBvyGFoKO/n4GTJzkUi9HR10dHXx8dfX10RwboiUYItbWJoKpS391ld3ubjbsVuX73LutLy1SuXmPZXmD12jV2qxW8vV3uRSKQAoSUCP4/KUEJhwn39dEzNMTAQyc5FInQ1t1NV38/hwaO0NHdTfuhLrEP6fvcKV+Vd69dZ6tSYf3OHarlq6xcu8b6jevsrq0jBE1JQIoAqb/4C5Ljr9N+6JBo0zTEp+/k5Nv/7e+ofPop3toa0vf40oRABoMMnHqEMy+/xNCjZ+gbjBEKh/kNwb3Jyo2b/OpffkE5X2D10yJ7a6t8FVIEULt76HnwQYaNNGe/+Q16j0b5HMHBJPu219a58v77OIX3uP5OjrUb1xFScm+Ch196iVN//C0OHxuiJxIR4rN3fynf+ft/4G6xSL1aQXoeX4YvBNqRIwwlkwyeO0vs9Gm6IxHauzoJKIrgS9pZ35C3nTJOvsDlf/5n1q5fQ0jJ70LVNHoTD9J/4gQDD53kSCLBwPBx2jo19gm+hPreHitLy3L508/47K23Wf7kE7aWlqhvb3Ev0ceSxFIpTjxuEn/0tBClfEHmZmZxbZua6yK9Ol8oEECEwww8/DCpb48TP3+Ojq4ulFBI8NVI5733sS5Ms/zJrwl4HkjJlyECAbSBCIlvPM+waXD0xIN09vayT/AVrN6+Iz99J4fzyzzLly6xfdflXtqPDtL9wDCpV1/h1LNPC1HKF2RuZhbXtqm5LtKr80XauruJnjvHUDLJA+kR+oYGUVRVBAIBvqrrH/9avvN3/4Nbv/oV9ZUqfq3GFxEBBaWzk94HHuDcK3/K8EgSraeHUDgs+Ir2trep3lqS5XyBD3/6M6rOIgGaCw9E6Dx2DGPsdU4/9zVEKV+QuZlZXNum5rpIr869iECAQ4ODnHn1VR543KTnaJQ2TRP8npY+K/Hh//xf8salS6xduUJ9e4svElDDaPE40UcfJfknLxE/c5p9gvug/P4lmZ3+G5Y//hjqNZCSg4R6D9MRi/H4d77No9/8BqKUL8jczCyubVNzXaRXpxkRCCDa2+nTE6S/820eMNKEOzqEEgzy+1pdvs3Vjz6W5dy7lOfn2a5WuBcfCHcd4sHnn0N/6kliDz1Ed2RAcJ/cvGzL/OzPuPnhB2wvL+Pv7XIQ0aHRdrifp77/V5x/+UVEKV+QuZlZXNum5rpIr04zgVCItkiUyOnTpMde49i5s+wT3Ac7m5usLt+Wpfm3+OgnP2V96Rb34osAHUeOYHzvu5x6/jnaOjsJhcOC++T2osNHv/hXef2991kpLlDb3OAgMhgi1N3D0z/4D6ReewVRyhdkbmYW17apuS7Sq9OMqmlEkynixggPmiZHjh8T3CdevU5tZ4dPrTn57o//lpXr12hOQFil82iMJ7//V5x67usowaAIKAr3y93rNyi+k5NX8wVuX7rE7toqB/GVIKFDh3jmhz8g9fqriFK+IHMzs7i2Tc11kV6dZtp6enn45Zd48Omn6T8ep7O3V3CfFS9acm5ikurVMk0JQUDr5NCxYzz119/j1NeeZZ/gPlq743Ltk09kOfcuzkWLrcpdDuIHAgQ7u3j2jR+RGnsNUcoXZG5mFte2qbku0qtzEB/Q+o9g/rvv88gLz6O2dxBUQ4L7rHjRknMTk1SvlmlGBAIEe/vofuABnvjOn/PQ00+xT3Af7WxusrK0xJW33pEf/eSnrC/d4iA+gqCm8cybbzDyZ2OIUr4gczOzuLZNzXWRXp2D+Ai0aJRnM29w5lvfZJ+gBYoXLZn9Txeolh0EBxNKkM74MQ6fepjkyy+hjyQF91m9VmN3a5PPsvMy/5//CyvXr3EQHwh1aDzzZobU+BiilC/I3Mwsrm1Tc12kV+cgfkBBi0Z59o0fceaPXmCfoAUWLmZldnKSarlMQEoOooRUBs6fZzCV5OSTTxB76KTgPpO+j+/7fGpl5VsXpqleLdOMqmmMZjIkx8cQpXxB5mZmcW2bmusivTq/TSBDITpjMZ75wX/k9AvPs0/QAgtWVlqTU1TLDorvcxBFVYkZJnEzjZ5KEU3oghYpWlk5PzFJpezQjKppjGYyJMfHEKV8QeZmZnFtm5rrIr06v0UIaGvn0NAQo//++zzy3NfZJ2iBBWtOWhemqDoOiu8DkkaKqhIzTOJmGj2VIprQBS1StLJyfmKSStmhGVXTGM1kSI6PIUr5gszNzOLaNjXXRXp1fosIoHR10T08zJN/+V0efvZp9glaYMGak9bUNFVnEcXzAUkjRVWJGSZxM42eShFN6IIWKVpZOT8xSaXs0IyqaYxmMiTHxxClfEHmZmZxbZua6yK9Oo1EIEDocD89iQSP//k4J598gn2CFliw5qQ1NU3VWUTxfEDSSFFVYoZJ3Eyjp1JEE7qgRYpWVs5PTFIpOzSjahqjmQzJ8TFEKV+QuZlZXNum5rpIr04joSiEByL0nThBeux1TjxusE/QAgvWnLSmpqk6iyieD0gaKapKzDCJm2n0VIpoQhe0SNHKyvmJSSplh2ZUTWM0kyE5PoYo5QsyNzOLa9vUXBfp1WkkFIWO2CCHH3qI1Kt/SiI9ImiRBWtOWlPTVJ1FFM8HJI0UVSVmmMTNNHoqRTShC1qkaGXl/MQklbJDM6qmMZrJkBwfQ5TyBZmbmcW1bWqui/TqNAqEQvQ9fIroubOc/vrXiJ85LWiRBWtOWlPTVJ1FFM8HJI0UVSVmmMTNNHoqRTShC1qkaGXl/MQklbJDM6qmMZrJkBwfQ5TyBZmbmcW1bWqui/TqNFLUMDHDIG4aJEaSRHRd0CIL1py0pqapOosong9IGimqSswwiZtp9FSKaEIXtEjRysr5iUkqZYdmVE1jNJMhOT6GKOULMjczi2vb1FwX6dVppKhhYoZB3DRIjCSJ6LqgRRasOWlNTVN1FlE8H5A0UlSVmGESN9PoqRTRhC5okaKVlfMTk1TKDs2omsZoJkNyfAxRyhdkbmYW17apuS7Sq9NIUcPEDIO4aZAYSRLRdUGLLFhz0pqapuosong+IGmkqCoxwyRuptFTKaIJXdAiRSsr5ycmqZQdmlE1jdFMhuT4GKKUL8jczCyubVNzXaRXp5GihokZBnHTIDGSJKLrghZZsOakNTVN1VlE8XxA0khRVWKGSdxMo6dSRBO6oEWKVlbOT0xSKTs0o2oao5kMyfExRClfkLmZWVzbpua6SK9OI0UNEzMM4qZBYiRJRNcFLbJgzUlrapqqs4ji+YCkkaKqxAyTuJlGT6WIJnRBixStrJyfmKRSdmhG1TRGMxmS42OIUr4gczOzuLZNzXWRXp1GihomZhjETYPESJKIrgtaZMGak9bUNFVnEcXzAUkjRVWJGSZxM42eShFN6IIWKVpZOT8xSaXs0IyqaYxmMiTHxxClfEHmZmZxbZua6yK9Oo0UNUzMMIibBomRJBFdF7TIgjUnralpqs4iiucDkkaKqhIzTOJmGj2VIprQBS1StLJyfmKSStmhGVXTGM1kSI6PIUr5gszNzOLaNjXXRXp1GilqmJhhEDcNEiNJIrouaJEFa05aU9NUnUUUzwckjRRVJWaYxM00eipFNKELWqRoZeX8xCSVskMzqqYxmsmQHB9DlPIFmZuZxbVtaq6L9Oo0UtQwMcMgbhokRpJEdF3QIgvWnLSmpqk6iyieD0gaKapKzDCJm2n0VIpoQhe0SNHKyvmJSSplh2ZUTWM0kyE5PoYo5QsyNzOLa9vUXBfp1WmkqGFihkHcNEiMJInouqBFFqw5aU1NU3UWUTwfkDRSVJWYYRI30+ipFNGELmiRopWV8xOTVMoOzaiaxmgmQ3J8DFHKF2RuZhbXtqm5LtKr00hRw8QMg7hpkBhJEtF1QYssWHPSmpqm6iyieD4gaaSoKjHDJG6m0VMpogld0CJFKyvnJyaplB2aUTWN0UyG5PgYopQvyNzMLK5tU3NdpFenkaKGiRkGcdMgMZIkouuCFlmw5qQ1NU3VWUTxfEDSSFFVYoZJ3Eyjp1JEE7qgRYpWVs5PTFIpOzSjahqjmQzJ8TFEKV+QuZlZXNum5rpIr04jRQ0TMwzipkFiJElE1wUtsmDNSWtqmqqziOL5gKSRoqrEDJO4mUZPpYgmdEGLFK2snJ+YpFJ2aEbVNEYzGZLjY4hSviBzM7O4tk3NdZFenUaKGiZmGMRNg8RIkoiuC1pkwZqT1tQ0VWcRxfMBSSNFVYkZJnEzjZ5KEU3oghYpWlk5PzFJpezQjKppjG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Cb9+xGkig2udYUWUoVx/NxwwBbKVZSfuY1jj7/Iy6cPInVboMxLMeq1Zh48ltMPHaENVvHkCSKTa41RZZSxfF83DDAVoqVsDA3x83Llzn/6mlO/fgnXHnrLJYxVJF6nfuee45dvkf/qmGRJIpNrjVFllLF8XzcMMBWipVw68pVXv+vo5zTmqtvvMHstatUKUWQRoMH/+SPOfCdb1NrNESSKDa51hRZShXH83HDAFsp7qbF+XmK/CKXzr5F+tLPufTaa8xfL2jPzlLFarWo9/Xz4A/+iAeefYYlIkkUm1xriiyliuP5uGGArRR30/StW/zyZ//O2794mZvvvM3M1SuYxTbGlFTpXj2CvW49Dzz7DHuefJwlIkkUm1xriiyliuP5uGGArRRftmsXcor8InM3b3L7yhXOnzrNh2nK/I0btGem+TTGwOj997Nh8gDbJg+wac9uYYkkUWxyrSmylCqO5+OGAbZSfNnO/Od/8+bRl7jx7rvcvphj5ucpFxegLDHGUMUYMBh2Pf00e5/7PfpXDdOjlLBEkig2udYUWUqVtffvZeKxI3T19HCnTFliyjblwiLt+XmMMWAMgkEMXDz7FpfTjJlrV5m/dRMBhM+mNbyKntFRdj75BLu+9QSN7m4azaawRJIoNrnWFFlKlcagojmyBqnXuFOm3aY9P8fi9AwLU1OYxUUwJZYxWMZgyhJTGowxgOFOrHZ2sX7yAFsPPMCWfXuRJXxEkig2udYUWUoVq9lNzbZBhDtlTIlptykXFijnFzBlCRjEgGD4PBq9fTTVEJsPTnLPIw8ztGEDau2o8DGSRLHJtabIUjqDIJZgr13PwPg4Ox5x2fPEEWr1OkuEj5Ekik2uNUWW8nVnDDQHBugZXcuos5ON+/exZttWRsY2I5YlfIIkUWxyrSmylK8tEcSqYTXq9G3YyMiuXWydPMA9D36DrlaLJcJvIEkUm1xriizla8mykEYXvaOjjO64l5GJCVaNb2No/XoG145Sq9eFZUgSxSbXmiJL+eoJWIJVq1NrNKg1GtS6u6n19rJqYpyJw4cZvWcCNTpKvdnFEqGCJFFscq0pspSvijFgAKnXsZpNWsOr6BsZYWjDegbXraV3ZDX9I2sYGF2DPThAV6slVq3Gp5Ekik2uNUWWUqXebFJv2Yhl8UVZtRq1ep1ao0Gt0cAYgxGBRoNaq0Xf6FoGN6xnzfhWVm3axMCaEbp7elgi3AFJotjkWlNkKVX61m9gePt2as0uvqhWXx89g4P0rhqmf3gVho9YFla9Rr3Voqtl0+rrpdljS6O7m1q9zp2SJIpNrjVFllJl7f172fbYEbp6bL6oVl8/vUOK/tWrGRhZzW8gfAkkiWKTa02RpVSZOPIYkz/4Pq2Bfr6oWr0h9UaDerOLRrPJ3SJJFJtca4ospYrj+bhhgK0US4QOIEkUm1xriiyliuP5uGGArZTQISSJYpNrTZGlVHE8HzcMsJUSOoQkUWxyrSmylCqO5+OGAbZSQoeQJIpNrjVFllLF8XzcMMBWSugQkkSxybWmyFKqOJ6PGwbYSgkdQpIoNrnWFFlKFcfzccMAWymhQ0gSxSbXmiJLqeJ4Pm4YYCsldAhJotjkWlNkKVUcz8cNA2ylhA4hSRSbXGuKLKWK4/m4YYCtlNAhJIlik2tNkaVUcTwfNwywlRI6hCRRbHKtKbKUKo7n44YBtlJCh5Akik2uNUWWUsXxfNwwwFZK6BCSRLHJtabIUqo4no8bBthKCR1Ckig2udYUWUoVx/NxwwBbKaFDSBLFJteaIkup4ng+bhhgKyV0CEmi2ORaU2QpVRzPxw0DbKWEDiFJFJtca4ospYrj+bhhgK2U0CEkiWKTa02RpVRxPB83DLCVEjqEJFFscq0pspQqjufjhgG2UkKHkCSKTa41RZZSxfF83DDAVkroEJJEscm1pshSqjiejxsG2EoJHUKSKDa51hRZShXH83HDAFspoUNIEsUm15oiS6nieD5uGGArJXQISaLY5FpTZClVHM/HDQNspYQOIUkUm1xriiyliuP5uGGArZTQISSJYpNrTZGlVHE8HzcMsJUSOoQkUWxyrSmylCqO5+OGAbZSQoeQJIpNrjVFllLF8XzcMMBWSugQkkSxybWmyFKqOJ6PGwbYSgkdQpIoNrnWFFlKFcfzccMAWymhQ0gSxSbXmiJLqeJ4Pm4YYCsldAh54YfPmwsva65lKVWcp57i4eDPsQcHhQ4hx37yT+ad/3mZD8++RZUdjx3h0Pf/kNZAv9AhJNWvmPdOnebquXNU2frAfnY/+TjdPT1Ch5BbV68ydf2Gmb09RZW+4SEG145Sq9eFDvF/UBOxHiE6awQAAAAASUVORK5CYII="},{"id":"5d2fa8f6-7d88-4649-92cf-b5901f5871de","height":3.31,"width":2.86,"perimeter":18.71,"area":4.04,"image":"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"},{"id":"179fd322-ab0a-4bb0-99e9-3eb2027ac451","height":3.42,"width":2.26,"perimeter":10.99,"area":4.75,"image":"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"},{"id":"905919bc-41c4-4256-95fc-0049eed219b4","height":3.39,"width":0.49,"perimeter":7.47,"area":1.49,"image":"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"}]},"timestamp":"2026-01-26 04:19:05"} 
[2026-01-26 04:19:05] local.INFO: Number of letters detected {"data":{"noOfLetters":31},"timestamp":"2026-01-26 04:19:05"} 
[2026-01-26 04:19:05] local.INFO: Perimeter calculated {"data":{"exactPerimeterSum":294.87,"perimeter_in_feet":24.57},"timestamp":"2026-01-26 04:19:05"} 
[2026-01-26 04:19:05] local.INFO: Actual filled area sum calculated {"data":{"actualFilledAreas":[0.28,0.29,2.07,0.86,0.93,2.17,3.1,3.1,2.08,3.0,1.28,3.01,2.11,2.09,3.1,2.12,4.61,4.58,3.02,5.17,2.08,3.47,1.77,0.27,3.4,0.27,3.82,4.04,4.8,4.75,1.49],"actualFilledAreaSum":79.13000000000001},"timestamp":"2026-01-26 04:19:05"} 
[2026-01-26 04:19:05] local.INFO: Occupied area calculated {"data":{"conversionFactor":0.00694444,"occupiedArea":0.55},"timestamp":"2026-01-26 04:19:05"} 
[2026-01-26 04:19:05] local.INFO: Average character height calculated {"data":{"avgCharHeight":2.319677419354839},"timestamp":"2026-01-26 04:19:05"} 
[2026-01-26 04:19:05] local.INFO: Original image dimensions and ratio {"data":{"originalWidth":1730,"originalHeight":122,"ratio":14.180327868852459},"timestamp":"2026-01-26 04:19:05"} 
[2026-01-26 04:19:05] local.INFO: Calculated sign dimensions {"data":{"widthOfSign":"64","otherDimensionOfSign":4.51},"timestamp":"2026-01-26 04:19:05"} 
[2026-01-26 04:19:05] local.INFO: Image to Text processing completed 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","scaled_width":1.84,"scaled_height":2.22,"exact_perimeter":9.85,"approximate_perimeter":9.04,"convex_hull_perimeter":7.09,"perimeter_pixels":261.92,"approximation_points":11,"original_contour_points":90,"shape_analysis":{"perimeter_to_area_ratio":3.2724,"compactness":0.3899,"aspect_ratio":1.2}},{"index":12,"position":{"x":972,"y":32,"width":45,"height":59},"actual_filled_area":2.11,"bounding_box_area":3,"image_base64":"iVBORw0KGgoAAAANSUhEUgAAAC0AAAA7CAYAAADvlQMcAAAOyElEQVRoBcXBh2+ch3nA4d/7fbd5d+Qdj3tTEimJWlZsy5YsSrIDpEpSBAmKLqQB2iS1nfw9RVugSGA0iRKkMGy4iOMgtjUs29rW4hKnuMkjeXt94y2JqgjhUMOyrD6PqCqPwyqVKBUKpBcWWZ2bp5hOazGTpZzPYxWLbCaGgen1EghXEU4kqG1rlaYd2wmEwzwOUVUehV2uUMzlKOdzlPN5ytmcljIZ1ubnWZ2ZpZBKU0xnKOdzWIUim4khmF4fgXCYcH0diY52mnt7CEajYJoEIxEJxWJ4A368fj8PI6rKo8gsJ5kbHtHF0VGSo2OU1tZw8nmsYhGrVMKxLBzbxrVtXMdhMxFBRDA8Hjx+H95gCH9VFWYwiBEI0NS3m67nnqWmqYnq+jrhIURV2Ypj25TzeQrp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","scaled_width":2.22,"scaled_height"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","scaled_width":2.22,"scaled_height":3.2,"exact_perimeter":13.7,"approximate_perimeter":12.17,"convex_hull_perimeter":9.49,"perimeter_pixels":364.25,"approximation_points":10,"original_contour_points":134,"shape_analysis":{"perimeter_to_area_ratio":2.6499,"compactness":0.3461,"aspect_ratio":1.44}},{"index":20,"position":{"x":343,"y":32,"width":50,"height":58},"actual_filled_area":2.08,"bounding_box_area":4,"image_base64":"iVBORw0KGgoAAAANSUhEUgAAADIAAAA6CAYAAADybArcAAAOWUlEQVRoBb3B/3Pbd33A8efro8/HdqKPZCf6KLHjNE2aL04UlCZt00RpIRVH6UdqgQKn0+1uG7eNYcT4b6Kcjh0/7Di2HTuOH8btpEJbhkZb68sHSnutgl30UZMqTT5JbEuJpcix9V7Ysa23fWoKVDweopTi43JvMODWe2263g3W7/bprXZU5/1rDNbW8BPQdQKGwe5DB9l16KCEI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N/P7meepra5WbiFzhw+okeff4G5+Bg3gxUM0d3fR7i3B3ntuf+l7x/4DVIpI9Uqy9mybz+7nnma2uZm4RY6//Y7+u5P/4n0+Dg3yqlWqZbLOJUyWi6jqizFCobo7u8j3NuDvP7jv9fj//YSTjaHFgssZ8u+/ex65mlqm5uFWyg5MsKpPx5Se2aGG1XK5sjMzFBIpSimUjiVMkuxgiG6+/sI9/Ygh//xp3r8339PNZ2mmsuynK69e3ngf/yQUFsbHr8li7gV0pOTJEfOaCGb4UZlZ+eYil0gHYuxcCFGtVBgKVYwRHd/H+HeHuTIz17U4ZdfoTybomrbLGfVvV9h6ze/QevmTTR3rBbDNLkVysUiBTtDtVrhQ8onlJ64zNjwCSaOHWfy2DHK2QxLsYIhuvv7CPf2IG+8+HMdfuVVytPTVOwFltPQtZH2Bx9g3VfuZf1X7hXT5eJOlRpPaCwaJR4ZJDkQoWjbLMUKhuju7yPc24O88eLPdfiVVylPT1OxF1iOv6WVuvUb2Pzobnbu/zouj0e4Q6XGE8SiUY1HBkkORCjaNkuxgiG6+/sI9/YgA799SU+9fojMxYvkpyZZjqu2Dk9jE9v37+PBv/kr3F6vcIdKjSeIRaMajwySHIhQtG2WYgVDdPf3Ee7tQU4ffVPPvRvhcnSIdOw8y3J7EJ9F+Fu97P6fP8Tt8wl3qNR4glg0qvHIIMmBCEXbZilWMER3fx/h3h7k8vkYEyOjevr3LzP+3nuIsDTDQE0XO7/zHfY8/SPclk+4Q6XGE8SiUY1HBkkORCjaNkuxgiG6+/sI9/YglXKZhclJPfrjnzBy8CCCIMIyhPD3vsueZ/pxW5Zwh0qNJ4hFoxqPDJIciFC0bZZiBUN09/cR7u1BVJVMKsWRH/+DnvrDq0ilAo7DctY89DBbvvEULRs20Ly2Q7gDpcYTxKJRjUcGSQ5EKNo2S7GCIbr7+wj39iCqSmZ2lqP/+2d66uBraD4P5RLLqWnvoH7jRrY99ijbH9/LIuEOkxpPEItGNR4ZJDkQoWjbLMUKhuju7yPc24OoKrn0PJFf/0ZHD/2JwtQklYzNcly1dXhCDdzz3W/z4Pf/ikXCHSY1niAWjWo8MkhyIELRtlmKFQzR3d9HuLcHUVXyts3wa3/Us2++xfzZs+Snp1iOAzgKD/zgb9n1o7/DMAwRw+BOkhpPEItGNR4ZJDkQoWjbLMUKhuju7yPc24OoKuVCkcTIiMaPHef864eYGR1FhCUpoMDahx+h6/G9tG3aRMuGdcIdJDWeIBaNajwySHIgQtG2WYoVDNHd30e4twdRVZxqlbxtM3X2nA78/J+JRwYQVUBZTqC9g7r169nx9SfYsusRDNMUwzS4E6TGE8SiUY1HBkkORCjaNkuxgiG6+/sI9/YgqoqqUimVSMUvaeSX/8KFt9+hmsmg5RLLcQVqcNfXs/nxx9m4ZxfB1lZqGxuEO0BqPEEsGtV4ZJDkQISibbMUKxiiu7+PcG8Poqp8ZH5yiqHfv6yxt94hcylOeWGe5aiCCnR89SHWfPVB1oR30NrVKYsQw+B2lhpPEItGNR4ZJDkQoWjbLMUKhuju7yPc24OoKh8pZLIkR0c1Hh3i7B9fJ33xIiIsSwH/ihbqOzrY9uQ+uh5+CI9lidvr5XaWGk8Qi0Y1HhkkORChaNssxQqG6O7vI9zbg6gqH3EqFfLZDMkPTungL37JxPAwWq6AOizHEcFl+dn61JNs2vsoTR2rqW1qEm5jqfEEsWhU45FBkgMRirbNUqxgiO7+PsK9PYiq8hFVpVouM3U+poMH/pXx6BCl2RTVYoFrEZeb+rVrWbF1Czue3M/au3eySLhNpcYTxKJRjUcGSQ5EKNo2S7GCIbr7+wj39iCqyselL08yevRNHRt8j6nhYfJzswjXIIJ4vPhXrGDbk/vZ8NUHqVvRjK+uTkzTRAyD20lqPEEsGtV4ZJDkQISibbMUKxiiu7+PcG8Poqp8XLlQxE6l9OLgewz96v8weyGGoco1GSam10NNSwvNmzax9YnHWbV9G95AQFxuN7eT1HiCWDSq8cggyYEIRdtmKVYwRHd/H+HeHkRVWcrEyKi+/28vkTx+HDuRpFIsIFybI0KgqZnOPbtpv3snwbY2apubxF9fj8vt5naQGk8Qi0Y1HhkkORChaNssxQqG6O7vI9zbg6gqS8ml0zo9NkbsrXc4+fIr5GamMbg+htuDNxikvmM1bTt30r59G+1bt+KvrxNuA6nxBLFoVOORQZIDEYq2zVKsYIju/j7CvT2IqrKUarlMMZ/X+NAxTrzyKjNnzpCbmkKrFa6HA3jr6mns7KS5q5MVXV00rG6nvrVFfLW1eC0LMQxuBnUcKuUyhUyG+ckppi9c1MTJk8yMniF97hyVQp6lWMEQ3f19hHt7EFVlKaqKOg6pS+M6dnyYsXcjxN95h0ouhwjXRUwTl9eLKxDAXVfPyu3b6Op+mOZ16wi1torhMrkZqpUKedtm5uKYnnt3gIlTp5i/FKc0P49TKIDjsBQrGKK7v49wbw+iqlxLbn6B9OXLOhZ9n/NHjzI/fon89DSoct1ME3F7qG9vZ+XWLdStXEmgsRFvbS3emhrqVjRLfXMTLo8H0+3m06iUSpQLBeanprFnZihmMlrKZCllM9iTU0yMnmE+kaQ4n8YplzBUWY4VDNHd30e4twdRVa5FHYdqtcrEmbMaG3yP8feiTAxF0UoVEa6fCIbpwnS7Ea8X8XqpaV1JXXs76+69m3X37MSqqxNfIMCnkV9YwJ6dJfbekMaPn2BhfJz8zDSUSmipRLVSxqlUUXVAlWuxgiG6+/sI9/Ygqsr1WpiZIXUpoZdHRrj8wQekzseYvXgBUUX4hAwDNV14a+vwhYI0dnTQuLodl2Xh8npBBDFNXD4fptvN1VRLJSqFAuo4/JkqOA6VYoFiNsfMWJy5RIJCOk05k0GqVVCHT8oKhuju7yPc24OoKtdLVVFHSU9OaurSJU794SCn//AHDFUMVW6ICIIghoAYOIagIiAGhseDN9SAO+DnasqZDIW5ObRS4QpxqlCtYvAhVdRRFAVVbpQVDNHd30e4twdRVT6pQjZLfmFBEydOMj48zOXTp0mdO4eWK1Ct8GkoggogghgmLsvCcLu5mmqpRLWQRx3lz9RBHEWEz4wCvmCQR/qfZmdvD6Kq3Ki8bWs2nWboty9x6uBraC6HU8iDKqrKnUzEABFUBF8oxCN9PyL8zacQVeVGVUolyoWCXj57jsmz50hdvMjsxTHmx8fJpWYQVUSVO4mKoGJQt2oVwfZ2Qu3tNK1dw+qdYVZ0bkBUlc9CpVTSi8eGGTt+nMT7x5iNxaBURMtlnEoFdRxuT4IYghgGhmmC24N4vazcsYNVd+9kbXgHqzZv4kMiqspnwalWWZiZUXsmRWZqmvmJy6QuXiQ1NsbcxYsUF+YxHAWU24ECCojbjctnEWhqom5lK41r1tC4di01zc3UrmiitqmJmlCIRcIiUVU+B5qbnyd+4iTjJ06QHD5B9vJltFTCKZeolMo4lQpOtQKOAsrnTgzEMDBcLkyPG9PtQdxuTL8fT20NwdUdNHduoP2urXRs34ZhGHxI+AuiqnweKqUSmdk5zczOkpudJZuaJZNKkU5OMDueIDs9RS6VQksltFJBABE+Uw6gLDIMDJcbd00N/sZGGjs6CLWvItTWhre2BsPtxldTg6+ujkAoRE1DCFnEVYiqcjPk7YzOT04yPRZn8nyM+UQCe+IyTiEP5TLVUolKsYg6DqrKFeo4VEolnEqFqxEREMF0uTDdbhDhCpfHg8vjQU0TDAMxTAyvB099PXWtrbRu7KJlwwZWrFuLrybAh4TrIKrKzVCtVCjlCxSzWS1kMpRyOcr5AlqtguMwm0gwl0hSLhQol4pcUSkWmZ+4TH5+gasxTBPT7cYfClLT1IgYBgIE29oItrbgDQRw+3wgghgGhtuD2/Jh1dXiq6nFVxMQ0+XikxBV5RZTFs3EL5G6NE6pkKdcLHJFuVAknUiSS6e5GsPlwuV2E2gIUbuiGTEMQGhsX0WobSW+QACPZfEXhE9JVJXbQSmfp5jPo9UqjuOwSLXqUCoUqJbLXI2IICK4PB5cXg+IcIXHssTj82GYJoZp8ln6v3n7ys0a4E4yAAAAAElFTkSuQmCC","scaled_width":2.86,"scaled_height":3.31,"exact_perimeter":18.71,"approximate_perimeter":16.9,"convex_hull_perimeter":10.32,"perimeter_pixels":497.26,"approximation_points":13,"original_contour_points":166,"shape_analysis":{"perimeter_to_area_ratio":4.6312,"compactness":0.145,"aspect_ratio":1.16}},{"index":28,"position":{"x":1612,"y":0,"width":60,"height":91},"actual_filled_area":4.8,"bounding_box_area":7,"image_base64":"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","scaled_width":2.26,"scaled_height":3.42,"exact_perimeter":10.89,"approximate_perimeter":10.2,"convex_hull_perimeter":9.56,"perimeter_pixels":289.54,"approximation_points":8,"original_contour_points":72,"shape_analysis":{"perimeter_to_area_ratio":2.2688,"compactness":0.5086,"aspect_ratio":1.52}},{"index":29,"position":{"x":248,"y":0,"width":60,"height":91},"actual_filled_area":4.75,"bounding_box_area":7,"image_base64":"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","scaled_width":2.26,"scaled_height":3.42,"exact_perimeter":10.99,"approximate_perimeter":10.25,"convex_hull_perimeter":9.55,"perimeter_pixels":292.12,"approximation_points":8,"original_contour_points":77,"shape_analysis":{"perimeter_to_area_ratio":2.3137,"compactness":0.4942,"aspect_ratio":1.52}},{"index":30,"position":{"x":65,"y":0,"width":13,"height":90},"actual_filled_area":1.49,"bounding_box_area":1,"image_base64":"iVBORw0KGgoAAAANSUhEUgAAAA0AAABaCAYAAABjYNwzAAAHhklEQVRYCW3B0QsAOF0H8O9G4q44N6PSJi5rWi+C19r2wz91g+wvWDN8FxmVL0uIiCBIeigIyuR+3tXpblvvuc9H/Ozf/h3/8S8/xWe/+AV++b//c3Hxa774mx/gd7/xDZivfkV88OGHED+df4d/+uGP7mf8MT7/7DPg4td88Usfwn772/jKn3wLv/P1rwvxk7/6Af7me39xf/Xxx5B7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s/3UXH5Wlh/dkaORSHrhEWyN8jwSrW//x//Q/bfvA8MwL4fp25GHH32kLC5losvFVFrPZeFpEAAKABgDwgCABUFwODDHGcUi0TSi65RSAECUYELgKVEA0VEhuVyu3bs9zc0tPd31rx8AhmEY5hU1Ojg0dvWaFo8ZqSSU4qw2wett7O3tOXXSEwrCNkA3z1+IRiKJmWkoB3E8EngABN8EIcQ0gRJKKVBAQOFpSB6vLRhseevNcN87NqdTcjjgm5EHh4YvXtIVBRMTSklOV6C7u66rs+lQh9vvB2ZHWpqcmpXHl0cia+MylKIIEcwF29uPDpwJtYXhpTcnj9+5OhR/cL+4vkYNA7bAWW320K7QoY43fnqitnE3MDuboelzsjw/JkdHIomZaSgnfLz/8Lmzdo8bnjtimrcvX5m4fkOPxQwlDaUowgTj1r6+YwOnnT4fMMz2U/P5R3c/eSTLSx//IfVoHr6CRURW21v/4X/pfv89YBjmxSGmSUwzl0goG7EHv/v9w1u3jHTayCjwDVAALFg4i0W020WHg7NYsMUCGAPGAIAFwVJZiTnOKBRMTSWaTikFAKrroOvFTKaYzZqaZmoaEAKUwDcjerw2n+9A/0/2vXPMYrMKoggMwzDMK2d0cGjs6jUtHjNSSSjFWW2C19vY29tz6qQnFIRtgG6evxCNRBIz01AOZ7fzThfCHHwDpqbquRzRdUoImCYiBAEgBN8Qtlh4UQp0dDS89WbwtVZ/Swt8M/Lg0PDFS7qiYGJCKcnpCnR313V1Nh3qcPv9wOxIS5NTs/L48khkbVyGUhQhgrlge/vRgTOhtjC89BY+/ezujV9uTE5lF+aJrsMWRKer5sCBuq7O1rd6PYEAMDuboelzsjw/JkdHIomZaSgnfLz/8Lmzdo8bnjtimrcvX5m4fkOPxQwlDaUowgTj1r6+YwOnnT4fMMz20wrFpXv3Fscn5m/dSsxMw9a4SqelquoHf/e3HT/tB4ZhXhytWFRzuZk/jNz/p3/OrKzmYhvU0KlhwNehgAgC0eW2eatr97T49rRUVlfbPW5ACP4EYYx5ARBQQighlBCgFAD0QqGYza48eBidup/fjBcSCaIWqaahL8DXwxaLYLW19PU1Hz1cXVfnrK0BhmEY5pUzOjg0dvWaFo8ZqSSU4qw2wett7O3tOXXSEwrCNkA3z1+IRiKJmWkox9mwu2b/fk4U4RswNU3P5YiuU0KAEGSaxDSpYWQTiXwyaRSLRNcQfA1nfYOntbX18Futb7+FeZ7jefg68uDQ8MVLuqJgYkIpyekKdHfXdXU2Hepw+/3A7EhLk1Oz8vjySGRtXIZSFCGCuWB7+9GBM6G2MLz0Yo8W58bHFyOjy5GIUcgjKIMi5Kj1tfT9qKG7y9/SbHe5gNnZDE2fk+X5MTk6EknMTEM54eP9h8+dtXvc8NwR07x9+crE9Rt6LGYoaShFESYYt/b1HRs47fT5gGG2n6Fpm8vR6NS9+//9l2uTn4FhUELgCRTA3dziDe8LHzvW8oNuYBjmxdlcWlq5/2D2o49nfjdMVRVRAl8FUQSC1SY5nZLTKbmcksdjq/LWNjfVNDVWer12twu+jlYsqrnc6uczKw8e5jc3C8mEns1pipJZXy+kU2ASoAS2xlttloqKlh/+sPnI21WhUGW1FxiGYZhXzujg0NjVa1o8ZqSSUIqz2gSvt7G3t+fUSU8oCNsA3Tx/IRqJJGamoZzmY8cO/bu/k5yV8A1QQqlpUkqBUvgCpWouV8xl50blxbsT+Y11NZnECBB8FU6UOKv1wLt/1f7XP5McDtFmg68jDw4NX7ykKwomJpSSnK5Ad3ddV2fToQ633w/MjrQ0OTUrjy+PRNbGZShFESKYC7a3Hx04E2oLw0tPKxaLmczUr349+v/8FzWdxpTCn0MEY/fu3T/4n/7Hph90W2w2jueB2dkMTZ+T5fkxOToSScxMQznh4/2Hz521e9zw3BHTvH35ysT1G3osZihpKEURJhi39vUdGzjt9PmAYbYfJURX1fijhch/u7wwEjFzOaprUIpSoEBbf/zjtp+eqAoFXT4fMAzz4jz83fDo//vfUguLaioJhAJQ2BpFiGCuMhj0hcOBfa+FwvssNhsnCILVarFaeYvA8Tx8HUIINU01X1DzeVPXTU0rKEpqZeX+b3678smnVC2CYcDW7IFgRX1D21/0tb7dK4gSbxGAYRiGeeWMDg6NXb2mxWNGKgmlOKtN8Hobe3t7Tp30hIKwDdDN8xeikUhiZhrKCfefOHJuwOZ2w7eiFQpqoRCdurfy4GFxM5GPx9PRlWw8ZhbyRNehHEqBAm08eqy170e+lubqhnr4OvLg0PDFS7qiYGJCKcnpCnR313V1Nh3qcPv9wOxIS5NTs/L48khkbVyGUhQhgrlge/vRgTOhtjB8T8yN3vn0xn9PPlrIbmzohYJZLMIXEOIlSayocO7a5d+3b1/fD317WoBhAAxNn5Pl+TE5OhJJzExDOeHj/YfPnbV73PDcEdO8ffnKxPUbeixmKGkoRREmGLf29R0bOO30+YBhnpfsZuLh7z9avHs3MTef24jphTwxdKAUYQ7znKO6xhkINB853HrsiMVms0gSMAzzImTi8djc/PTwRw9+9SstoyBKYWucKFmrPLaqKluV17Vrl7epsaZxd23jbk4Q4LuhlGr5fGZzcy4yunrvvppK5+Px9MqKls0gKMFbbYLDUbv/QKD9YMPBA4HWPcAwzIujbMTii0t6LmeqRaDwZQhjLIlWp7Oqbpfd5QKGeXqjg0NjV69p8ZiRSkIpzmoTvN7G3t6eUyc9oSBsA3Tz/IVoJJKYmYZywv0njpwbsLnd8K1Q8kd6oagVi9Q0conk5D/9Zn50tLi+rmcU2Fplw253y579f9m39+034evIg0PDFy/pioKJCaUkpyvQ3V3X1dl0qMPt9wOzIy1NTs3K48sjkbVxGUpRhAjmgu3tRwfOhNrC8D2R2dxMRqPzY+OzI6PZtbX8ZhwAMMfZvNWe3Q1tfT9q6Gi3VlYIkgQMA2Bo+pwsz4/J0ZFIYmYaygkf7z987qzd44bnjpjm7ctXJq7f0GMxQ0lDKYowwbi1r+/YwGmnzwcM87yYhlHMZmNzj+7dGl6ZnMysrui5HDVNThR5m7XxBz37fvhDTyjo9PkwxghjYBjmRXgkj9+5cjX24EEhtkENA7ZGKLV5q32vHwwePFi3v63C6+VFURAtvCgihOA7I18wDDWXy6fSyZXVlcmph7/5TWpxAVOK4N/Y/AFHXf1rx468duSwaLMKkgQMw7w4M5HRiRu/zEajeiIBlMKXIJ7nPZ7qPXte7/9JcG8rMMzTGx0cGrt6TYvHjFQSSnFWm+D1Nvb29pw66QkFYRugm+cvRCORxMw0lBPuP3Hk3IDN7YZnQc3nF+5+sjjxycrEJ6mFR0Y+R3QdyhGcLrHK2/13f9N+4jh8HXlwaPjiJV1RMDGhlOR0Bbq767o6mw51uP1+YHakpcmpWXl8eSSyNi5DKYoQwVywvf3owJlQWxi+JwxVVYvFjdm51YefF5KpYjoNAAhjyeWsrK2tf/1gdUM9MMxjhqbPyfL8mBwdiSRmpqGc8PH+w+fO2j1ueO6Iad6+fGXi+g09FjOUNJSiCBOMW/v6jg2cdvp8wDDPVzaRXJq6t7mwWEgk9GIBCMGCwImi/7W9dQcPSHa7xWoFhmFehGwisT49Mz96Z/rW7/IbG1TXgFIohwIINptrV11Vc7P/wP7aPS019XWi3Q7bw9C0XDIVe/RoYfTO6tS9xNyclskAIbzVKlRW1obbQh3tu9r2BV/bCwzDvGj3bg1HPvgws7CgbcaAUvgSJAiWquqatnDP++/VH9gPDPP0RgeHxq5e0+IxI5WEUpzVJni9jb29PadOekJB2Abo5vkL0UgkMTMN5YT7Txw5N2Bzu+FZoIQampZYXp648ctHo6OF1VUjl4VyKMchUXz79H/s/tu/ga8jDw4NX7ykKwomJpSSnK5Ad3ddV2fToQ633w/MjrQ0OTUrjy+PRNbGZShFESKYC7a3Hx04E2oLw/cE/ROiG4auU2JSQuELCBDCmON40cLxPDDMY4amz8ny/JgcHYkkZqahnPDx/sPnzto9bnjuiGnevnxl4voNPRYzlDSUoggTjFv7+o4NnHb6fMAwzxchxNQ00zAoIZRSoAAIEEKcIPAWC8IYIQQMw7wIy1P37lz5cOXTz9R4jGgaUApbIAjZa32v/eVfNHR1euvqbC4Xx3MIY9ge9AuEaPl8ZnNzfkyeuPaL9OIC0jVrTW1Fw+69Rw7v73tHsFp5QQCGYV60e7eGIx98mFlY0DZjQCl8CRIES1V1TVu45/336g/sB4Z5eqODQ2NXr2nxmJFKQinOahO83sbe3p5TJz2hIGwDdPP8hWgkkpiZhnLC/SeOnBuwud3w7BQUZWny3sKYPPe73ynLSwjKoIAQz7e/f+rAT084PB5rZQVsTR4cGr54SVcUTEwoJTldge7uuq7OpkMdbr8fmB1paXJqVh5fHomsjctQiiJEMBdsbz86cCbUFgaGeRUZmj4ny/NjcnQkkpiZhnLCx/sPnztr97jhuSOmefvylYnrN/RYzFDSUIoiTDBu7es7NnDa6fMBwzAMs+NphUJqfX1xfGLy+o3E/BwtFikhUA4FxNusNXv3+trCde0dNU2NNpdTEEXYfsQwtGIxsbS8ePeT+PxcemWl0h/whff597YGW/cgjIFhmJfAvVvDkQ8+zCwsaJsxoBS+BAmCpaq6pi3c8/579Qf2A8M8vdHBobGr17R4zEgloRRntQleb2Nvb8+pk55QELYBunn+QjQSScxMQznh/hNHzg3Y3G54dugXCFn+bHL4f7sYvXsXI0BQBua43e/8sOnokUDrHu+uEGxNHhwavnhJVxRMTCglOV2B7u66rs6mQx1uvx+YHWlpcmpWHl8eiayNy1CKIkQwF2xvPzpwJtQWBoZ5FRmaPifL82NydCSSmJmGcsLH+w+fO2v3uOG5I6Z5+/KVies39FjMUNJQiiJMMG7t6zs2cNrp8wHDMAyz42Xim3Pjdxfu3ImORHIbGwAUtkAQsnq9b/zN+3uPHbW7XBabDSEEzwv9V4RszM3Pjd91+/2NhzosVivGGBiGeTncuzUc+eDDzMKCthkDSuFLkCBYqqpr2sI9779Xf2A/MMzTGx0cGrt6TYvHjFQSSnFWm+D1Nvb29pw66QkFYRugm+cvRCORxMw0lBPuP3Hk3IDN7YZnLTp1b/jSf1oeH0e6AZTAExDm6t56s/7NN+sPtNU2NsLW5MGh4YuXdEXBxIRSktMV6O6u6+psOtTh9vuB2ZGWJqdm5fHlkcjauAylKEIEc8H29qMDZ0JtYWCYV5Gh6XOyPD8mR0ciiZlpKCd8vP/wubN2jxueO2Katy9fmbh+Q4/FDCUNpSjCBOPWvr5jA6edPh8wDMMwO158YfHuL/5x4c5YbnlJz+WgHAqABYtv//7g6wcbug75WloESeJ4Hl6EXDKVWF2xOircAT/H88AwzEvj3q3hyAcfZhYWtM0YUApfggTBUlVd0xbuef+9+gP7gWGe3ujg0NjVa1o8ZqSSUIqz2gSvt7G3t+fUSU8oCNsA3Tx/IRqJJGamoZxw/4kj5wZsbjc8ayv3H3z0D//X0vg4zefBNOAJCONAZ1eou6vp0BuB1j2wNXlwaPjiJV1RMDGhlOR0Bbq767o6mw51uP1+YHakpcmpWXl8eSSyNi5DKYoQwVywvf3owJlQWxgY5lVkaPqcLM+PydGRSGJmGsoJH+8/fO6s3eOG546Y5u3LVyau39BjMUNJQymKMMG4ta/v2MBpp88HDMMwzA5G/2Tl3v3hi/9pSZYxMRGlUA5FWHA43vi7v93/kx9bKytFmw0YhmGecO/WcOSDDzMLC9pmDCiFL0GCYKmqrmkL97z/Xv2B/cAwT290cGjs6jUtHjNSSSjFWW2C19vY29tz6qQnFIRtgG6evxCNRBIz01BOuP/EkXMDNrcbnrW16ZnI5Q+WxmQtsUlUFZ6AMK55vT3wRseeH/TsCu+DrcmDQ8MXL+mKgokJpSSnK9DdXdfV2XSow+33A7MjLU1OzcrjyyORtXEZSlGECOaC7e1HB86E2sLAMK8iQ9PnZHl+TI6ORBIz01BO+Hj/4XNn7R43PHfENG9fvjJx/YYeixlKGkpRhAnGrX19xwZOO30+YBiGYXYwNZ9fn5tfGp948KtfJWZnEboWXlgAACAASURBVKUAFEpR+CNPU7N3797Wo4cb3ugQRJHjeWAYhnnCvVvDkQ8+zCwsaJsxoBS+BAmCpaq6pi3c8/579Qf2A8M8vdHBobGr17R4zEgloRRntQleb2Nvb8+pk55QELYBunn+QjQSScxMQznh/hNHzg3Y3G541mKPHo3/4sbi2FhuacnI5+AJCGPPa/tqDxzYd/Rww+sHYWvy4NDwxUu6omBiQinJ6Qp0d9d1dTYd6nD7/cDsSEuTU7Py+PJIZG1chlIUIYK5YHv70YEzobYwMMyryND0OVmeH5OjI5HEzDSUEz7ef/jcWbvHDc8dMc3bl69MXL+hx2KGkoZSFGGCcWtf37GB006fDxiGYZgdLLO5OfXbW/MjkcT9+4XNOJRDEQKMm3/4o5Z3jvqbm6t2hYBhGGYL924NRz74MLOwoG3GgFL4EiQIlqrqmrZwz/vv1R/YDwzz9EYHh8auXtPiMSOVhFKc1SZ4vY29vT2nTnpCQdgG6Ob5C9FIJDEzDeWE+08cOTdgc7vhWUusrNz/3e8X74zFJyfVdAqegBCy7apzN7d0nDi+p7cHtiYPDg1fvKQrCiYmlJKcrkB3d11XZ9OhDrffD8yOtDQ5NSuPL49E1sZlKEURIpgLtrcfHTgTagsDw7yKDE2fk+X5MTk6EknMTEM54eP9h8+dtXvc8NwR07x9+crE9Rt6LGYoaShFESYYt/b1HRs47fT5gGEYhtnBUisrI//18uxHH2nJpFksQDmczc5VVB786Ym2H/+F3eWUHA5gGIbZwr1bw5EPPswsLGibMaAUvgQJgqWquqYt3PP+e/UH9gPDPL3RwaGxq9e0eMxIJaEUZ7UJXm9jb2/PqZOeUBC2Abp5/kI0EknMTEM54f4TR84N2NxueNZS6+szkTsLo3fWZLmQ2IQnIST5/M7duzt//u7et9+CrcmDQ8MXL+mKgokJpSSnK9DdXdfV2XSow+33A7MjLU1OzcrjyyORtXEZSlGECOaC7e1HB86E2sLAMK8iQ9PnZHl+TI6ORBIz01BO+Hj/4XNn7R43PHfENG9fvjJx/YYeixlKGkpRhAnGrX19xwZOO30+YBiGYXYkSohWLMZm5z7++3949Ic/YAQIyrMFgo76+o7+420/egcYhmG+0r1bw5EPPswsLGibMaAUvgQJgqWquqYt3PP+e/UH9gPDPL3RwaGxq9e0eMxIJaEUZ7UJXm9jb2/PqZOeUBC2Abp5/kI0EknMTEM54f4TR84N2NxueNY2l5Y//fU/Ld4ZS8/MaBkFnoAwrnptX+3Bg68debvh9YOwNXlwaPjiJV1RMDGhlOR0Bbq767o6mw51uP1+YHakpcmpWXl8eSSyNi5DKYoQwVywvf3owJlQWxgY5lVkaPqcLM+PydGRSGJmGsoJH+8/fO6s3eOG546Y5u3LVyau39BjMUNJQymKMMG4ta/v2MBpp88HDMMwzI6kF9Xo/QeLE5/M/va38c8fIiiDAlBKG956u+VH7wRaW2ubGoFhGOYr3bs1HPngw8zCgrYZA0rhS5AgWKqqa9rCPe+/V39gPzDM0xsdHBq7ek2Lx4xUEkpxVpvg9Tb29vacOukJBWEboJvnL0QjkcTMNJQT7j9x5NyAze2GZ219du7O1WtLY3Jxfc0sFuAJCONAV9eu7u7GNzoCrXtga/Lg0PDFS7qiYGJCKcnpCnR313V1Nh3qcPv9wGxBV1UtXzAN3TRMapqEmPAYQpjjeSzwHM/zgkWQRMxx8JQo+SND0w1NNVTN0FRKKTwBIczxPC9aBMnKWwTMcQgh+M6WJqdm5fHlkcjauAylKEIEc8H29qMDZ0JtYdgCpVRXVb2oGqpq6BolFIBCKQQIYcxbLLwkCqIoiCK86ighuqoamk4JMQ3DUFVCTCiFEEYIWaxWi83KCQLH8/DiUPJHpq7rqmqomqFplBIoA2GO43hesEqCReQEAXMYvs8MTZ+T5fkxOToSScxMQznh4/2Hz521e9zw3BHTvH35ysT1G3osZihpKEURJhi39vUdGzjt9Png2aGUmppuaJpWLBq6Rk1CKYFyEMIIIc4i8BaLxWoVRBFeJrqq6qpqarqha8QklJjw5xDCiON4ziJYJMlitSKM4aVEDMPQdV1V9aJKDIMQE8rBmONFiyBJFquV43l41ZmGYeq6qeumYRi6TnSDUkIphX+DEEYcLwiiKEiiIIoIY3ihKCFqoaAXirqmEsOActAfYcEqWaw2XhA4gYfniJimaRiGqhm6RgzzC9Q0KSVQihcsvGixWK0WqxW2DSGEmqahabqqmYZBTJOYJiUm/Bv0BcxznCAIoiTarJjjYIcpZrKf/fNvZz7+OPnwYX5jHcrCHHDcwb/+ede/+xvJ7hDtdmC+byilpq4bmm5oqqHppmFQYsKWEG+xCKJosVkFUYSXAyGEmqahabqqmrpu6galhFIKj3GCYK2oECQJcxxCCJ4SJX9kqKpWKBq6ZuoGAIUtYMzxooW3iIJo4XgecRxCCF40YpqmYRiqZugaMcwvUNOklEApXrDwosVitVqsVtg2924NRz74MLOwoG3GgFL4EiQIlqrqmrZwz/vv1R/YD88XJX9kqKpWKBq6ZuoGAIUyEOY4ThAsksiLIicIGGN40QxdNzVNK6qGqhJiUkKgHMzxHM8LVskiSZjjMMfBi0ZM09R1XdX0YtE0DGKaABSegBDmLRZBEi1WG28RYGujg0NjV69p8ZiRSkIpzmoTvN7G3t6eUyc9oSBsA3Tz/IVoJJKYmYZywv0njpwbsLnd8KytPvz8D//lvy7LsqEoVNfgCQjjQFfXru7uxjc6Aq17YGvy4NDwxUu6omBiQinJ6Qp0d9d1dTYd6nD7/cBsYXM5ujYzk00kC0pGy+W0fB4e4wTB7nbb3G6by+msqa4KhSSHHZ6SoWlqPq/E4smVldTqWmp1jRgGPIETBLvb7fTV1jQ2OGtqRLud43n4zpYmp2bl8eWRyNq4DKUoQgRzwfb2owNnQm1h2AIxzc2l5c3laGJ5OROLm7pOTBNKYZ7nBcHpq3WHQlW7glXBILzqdFXdXI4qGzGtWMin0unVNTWXg1Icz3OCUNvcVNPcVFlVZXe74MUxdF3N5zLxzUR0NbW6ml5dM3UdnoA4LNrsNre7ur7OHfRXer0WqxW+zwxNn5Pl+TE5OhJJzExDOeHj/YfPnbV73PDcEdO8ffnKxPUbeixmKGkoRREmGLf29R0bOO30+eDZMXVdiW+m19Zji4vKRkzL5Uxdh3I4QeAtFoe3yllb62tp8gQC8DJJrKxuLi8r6zElFtPyeb1QgFKY4zhBsFZWOrxV1bsb/M3NvEWAl1JBUZT45ubycnxhqZjJaLkclGOx21w+n7e+3t/SZK2shFddLplSNjdzyWQumczGN3OJpKHrxDDgMYQxLwh2j9sdClXtClWFgoIowgtlaNrq9MzG/Hxqda2QSkM5mOd5Qahu3O1rbqrweh0eNzwvlFI1lytkMonoSnojVlCUYiar5XKmrkOpimqvy++vbW7yNTXCttGLxWI+n15bT6ysFtLpgpJRczm9UIDHEMacIEgOu8PrrdoV8rc0Sw4H7DD5VHr0w6sP/+VWcX1dzyhQDmd3cJWVHT97t+v99zie53gemO8b0zAy8U0lFkutrimxWC6Z0gsF2AJCyOn3uYMBX3NzVSgILwetWFTz+dTaWjK6monHc5sJQ9eJYcBjFV7v7jfavfV1ot3O8Tw8JUPT1Hw+ubK6MTevxOL5ZIKYBLZgsVmdfr/b73MHAw6XS7TbMcfBC0UpVXO5QiaTiK6kN2IFRSlmslouZ+o6lKqo9rr8/trmJl9TI2ybe7eGIx98mFlY0DZjQCl8CRIES1V1TVu45/336g/sh+fL0DQ1n0+urKzPPcrEYrlEkhICT8AcZ7HbHVUeb32d2++v9FYJkgQvFqVKfFOJxWILi8mVVS2XM1QVypEqKuwet7e+rrZxt2i3izYbvGhqvpCJx5Mrq7GFxXwyqeZylBB4AicIroDPEwr5W5orq6tha6ODQ2NXr2nxmJFKQinOahO83sbe3p5TJz2hIGwDdPP8hWgkkpiZhnLC/SeOnBuwud3wrK3cuz/89/95WR4HVQViwhMQ5urefLP+rd76A/trGxtha/Lg0PDFS7qiYGJCKcnpCnR313V1Nh3qcPv98JUoIYVstpjJqpmMUShAKcTx2MLb3e4KrxdzHDwLpq4rsXghnSa6Tk0TSiGex4LgqPJUeL0IIfhK+XQ6vbqmF4uIUiiFOc4Z8Du8XniMEmKapprL5ZJJPV8guh5fWFx5+HkukcinFS2X1XJ5eIwTBLvHY/e4bW63s7bGW1dn97h5q9VaWelwuzHPwRYopcQw1Hw+m0jkk6lCOp1eX08sR1PRldTKKjEMeAInCHaPx+n31TY3ufw+yVFhdTntHrfFZhMsFoQxfCtLk1Oz8vjySGRtXIZSFCGCuWB7+9GBM6G2MDxGTJOYZi6ZzG4miGGYmhZfWNxcXNpcXMxsxExdJ6YJpTDP8YLFGfBX1e2qqqur2hVCmMM8Z7HbRYfd6nAIkgTPSD6dVmJxs6gSXYM/gxAWBIvdXlHtlex2+EqU0mImW8xm1Yyi5wtQipcksbJCclRIFQ6MMfwrSvOKkk8rWj5fSKc3FxbT6+taoZBPplIrK2o2B6U4nucsQm1Li29PS2V1tcNbxUuSxW53uN2i3Qbbz9T1bDJVVBS9qOqFvJrNKhuxzWg0FV1JRVdMXYcnIA6Ldofd46neXe8JhSprqqWKCk4UrZWVFVUeThDgSygh6ZXVTCwG5VidTmfAL0gSvFCGps/J8vyYHB2JJGamoZzw8f7D587aPW547ohp3r58ZeL6DT0WM5Q0lKIIE4xb+/qODZx2+nzwHRiapqtqPpnKp9OUEFNVlVgstbK2Mf9IWV/XcjlT16EcThB4i8VR7XX5/f7WPVW7QoAxZ7GIdrvosFsdDk4Q4DvIxjfTq6vEMKAURYgXRZffb3M54THyBcMoZnP5dNooFg1VTSwvxxeW0mvrysaGlsvphQKUQhzmBYvV6ayo8dY0NgZa93CiiDC22O2SwyE5HKLdBs9IUcmkVlf0fAGegBByBgIVNdVQSisUspuJYjZralo+mVQ2YvHFpdj8o6KiaLkclGOx21yBQPXuhkBrq83lBIQ5i8CLos3ltLvdCCF4FkzDKGazxUxWzWRMVYVSFBAgcPpqnT4ffB3TMHRVLSRTuUSCmiZ8GUJYEASbrdLrlSoc8JihaWqhoGayBUXJbGyk19aziUQ2kczGYrnNhKHrxDDgMYQxLwj2qipP3a6qul3e+jrRbseCYHM57W43x/OY42CbFTKZfFrRCwW9UABCjKIaffhwfXY2FV0ppNJQDsfznCDUNDf5WvdUVlc7qqqwRRBE0e5xSw4H5nmMMTxTWqGoFfIFJVNUlGJGySdTm8vR9Np6Pq0UM4qWzZm6DqUqaqpdwYB/zx5fSzPiOMzzUmWF5KgQbVbeYoHvwFC1Qjar5rJqLqdmskVFSa6uJpaj+VS6kFbUXFbPF+AxhBEnWCSHw1FT7a2vC7TusVZWAsdZKypsbrcgiYIowqsum0h89H/+3/d//WuSy1FNg3IqdtW5Wlr2/fCd/T96B15dxDTTK6vZeBz+HKIIbC6Xy+/nRQs8C5TQYjZTzGZVJaMXCvDnEEXgqPI4/X6O5+FbMTRNV7VCOlVQFGKYhqpmYrH0+kZyZVVZ38glEnqhAFtByBXwe0Ihf+seb90uihAnCGKFQ3JUSA4HbxHgO8glEumVVVPXoRRFiLdYXH6/ze2Cx0zDMFStkMnkU8lCWilmlGR0NRGNZjdi2fimqeumYcBjzkBg34+O7Tqw3+nziVYrfCVKKTFNvVjMJpJqNkcMXS8U1FwusRxdn5lTNtZziQQ1CWzBYrO5An53KOgJBh1VHtHhsNhsFrvdWllhq6xEGMO3RQlJraxmYjEEfwZRBFan0+X3CZIEjxmapqtqIZ3Op9KFdDqXTCaWo+m19XxaKWYULZszdR1KVdRUu4IB/549vpZmxHGY5+1ul7WykhdFjufhGyCEZGLxXDJJNJ2aBpSzMPHJvX+5lV9bM5Q0UApfgjied7rcuxv2vXOstqkRvg5FiBMEl99v97jhWzFUNbOZKGYyhqrqhYKayyWWo+szs8r6Ri6RoITAEzDHWex2h9dbs7vBHQxU1lRLlZW8JFmdlQ63G3McbD9imsQ082kll0yamkY0TYnF0+sbsflHiWhUy2WNogrlSJUVdk9VTWNDbXOT5HCIDodYUSFVOCSHw2K1wvajlBqqqhUK+XRazeaoaRaz2cxGLLEc3Zh/lEsmtGyOEgJP4CyCKxCoqqvzt+5x+WoBY8FqlSorJLvdYrVijoPHRgeHxq5e0+IxI5WEUpzVJni9jb29PadOekJB2Abo5vkL0UgkMTMN5YT7Txw5N2Bzu+FZi05O/e7ipeXxcWyaQCk8AXNcy1/+uOVHP6xtbHD7/bA1eXBo+OIlXVEwMaGU5HQFurvrujqbDnW4/X74SoamrTz8fPXBw42pe5loFEpxNpvgcu3u7gwfO2axSvAs5FPpqd/+y+LEJ3oqRQoFKMU5HILL1fJmb9s7RxHG8JUWJz65O/SLzOoqJgRKWWy2Az97d8/Rw/CYqevFXG59dm42MppaXNJSKS2T0XI5Q9NMwyCGQUwTHkMY84LAWSycIPCiKEiS1eutCIVCB/a3dHeKdjtswTQMNZeLPVqY/vjj+Myslk7rubxRLOrFoq4WKaHwBIQxLwi8JIl2O2+1YknyNjc19nRXNzRU1lRzPA/fytLk1Kw8vjwSWRuXoRRFiGAu2N5+dOBMqC0Mj2mFQjGXmxu9M/3xH/Rs1sjljHzBKBS0QsHQNEoIpRRKoS9gLEiSYLUKkiRYrViSeIejuqmxurk5uHeP2++HZ2Rh4tOp3/5Lbm1NT6WAUvgSxPOCy+Xe3RB+55ivuQm+EjHN6IOHqw8ebkzdU5aWoJTD768J7/PvbQ3sbRVEEf6EErLwyWeLn32WmH+kRKNGLmcUCpQQQ9eNYtE0DCiFMEYIiQ6HaLdzFgtvt1cEg96mpubuzprdDbD9cun0TOROdOpedmVVTaeorplFVSsW9WJRLxYpIfAEhBDmOM5iEW023ipxomSprLR5vaGDB/a+/abN6YQvMXV9YnDo4T//BsoJHjzw+s9/5gz44YUyNH1OlufH5OhIJDEzDeWEj/cfPnfW7nHDc0dM8/blKxPXb+ixmKGkoRRFmGDc2td3bOC00+eD7yAT30xvbMyPji1/+olZVImqEk0zikUtn9dVlZgmJQTKQfiPOItFkETR7rDY7UgUpSqPt6nJ19IcaN1jd7ngO5ge/v0ng0NaLgelCMYOn6/93Z/Wt78Oj+mqquZyq59PP7o7oaysFOJxPZsz8nldVQ1VJaZJTBNKoS9gzPE8L4qCzSba7chiQYLgbWmu2dMSbG2t2d0Az8jK1L1PBq8lF5fgCZjnD/7s3df+4kdQanNp+eHvP96Yns7H43o2S1RVKxS0fN40DGIYUA7mOUGULDab5HBwokgFQfJ4HLW1De2vt3R3Yo6DZ6GYza48/Hz1/oPY1L18PA6lKEKE4/b/5H94/cRx+Dp5RVE2Yktj8vxHHxuqCl+COI53uVx1deF3jgb2tsJjmc1EfHFx9cHDlcmpQjyuZxRT0wxNNzXN0DRKCSUUHkNfwIgTLBarVbBaeatVcDpFl6u+/fWm7k6rwyHa7bDNovcfLHzyaWJhMb28DLoOul7MZtVcTi8WTV2HchBGCGHRbhcdDmyxcKIoulwOv7+puzO4t1Wy23lRhGdqczkaX1yMTk6tP3hg5vJGLqcXi4aqmrpuGgYxTUoIlOJFUZAk0W632O1YkoTKikC4zf9aa3VdXYW3Cr4DJRZfefj5+sxMfGa2mEyauZxeKOjFoqnrpmEQwyCmCY+hP8E8z4sWwWoT7XbOasWS5A/v2915yOX3O2uq4VWXjW/e+t8v3bv5S2SaiBAop773zdf6f1Lb3FRdXw+vLq1QmLh6beZ3w1CKIkQwrnujo+Pdv6qo9sKzYBrGysPPVx48iE3dU5aWoRRFiGDc9GZvx7s/lSoq4FvJbCaUWGzh7kT000/1fN7IF4haNIuqXizqqmrqOjFN2AJCwEuSRbKKDofFaiUYiy5Xzd5W/2t7A617HG43fAezH9/+5Nq1YlqBUgRjm9fb/u5Pd3cegseK2Ww6Fl+ZuvfozlguFjNyOaNYMIpFQ9UMTaNfIAQec9TW1r/ZW/9GRyi8z+F2w1cipqnmcsnV1ZnInY3Pp7V02igUwND1QlHN5QxNMzWNUgpbwBwnSJIgSRarFYsWJFgcPp+noWHX/nD9wYOcwMO3Zer63avXHvzzbxAAQggeowhRjIMHD7S/+1OX3w+PZTY30xuxxbt3lz+d1NJpPZPRi0VTVU1dNw2DmCYlBErxoihIkmi3W+x2LEkWp7Oh81Bof5uz2mutrIRvQFfVqd/emouM6qmUmctBOYV0OhOPm5pKdR3+DEKYFwSbzeH1inY7fB2CsdXtfv3dnzb1dMO3osRiD3//8crUvXw8rudyYOh6oajmcoaqmrpOKYUnIIQwz/MWi8Vm4yWJk0Srp8oRDNYd2N/c3SnabLD9tGJRzeUWP/lsJjJa3Nz8/7iDE++ozjtB2L/3vffWdmuvW6VatJRKaBeLxCIBCpsNtgNOHAfj7mR67JmMMZD8MznHBtunT0/PnPN1t8EGsjixk46NgJgqUEksAgktpbVKKlWpllvrXd/J5Gu+poKQCxDJ+fw8YiajiKIiCGKxKJXLqqKoigKroRiaYjRag0HDskjDYK2+pr21pq3N19biqK2F50+VlWwisTI/Pzd8MzE1JecLcqmkiqJcLgvFoiKKqqIQQuARCGNGp9Po9RqWZQwGpNNZfF5vV1dNU4BrqNfodPDA9fMXBz+9ICYTciYNlSi9geG4wK5dfceO2mt98Bygz3/+XjQUSk1OwGo6j7y692cnDTYbrB9JELLx+PzwrZufnk+M38eEwGoQTW9+442uV4+YOYfBYoHHC5+/ePnDjySex6oClXQWq7e3t37H9qZtPTaPB9YkCcLUYHhmMBwNhtKRKahEm8wMx3UeOrTzzaNaloX1wCeSwbOfjF8akJIJpViASrTZyji57leP9B07iikK1jQ2cPnyBx9lZmewogIQeIjWaOo/daL7h68DgCyK+VQ6l0jw8fjS/fHZ8DAfi0rZLCgKQlANQghjtrAer7ezw9/TbaurNdfUaAx6jU4HD6iKUi4UCql0am5ucXRsOnQ9PTerFIsgKwhBtTAmFG1raKjftpULBKxej9XjsXrcmKLgCc2P3J0KDy0EQ0tDYahEEFIx5evu3nfy3dquTgAoZLLZeLyQXCmkVmbDQ9PXr8uFolIqYQQIqkUIEACs1dIGg83v5wIBd0sz5/ebXE6DxaLR6TBNwTMYHbgSPHsuNzsrJhNACDwE0YyGc7o6O3qPveHfsgnWpMjy1GB4ejAcDYZSE+NQyVzf4Nm2LbBj+4be7YxGo8hyZmkpE40t3Lkbu3svMz9XWI4jVUWEQHVUAETTrNtr9/v923q8He1Wr8dgsVA0jTCG9UNUNb24xC8nVFEorKSmh4aXxu4X4ktSPo9VFYBA1QgAQYjSG/QOh6ejY8POPltdLetw6E1GLcsihGRBHHj/9PDHH8NqAv39e356igs0wt+ULEqRcHh6MBwNhlKTE7CazsNH9vzsFGu3wV+dqijXPj5389efSYmEzGehEkFYxbj14MH9J49b3G54QrIoSuVyPpXOJ5N8fJlfis8NDy/du6cIApEkjADBk8MYabRaq9Xu9zs3NHlaW7lGv722VqPXwVO5ef7i1TNnyjwPFZBKYUtdw94Tx9v27wUAsVTKp9K5RIJfWlq6P75weyS3tFROryBVRYRAdQgAIQQoGjGM3d/IbQjUNDc7A416i0VvtbAWi0avh2cQuRa88v6ZxMQ4PIJimN0nT+748d8DgCLLxSxfzGZK6UxiKjJ5LbQyHSmnVlRRxITAE8EUoWmt1cpyztrNmxq39hjsNr3FYrCY9SYTPINCJhsJh2euD8ZCodxiDCqpGKuY2vn2W3vf+Ql8kxKf41dWRn/7xe1zZ8ViER6CKJrhOK6tre/Y0cC2rQBQ4vnU/MLK3PzK7Fx8fDw+Nibnc0QQAQhUgQCoBGiWZcyW2k1dDT09joZ6e12tljVqDXpYV0KxWMzypWy2lMnGxsaid0YyCwu52CJSJFAUeBIqACDMmM2sq6ahp9vT1qK32UwcZ/W4dUYjPANZFKVyOb+S4uPLqYWF1Pz80uhYcnKSiAJIElSHECAAWKuljcaatraa1taa5ibO77fUuHRGI1RNkWWhUChm+cJKKr2wsDQxkZyKpGZmpFyOiAIQAtUhhADNYK3W1dpa173FXl9vq6u11LjMTid8GxFCyvlCOhoN/vP/nvjyS4wAwaMQQdBx+PDO//YWa7drDQb49hLy+YH3Tt++cAEqEYRVjJsPHNh/4rit1gfrQRalSDg8PRiOBkOpyQmoRBBWKGrj4cP7Th5nbTaomixKUrlcSKdzyWQuvszH4wt3Rpbu3ZNLJUUoY0IQPAWkYqwxmbjmZldLs7ulxdFQb/V4tEaWommEEDyhO7/67OrpM4XUClRSMWX0eveeON558EUAEArFbDyeiS1mFhZi90YXbt4sZ9KqICACCMGqWKerdvcu/47t/i2bTQ4HrEaRZUkQsktLueVEOZfLxGIz4eGVyLSY44koYELgyRGECMIGp9NSV+/taK/d2GmrrbV6PRRNUzQNT0gWxK/ePz308VkMBMF/IgipmAr09+87+a6z0Q8AhXSGTyZTc/PpubmF23eWRkflYkEtRGKrPgAAIABJREFUlzFCUAVCgABgrZYxmeq2bPF2ddkb6m0+r9nJaVkW1iSWStc+/mTk8y+kZELO8fCcqZgyuFx7Thzf9MrLUDVVUfhEMp9KSYViJhabCobi9++XUytKuYwJgSdBAAhCGrOFdXu8HR3+rd1GjtOZTazNZrTbYF2pfyLLxSyfSyQL6VQpnV4YuTsbHi6nUxLPYwQIngxBmNA019zsbN7gbm7m/H7WYTdYrTojS2s0sK4UWVYkiU8k+OVENra4MjO7cOdOemZGLhaJLGF4AoQAUBhptaYaT017m2tDE+f3W71us8vF6HQUTV8/f3Hw0wtiMiFn0lCJ0hsYjgvs2tV37Ki91gfPAfr85+9FQ6HU5ASspvPIq3t/dtJgs8H64RPJe18NzIRCydHR8koSVqMihBhm10/++/Y3j1EMQ9E0PF74/MXLH34k8TxWFaiks1i9vb31O7Y3beuxeTywJkkQpgbDM4PhaDCUjkxBJdpkZjiu89ChnW8e1bIsrAc+kQye/WT80oCUTCjFAlSizVbGyXW/eqTv2FFMUbCmsYHLlz/4KDM7gxUVgMBDtEZT/6kT3T98HQDy6fR0eHjh9p3k2Fh+cVHI5xVRJLIMQKBqiKIpjYZhWY3RWL9je8v+fXafz1LjggckQVienomNjs1+/XXi/riQyylCmSgqAIEngAAhWqfTmYxaB6dzulq+s3vTSwcZrRae0PzI3anw0EIwtDQUhkoEIRVTvu7ufSffre3qBID5O3fvfXUpFYkUFhfL2ayQzxFFIaqK4MkhjCiK0elovZ4xm6319Rv6d/s6Oyw1Lq3BAM9gdOBK8Oy53OysmEwAIfAQRDMazunq7Og99oZ/yyZYkyLLU4Ph6cFwNBhKTYxDJZOv1rlpU1NfX+t3diGEyvn8vd//4d4XvxNzOSmXkwVBEUUEBJ4IQpRGS+t0GouFa2ne+MrL3s4OvdFIMQysH0WSbn3x+/ErV8V0WsxkhFxeKhUVUSSKAkDgKWCKYhiGZbUWi7urs37HDveGJpe/AWEsC+LA+6eHP/4YVhPo79/z01NcoBH+pmRRioTD04PhaDCUmpyA1XQePrLnZ6dYuw3+6lRFufbxuZu//kxKJGQ+C5UIwirGrQcP7j953OJ2wxMqZDLZ+PLM4FAkGBQzGTmXE/J5oVgAVSWEIHg6CDDCNM3odIzRpLXZ/Dt29Lz2PYu7Bp7KzfMXr545U+Z5qIBUClvqGvaeON62fy8ApBeXpsPDsZGRxP2xYnJFKhRUUVRlCQiBJ4YAIVqvY3R62mjUWq3uzk5vZ0dtZ7vd64VnELkWvPL+mcTEODyCYpjdJ0/u+PHfA4BQKMzfG42O3F26fSczNyfwvFwuq7IEqgpPDAFCmKYxw2hMJo3FWtPR5unsrO1od29ogmdQyGQj4fDM9cFYKJRbjEElFWMVUzvffmvvOz+Bb6LKiixJty7+IviP/yjk8/AQRNEMx3FtbX3Hjga2bQWA2NjY0MVfLo/dl7JZMZ8XS0UiK0BUqBoBQJjCNM2wrMZobOjr8/f1uhr9dp8X1tXKQnRhdHRx5N7S3bvldFrK5WShrAgiAAFC4MkhmsaMRms0ai1mLed0t7dveumgq9EPz6CQyWTjy9PXb0wMXBH5rFIsisWiVC6BqgIh8EQQRhTFGPRas8VcX+/u7Ow4sK8m0AhVE4rF5emZ2OjY3I3BzOysVCjIpZJcLqmKAqoKTwQhQJgx6DWs0ej1mmpr2/ftbe3fBd9GqqIuz8zERsfGPvtNbCgMqyEIqxhv/sFre999R8uymKLg20vI5wfeO337wgWoRBBWMW4+cGD/ieO2Wh+sB1mUIuHw9GA4GgylJiegEkFYoaiNhw/vO3mctdmgaoVMNhuPzw7fjASDQiol5/JCIS8WikRViKoieGoI0RSj1zOskTGbvRs3dr10kPM36IxGTFHwhO786rOrp88UUitQScWU0evde+J458EXAWBlfuHul5cWR0YK0WgplRIKeVWWQVXh8YxuT+O+fQ07ttV2dBhtVlhNOZ/Prazc+/cvZ0LX5UJBKhTEfF4ql4kig6rC00NYw9BaHWM0MiZT24sHNr78ks5o1LIsPCFZFL86/cHQ2XNYVRFR4QGCkIqpQH//vpPvOhv9ADB7687418HUxER2ekrIF8RikagKqCo8EYQRTWlYo95mtzYFPF1dLbv6nA31sCaxVLr28Scjn38hJRNyjofnTMWUweXac+L4pldehqqJ5fL4H69Nh4f4+fnC0pLA83KpqEgSqCo8FUTTlEbDGFiN0WhtbOSam/3dWxp7tsC6kkWxnM9Hx+5P/PFaenZWSCYFnhfzeVWWVUVG8BQQIMTo9YzBQLMsW1NTv21b7cYuV6OftVlhXZULhWI2O/7Ha9M3wqXleHllRSoUZKFMFAUIgSeGACNKo9UYDFqrRetwNGzb2rZ3j4njdEbjjQu/GPz0gphMyJk0VKL0BobjArt29R07aq/1wXOAPv/5e9FQKDU5AavpPPLq3p+dNNhssB5kUUxFY0v3xyeuXF26e1dMp5RyGVaD9XraZN719lvbfvgD+Cbh8xcvf/iRxPNYVaCSzmL19vbW79jetK3H5vHAmiRBmBoMzwyGo8FQOjIFlWiTmeG4zkOHdr55VMuysB74RDJ49pPxSwNSMqEUC1CJNlsZJ9f96pG+Y0cxRcGaxgYuX/7go8zsDFZUAAIP0RpN/adObDxyJBWNxqcic0PD8dFRfn5eyuUQgqdGAFQCrra22u3bGnq6G7q30BoNxriYy/HLibmh4YWbt5bv3s0vLSEEzwjr9LTJXLe1p2VPv6sp4PT74UnMj9ydCg8tBENLQ2GoRBBSMeXr7t538l2L252Ynp4bvjkdup6LxYR0ClSCEKwDhAhF6+2O2i2b3e1tXCBg83nNLiej1cJTGR24Ejx7Ljc7KyYTQAg8BNGMhnO6Ojt6j73h37IJ1qTI8tRgeHowHA2GUhPjUEnvdFk2bKjv6Wne2VvKZJLT09PXgjOhEFYJIio8E6RiZKxxN+7aWb+129vebnQ4aIZBGMMzUGRZlqTU7FxyZmby6+D88LDE82qpiBCC9UAACELWhoaajs6a1lZ3a4vV6zZabQPvnx7++GNYTaC/f89PT3GBRvibkkUpEg5PD4ajwVBqcgJW03n4yJ6fnWLtNvirUxXl2sfnbv76MymRkPksVCIIqxi3Hjy4/+Rxi9sNVStms+nFeHp+PjU7G7t7b3FkRC2ViCTC+qIopNG4Wtta9u+r3djl2tDEaLXwhG6ev3j1zJkyz0MFpFLYUtew98Rx/7ae5cj00v3x6MjdlalIdmFeKZcwrA+CMNJqHYGAs7nZt3mju6XF6q7Rm0zwVCLXglfeP5OYGIdHUAyz++TJrW++kVqIJmdmY3fvLY2OpiYnS+kUhvVBEFYxsjX4uaaAu63N3dbqqKuz1LjgqRQy2Ug4PHN9MBYK5RZjUEnFWMXUzrff2vvOT6A6w5+ev3r6AyGfg4cgiqKsNvuGDTve+KG3tWVldm7u5q3xry7xCwtEFIGo8AwIgErA1d7u7uqq79ni6+zUm01agwGeWTGbTS1E4+MTsbv3EpOTqUiEiCIiKqwHQgDRNG0y2RsbN/Tv9nV22Otq9WYzxTAIIaiaWC6X+Fxyenrx3ujCzVsLN4eJICKiwrMhBBBNa+12m9/ftLOvdlMX19CgN5thTaqilPhcZnFxdvhm9Nbt+OhoMZnEqgpA4BkQAEKI1mLV2h2Nfb2B3u2c32/zeuDbRZHlqeuDkes3YjdupCYnYDVIq8Msu/l7r37nv73F6HTwrSbk8wPvnb594QJUIgirGDcfOLD/xHFbrQ/WgyxKkXB4ejAcDYZSkxNQiSCsUNTGw4f3nTzO2mxQBaFYzKfSK7Oz8fGJxZG7sZERpVggogjrC2FC03a/v3FnX+3mjZ72dr3JRDEMQgiqdudXn109faaQWoFKKqaMXu/eE8ebdu5MTE9HR+5GgtdTkYiYTqmSCFWw1jd0vvZ9/47tdq9XyxqgUimXL/F8cno6MTk1c/3G0r17qiiCLCGEYP0QhAlGdVu3BXbv9HS0u5ubKYahaBqqJoviV2c+DJ89hxUFExUeIAipmAr09+87+a6WNSRmZudv3p4ZDBcWY6XlODwbQgBrGIPL7WjesGH3Lm9nh83t1rIGeAyxVLr28Scjn38hJRNyjofnTMWUweXac+L4pldehm+iSJIsiqmFheTM3OzQcGzkbnE5LvJZBIBgHRAAlYCxxm2uq6vr3lLfs8Xu81ndNfDMVFVVJImPx2OjYwt3RhZu3c7H4zLPg6oiBOtCxZgxmmra290d7d6Ods7vNzs5jV4Pz6ycz5f4XHJ2NhmJzN+6szQ6KuV4tVhECMF6QIwG6/WuttaGrVu9nR3e9rbhz347/Mtfi8mEnElDJUpvYDgusGtX37Gj9lofPAfo85+/Fw2FUpMTsJrOI6/u/dlJg80G66HI83d+9+9TXwezkalSMkFkhRAVVqNzugxe37Yf/mDTSwfhm4TPX7z84UcSz2NVgUo6i9Xb21u/Y3vTth6bxwNrkgRhajA8MxiOBkPpyBRUok1mhuM6Dx3a+eZRLcvCeuATyeDZT8YvDUjJhFIsQCXabGWcXPerR/qOHcUUBWsaG7h8+YOPMrMzWFEBCDxEazT1nzrR8sKBO7//Q+RaKDczU1pJKKJEVAWeGdbpaZbtOvLdntd/oDOZGK02PhWJjo5NXboUvzOilMuqLMEzQwgDRekcdkONe+N3X9n2g+/Dk5gfuTsVHloIhpaGwlCJIKRiytfdve/ku7IkDZ77NHH/vpBKKYJAFBnWEUKIomm9zuj2uDo767u7m3ZsM9pt8FRGB64Ez57Lzc6KyQQQAg9BNKPhnK7Ojt5jb/i3bII1KbI8NRieHgxHg6HUxDhUok1mndtd09be0L05Pjo2c/WqwPNyoQBAYB0gxNCM0eTZtHHLD17ztrXqTCaKpuEZlAuFci5369e/uffbL6QcLxUKRFVAVWFdYY2G0uosfr+tubmtf3fTtq0D758e/vhjWE2gv3/PT09xgUb4m5JFKRIOTw+Go8FQanICVtN5+Mien51i7Tb4q1MV5drH527++jMpkZD5LFQiCKsYtx48uP/kcYvbDVVbHJ8YvXx16e69bGRKyPFKuUxUFQiBdYYAI1qnZyyWthde6Pvx37N2Gzyhm+cvXj1zpszzUAGpFLbUNew9cdzhb7hx7tP5oSExk5aLJUUUgaiwjhCmtVqt2WxtafFu2ty+t9/lb4CnErkWvPL+mcTEODyCYpjdJ09ufu17d37/h8k/fs3PzpUSy7IgEEWG9YQojYbWafVuj8Xv33L4lea+XngqhUw2Eg7PXB+MhUK5xRhUUjFWMbXz7bf2vvMTqM7wp+evnv5AyOfgYRhjA2vxN2z94etGu/3WL3+9eOeOyGdVQQSiwnqgtDrGaAzs3RvYvaumKWDzuOGZLY5PjPz+D4sjI7m5OSmfkwURiArrCSGKog16rYPzbd7U9fJLrkCj3mTCFAVV4xPJeCQye/1G5PKVYjIpl0pAVFgfCNMUbWD1Na7anu6tr73mCjTCmiRBWJqKREfuTl0aSIyNKUKZyAoAgfWAKApRtN7lMtXV9nz/+x3798K3iyxKN3/z23t/+Co3PV1KxGE1GqtNV+PufOlQ79Ef0FotfKsJ+fzAe6dvX7gAlQjCKsbNBw7sP3HcVuuD9SCLUiQcnh4MR4Oh1OQEVCIIKxS18fDhfSePszYbVCG9uDh3Z2Q+PBwdHCyn03K5RFQVCIF1hxDWahnW6N/V1/2D1+x1dXqjEWEMVbvzq8+unj5TSK1AJRVTRq9374nj7ra2G+c+mQ1dF1IpuVgkikwIgSo4m1t3Hf+Jf8cOSsNgjKHS8sxsfCoSuXJl4foNqViUhTKoBIDA+kO0wcAYjZtff23jd1/RmUxagwGqJoviV2c+DJ89hxUFExUeIAipmAr09+87+W42Hh+6+Mv0dKS0nFBFUZUleHYIYZrR2Wz2tva6nu72vf12rxceQyyVrn38ycjnX0jJhJzj4TlTMWVwufacOL7plZfhm5Tz+WI2e+fz341fGhDSaYnnVVkiigLrCtMMpdEY6+osjY0bD77Q2r8bnpksSeVcbv7W7ZsXLibGJ5RiUZUloiiwnhBgTOt0BqezpmtjXc+Wph3bLS4nPLPk3Hw8Eon88dpsKCgXi0qpTFQFVBXWC0IIY0qno1m27eDB7tdfu/vlpZEvfi8mE3ImDZUovYHhuMCuXX3HjtprffAcoM9//l40FEpNTsBqOo+8uvdnJw02GzyDlYVoKhoTstl8IjF/89byxISYySilIjwGIeDesqV2x/amHdvrN22EbxI+f/Hyhx9JPI9VBSrpLFZvb2/9ju1N23psHg+sSRKEqcHwzGA4GgylI1NQiTaZGY7rPHRo55tHtSwL64FPJINnPxm/NCAlE0qxAJVos5Vxct2vHuk7dhRTFKxpbODy5Q8+yszOYEUFIPAQRm/o+sEPfN1bxr78Kjp8U8yklXIJ1gkBIAj5erb6d/b5ujq4hobxK1cj10LJsbFcLIYQrCOk0WK9ru3gwc3ff9XMcUa7HaozP3J3Kjy0EAwtDYWhEgGkYmxtaGjZt1cul6eu/rEQjxNJBELgOSAEGKPR5PO52tobtvXUbGhy1NXSGg08odGBK8Gz53Kzs2IyAYTAQxDNaDinq7Oj99gb/i2bYE2KLE8NhqcHw9FgKDUxDpUo1qhxOlmOM3OO7Nx8cmwMVAXBelIRMvt8/p07G7ZtbejuNljM8FQUWZZFcXFsbOH2yOz1G9HhYURURAg8H4QQrc2uc7raXzzQ3L87/P/8y+hvfgOrCfT37/npKS7QCH9TsihFwuHpwXA0GEpNTsBqGr+zp/vNN3RmM/zVqao68sXvxy9fVjIZpZCHSgRhFePWgwf3nzxucbuhCvl0enlqemFkZG5wKDs/V0osE1lBCJ4fghBB2Nfd3fbSIW9He02gEVMUVO3m+YtXz5wp8zxUQCqFdQ6udf8+g9U6eflKKhIhkgiqCs8HZjQ6p9Na31C7eaOvs8PT2mKwWuEJRa4Fr7x/JjExDo/AFNV04AVfT/dseCh+956YTcvFIjwviDIadXZ7Y1+vf+tWd2uz1eOBJ1TIZCPh8Mz1wVgolFuMQSUVYxVTO99+a+87P4HqDH96/urpD4R8Dh6GEGi0Oifn37FDo9dNX/06Oz+HVQJAYJ0QAojCXGtbTVdXy57+2o1dDMNgmoanUkinF+9PLNy+PTs4xC/MS9mMKsvwnGCMGI2lrq5ua0/D1h5/T7fOZIIqqIoii+LS+MT4lT/Gbt1auX9fLpcRgvWFKArr9FxrS+crr9Ru7LJ53IxOB48ghCiimE9nxq9cnbl+Izk6WlheRgjWHdbpGLOl85WXW/bttXrcRpsNvi1kUbz+6cWRL74oLy6KmTSshvV4ba2trXu+s/HgC7RGA99qQj4/8N7p2xcuQCWCsIpx84ED+08ct9X6YD3IohQJh6cHw9FgKDU5AZUIwgpFbTx8eN/J46zNBmsq5XIr89H4+Hj0zkhyYiIzPa0IAkLw/BAAghDX0tK4a1fD1u76zZtpjQaqdvvXv7ly5oPiShIRAg9RMaW129sPHjS7a+7/4cvk+H0iSqAqUDVXW9ueU6f8vduhUi65kl5cWhwdXbo3mhgbS0emEELwPBEAAqi+r8+/q6+he4unpQWqJoviV2c+DJ89hxUFExX+E1Ixdnd1db16JLu0NPa735eSCbVcBkJg/VBanc7pdHd2dRx60dPaYrBaaIaBR4il0rWPPxn5/AspmZBzPDxnKqYMLteeE8c3vfIyPJ4iSbIoRu/dW7gzMh8eXrp7l0giyDI8N4zZorXZ/X29/u3bapoabV4vPBVFkguZTDYeT0xOxu6MzF6/XkgkMCHwfBACtMFg8vpc7W2Nfb01zRtsbjej08JTKefzhUx24fadufDQ8tjYytQkIoCAwHNAAAhCnq6NDb07lianFsfHlWxWLeShEqU3MBwX2LWr79hRe60PngP0+c/fi4ZCqckJWE3nkVf3/uykwWaDZzDy5aWxgSuZ6el8LEpEUZUlUFVCCKyGECBAul57rfuNo2bOwdps8E3C5y9e/vAjieexqkAlncXq7e2t37G9aVuPzeOBNUmCMDUYnhkMR4OhdGQKKtEmM8NxnYcO7XzzqJZlYT3wiWTw7CfjlwakZEIpFqASbbYyTq771SN9x45iioI1jQ1cvvzBR5nZGayoAAQeQmk0NVu6TT5f/Nat7OwMqCohBNYVZWApk2nLa99v2dN/418/vv/7fwdZAkWB9YX+L0/P1vrduxq2bK7raIfqzI/cnQoPLQRDS0NhqEQAVISQRqsxGpGqyvkckWUgBJ4bhDCiKYOzxtrSEujr7Tqwz2AxwxMaHbgSPHsuNzsrJhNACDwE0YyGc7o6O3qPveHfsgnWpMjy1GB4ejAcDYZSE+NQiWKNGqdTlWSJz6pCGUQRngOk0VCssek7/bvf+gd7bS08FaFYKPG527/6bPjcJ3KpREQBnjeEAePGffsa+3dPfPG7+eA1WE2gv3/PT09xgUb4m5JFKRIOTw+Go8FQanICVuPs6KjbvVtjMMBfnaqqC8M3l+7eJcUiEcpQiSCsYtx68OD+k8ctbjdUITp2P3zxl4u375SWFpVyiSgK/FVo7A6Dz9d58MXtr32f1mqgajfPX7x65kyZ56ECUikMjEZrNlMUJWXSSrkMhMBzhBBFUVoNbTLX9vT0/ejv3C3N8IQi14JX3j+TmBiHRyHEWG20kZWzvFzIg6oSQuC5QQgjmqLNFlsg0Pejv2vetROeUCGTjYTDM9cHY6FQbjEGlVSMVUztfPutve/8BKoz/On5q6c/EPI5qIBUikJarc5mozAWVpJKsQjPA8MYHFzP3x1rf+GA3mzW6HTwVBbH7gf/9d8Whm/K2awqikRVAQg8PwghmsF6ffO+ff3//W2rxw1VkAShlMtNfX0t/G9nM3NzIEtACDwPCLOumpotW/w7trfs6jXa7fAIoqqlXG5lfn7wXz+eunIVJAlUBZ4HhChG49q8xbe1p3lnr6+tFb4tZEG8dvaTO7/5rZhMyHwWVmNr2uDdsT2wffuG3u0UTcO3mpDPD7x3+vaFC1CJIKxi3HzgwP4Tx221PlgPsihFwuHpwXA0GEpNTkAlgrBCURsPH9538jhrs8GaErNzd7+8tDB8Mzs5IfBZVZaBEHj+KIOBtli7Xnl5549/pDOyULVbn/328gcflpJJrCrwEBVTSKdj3W5Gqy3GYhKfBULgSbja2vacOuXv3Q6VZm/dGb8WXLp9O3F3hEgyUWT4q6BYo97l2vlf/2Hzd1+Gqsmi+NWZD8Nnz2FFwUSFSoYat62tXcxm0/fH5HIJCIF1hf4EU1a/v+mFF+p7uj3NTTqjER4hlkrXPv5k5PMvpGRCzvHwnKmYMrhce04c3/TKy/B45UKhxPPDF35x68IFVRCIKAIBAALPDcIYYUrn9lj8/q2vfa/tO7vhqQiFwuLE1PytW5FLA6lIRBVFoirwPKE/oWi2xu3atLFh+7aWnX1Guw2eyspCdHFiMnLlSuTSJUUQiCzDc4YZBmu0KkIKASQKIIlQidIbGI4L7NrVd+yovdYHzwH6/OfvRUOh1OQErMazpbv5xRc0LAtVIKpKVEWVZEUUCSFACAKCCMTuj8cnJksrSZHPIgAEa9E7ONbt7njpUNfLhxidjtFq4ZuEz1+8/OFHEs9jVYFKOovV29tbv2N707Yem8cDa5IEYWowPDMYjgZD6cgUVKJNZobjOg8d2vnmUS3LwnrgE8ng2U/GLw1IyYRSLEAl2mxlnFz3q0f6jh3FFAVrGhu4fPmDjzKzM1hRAQg8BFGUocatMZmKS0tCNgN/AVOIpjUmk85iMXGcyckxWi2t0ciCIJbLhUymmErnk0kxxxNZBlWFVWGK0LRv0yZnc9N8eCg5Po4AEDwEIYIpWq/XmswGu83kcOhMJr3JCIAIUVML0cziYjmTEfN5IsugKvB4Rq/P1NCw5ch3O198AaozP3J3Kjy0EAwtDYXhESpCgBDCFBCCVAUIgUoEADBmWKPGaGLtNtZmY+02rYGFB4RCIZ9KFdLpYjot5nJiIY8IQbAW2sDqHA7Ppk0b+ne5Ak2OOh+mKKja6MCV4NlzudlZMZkAQuAhiGY0nNPV2dF77A3/lk2wJkWWpwbD04PhaDCUmhiHSkijpQysKktyqYgUFQGBhxBAQFEaltWazQabjbXZjHY7o9MBQDmfL6TT5XxeKpZKmUwxk0aKDKoKq0KYUJRn48bOI4d9nR12n4/WMFA1RZZlQVi8Pz43PDwfHooNDQNREawJU4imab2eYY2s3WZ0OPQmk85ohAcUScrG47lEopBKifmcIoigKgj+EiHEGmiyNTamJib4+TlYTaC/f89PT3GBRvibkkUpEg5PD4ajwVBqcgJWY3C6LPX1mKHhr44QyC0u5peXiSSBIkMlgrCKcevBg/tPHre43VCFpcmp21/8Pjo8nJ2clEtFeByEgKYpjZZhjVqTUW8yG6wWo91OazQAoEiSJAqlbLaQyUilslgsCdmMmM8hAASrw1odxbKdr7zc+6O/05lMjFYL1bl5/uLVM2fKPA+VCMIEY0zTCIBIEqgKVCIABIDS6mi9QW+16K1WS43LaLPDA7IklvP5YjqTX0mVMhmBzxJZQoTAGjBGDGNrDDTv31/fvblmQ5OOZaFqkWvBK++fSUyMw6oYBlE0kSRQZHiECoBpGms0eovVYLebXS5LjQsAwZ+pqlLO5Us8n19ZKabTQi6nCgKoChACj4MQohmdwx7Yvdu/Y7uvo93sckHVCplsJByeuT4YC4VyizGopGLPFJw6AAAgAElEQVSsYmrn22/tfecnUJ3hT89fPf2BkM9BJRVhoDCl0WIEalkgigwPEAACgBkGazQmp8tUU2O02wwWKwCoilLO58r5glAslnm+mEpJhTwRRaKqsBoCQBvYht27/H19DZs3Oepq4QmV8/mlyan54ZvjX36VmZkhkgREhdUQAECI0hsYA6u3WnQmk9Zg0BpZvdGkqko5lxeKBaFQFPJ5IZ8XCwWpWECEIEJgdUjFyNXe2fLC/tpNG72tLbRGA2vKxpdnb92eCV2f/eMfy+kUglUQAECY0us1JpOJ44wOh9FuY3R6AJDK5XI+n0sm+fiymOPFfB4BQbA6xsDq3Z7GXTu3vf6azeeFRyiSND00PBMOz30dTE6MIwAEf4kAEABKq6P0eqPDYeQ4o91usFgAQFXkcj5fzGSy8eVSKiXm80SWEKwOYWyocds2bNj6+g+ad/XBt4UsiNfOnrv9m99KiYSc42E1tdt3dH7/VXdLi6OuFmMMz0c2Ho/dHxfyBVg/tEbjaW1x1NVC1YR8fuC907cvXIBKBGEV4+YDB/afOG6r9cF6kEUpEg5PD4ajwVBqcgIqEYQVitp4+PC+k8dZmw3WlIrGxq8FZ68PxoeHhGwWIXgMBBRGNEPr9VqTibXZWLvNaLPTWi08kF9ZyS7HxWJJLJWETEbM5xAAgsegKMRoNuzb1330dZvPa7LboTq3Pvvt5Q8/KiUSWFXgISrChKIYg4HCWCkWVFGESgSAIERptZROjykKUxSmaYSwLAqKICii6Gxq2nPyXf/2bVBp4d7o1I3wfCgUHbyBASEEq0OIYIrSahm9QW+1GGw2o91utNsAEPyZIsvZeLyQTiuSJBWLxVRKLhYRIQAEVkVRNGvc+Nr32198wVJTw1otUAVZFL8682H47DmsKJioUIk2sFqHQxEEcWVFVWR4CAFANE1ptDqrlXU47D6fwWoFAFWRJUEo5/PFdKaYzZayWblYUEolBI+ls9lszS2Nfb1dB18wu1zwCFkUx678cXowXFxeFrJZWE0pmy0mk4oogCzDX0AIaJrRG1iO07AsrA0hrNGwTm7z4e8Gtm+Dx5u/MxK5cWP+xmBseBgRguBxEEGI0ukYA6s1slqjUcuyGoNBbzJqDIZyLl8u5IVCUSjkS5mskM8rpSKRZQSPRbFGnd3R8fJLzd/ZbXHXsBYLVI0QIgtCNr48NnB59sZgamKinEohBI9F04hhNKxRY2AZvU5rZFmrVWc00hqtLAj5dLqcy4mlkpDLCbmcIpRVUUTwWAxrNNS467b2dL500FFfpzMaMUVB1cRyuZzLz9+6PfX1tcT9+6mpSSAEwWMRAETRWKPRWcwGm93kcllqXBhT8GeEqOVcvsTz+ZVUIZ0Wczm5XEKqAoTAIwghQNFAUUhRQFWgEqU3MBwX2LWr79hRe60PngP0+c/fi4ZCqckJWA1jtWldNYimoApEURRRkIslqVAgsgxExYRgQoiqEpX8CQCBb+Ls7PLt2B7Yvq2xpxshBFUIn794+cOPJJ7HqgKVdBart7e3fsf2pm09No8H1iQJwtRgeGYwHA2G0pEpqESbzAzHdR46tPPNo1qWhfXAJ5LBs5+MXxqQkgmlWIBKtNnKOLnuV4/0HTuKKQrWNDZw+fIHH2VmZ7CiAhCoRAABAkQIPAIxGtDrzbW1XCBQ29VZv3mjwWLRG41Fns+nUkuTkaXx8didkezcHCmVQJbg8QhFEYpCsoJUBf4CpohGo3Nwlro6d2tLbUe7o77O4fMihBRFGbvyx8lgaCUS4aNRUiqBJMLjEYwJRfW/e3zXP/wXqM78yN2p8NBCMLQ0FIYnpyJEKMro8Zpra90tLe7WZm9ri9XlggfSS/HY/fHF++Px8Ql+YaGwFEOqigmBtaA/MdXXOzdu3LCzr+07uxmtFqo2OnAlePZcbnZWTCaAEHgIohkN53R1dvQee8O/ZROsSZHlqcHw9GA4GgylJsahEgEgAAgAwSpUhJBGy3o81vp6d0uLu7XZ19pqtFkBIBVbio2Pp2OLueVEcmoyOT4BooBkCR7P6PW5Nm0O7Oxt69+tM7JQNaFUKmWzd7/43eC/fSxms0hR4BsxDNLr9Q6nyeP1tDb7OtoddbUOnxceKBeKkaGhuVt34vfHsvMLUo4ngogRIPhLBFOEwkhRkKrCagL9/Xt+eooLNMLflCxKkXB4ejAcDYZSkxOwGoQQIAx/K+T/AiDwCIKwinHrwYP7Tx63uN1QhVQ0NjUYnrt+I3b9usBn4XEwRjo9Y7GYPF6rz+doqK9pCvhaW/QmIwCUC4Uizy9Pz8SnIrnkSj6RTE9N5aMLGAGGx0Oo7eWXt//Dj01Op8FshurcPH/x6pkzZZ6HJ6QCqAQ0druOczoDfldTU2NPt6+1BR4o5wsr0Vh8amrh7mhyaio7O6MWi1hV4JswJjNbVx/Y2dfzvcNWtxuqFrkWvPL+mcTEODwWAiDwCAKgEKD0esZsdgQC7rZWf/eWxp5uBP9BlqSVhWhiZjZ6b2x5YjK7MC9m0kgSQVVhTYhmGKvV1dG+88c/atiyGapWyGQj4fDM9cFYKJRbjEElFWMVUzvffmvvOz+B6gx/ev7q6Q+EfA4qqQQACPoTQAAEHqICqARolmXM5totmxu2bvW2ttQ0+gFAEsVUNJaOxTLx5dTc3NLYWGFxUeFzRJbgMRBNa501XFvrjqM/DGzrgSeUji0O/fLX08FQYWFeyvHweCoAwZSW44xuNxdodNTVWWpqbB633edTJGklGs0sLWXjy5lYLLMQyy0tFeJLWFWwqsLj0WaL1lXT8eILvUdf15mMsKbo6Nj1T87Hbt4UlpdVUYDVqACEonUcZ66tre3q8nV2eFubTXY7AOTT6VQ0Nn/n7uzQcHZuLh+LYiAYVkcAqQgFdu/e99OTzkAjPEIslr7+l3+985vfyOmMUizAalQAlYDGatVyTl9nR+3Gjd7W5ppGPwBIgpiKRpemIrPhoeX74/lYVC4UMAIEq1MRMnDOPadObPruK/BtIQvitbPnbv/mt1IiIed4WE3byy/vOXXC5HQijOG5mR4avv7J+cziIqwfvcm8/ejr7Xv6oWpCPj/w3unbFy5AJYKwinHzgQP7Txy31fpgPciiFAmHpwfD0WAoNTkBlQjCCkVtPHx438njrM0Ga8qtrCyM3p8Jhqa+/LKYTGCEYFUIEUaD9QbW6bTU1rpbmz0tLd7WFtZihgfmR8emh4Zzy4lcciUTmcrNz2MEGNbi7dm64cUXfZ3t3tYWhBBU4dZnv7384UelRAKrCjxEASAAFCCEAAiBR6gIqQhpLFadg6O1GkajpXQ6TNNlPlvO8iKfddTX733nf/i39UCl5emZhdGxqa8uRQYuYUAIweowRTQajcXCck4uEKhpbfa2tvhaWxBC8GdiuRwJD8fGx8VCMb+8vDw6VkwsY1VBhMBjUBqtr7e3vq+3sae7JtAIVZBF8aszH4bPnsOKgokKj1ABIQAEBB5CCBAEWG9gLBZHY8Db2dHav8vdFAAAURBKPL+ysLA0OZWYmk5MT5fiy+JKAhFACFaHsUozgd279777jrPRD49QFSU5N7+ysJCNxwuZLKxmZXp6cWREzvKkVAIg8DCMkV6vd7o8XV1mjxvWhBDSsixrs9V2tHN1tfB4g59euPpP/yzneBDK8HgEYRVjrdXGut1Wn9fq81pqaqw1LrvPZ6lxpaLRVHQxG4+nY4uJ6ens/EJ5JakWixgBgsdBtE7r6+2t6+0N9HS7Gv1QNVVRijy/PDl5/V/+be76daQoiBB4PKTXY4PR5PGY3G6jw271uN0bmmw+r8FsLmb52P3x1EKUTyQyC9HM/JyYycg8jwAQgschCLk3bur6/vd8nR12n4/WMFC1fCqdikbHv/zq7q9+JeXzQAg8HgFQCWCdjjGbbQ0NNW2tDVs2B3q6aYaBP1MUJRWNJWfnFu6NxscnsgvzwsoKkiRQFXhClN7AcFxg166+Y0fttT54DtDnP38vGgqlJidgNVirowwGQAiqQIhKFEWVJFWUiKoCEEQAAYHqMEaT1mZv6N3Rsm+PvbbW5nFDdcLnL17+8COJ57GqQCWdxert7a3fsb1pW4/N44E1SYIwNRieGQxHg6F0ZAoq0SYzw3Gdhw7tfPOolmVhPfCJZPDsJ+OXBqRkQikWoBJttjJOrvvVI33HjmKKgjWNX/366j/9z3QkQsplICpUIgT+BCH4/xCEDBznamkxe70Gu91gtxvsdkuNy+quYXQ6WqORBUEolfIrqdzKSm4pnpqbj4/dz87PC+mUIgqwGgKIIECEIPgPhACl1Wrtdmttrau1xVxTo7NYTBxndjkNFovebEIIEVVNzM6tzC8UU6lcIpGencvMz+eiCwKfQwgeRQAIwlt/9KOeN17Xm806loVvMj9ydyo8tBAMLQ2FoWqEgMZi0dntzqYmLtCoNZt0ZouJ44ycw8w5dEYjPFDK5XPJZC65kk8myzwv5PjU7Hxqdq6wvFxKryAABKvTmC16p7Opf3fnS4dMTs5gNkN1RgeuBM+ey83OiskEEAIPQTSj4Zyuzo7eY2/4t2yCNSmyPDUYnh4MR4Oh1MQ4PIIQ+BOE4GGMyay12txtrY5Ao9Zk0lutRs5h4jgz59Do9QBQyuX45EqZzwmFQiGVKiST8fGJxMSkmE6JOR5WozFb9G5Py/69219/zWC1QtXiU1OR6zfmbgxGw2GlLCAgsDpEENLbHa6WZrPXa3DYdRaL1mQ2cQ6zy8lazHqzGR6QRTEdW8wsxfPJRGElVeb5bCyWmIyUUitqsUhUBR4gAAQhRAiC1QX6+/f89BQXaIS/KVmUIuHw9GA4GgylJifg/1cIwirGrQcP7j953OJ2QxVKuVw6tjg3fHNi4HJ2dk7IpIiiwAOUwcCYzK6mgL2+XmM0aoxGrdmsM5tZq8Vot5s4B6PVAoAsipIgFNLpfCotFIpCsVhaSeWXl5fu30/PzEo5XhHKsBpXZ1ftzr7GrT2NPd1QnZvnL149c6bM81AdQoDW6xmzmWtsrGlr1ZpMNMuyNpvRYbd5PWaOgwdkUSzyfD6V5pcThZVUKZ3ml5ay0Wg2FuVjMaSqCFaHNVrGZHJ3dbW+eMDT2mrzeGgNA1WIXAteef9MYmIcqoZohjIYrLW1ns4O1mGntDqD3WZyOq0et93rhQdURSnyfCGT4ZcT+ZVUOZMtrqzklpcz8/OpmWmlVEZAYFUIY63WXFvbevDFhq1bnQ31erMJqlDIZCPh8Mz1wVgolFuMQSUVYxVTO99+a+87P4HqDH96/urpD4R8DioRAn+CEFTAFGIYa11dTXsby3E6i9ni8dp8XpPDYbTbAEBVlGKWL+Vy5UK+mMnmE0l+aSm7EM3MzqZnpuWygBD8JYSxwWAPBHa//VZz/y6omiyKqdji0tj9sT98GR+5K+V5VRThEYSAwelkXTX2hnqrz8uwrMZkYm02g9WiY1m9yaQ3m1RFLfF8OZ8v5/OlXK7E80IuL+ZymWg0G43x0WgxkUAIHoU1WmwwNOzY0fHyIaffb/N6EELwGHO3bl/9n/9r6c4dUioSRYFKBBBmGHdXl6utVW+zs5zDUlNjdjlNHKc16AFALJWKfI6PL6djsfzycj6RiI/dT4yPE0kCRYb/hAhCOrvd2dzs793R8eILZpcTHiEUClf+8Z9u/eIXRBBBlqASASAI2Rr8no1dxpoag91urnFZampMnMNoswGAKstFPpdPpdKxRX5pqZBIJCPT8Xv3hGwWFAWAwAMEIUQzXHOzp7Oz/cUX6rdsgm8LSRCu/vP/vvmLX6r5PBHKsJr2l1/Z87OTJqcTnqfJr4Nf//P/Ss/Pw/rRW6y73v6vXS8fgqoJ+fzAe6dvX7gAlQjCKsbNBw7sP3HcVuuD9SCLUiQcnh4MR4Oh1OQEVCIIKxS18fDhfSePszYbrEkolXKJ5NL98ZnrNxJjY+mZGUUQEIL/QDOUVusIBOz19XqbTWe1aFhWbzYbOc7EOcycg9Hp4IFsIpGOLQqFglAollKpQiKxdH88NT0t5XJKuQSrMdXW2Vpa2vbt3XjwBYQxVOHWZ7+9/OFHpUQCqwo8hAAQAASA4GFIxcjs9jibm40cp7OYGYOBNrCYpiiKxgyNMJbKZVkQ5HKZtVj8W3usXg9UKmQyfHJldjA8d2MwPT3NLywgBP8BIYIpvc3m3NBk9nj1NpvWZNKwLGu3GTmHmeNMnAMhBH+myHIqFsslVxRREvL5fCKRnl9ITE7mYotCJqVKEjwCU7Sxro5rb+s+crhx21aogiyKX535MHz2HFYUTFR4BCHwJwjB/4sgRBB2bmh2bAiwDofB4WDtdpPL6WyoN9rtAKDIsiQIxSyfT6UKqVQhnS6tpEqp1OLdu/HRUUQIgkchFSFfd3f3G0c9HW1mjqNoGh5CVLXI50q5XDmfl8plWM3s8M2xry6V4nGFzwIh8BBE0ZTFYvX721/Y72pqgjUhhCjm/7AH329tnvfi+N/3/ejRniCBQGKJvTEbjI3B8V5p6pHRxm7TUNvpP9PrckLs9rSnbZq2mGC3jWOnSWyGbSQsMTwAIxCIDRICLdB6nvt7Puf7i2UEyDZu2l7n9aK5AoFEGSuUSiESm3Vy+vGT8fvd43fvkkAAWAbWIQA8qUyRmibTJIpVKr5cxhNL+FKJQCrhi8V8sVgglfDF4lWXa83l9nk8Prfb61heczpDq6uuubn54RHPwnzI7WaZEKyDKY44MTE2K7Pg4IGUslKax6M4HIiC3+s13+8e1/fMDvQ7p6cxIbAOQYggHJuWFpeVKYyNFcTE8CQSnljMEwr5ErE4NkYokdB8ftDnc9mXVl0uv8frc7nWnE6f0+l3OueHn9rMZhIMAhOCdQgBUXy8MicnfWdtXmODQCqBqE0/fjL03e3ZgYdLI0+ZYBBBBIQA4lCUUCRNSEjMyxPHx3H4PIFcLlapFGq1IjEBUxT8L8Kyqy736orTaVv02Jd8TqfHZl+ZnnJOz7hmZ0OrqwgIRIcSCGmlUldbW336ZIxWA68BuvXLSzMGg2PUDN8nhDASJmhkGRm5e+qL9u+lOByImqnteuflK0GXC7MMhOPL5IlVVcmVFenlpYqEBNhU0O8fM5omjKYZvWHZMgbhOBIprVTm799fc+YkTySC7eCy2fUtrSPtHUG7jVn1QjiOVE6rlDuOHa0+fRJTFGxqVG+4/9nnDrOZcbkIy8DmECIcTlxuXsHRI9rCghhNIs3jwaYcM7MP//Gt9YHRaR4JuJwQHYIwVyaXZ2SkVlYU7X9DkaCGTa253Jbe3gmjabpb75qZRoRAZCjnyJHcQwdjk7Xy+HjYytTjJ2Om3mm9Yb7XBFFCGDCSJKfKMzIK9+3Nq98FL2Kk2/D07v3Fx4+WzGbEsoiwEAkhQICk1O4sOH40Pj1dmZwECEEUhjq69C1X3VZrwG4DQuAZiENzlaq4/Lyq06dSS4pgU0woNGY0jRtNM3qDwzwCW0L/A4s0Wnl6+o7jR7J31kJ0Hn17+8l3d1bMZs/UJACB9SiKpbl5Bw7UN/1MooyFaBBCAJ523e3+7POViXHW7SYsCxvBFKFpZWZWwZFDSUWFMRoNV8CHKIQCgVWXc+rx4KOvv10aGQnYbWzAT1gWoqOrq9v90UWlLg2+V6FA0GIyjRtNM3qDY9QM/1YIwizG2fv2NVxokqnVELXpwaGH//hu/uFD55iZ8fuBEIQwojBXqRJpNAX73sisqRLIZDyBAKK26nL1/u3LkY5O79SUf9kBkXBkclqpLPvBm9WnfgjR6W+7fre52edyQVQQQYgfqxRrtblvNJYdO0rzeRC1ObPZYuqbfGCcMT4gwSBiGNiYLDklsaIitbI8vaKcLxJBFCzd+q6Pm23mEYgKQhhxhCJapdLV1FSefCtGkwhRc9nts09Hxg09Y+0da0t2xDBACGyAJ5XF5hckV5Tn1e+K0WogCt4Vp8VkmugxzhoM7rlZCMdizGKq5tzZ+g8/gOj0fdF295NP/R43RAHx+JRIpKvbWfqDEwqNRiiVIoRgU85F2+zTkfH73aPffed3OhEQWIclRK5N2nXxQnbjHvS/IAo+j2f0gXGixzj7oMc1NQURIUQQUuXlxxcV5ezamVa6A6JGCBnv7Rvv7ZvSG+yDg0BYIAQiic3OTqys1FWUp1eUY4whEkLIhNHU8XHzwuAgRoDgeYSiOGJx+dtvFx4+KJBKeUIhbMzn8ay6XP1/+/LhlzdYj4ddW4X/H0KAMeHQyozM/MOHkkuKYjSJXIEAwhFC/B5P+8fND9vaECCE4HkYE4rKaGioeOdMjEYjkEoRQrCBoN+/5nJZeh6YrratTIwTvw9YFv4fhBAQDk2JRHmHDuU07onRJEpiY+E/RdDnu9N8pbe1lWIYRFiIJPfgod2/uCBRqeB1Gmnv6Pq4eXnSCttHIFfUXTxffOI4RM3v8XRc+uThtWsQjiDMYpzZ2Nhwvkmh1cB2CAWCFpNp3Gia0Rsco2YIRxBmKKrwyJE9F5pECgVEwbm4OPt0ZPx+9+jtO37nCiIEIQQIYaGIlstz9jZm1u2M0SRKYmMhan6v1/S3G8N32r1Tk36HA4DAelweEgjKTp/a/dNzGGOIwsCNm52Xr6zZbJhlYEsURWiuZseOwsOH1NlZMZpEisOBlzI/OjbzdGT02+8m9d2IECAEIQQUBTx+jE6Xd2B/cklxjEbDEwogaguW8Yf/+G6mt9c5ag6ueoEQeB4iNC1OTNz94c/y9+2FKIQCgTvNl00tVzHDYMLCVgiHBprOO3Qob/++GE2iLE4FW/F5PKsul7Hlan/rF4hhEMtCJDEZmbqGhuTSEm1uDlcggBc02N5paGl1W62BJRsQAs9ANM2NVcUV5FefOZVSVAivhhAy3Nml/8tVl9UaXLIDIbAeQgRjWXJKRkNDStmOxOwsgUQCUZt9OtL7ty/nBh56p6cY3xohBNYhhAiVqtJ3387Z2yCSK7gCAWyFsKx7aanzV78Z/PprHAwAw0BEHJrQdPbevQWHD8ZoNHJ1PETH5/Gsupx9f/3y0Y2vWK+HXVsDQmAdgjCLce6BA/U//1Aap0IYw1bI/2DZwW+/6/z0imduFhMCGyAIUwI+TxWXVFZWdfKt+HQdRM1ls1l6+6xG07TRuGqzoVAICIEoUAIhrVTqamurT5+M0WrgNUC3fnlpxmBwjJrhe0II8GQykTpBnZ+XVFYan66LS01BGEPUTG3XOy9fCbpcmGUgHF8mT6yqSq6sSC8vVSQkwKaCfv+Y0TRhNM3oDcuWMQjHkUhppTJ///6aMyd5IhFsB5fNrm9pHWnvCNptzKoXwnGkclql3HHsaPXpk5iiYFNjPQ+6//SXpZGR0LKDMAxsjEVIpFJpS0s1xUWJ+fmy+HiBRIwpCjblc3sWJ6wTD4xDX33lmp5ChMBWuCKRIj1DmZkZl52lSk+PS03hi0WwqVAgsDK/sGAeHb13f2FwcHV+PrS2CpGod5QmlpVlVlclFebDVqYePxkz9U7rDfO9JtgKASAIqTKztKU7ZBqNJCEhLjUlNkkLL8IxM+uYmVmZmnZMTEz39dlHRxEhCCIgBGTJybG5uTn1u/P2NiCEIApDHV36lqtuqzVgtwEh8AzEoblKVVx+XtXpU6klRbApJhQaM5rGjaYZvcFhHoGt8BQxfKUyuawseUdJfEZ6jFYD0bFNTC5YLMP/+Mba3U2CQWBC8ByECcZ5Bw/uvvhziVIJUQis+VadTnNXV9/VL9zzcyQQAEJgPYQQzRXFx6dWViYWFqjSdVKVii8RUxwORIFlmGAg4LbZbeMTS1br8oR1aWxsaXSUDQYRgi3p6up2f3RRqUuD71UoELSYTONG04ze4Bg1w78VgjCLcfa+fQ0XmmRqNUTNbV+yTVgn+/onDD3u2dk1h12RkqrMyFCkpsSkpKjSUhSJiTSPR3E4ELWQ3z8/Ojb96PHTb79bHBpCDAOEhXCIx0dCQeXbb9edex+i0992/W5zs8/lgq0QAkKVKjYjIzY9XZmui89IV6enYw4FUfMsLzvnF5as1qXxiZmBh3OPHyOGAZaBSLgSqVCtztxTX/7DH4gUCoiCpVvf9XGzzTwCWyEEuBJJbEZGrE6nSE2Jy0hPzMriS8QQtcDamtvhcM7OLU9OTvc/tD54EPB4IBiASCguj6dUaktLK8+cUmdlQhS8K06LyTTRY5w1GNxzsxCOxZjFVM25s/UffgDR6fui7e4nn/o9btgcphBNx2ZkpNXWJObnqTMz+RIxh8tFCMGm/KurHsfy+APT0DffOq1Wv2OJsAyEIwAilSr/+HHdztrYJK1QKoUoeJYcpmt/NXd2rs7NBlwuWIcQkCUnx2ZmqvNyE/JyY7QaeXw8vIiV+YWVubn5oeH5oaGFJ4Ou6WmEYD2BKk6cnJy/743SY0cxh4J1QoGA1+m0PjAZ//j50qgZQQSqvHx1YYGupjqpqJDm8SgOBzYWCgRCgcDC6Nj805Gxrq5pUy+wLKYwVyqXJiYkFhaoc3JUujRpXBxfIqY4HAjnXXE6FxaMn/3x6df/QAjWkyenaMpKk0p3JO8oEUilNI8HG2MZJuj3r8zNzz99au0xjt+/73e5EMvSEglXJkvMz08sLFDpdDEpSQKxmCsQwH+KoM93p/lKb2srxTCIsLAOIZB76GD9Ly5KVCp4nUbaO7o+bl6etML2EcgVdRfPF584DlHzezwdlz55eO0ahCMIsxhnNjY2nG9SaDWwHUKBoMVkGjeaZvQGx6gZwhGEGYoqPHJkz4UmkUIBUfCvrnocjtnBYavRuDj81DE6ylcoxOqEuKzM+KzM2NQUhVYjEIu5AgFEjQkG50fHZp4MjnZ0Ljx5wvp9JBSC51AUoTjl77xdf74JYwxRGLhxs/PylTWbDbMMbAJjRNOKlNSUqsqE3HXxECAAACAASURBVFxVuk4UoxCIxQhjeCne5RW3wzHxwDhl6l0aHfUsLvBjlFJNYkJubnxWplKXJo1TCSQSisOBqHlXnLYJ62Rfv+XePdf0dNDlJAwDz8GUWK3edf7n+Qf2QRRCgcCd5sumlquYYTBhYWMEgCCkLijQlpUn5ucmZGfzJWKeUAhbCQUCoUDA0vPAojcsPn7iGBuFSIRx8TG5uem1NQWNewRSKbygwfZOQ0ur22oNLNmAEHgGomlurCquIL/6zKmUokJ4BaFgMOjzDX57+8Hnf161LbBrPgAC4QggvkKh2VGSWFgYn52l0GjEMQoOlwtR8zgcC6Njs0+GZh4+dFonvQvzbCgI4QgAVyxOqqpOrqpMK9sRq9XCpliWXZqanjebn3x5Y6rnAWJZICw8h+IgmlYXFKRVVaoyMlS6NL5EzBeJIDqhQCAUCCyYR+dHzFajae7xY8brZf0+eB4iCGkrKgqOHVVnZ8VqNZiiYFMum21meGT8fvfY7du+lRUEBNYhBDgCQUxGRmx6ekxKSlyGLiE7SySXQ9T8q6vOhUXn/Lxrbn7u8RPrgwe+5WUSCgIhsClKIKSVSl1tbfXpkzFaDbwG6NYvL80YDI5RM/zzIYQwhWmORJsUV1Cgq6zIqq3mCgTwgkxt1zsvXwm6XJhlIBxfJk+sqkqurEgvL1UkJMCmgn7/mNE0YTTN6A3LljEIx5FIaaUyf//+mjMneSIRbAeXza5vaR1p7wjabcyqF8JxpHJapdxx7Gj16ZOYomBTFqNJ39JqHx4O2u2ECcFGMEY8XlxOTtnpU0klxUKJhKJpiNqEqbfj0ysLg08wwwAhsDGEsSguPv2NvalVlQmZGWKFAqLmXLSZu/UTPQ8W+vrWluwQiSBBI0tLLXvzRG79LtjK1OMnY6beab1hvtcEW0E0jfn8rL17y06flKlUAqkUXgohZM3tds7PG1taR++0s34fCQYhEsTlgYBfdvJk3bn3MYeDMYatDHV06Vuuuq3WgN0GhMAzEIfmKlVx+XlVp0+llhTBpphQaKJ/wNrbP3nvnn14CDaB/h9ZemZsbm5+Y31WTTW8oJDff++zzwf+9nfG5WRWVyGSnP0H6i40SePiMYeCrXgcjkXL+NjdeyM3b62tLENkCNEcWq5IKCioevft5KJCeAUr8wtz5lHLvXtjd+4E3R7ChGArurq63R9dVOrS4HsVCgQtJtO40TSjNzhGzfBvhSDMYpy9b1/DhSaZWg0vaGLg0ZPb7banw87x8eTKyvTdu9SZGXGpKfAKHNMz9373h7Guu4zXTQIBCMcixAJUnzu75/zPITr9bdfvNjf7XC7YFMIYcWhldnZGY4O2qDAhM4Pm8eCl+DyeNbe7/29fPrpxk3G7mFUvREIAWAJZb7yxq+ln8sQEiqYRQrApS7e+6+Nmm3kENocQojiSxMT0xoaU8vKEzAyRXAavYPD2HcPnf3ZNTwdXVoAQAALhCABLIKGosO7DnyUVF3O4NMIYNuVdcVpMpoke46zB4J6bhXAsxiymas6drf/wA4hO3xdtdz/51O9xw6YwX8CVy9N31VW/+7YiMRFe0NTjwce32+cHBpafDrHBIKzDk8oSKsqTKyoyKstjNBrYFCGEDTHLs7Ndv/qvkdu3McsgQiAcwhRwqOTqmoy9DYmZmfHpOngpLMM4ZucWRsyP//7ltNEITIiwLIRDXB7w+Tve+kHdubMcHhdjDOF8Xq99csr6wDj09y9XJq0QAco7cSL/6GFFQoJUpYSoMcFg12/+u6/tGoRCFIcj1moTCguLDx1IzM6CjdknpxbGLIN//7v13j2IJLm6uvL9H6vSdQKpFGMMURu6fefeb3/nnp+HUEgUrxZrtUWHDhTsbYD/REGf707zld7WVophEGEhHCFAgOQeOrTnFxclKhW8TiPtHV0fNy9PWmH7COSKuovni08ch6j5PZ6OS588vHYNwhGEWYwzGxsbzjcptBrYDqFA0GIyjRtNM3qDY9QM4QjCDEUVHjmy50KTSKGAqC3Pzc+ZRye69ZauLmlSUlxeXmZNVXp5GbwCl83W09Jq7uz022whrxfCEQIESNk779ZfPI9pDsYYtjJw42bn5StrNhtmGdgY5vI4cnladXXNj95RpqTAdiCEzJlHZ4efWjq7FoeHZWm6hIL8/MY9CZkZ8AqmHg8O3Lw1//CRa2KcDfhhHbEqrrbpw7yD+zGHgzGGTYUCgTvNl00tVzHDYMLCxhCXi/n8giNHys+cFEikfLEYXsTy3LxjevrRteujt28DAQAC4SihiI5VZjfsqX77tCQ2Bl7QYHunoaXVbbUGlmxACDwD0TQ3VhVXkF995lRKUSG8Ap/b7bLbh775rv8vLQG3GyF4HsaYx4/RpZWeOplWWS6QSDlcLryUhTHLSLd+2tS7ODAQWl0lhIVwmOYK1AnxBQXlb72ZXFQAm2JCIbPeMGbomTeali1jEAklEnMVisIjh2vee4fm8eBlhQJB41//9vjrb9ZmZvwOO0Qi16UnlJelV1ZmVFdyaBo2NTv8tO/GrbmBAffEOOP3QQQI0RyhUpne0JhaVZGQmSGJjYVXYL6vN/zpz46x0eDKCmEY2BQlENJKpa62tvr0yRitBl4DdOuXl2YMBseoGf7JMEY0V6xWq3Nz4jIzlRnpMRqNPEFNcTjwgkxt1zsvXwm6XJhlIBxfJk+sqkqurEgvL1UkJMCmgn7/mNE0YTTN6A3LljEIx5FIaaUyf//+mjMneSIRbAeXza5vaR1p7wjabcyqF8JxpHJapdxx7Gj16ZOYomBTFqNJ39JqHx4O2u2ECcEG+DKZurhYW1qaVlEeo9VQXC7GGKI2/fhJ9+d/nnv4MLSyzAaDsAGEKUosVqSlFZ84nlpeKpLLaR4PohZYW1uem7c+MA60XVueGMcQAS8uXpycXPnDt/Ib98BWph4/GTP1TusN870m2BQhEJuZkVJdrS0p0hYW8oRCDpcLLysUCPg8nulHj6f7Byb0BodlDAEgWAdTiMPJPXy47MwpcUyMSC6DrQx1dOlbrrqt1oDdBoTAMxCH5ipVcfl5VadPpZYUwaYIy7rsdptlov8vLRP378HGEI+H+fzMPQ25+96I1WrkCWp4QUwoNKo3WAw9c6Zex9goRJJcXV30w7fi0tPlCWqMMWxq7unI4398M9M/sDI6GvKtQQSIUJRQqczcsyetqlKdnSVRxsIr8K+uelecU/0DY93dS+ZR18Q4IQQ2paur2/3RRaUuDb5XoUDQYjKNG00zeoNj1Az/VgjCLMbZ+/Y1XGiSqdXwglx2u2NqZnV52e9ySdXxssREkVwmkErhFay5XBO9/Vajcep+t3NmGsIRAECo8uzZ+gs/h+j0t12/29zsc7lgY4SAIDZWmZOtKSpKKStTaBJEcjmmKHgpTDAYCgRs4xOL5rGR27cnH/QgQhBEQABUefm6+vrkkuKk/DyK5sCmLN36ro+bbeYR2BSHz5elpsXn5aXX1qizMoVyGc3jwStwTE/PPR0Z7bo32t5OAn5gGFiHAEi1SWn19SnlZUkFeUKpFDblXXFaTKaJHuOsweCem4VwLMYspmrOna3/8AOITt8XbXc/+dTvccOGEItRTJouq7EhuXRHQnYWTySCF+RecixNz4x8992Tv/09tLaK4Hm0UCTPzNKU7Sh8Y298ug42xYRCNuvk7ODQ0I2vZvv7ESEABMKJ4tWytLTUysqMnTVihUIok8JLISzr9646FxefdnROPjCuTIz7HA54DqYQh5Nz8GDZmVMSZaxILodw3pWV6cEha49xvL3dPTcL4QggglHFj39cfvoUTyTkCgQQNZZhJnr7Zh4/Ca6tAYBcq41JTlKlpIgUctjY1ODQ9KPHljvtc329EI4AEIR0dbvqmj6ITUnhcLkIIYjaomXc2tvrXXIE19Yk8fGKJK0yJSU2SQv/iYI+353mK72trRTDIMJCOEKAAMk9dGjPLy5KVCp4nUbaO7o+bl6etML2EcgVdRfPF584DlHzezwdlz55eO0ahCMIsxhnNjY2nG9SaDWwHUKBoMVkGjeaZvQGx6gZwhGEGYoqPHJkz4UmkUIBUfN7vd4Vp2t+fmVmlicRC2Ni5ep4WXwcvILA2tq8eXSqv//p19/YR80YnkcI5B07Wv7eu+KYGJFcBlsZuHGz8/KVNZsNswxsgBCQJCSk1u1MqShPLikWyeWwTbwrK97l5ZXp2dXlZZ5UKlLGxmo1IrkcXoFnyWGzWkc7uwa/+irgdCEgEI4vk+ccOZy+e5cqJVkcEwObCgUCd5ovm1quYobBhIUNEELi8vNTaqq1RYXawkIOl8uhaXgRfu/qqtNp+PxPT768QYIBCIUgHOLykEiUs3fvrnPvS1RKeEGD7Z2Glla31RpYsgEh8AxE09xYVVxBfvWZUylFhfAK5kfHRu53TxtNC/39jN8H4QgBrkScXFWdXFGmLSxUaDUcmsYUBS9l1elcmVsY69YPfvPN6sIC4/UAIfAMhCksFCqzs3eee19XWQGbCgUCD1rbHt+8tbawEHCuQDiCEEE4oagoe2+DpqAgITsLUxS8LJZlF8css8NPh259PdPbiwiLCIFwvJhYkUaTt29v2YnjNJ8Pm5ro7ev+/WeLQ0Mht4swDKxDcbmx2Tnx+XkpZaXqrCyhXMbl8+EVrMzNzz8dGb13z3z7TsjrRYSFjVECIa1U6mprq0+fjNFq4DVAt355acZgcIya4bVDgBGmOBRNUzRN8fmUWKzMzMisq1NnZSrUag6PCy/F1Ha98/KVoMuFWQbC8WXyxKqq5MqK9PJSRUICbCro948ZTRNG04zesGwZg3AciZRWKvP37685c5InEsF2cNns+pbWkfaOoN3GrHohHEcqp1XKHceOVp8+iSkKNmUxmvQtrfbh4aDdTpgQRIIwlmo0BW++mVZdJU9Q80UieEHzo2MDN7+e6etzWSyhtVXYAObyRElJ6sLC0mNHkgry4aVYe/s6r/x64fFjCAWBEAhHK2KFiYnVb58u3P8GbGXq8ZMxU++03jDfa4KNIYqDeVxdXV3Z26djkpIEYjHCGF4NYdk1t9tunTS1tE50d7M+HwkFIZKUnXVZ+/epszLjdWmwlaGOLn3LVbfVGrDbgBB4BuLQXKUqLj+v6vSp1JIiiILbZuu81Dx06yZsjBerFCaoS44dLXvzBLwUwrLL8/OLo5aHbW2T3XoAAuvEFRTqGhqSiguTcnMxh4INkP/BspaeB/d++zv7yAjx+4BlYT1MceWK2KzM6nfeTq+uhG2yMD4+9ejJxP3uqfv32WCQsAxsTFdXt/uji0pdGnyvQoGgxWQaN5pm9AbHqBk2hOB7Q2ADBGEW4+x9+xouNMnUavgXwIRCPo975uHjB7//bO7RIwAC65S+807NBz+heTwOlwtb6W+7fre52edywUYQAoqK0aVnvvFGcmmJWqfjiYSwHUKBwL3//v3Ateshr5f1+yASvlIlTk7J3dtQevQwzefDpizd+q6Pm23mEdgYoii+XJG8szalqjK5oECujodt0v/lVz1/+vOazRZ0rkAktEQqTk5Jq6kuPXpYnqCGTXlXnBaTaaLHOGswuOdmIRyLMYupmnNn6z/8AKLT90Xb3U8+9XvcsAFEcZBAkFRRsesnZ9XZWfAKeq/9tevylYDTiVgGwlE8viAhMaGkuPzN45rcHNhU0O9/eq/bojcs9Pc7rRPwHIQAofiCwpTddSnFxckF+QhjeDX+1dXJR0+svb3Wzq5lyxhEkrKzLvvgAXVmRlxaKoRz25fGTL3WngezBoPXtgjhWIQIQnVNTTU/fg9hjDCGqBFCfG73msfj93pZhpWr1SK5DLYyZjSNm3qn9Qb74BMIRwBYhDLq6+svnI9JTsIYw4sIrK2teTw+j8fv8UqUSkWCGv5zBX2+O81XeltbKYZBhIVwBIAQknvo0J5fXJSoVPA6jbR3dH3cvDxphe0jkCvqLp4vPnEcoub3eDouffLw2jUIRxBmMc5sbGw436TQamA7hAJBi8k0bjTN6A2OUTOEIwgzFFV45MieC00ihQL+BSyMmNs/bp7Qd2MABM9L212fe+RwnC5NmZwEWxm4cbPz8pU1mw2zDESGCMZxubmVP343qaREIJFQHA78y3t081bn5SvexUXMMBCOForUZWVJFeWZVZWq1BTYVCgQuNN82dRyFTMMJixEhDDBOOfAgaofvytRqQQSCbwUJhi8/9nn/X/7e8i5wni98ByKYjnc3P1v1Df9TBoXBy9osL3T0NLqtloDSzYgBJ6BaJobq4oryK8+cyqlqBBewaihR/+nvyyZzaFlB2EYCIMQhyNWq8vefTurfrdAIqF5PHhlo4ae3r/fcDwd8U5PEpaFcCyAIjWt9mc/zdhZS/N4mKIgklAw6HN77v76NwPXr2OWRYSFcIjLo4SinP376s69L46Nge3gXV7p+s1vB299TdbWSDAAz6G5iM8vPnF89wc/5QoFsAEmFAqsro1167t/89vliXEMESBMcSWSjH1vpNfVxafrZHEq2CZPvvlW/9nn7tnZkMsFQGADlEBIK5W62trq0ydjtBp4DdCtX16aMRgco2Z4bQgBAoA4HMzjCWKVkri4GK1GnpggjlNJ4+Jl6nihXMYVCDBFwUsxtV3vvHwl6HJhloFwfJk8saoqubIivbxUkZAAmwr6/WNG04TRNKM3LFvGIBxHIqWVyvz9+2vOnOSJRLAdXDa7vqV1pL0jaLcxq14Ix5HKaZVyx7Gj1adPYoqCTVmMJn1Lq314OGi3EyYE6yCMkUAQo0uvePt0WmUFTyikOBx4Qc6FxclHj616g/Xu3bVlB0TCAvAk0oy9jbqdtYnZ2bL4OHgps0PDD1qvzQ70ry0ssAE/hENCET9WufPc+yVHD8NWph4/GTP1TusN870m2JggVqnIyEirrspt3COOiaFoGiEEr4YQwgSDHofDfK/b+sBoe/LEu7gAkUi0WmlaWtHBg/lvNMJWhjq69C1X3VZrwG4DQuAZiENzlaq4/Lyq06dSS4ogCm6brfNS89Ctm7ABQoimvCKjcY+2ID8xJwdeCiEksLq2Mjd3/79/b/7uO0RYRAiEU+bkJu/cmVJaklpSTHE4sAEmFPKvrlr0hp7ff+awWIBlgBAIxwLQAmHa7l262hptQUGMVgPbZM3l9iwvD353+9GXXwWdK4zHDRvT1dXt/uiiUpcG36tQIGgxmcaNphm9wTFqhkgIQgRjAgi+BwRYAiyLESB4HkGYxTh7376GC00ytRr+BRCWDQWDs4ODd3/1m5m+PsyyAATC6Roasg8djE9LUyYnwVb6267fbW72uVywAczlcRWKhMLCoqOHE7KzBFIpxeHAdmAZZkzfY+npmTGalswjCCFYB/MFlFhcdOzozvd/xBUKYVOWbn3Xx8028whsAGFMiSXSpOTCo4fTqyrEMTFcgQC2ybzZPPXosaWzy3r/PgKEEDwH01wsEutqa2rPva9MSYZNeVecFpNposc4azC452YhHIsxi6mac2frP/wAotP3RdvdTz71e9ywAa5UqsjITK6sKNz3RoxWA6/g4a1/dP/hj6sL84zbBeEwl8eLi0soKqo8+ZY2Pw825fd6e662DX3zzdriYtDlhOdQHMTlptfXl558S6FJFCsUCCF4NUwo5HEszw0Nmf78l5m+PkQIgucpMrJUhYU5u3Zm7ayBcG770pip19rzYNZg8NoWIRwBAIQqzp4tf/s0TyCg+Xx4EaFgkAkGmGCIEMITCjlcLmxlzGgaN/VO6w32wScQjgCwAGm1tbUf/ESZlsYTCBDGEDU2FAoFg0woxASDNJ/PEwrhP1fQ57vTfKW3tZViGERYWIcQyD10qP4XFyQqFbxOI+0dXR83L09aYfsI5Iq6i+eLTxyHqPk9no5Lnzy8dg3CEYRZjDMbGxvONym0GtgOoUDQYjKNG00zeoNj1AzhCMIMRRUeObLnQpNIoYB/AQvm0fZPPp3Q6zHLIiAQLr64JKmmJq10R0pxIWxl4MbNzstX1mw2zDIQCeLQlESSUFhY9e7bmrxcDk0jjOFf3pNvv7v329+5Z2fI2hoQAs+geHx5RmZCSXHh/jc0OdmwqVAgcKf5sqnlKmYYTFiIBPMFlESSf/BA1TtnBFIph6bhpbCh0OPvbg93dC0/HXZPT0M4gjFLcXL379vz8yZpfBy8oMH2TkNLq9tqDSzZgBB4BqJpbqwqriC/+syplKJCeAUjnV13f/2b5YkJEvADIfAMRFGCuPiYjIwdJ47pKsopmsYUBa9saXp69unIWHvH2O3bbDCEEDyLAIjj1dmHDqZVV8Xr0oQyGUSyPDtnn5x6eP2vlvZ2RAgAgXDihMS4wgJdTXXO7l18sRi2g8/jefSPb8xd91bM5lXbIjwHY6Co4h+8VX+hiSsUwgZcdrt14JHV8MB67+6q3YZgHYQ4YolQrS45cTx79y6BVMoV8GGbLFrGpx4+Gr93b+LuXcKwCEFElEBIK5W62trq0ydjtBp4DdCtX16aMRgco2aIhMPjcQRChDG8IExRFIdD0TRF0+R/IAQ0TQkEEnWCXKuJz9Apk5Nl8XF8kQhemanteuflK0GXC7MMhOPL5IlVVcmVFenlpYqEBNhU0O8fM5omjKYZvWHZMgbhOBIprVTm799fc+YkTySC7eCy2fUtrSPtHUG7jVn1QjiOVE6rlDuOHa0+fRJTFGzKYjTpW1rtw8NBu50wIVgH0zQ/Xh2fn1/xwx8kFxfBS/F5vc6FxbG79x590eaen4NIWISFKlXlj9/L3dvIF4tpHg9eyuL4xKNvb0+beldGnga9HghHODQtk+/68IOyH5yArUw9fjJm6p3WG+Z7TbAhFJORkbZnT0ppiTYvlysQwPYJ+HyL4xNT/Q+Hv/pqaWQEgMB6XB7i8Wp/cq7mvXdgK0MdXfqWq26rNWC3ASHwDMShuUpVXH5e1elTqSVFEAW3zdZ5qXno1k2IhCBEEMo/cqTq/R+JY2L4YjG8As+So+PKrwe//hoFAsCEIJwsTRe/oySjuiq7toaiadiAf3V1ZX5hvFv/6Is258w0RIK4PH6ssvzt03n79vLFIprHh2011NE1cPPWytiYZ9IKG9PV1e3+6KJSlwbfq1AgaDGZxo2mGb3BMWqGSLgymUAVhykK/ukIgdVlh8+5gkIMYhkIRxBmMc7et6/hQpNMrYZ/GbNDwx2XfzVlNKJQCBEWwql3lGqqq9LLSpMLC2Ar/W3X7zY3+1wu2ABXJlfm5iZXVOQ11MdoEmH7EJZ1Li7axq0D165P3L8HDAMsC+EIIBZB0Ztv1p9v4kskmKJgY5ZufdfHzTbzCGwAc2hJWlp8QUHxoQMpxUWwrfyrqz6Px/jnlr6Wq8AwwDIQjgCwBFKqqnb+7KfxWZk0j4cwhg14V5wWk2mixzhrMLjnZiEcizGLqZpzZ+s//ACi0/dF291PPvV73LABsTohrWFPakWFNi9XpJDDKxjq6Hpw7bprfMI3PwdA4BmIpjmKmITCwup3ziQXFsDGWIZZdTq7fv2bx1/eQKEgMAyEowRCjlyef/BA7Xvv8CUS2D42y3jHlV+N37uPQkFgWQjHi1Hy4+NLf3Ci7MQxCOddWZkeHLL2GMfb291zsxAByjl8KOfggRitRhYXhykKYQyvzeSjx9aHD60dXfMD/bAOS0hCUVH+saMJubkxWg3N42GKgv+zTtDna7/y677WL1AoiBgGIsk9eGj3Ly5IVCp4ncbud+t/+7uV6WmIGsswTDDIhoIkGCSEwDoCuaLu4vniE8chan6Pp+PSJw+vXYNwBGEW48zGxobzTQqtBrZDKBC0mEzjRtOM3uAYNUM4gjBDUYVHjuy50CRSKOBfwMLoWOev/mtCr0eBALAMhJOlpcfk5uQ17sndVQdbGbhxs/PylTWbDbMMRMIRCsXJKdqystKjh+N0afBvYqijU//5n11Wa3BlBQgLz8A0V5CQGF+QX/bmiZTiQthUKBC403zZ1HIVMwwmLETCV6rEKSm5jQ2lRw/TfD68LJZlJx89nuwfmOjsWnz8CMIRhFiMc/bvb7hwXhofBy9osL3T0NLqtloDSzYgBJ6BaJobq4oryK8+cyqlqBBeChMM+tfWRu506H/73+7ZWYTgORSXqywoSizdkbNrpyYnG7ZJYG3N5/H0X/vrgz98xgb8CJ7Hk8njd5QkV1Rk19YoEhMgEuvDR9b+AevdewsD/RBJXH5+zuHDmsKC+LRUDpcL2yHo908/GZzsH7DcaV8aeQqR5B05Wv3Tc+LYGK5AAJEsjk/0/v3GlNHknZoMrXphPYSlaWmxOTnFhw5kVFbAtgqsrfk8nv7rfzN+/ifW7wOGgUgogZBWKnW1tdWnT8ZoNfAaoFu/vDRjMDhGzRCJRKONzc6meFx4QQKJRCSXi5Wx0lglgf+FMeZQHIGAKxAKJGKeSEjz+RSHA6/M1Ha98/KVoMuFWQbC8WXyxKqq5MqK9PJSRUICbCro948ZTRNG04zesGwZg3AciZRWKvP37685c5InEsF2cNns+pbWkfaOoN3GrHohHEcqp1XKHceOVp8+iSkKNmUxmvQtrfbh4aDdTpgQrMMVidSlZUmV5RlVVaqUZHgpTCgU9PnMHV2G3/x2ZXoKIkDA44oTEmvPvZ/b2EBxOJii4KUsTc+MdOsnHxgX+/r8LieEYykOLZXubvqw7K03YStTj5+MmXqn9Yb5XhNEQhAiCGvLyireeychO0sok2GKgu3DMozP450bGtb//g8zfX2IZREQCEcwJhjv/PDDnefeh60MdXTpW666rdaA3QaEwDMQh+YqVXH5eVWnT6WWFEEU3DZb56XmoVs3ISIODVxu8YnjO39ylicSURwOvALv8vK9z/409M23jHOF9a1BOL5SJUpOyXujsezYEQ6XCxtw2WwTfQMToxAf8gAAIABJREFUPT3T97tXl+ywDkKYr06Q69J2HDuaWVtNcTiYomBb2Scn50fHnn79zdid2wgQQhCRrq5u90cXlbo0+F6FAkGLyTRuNM3oDY5RM0SSXFmVf+wITyyBfzqWZZ52do0bHoRcTnbVC+EIwizG2fv2NVxokqnV8C9j7unTzl//dsr4APx+YBgIp95RqqmuSi8rTS4sgK30t12/29zsc7kgEhZAnpxScvKHqZUV8vh4rlAA24cQEvT53Xbbg6ttI3faQy4n61uDdQhA7uHD1T85K4mN5YlEsDFLt77r42abeQQiIQRooTDrwP70+t3q9HRZfBxsKyYUYkOhB61txtY2xuVkvB5YhwDE5+XnnziuKSxQarUcHhc24F1xWkymiR7jrMHgnpuFcCzGLKZqzp2t//ADiE7fF213P/nU73FDJCxArC694kfvpVZWCGVSDpcLr2DsgfHRN9/ZBwedo2ZCCDwLU0gojM/Pr/vJ2dQdJbAxv9frstkMv/vD8K2vgbBACIQTqOJkuvSs+l3Fhw7whELYPvbJyfuffT5+vzvkdJKAH8JhgRCLxVXvvlPz7tsQLhQIrDpdVqPR9Nnn9lEzRCJJSlbodDmNe3SVFTyRiObx4LVZnpuzT1gftl0f7+yASPiKGGlKSlp1VW5jg1gZyxMKEULwf8IF/f6u//7dwPW/st5V4vdBJLkHD+3+xQWJSgWv0+zw8OC3t912O0Qt4F312O2+pSX/0hIbCsI6Armi7uL54hPHIWp+j6fj0icPr12DcARhFuPMxsaG800KrQa2QygQtJhM40bTjN7gGDVDOIIwQ1GFR47sudAkUijgX4Btwnr/s8/H9XrG6SQBP4Tjx6mFWm3p8aMlhw7AVgZu3Oy8fGXNZsMsA5EIY5Upu3elVlUmFRZIlUr4NzFyv/tB67XlsTH/4jxhWXgG4tC8uLi4vPzKk2+l7iiGTYUCgTvNl00tVzHDYMJCJKrc3NTdu5NLipMLCyiahpdFWHZ5bn7RYnnUds16/z6EIwAEUM6B/Xs+uiCNj4cXNNjeaWhpdVutgSUbEALPQDTNjVXFFeRXnzmVUlQIL8W95JgfHR2/323+xzdrjiVYhxYKcw4fzmxsUKYkS5VK2CYswzChkPHqF/f/6zfM2homLITjCISi5BRtWWnpsSPxujSI5PF3dwbvtC8/feqetEI4AkAQSq6qqn7//fjMdJ5YjDGG7cAyzKrTtWgeNX72x8keA0SirazKOrAvMSdHnZEOkcwOP73/hz9O9/YxLicJBSEcIYA4VNb+/Zl7G9Tp6YrERNhWLMMwoWD/lzd7/twSWHYwbhdEQgmEtFKpq62tPn0yRquB1wDd+uWlGYPBMWqGSBJKdqS/sZcrEsILEkik4hiFVKWSxangNTO1Xe+8fCXocmGWgXB8mTyxqiq5siK9vFSRkACbCvr9Y0bThNE0ozcsW8YgHEcipZXK/P37a86c5IlEsB1cNru+pXWkvSNotzGrXgjHkcpplXLHsaPVp09iioJNWYwmfUurfXg4aLcTJgTr8OWKnKNHMnbtUqYkiRUKeAUj7R1dHzcvT1phPYSwSCxNTt559se5e+rhFbhs9qnBQaveMNHesepYgnAsxhyxpP78z8t++APYytTjJ2Om3mm9Yb7XBJEgmkuJJbqdtTvP/ig2ORleD5tl/O7v/mA1GBiPmwSDEI4QIEAq3n+/4r13eAIBzefDxoY6uvQtV91Wa8BuA0LgGYhDc5WquPy8qtOnUkuKIApum63zUvPQrZsQCUcsphUxRUeP1LxzhsPjwavxrqzo/9I6fPt2wGZjvB4Ix5FIaaWq8PDBmjOnaB4PNmC3Tj765rtJo3HFbA563LAOpihVcYmmrCyrtlqblwuvgX911e/19vzxT70tLYgliLAQia6ubvdHF5W6NPhehQJBi8k0bjTN6A2OUTNEkn/k6O5fXBTFKOCfjmWY7r9c7f/yRtBmC7mcEI4gzGKcvW9fw4UmmVoN/1wBny+wusoyLMsyEM5mGX9wtXVu4CFZWwMmBOHiiooTKysyKitSi4tgK/1t1+82N/tcLlgPIcKh43Jzdzf9LK2iHF4Pn8czcPPrkc67TsuYz26DSFLrduWfOBanS4vVamFjlm5918fNNvMIRERRPLm84r338g8d4ItENI8Hr8GT2+1Pvru9PDLinrRCJLKU1KSamtTystTSEr5IBBvwrjgtJtNEj3HWYHDPzUI4FmMWUzXnztZ/+AFEp++LtruffOr3uGE9hAhFxeXm1Z9vSi0vg1dmffj46b378319tocDhBB4FsIsTcfn5u5u+llaeRlsgBCyPDtnGx9/dO36xN27EElMRlZK3c6Ush0pxUU0jwfbxzEza7z+t/Hu7rXZ2ZDXA+EIxSEcTu25c3U/PQuRWI2mzo+b5wefIIiAcDgcoSirYU9aVaVQrhDIZQKplCcS0jwepijYVj6v1223G377u6GbNxFEginC4WhKSnIa90jVaoFCIZRKBBIph8flcLnwf/5XyO+/98c/Dfz9S2ZlhVn1QiSZjY1VP/2JIjGRKxQghOD1WFlYmB0e8Xk9EDWvY3nRMr5isbjGLYzPB+sI5Iq6i+eLTxyHqPk9no5Lnzy8dg3CEYRZjDMbGxvONym0GtgOoUDQYjKNG00zeoNj1AzhCMIMRRUeObLnQpNIoYB/loDPF1hdYxmGZRkItzwz2/f3G9O9faFlB+v3QThaEUMrVZUn3yp/8zhsZeDGzc7LV9ZsNswyEAGSarXFJ0/qaqulKhVPKIB/GYRl/WtrQZ+PZVhCWAg3OfDwybd3VsbGVmdnCMvAMxCH5iqVqtzcqtOn0kpLYFOhQOBO82VTy1XMMJiwsA4BSKmpKTl1Ki5dJ41TYYzhZRFC/F6vc37e8Nvfj3z7DazDEpJz4MCejy5K1fHwggbbOw0trW6rNbBkA0LgGYimubGquIL86jOnUooK4aXYJqzDXXenTCb7o0cBjweeh7gSScX7Py44epgvEtE8Hmwr4xfX7v7Xb0JuNwT8EA7RXI5MrtlRUvveO4m5ORBJT+u1vut/9dsWAyvL8ByMWQ4nY9eu+p83xaYkw3ZzTE52fNw82tGBCIF1FBmZccVFWTtrs3fWQiTTjx53XP71bH8fCoWAsPAcTGE+v+K9d0t+cJwnEnP5fHgNnt7rfvzNt46nT52WMYiEEghppVJXW1t9+mSMVgOvAbr1y0szBoNj1AyRZO59o/Lc+wKZFF4QxaE5NM3hcWkeD14zU9v1zstXgi4XZhkIx5fJE6uqkisr0stLFQkJsKmg3z9mNE0YTTN6w7JlDMJxJFJaqczfv7/mzEmeSATbwWWz61taR9o7gnYbs+qFcBypnFYpdxw7Wn36JKYo2JTFaNK3tNqHh4N2O2FCEI4FEClVVT85l7dvL1cg5HBpeAUj7R1dHzcvT1phHYQxRxEjS0ureftM9q6d8Ap8Xu/K/LzlXvejL9rc83MQjgXEEYl2XzxffvKHsJWpx0/GTL3TesN8rwki4cnkUl16WnVV8aH9svh4eD2WZ+cGbn5t7elxWiwBlxMiyTp0KPfQIWVykiJBDRsb6ujSt1x1W60Buw0IgWcgDs1VquLy86pOn0otKYIouG22zkvNQ7duQiQidYIsIzOnob7owD4OTcOr8a6s6P/SOnz7dsBmY7weCMeRSGmlqvDwwZozp2geDzYwbzYbWr6Y7jUFbDbG74d1KJrOPXos+8C+WK1WqlLCa8AyDBMKdX/2ec/nfwK/H4IBiERXV7f7o4tKXRp8r0KBoMVkGjeaZvQGx6gZIsk/cnT3Ly6KYhTwT8cyTPdfrvZ/eSNos4VcTghHEGYxzt63r+FCk0ythn8ux8ysbXIqsLYa9PkgnGth0XL//rJlnKytAROCcLG5+fElxdl1tenlZbCV/rbrd5ubfS4XrIM4HEomVxcU1L73TnJxEbweQb9/enBoqn/AcvuOfeQpRKLIzFLv2JFRU5VdWwMbs3Truz5utplHIAKEhUJhfHz1j94r2P8G5nAwxvAa2CcnFy3jQ19+Nd7VCZEIYlWyzIyMnbVF+/cJ5TLYgHfFaTGZJnqMswaDe24WwrEYs5iqOXe2/sMPIDp9X7Td/eRTv8cN6yCKQkKRuiB/57mzKSXF8Mqmh4ZHex7M9DyYN5kIYeFZCLEUJy43t/7nH6ZVlMMGCCEWU++EsXdKr7cPDcI6LCGptTsrf/yeUpcmlMkwxrB9nIuLj769PaHvWR556l92QDgCiCBU88FPd334AUQyYTR1fPLpwuATTAishxCiOMLYWKEylh+rlGm12sL8eJ1OGqfiCYWwrdhQaM3l7vz08sPrf8UIEKyDECDEk8pEsbF8pZKvVGry87T5ebI4lTgmBv7P/wr5/ff/3PLwxldBxxLjdkMkmrLyvGNH1TnZquQkTFHwegT9fp/bwzAhiNrK3Lz14aO5/oGF/v6g1wPrCOSKuovni08ch6j5PZ6OS588vHYNwhGEWYwzGxsbzjcptBrYDqFA0GIyjRtNM3qDY9QM4QjCDEUVHjmy50KTSKGAf5bluTmbdSqwuhrwrUE4j31p3NDjGB1lvR4SDEI4WhFDK1WVJ98qf/M4bGXgxs3Oy1fWbDbMMvA8xGIck5ZW+9OfpNfW0Dwupij4lxEKBu3WyeW5+YDPxwQDEM4xNTM//NQ9Obk6O0NYBp6BODRXqVTl5ladPpVWWgKbCgUCd5ovm1quYobBhIVwBIBFKKtxb93PfirXJHK4XIQQvAImFPIuLd399MrgV19BJNn7D9T/4oI0Ph5e0GB7p6Gl1W21BpZsQAg8A9E0N1YVV5BffeZUSlEhvJTpwUHjF9fmBh6uLSywAT+EYzHmyeQ7f/ZByfGjmMPBGMO26r9xs/vzP/tsi4xzBZ6DMXB5CcXF9R9+oC0sgEju/vfvDX/8E/jWSMAP4RBNY5EovW5X3bn3Y5K0sN2WJqc6mi+PtrcjwiJCIBw/Ll6kTSo6fLDs2BGIZPrho45PPp3p78OEwDpYKKRlsur33ttx4himKExR8Bo4ZmZsE9bhm7fM33zz/5EHL15NnfnC+L/Ps7MTIBAI7HAHIVQFEUQuCSgi2Iqtou1YLjPTdtqZtkio/0zXUgPMvHM6nZ6ZCladtzp65sxULjokkI14BbkEogSQhAQSbsnOfp7fnHetd/3YJSitYF3zfj4QDBMaxnKcdt++4trq6OQk2ALo+udn7Gaza2QYgsmuOn7wtCFMrYZXGH/xcmdzi+DxYCKCVEhkVKJen6oryijMVyckwDMJPt+ohR+38HaT2W0dBSlZhIrluOzKypK6aoVSCZvB43CaWi8MtXcIToe4tAhSMlUUq+H2Hq8qrq3GDAPPZLXwptYLzsFBwemkYgCkCCBlfPxBQ8PuNyvhhQ21d3Sea3LbxhF8H2Jk4SmpMVmZ+VXHtIX58AICguBbWhzpvNn7xZdzE09AigCwYcqyRkNBzbvwPE/uPxjl+yZM5uk+HoJRxsXH5+en6XTbi3Xh0WrYGt5Zl7WXH+/tnezpWZx5CsEkFBQm6YoyigpTsnfB+gY6ukytbV6bze90AKWwCpKxck4Tm71LX1uTlpcLG+B1ODrPGAeuX4NgItPSY/PytpcU7yzdx8hk8GKWPR7+26tDHV2Lj20+twukZBEqltPkHH2zpK6GVShgHfaHAze/+IP99m26uETFAHwPwoxCUfSrD/J+9rYiLIwNCYEt03PhIv/NJf+sU5ifg2C0paVlnzVy2nT4SQX8gpXnxyy83WR2jQxDMNnHqspONyqj1fDSEVHsPt/Wf+Wq4HAEPPMgRREmGO88fLjCUB8ZHw+bgRKysri4srDoW1z0Ly4FfD4SEOBfKEUg4Z6adk1M+JdXBN8KSPm8C67x8eVZJ/X5gYggpUrXqnfszDn8euaB/fA8/Rcv3zQaVzweWINRhIQmJSXu2VPw9vGkrEzYGkQUPU7n00fDt8+3Tlh6IZjQuHjltrTcI4fzq47C+qzdpq6zRsfwEKyFEKuOjkhJ1v+8LvtQBWwZ39LSssfT/fs/3P/LZQRByJThck6zo+KgvrY6IiYG1rE4N2/l+fEey6TZ7J2aBCmCMcFMyUcfHvz0Y9iY299cvHmuybfghTWQjJVFRcXn5Ox77xcpObvhhTlstomBwbGOzrH2dkoISCCRYWKzssob6tOLCmEdlJC7//2PgRsdc0NDC/YnIEUBCEB6yb6iD95TxcXCZlt0z4/13bbfvet6+HDFNQtSlAIFWvLJJwfqP4Fgnty73/3lV1P37ga8XhoIQDCUAjCYVUUq4+ISs7K4tG0RGk6uVCKMGbmcDQlRKJUh4eHy0FB5iAIQgh/Lv7TU9fs/3Pv2W7K0RPw+CIYCUEpl4RGsKjJ+586ErJ0RHKeMVmOZDLMyRq5gQ0JCI8IVYUp5SAiWMfD/mIDP393advev1wSHI+D1QDDR23ckF+vTCwu0hQWMTAavjNkJu5XnH5t7J3vMPq8X1giNUpc2Nux5+wRsmG9hoePMubuXLoEURZhgvP3QoYqGenVyEmyGgF+w8vyYhbebzK6RYZCiCIsMk3PsWLmhXqlWw4uhlAorK/7l5aX5+RXvouj3kUCAUgqUIkphlbnpp64Ju29pSfCtgJR/YdE1Pr7kdFKfD4gIUqw6muU0uuqThe+cgOe5c/VaZ3PLssOBiQjfgzCEhHDbdxz4+NcZxTp4WUgg4F/xrSwsLM/P+5eXA34/FQlQCkARpfB/iYIw+2RifmZGWFkJCAJIrXi8C87ZlVmnf3aWUgKrIBkr5zhNVpa+tiY9Pw+eKeD33zA2861tWBQxJSBFESKYyTpSWW44pYqNhc2w5HZ3nDXe//ZbBEFkVh4pO21QxcXBD/SwvdPcesFrs/lnHUAprIJYVh6jid2dXVxXsy03B36U8du3b33x5dMHD8nSIogiSFEZy0ZFFdbWZL1eAVtg6Fb3vf/62/L0tDDrBCmKEMFMYm5uueFUyp5cCKaj+bemP3yJCUGUgBQOCWWjo1MK8vccfUsVq4HNNjc13fvn87aeHhwIIEpAiolQydTqwpM/K/lFHUiJgrA473nS32/543/ODAwgBGvJo2NC4+N1tTV73joCW8a/vOxbWur543/2/fnPCIJgQsNYjtPu21dcWx2dnARbAF3//IzdbHaNDEMw2VXHD542hKnV8ArjL17ubG4RPB5MRJAKiYxK1OtTdUUZhfnqhAR4JsHnG7Xw4xbebjK7raMgJYtQsRyXXVlZUletUCphM3gcTlPrhaH2DsHpEJcWQUqmimI13N7jVcW11Zhh4JmsFt7UesE5OCg4nVQMgBTBjDI+/mDDqd1HDsMLe9Te2Wk0um02TClIMaw8Ni8vqSB/x76SxJ074AVQ8j+GOzpvNbW4H9tgDblSWWow5Ne8C8/z5P6DUb5vwmSe7uMhGFVySlpZ2baigpTd2WEqFWyNlYWF6VHrYws/dO363JPHEExYUnKkVpt/vCrr4AFY30BHl6m1zWuz+Z0OoBRWQTJWzmlis3fpa2vS8nJhA7wOR+cZ48D1axCM+rXtiUVFWl3Ra7pCRiaDF+NbXHz0T5PVbH56u9878QSkZBEqltPkHH2zpK6GVShgHRP37ne0/M7e348FASgBKSpjmbCw/b/5dWH1ScQwGGPYMg++a3/wjxvuoUfexzYIRltaWvZZI6dNh59UwC9YeX7MwttNZtfIMASTfayq7HSjMloNLx0Rxe7zbf1XrgoOR8AzD1IUYYLxzsOHKwz1kfHxsBnEQGBmbHxmbNw5bnNPTCw5nMLiAhCCKEWUIvj/Bfx+weejhFBCQIqIgcDKiigIQCgABSmFJi4sKbHwZ+/sebMSnqf/4uWbRuOKxwNrsGFKdWZmcn5+9usVcdp02BqUUlEQZm22W82/tXZ1QTCsOjokLj7v+DF99UlYn7Xb1HXW6BgegjUQQiHxCZHp2sKT72Qe2A9bhoii4PN1Gpv7zrdiBAi+D7FyCA3NfP31A7/5SBWrgXUszs1beX68xzJpNnunJkGKYEwwU/LRhwc//Rg25vY3F2+ea/IteGENzMplMTEJubnFdTUpu7PhhS3Ozc3POO7/7yv3vrlACQEJJDJMbFZWeUN9elEhrIMS0nPx8p2/XluZmvK7ZkGKAhCENJlZGeUHQ6OiYLMJy8uuiUm3zTY/POSbc0MwxR9/XFr/CQQzYx2797f/nuBvz40MC0uLsC6EZDJGzsrDlGxICJLLsUKO5YqQqKhwTSyXti3uNa06IT4yLg4hBD+WsLLC/+XKw398t/jkic/lhPUhhkGMTB4WJg8LQ3IWKxRsmJKNCA9TR6vi4+MytFxqSmRcrCIsDP4fE/D5u1vb7v71muBwBLweCCYsLl6lzcisOJj31hGZXA6vjNkJu5XnH5t7J3vMPq8X1giNUpc2Nux5+wRsmG9hoePMubuXLoEURZhgvP3QoYqGenVyEmyGgF+w8vyYhbebzK6RYZCiCIsMk3PsWLmhXqlWw4shhMw/feqyT9ofDjhGrcsut39xgYoEERERgiiF/yvg9wd8PkIIJQSkiCgGVlZEwQ+UAqUgxaqjWU6jqz5Z+M4JeJ47V691NrcsOxyYiCCFZDJZlFqTtWvfL+vS8vfCy+JbWpp/OjNjHbM/HJifnFx2uUS/n4oEERETAv8XpTTgWwn4BUoIpRSkSCAgBgQiCEQIAFBYBclYOcdpsrL0tTXp+XnwTAG//4axmW9tw6KIKQEpihnKslmVlQfrP1HFamAzLLrn2s8Z73/7LaaAgIJUZuWRstMGVVwc/EAP2zvNrRe8Npt/1gGUwiqIZeUxmtjd2cV1Ndtyc+BHGeu1dLT8bmZgAAcEoBS+JySEVUWmFRcnZO+CLfB0ZMR+/4FvZkaYdYIURYhgJjE3t9xwKmVPLgTT2dRi/uILRAGAgpRMGR6akBCdro3P3KEID4fNtuR2W2/+0zk8hAQBERGkUEgoDg8vqq0p/fADkFr2eJ48HLBZ+LEb7Z6JJxCMMjlVlaHde+ytXQfLYMuQfxHFW7/7vfk//gMBQgi+hwkNYzlOu29fcW11dHISbAF0/fMzdrPZNTIMwWRXHT942hCmVsMrjL94ubO5RfB4MBFBKiQyKlGvT9UVZRTmqxMS4JkEn2/Uwo9beLvJ7LaOgpQsQsVyXHZlZUldtUKphM3gcThNrReG2jsEp0NcWgQpmSqK1XB7j1cV11ZjhoFnslp4U+sF5+Cg4HRSMQASiLJseGJi2aefZB9+HV7Yo47ODmOz2zbOEAJSjFyeqNOn6Iu0BQXxGVp4YUMdnTfPGl22cVhDrlSWGgz5Ne/C8zy5/2CU75swmaf7eAiGe2179s/eSdmbF52YKA8Nga0h+PwLrtnHlr7bX593jgxDMGwMF5aUVFxbnXP4DVjfQEeXqbXNa7P5nQ6gFFZBMlbOaWKzd+lra9LycmEDvA5H5xnjwPVrEExifv7Ot95K3JUZl56OGQZejG9p2crzY70Wu7lnfnwMpGQRKpbT5Bx9s6SuhlUoYB1P7t5rb2qZ7O/HRESUghQKDWOj1Ps/+lXBOydgi43fvjPWd/tJd/fMvbsQjLa0tOyzRk6bDj+pgF+w8vyYhbebzK6RYQgm+1hV2elGZbQaXjoiit3n2/qvXBUcjoBnHqQowgTjnYcPVxjqI+Pj4UcRAwFREOamn85PPxV9K8LSkntyam5yam5y0jsz45ubE5aXgVIEFFMKm4GNjlFoYnW11flVR+F5+i9evmk0rng8sIYiQhVfWJhaVPSavigmOQm2kvvJRPtZ40j7DUQBgIIUDlMyqsiC6pOlH7wH67N2m7rOGh3DQ7AGwjgy4zVu167cyje0hQWwlURBuHG2yfL115hSDBSkKGaojM08/MbBU59ExsXBOhbn5q08P95jmTSbvVOTIEUwJpgp+ejDg59+DBtz+5uLN881+Ra8sIYsNDR8W3rS3ry8Y28lbH8NXpjg8/mWlvpa2yxffEmICBJIZJjYrKzyhvr0okJYByWk+/yF/m+v+J2OwPwcSFEAipAyNi4mI0MWGgqbjQSEFe/Cssu9PPM0sLQIweTV1hX8si40QhUSrgQpr3PWPjA43tNr7exccjhAFAEoPA9BCBgGs3J5eHioOjoyIT4mOTmci1FGR2NWhmWy0KiosKio8Gh1aEQEbJgoCON37tlu9z/u7nYOPQJRBELgeSggihETGsqGhskjVMqYmJjkpMj4OGV0tFypxHJWoVSGqFRKtTo8Wo0xhn9rAb//9l+vP/zHdwvj48szTyEYWYRKHsPlvPVm8S9qWYUCXhmzE3Yrzz829072mH1eL6wRGqUubWzY8/YJ2DDfwkLHmXN3L10CKYowwXj7oUMVDfXq5CTYDAG/YOX5MQtvN5ldI8MgRREWGSbn2LFyQ71SrYYfZX7GMTc17V/w+rzehVmX1+FwWMfn7HafZ15YXgZKgFBMCACFF8aqo1lOo6s+WfjOCXieO1evdTa3LDscmIgghWSsnONid2Xr66rT8vbAVgr4/XPTT70Oh8+7sDI/v+hyue2TjrGxBYfT7/GIAYESgglBlMALQzJWznGarCx9bU16fh48U8Dvv2Fs5lvbsChiSkAKyeUoTJn5xhsHfv2rCI6DzbDknrtxrunelSsMJYhSkMqsPFJ22qCKi4Mf6GF7p7n1gtdm8886gFJYBbGsPEYTuzu7uK5mW24O/CjWnt6OppaZwUFGFAEoSCG5HIeGqVNSwuPiYAsszs56Z2YEj0dc8ML3IYJxQm5ueWNDyp5cCKbT2NzzxRcQDBMSKldHh0arldHRjFwOm01YXnKN2ZacDhQIACXwPawcFArdL39R9vGvQWrR7R7l+2w9FrvZvDA9BcGod2Zy2dnZFQdf0xXBFuts+V3373+PKSCgIMWEhrGM4RLxAAAgAElEQVQcp923r7i2Ojo5CbYAuv75GbvZ7BoZhmCyq44fPG0IU6vhFcZfvNzZ3CJ4PJiIIBUSGZWo16fqijIK89UJCfBMgs83auHHLbzdZHZbR0FKFqFiOS67srKkrlqhVMJm8DicptYLQ+0dgtMhLi2ClEwVxWq4vcerimurMcPAM1ktvKn1gnNwUHA6qRiA1RCCkFBVcnLpbz7adagCXtijjq6Opmb3+DhDCACFVRi5PFGnT9EXaQsK4jO08MKGOjpvnjW6bOOwhlypLDUY8mvehed5cv/BKN83YTJP9/EQTGLunn2ffpK0J0fGsghj2BqUEFEUn/B9t5p/O/3wAQTDxnBhSUnFtdU5h9+A9Q10dJla27w2m9/pAEphFSRj5ZwmNnuXvrYmLS8XNsDrcHSeMQ5cvwbB7Hjj8L5PP45MiJfJ5QgheDG+pWUrz4/1WuzmnvnxMZCSRahYTpNz9M2SuhpWoYB1PLl7r72pZbK/HxMRUQpSMnV0SGxc8c9r846+CVvMYXv8dHR08Oq18ZtdEIy2tLTss0ZOmw4/qYBfsPL8mIW3m8yukWEIJvtYVdnpRmW0Gl46Iord59v6r1wVHI6AZx6kKMIE452HD1cY6iPj4+FH8S0uLi8sDN3qHuq65XPNCm43CQREQRAFgQQCRBSBEAAKm4eNjlFoYnW11flVR+F5+i9evmk0rng8sEaoWp12sHxbsT4le1dkrAa2kmtiov1c83B7OyYiohSkKCOjLKv75S/LT30C67N2m7rOGh3DQ7AGwkx8fn5SUeFrel1yViZsJVEQbhibLV+fx4RgSkCKIkwYJvPw4XJDfWRcHKxjcW7eyvPjPZZJs9k7NQlSBGOCmZKPPjz46cewMbe/uXjzXJNvwQtrKFSquPz81KKi7cX6mOQkeGGUEEqI+as/dbe0EFEECSQyTGxWVnlDfXpRIayDEtJ9/kL/t1f8Tkdgfg6CwTJWplAgjGCzUQpEFKkokoBACYFgMl5/fUdlZVyGlktJBikxEBBWVka6TT1/+to9NkZXVoAS2AiEACGEGcwwDMsyLItkMpAxTEioLCwsbufO+KzMlJzdcelpsGGUUv/Ssnty0vznr0c6OunKCgQE2BAEGCGMEWYYmYxhWcyywDBMaCgbER6ZnKzJyEjO3pWas1vGsvBvTQwEhk3mEZN5mu+bs45CUKwchYTueeftg5/8mg0JgVfG7ITdyvOPzb2TPWaf1wtrhEapSxsb9rx9AjbMt7DQcebc3UuXQIoiTDDefuhQRUO9OjkJNkPAL1h5fszC201m18gwSFGERYbJOXas3FCvVKvhRxk29w523pwbH/dOPAFRpIFAwO8T/QIlIiUE/oUCAIXNwKqjWU6jqz5Z+M4JeJ47V691NrcsOxyYiCCFZKyc42J3ZevrqtPy9sBWWvJ4Bjpvjlv4eZttZXYWRJEI/oDPTwIBQkSgFCgAUNgMSMbKOU6TlaWvrUnPz4NnCvj9N4zNfGsbFkVMCUgxYUpZdHTmoUMlv6gNj46GzbDknrthbL535QpDCKIEpDIrj5SdNqji4uAHetjeaW694LXZ/LMOoBRWQSwrj9HE7s4urqvZlpsDP4q1p7ejqWVmcJARRQAK34MQwphh5Qwrgy0gBkQSCFBRpESEIFBCTk7Z6caUvD0QTKexueeLLyAYhDCSMZiRYRmDEILNRggV/T4SCAClsAbFDJHJ9O+/X37qE5BadLtH+T5bj8VuNi9MT0EwcXl7E3VFr+mKtuXshi3W+bvf//P3/4EJwZSAFBMaxnKcdt++4trq6OQk2ALo+udn7Gaza2QYgsmuOn7wtCFMrYZXGH/xcmdzi+DxYCKCVEhkVKJen6oryijMVyckwDMJPt+ohR+38HaT2W0dBSlZhIrluOzKypK6aoVSCZvB43CaWi8MtXcIToe4tAhSMlUUq+H2Hq8qrq3GDAPPZLXwptYLzsFBwemkYgBWQ5iJiIhMS9v3/nuZBw/AC3vU0dXR3OIeH2NEAkBhFUYuT9TpU/RF2oKC+AwtvLChjs6bZ40u2zisIVcqSw2G/Jp34Xme3H8wyvdNmMzTfTysQQEl7c0razQk5+bA1nvcd7vjXNP0/XuIUlhDpo4Oi48v/kVd7pFKWN9AR5eptc1rs/mdDqAUVkEyVs5pYrN36Wtr0vJyYQO8DkfnGePA9WsQTNZbRw+eNoRzHGwG39KylefHei12c8/8+BhIySJULKfJOfpmSV0Nq1DAOp7cuddpbLLf6ceEAlCQUmhiw5KSi979WW7lG7DFFufmPDMO/k9/Hrx2DYLRlpaWfdbIadPhJxXwC1aeH7PwdpPZNTIMwWQfqyo73aiMVsNLR0Sx+3xb/5WrgsMR8MyDFEWYYLzz8OEKQ31kfDz8QB6n0/XE7pme9j6dnnw4ODUwEPB6xaVFhBBsJTY6RqGJ1dVW51cdhefpv3j5ptG44vHAGuGxsbtPnswo3a+Ojw+JCIet5J6wt7f8bri9HQsCEBGkCMYEM/r336swnIL1WbtNXWeNjuEhWAMzTMYbh187VB7/2msxyUmwlcRAoOv3X/DfXITlJerzgRRFmGCcWXm4vOFUZHwcrGNxbt7K8+M9lkmz2Ts1CVIEY4KZko8+PPjpx7Axt7+5ePNck2/BC2soIqOS9LpUnS6jIF+dmACbxPzlV7eamogoggQSGSY2K6u8oT69qBDWQQi59eVX/MVLxOMhy0vw6kkp2ZdWdiA1Z3fC9tcgmJlR69Ctf07evTfz6JHf4yG+FaAUfiAKQChgOcvIFZFJSVHJyTFpadGpyeEaTYRGo+JiFEolbMDKwsLwzX+O9fQ+HXjonZykfoESEX44AoBkLBMaooyJUcUnRKemcmnbIuJiwzWaCI6LiImGf0eEEMe4bWrw0cCVqxMWC0IQBMaUkeWdPFluOMWGhsArY3bCbuX5x+beyR6zz+uFNUKj1KWNDXvePgEb5ltY6Dhz7u6lSyBFESYYbz90qKKhXp2cBJsh4BesPD9m4e0ms2tkGKQowiLD5Bw7Vm6oV6rVsGGL7jn39PSic3bZ5ZoafGR/8HDJMbPimkUACLYQq45mOY2u+mThOyfgee5cvdbZ3LLscGAighSjCFFptQl7cve8eSQpKxO2wOLc3KLbPTcx6Xr82P7goWN0dNnhEBYXMGwhJGPlHKfJytLX1qTn58EzBfz+G8ZmvrUNiyKmBKQYZbic0+ysKC+uqw6PjobNsOSeu9HUfO/KVUYUESUglVl5pOy0QRUXBz/Qw/ZOc+sFr83mn3UApbAKYll5jCZ2d3ZxXc223Bz4Uazm3g5jk2NwEFMKQOEVk5iTe+B0Y0reHpDyLS37Fhd7vvxjf2srvHoIxgQzxR98UN7wKUgtut2jfJ+tx2I3mxempyCY7ZVHMo++qdmWGp2YCFvs5h/+aPryj+D3gd8PUkxoGMtx2n37imuro5OTYAug65+fsZvNrpFhCCa76vjB04YwtRpeYfzFy53NLYLHg4kIUiGRUYl6faquKKMwX52QAM8k+HyjFn7cwttNZrd1FKRkESqW47IrK0vqqhVKJWwGj8Npar0w1N4hOB3i0iJIyVRRrIbbe7yquLYaMww8k9XCm1ovOAcHBaeTigFYBWHMxnBRGRnFdTU79pXAC3vU0dXR3OIeH2NEAkBhFUYuT9TpU/RF2oKC+AwtvLChjs6bZ40u2zisIVcqSw2G/Jp34Xme3H8wyvdNmMzTfTxIUQCCUNLeveWNhuSc3bD1bLf7O4zNU/fvYZEgoCDFqFQhsbEl7/0y7+hbsL6Bji5Ta5vXZvM7HUAprIJkrJzTxGbv0tfWpOXlwgZ4HY7OM8aB69cgmKy3jh48bQjnONgMvqVlK8+P9Vrs5p758TGQkkWoWE6Tc/TNkroaVqGAdUzcudt51jh5px+CCY1PDE9NLXjnxO7XK2CLEUKE5ZUuY1N/WxsEoy0tLfuskdOmw08q4BesPD9m4e0ms2tkGILJPlZVdrpRGa2Gl46IYvf5tv4rVwWHI+CZBymKMMF45+HDFYb6yPh4+IHG79x78F27Y2DAM2YVfT4SECghQClsMTY6RqGJ1dVW51cdhefpv3j5ptG44vHAGpFJyftP1e88VI4ZBmEMW8k9Odn5u/8Y6eygyysQEECKYEwwo3//vQrDKViftdvUddboGB6CNbBMlvfzupy3T4Sr1aEREbCVxECg++vW/m+vBmadAa8HpCjCBOPMysPlDaci4+NgHYtz81aeH++xTJrN3qlJkCIYE8yUfPThwU8/ho25/c3Fm+eafAteWEMRGZWk16XqdBkF+erEBNgk5i+/utXUREQRJJDIMLFZWeUN9elFhbAOQkh7U0vvn7/GYgCJIrx6EgoLU4qL0wv2puzaBcGIQkDwrQz/08Rf/su8zRZwzVJC4EdCgBCWMZiRgVyuUKuT9ual7M1L25OrTkiADaCECD6fY2y8t+3CuNkser3U74cfCQFCmMGIYRArR3J5XHZ20t68tLw9Kdm74N+UGAh4nj7tamoZ/K//QoAQgmDQnup3y083sqGh8MqYnbBbef6xuXeyx+zzemGN0Ch1aWPDnrdPwIb5FhY6zpy7e+kSSFGECcbbDx2qaKhXJyfBZgj4BSvPj1l4u8nsGhkGKYqwyDA5x46VG+qVajVs2OSjoaFu89S9e86BgcDyEhUEKhJKRNhirDqa5TS66pOF75yA57lz9Vpnc8uyw4GJCFJyZXh8YWGKrnC7rohLTYXNRimdGh6ZHHxk7eya7O+ngkADAhEJUAJbCclYOcdpsrL0tTXp+XnwTAG//4axmW9tw6KIKQEpRhku5zQ7K8qL66rDo6NhMyy55240Nd+7cpURRUQJSGVWHik7bVDFxcEP9LC909x6wWuz+WcdQCmsglhWHqOJ3Z1dXFezLTcHfpQxU0/H2XMzjx5hBK+gxJzcA6cbU/L2gNT80xn35NS9v/zl0bVr8OohGBPMFH/wQXnDpyC16HaP8n22HovdbF6YnoJgdB99VPKbjxhGhmUMbLHuP5/v+fpr0eMlS4sgxYSGsRyn3bevuLY6OjkJtgC6/vkZu9nsGhmGYLKrjh88bQhTq+EVxl+83NncIng8mIggFRIZlajXp+qKMgrz1QkJ8EyCzzdq4cctvN1kdltHQUoWoWI5LruysqSuWqFUwmbwzDhu/eefhm60i/PzZGUZpGSqKFbD7T1eVVxbjRkGnslq4U2tF5yDg4LTScUArIIYRhEbF719e9G7J7cX6+CFPero6mhucY+PMSIBoLAKI5cn6vQp+iJtQUF8hhZe2FBH582zRpdtHNaQK5WlBkN+zbvwPE/uPxjl+yZM5uk+HqQoIIJR0t78csOp5JzdsPVst/s7jC1T9+9hIiJKQQqFhiliYvZ/+Ku9J6pgfQMdXabWNq/N5nc6gFJYBclYOaeJzd6lr61Jy8uFDfA6HJ1njAPXr8EaFKGst94q/8wQznGwGXxLy1aeH+u12M098+NjICWLULGcJufomyV1NaxCAeuYuHO38+y5yTt3IBhlcqpKq91b9daug2WwxQJ+/8rCwj9bfnf30iUIRltaWvZZI6dNh59UwC9YeX7MwttNZtfIMASTfayq7HSjMloNLx0Rxe7zbf1XrgoOR8AzD1IUYYLxzsOHKwz1kfHxsGFzU1P2hwP2ew/sd+8tTE+vzDqBUoTg5WCjYxSaWF1tdX7VUXie/ouXbxqNKx4PSFGAqOTkA42Nma9XwNabm5q++cevRjq7RM889flAimBMMKN//70KwylYn7Xb1HXW6BgegjUYGav79Ud7a6vlISEyuRy2khgImM5f6L9yVXA6Ap55kKKACEaZhyvLGxsi4+NgHYtz81aeH++xTJrN3qlJkCIYE8yUfPThwU8/ho25/c3Fm+eafAteWCM8NjbrxAnt/pKY5OQwlQo2ifnLr241NRFRBAkkMkxsVlZ5Q316USGsgxByw9jc+6c/YyJiQuDVk1BQmKzXaQsLUrJ3wfpmxsZt/Xe809M+l2vW9thps4nLy2RlBSH4cSjCTEhIZHKyeltqTFpa3I4dybuzw2OiYQMW5+bG+b6ZkVH//Lxn+umszbbsdovLS5QQBD8GRYgiHJGQEJWcHJOexmnTk3Znx2VkwL+jhdnZjqbfPrx+DQUCQAgEs23f/qyqY3EZGZq0VHg1zE7YrTz/2Nw72WP2eb2wRmiUurSxYc/bJ2DDfAsLHWfO3b10CaQowgTj7YcOVTTUq5OTYDME/P4hk9lq7pnm++bGrCBFERYZJufYsXJDvVKthg1YcLlmxmz2+/cn+m7PPX68MD0NRETwkrDqaJbT6KpPFr5zAp7nztVrnc0tyw4HJiJIycMjEnW6VL0uoyA/JiUZNpXz8RPHuG1maMgxNOwcHvZM2hEAgpcByVg5x2mysvS1Nen5efBMAb//hrGZb23DoogpAakQThP52muv7d+350hlWKQKNsOSe+5GU/O9K1cZUUSUgFRm5ZGy0wZVXBz8QA/bO82tF7w2m3/WAZTCKohl5TGa2N3ZxXU123Jz4EcZM/V0nj038+gRQvAKSszJPXC6MSVvD0g9tY5NDQ0P//0ftq5OePUQjAlmij/4oLzhU5DyOBwP2zvHzT2zDx4su2YhmOKPPy6t/wReCnPrhd62C4LbLXo9IMWEhrEcp923r7i2Ojo5CbYAuv75GbvZ7BoZhmCyq44fPG0IU6vhFcZfvNzZ3CJ4PJiIIBUSGZWo16fqijIK89UJCfBMgs83auHHLbzdZHZbR0FKFqFiOS67srKkrlqhVMJmmH/6tOv3f3j03Xd0eQkEAaRkqihWw+09XlVcW40ZBp7JauFNrRecg4OC00nFAKyCGCYsMSlm586Cd05kFBXCC3vU0dXR3OIeH2NEAkBhFUYuT9TpU/RF2oKC+AwtvLChjs6bZ40u2zisIVcqSw2G/Jp34Xme3H8wyvdNmMzTfTxIUYQIZpL27i031Cfv3g1bz3a7v8PYMnX/HiYiohSkKCtnVZEHPvlNwcl3YH0DHV2m1javzeZ3OoBSWAXJWDmnic3epa+tScvLhQ3wOhydZ4wD16+BFAVEEOw6erSisSGc42Az+JaWrTw/1muxm3vmx8dAShahYjlNztE3S+pqWIUC1jFx527n2XOTd+5AMBFp2qgdO/YcOZxZug+22LLH452d7f3jfw5cvQrBaEtLyz5r5LTp8JMK+AUrz49ZeLvJ7BoZhmCyj1WVnW5URqvhpSOi2H2+rf/KVcHhCHjmQYoiTDDeefhwhaE+Mj4eNmzU3NP9p69dI8OBuXkiBoBSeInY6BiFJlZXW51fdRSep//i5ZtG44rHA1KE0qjklLLPDJmvH4KtN//0affXbSNdN4VZh7i0BFIEY4IZ/fvvVRhOwfqs3aaus0bH8BCswbDs/oaGovd+gRCCLSYGAqbzF/qvXBWcjoBnHqQogEghs7Ky4rQhMj4e1rE4N2/l+fEey6TZ7J2aBCmCMcFMyUcfHvz0Y9iY299cvHmuybfghTXUKan7DQ07Kg6i/wM2ifnLr241NRFRBAkkMkxsVlZ5Q316USGsgxByw9jc+6c/YyJiQuDVk1BQmKzXaQsLUrJ3wfoo+R8rCwtL8/MD7R33//YPn9MhuF0IEELwYyGEEZKxKCwsOX/v/g8/SMzMhA2g/0KIsLKy5JmfuP/w3t/+7hwa8jkdVBAwQvBjIYQAYRwWpoiJ2fer9/OqjsG/owWXq+v3Xzz8r7/R5WUQ/BBMeHJq5I4du1+vyHnjELwaZifsVp5/bO6d7DH7vF5YIzRKXdrYsOftE7BhvoWFjjPn7l66BFIUYYLx9kOHKhrq1clJsBkCPv9A183hW93Oe3c9Tx6DFEVYZJicY8fKDfVKtRo2wD746N5//2Pqzp35kRFxZZlSCi8Rq45mOY2u+mThOyfgee5cvdbZ3LLscGAigpQ8PCJRp0vV6zIK8mNSkmFTPWjvvP/f/5gfHVl4bKOEUErhZUEyVs5xmqwsfW1Nen4ePFPA779hbOZb27AoYkpAKjJ1W6JOl6YrfK2wQKFUwmZYcs/daGq+d+UqI4qIEpDKrDxSdtqgiouDH+hhe6e59YLXZvPPOoBSWAWxrDxGE7s7u7iuZltuDvwoY+aerrPGmUeD8EpKzMk9cLoxJW8PSD2+/8DK902YzNN9PLx6CMYEM8UffFDe8ClIuSen+L98O9ZtWrJPCAteCKb4449L6z+Bl6Ln4mXLN5f8Tkdgzg1STGgYy3HaffuKa6ujk5NgC6Drn5+xm82ukWEIJrvq+MHThjC1Gl5h/MXLnc0tgseDiQhSIZFRiXp9qq4oozBfnZAAzyT4fKMWftzC201mt3UUpGQRKpbjsisrS+qqFUolbIb56emOlv/16Lt/IL8fRBGkZKooVsPtPV5VXFuNGQaeyWrhTa0XnIODgtNJxQCsglk2OjMrfk9udkV5yu5seGGPOro6mlvc42OMSAAorMLI5Yk6fYq+SFtQEJ+hhRc21NF586zRZRuHNeRKZanBkF/zLjzPk/sPRvm+CZN5uo+HNQjCSXv3HmxsSM7ZDVvP1ne7/VzT9P37mBIE34fDIxScZv+v3ss7dhTWN9DRZWpt89psfqcDKIVVkIyVc5rY7F362pq0vFzYAK/D0XnGOHD9GkhRhAjCu46+VWFoCOdiYDP4lpatPD/Wa7Gbe+bHx0BKFqFiOU3O0TdL6mpYhQLW8eTO3c6zxsk7dxBQWCM0ISkibVv+ieO7D5XDFpsZtz0dHR28es126yYEoy0tLfuskdOmw08q4BesPD9m4e0ms2tkGILJPlZVdrpRGa2Gl46IYvf5tv4rVwWHI+CZBymKMMF45+HDFYb6yPh42ADPjOPJgwc2S5/NZFp2OojPB5TCehCimGFCQkJUkfLwcHlYKKtQMHK5MioqgovBDAPrWHS77Q8eeiYnxeUlGgiAFBsdo9DE6mqr86uOwvP0X7x802hc8XhAilKISkk+0NiY+XoFbD335NTNL74c7uikiwtU8IMUwZhgRv/+exWGU7A+a7ep66zRMTwEazAyNv+9X+b+7J0wlUqhDIOtJAYCt7760+3LfxHn58nSIkhRQAShzMrK8saGyPg4WMfi3LyV58d7LJNms3dqEqQIxgQzJR99ePDTj2Fjbn9z8ea5Jt+CF9ZQp6YeaDTsqCiHTWX+8qtbTU1EFEECiQwTm5VV3lCfXlQI6yCEtDe19P75PBYFJIqwBqVAEQKMABD8FFKK9Wn792/LzUncsR2eJ+D3Cz7fzNj405HRwOKi4PXOTU3PT08vOJ0r83Oiz0/FAKYUfhCEEStTJSdv0+u3FeSn5OaERUbCBhBRFFZW5mccT0dGF51OYXFxfnJq9vGTZbdr2TMv+nzE70eUIviBZKwsLHRbyb70Yn3y7l1cair8e1mamze3ffPouxsrM08DC14IRhahkquj89/9WfHPa+HVMDtht/L8Y3PvZI/Z5/XCGqFR6tLGhj1vn4AN8y0sdJw5d/fSJZCiCBOMtx86VNFQr05Ogs0grKzc/uv1ge/aF8bHlh0zIEURFhkm59ixckO9Uq2GZ1p0z02PjE7cvWfrtXiePPa73UQMwLoQRQjJ5XJluCIiIkQVIQ8NZVhWGRUVwcVgmQzWsTQ/b3/wcN5uF5eWaEAAKVYdzXIaXfXJwndOwPPcuXqts7ll2eHARAQpeXhEok6XqtdlFOTHpCTDJvE4nK7JyZGuW6OdXT63y++Zh/VRAIqQLDRMHh4RoooIUalkcrlMLo/gOKU6Cta34HLNTU157HavfZISEVZBMlbOcZqsLH1tTXp+HjxTwO+/YWzmW9uwKGJKQCoydVtSsT6tqDCjIF+hVMJmWHLP3WhqvnflKiOKiBKQyqw8UnbaoIqLgx/oYXunufWC12bzzzqAUlgFsaw8RhO7O7u4rmZbbg78KGPmno6zRsejQQRBUAAKAAgDQvBTSMzJOdhoSMnLBan5pzPuqal7l//y6No1WAdBCP4FIQAELxdiWaxQ6H7x8wO/+QikPDOO+zfax809roGBFdcsBJNXW1vwi5+HqiJCwsNhi/VcvGz55pLf6QjMuUGKCQ1jOU67b19xbXV0chJsAXT98zN2s9k1MgzBZFcdP3jaEKZWwyuMv3i5s7lF8HgwEUEqJDIqUa9P1RVlFOarExLgmQSfb9TCj1t4u8nsto6ClCxCxXJcdmVlSV21QqmEzTA3NdVubHn0979jQhAlICVTRbEabu/xquLaasww8ExWC29qveAcHBScTioGYBVGrkjU6VL0uozC/DitFl7Yo46ujuYW9/gYIxIACqswcnmiTp+iL9IWFMRnaOGFDXV03jxrdNnGYQ25UllqMOTXvAvP8+T+g1G+b8Jknu7jYQ1CaVLe3oOnDUk5OQgh2GI2/nb72XPT9+9jBAi+j43hwpKSimurcw6/Aesb6OgytbZ5bTa/0wGUwipIxso5TWz2Ln1tTVpeLmyA1+HoPGMcuH4NpCjChMG73nyrwnAqnIuBzeBbWrby/FivxW7umR8fAylZhIrlNDlH3yypq2EVCljHkzt32881Td7px5Qi+D42OiY0IUFfW7PnzUrYYta+21YLbzf3OO7fg2C0paVlnzVy2nT4SQX8gpXnxyy83WR2jQxDMNnHqspONyqj1fDSEVHsPt/Wf+Wq4HAEPPMgRREmGO88fLjCUB8ZHw/PQymduP/Q1No2ffeeMOskgh+CQggBQhgBIwNWzkZFRaakqOLjwmNiQlURCmV4bPq2xJ07ZCwL63hqHTOfb7P1WgSng/hWQIqNjlFoYnW11flVR+F5+i9evmk0rng8sEZUcvJ+Q8POQxXo/4Ct5JqYaD/XPNzejomIKAUpgjHBjP799yoMp2B91m5T11mjY3gI1sCMLOt41c4jlVxKsiC6jY4AACAASURBVEqjga0kBgKdv/+i78I3dHkZ/D6QoggTjDMrD5c3nIqMj4N1LM7NW3l+vMcyaTZ7pyZBimBMMFPy0YcHP/0YNub2NxdvnmvyLXhhDXVq6oFGw46KcthU5i+/utXUREQRJJDIMLFZWeUN9elFhbAOQkhHy/+ynD8Pfj8KCCBFASilwMiQXA4IwU8hff/+1w4cSNy5PTY9DX6ggN9v7bttu3P36eCg22YTvF6ysoIpBUopoQD0X4ACAIXnQXI5o1Jp9+3b9/57MakpCCH44R7ff/Co65bDanU/eSx4PMLCAiYUUQL0fwD9FwCg8DwIYzaGi0xL19dW7zywHwEAQvDvYtnrvfu3vw/fvDU/PLzsmIFgCAChoP/wV2WnPsUYI4zhpzY7Ybfy/GNz72SP2ef1whqhUerSxoY9b5+ADfMtLHScOXf30iWQoggTjLcfOlTRUK9OToLN4F9e7j7fdv/63wSnI+D1gBRFWGSYnGPHyg31SrUa1kcpnbGO3bn+3xN9fR7raGBpEYJDCAHCGDBDGEamVCrj4lWJCeqkJGW0WqFUarZtS9y5nVUoYB3Ox49N5y+Mm0x+p5OsLIMUq45mOY2u+mThOyfgee5cvdbZ3LLscGAigpQ8PCJRp0vV6zIK8mNSkmGTPHnwcLTXMtHTM83zsC6EMEIIU4wIxqHRMcqExKikJHVyoiI8PDQiInHn9ti0NFjf9MjoqIV/Yu6Z6u0RBQFWQTJWznGarCx9bU16fh48U8Dvv2Fs5lvbsChiSkAqMnVbUrE+ragwoyBfoVTCZlhyz91oar535SojiogSkMqsPFJ22qCKi4Mf6GF7p7n1gtdm8886gFJYBbGsPEYTuzu7uK5mW24O/ChWc0/7WaPj0SADQRAAghBm5Yhh4KeQuHt3Wf2nKbm7IZhOY3PPF19AMBQhgjFgBjMMIAQvlyw0lA1XFpw8WfKLOpBadLtH+T5bj8VuNi9MT0EwO998a1fV0ZiU5Kj4eNhiPd9ctly85Hc6AnNukGJCw1iO0+7bV1xbHZ2cBFsAXf/8jN1sdo0MQzDZVccPnjaEqdXwCuMvXu5sbhE8HkxEkAqJjErU61N1RRmF+eqEBHgmwecbtfDjFt5uMrutoyAli1CxHJddWVlSV61QKmEzzE1NtZ9rfvT3v2NKEKUgJVNFsRpu7/Gq4tpqzDDwTFYLb2q94BwcFJxOKgZgFUauSNTpUvS6jML8OK0WXtijjq6O5hb3+BgjEgAKqzByeaJOn6Iv0hYUxGdo4YUNdXTePGt02cZhDblSWWow5Ne8C8/z5P6DUb5vwmSe7uNhDUohISen5ONfJ+/JZUNCMMPAVrLxtzvPnpt+cB9BEGwMF5aUVFxbnXP4DVjfQEeXqbXNa7P5nQ6gFFZBMlbOaWKzd+lra9LycmEDvA5H5xnjwPVrIEURJgze9eZbFYZT4VwMbAbf0rKV58d6LXZzz/z4GEjJIlQsp8k5+mZJXQ2rUMA6nty9125smuy/gwlBQEGKiVDJY2JK3n8v//gx2GIP2zse3uhwDQ56xscgGG1padlnjZw2HX5SAb9g5fkxC283mV0jwxBM9rGqstONymg1vHREFLvPt/VfuSo4HAHPPEhRhAnGOw8frjDUR8bHwzMRUfSvrNj6bvf86WvH4CBdWaFEBClKATCSq6LCuJjYjIyopES5UikPD1eoVAqlkg0NkcnlMrk8TKUKj47GDIZ1PLWOmc+32XotgtNBfCsgxUbHKDSxutrq/Kqj8Dz9Fy/fNBpXPB5YQ8lpdp04ri3dH5OcHBapgq3kejJx46xxpL0dU4qAwvfIWKpQFP3i5+Wffgzrs3abus4aHcNDsAZmmLTyCu3BA0lZmZrUVNhKohDo+O3vLK1tSPCjQACkKMIE48zKw+UNpyLj42Adi3PzVp4f77FMms3eqUmQIhgTzJR89OHBTz+Gjbn9zcWb55p8C15YQ52aeqDRsKOiHDaV+cuvbjU1EVEECSQyTGxWVnlDfXpRIayDEHLry//kL14iXg9ZWgQpCkAANNt3aEv3h6hU8FNQJydHpSRHRKvDIiPhByKiOP90Zn5mZtHlWp6fJ35/YMUXWFlZdLnck1NLLveK1+tfXAgsLiJKEDwLYhgklyfnF+TXVMft2K6MisQMAz+Qx+F0TdiX5uZWvB7R5xf9PmF5xb+4ODc5Nf/06bLb7fN6xZUVKgYwPBNCTEioMi5uz8mf7Sg7oIyKlIeGwr8LYcVnHxx83H9n9B/fOR89QgjWogAUIG3/ge1vHErcuTMuIx1+arMTdivPPzb3TvaYfV4vrBEapS5tbNjz9gnYMN/CQseZc3cvXQIpijDBePuhQxUN9erkJNgM/uXlf/7p63t/vRZwu8XFBZCiCIsMk3PsWLmhXqlWwzqIKPpXVuwPHvIXLk7ffxDwzBFBgLUQYsKUCrU6fseOmNQUWViYPCxMrlQqwsMVEeFsSIiMZcMiVeHR0ZhhYB3Ox49N5y+Mm0x+p5OsLIMUq45mOY2u+mThOyfgee5cvdbZ3LLscGAigpQ8PCJRp0vV6zIK8mNSkmGTPPzuBn/xsvfx46Wn0xAMYhikCIlMSkzctUvJcWxoqFyplIeHKyLCQyIiZCwrk8vDo9VhkZGwPvvgo6Fu06SFf9rfTwICrIJkrJzjNFlZ+tqa9Pw8eKaA33/D2My3tmFRxJSAVGTqtqRifVpRYUZBvkKphM2w5J670dR878pVRhQRJSCVWXmk7LRBFRcHP9DD9k5z6wWvzeafdQClsApiWXmMJnZ3dnFdzbbcHPhRrObeDmPTzOAgQwmsgRQhMpVqW0F+/M6d8FOI0GhS83IjNBoIptPY3PPFFxAMExqmiOHUadsSM3cqlEp4uTArY1h5ws4diVmZILXodo/yfbYei91sXpiegmC2HTigrShPzsqM02phi3V/3drzdavomSeLCyDFhIaxHKfdt6+4tjo6OQm2ALr++Rm72ewaGYZgsquOHzxtCFOr4RXGX7zc2dwieDyYiCAVEhmVqNen6ooyCvPVCQnwTILPN2rhxy283WR2W0dBigmPYGNidh+pLP55bYhSCZthbmqq/azx0d//jikgoCAlU0WxGm7v8ari2mrMMPBMVgtvar3gHBwUnE4qBmAVRq5I1OlS9LqMwvw4rRZe2KOOro7mFvf4GCMSAAqrMHJ5ok6foi/SFhTEZ2jhhQ11dN48a3TZxmENuVJZajDk17wLz/Pk/oNRvm/CZJ7u4yGY2Mysvb/8eUrennC1WiaXw9aghIgB8XFf363m3z59+ACCkXMaZXKyrubdnDdeh/UNdHSZWtu8Npvf6QBKYRUkY+WcJjZ7l762Ji0vFzbA63B0njEOXL8GUhRhwuBdb75VYTgVzsXAZvAtLVt5fqzXYjf3zI+PgZQsQsVympyjb5bU1bAKBazjyd177U0tk/39mIiIUviekBBWFbn/1x8VnnwHtljft1dvf3tleXJyxTEDwWhLS8s+a+S06fCTCvgFK8+PWXi7yewaGYZgso9VlZ1uVEar4aUjoth9vq3/ylXB8f9xBydeTd35w/jfn3tzEyCQkBVkCRBUNlkMkAAii60ruEwLODOd+bYznVpD/Wfm/FTA2brNtEVLnY5UZ9qpslgSyEVc2CEk7BAIkH279/N8z3PO7xwiAVGw9enrZQnY1iAYRgRLEGlHj1ZqLwhjY2FLPo/HZrGY9D0Pmq+vmCYIhGADxKFIHi8yMVGyd+/+0pLEA1nhUVFUWBg8p4Vxo+7z5skeg9+6zHo9EIwSS3gyubquRlV9Cp6lr+VmZ0ODx2aDDXgC4Z7CQoW6cG9hvjg+Hl4m69T03f/vyti9ewQCBE9DvDAUEVFwvq7sd2/D5oxduo4rDZbREdgAEWRsfn6CunCvujA+PQ1eJsbvv9vQRH/RTDAMwiwEw4hgSTL96NEK7QVhTAxswrm6ZqRpU7dhVq+3z81CMJYgWIIsfuft8vfehe158GVL59VGr8MOG4gUisP12v2VFbCr9B9/er+xkWUYCIIYkpRnZFRcvJBSWACbwCzb1Xyj71+3fBZLYG0VgmFALIL9r71Wrn1fFBeHCAL+Hxfw+dx2+9Lk1PSTgaXJSfviontpybO8jL1eHAiwTAAzDGxOlp6RfupkQm6OPCWZ4vFgZzDGbrvdYbVOPRmYGxpenZ52LC74bXbG7cYBPw4wLBMAjGETvChB2smTqWWl8pSUKKkEfi5YhnHb7YujY92f/n1S340wBsAQCj9BIVAqc44fzSg7TJAkQRLw01menjHS9KS+Z7Zb77XbYYPwaFFp/cXcs2dg27wOR9vlq4+++gqCYYRYgtx/pLLi4vuihHjYDT6Xq/OTTx/damVtdtbjhmAYEQxJZldVVWgv8EUi2ITf67UvLZkMvb1fNC+PjREIEDwNESRBUWExscKU5MwjFSn5B8OjBNywMHhOS5OTui+uT3Tp/ctLrMcNwSiRmJLK1DVvFJw7A8/ysPV2e9M1t8VCsAwE40ZGxanVCo06NV8lSUyAHWMCgYDP39vS8sOf/8J4PATG8BSECIIkw8O5EnF8bu6BE8flypQIgYAgSXhOk4/7B+61zT98aB0cYAMBWAdxKK5UKsvI0NTVpqjyYEsBn+9uQxPdfJ1gGAKzEEyoSIov0iQXFqTmq3h8PuwG18rq3camx7daSYZBmIVg6ceOl13SCmJi4DkN3GvXN9+wm82+ZQtgDOsgiuJKZPIDWUXna5NysuGFGLsNbY1Ni0NDJMMAYAiCyKjIiNjYkt/+Jvv4MXj1tDc0dX/4IYTCFUZHpSiVxUV5p04I5TJ4ZThXVyd6H5h6DDNdOvvcLIQSk3cwvrAgVa1OyjkAL9n9jz/Vffp37HGD1wvByPAISipVlpQU1dWIE+LhJUB3/nh5Rq+3jo1CKFnVp8svaSNEIniF0S0325uu+W02gmUgWJgwOk6jUagLUwtUoj17YEt+r3fcQJsM9IxOv2Ich2CIF0bw+Qeqqg6/89uwyEjYDauzc21XGka++w4Bhg04gmhKJj14urqoroYgSdiS0UDrmm8sDQ35l5YwE4B1SC4vTq1O1KhTC1QxSiXs2HBbR1vTtRXTBMmwABjWIbncOLUmUVOozM+PTVXCjo20tXdeabCaTbABl88v1WpVtW/Cs0w96R+ne6d1+vleGkKJTkred+yoIl+1Z9/esMhIeDk8TqfFZDYb6KHW1lWzGUKJiE8UpqaqTldllJXC5gbbOnTN1+1ms2/JAhjDOohDcaUyeVampq42OS8HtsFusbRfbhi8cxuCYUSwJJF54mSl9v1IqQR2g9flNtL0RI9hRt+9ZpqAYJwoASWVZZ86UXy+luLxYBNTj5+0N/1ppq+PCAQAs/AUkiTDI0ovvFd4vhZesu4bLfSXLb7lZf/aKoSiLC0t+6BeqkyBn1TA5zfS9ISBntHprWOjEEpWVXXZpXq+WAQ/OpZhur643ner1W+xBGxrEAwjgiWItKNHK7UXhLGxsKXVubmh9k5zT8/i4yee1RUET0MISfanSdPTZKmp0pSU6LjYKImEw+USJAnPaW54pPNvH032GLDbBUwAglFiCU8mV9fVqKpPwbP0tdzsbGjw2GywAcWPlGRlJeSrMsvL5CnJ8DJZp6bbLl8Zu3cPQQhkZBQZHZ3/xi8OvfUr2JyxS9dxpcEyOgIbIEREpaRI0tNzTx7fqy6El4nx++9daez9/HOEMQCGp5AczOOlv/5a+R/eFcTIYRPO1TUjTZu6DbN6vX1uFoKxBMESZPE7b5e/9y5sz4MvWzqvNnoddthApFAcrtfur6yAXaX/+NP7jY0sw0AQxJCkPCOj4uKFlMIC2ARm2e6Wmw9bb3vm53zWZdgAA1KWHS7+/TuSpCRueDhCCP5fxjJMwO/32O2OZavb7vC5XAGPO+D2LE2YFkbHbDPTzrlZQAhBaBEyuTg9LbWkJOu1IxFCAexYwOfzezz2ZatzZdXrsPtdbsbncywtzY+MrpjNjpmZgMeDEITE4YWJ0tLi8nKzXjsSl54GPxcY44DPtzw5pf/s84kfuhiHA/t9EAqHH0kJhemvv76/oiw6NjZKIoafzvL0jJGmJ/U9s916r90OG4RHi0rrL+aePQPb5nU42i5fffTVVxAMA7AI7a88UvGBVpQQD7vB63S1//mvD//5T/B6IeCHYBgRDElmV1VVaC/wRSLYhH15eVzfY+rumTEYXJZFBCGESWX82FhFviohN0eckCCUyzgURXA48JwsJnPXPz436XSB1RXW64VglEhMSWXqmjcKzp2BZ3nYeru96ZrbYiFYBoJxI6Pi1GqFRp2ar5IkJsCOWcyT0/0DE533J9rbWb8PwdNILi9MJhOlpCQezNuTtl+apAgXCjkUhQgCntNYt+HBrdbloWHn1CRmGVgHcSiuVCrLyNDU1aao8mBLAZ/vbkMT3XydYBgCsxBMqEiKL9IkFxak5qt4fD7sBtfK6t3Gpse3WkmGQZiFYOnHjpdd0gpiYuA5Ddxr1zffsJvNvmULYAzrIIriSmTyA1lF52uTcrLhhUz0GNqu/XlxcJAI+AFjeAqXGyaRlL77bt7pKnj1tDU06f72IYEAwdPI8AiuRKIsPVR0vk4UtwdeGR6HY25k1Ez3jv3n29VJM4QSlZQcvW9f7olj6YdL4SXr+MvfdB9+iAIMsAwEI8MjKKlUWVJSVFcjToiHlwDd+ePlGb3eOjYKoWRVny6/pI0QieAVRrfcbG+65rfZCJaBYGHC6DiNRqEuTC1QifbsgS35vd5xA20y0DM6/YpxHIJhkoMpKufM6YoLfwiLioKdwRizDLMyPXO/8dro3e8hFI4gmpJJD56uLqqrIUgStmQ00LrmG0tDQ/6lJcwEYB2Sy4tTqxM16tQCVYxSCTs23NbR1nRtxTRBMiwAhnVILjdOrUnUFCrz82NTlbBjI23tnVcarGYTbMDl80u1WlXtm/AsU0/6x+neaZ1+vpeGUPjymNh8VZJavb9IHSkWw8thX1oe1etN3T3zNO2yWCAUcXqmPCc7s6JMma+CzQ22deiar9vNZt+SBTCGdRCH4kpl8qxMTV1tcl4ObIPdYmm/3DB45zYEw4hgSSLzxMlK7fuRUgnsBq/LbaTpiR7DjL57zTQBwThRAkoqyz51ovh8LcXjwSZm+gc6/vrRTN8D7HYBw0AwjIHgcove/X1+7ZsUj0dSFLw0P/z9s+7PP2cdDtblglCUpaVlH9RLlSnwkwr4/EaanjDQMzq9dWwUQsmqqi67VM8Xi+BHxzJM1xfX+261+i2WgG0NgmFEsASRdvRopfaCMDYWtjQ/Mtr58SdTBgNrd+CAH56CECLJfUeP7XutMkapFMfHwQ7MDgzea7w2ZeghWBZhDMEosYQnk6vralTVp+BZ+lpudjY0eGw22IAMC49MSo7Py8urOhmXtg9eDsyyPo932WTq+vNfJu7fh1C4Eml47J7c6lPqN87B5oxduo4rDZbREdgIIUokjkxMLPplXdaRSnhpAl6fx+n84U9/edTyJYRC8MJIgSDtSGXJb38jkElhE87VNSNNm7oNs3q9fW4WgrEEwRJk8Ttvl7/3LmzPgy9bOq82eh122ECkUByu1+6vrIBdpf/40/uNjSzDQBDEkKQ8I6Pi4oWUwgLYBGbZB9/c6f/2O/uEybUwB6EkqtV5dbUx+/YKZDKCJOHnaPLRk7HunvnHj5cGBgIeD+vzQiiIxyMjo9JeO1L6P7+Nkknh5ViZmxvrNkw/6Ft8/MS9vBTweACzsAEiCCIySrxv36H/+c3eIg38vKwtLPbeajXe73JMTfptaxAKxoARKIpLkoqLknJzYvftRf+LIOCnsDw9Y6TpSX3PbLfea7fDBuHRotL6i7lnz8C2eR2OtstXH331FWzAYrzvyJGKS/WihATYDV6n825DU1/LVyTLIsxCMIwIhiSzq6oqtBf4IhFsYnlyqqflpknf7ZmfC7icEAKSZGXF5ORmlJWmqPJgBywTps6PPzF16ViHHfv9EIwSiSmpTF3zRsG5M/AsD1tvtzddc1ssBMtAMG5kVJxardCoU/NVksQE2DGjoffB7TvLg4P2iQnMMrABVyCUHjigKCjIKCuVJCbADgy1d+o+b14zTfitVsAsrIM4FFcqlWVkaOpqU1R5sKWAz3e3oYluvk4wDIFZCCZUJMUXaZILC1LzVTw+H3aDa2X1bmPT41utJMMgzEKw9GPHyy5pBTEx8JwG7rXrm2/YzWbfsgUwhnUQRXElMvmBrKLztUk52fBCTPSDjr/+bXFgAHvcwLIQjEWIKxAcfv/CwXNnEUEghOBV0tb4p64PPyQBI4zhKRwO4oWllh0+/PvfSRSJ8Mrwezwr8/NTvX2PWlqWR0chFE60KEweo/ll3cGqk/DSBHw+v9en+/Cjnk8+QYAQgqeQ4RGUVKosKSmqqxEnxMNLgO788fKMXm8dG4VQsqpPl1/SRohE8AqjW262N13z22wEy0CwMGF0nEajUBemFqhEe/bAlvxe77iBNhnoGZ1+xTgOwTBBsiSZc/ZM5cULYVFRsDMswzqs1sXx8QeffWHWdUEoHEE0JZMePF1dVFdDkCRsyWigdc03loaG/EtLmAnAOiSXF6dWJ2rUqQWqGKUSdmy4raOt6dqKaYJkWAAM65Bcbpxak6gpVObnx6YqYcdG2to7rzRYzSbYgMvnl2q1qto34VmmnvSP073TOv18Lw2hcAXCyOTklOKig6dORsfGwMuxOjf/8N/fmru7V8dGfWtrEMreo8fSjh2NUaaIE+Jhc4NtHbrm63az2bdkAYxhHcShuFKZPCtTU1ebnJcD22C3WNovNwzeuQ3BMCJYksg8cbJS+36kVAK7wetyG2l6oscwo+9eM01AME6UgJLKsk+dKD5fS/F4sIn5sXFDy81putc9P8d43LABweHsO35i/+tH5Ckpoj2x8NJ0/PVD3UcfI78fmACEoiwtLfugXqpMgZ9UwOc30vSEgZ7R6a1joxBKVlV12aV6vlgEPzqWYbq+uN53q9VvsQRsaxAMI4IliLSjRyu1F4SxsbCl2cGh9j//ddpgAJ8PWAaeQnGJsDBVXW3umeqIKAGPHwE7MDsw2HalYcpgIADDBpRYwpPJ1XU1qupT8Cx9LTc7Gxo8NhtsQFAURyTek52t+eV5Rc4BeDn8Xu/M4PBU38Px779fGh6CUIQpSklWVvrh0syKMticsUvXcaXBMjoCISAIC4uQx5T+/p2ck8fhpVk0mRfGx4e+uWPu7IBQeCKxIDll7+FDeadO8kXRsAnn6pqRpk3dhlm93j43C8FYgmAJsvidt8vfexe258GXLZ1XG70OO2wgUigO12v3V1bArtJ//On9xkaWYSAIYkhSnpFRcfFCSmEBbAJjPNbdY+w2zPb0LA8PQSiS/WlJh0uTVAeTsrM5PC78HDmsVtvi0tzg4OzA4OKTJ8vjYwRCsBHJwTxuxutHy957VyCXwcvhdblsi0uWiYm5gcH5/v7F/v6A240QPA0h4PJESuXhP/x+f+kh+HnxOJyzw8OTdO/od/9dNZkQgpAwQIQ8RqhQHDh1Yt+hEm54OMXjwU9heXrGSNOT+p7Zbr3XbocNwqNFpfUXc8+egW3zOhxtl68++uor2AAD7Ks8Un5JK0pIgN3gdTrvXmnoa2khMBCAIRhGBEOS2VVVFdoLfJEINmGZMP3w6T/Men1gbY31eSEYRgRLEAdOn84+XSWKjY2SSmAHFsfH2/70V5OuC3l9wDIQjBKJKalMXfNGwbkz8CwPW2+3N11zWywEy0AwbmRUnFqt0KhT81WSxATYsZEfdIav/rkyNuaZn8UsC8FYAMGeuJw33lCWFEXviQ3j82EH+r/7/v5HH9tnZrDLCRjDOohDcaVSWUaGpq42RZUHWwr4fHcbmujm6wTDEJiFYEJFUnyRJrmwIDVfxePzYTe4VlbvNjY9vtVKMgzCLARLP3a87JJWEBMDz2ngXru++YbdbPYtWwBjWAdRFFcikx/IKjpfm5STDS9k6vET/RfX5x8/9i0vs34fBMMAvCiB+p3/ya6u4kVEcLhceJW0//VD/SefIp8PAn4IhhGBSTK17HDFxfclSQp4ZbAM43W5pvoe6T78aL7/CYExbBQWxokSlP7unYI3fwEvzfLU9MLExPCdf49991+EYCMyPIKSSpUlJUV1NeKEeHgJ0J0/Xp7R661joxBKVvXp8kvaCJEIXmF0y832pmt+m41gGQgWJoyO02gU6sLUApVozx7YUsDnm3z8xPygz9TWvjwyDMEwIliCyDl7tlL7fpggCnYm4PPPDg9PPXw0/t/vFwf6IRSOIJqSSQ+eri6qqyFIErZkNNC65htLQ0P+pSXMBGAdksuLU6sTNerUAlWMUgk7NtzW0dZ0bcU0QTIsAIZ1SC43Tq1J1BQq8/NjU5WwYyNt7Z1XGqxmE2zA5fNLtVpV7ZvwLFNP+sfp3mmdfr6XhlAIXhgnOjqluFjzy1qpQoEIAiEEu21pcrK7+UuzvttjWWDcbtgAA+S/9Vb+r+rC+JG8iAjY3GBbh675ut1s9i1ZAGNYB3EorlQmz8rU1NUm5+XANtgtlvbLDYN3bkMwjAiWJDJPnKzUvh8plcBu8LrcRpqe6DHM6LvXTBMQjBMloKSy7FMnis/XUjwebMI6MzvYcX+yp2fp8WPv2ipsgEhSlnVgT15uWtlhRfYBeAk8dofLttbzj8/7rt9ACAgITVlaWvZBvVSZAj+pgM9vpOkJAz2j01vHRiGUrKrqskv1fLEIfnQsw3R9cb3vVqvfYgnY1iAYRgRLEGlHj1ZqLwhjY2FLMwMDbQ3XpgwGgmURYAjGEQgokbj4rV+pzp6BHcD/i2Fm+gc6G5qmemkCIdiAEkt4Mrm6rkZVfQqepa/lZmdDg8dmg40IAvHCKwRudAAAIABJREFUZOnpxf/zm+R8FUlRBEHAbvM4nI//891oR+fq6KjLsgCh7DmoUlZWJGQfSMzMgM0Zu3QdVxosoyMQCksQPKFI8/Zvs0+e4EWEc7hceAlGunQjnfcXHz6yjo5AKIJERVxhYXJhwV51QVhkJGzCubpmpGlTt2FWr7fPzUIwliBYgix+5+3y996F7XnwZUvn1Uavww4biBSKw/Xa/ZUVsKv0H396v7GRZRgIghiSlGdkVFy8kFJYAJvAGC+aTPPDo4Pf3J7W6yCUiJjY6L379peVZh97nRcRAT9fFvPkwrhx8Padic4OhDHCGIJhhFiCSD92rFJ7URAjh5fJvmxdNJnGO+4P3bnjXV1BGMPTEEMQouTk8ovvp5Ufhp8XNhBwOx2zTwZ6/vHZ3KNH2B8AzEIoLEKc8IjMqlNpRyqlisQoqRR+CsvTM0aantT3zHbrvXY7bBAeLSqtv5h79gxsm9fhaLvc8PCrFgQhKA8fLv7Du5KkJCqMhxCCHfC63E7r8v2/fDjQ2kogQPA0jAiGJLOrqiq0F/giEWxiYXy8/c9/M+v14HEDw0AwTFGY4pb+/nclv30LdmxhdOxeQ5NZ14VYFmEMwSiRmJLK1DVvFJw7A8/ysPV2e9M1t8VCsAwE40ZGxanVCo06NV8lSUyAHRtsa9d91rxmNgVWVgCzsB5CmCQlqXvL3n9v76ES2LHHd/7Tfu3ProV5FAgAYFgHcSiuVCrLyNDU1aao8mBLAZ/vbkMT3XydYBgCsxBMqEiKL9IkFxak5qt4fD7sBtfK6t3Gpse3WkmGQZiFYOnHjpdd0gpiYuA5Ddxr1zffsJvNvmULYAzrIIriSmTyA1lF52uTcrLhhcyPjT/+z3czvQ9Wx0YDbhdswI3gZ5w5vf+1I5KE+EixGF4lP/z9M8P1G4zNxjgdEAwDsBiSijRFb78ds28vL5JPEAS8MqYfP2lrujbz4AHBMIAxBGMJguCFlfz+dwW1b5IURXI48BIYDfRQR+fiw0dLgwMQChkeQUmlypKSoroacUI8vATozh8vz+j11rFRCCWr+nT5JW2ESASvMLrlZnvTNb/NRrAMBAsTRsdpNAp1YWqBSrRnD2yJCQRW5ubmh0cet3w1Q9MQDAOwgHLOnav8QBsmiIKd8bpcD7+5M3yvzTYx4V6yQCgcQTQlkx48XV1UV0OQJGzJaKB1zTeWhob8S0uYCcA6JJcXp1YnatSpBaoYpRJ2bLito63p2oppgmRYAAzrkFxunFqTqClU5ufHpiphx0ba2juvNFjNJtiAy+eXarWq2jfhWaae9I/TvdM6/XwvDSERJKIohbpQ/dav5Hv38vh8giBgty2OjXf8+a8mvR68HswwEAwDYhEU//73xf/zG5LDITgc2NxgW4eu+brdbPYtWQBjWAdxKK5UJs/K1NTVJuflwDbYLZb2yw2Dd25DMIwIliQyT5ys1L4fKZXAbvC63EaanugxzOi710wTEIwTJaCksuxTJ4rP11I8HmzCbbNZzJMTOv1Qa6t9bg42QogrFAriE9Rv/TrztUp4CUwPHo7p9DM0vfj4EYJNKUtLyz6olypT4CcV8PmNND1hoGd0euvYKISSVVVddqmeLxbBj45lmK4vrvfdavVbLAHbGgTDiGAJIu3o0UrtBWFsLGxppn/g3pWGaZomACN4WpQiKXrv3pwTxzPKD8MOsAzjdTpnnvTr//bR3KOHEAollvBkcnVdjar6FDxLX8vNzoYGj80GGyEEBCFOScl9881kdWGUVMINC4Pd5lpb++GTfwz+5z+BtTXG44YNWIzTj58o/O1bwhh5hFAImzN26TquNFhGRyAUDIji8/e9/npqWWnsvr3RMTHwEhhabhputPiWl3yrKxBKTGZW5tkzCdkHJIkJHC4XNuFcXTPStKnbMKvX2+dmIRhLECxBFr/zdvl778L2PPiypfNqo9dhhw1ECsXheu3+ygrYVfqPP73f2MgyDARBDEnKMzIqLl5IKSyAzXkcDtuiRfe3j4b+fYdACDYgwyM4AkHWiRMlv/11WFQU/Hx5nU7n6lr3Z58/+eYb8Pog4IdgGAADSj9+rOIDrSAmBl4mv9frdTqH7rX1fPaFc2EevD4ADMEYQKKkpPJ6bVpFGfy8YIwZv39x3Nhzo2Wa7vVZlxmvBzaBOJQwOVmemZFz6mTywTz4KSxPzxhpelLfM9ut99rtsEF4tKi0/mLu2TOwbR6H496VhodffUVgjOBpe3IPZp09HZeZIUlMIDkc2IG50bHZoeGRf/9nuqcbQQgYEQxJZldVVWgv8EUi2MTC6Ni9pj+Z9Xoi4AeWhWBkZBQpjC769S/VNW/Aji2MjrZfaTTpuhDGsAElElNSmbrmjYJzZ+BZHrbebm+65rZYCJaBYNzIqDi1WqFRp+arJIkJsGNPvv3v/Q8/cszOYrcLMIZ1EEmSAqE0La3kt28pC/Jhxx59c7u9ocllsRCYhWCIQ3GlUllGhqauNkWVB1sK+Hx3G5ro5usEwxCYhWBCRVJ8kSa5sCA1X8Xj82E3uFZW7zY2Pb7VSjIMwiwESz92vOySVhATA89p4F67vvmG3Wz2LVsAY1gHURRXIpMfyCo6X5uUkw0vZG1xcbp/0KTTme61uVdXYAOS4orS0/fk5mYdqUjIyoRXSe+/Wvtab7umpz2WBdgAA0hS9yWXlyWpDiYeyOKGh8ErY2ZgsPPDj2Z6H2CXCzMBeBoiuFRuTe2B6lNRUmmEUAAvQd+tb7o//8JjWfStrkIoZHgEJZUqS0qK6mrECfHwEqA7f7w8o9dbx0YhlKzq0+WXtBEiEbzC6Jab7U3X/DYbwTIQLEwYHafRKNSFqQUq0Z49sCXMsh6nc9lk1n/40URnJwTDABjjrKqqQ+/9gS8RUzwevCgmEHCtrXV98vf+O3dYpwv7vBAKRxBNyaQHT1cX1dUQJAlbMhpoXfONpaEh/9ISZgKwDsnlxanViRp1aoEqRqmEHRtu62hrurZimiAZFgDDOiSXG6fWJGoKlfn5salK2LGRtvbOKw1Wswk24PL5pVqtqvZNeJapJ/3jdO+0Tj/fS8MmMMayjIyMUycTcnPkKSkUjwe7J+Dz2RYtM4+f9F6/vtDfjwAQPA1xucDjlfzuneK3fg3PMtjWoWu+bjebfUsWwBjWQRyKK5XJszI1dbXJeTmwDXaLpf1yw+Cd2xAMI4IlicwTJyu170dKJbAbvC63kaYnegwz+u410wQE40QJKKks+9SJ4vO1FI8Hm2D8fo/TOf5DV89Hn1hNJgQYNmABuFFRuW+8kfH6a8LYmHCBAHaJ3+v1udz9//3+4a1W98KCz7oMm1OWlpZ9UC9VpsBPKuDzG2l6wkDP6PTWsVEIJauquuxSPV8sgh8dyzBdX1zvu9Xqt1gCtjUIhhHBEkTa0aOV2gvC2FjY0kz/QNvlq9O9NAJA8DRxWoY8Jzu97PBedQHsgM/lWpwwTfY+GL59Z3l8DEKhxBKeTK6uq1FVn4Jn6Wu52dnQ4LHZYBN8eUxy6aGkwsLE3OwoiQR2D8bYubKyPDVt+Lx5rK2NYBmEMQTDCGGCyPvFL8rrL/L4fNiSsUvXcaXBMjoCmyC5XElG5p683MzKiviMdNhVHrvDZVujr7f0tbSgQACYADwNAYESCwrVb/8mdv9+Hp9PkCRswrm6ZqRpU7dhVq+3z81CMJYgWIIsfuft8vfehe158GVL59VGr8MOG4gUisP12v2VFbCr9B9/er+xkWUYCIIYkpRnZFRcvJBSWABb8tjs9xoaH9/8J2AWYQzBMEIsQe4tLy+oqxUnJkRKxAgh2D0+t9tmWcIsGy4QcMPDKR4XEQQ8J5ZhWIZBBEFyOLADjN/f8dEnD766yToc2OOGDViM048fr/igXhAbA5vAGLOBAAYgSRIRBOzA4L22+x99YpucZJ0OwBiCsQAiRVLZB9q0inL4OVqdXxju6DT3GBYfPXKvWBFsAiHE5UXI5QdOnUwtLhLIZWECAUmSiCDgx7I8PWOk6Ul9z2y33mu3wwbh0aLS+ou5Z8/AtnkcjntXG/u++orEGGEMwcR79ykOHUrKVyXn5VA8HuzAwL224faOpf6BNdMEhIIRwZBkdlVVhfYCXySCTcyPjN672mjW6wnMIowhGCUSU1KZuvbNgrOnYQcYv9++bJ3t73/wefPco4cQCiUSU1KZuuaNgnNn4Fkett5ub7rmtlgIloFg3MioOLVaoVGn5qskiQmwY4/v/Lv92l9ciwvI74NgiENxpVJZZmZRXU3ywTzYAa/L5VxZHfz2O/qzzz2rKwQ8DXEorlQqy8jQ1NWmqPJgSwGf725DE918nWAYArMQTKhIii/SJBcWpOareHw+7AbXyurdxqbHt1pJhkGYhWDpx46XXdIKYmLgOQ3ca9c337Cbzb5lC2AM6yCK4kpk8gNZRedrk3Ky4YV4nc41i2WsvfPRjRuOhQXYABEERxgtTEpS/eLc3uIibkQ4h6Jgl7AMwwYCztU15+pqpEgUES0kSJIgSdieEZ1+9Af9woNe68gwhBIukQpSlKmHirOPvR4RHU1yOLBLWIbxud1ep8vrdJIUJ0oq44aHwbYtjBvpm/+cpntdszMBtxs2IEhSUXIo+VCJIjdbrlTCrvI4ne41W98//2X4/HPweRHLQihkeAQllSpLSorqasQJ8fASoDt/vDyj11vHRiGUrOrT5Ze0ESIRvMLolpvtTdf8NhvBMhAsTBgdp9Eo1IWpBSrRnj2wJYwxyzAr09OdjdfG7t6FUJTlFQfrasWKRIFMihCCF+JxOGyLFv0nnw7951vEMsCyEApHEE3JpAdPVxfV1RAkCVsyGmhd842loSH/0hJmArAOyeXFqdWJGnVqgSpGqYQdG27raGu6tmKaIBkWAMM6JJcbp9YkagqV+fmxqUrYsZG29s4rDVazCTbg8vmlWq2q9k14lqkn/eN077ROP99Lw+Z4IrEwJXnv4dLcUyf50dGwexxW6+N/f2v8oWtlbMxtXUYQAlck5snkhTVvqM6ehmcZbOvQNV+3m82+JQtgDOsgDsWVyuRZmZq62uS8HNgGu8XSfrlh8M5tCIYRwZJE5omTldr3I6US2A1el9tI0xM9hhl995ppAoJxogSUVJZ96kTx+VqKx4NNYJZlGGb8h67OP/1leXycYFkADBsQFCVISo49cCC36mRiTjbsktWFxaXJyZHv7418+y3j8WC/DzanLC0t+6BeqkyBn1TA5zfS9ISBntHprWOjEEpWVXXZpXq+WAQ/OpZhur643ner1W+xBGxrEAwjgiWItKNHK7UXhLGxsKXZ/oH2y1enemkEIYjTMuQ52ellh/eqC2AHbIuWh9/cNnZ12SZM3rVVCIUSS3gyubquRlV9Cp6lr+VmZ0ODx2aDTZC8sDCpNLGgoPB8TUxqKuwelmFG9T3G7p5ZA20dG0EYADA8hUMBj5d79kzZH97l8SNgS8YuXceVBsvoCGwCEQQnKkqkVBb/5q19pYdgV80MDZsfPjL/0DXT3Q2YBYzhKQSBOVRyUVHpH34nT00lSBIhBJtwrq4ZadrUbZjV6+1zsxCMJQiWIIvfebv8vXdhex582dJ5tdHrsMMGIoXicL12f2UF7Cr9x5/eb2xkGQaCIIYk5RkZFRcvpBQWwJY8dnv7n//66F+3wOuFgB+ehjCC6BRlTHb2vkMlaYcPEQQBu2d5err/+3sBrzfhwAGpIlEgk3G4FDwnv8fjcTo5PF4Yn48QghfF+P0/fPZF379uBaxWxmGHUNKOHS+/pBXExMAm2EDA43RiluXx+RwuF3ZguON+1+dfrE1MBFasmGVhg2hFUtkH2v0V5fBz5Pd47cvLph5D7xfN1gkjgTFshiBJHjcyJkaWlpZ59PX47AM8Pp9DUfBjWZ6eMdL0pL5ntlvvtdthg/BoUWn9xdyzZ2DbPA7HvYamvq9ukiyLMAvB+HHxksysfYeKMyvKeBERsAM/fPKP3paWwNpawOmAUDAiGJLMrqqq0F7gi0SwifnhkbYrDWa9DgEgeBolElNSmbr2zYKzp2EHXGtrwx33jbpuy+NHjvk5CIUSiSmpTF3zRsG5M/AsD1tvtzddc1ssBMtAMG5kVJxardCoU/NVksQE2LFH39xpv/Yn1+IiwQQgGOJQXKlUlplZVFeTfDAPdmDRZB7T90z19MwZDAG3CzZAHIorlcoyMjR1tSmqPNhSwOe729BEN18nGIbALAQTKpLiizTJhQWp+Soenw+7wbWyerex6fGtVpJhEGYhWPqx42WXtIKYGHhOA/fa9c037Gazb9kCGMM6iKK4Epn8QFbR+dqknGx4IWyA8fu8w/fafvjLX20zMwTG8DREUFSEVLr/+DFlSbFMoeCLomGX+Nxuj9MxYeidoB+kqguTDuaG8fnc8HDYnuXpmSWz6fHNr41tbQgQQvAUguJyIiJSyw6r6mpFcXt4fD5CCHaDz+2xTE5aJkyL48ZwQVTWkUpxfBxs29rC4riBnuzumenudluXYQOEEE8sESoUhefr0ivLYVfNjxvNfY/MXV1TXT/gAAOAIRQyPIKSSpUlJUV1NeKEeHgJ0J0/Xp7R661joxBKVvXp8kvaCJEIXmF0y832pmt+m41gGQgWJoyO02gU6sLUApVozx7YhtXZ2bbLDSP//Q5BCPKsA0mHSpJUB5PychFC8PwwxvOjo7MDg8P//naaNhAIwSY4gmhKJj14urqoroYgSdiS0UDrmm8sDQ35l5YwE4B1SC4vTq1O1KhTC1QxSiXs2HBbR1vTtRXTBMmwABjWIbncOLUmUVOozM+PTVXCjo20tXdeabCaTbABl88v1WpVtW/Cs0w96R+ne6d1+vleGjaHKC4REZGkLsyurpalJAtkUoIgYGdYhrFZlhbHjY9utU7RBtblwn4/bIABJPvTY3Jz9pce2lekhmcZbOvQNV+3m82+JQtgDOsgDsWVyuRZmZq62uS8HNgGu8XSfrlh8M5tCIYRwZJE5omTldr3I6US2A1el9tI0xM9hhl995ppAoJxogSUVJZ96kTx+VqKx4MtTT16Qrd8tfDkiWt+nvH7YCOEEJcXGReXXV2VWlwkjJGHRUbCDvg9Xo/TMTc8Ovnw4dyDvvlHD4HFCMEWlKWlZR/US5Up8JMK+PxGmp4w0DM6vXVsFELJqqouu1TPF4vgR8cyTNcX1/tutfotloBtDYJhRLAEkXb0aKX2gjA2FrY02z/QcfnqVC8NoQhSUkVp+7OPvpZeegheCGZZn8e7ZDZ3f/a5qUvHul3Y74dQKLGEJ5Or62pU1afgWfpabnY2NHhsNtgUYglCun9/zpnqxLxccXw8FRYGO+ZxOl1ra0/+/d1IW7t7fs67YoVQwiTSqMTE9NeOqM5UU2FhsCVjl67jSoNldAQ2xyIUIZEeOF2993CpOCE+QiiEHfO5PR6nY1zXPdzWvmacsE9PQihkWDhPKk0pLtacrxUnJsCWnKtrRpo2dRtm9Xr73CwEYwmCJcjid94uf+9d2J4HX7Z0Xm30OuywgUihOFyv3V9ZAbtK//Gn9xsbWYaBIIghSXlGRsXFCymFBbAln8vV+/Wtoe/vOqamPNZlCIWKEnAl0qzjR1XnzvAi+FQYD3bM53Zbp6ann/QPt7X7PZ64jIyY/fvk+1KjpNIIoZAgCNgG58qqdXraabV67PYoqUyclBgeJQiL5MMLYfz++3//rO/rfzGrq4zTAU9DGEH6sePlH1wUxMTABgGfzzo9vTa/4LHbSQ5HrFBEyaRhkZEkhwMvZKi9s+sfn62ZTMzaKmZZCIYREiUll2kv7q8og2dhAoGA12tftrrW1lifn2UZgsOheGFhgqiwqMgwPp/kcOCVNDc0/ODmP2cfPrTPzAa8HgSbYhHiS2V7K8oTDuZFx8VFyaQRQiGHouDlW56eMdL0pL5ntlvvtdthg/BoUWn9xdyzZ2DbvE5n+5//9vDrr8HrAb8fgnGF0eGxe9JfO1L4xtmwqCh4IW6b3WVb6/77Z4/++TXBsgizEApGBEOS2VVVFdoLfJEINjE/PHLv8tXJbj0CQPA0jkDIEYk1v6wrfOMcvBCMMRsIrM4vGL5sGe+477MuBVwuCIUSiSmpTF3zRsG5M/AsD1tvtzddc1ssBMtAMG5kVJxardCoU/NVksQE2LFH39xpa7zmtiwSLAPBEMkhhUJpenrJW79SFuTDC2H/VyBg7nv44OtWy+Cge36ODfhhA8ShuFKpLCNDU1ebosqDLQV8vrsNTXTzdYJhCMxCMKEiKb5Ik1xYkJqv4vH5sBtcK6t3G5se32olGQZhFoKlHztedkkriImB5zSq0z+49Y11ZMQ5OYkxC+sgkkMKhfLMzJLf/Dr5YB7swGjnD/c/+njFaGRdTsyysAGXz5fn5Cbkq1I1hbLkZJLDQQQBO8AyDBMILJnMC2OjZrpv6uHDJJVKcTBXnJgYHbcnjM+nwsLgWbwul3NlVf/3fwx88w32+YEJwAYsxnuyc/a9/lpC9oG4jHSCJGFnWJb1Ohxri5apvoezA4NLE6ZwgWB/+eG4jPToPbFcPp/kcBBCsCWPw7E0NW3Sd/d//S/b7AzCGDZgEeJGRh6oPr3/SIUkIYEvFsGO+b1ej8Nhoh8Mt7VbR8fsk2aMWdgEGR5BSaXKkpKiuhpxQjxsW8Dn8zicHofdbbMzPh/LMASHQ1JUpFgUKRYTHA7J4cD/he788fKMXm8dG4VQsqpPl1/SRohE8AqjW262N13z22wEy0CwMGF0nEajUBemFqhEe/bANqzOzt670jj83+8IjBE8jRstCpPLc6ur1LVvIoKA58eybO8/v37y7/84pqY9SxbYHEcQTcmkB09XF9XVECQJWzIaaF3zjaWhIf/SEmYCsA7J5cWp1YkadWqBKkaphB0bbutoa7q2YpogGRYAwzoklxun1iRqCpX5+bGpStixkbb2zisNVrMJNuDy+aVarar2TXiWqSf943TvtE4/30vDFhCBSEKgSI7JyUktUqeVFHN4XNgZn9s9/IPOqOtefPzINjWJGQYwhmAYAwa8/+jRnF+cEyfER8fGwrMMtnXomq/bzWbfkgUwhnUQh+JKZfKsTE1dbXJeDmyD3WJpv9wweOc2BMOIYEki88TJSu37kVIJ7Aavy22k6Ykew4y+e800AcE4UQJKKss+daL4fC3F48GW1hYWpvsHTV26iXv3PLY1CIkgKH6kJD094eDBzCPl8pQU2AGbxbIwYTZ1dxs7Ot3LSwG7HZ5FWVpa9kG9VJkCP6mAz2+k6QkDPaPTW8dGIZSsquqyS/V8sQh+dCzDdH1xve9Wq99iCdjWIBhGBEsQaUePVmovCGNjYUuz/QMdl69O9dIQCk8eExEXX/DGudzjR+GFMIHA2sLC3NDwo5absw8eYJYBjCEUSizhyeTquhpV9Sl4lr6Wm50NDR6bDbaCuEJBlCJJWVyUV31KGBMDO2YxTy6MG4e//c7c1YX9PhwIQCgxWQdSjxxJyM2Oz0gnORzYkrFL13GlwTI6AlsieLzIuPg9Odmqc2fjMzNgx1bnFxYnTGMdHePf3/W7nKzXC6FESGWynJxkdWH64dIoqQS25FxdM9K0qdswq9fb52YhGEsQLEEWv/N2+XvvwvY8+LKl82qj12GHDUQKxeF67f7KCthV+o8/vd/YyDIMBEEMScozMiouXkgpLIAtMX7/zODQ1MNH49/fXRzoh5BIEnGofa+9lnvubHRcrFAmgx1bmZ3tvfm1Sd/tWlhgfT4qIkK8d298viox+0BCZgaHy4VtmHz4qPfm1ysmU8DpjM3KSj5UEpOqlKckwwth/P62v/yt90YLeNzg90EwjBBLkBnHjlVo3xfEyGED58pq781/jnd1MQ5nhFicVFIcn30gJiU5LDISXkj/f+92/vVv9ulp8HoAYwiCWIIQJSeXXXw/rfwwbA1jt9PptFrHuw0z/QOetTXG5+OEh0fJ5bH798lTU2NSknh8PrySXKurFrPZeL+rv/Ub15KFgK0QFJcXHS1UJMbl5SVkH0jIzIwQCuDlW56eMdL0pL5ntlvvtdthg/BoUWn9xdyzZ2DbvC7XD//4/MntO4GVFcbpgKeQHMTlZlWdKnvv3YjoaHghc6Oj0wOD49/fm9LrEMawCYwIhiSzq6oqtBf4IhFsYn5k9N6Vq2a9nsAYwdNQeATBjyz+7VtFv6yDF4JZ1uNwLJkne/7+2cT9+zjgB5aFUCiRmJLK1DVvFJw7A8/ysPV2e9M1t8VCsAwE40ZGxanVCo06NV8lSUyAHXv0zZ22xmtuyyLBMvAUhDCXK9m7r+y9d/cWF8ELCfh8Hodj7Aed4fMv1iYnsc8LGMMGiENxpVJZRoamrjZFlQdbCvh8dxua6ObrBMMQmIVgQkVSfJEmubAgNV/F4/NhN7hWVu82Nj2+1UoyDMIsBEs/drzsklYQEwPPaap/YKRLN0v3Lvb1YZaB9RCBuVzp/v3lF/6gVBfCDpj6HvZ+fcvSP+CcnmIDftgAkSQnMkqyd+/BN84l5avCIiM5FAU74HO7PQ7H0Pd3H99qdS9bfQ47N0oQLpEkFxcp8lXy5GShXAbPwjKMz+3WfX798Te3A6srjNMBoVACYbhMlnXiuPp8LcXjwc4EfL7FCdPs4NB4W7tlaCjg8RBcbrhUmnDw4IETRyUKRRifT5AkbIllGL/HO67T//C3D63j4wTLAmDYAHGoyLg4WUaG6tyZZNVB2DGbZWlxwmT8oWvs+++9q6uM1wObI8MjKKlUWVJSVFcjToiHbXOsrCxOmBfGxudHRtwrKwG3m8vnhwmEyfkHUwpUYZGRvIgI+L/QnT9entHrrWOjEEpW9enyS9oIkQheYXTLzfama36bjWAZCBYmjI7TaBTqwtQClWjPHtiG1bm5tsZrw99/jwIBxLLwFA6FuNysqqrCX9a/WwKZAAAgAElEQVRFCIXhUZHwPNYWFq2zc/23b4+2tbFuN/Z6YXMcQTQlkx48XV1UV0OQJGzJaKB1zTeWhob8S0uYCcA6JJcXp1YnatSpBaoYpRJ2bLito63p2oppgmRYAAzrkFxunFqTqClU5ufHpiphx0ba2juvNFjNJtiAy+eXarWq2jfhWaae9I/TvdM6/XwvDc/CFUaHy2MSDualFmmkSQpxQjy8EIyxdXpmyWQe1+ln+h66Fxd8tjUIBXEoxOPlnD2jeetXPD6fGx4OzzLY1qFrvm43m31LFsAY1kEciiuVybMyNXW1yXk5sA12i6X9csPgndsQDCOCJYnMEycrte9HSiWwG7wut5GmJ3oMM/ruNdMEBONECSipLPvUieLztRSPB1vyulyOZetoR+fDL1scCwvY7wfAsAHBobgicXRyUkphYVxWhkSRGC4UcigKEQRsm8fhtFksi+PGuYHB+f7+hcEB7PUhwPAsytLSsg/qpcoU+EkFfH4jTU8Y6Bmd3jo2CqFkVVWXXarni0Xwo2MZpuuL6323Wv0WS8C2BsEwIliCSDt6tFJ7QRgbC1ua7R9ou9IwTRsQhEBGRnGio4t/81bBL87C8wv4fG673dz7YJJ+MEPTa5Nm2BwllvBkcnVdjar6FDxLX8vNzoYGj80GW0IciggPl2ek7y8vj8/KlCtTODwevBCH1bq2aJkbHJobGFx48sQ6PkYgBBsRBJBkSnHJwboaaXJylESMCAK2ZOzSdVxpsIyOwNYQgbhcQUJC2mtHFHl54sT4cKGQQ1GIIOA5eZxOh3VlYWRk+tGT+SdPLP39mGURgqchBCQpTlHuP/q6QnVQrkwJ4/NhS87VNSNNm7oNs3q9fW4WgrEEwRJk8Ttvl7/3LmzPgy9bOq82eh122ECkUByu1+6vrIBdpf/40/uNjSzDQBDEkKQ8I6Pi4oWUwgLYEsuyjmWrxTjRe/26WaeDAAOYhWAYAGMck5WVkF+wJytjT3paeJQgLJIPzwlj7HO53Hb76szs/PDIyL17luER7PMBy2CM+fIY8b698rT0PRnp0uQkaWICIgjYgAkEfC6302pdnZ2dfNA3cq/NsTCPvb7o5OSYAwfisw8k5GZHikT86Gh4Hm673WFd6f7H5/2trYhhEMtAMEwQLMnJOHa04v0Lghg5/P+8LrfX6VidmbWMjw/fa597/Jj1ecOiBPKsrPjcXIUqTxwfHy6IIjkc2Da/x+Oy2Yfu3jN89rlrcRExDACGIIjlcETJKWXvv5dWVgqb87ndXqdrYXR0YWR0dmBwadzoczoYv5/khUWIRWKFQpaqjNm/X6JIjI6N4XC58Iph/H6v2z3Z2/f4m9tLIyOuxUXMBGBzLABPIJTs3Svbt1e+b584MUEYGxMWFcULD0cEAbsHs2zA7/c4HGsLi5YJ00x//9LwyOrYWMDjhg3Co0Wl9Rdzz56BbfO53d0t/xz49jvP3KxvdQWCYQAMkFRUnH3ubMzeVHF8HCII2Dav0+my2ScMtLFLtzI6ujZphs1hRDAkmV1VVaG9wBeJYBPzI6P3rjaY9XqCxQgwPIWiMJdb9NvfaH55nqQoksOB5xTw+aYeP5l80Gdsa18aHkIIwSYokZiSytQ1bxScOwPP8rD1dnvTNbfFQrAMBONGRsWp1QqNOjVfJUlMgB17dPtOe9OfXIuLBBOADVhEiFJSDv3h9/tKS0iKSxAEPCebxTL9pN+k7x5va3NbrQSEhjgUVyqVZWRo6mpTVHmwpYDPd7ehiW6+TjAMgVkIJlQkxRdpkgsLUvNVPD4fdoNrZfVuY9PjW60kwyDMQrD0Y8fLLmkFMTHwnGZHRo1075ReP9fdzTIMBEEsQtJ9+8rrL6YWF8EOLE1NTz58bNLpJu93+l0uBCGwCEVIpcpDhxQF+XEZ6VEyGYeiEEHAc/K5PW67bWVmdmliwqTvNt2/j/0BBBgDQlxuTGZmbGbmnswM+d5UgUwaFhkJW2L8/if/vTvc3mkdGrRPTyMEIRAk5nCSNJrMY0dj9u2VpSTDC8Esa7MsrczNzw0MzPUPLPb322dnEQJABOZwJEplSrEmJj1dmpwcKRaFR0UhgoAtTT/pN3z51fzjx66Fedbng40QQlxuhEye9tqR5MICcUICXywiKYogCHhOPrfbYbUujBlnHj2ee/LE0t/P+HwIwRbI8AhKKlWWlBTV1YgT4mEbvC7Xytz8ssm8MDKyZJxYnpz02u2M10uFhXEjI2PT0+IyM+T79klTknn/hzk4cW/yuhOG/TvnWSRZsmTZkvdVAoNtDMaLxGLAJCUhLEnbAEk78zb5phOCKf9MryuJMW3emTfNtA0kDGmhkLYJ8UKwjGUbjLHxItnY8iZZ+/4855wvnRnmQvFKcNrcd1qaoFCgG798x2WzecdGYTlVx44fONecptfD95j98pX21gtSMIgpgVRKXUa+1VpsaTDX1+rz8mAd/HNzHe//28MvbkI8BrIM34AQIFTauG/Liy/kbDJnl5bA03j4Vddwxy3P4H3/2CijFBiDlfHaDMFo2Hn82K5TJzDHwaocPfauix97hoclj4cRGZ7AiYp8i6XIajHX1+aYTPDMHrZ1tLVe8E04OUIBGDyBE8V8i7XI2mCqq8s1m+CZjbS1d77b4p2cgCVEtbqxubn25Kuwlqn7g+P23uku21yvHdaCOA7zgia/QFtWVnHwQPWh5xFC8PQoIQN/+evwl+0BpzMyO0tliRECy+HStYI+s+blY7tfP4U5DmEMaxlq6+i6eCk0OZn0uIExeALiBdFgzK6qtJ46WVqzHdYh5Ha3v9MydOM6pGIIUw5XHn7pYPPbGkMWbIRENOaw2513ely27sCEE1Lx6VrBYKw+cnj3aycFhQJWRb8myyMdt7p++7vA5CQJh4FRWAohzPGcUilodbnVVduPHskr36xMT+d4HtZtcWp6rPvOdN/dhfsDcb+PxOPAGKyDqbFx/y/OGkxl8A8lJyWH3e7ssbu6bN6xUVhO1dFj+8+dVWfq4e+OEnL7o0v9V69JbrccDEAqhjDFeMuhQwebT+tyc2FVrsEHbe+1TNntmDEE38Q4DkRx3+m3dv30J/CUGGPxUMg3M9v7yeXxjg4SidJkAlYmZGYpjNmWUydqjx2BtfRfvtLZ0hIPBmF16GuYT9coDYYtTU0NJ19V6/XwrUzeGxjv7pkbGPA8eCDH4zSZgGXxAlIqtzz/3N43fqbNyeZ4HtbiuN3V8W6Le3QE1oQwp1Qqjca8bdu2HX4ht3yzKj2d43l4SovTrkcD96d67NN37iQCfhKPw7Iwh5TKvO3bd/3zTwu3VfEKBcYYVhXxBxx2+0R3z4zNFpqdgVQUY4q53W++ceCtn8P69H1yufO984lwCJbQFxfvO9tcfrAJNpTtgw9vnT9PCYEUiHBcdkVF05nTZQ31sCrGGCXEPzt76//9ZvTmlyweB1mC5XBKJa9KK92717SvMcdsMhQVwlOihPjn5hYczuHPb7r6+5OBAInFgDEABgCYF3iFQmEwqHLzqp5/buexlzDHwRLJWMw3O+cauD/8188Xx8elUJBKEjCGRZFTKvNqdhZZG4q3bSvYugWexoJzYnZ0bPjGZ5O3biFgCJbgOMqLFS/84MDpf9VmZ8Nj/rm5xanp4b9+PtllS4aCciwGlCEOc0pl1qbN5qYDhdurc80mUaWCdQt6FufHHeOdt0Y++ywR8CNYAiEmiPqysv1v/Wv5vr2wMv/8gm9mZuizPzs6Okk8TpIJRihjDGGEOZ4XxbTs7IxNm0st9RX7G9O0WvieYV+jdHFqevLuvcku26Pbt+VoFCFYBeI4XqHg1WpBq8ur3ra5ca+xrEyfm4t5DjYOkeVYKOSZmBzr6p598CAw9SgZCNB4HCiFJVQZ+sazZ3a88jKsWzIe7//TZ0M3vww5nXH3PCxHk1+QUV6+tenA9kPPY56HdVt0uebHneNt7eNffkkTCSolYWUMYcJx1UePNjWfVuv1sIK5kdEvW1onbTZMCWIMUlGEKKD6n/6k/rWTqvR0RVoaPKV4KHT7t79/8Nmfkz4fiUZgZYI+UzAYLSd+XP/Dl2Etd69db2+9EHO7MSWQStSk51ssxVaLua42q6gQntnAjc/af/V+dH4eSRIAg1QUIKOo2PKzfzY37lFp0nlRhKfkGnzQffHSzN17CY+HSklYAeIF0WAwVlRYT50sq62BVcnJ5M2WVvvFS5gQzCik0hWXFOyyljbUm+tqFWo1bISoz3/zfOvA1WscIYhRSLX1hRf3n2vW5uTAU5oZGXXYe6dsttnubkoIpKIABvOmA+d+Yd6zC56BnEwmYrHB65/d/vd/T/j9mDFYDuIFIV2TU1W180c/zK+qVKWnczwPTynods+NOyd7epy3bkXdbjkcBsbgvyHEKZXKDH32tm0FNTs2WRoMxUWwKkrI3Ni4a/DBw8/+PNPXi74GSyFAIOr1KmN2zSsvN7z6I/hWiCyPd/c4e+xzAwN+h4PE41SW4L8hxCkUvEaTu22bae/evK1bcs0mzHGwKt/MrLOv/5Gte+qrrxKhICwLISwqVEajceuWbS++ULitSpmezgsCPCX/3Pyj+/enenqn79yJLnpIPA6Mwao4VZpgMJj27Nl16kRmYQGsg29mdqi9c7qv3z8+Fvf55GSSUcIoQxghzHFKhZCm3vLCofKmA/q8XE1mJrrxy3dcNpt3bBSWU3Xs+IFzzWl6PXyP2S9faW+9IAWDmBJIpdRl5FutxZYGc32tPi8P1iHkWbR/+oexjs6oy5UMBmA5+jKTYevWgu3VBdXbtAaDWp8BK5Pi8Xgk4p+Z9U5NuQYGXfcH4+6FhM8La+G1GYLRsPP4sV2nTmCOg1U5euxdFz/2DA9LHg8jMjyBExX5FkuR1WKur80xmeCZPWzraGu94JtwcoQCMHgCJ4r5FmuRtcFUV5drNsEzG2lr73y3xTs5AUuIanVjc3PtyVdhLVP3B8ftvdNdtrleO6yPoEkXMzLyq6uLd9ZojEaN0aA1GtQZGbCWsM8X8nhCC57wwsKjvv6Z+4NJv0+OhGF5iCFkqKgoamgoa6gz1dchhGAdhto6ui5eCk1OJj1uYAyegHhBNBizqyqtp06W1myHdQi53e3vtAzduA6pGMKUw5WHXzrY/LbGkAUbIRGNOex2550el607MOGEVHy6VjAYq48c3v3aSUGhgHWYGRoe7uhw9fUv3B+kyQSCFSDEOF6bn19cX5dZXKTU6dRZWelGo1qfodbpEMbwBEapLEnxSCQ4vxD2ehPBkH9mZv7hiG9yMuxykWQSIVgnU2Pj/l+cNZjK4B9KTkoOu93ZY3d12bxjo7CcqqPH9p87q87Uw98dJeT2R5f6r16T3G45GIBUDGGK8ZZDhw42n9bl5sKqZoaGO379/lRPDySTQCmkYoCAw5uee6686UBueXlWcRGsTyISiYXCs8PDs4MPJmw2z8gIYgzBaoTMLIUx23LqRO2xI7CW/stXOlta4sEgLMEYIAQpOA4JYk5lhXnPnvTcHIVWl1mQn1VYAGtJRKMRfyC0sBCYnZsfHZ0fHglOT0fmZgAhBMtggNS5OcaKCvPu3RUHD6i0WlgHx+2ujndb3KMjsB4YI0FMz88v2lljMJvSc3L1BflZhQW8KMKqiCTFI9Hwosc37fJMTLrHx70Op9/ppJKEECzFABTpWkNlZUlDfcXBA5mFhbAOEX/AYbdPdPfM2Gyh2RlIRTGmmNv95hsH3vo5rE/fJ5c73zufCIdgCX1x8b6zzeUHm2BD2T748Nb585QQSIEIx2VXVDSdOV3WUA/rEA0Ehm5+6bjd5X4wFFmYR7AMBgCMZW0uN2zdmlVWmlVaklVYqM3J5gWB43lYWSIajUcigbmF4Px8YGbW9+jRzMCA/9EjxChiDFJhpYrTaCoPH64/8eM0rVahToPHiCxH/H6/a3bm/n3XwP3Ze/ei3kXMGDzGGNMWFetNZTlbtmSXl2cVFehycnhR5HgeVuafm1+cnp5/OLowMuIeHvY7HQghWIJTpQn6zPLnmnb/5PV0QxYAhL3eoMczPzwyNzw8c/fe4vgYYgzB/2AM0gwG49athk3mzNLSrOKizMICRVoaL4qwsmgg6J6c9Dic7rFx98iIZ3hYjscRgm9AHCdkZGZtKd/909dNDfWwMkd3z1hXl6u3zz30AAEg+CZerVEajKW7d+04+pI+L0+hTkMYw/dMNBD0z81N2vvGOzoC01MxtxsYg9VxHBJEXWFhXmWFNi9PnZWlSE9XaDTabKPOaOBFkRMEeBpyMinF44EFd8jjSYTDyXAkGQmH5hdmH44EXDOJgJ9KScwYLEeVoW88e2bHKy/DuslJydnXP2Hvnfrqq8WREYRgKV6tETP0xfV15r17jGWlhuIiWBklRE4mg2734pTLOzG5ODHhHh72PHwIAAjBKhjChOOqjx5taj6t1uthBQsO563/98FkVzeJhJgkQSoGQBkU77KW7t5dUFWZs8nMiyLH87CWRCQaj4S9U9OeccdIW/vM3buIyEAprEzQZwoGo+XEj+t/+DKs5e616+2tF2JuN6YEUoma9HyLpdhqMdfVZhUVwjMb+rK963cfBR9NSj4vMAapGANVpr7Yai2uryuo3paRm8uJIsYYVsUolaVkxOd3jzum+u+Nd3YGXdMsKQGjsALE8VxGhnHLlt3/9BNTfR2sSk4mb7a02i9ewoRgRiGVrrikYJe1tKHeXFerUKthI0R9/pvnWweuXuMIQYxCqq0vvLj/XLM2Jwee0szIqMPeO2WzzXZ3U0IgFWOgyckpP/SDUqslt7xcrc+AFTBKI4FAMhpLy9Ap1WpYzuhXt/uufOodGw/PuIAxWA5FKD03t8RiMW7enJ6Tk1GQbygs5BUirIrIcjwciXi9/pkZ77TL92jKPTrqHnlI4wkEDJ7AGGBR1BQU5FZX1/7w5aJtVbAqxljE51uccg1cveb86rYcCpJEHJbFC0gUShos5r27NUZjenZ2usGgztDBWmLBUMTvD87N+2dn54YfLoyOhlyu+OIiQvAkBsAQ0hWX5FRXb9qze+u+vbwowqpioZB/bn78q64Hf/pTeG6OJuLAGCyFMBKFNGN20c6d2Zs3pefkZBTkZxUWiCoVrIrKcjwSDXu9vmnX4uSke9zhdTj8TqccjyMEa+JUaYLBYNqzZ9epE5mFBbAqKpN4JDI3Onrv2vXZu/fiHjdJxCEVA2AI5+/cWVhXu2n3rsKqSnTjl++4bDbv2Cgsp+rY8QPnmtP0evges1++0t56QQoGMSWQSqnLyLdaiy0N5vpafV4erEMsGBq1dU9035m194RcLlgO4ngk8AX1DUVWS2nN9vzyclhZyOv1zcyOdnQOf/6FFAjQWJQRwiiFtfDaDMFo2Hn82K5TJzDHwaocPfauix97hoclj4cRGZ7AiYp8i6XIajHX1+aYTPDMHrZ1tLVe8E04OUIBGDyBE8V8i7XI2mCqq8s1m+CZjbS1d77b4p2cgCVEtbqxubn25Kuwlqn7g+P23uku21yvHdYHIQwYY6USK5X5NTWFO2tKdmzPL98Ma3ENP5y4e8/V1z9z9x6Lx2giAZQyRmE5DGGKcdXRo43/8qY6Uy8oFLA+Q20dXRcvhSYnkx43MAZPQLwgGozZVZXWUydLa7bDOoTc7vZ3WoZuXIdUDGHK4crDLx1sfltjyIKNkIjGHHa7806Py9YdmHBCKj5dKxiM1UcO737tpKBQwDrEgsGgx/Pgz3/p//gTKRzGjMGKEOI4ThQ5tVrQabPLy4tqavK2lOdv3oR5Hp5ACYkFg96ZWUePfWZwyP9oMuH1skSCyRIlBBiDdTM1Nu7/xVmDqQz+oeSk5LDbnT12V5fNOzYKy6k6emz/ubPqTD383VFCbn90qf/qNcntloMBSMUQphhvOXToYPNpXW4urGpuZPTWbz6c6ukhoRCTJFgGEjIyNPn51p++vu3QD2B9fLOzi4+mB69fd3R20niCSUlYi5CZpTBmW06dqD12BNbSf/lKZ0tLPBiEVOxrAAgQQpACISwIWKHQFBRmlJkqDuyrOngA1uKfm58dHZvssTu7bEm/j0ajlMiMEFgOA6AI5dfsrD35an7lVq0xm+N5WAfH7a6Od1vcoyOwTgghjkOimGbMzjCZzbssVc81pWm1sKpEJOKdmZ2+N/Cwrc0/MUlCIZJMUlkGYLAcylhGUVHNqVOm3Vat0SiqVLAOEX/AYbdPdPfM2Gyh2RlIRTGmmNv95hsH3vo5rE/fJ5c73zufCIdgCX1x8b6zzeUHm2BD2T748Nb585QQSIEIx2VXVDSdOV3WUA/rQCQp4HbPDD7ovXhp9u49jADB8hDPY0FUZudoi4uqnj9YVler0mpFpRJW5p+b983MjHf3TPb2xd0LSa+XShIjMiyHAWIIbX7+ue0/fCWrqDAjNxceS0Sjs6NjU/33xr/80jc+TqUkoxRSYY7HPK/IydEUFFY+17TJ2qDSakWVClY22tU9+MWXiyMjAec4k2RGZFiOIjMrvbRs877GmiMvqjMyAGDqwdBk/92p7u65/rtUSjJZhlQIc5wgCDqdIju7zNJQ+fxBXXa2Kj0dIQQrmB933L3+mav/bmh6SgqHmSwBY7AEFhXppWW51dU1R14s2lYFK7v929/b/uO3NBKhsSgsCyHAuLCuftsrL+duKc/Mz8McB98zjFJCyOzIqONOz3SPfbbXzmSCEKwBIczxnCAghQIpFJrcPG1hYVndzrLaGpVWq1Sr4WnEgsGQ1+vo6X10dyA4PR3zuCGZZMkkkSUqE8YoMAYrUGXoG8+e2fHKy7BulNLw4uLCuKP39x9NfPUV+hp8E0IYMFbn56eXlFa/eGj7Cz+AlUnxeDQUmujte/DFl8HJycTCgpxMUEmCtTCECcdVHz3a1HxardfDChanpu98cmWy2xabnZWjEVgOp9YoMrNqfvRK5Q+eU2m1CpUK1uKfm1ucnhn66+eOW1+RcIhEowAMViXoMwWD0XLix/U/fBnWcvfa9fbWCzG3G1MCqURNer7FUmy1mOtqs4oK4Zk5eux9f/pscWgoNOFklMBSGGOlMruiovbkiaId29PS0zlBgFURWY6FQrPDD/uv/GHm3j0SDlMpCYzBKjBGaWrD5s2Nb75h3mWBVcnJ5M2WVvvFS5gQzCik0hWXFOyyljbUm+tqFWo1bISoz3/zfOvA1WscIYhRSLX1hRf3n2vW5uTAU5oZGXXYe6dsttnubkoILIEFUdDrC2trd/309bwt5bACKsszo2PBBXfu5k2Z+XmwnAXnxKOB+87OW5MdHYwQhGBZiOOwKKYZs3Ums2mXZdtzTWk6HawqEYn6ZmenBwfHOr/yOZ2S308ScSJJwBgshRDjecOmzftOv7Vpzy5YC6U06g/cvfHn0c5bIacz4fXA8hAgwAolp1Ll1+4sqq0t2bE9b/MmWMvCxOTc6Jizy/boTg+JRVksRonMKIXlcJp0MTOz+sjhXa+/JqpUsCpGKSVktKu7++NP/GPjkneRUQLLQghhDomiKitLZzKV1tdve65JazTAqpLxuG9m1vXgwciXbZ7RMRIO0USCyDIwBuvAqdIEg8G0Z8+uUycyCwtgVcl43DczO9V/9/6nf/CMjgClwBgsA2G1Oi0nZ+8bP6s+/AK68ct3XDabd2wUllN17PiBc81pej18j9kvX2lvvSAFg5gSSKXUZeRbrcWWBnN9rT4vD9ZBSiQWp6en7w3c/8Mf3Q+GEDBYDmNMW1SsKy7OLCrU5uQgjBHP8woF5nl4jEhJORqLh0Jxv39hbHz+4UNIJoESeAJDGAAQYwAMUvHaDMFo2Hn82K5TJzDHwaocPfauix97hoclj4cRGZ7AiYp8i6XIajHX1+aYTPDMHrZ1tLVe8E04OUIBGDyBE8V8i7XI2mCqq8s1m+CZjbS1d77b4p2cgCVEtbqxubn25Kuwlqn7g+P23uku21yvHb4JMYQAY8RxwBjIEjAGjzGEGMK6wsKMokJ9YaE2JwfzPBYELAiY4+AxSgiVJCpJVJICc/O+6Wn/9HTQ5UKMIsZgBRRAV1CYXVm5qXHP1qYDglIJ6zbU1tF18VJocjLpcQNj8ATEC6LBmF1VaT11srRmO6xDyO1uf6dl6MZ1SMUQphyuPPzSwea3NYYs2AiJaMxhtzvv9Lhs3YEJJ6Ti07WCwVh95PDu104KCgWsgyxJUiw2PXB//HbX3P1Bz/AQMAYrYwyQwGOlUmPM1hcV6XKytdnZCGOGECAAQMAoI1SOx6OBgGfyUXB2Nub1yvEYpgyAQSpRqxPStcmAXwqHYDmmxsb9vzhrMJXBP5SclBx2u7PH7uqyecdGYTlVR4/tP3dWnamHvztKyO2PLvVfvSa53XIwAKkYwhTjLYcOHWw+rcvNhVX5ZmaH2toedfd4HgzG/X5YliAIak1JfV1eZSWnUAhqtTorU6nRcKKg0mg0mZmJWCwwNx8Ph5OxeDISSYRDEc9ixO2eG3yw6HQgxhD8DwZ/g2AZQmaWwphtOXWi9tgRWEv/5SudLS3xYBBSUYQAc7xSiTEmsRiTJXiMATAAhVanzDLkbN6UV74ZCQISBE4QMM/DY+xrhFBJIolE1O8PLbi9k4+8E06aiAMhsALGQNRqdcXFxQ31lT94Xl+QLyqVCGNYB8ftro53W9yjI7AMJGg0nFIphcMkHoMnUAAhTa3MMhhKS3K3lItqNXAcJ4q8QgGPMWCMECrLNJlMRqIxf8Dvci2MjsZ9PiYlgTFYAa9QpBcW5VZVVb7wg7yKraJSiXke1iHiDzjs9onunhmbLTQ7A6koxhRzu99848BbP4f16fvkcud75xPhECyhLy7ed7a5/GATbCjbBx/eOn+eEgIpEOG47IqKpjOnyxrqYR0Ypcl43Ds9/eDPf52y9wanHiVDIVgOg8T7o8UAACAASURBVL/h1RpFRkbulvKskhIhLU1IS+MUCsxx8BijlBFCJIlIUtwfiPl8nslJ79SUHAnTWBwhWBZjoDYatcXFZbt2bT6wT6PXp+m08JgUj3umpqfu3r3/6R/dDx9iBAiWx6WpBa0ud0u5saxUUKsFlYpTKDDPw2OUEColqSQzSXI7nLMjozGPO+FdRAjBchhA1ubyTc8/X7yzJn9LuahSAoB7cnJ+3DF0/YajrQ0DQgiWhUUFp1ZnlpTkbSlXZmQIaWmcQskrRHiMMUYliUpJKsmh+QXX4GDQNZMI+pkkIwRLMQBRk25+/jnT3r35W8ozcnNgZZ3/999v/99/Q4QAJbACxiB727bNh35QVF2dv2UzJwjwvRT0eBanXHPDw3P37y+OO7wTTsQYgnXAmHG8Il2r1GdkFRdnFRXyKhWvUABCiON4pZITBEhFkkk5HmeUwtcYA0rlRDwRiXomH/lcrrjfL4XDiBBgFNZBlaFvPHtmxysvw7oxxqR43Dcz2/3b3421tdNYjMkSLIfXpItaXV7F1vyKrQxjhDlepeREER6jhJBEQorFpEjE+2hq7uHDuM9HohFgDB5jCDGEEGOIMUjFECYcV330aFPzabVeDysIe71Oe99E953prq7w/DxCsAyOQ6KiYMf23K1bRY1GlaHTGI0qrZYTBKVGo8nUE1kOe33xUDgZjcaCgZjfH/EsRtyeueGHi04HIjJQCv+FAQIABAyWEPSZgsFoOfHj+h++DGu5e+16e+uFmNuNKYFUoiY932IptlrMdbVZRYXwzBanXTMPR8bb2se/+JxKEoJlUIQ0BmNh7U59cZGoSU/LzNQYDZwgAIDWkKXLyYn4/WGvLxmNJSKRmN8fCwQSoVBwZsZ1915wbhYRAowBAANgCCHGECyBEBMVWZs27fvXf9m8ZzesSk4mb7a02i9ewoRgRiGVrrikYJe1tKHeXFerUKthI0R9/pvnWweuXuMIQYxCqq0vvLj/XLM2JweeUtDtWZyeHv7sz0N/vEplCZZCGAmCtqCgpKFem5uLOI4TRU4hIoQBgCSTciIBhFBJCnoWCSVVh35QUrMDlhPx+wML7tH2zuG//DXuXZSCAVgBY8Cr05RZhqzS0rzyckW6BgkCFgQsCAj+B2OMShKVJCrLUjwW8wcCM7Pu8fGY18sScUYpLIcB4tNU2Vu3Ftbu3NrUlLN5E6yDlEi4hkem790b/7LNM/KQyTJQCsthgBhCuqKijKIifWGBNieHUyg4UUAchxCGx6gsy4kEk2VGSHhxMbTgXnRO+B5NIkKAElgW5hDPZ23aVFhfV1pXW1ZXywkCrIN78tGj/nsT3d2PurpINAqUwAooAK9UqbIM+pLivPJypTYdOI4TRU6pQIDgvzAARgiTZZJMSrFYzO8PzM4tjIxEPR4mS0ApPMYAGAAWRE4UaTLBJAlScao0wWAw7dmz69SJzMICWFU8HJ55ODJp7x37y1/9k5MIwYo4TqnPbDz9Vs0rx9GNX77jstm8Y6OwnKpjxw+ca07T6+F7zH75SnvrBSkYxJRAKqUuI99qLbY0mOtr9Xl5sD6M0rnR0baW1smuLswYguUhhABjhjHjOMQLnEIhanW8SgmPSeFIwuthySSmlFHKKANgkAIRDgMgTCliFFLx2gzBaNh5/NiuUycwx8GqHD32rosfe4aHJY+HERmewImKfIulyGox19fmmEzwzB62dbS1XvBNODlCARg8gRPFfIu1yNpgqqvLNZvgmY20tXe+2+KdnIAlRLW6sbm59uSrsJap+4Pj9t7pLttcrx1SMYQo5oDnOYUCEcJiMaAEUiGEASMGiHEcp1LxaWm8Ws2JIjxGEkk5GpGjURKLIUIQY8C+RmFlDIAyKN27p+GnPzGaytR6PcYY1m2oraPr4qXQ5GTS4wbG4AmIF0SDMbuq0nrqZGnNdliHkNvd/k7L0I3rkIohTDlcefilg81vawxZsBES0ZjDbnfe6XHZugMTTkjFp2sFg7H6yOHdr50UFApYH8ZYPBSK+P13//PT3t//HghFCNaC/gYjQH9DEaIIAcKAECIEKMGAABijDBhlDAAYLCe9pExTXBJ0jEdcU7AcU2Pj/l+cNZjK4B9KTkoOu93ZY3d12bxjo7CcqqPH9p87q87Uw98dJeT2R5f6r16T3G45GIBUDGGK8ZZDhw42n9bl5sKq4uGw59HURPedoT9eDUxPwYoQYIwEQdBq03JycrZu0RcUKNTqzIL8/PLy0OKio7fP55oJL3pDs7OhuRkaibJYjFHKGIXHGABl8DWMAME3CZlZCmO25dSJ2mNHYC39l690trTEg0FIgSjGoFAo9HqO4ySPh8Si8E3oa4ARQ4hTpeG0NF6t5pVKeIwRSqWEHIlKwSCTkogBMMooA2CwMsqYrrjEfPBgSX1tYcVWZXo6QgjWx3G7q+PdFvfoCCyBEFLlFSgyM6MzMwmvB74JfQ0QYgghQQBRFNO1ok4L/4sxkkySeEwKhWg8jihDjDJKGWOwKqUuo6ypqXT3roLKCl22ESEE6xPxBxx2+0R3z4zNFpqdgVQUY4q53W++ceCtn8P69H1yufO984lwCJbQFxfvO9tcfrAJNpTtgw9vnT9PCYEUiHBcdkVF05nTZQ31sD6MsVgwND009KjH7rz5ZWB6ClaDEAKEMXAcCCJWpYlaLadUwGNUlmkyIUWjUjiKiIRlwhhljAFjsALGgAHL3VFjfu5gUfW2woqtCGOEEDxGZDni97vuD9758D9m7w1gBAhWghAChDFgDkQRKVWiVsurlPAYSSTkSITEojQaA0qA/Q0wBsthAJRB2d49B5rPGM1mjBEgBADRYDDq99s+/O3AlU8xAgwrQ/8FYxBEJoiiVitq0+ExRqgUjciRCI1FWVJCjDLGgDFYAQVQZRn2n3m7+uhLCGOEEKzs1q/ev/3rX8Na9OZNhbt3ldbXmWtreYUI30vsa5T55+cXp6Ye3Phs6MYNzBhmDNYJIQQIYQQIU4wYQoAwFkWFPlNQp0EqKRyO+3xMlgEAUQKEYPgvjDHKGDBgDNZNlaFvPHtmxysvw1NhLLTo7bp46eHNNsnjJtEILA8hBAxhwAg4HgRBoc8U0zXwGEkkk8EAiUaRJAGRGWVfA2DwBIo5ijFHCGIUUjGECcdVHz3a1HxardfDCuRkMuLzTdp7e/7jd57REYwQLA8BRsDxXFqaymDI27Yts7REqVZn5OUVbNmcjMVnHo54XTMht3txYsLrcJBImEVjjFFGKTzGAChCAIAZQ/BNgj5TMBgtJ35c/8OXYS13r11vb70Qc7sxJZBK1KTnWyzFVou5rjarqBCeGaOUMdbz0aX28600EcewPPQ1jJGoQCpVRmlpfvU2Ua0GgKKqSlPtztmx8dnRsdCCOzA3v+gYD7pcJBpliQQwCozBYwwQQYABMGPwTYhynN5kOnDmdHnjXliVnEzebGm1X7yECcGMQipdcUnBLmtpQ725rlahVsNGiPr8N8+3Dly9xhGCGIVUW194cf+5Zm1ODjwl9jXKen73+1utrSSZhJUgzDAGnseiyKs1Cp0WcRwAJEPhZDAAySSTkgxzaUbj/tNvVR9+AZbDGAPGhju/uvfZX/yjo6FJJ6wGfQ0QYghhpRKnqfg0taBWw2OMUjkSkaJRGo9TKYkpQ4wyShkDAAYroAipDMb6n7y2pemAWq9XpKXB+lBKvY+mOv/9g/HOThaLgSzByhDCgBFDCDhe0Gp5jZoTFYjj4DE5GksGgyQeZ1ISMYoZY5QxRmEVgoBUqq3P/2Dvm/9HazRijoP1YfRv7l67fuv9f4t7F5GUhNUghAAQZgiBwCNBIaRrRK0OYQT/jQFJJkgiLoXCJBbFlCFGGaWMMUhFASgDIT2dT9fQYJBEIpCKU6UJBoNpz55dp05kFhbAqiJ+v8PeN3HnzkyXLTQ7A6tS6nSNzc01P3oF3fjlOy6bzTs2CsupOnb8wLnmNL0evsfsl6+0t16QgkFMCaRS6jLyrdZiS4O5vlaflwfrFpibf/D5FxO2bs/D4bjPjxCshAFiCBDmEM9zCgXmeXiMSkk5GgNCEDBYggHilMqMsjJRrfY7HHHvIqTitRmC0bDz+LFdp05gjoNVOXrsXRc/9gwPSx4PIzI8gRMV+RZLkdVirq/NMZngmT1s62hrveCbcHKEAjB4AieK+RZrkbXBVFeXazbBMxtpa+98t8U7OQFLiGp1Y3Nz7clXYS1T9wfH7b3TXba5XjukYghRzKlzcgprdsix2ExfX8IfQMBgCQbAAGFBQILACQLiOHiMEUKkJJMkKskIGII1UITUBqOxvLzE0rC5ca/GkCUoFAghWLehto6ui5dCk5NJjxsYgycgXhANxuyqSuupk6U122EdQm53+zstQzeuQyqGMOVw5eGXDja/rTFkwUZIRGMOu915p8dl6w5MOCEVn64VDMbqI4d3v3ZSUChg3eRkUkokpvrvTnbfmbk/OD88jBhFjMH6MACGEAAChIBSxBhCsDokilhUlO1rLN21a+TGZ49ufwXLMTU27v/FWYOpDP6h5KTksNudPXZXl807NgrLqTp6bP+5s+pMPfzdUUJuf3Sp/+o1ye2WgwFIxRCmGG85dOhg82ldbi6sSk4mY8HQZF9/3+X/9IyM0GiUUQLLYQwAI6xQiGqN2mBQarW8KCjTtemGrGQ06puZjYdCyWgsEQ4lwyEmSSDL8AQGiFMpVYZsBBBzL5B4DFIJmVkKY7bl1InaY0dgLf2Xr3S2tMSDQUiBKIcVmVnmxkaVVuvo6PRPTiBKgDFYgjFAgoAEHgsi5nl4jH2NEColaSIBlCJYA2MgajQZpaW5VVWllgajuUxrMPCiCOvmuN3V8W6Le3QElsAcZzr4XN6OHePt7bP37jFZAkJgCcYAMAaO4xQKTqGAJzAiU1kmiSQjMmYMVsUAMMelFxRmmc2mxj2F1dVaQ5ZCrYZ1i/gDDrt9ortnxmYLzc5AKooxxdzuN9848NbPYX36Prnc+d75RDgES+iLi/edbS4/2AQbyvbBh7fOn6eEQApEOC67oqLpzOmyhnpYNymRCHkWF8Ydk9135h888DmdyUgEIVgVAo4DnucUSsxz8BijlBFCJYlISUQpYgxWxRikGQz6srKCnTWllgZ9Xl66IQshBE+glEqJhPfRo6HPb0719vmdzmQohBCsCgHHAc9zCgXmeXiMEUKkJJMkJkkAgGA1Cq1OV1ZWtsu6/chLutwceExKJKREYujzmyPt7X6HMzw7ixCsAWPGcZyo4BQKeIwxRqUklSQmSUAoQrAKzHG6kjJjxdbtR14qra+Ftdz61fu3f/1rWIuutCy3dqfJai3fbRUUCvgei0cisWDQNTA4fe/e3NDQ4tgYk2QgMjwNBoghAIQQ5niVCgsCpCLJJInHGGXwNUYRZQjBt8MAlBkZ+84217zyMjylZCw2dX/wUW+/o71tcXwcMwYrYwwYRghznErFiSI8xgiREwkmSYgSYAxSMQDM8Vlbtmjy8jzDw8EZF2YMnsAQJhxXffRoU/NptV4PK6CESInE7NDDu3+8OntvIOZeIMkELIcxAISQwPNp6vTsbFVGBi8IyvT0dEMWkeTQoicWDCUj0ZjfF/X5mJQEWYYnMAZKnS53+3Ys8PP37kUXFyEVp0nndDrrT163nnwV1nL32vX21gsxtxtTAqlETXq+xVJstZjrarOKCmGDDN1s6/v008DEZGR2BlaBOSTwSl2GJieHEwQA0GVnZ+TnhRe94cXFRCSaCIejPm8iFGSSDIQgBP+LMVDn5GSUlcU8nsCEkxICKRDhcKbJfODM6fLGvbAqOZm82dJqv3gJE4IZhVS64pKCXdbShnpzXa1CrYaNEPX5b55vHbh6jSMEMQqptr7w4v5zzdqcHPhW7ly8dOtX78vRCMgyrIACAMKI47AgcEolQggASDJJEgkgMhDKMEozGPefPbP9yEuwMs+jqbmx8Uc99qkee8LnTQYDsCrGAPEcCAIniFgQ4H8xRiSJShKTJUYpZgxWxQBhUcyt3lZQs6OsoT6nvFxQKDieh3WLBYOTff2T9t5Hd3qC09NMloBSWBkDYAhxCgUWRcRxCGF4jMoyiccZkRkhCADBqjBGvKAvKytuqC+p3Vmys0ZMS4OnNH1/cOyr2657A/ODgzSZAFmGVTEGgDFwHBZFXqEEBP+LEUJlmSYTVJYxY7AcxiC9oCCjrCwWCkUCAcnnJcEgpOJUaYLBYNqzZ9epE5mFBbCqsNc3crtrovvOfG9vZGEeVqXU6hrPNtf86BV045fvuGw279goLKfq2PED55rT9Hr4HrNfvtLeekEKBjElkEqpy8i3WostDeb6Wn1eHqxbIhrzulyT9t7BT//gdToRo7DBEOM5hV6/6UCTxpA19tfPvWOjkIrXZghGw87jx3adOoE5Dlbl6LF3XfzYMzwseTyMyPAETlTkWyxFVou5vjbHZIJn9rCto631gm/CyREKwOAJnCjmW6xF1gZTXV2u2QTPbKStvfPdFu/kBCwhqtWNzc21J1+FtUzdHxy390532eZ67ZCKIUQxl1NZafmn1+PBUM/vPgpMPUKEAGPwHUGY8VxO1bZtx44WbKvMKijgRRGe0lBbR9fFS6HJyaTHDYzBExAviAZjdlWl9dTJ0prtsA4ht7v9nZahG9chFUOYcrjy8EsHm9/WGLJgIySiMYfd7rzT47J1ByackIpP1woGY/WRw7tfOykoFPCU4uFwNBjoufjJ3SufIkkCIgNjsPEQQsCla/mMDMupE7Uvv9z27nt9H30EyzE1Nu7/xVmDqQz+oeSk5LDbnT12V5fNOzYKy6k6emz/ubPqTD383VFCbn90qf/qNcntloMBSMUQphhvOXToYPNpXW4urMP04IPujy/P3htIuOdpIgnAYGMhxDhOkZlprKhElHru34/7vJBK0GeJ2dnWUydqjx2BtfRfvtLZ0hIPBiEFohzWFZUcOHM6oyC/4/1/e3TnDkvEQSYADL4TCDDS5OaZn3uu1FKfv6VcnZEBT8lxu6vj3Rb36AgswQnC3ubmbceO3Pp/vxm88RmNhFkiwRiD7wZDiFepCizWEmtDWe3O7NJSeEoRf8Bht09098zYbKHZGUhFMaaY2/3mGwfe+jmsT98nlzvfO58Ih2AJfXHxvrPN5QebYEPZPvjw1vnzlBBIgQjHZVdUNJ05XdZQD08p7PPNPBydsHWPf/FFeH4eMQrfOcQQyq6s3PT8c0Xbt+dv2cyLIqwgGgjOPByZ6OkZ//yLoMuFGIXvEEIYZRSXmJ5/rriutqC8XJmugVSuhyOuB0Njn3/hsvcgygAYfGcQQpxCaTp40LR/X/6W8syCfFjLrV+9f/vXv4a1pBcVG6u3b9qzq2LfXkGphO+9WCgU8ft7//PTB5/9mUWjNB4D9jfwfYIQBoQYQkq9ft+Zt3ccPwrfitvpbDt/wXnrFpIJMAobCyFOqao6fjxvR/XAp398dKebY4CAwWMMYcJx1UePNjWfVuv1sKrFqenhzq+meuzugXvJYIAxBhuNIawvKan/p58KSkXPb/7DPfIQvkGhRCrVnjd+tvunr8Na7l673t56IeZ2Y0oglahJz7dYiq0Wc11tVlEhbBDX0LCjt2+qyzZ75w4DBozBBkMModzt2zc9/9zCgyHHF5+TZBJSIMLhTJP5wJnT5Y17YVVyMnmzpdV+8RImBDMKqXTFJQW7rKUN9ea6WoVaDRsh6vPfPN86cPUaRwhiFFJtfeHF/eeatTk58K3Y//PTrz74jeT302gEvi3GWJrBuP9sc/WxI7CWwZttA3/9IjA6Gp6aZIwBY/DdQozjRK227vXXth1+QaXTKVQq+FbmRkZvffCbR3d6aCTCZAkYg+8WQqKI1Wpz4969b/wsq6gQvpVEJBINBu9/9pe+K5/KwSCNRAAYfEcQAoQLrdZNzz8382Bo+t5A0uOW/T5IxanSBIPBtGfPrlMnMgsLYFWhxcXh9lvO7m7PvYGoZwFWpdTpGpuba370Crrxy3dcNpt3bBSWU3Xs+IFzzWl6PXyP2S9faW+9IAWDmBJIpdRl5FutxZYGc32tPi8P1o3IciwUcjuc4191zd67tzg2JkUiCMHG4DisVBXs2JG/fVtOeTlJSn2/+/3M3X5IxWszBKNh5/Fju06dwBwHq3L02LsufuwZHpY8HkZkeAInKvItliKrxVxfm2MywTN72NbR1nrBN+HkCAVg8AROFPMt1iJrg6muLtdsgmc20tbe+W6Ld3IClhDV6sbm5tqTr8Japu4Pjtt7p7tsc712SMUQopjL27698V/eVKZrJvv6XXfvzdwbSIZCIEkADDYSohhpsnMKd9YUbN+ev61Km5Ot0mgwx8FTGmrr6Lp4KTQ5mfS4gTF4AuIF0WDMrqq0njpZWrMd1iHkdre/0zJ04zqkYghTDlcefulg89saQxZshEQ05rDbnXd6XLbuwIQTUvHpWsFgrD5yePdrJwWFAp6SnEzKyeTs8MPZoeGp/rtzDx7IkQiNxxGCjcIY8Gq1qNPlbdtWXLczv7Iiu7Ss7d33+j76CJZjamzc/4uzBlMZ/EPJSclhtzt77K4um3dsFJZTdfTY/nNn1Zl6+LujhNz+6FL/1WuS2y0HA5CKIUwx3nLo0MHm07rcXFiHkGdx5uHIZI/deaszsrBA43FgDDYIAyTqtIU7d2aUlBAGodnZud7e2KIHUvE6nZCZtesnr9e9chzW0n/5SmdLSzwYhBSIclhXVHLgzOmiHdun7g1M9d991NcXmpkhkTAjBDYUAySo1TmVlXnbqgq2VxvKSjX6TEGpgKfkuN3V8W6Le3QEluAEYW9zc+2JH0/fH5wauD/df3dxbFwKBkgiDhuKATCEssybDOXlhTu251VWZORkp+l08JQi/oDDbp/o7pmx2UKzM5CKYkwxt/vNNw689XNYn75PLne+dz4RDsES+uLifWebyw82wYayffDhrfPnKSGQAhGOy66oaDpzuqyhHp6SFI+HvL750dHJO/b5Bw8Wx8dIPI7gO4IoRmmZWZlmc8H26tL6en1BviZTjzkOViAlEmGvb2HcMdnTMzf4YHFsTI5GEGw8xkBQp+mKS3Krqsx7d2ebzZpMPS+KkCrs9QYX3BN37FN9fYtjY+H5OQSAYOMxxrRFxfqyMvPePcW1OzWZmap0Dayl8/1/++rX7yNGEWOwMuPWitKmA8U1O4qqqnhRgO89OZmU4vG50bH50bHFiQnvxGRgejq66EGMIcbgH40hxBDWFhRkFBbqCwsNpSVFNTuyN5nhW4l4veNdtok7d6Z7+8Lz85gx2AgMgAFkmjYZt5Sb9+zOKMjv+s1/jLe3YUoRY/AYQ5hwXPXRo03Np9V6PawqFgp5p11T9wbGO7/yT0wkvB4qy7BBGCBOpcwyb8qvri5v2i9FIrd/9f780ANIxXiBieLe/+/NvT/7Z1jL3WvX21svxNxuTAmkEjXp+RZLsdVirqvNKiqEDRJa9Prn58c6OkfbOuKLnqTfBxuHAqQZjFmbNhXu2FHSUO/o6Lj70UdSPA4pEOFwpsl84Mzp8sa9sCo5mbzZ0mq/eAkTghmFVLrikoJd1tKGenNdrUKtho0Q9flvnm8duHqNIwQxCqm2vvDi/nPN2pwc+FYmevtGbn0129e/cH8AIQTfVlqWYd/Z5upjR2AtnkdTC86JKXvfzL174bnZuNeLEHxXeAGJYn51dcGO6uKdNblbtggKBcfz8K1EfL7pgcHpgYHp/rvB6WkpGKCyDN8NxPNcmiajpLi4rq5ox/bCbVUqbTp8K0SSpETCPTExPzI20d09ZbfTeJwlk7ChGABDSF9cnFNZmV9dXbC9eri9Y+iLL5Met+z3QSpOlSYYDKY9e3adOpFZWACrigVDU4MPJnvsE21tgalHsDKGsCIjY9+Zt3f+8GV045fvuGw279goLKfq2PED55rT9Hr4HrNfvtLeekEKBjElkEqpy8i3WostDeb6Wn1eHjylsM83Ozo+eefO+M0vw3NzTJaAMXgWCCGMObVGZTDW/PD41oMHVOla/7Sr/d33Jm7fhlS8VicYjDXHj+5+7STmOFiVo8fedfFjz/Cw5PEwIsMTOFGRb7EUWS3m+tockwme2cO2jrbWC74JJ0coAIMncKKYb7EWWRtMdXW5ZhM8s5G29s53W7yTE7CEqFY3NjfXnnwV1jJ1f3Dc3jvdZZvrtUMqhhDFXMHOnU3Nb+dsMkdDofHbXXev/inscsmhEJMlSgg8O4Qwz2NeAIUip2Lrzh//qHBblUqr5XgevpWhto6ui5dCk5NJjxsYgycgXhANxuyqSuupk6U122EdQm53+zstQzeuQyqGMOVw5eGXDja/rTFkwUZIRGMOu915p8dl6w5MOCEVn64VDMbqI4d3v3ZSUCjg25KTUs+nfxj8y18TbnfS76eSxIjMKANg8K0hhDgO84IqO1tTWFj53MGaI4cxx8mJZNu77/V99BEsx9TYuP8XZw2mMviHkpOSw2539thdXTbv2Cgsp+rosf3nzqoz9fB3Rwm5/dGl/qvXJLdbDgYgFUOYYrzl0KGDzad1ubmwbs4ee/eljxdHxySfjySTVJYBGDwLhBDGWKnUFRXtPPFqTvnmeYfTdffe1K2vIgvzkAqrNbxOt/v//FPDj38Ea+m/fKWzpSUeDEIKRDmsKyo5cOb01oMHAGDm4Yj9yh9m7g0kFublWJTKMjAGzwxhDvEcFkV1Tk7F4cNlVktmXp5Kmw7fiuN2V8e7Le7REViCE4S9zc2Wf/oJAIQWF/v/9Jnzdld4eirp9xFJYpTCM0MIA8ZYFDilqmxfY9mePXmbN2UVFsC3EvEHHHb7RHfPjM0Wmp2BVBRjirndb75x4K2fw/r0fXK5873ziXAIltAXF+8721x+sAk2lO2DD2+dP08J9kBE7gAAIABJREFUgRSIcFx2RUXTmdNlDfXwrQQ9ntnRscnuHkdHR2xxkUkSI4RRAhsFIYQ5LAhIocg0m02Ne4uqt+Vt3iSqVLAOYa9vdnRssqdnvK09Mj/PpCSjFBiDDYG+hpHAq7NzChsaiupqS///9uDDPa7rPhD275zb5s6dPgMMeicKKXYSpAiKEG3Lii3FNXHM0CkuoQgn/8w+zzJjOY73+ZI4u7EjCva6yUqiQkgAxQYSJHoHBhjMYHq5/Zy1/YRfOAI7AFlwzvse2OcJheABbMtanZqOjo7NvP3O2u3bxDSoZQOlABS2AAIEmBcQz9ceOVLXfbTpwP6a9l3weN7/xx8M/n//QHUdDB3uByGMOFx7+Mgzn//DcHt7oKYacxzsHJZhzA/fWrh5M3pjODU7C4ZOTZNYFiUEPmoIYYQwxhwHgogkqXrfvtqDB5r276vt7IBNsC1LzeWWb9+5/qN/jd25Q3Wd2jZQCk8PAQIkiFgUW06dannuZPWuVlFyvB15deyNNzAhiBK4iyJsY7z35Zee73tF8fvhMaxOTt3+j3dWb93KTk+ZpSKxbKAUgMJTQwhhjERJDgVbnzvV2H2keldbZnHp0oXI6u0RKEcwJpg7+a1vnvz6X8Cj3PzZL9599btqIoGJDeVEl7umu7vhWHfr4UPB+jrYUmOX3ht9653szExhccE2DduygAIAhU1AHI9EsaKjo/X53rq9z1Tvarv1458M/O13TLUEZRDBONDaeur8ufaTPfBQlmG8FXn12g9/hG0bUwLlvA2NtcePNR090nr4kKQosBVK6cxb33l15Kc/42wbUQLlOj/94qm/6fOEw/BUsvFEemX19k9/Nv7znwMhQAk8FSVU8dy3zz/z0mfhMRBCJt8fmrn8QeLOnczcHLFMalmUUqAUtgjmOMwLnMvFezz7Xv7snk99Uva4JacCmxabmr75izdWbo2UostmsWibBqUUKIUtgjDmBJFXFKmisu7QgcOf/1xlcxNskasX+6/395uZrJXP2YZJLBM2D/2WIGKH1NDdvfvFFytbmvzV1Vf6f3L1tdeN9YSVSUM5TnYKoVDLiRPHv/JHgbpaeChD09Irq0vDN+/8+Cfrk5OUEqAU7ktyyKGKk9/8+v6XPoN++T/+Z/Ty5dT0FNzPnpf/sPdv+px+P3yMXbvY/+6r3zVzOUxsKOfw+mqOHWvoPtp65JC/uhqekKnrxUwmPj27cO167M5oYmrSLpUQJfDkKABQyikuweNpOnq06cjhitZmf20tL4rJufl3L/zt/OAglONcbt7nO/iFz5/4069ijoOHmr16beiH/7o+Pm6ur1PbgntwolTT3V1/rLv1yKFwSwts2sQ7l9559bvp+TnOJgAU7sGJYk33sfpjR1sOH65qbYFNm3zn3YELkdTCPGwgKsrJvr5Df/xleJSl23dmrl1fHrocu34NylGECOZqDx58vu+Vmq5OyzAysdj63HxsfGJ1bDy3tJxbjWIABE+PAPCSw9fcHGxuCjY1VbQ0V7a1ugIBXhQRxvBUxt65NPTDH+UXFoz1BFAK90C8IIYqKvfsPvaVP246sA8eQz6RePd/RsZ++QsoRxEmHN79B5853feKKxSEraCX1Nlr1+auXI1e/iA7PwfleLdHCFXs/ewfPPsnfyxIEjwtQkh8ZnZ9YVFNp3Krseid0dTColXIE9PA8MQoBeA4JIq+urqqrq5AU6Ovri7U2FDR2IAwtnTjnQt/e+Nf/gXup+XkyVN//e1QSzP8TlmGOXvt2tzVa9Ghy6npKbifPS+9fOpvvq0E/PCRI7Y9+C8/Gv7pz8xEwsploRxFmGDc8cILp/vOeauq4LHl4vHY1PTa1HRiajo5N5dZXADLRpTAU0JYdkh+f/OxY42HD1W2tTp9vlIut3jtxs0f/jA1NwcfIkpIlk9+4+vHvvoVeJThi/0DkYiWy0EZRDjsrW/sPX+u83QvABTTmbXZ2fjU9Nr4RHJ2Nr2wQHQdUQJPiwJQhORQpbu6qnbPnurOjkBTgzdcJSlOXhThqcwODl26EElMTcIGnCD09PV1nz0DAKamJeYXEnPz6zMzianp+OSklkljQgEoPC1KqeD2SH5/7d699fv3+WprPNXVis/rcLngqRQz2dlr1+Y/uLpy+XJ+dQXKEYwJ5p79y7/o/atvwuO58drFgb/9jl7Iwwb+hobnvt3Xfvp52FKX/+Gf3vvOd4htQxlkc1xlV9fz5881Hz0CT8VQ1WImm1+LZ1aisfHJ6OhocTWmrseBAkKwSZQClkS5otLf0Fi7d09FS7O3psYVDCo+L8fz8BhMTStmsuloNDE9s3LnTvTWLT2TIZoGlMImIYQEUfR4qrq6wl2dVZ0dgYYGTygoyjI8ACWkmMnmk+uJ6Zm1icnlm7cyiwtE06hlwebxPBLE0K626q6ucEdHZfsuT0VI8fng8Yy/OzD+9juJ0dHM7AxCCDYQFJejoqLp+PF9L33GX10tKU6EMewcxLZz6+v59WQhnsiuxpLz88mFhfT8vJ7LYkIBKGw/CkABkCDwDlkJhTzVVcHGxmBTk6uiwl0ZcodCLr8fNoESYhlGLh5fHrm9NHxz6fqNUiJODQMohafD80gQq595pv7QwYq21oqWZqfXZ6rq25FXx954AxOCKIG7KCAboWdefun0t/uUgB8eQzGTSS5HY+MTKyMjqfmFbDRqaxqYBjwt7JAFj7t2//7aZ/ZUtLb66+oUnzc2Nn7pQmT19giUIwgRjE/+1bdOfv0v4VFu/uwX7776XTWRwMSGcqLLXdPd3XCsu/XwoWB9HWyp1Mpqank5Nb+Qmp9fHR1Lzc9RwwTbgqeECEaemtrGo0eq9+ypaGv1VFYoPt/1116/FPmOVSohoHAPilCgueXUt8/veu4kPJRlGG9FXr32wx9h28aUQDlvQ2Pt8WNNR4+0Hj4kKQpshVI689Z3Xh356c8420aUQLnOT7946m/6POEwPBVDVbVC8fYbb97+5RtaIq6nUwgheHJKqOK5b59/5qXPwmOglGZWY5nVWCYaTS0srIyOpebn7UKBGDpsGgWgAO6aWn9zc0VrS0VrS6ipKdhQz4six/OwaaVMNrGwkFpcyi5H41OTq2PjViFPDROAwqZRhEWPp2bv3or2XZ7q6kBDfbilWfZ4YIuszczEp2fya/FsdCU6MpKam0OUIErhaVEKWBR5t7ti166mI4crd7UFGxtlj0dSnFde//HV11431hNWJg3lONkphEItJ04c/8ofBepq4aGIZWvF4urExHD/T1ZvjRjZNDEMKEcpAEahzq6qvXu7PvF808ED6M3Iq8tDl5PTU3A/e1566VTfK06fDz7Gbvz4pwN//309l0WWCeVkn7/2WHfj0SNNBw74qsLwVPLrydjs7NKN4fmhy2oySVTVNnTLMIESoBQeASGOwzzPiSInSVIwKFdWHnjpM3tOPw93xadnLkVenb88BOU4p8J7PAc+/7kTf/pVzHHwUPM3hq9c7E+MT+iJNWJZcA9elGqPHWvoPtp0cH9lUxNs2uTA+5e+9/30/ByyLAAK9+BEqa67u+FYd9OB/ZXNTbBpU+8ODHzn1dTiAmwgOZWeV84d/PIX4VGWx8bnh28uDV1euXYVPgRhyvO1Bw6c+tY3avfshruW74xNX7kSHx1PTk7Yuk4MwzYM2zKBUqAUHglhhDEnCJwoYFFy+P3VB/bX7d/fsPcZX1UYNm3ivfevXOzPzs/r8TilBO6BBcFRGa7cvfvol77QsPcZeAyF9fV3I6+OvfEGfAjmKM/vfvHFU9/6hisYgK1gqOrc8M2Fa9eXhy6n5+egnOD1OSor93z6he4vfUGQJNgcQoiWz6eiK+PvXoqO3NZTKatQoKZpm6ZtmdQmlBBKCRAK90IAgBDGiMOY4zhe4BwS55Cx7Kjq2t12sqeypdlXFeZ4HgAs09SLxfde/d6ti6/B/TSffK73r/tCLc3wO2Wb5tyNm/M3biwPDSWnpuB+9nz2s8/1vaL4/fCRI7b9wcX+kV/8UovHjUwaPgRzlOc7PvGJU3/1DW84DE8oPr+wdPt29ObI6siIVSjYmmrrhm0a8GsUACg8HMYIc4Ik8Q6H4PN56usOfeHzu549DnfNX702EHl1bWIcPoTjQZROfvPrx776FXiU4Yv9A5GIlstBGUQ47K1v7D1/rvN0L9yViq4s3r4dvXV79daImc9Rw7A0zdRUSikQCkDh4RAChDDPc7zASRIny97GpmBbW+epk437noFNmx0cunQhkpiahA04Qejp6+s+ewbuUvP5tZm55ZHb85cv56NRahi2rpmaRmwbKAVK4REQYIQ5DvMCJwhYFJyVYaWmds8nn9/zidOwaaVsbn54eP7q9eXLl/MrUfgQjqc8f+xrZ5/7+l/A4xl+vX/g1b/TC3nYwF/fcPL8ufbeU7ClPvjB/37v1e8SYsO9EKK8EO7sfO5b32g6fAg2bf7myPi7l1LTM/mFeVPTbF23LZNYFlAKlMJjwhhhzAkCJ4icKIoej6exqXrvM12nTobq6+CpmLqm5gvz166P/vt/5KMrViZj6pqlG9S2KbGBAgCFR0MAgDgOcxwvSbwkYZfLVVXVdrKn4cB+X1VYdrvhMRDbVguF5OLi6L/9x8qtESOTsYpFy9CJaRFiA6VAKTwWBBhjjuMEgZckzunkXa7G7u5dz/X4q6u8lZXwJOLz87Hp2dl33l364ANL02xDB0qBAiBAHMeLkjMc9re3N3cf7Tp10unxwE5WymYXR+4sj4ys3BopxmLUMIhpWIZJLIvYFhAKQGGrIIwwxjzPiQIniEgQOKdTdLt89Q0Vba11e3Y37H0GYwxbxzIMtVCI3r4z8stfpWdn7ULBVFVL0wixgRB4BAQYIYx5QeQdEu9UOJer/fTze//g07LH41AUAMgnEu987/vjb/4bsiwgNtxFKRCAPS999vm+VxS/Hx7b+uLi4sid1bGxtfEJM5u1CwVTU01NA0qBAgCFh0MYYcRLDkGWBZ/PGa7c/alPtnYfdbjdosMBAEvDN9/77vdWb9+mhFCgcBcFRBDq+eY3ev7yz+FRRn75q4G//34xkUCWBUDhHpLLXXvsWEP3keYDBwK1NbDVKKWZ2FpyaWlq4L3lG8N2oWAVi6am2qYJlAIFAAoPhzHmeMHh4BwSEsTKrq79n3u5uqPd4XZzPA8A1y72D3zv781CAREbygWbmk+eP9d2sgceyjKMd/7u+zdeu4gsE4gN5XyNTXXHjzUdOtR0cL/kdMJWKGWy737v72///BfIsoDYUK7zhReeO/+KJ1wJmzDx3uD4wHuZ6Znc4oKla8QwKCFAKTwSwghjzPPuysoTf/XN3S9+Gh4bJUQt5DOrsbF3BpZv3jTW181cztR12zSJZQElQCk8FgQYYY7HPM8JAhYEJAgVnZ01Bw807H2mfs9u2AalbC4Tiy1cvzE18J6aSNiFgqXrlmFQ26a2DUDhsSBAgHkeczwnipwgIFF0hsMdnzjdeOigv6rK4XbBVqOEZGJriYWFiX9/a/n6DaJrxNBt0ySWRSwbKIFHQggQxjzPCYIgy4LHIwYCzd3dB1/6jDsUhLuu/eSn13/yf7V43EgloRzvVKTKyubjx7u/9Hl/TQ08huTS8sib/75840Z+cVHPZm1Dp4QABcDo1zjJITidzc8919xzItzaEqipRh9c7J8dHIpPTML9dH3qkz1//jXZ64GPsdG33rl6sb+YTFrFIpST/b6WZ59tOLi/qq3NFfDDUzE1rZTLF5LJ/Fp8fWEhMTObXlxMLy4SwyCGgREguA9KgSIEGEten7OioqKluWpXmzMYkP2BUEO9v6Ya7krML7z/D/+0eO06lBMURfR69376U4c//4cYY3iolcmpsbffjY2PZ5eWbMOEe/CS2Pzss41HD1e3tfqqqmDT5m8MX3nt9eT8glUsUkLgHrwkNj17vOnIkapdrf6qKti0mcsfDP7jD9JLy7CB6HQ++2dn9332D+BREguLsemZuaHLCx9cgXKI5wSnUrv3maNf/mK4tQXuKqYz2URCTWe0TCY+N7c+N5deXMrHYrZpgGUhShHcHwUgFDjZwTsVb02Nv662ork52NDgDAWVYMDlD0hOGTZt4dbI2NvvJmZmsouLlFC4BydJvob66t1dXb2nqlpb4DEUUqn3/+EHE2+9DeU4UeQVpf25k91f/qLT54WtYOp6bHomOjo2+/5gcnYOyikVIW9Dw65nj+1+vpcXBNgcSqltmnqxlFmNFdMpS9PVdDq9uppZWc2urGj5vKmqtq7bmkbhvyCMMcfxTqeouGSf119TU93Z4a4IIZ53+vzeqrDD45ZkGWEMAOnV1fXF5duv98+89R9QjgJQhFpOnuz9676K5mb4nbItKzY9szI2Pjs4FJ+YhPvp+tQnTvz515xeL3zkCCGjb78z+d5gZnGpGI9DOSyKgtPZ1nPi6Je/4A4G4Qmp+UIhnSomU6VUKjE7l5idS83NZ6PLlBAgBAhBlCCEYAMKQBASnIrgdle2tYV37fJUhb3VVaGmJm+4Eu5avHlr8B9/EJ+ahnK8UxZd7iNf+sL+z7wIjzJ8sX8gEtFyOSiDCIe99Y295891nu6Fu/RisZBOF5PpYipZTKYKyWRsbDw2PmZpOjF0RAiiFB6AUgqCgEXJGQq5w+Hqjo6qjnbR7XJ4vP7qsCsQgE2bHRy6dCGSmJqEDThB6Onr6z57Bu6yTFPN5YqpdD4ezyfWi8lkYmZ2dWxUy+ZsXUM2QZTAA1AKwHFIEh0+v7syHKivCzY2uCoqlFAwUFvjr6mBTdOLxdXpmeWR27ODQ9nlKJTjZZl3Og9+7uUjX/gcPJ5bv3hj6J9+oBeKsIGvtubZP/ta27PHYEtdu9g/+E8/oDaBeyCOExRnuL396Je/WLu7CzYtn0xlYjEtmzML+ZXxydjEZH5trZRcJ7oOlokQgoeigAgC3iHziuKtqfHX1VW2NPlqakW3SwkEfFVVDpcCT4XYtmWahfX1VHQlF4vlY2vr8wuJ2Tk9lzMKeWRZQGx4MApAEaIIAUIOj8/h91c0NwWbGt2Vle7KCm9VlSsYFJ0yLwjwGCiltmlqhUI6upJZXc3H1lJLy+tzc4VEQs/liKEjywag8GAEIQoIEBJkp+Tz+etqK5qbPVVhd2WlpyrsraqSnLIoy/Ak1Hy+lM2tjo6tjo5GR26vz85Sy6Q2AYxlr8/f3FTV2VG7b29FU5OvKsyLIuxklmEUUulCKlVKpYrJVCGZzKysppajxUS8lExSw6CWhQAQgqdGACgAYIx5QXC5nMFgsKHBX1frr6mR3C4sCA6Xy+HxKH6/K+BHCMHWIYTYpllMpVPLy9nVWD6eiE9NxcbG9HzOVjVEKQIK90MRoghjSRIUl7+hvmrXLm9Ntbuywl9XG6ir4wWBEwQAKKbTH7z2+tTA+2axSAwD7qJAKcDuT32y58+/5vR64bFphUIhlS5lMqVMppBYL8Tj0ZHbsbExYlnUsoAQRAlCCDagABQhLEmcQ67q6Kje3eUOhz1VYX9tjaeykhcEzHEAsDoxefVfL66OjRulErVtuIsioADH//TMsa/8ETzK5HvvX3mtPx+LmaUiULiX5HY3P3u88fDBqrZWTygE20AvlfRiMRtby8ZihXgitbgUvX07G40Sy6S2DYQioBjugwAAQpzsdAYC1bu7Qs3NSjDoq6kONjbIXi8vCAhjALjz729dee11NZ22SiUo52+oP/FnX2vpPgIPZZvmB6+9fvuNN81S0dZ0KBdobmo5cbx29+7qtjbBIcFWUPP5K6/1j7/9jlUq2roB5dp7nzvx519zh0KwCZm1tcxqLLWwmJybXx0dTc7PWSWVmgYCQHB/FIBQ4GRZUJxKMBRobDzwuZdbuo/CY6OU2qapl0qZWCy/llAz6Ux0JTY1k4lG1WTS1krUshAFhOChEMGYc8gOn89VWeGrqfZV1/hrq12hCmco6Ar4XX4/bAPLMPSSWkiuZ2Nr+bV4Pp5Yn59fn5vXMmkjn0OEIErhwSgApRQ4HvG8HAg6Q6FAXa2/tsYVDLorK3w1Na5QSHLKnCDAVqOUGqqq5QuZlZVMdCUdjWaiK5mV1UIirmXSRNcxpfAABIACQjzPOxxyMBRobGjYt9dXU805HO6KilBDveBwwF3jA++NvzuQWVzMr8agnORx+xoaGg4e2P38KU8oBI9BKxRT0Wh8emblzp3E9Exqbt5US5QQThQ5SQp3dNTs3l21u7OqvV12uyXFiaYuX1kYvrk+Pw/303Lk8N4XX3AoCnyMLdy6Pfn+YDGV1gsFAAr3kD2ehgP7q9t3ecOVDkWBTYvPzy+Pjq1NTCWmpmxVJbqOADClhBDbsixDBwqiLGNBoL+GMWBODgU9tXW1e7oa9+91ejwOlwvKZWKxW2+8uToxCeVE2Sm5XS1HDnecOI4whodKr64uj44l5uZTy1HbMOAevCg2HNhfu7vLG65UvF7YtLWZ2Yn3hzIrK1qhQG0b7sGLYsP+fbW7u7zhsOLzwqZFR8dv/erNXDwOGwgOx95Pv7DreDc8Sn49mYnHl27eWhq5DeU4QZBcrsqW5vYTz/qrq+B+lkbHoqNj8amp9PyCbejUNDGliMKv2aZpqCrCWHTKGHMAQAAIgKAogtsVbGmpbG2p6+qqaGqELZVYXFy+M5ZcXEwtLVNC4B68JAXq6yqam+p2d/nCYXgMai5361f/Nn/9BpTjJYfD7arf+0zHieOSosBWsC0ru7a2vri0MHwrtbQE5VyhUKC+rqajvX73bsxzsNWKmUx8biExP78+N19Kp41S0SypVqkElMJ/QojDmBcEt8vh9bqCwcrm5ubDB31VYbif6PjE0u07s2+9vXL1CpSjgAhGLSdPPv/t8xXNzfA7RWySja8ll6OLwzcTc/NwP81HDu/79AsOlwIfOUrI0ujYyvhEank5H09AOV6SJJe7bk9Xx4lnZY8bNmFlYnJ5dCw2Nr4+PQPEpoSAbSNCEELEsgxVRQiJsow5DgAoAoKQ4PFIPn/9vr0N+/Z6w2F3MADl1mZmb73xZmp5GcpJiiK5PR09x1sOH4JHGb7YPxCJaLkclEGEw976xt7z5zpP98L9FFKpzFp84dr1+WvXrJJqqSomBBECAIQQS9coIZgXOI5DHAcIUUqRKGJZ9lRX++vrmw4dbDqwD7bU7ODQpQuRxNQkbMAJQk9fX/fZM3A/ai6fjceXb9+Zv3q1mExZpRKybUwI/Bqlpq7blsnxAuZ5jDHCmFCKeB7LsrOiwl9fH25rre7Ypfh8DpcLIQRbwdT17Fo8Pje/OHwzu7YG5USnIrlcbcePth8/Bo9n+vKVkV+9aagqbOCuqNj36U/V7dkNW2r80sCtN96khMA9MM9LLleooaH9xPFQQz1sqbkbw/M3hjNLS7mVVaJp1DDQr8Fv2JZplFRAwIsSx/MYY0AIAAhCFAGvKKLHE2purmxrrevqCtbXwZYqpFKZtfjq2ER0dExNpbRMBiwTWRbcZVuWqaqAQJRlzPEAQBEQhABhQEgOBpXKytrdXdUd7d5wpcvvh03QS2o2vpaYnY+OjmWiK2oqRTQVWRZQCv+JGqpq6YYoy7wkAQAFoAhRhABjweVSQqGK1pba3V2B2lpvuBJzHDwtSml2LZ5ajs4MDa3cvm0bJrVthDklFAx3ddbs7qrb3eX0eOD3i5ovZNfWEguLazOz2Wg0vxojmgqmaRuGpeuUEEopAFBCLMMglgXlEEKAEMfznCAAQgDAiyIvipTjAGOEOSyJotfrqaqqat8Vbm2tbG5yuBT4qJSyueza2tLI7fmrV9VU2ioWEaWYUgCglBiqahsmL0mcIGAOA+YoxtjplDzeyl1tjQf2B+trvZWVmOPgHlqhMPHe0NLtO3ohb+k6lGs+cnjfp19wuBR4Krn19exafGbw8sLVq8Q0iWmCbSNCEELUti1dp5RyPI95DmOOYkQQ4mRZUJSGgwebjhz2hcPuUBDKpaIrE+8Prs8taIU8sSwo98wLn9xz+nl4lOXR8cn3B/OJhF4oUErhHpKiNBzYX9PR7g1Xym43bCfLNLNra/GZuZmhofWZWWKa1LKoTTBQDGCbhqnrGHOcICAOY8wRAIqx4HK5wpVNR4/WdnV6w5UOlwvKzd8cmXx/sJRO64UClPOGw3tf/FRtZyc8FLHsifcHZ6/d0At5U1WhXKCurmH/vlBjgy9cyQkCbAVDVSfeG1y8NaIXCqamQbnGA/v3vfiC0+uFzaGUZtfiqWh07srV1dFRM18guo4BgFJi27ZpWobB8bwoywhjACAABEBwKYLb7a2uDjQ0NB86VNXWAk/FtiytUEguRxdvjiRm5wqxVbNQANNElCKECLGpTSxDt0xTlGVBcsBdFCGKMa+4nBUhX21tqLmpsqmxsrmJF0X4qOSTqeza2sr4xMroWHF9XUulMCGIEACghNimads2JTbGHC9JmOMAgAKlFIAXQBDcVVXumupwa0tlc7MvXKn4ffBRMVQ1Pjcfn19Yn5vPRqOlRNwuqYhSBL9hGYal65jnOF5AHMaYIwAUIcQLvKK4q6uqOtrbTzwbrKuF+4mOTyyPjaWXotlYDMo5PO5AXV3Vrra6ri7Z44bHlo0nlkdHV8fGY2PjRj5PCeEkSXDKDYcONR0+7AtXukNB+C2UW18vpjNaoQj34w4GfNVVHM/Dx1gxk8kl1i3DIKZFoQwvCErAJ7vdgsPB8TxsmlYolnJZLZfX8nlqWZQQAKCE6MVSKZtNr6wApVW72lz+AAUABIAQL0mC0+n0ehW/jxMEjuehnKFqmdXVUi4P5TiewzzvDgbcoRBCCB7KUNVSNqcVCkZJJYTAPTCHFZ/P6fUKDgcvCrBpWqGQS6wbqmqbFqUU7oExVvw+p9crOBy8KMCmlbK5zOqqoemwAeawv7raHQrUt9bCAAAU10lEQVTCo5i6bmpaMZ0pZrJQDmOEecHhUjwVIVGW4X5K2Wwpm9PyeaNYpLZNCUHwn/LJZGxqRpQdVbvaJKcTACj8BuJ5juclt0tyuZxer0NRYEvpxWIpm9OKRaNUohTuhTksOp0Ol+L0ekWHAx6DbZrp1VghlYZymMMczys+n7sixPE8bAVKiKHpeqlYTGf0YgnKCQ5Rcjplj8fp9SKEYKtZhqEVi3qhqBWLtm4Q2yKWRWwbKPwXhBBGmBc4UeAlyaEorkBAlB1wPwu3RuZvDC++9/7azWEoRxEiGLecfO75vlcqmpvgd4pSamqaXlKL6bRWKML9uIN+X3U1x/PwkaOUlnI5NZvTSyVT06Ec5jDH806v11MR4gQBNkHN5UrZnJrL6fk8pRQoBUqBAgIoZjKx6WmO56va2hxuFwBQ+A0siFgUFL9f8fkEhyRIEpTT8oX06qpeUqEcx/OcwHsqQq5AAB5l+GL/QCSi5XJQBhEOe+sbe8+f6zzdC/dj6YahacV0qpBMEcumtoUoAFAAMEpqcnnZ0DRXwC+7PZLixBwPAIjDiOMEWRadTiXgd/n9sKVmB4cuXYgkpiZhA04Qevr6us+egfuxTdPQNDWbLSRTlq4T2wZCEVAAILadXFoupFJKwK94vZKi8IJIARBGwHG8wyE6nbLbJXs8vChyPA9bhNi2qWlaoVjMZAxVg3Icz3G84AoFPaEgPJ78ejITi9mWDRsIDslfXeX0emFL5eKJ9OoqpXAvhBHH85KieEIhSXHCliqk0sV02iiVTFWllk0JQQCA4NcKqXRsahoQ+GuqnV6f5HRiDgMAhd/API8FQXK5HG6X0+uVnE7YUpZuGJqm5nKlbNbWDds0gBCgFO4qZbKx6WmEcVVbm+xxAwCF30IIAPGSyDscstcre9yiw8GLImwCsWxD07RiQc3mjFLJNgxq20AI3EUJWZ2azqyuVrW1Bepq4bcoACAEAJgXeIfkcLlkr1dyyoLDgRCCTTBUzVBL+cS6ms1SQiihgBDvkGSPR/Z6FK+XEwT4/WJblqFqerGoFQpGqWSqGrVtICQVjaajK6ammYYOAJauZ1djajYH5TDHcYLg9PtcoSDCGAH4amp8VWFJUQSHAxBCGGNBFGSH7HE7XG6HS+F4Hj4qlmmaqlbKZAqplG0YxLKAUgS/YRlGbHomn1j311S7K0KS08mLIkUIcTwnCg63W/H7JKdTcDgQQnAP27JyifVSJmNbFrEJlHMH/b7qao7n4amYum5oWmF9vZhMUUIoIUApUEAAWrGYXF62TdMV8Mtuj6Q4EccBAOJ5zPOK3+8KBgSHQ5AkKKeX1Pz6ulYo2JZFCYVy/uqwNxyGRyllc7nEuqlrxLIohXtxPK/4fbLHIzocnMDDdqKEGJqmFQqF9XUtX6CEAKVAKQAggFw8kVyOSorTFQhIilNyOin8GsICzzscrmDQ6fUIDgfH81CumM7k1tctw7BNC8qJssNfXSV7PPBQlNJcYr2QShHLsi0byklOWfH7JcUpOhwIY9gKxLZzifViOmNbJrEJlHP5fb7qal4UYNMMVTPUUiGZUrNZYlqU2AjAMk2jVMqvJ9MrK06fr6qtTZQdAEDhNxDPc4IgyLLodLoDAYfbBU+FEmJbll5Si5mMXiiYqkosCwgBCgiBoap6sZheXc3F16t2tYUa6uEeFCHM87zkEJ2y5FIciiK5XBhj+KiYumFqmprLlrI5S9dtXUcUACgAmLqeX0+WsjlTUyXFFayvlZxOAKAUfgMjhDHvkAVZdrhdDpciOhy8KMJHhdi2VihqxYJeKBol1dI0alsI/lN2LZ5cjspulyvgl5yK6JQp/BbGmOcFWXa43Z6KkOR0wv2UcrlSNmeUSoaqQTle4EWnU3a7nV4PJwjw2ExNK2VzpVxWy+Zs0wJKEYcxzysBvysQEBwOQZLgtxClFJjNIYTohUIxk00uL1MKtR3t7lAQmP8Gcon1lYlJ0SnXdrRLigLMfzPTH1yZGvogdu1acnwMylGECOZaTp58vu+ViuYmYD7eCql0dGKC4/najg7Z44aP1vDF/oFIRMvloAwiHPbWN/aeP9d5uheekF4qJRaWTFV1hQJOr9ehKBzPw/abHRy6dCGSmJqEDThB6Onr6z57Bp4Qse3EwmJuPekJBRSfT1IUQZKA2WnyyeTKxCQABOtqFZ9PcrkwxvCxUUxnohMTGOOajg6n1wO/U5SQ6MRkajla09EeaqgH5qOyvriUXFo2NNXUdQAwNT0TXSllMlAO8zwvCErA766sQBgDoGBdrb+m2qEooizDx5hlGNGJyVw8Hqir9VZWOhSFF0X4GNPyhcTiom2armDQ6fU4FAVzHDD3yKytrS8sOdwudzDgUBRJUYDZHpZp6sVCLrGeXI66/P6ajnZRluGjpZdKerGYXI5m4/Gajo7KpkbYIUxdz8UTxUzWUFWH21XRUC8pCuwQmVgssbAke9yeUFBSFMnphJ0DUUqB2RxKKbFt2zQNVaUAssvFiyIw/w1YuqEWCpjjZLcLcxww/83cefvd0bfeSY+P5ebnoBxFiGCu5eTJ5/teqWhuAubjzTJMrZBHCDvcLo7n4aM1fLF/IBLRcjkogwiHvfWNvefPdZ7uhSdEbFsvqcS2eVHkBR7zPEIItt/s4NClC5HE1CRswAlCT19f99kz8IQopUZJNQ1DEAVOEDDPY4yB2Wksw1ALBQQgyjInCJjjEELwsWGZppYvAALZ5eYEHn6nKKVaoWComux2ibIMzEfFUFVdValtE0IAgNrE0DTbNKEc+i1eFHlJBIQAQJRl0eHAHIc5Dj7GKCFqoWDpuijLvCRxHIcwho8x27KMkkop4UWREwTMcQghYO5h6rpRUjHP8aLI8TzmOGC2ByXEtm1L1w1V40XB4XJhjoOPFrFt27JMTTN13eFySU4n7BCEEEvXbdMkNsE8JzmdmONghzA1XVdLHM/zosjxPOY42DkQpRQYhmGYJ3fj57+8+bNfFJcW1bUYfAjHg8PR0tNz6lvfCDU2AMM82PDF/oFIRMvloAwiHPbWN/aeP9d5uhd2iNnBoUsXIompSdiAE4Sevr7us2eAYRiGYRiGYZhthiilwDAMwzy5yz967eq/vmamUlYuC+Ww5OD9gZaeEyf+9KuBulpgmAcbvtg/EIlouRyUQYTD3vrG3vPnOk/3wg4xOzh06UIkMTUJG3CC0NPX1332DDAMwzAMwzAMs80QpRQYhmGYJ/feP/zT5R/8M1VVqmtQTnB7nHX1Lc8eP/y5l33VVcAwDzZ8sX8gEtFyOSiDCIe99Y295891nu6FHWJ2cOjShUhiahI24AShp6+v++wZYBiGYRiGYRhmmyFKKTAMwzBP7t2/+/vB//W/MCGIUijnCIQCXV3Nx7v3nH7eUxEChnmw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"},{"id":"0e22323b-2a6f-4749-a8a4-9f21ed9dfb74","height":2.22,"width":2.11,"perimeter":10.3,"area":3.1,"image":"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"},{"id":"aa030c90-771c-4a7f-a571-79c247ccd75d","height":2.22,"width":2.11,"perimeter":10.27,"area":3.1,"image":"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"},{"id":"05c7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6+Pnr27Ka3v5/Ne/rxdLSz3uz5UaZOnKSwnKaQWSF38QKF2Vk0BRrXZ/OdB7np4YfZcsteNu/pV5fwDiUi1CoVCumMLI6Nkzz+FunRUVaTScxaDaX4f3Ydm9NJ10c+gn/bNtyGgauzA4fHg7u9HW8ggC/QRXugC93lUqyTT6dldSFFrVSiVipTyWYppdMsjo2TnZqiUShgVitci69vK0Z/Pzc/cD/7P/6QUprGO5SIcFl+eVkWxsaZenOAyZd/RS2fQ4mglAKl0No86J2d3PzQg+w+fC/+LZvxdXWxjuL6CJfUSiXe/q8fM/qrVyjNzlDLZgHhqhxOlNvNwcce5b6vPImmaYpLlIhwWa1cppjNysK5UaaHhlgeHSM7OYnLMPD29LKpfzfd/bvp2rEdo28Lbq8Xh9ut+A2ZjYYsTl5g/uw5Jl89xtLZs1i1KtJs0pLNhtjshB4/wv1f/wM0TVNcokSEK62mFiU1MUlyIMHF116jfetWNu3bx+5Dd7ErdJBfU9wga+m0HH/hRSaOHaOWTtMslWhFBATh4ONHuf8Pv46m25WmaSgR4Uq1UolSLi9ri4vk5hdw+ry0+bvo7Ommo3sTlyhuoHqlwuLEpMyeOsXYT39OZnICjdZEYN8jnyb0xFG8fr/ydHagRIQPCVkan+CVp58hmRhAAxSt7bzvfvZ+6vfY9JGdBLZtVUpE+LBYmpiUV/7hOyQTCTTLQiG00n3gdrYeOsTOO+9g+4H9SokIHxZLkxc49t3vSTKRQNXrYJm00rFzF/69N7PvwQfY+7HDSokIHxbp5LS8+W8/ZCqRwMznkXqNVlybemjr6+POyKe5/ZOfQIkIH4R6tUq9XMEyTSzLpJXV+QU5+aMfM3fiJM3VLFatSiu64UcPBAnHY4SiEZSI8EFYTaVIT89SL5epVytcIlyhmFlhavA42clJrFIRaTRoRTf86IEg4XiMUDSCEhHeDRGhUa1Sr1Qo5/NUCyXMeg2r2ZRLQAQlwpVyi0tk5+aplcs0alVaqRdLZJNJypkMUquBZdKKbvjRA0HC8RihaAQlIrwblmWRX1oiO78g8+fOk75wkUp2lXqpiJgWyjJRloUSYb1mvU6zVsOyLMSyaMUyTZrVKmajDiIgQiu64UcPBAnHY4SiEZSIsJH8cppcapF6sUCtUJDiSpZCOk36YpLc/Dy1tTyNSgXEAkvQLAsQ3i+64UcPBAnHY4SiEZSIsJGJwbdk9Njr5JJJCnOzYJpIs0mzXsOsNxDLRCyL/yNcIryfdMOPHggSjscIRSMoEeFKpdUcq4uLlDIrUslmSY2OMX/2HOX0MtXsCgpQ/Pbohh89ECQcjxGKRlAiwpUWxsYZHxiU1PAwmfPnaVbKSKOBmBZimfy26YYfPRAkHI8RikZQIsJlxWyW5alpmR8ZYe7ESXIzMxQXF8EyUXx46IYfPRAkHI8RikZQIsJl86NjMvzzX5I6fZr85CRmtYKI8GGjG370QJBwPEYoGkGJCKXVHIuTF5g7MyzTbw2xNjtDfXUVy2yyMYUohXI4cHi8OH0+XO0+HG43Nl3H09mJL9CFZrezkXI+z/zZc+Tn5zHLZaTZoBXd8KMHgoTjMULRCMqyLJYvTnH6f34ucydOsHbxAs1yiWtTKAVK00CzYdls2D0ePN09tG/uxdiyBY/fwOnxENy+nc17dqM7nWwkMzND4vkXSSYS1DMZrGqFVnTDjx4IEo7HCEUjqEqxyPzZc/L2iy+xOHKW5loOq9HgqpTC1ubBaRj09PfTtW0r9rY2HG1tODwenF4vTp8X3eXCruu0dbTj9fvRbDY2kpmZIfH8iyQTCeqZDFa1Qiu64UcPBAnHY4SiEdTK3BzJoRNy4vkXWJmcRFOgaE1pNjRdx9XdQ8fOHex78AF2HrwDt68dh8vFe5WZmSHx/L8zNTBIYyWDVa3Qim740QNBwvEYoWgEdfLHP5Hk8beYHxqinF5GcXWuQBBPTw/bDt5J34Hb8Pf10bEpiF3X0ex23qt0cpqBHz5HMpGgmVvFqtVoRTf86IEg4XiMUDSC+sm3/06Sg8epLqZolktcnaLrllvovu0Ae+87zM47b+dGS08lef1fv09yIIFVLCCNBq3ohh89ECQcjxGKRlD/+Td/K9ODgzTzeax6jVZEaViaxq2PPML+Rz6F0dODL9DFjbZ84QKvfvdfSCYGULU6WCat6IYfPRAkHI8RikZQL/zFX8r04CBUK2CatCK6jugODn/lKe754hO8X5YmJnnlmX9kOjGAsiyUCK3ohh89ECQcjxGKRlDPfevPZXpwEK3ZAMuiFZvXh62jk7uPHiEcj/F+WZqY4NjT3yGZGECJcDW64UcPBAnHY4SiEdSz3/gzmR4cRBMLJUIruuFHDwQJP/o5Qp95hBvNbDQorGRZOHuWk8+9QOrMaa5FN/zogSDheIxQNIJ67o+/KdODCRSgaE03/OiBIOFHP0foM49wo5XzecZee4OLieOkh89QXExxLbrhRw8ECcdjhKIR1LN/9A2ZOT6IAhSt2ds7sBt+7jryGB+NRblRRASr2SS3uMTQf7zEhdfeoJ7N0CyXuRbd8KMHgoTjMULRCOrZP/mmTA8OoomgaE2529A8Xg598QnuPvIYN4pYFtVikcz0DG/94Fmm3ngDaTbAsrgW3fCjB4KE4zFC0Qjq2W/8qUwPDqJZgkJoSdcRh4O7v/gF7jryeWy6js1u571q1uvMDo8wc/IUF189RmZsFKUUG9ENP3ogSDgeIxSNoJ795rdkenAQzTJRIrRiKYWFInT0cUKffxS3z4ezrY33qlooMPDD5zj3059RX13FLJe4HrrhRw8ECcdjhKIR1Et/9dcynTiOWSogjQatCGAJbLv7LnYcOsSWW/bRfdMu7A4HNrudd6NWKlMtFcnOzpG5cJHxV4+xcPo0ymyCZXE9dMOPHggSjscIRSOon3z772X6+CCVVIpmucS12DxenP4ubv/sZ9j38IO429txut28G7nFRVbmFjj/i19y8Y03MYsFzHIZEK6XbvjRA0HC8RihaAR15me/kOTxt5hLJCguLaEUV2ezoRxOthy4jZ6bb8bh9eLu7MAbDOJub8em67i8Xrx+A7PZpJhdpVooUi+XqazlqeRylDIrlNIZFkfHWJm6iDKbYFlcJijeoRCuRjf86IEg4XiMUDSCyi0uyvTbJxj6wbNkJsbRlOLaFGgKbHZsbW24AwF6b70V/47tuDweOnt72bJnN/VKlYWxcbLzCxTSaVaSSbIXL2KWiki5goiFWBbrCWApxTs0ERSt6YYfPRAkHI8RikZQ1VKJ1PkxOf2j/yZ1ZphKehmzXuNaRAClULode5sH36ZNuDs7ses6Lp8PX6ALs9GksJKhslagXipTya1SXl1FGnVoNrmSCLg6Oui57TY03c7SmTOUV1Zoxeb1Yevo4K7Hj3DXo59DiQgrs3My+vqbzA69TXr4DPW1PCLCB0mUhrF9O6EnjqK7nAx9/wekx8doyelCud3c8+UvcejoEZSIUCkUyM7Ny+yZYS68/ia5ZJJaNoPVbPJ+ExQ2t4uuXTexef9++h+4j0apxMB3v8fS+XO0InYdcTi496knufdLX0CJCJelxidk5OVXSZ05Q35ygka5hNU0QQQQbiilUJqGcjhxB7rY9bH72B4O0bv7JnIzs7z29DOkRoZpxdI0LM3G4a99lcNPfRklIlxWyuVYmZuXxdExFoaHySanyc/PY1ar0KhzI2kuN3q7jy0HDrDl1lsI7tqF0deHp7NDLZ4f5bWnn5HUyDCtWEphaRqHf/9rHH7qSZSIcKXMzIzMDJ8ldf48S6NjNPJ5zGKRRrVCo1oFERAuEa6b0lCawu50obvd6J2dtHVvYt/DD7Er/FFcPh8Ol0txyeyp07zxT/8sqZERxLIQhPUEhaUU9371K9z75JdQIsKVqsUixeyqlHM5yrkcxXSG4vIy88MjLJ4/j9VsIs0mWBZKLJRSXI0AohSa04nN5aZnzx569+3F191Ne083xpbNtG/ahF3XlWaz8Y7U2DhDL74kqfOj1MtlxDRZTxQIcPfRx7nrsThKRNiArGUy5JeWuTAwyPTQEFajgdVogGmiLAulFGKaNGs1RASb3Y5mt6FpNkRTWEphc7vRPR623XEHO0IH6ezuxhfo4tcU62TnFxh7c0AyU9NUiwWsZpNWbv34Q9zyOw+gRISNNGo16tWqFDMZSitZxLIQywIREFBAtVRiZW4Os9HA6zdw+9pxetpQNhvvUHY7mt2OxzDwdvnRXS50p1PRQq1coZDJSLVYxGw2EUtoxejtpqO7WykR4TckrFMtFEnPzGA2Gni7umjraMfl8aDZbKyjeB/8Ly7r0c7RbaxQAAAAAElFTkSuQmCC"},{"id":"534a2d52-97fc-474b-af3d-8f1b0d14ef7f","height":2.22,"width":1.69,"perimeter":10.73,"area":2.11,"image":"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"},{"id":"e5083d5e-2b19-4ba1-9837-1adad64a98d9","height":2.22,"width":1.66,"perimeter":10.75,"area":2.09,"image":"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"},{"id":"3fd09e5b-819f-4708-b4f2-d86d825447bd","height":2.22,"width":2.11,"perimeter":10.29,"area":3.1,"image":"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"},{"id":"cf27fb6a-a542-416d-8ec8-aa378c5c53eb","height":3.16,"width":2.22,"perimeter":10.37,"area":4.58,"image":"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"},{"id":"82617b88-bd27-4796-b7f3-adfbfbd17f9e","height":2.22,"width":1.84,"perimeter":9.82,"area":3.02,"image":"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"},{"id":"51122c5d-ebc0-466b-99f7-bcf1ad2f7d31","height":3.2,"width":2.22,"perimeter":13.7,"area":5.17,"image":"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"},{"id":"f1fa80ad-b2d4-48e6-87d2-34e9823d188d","height":2.18,"width":3.16,"perimeter":16.89,"area":3.47,"image":"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"},{"id":"419d27dd-a47a-4506-ab8e-ae882bdfb0f7","height":3.42,"width":2.26,"perimeter":10.89,"area":4.8,"image":"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"},{"id":"179fd322-ab0a-4bb0-99e9-3eb2027ac451","height":3.42,"width":2.26,"perimeter":10.99,"area":4.75,"image":"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"},{"id":"905919bc-41c4-4256-95fc-0049eed219b4","height":3.39,"width":0.49,"perimeter":7.47,"area":1.49,"image":"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"}],"no_of_letters":31,"perimeter_of_sign":24.57,"nested_area":0.93,"occupied_area":0.55,"avg_char_height":2.319677419354839,"widthOfSign":"64","otherDimensionOfSign":4.51,"width_of_smaller_line":20},"timestamp":"2026-01-26 04:19:05"} 
[2026-01-26 04:19:07] local.INFO: Validation Passed {"data":{"user_id":null,"request_data":{"sign_width_or_height":"64","user_input_dimension":"width","sign_depth":"0.25","sign_type":"Flat Cut Aluminum Letters","mounting_type":"Flush/Stud 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\",\"boxArea\":\"4.10\"},{\"id\":\"f1fa80ad-b2d4-48e6-87d2-34e9823d188d\",\"width\":3.16,\"perimeter\":16.89,\"height\":2.18,\"area\":3.47,\"image\":\"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\",\"boxArea\":\"7.73\"},{\"id\":\"179fd322-ab0a-4bb0-99e9-3eb2027ac451\",\"width\":2.26,\"perimeter\":10.99,\"height\":3.42,\"area\":4.75,\"image\":\"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\",\"boxArea\":\"7.73\"},{\"id\":\"905919bc-41c4-4256-95fc-0049eed219b4\",\"width\":0.49,\"perimeter\":7.47,\"height\":3.39,\"area\":1.49,\"image\":\"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\",\"boxArea\":\"1.66\"}]","mockupCreationType":"single","no_of_lines":"1","raceway_depth":"2","raceway_height":"6","width_of_line_1":"64","width_of_line_2":"0","width_of_line_3":"0","width_of_line_4":"0","height_of_line_1":"4.51","height_of_line_2":"0","height_of_line_3":"0","height_of_line_4":"0","backer_offset":"2","backboard_cabinet_depth":"2","material":null,"application":null,"ul_mandatory":null,"paint_finish":"Gloss/Satin","no_of_letters":"31","perimeter_of_sign":"24.57","nested_area":"0.93","occupied_area":"0.55","avg_char_height":"Less than 24 inches","width_of_sign":"64","width_of_smaller_line":"20","other_dimension_of_sign":"4.51"}},"timestamp":"2026-01-26 04:19:07"} 
[2026-01-26 04:19:07] local.INFO: API Input Data Collected {"data":{"user_id":null,"request_data":{"sign_width_or_height":"64","sign_depth_or_thickness":"0.25","sign_type":"Flat Cut Aluminum Letters","mounting_type":"Flush/Stud mounted","profit_factor":1,"no_of_lines":"1","raceway_depth":"2","raceway_height":"6","width_of_line_1":"64","width_of_line_2":"0","width_of_line_3":"0","width_of_line_4":"0","height_of_line_1":"4.51","height_of_line_2":"0","height_of_line_3":"0","height_of_line_4":"0","backer_offset":"2","backboard_cabinet_depth":"2","no_of_letters":"31","perimeter_of_sign":"24.57","nested_area":"0.93","occupied_area":"0.55","avg_char_height":"Less than 24 inches","width_of_sign":"64","width_of_smaller_line":"20","other_dimension_of_sign":"4.51","material":null,"application":null,"ul_mandatory":null,"paint_finish":"Gloss/Satin","neon_color":null,"uv_printing_needed":null}},"timestamp":"2026-01-26 04:19:07"} 
[2026-01-26 04:19:07] local.INFO: Looking up SignType {"data":{"sign_type":"Flat Cut Aluminum Letters"},"timestamp":"2026-01-26 04:19:07"} 
[2026-01-26 04:19:07] local.INFO: Retrieved Material Formulas {"data":{"sign_type_id":11,"formulas_count":22},"timestamp":"2026-01-26 04:19:07"} 
[2026-01-26 04:19:07] local.INFO: Retrieved Variables List {"data":{"sign_type_id":11,"variables_count":10},"timestamp":"2026-01-26 04:19:07"} 
[2026-01-26 04:19:07] local.INFO: Price Map Constructed {"data":{"price_map":{"material502530":3.6821,"weight_material502530":0.679,"material501649":8.3,"weight_material501649":1.26,"material502120":21.0143,"weight_material502120":3.02,"material500611":0.0062,"weight_material500611":6.2e-6,"material500214":0.0025,"weight_material500214":2.5e-6,"material501055":0.0155,"weight_material501055":1.55e-5,"material502098":0.0286,"weight_material502098":2.86e-5,"material502079":0.0163,"weight_material502079":1.63e-5,"material502350":0.0254,"weight_material502350":2.54e-5,"material501680":0.0076,"weight_material501680":7.6e-6,"material502131":0.0271,"weight_material502131":2.71e-5,"material501803":3.6821,"weight_material501803":0.629,"material500379":0.132,"weight_material500379":0.09,"material500419":0.16,"weight_material500419":0.11,"material502106":0.13,"weight_material502106":0.16,"material502567":0.13,"weight_material502567":0.21,"material502564":0.18,"weight_material502564":0.35,"material500154":0.4,"weight_material500154":0.38,"material502074":0.8,"weight_material502074":1.0}},"timestamp":"2026-01-26 04:19:07"} 
[2026-01-26 04:19:07] local.INFO: Variables Price Constructed {"data":{"variables_price":{"variable64":0,"variable65":0,"variable66":0.75,"variable67":1.1,"variable68":1.2,"variable69":0,"variable70":0,"variable71":0,"variable72":0,"variable73":0}},"timestamp":"2026-01-26 04:19:07"} 
[2026-01-26 04:19:07] local.INFO: Final Variables Merged {"data":{"variables_count":160},"timestamp":"2026-01-26 04:19:07"} 
[2026-01-26 04:19:07] local.INFO: Initialized items collection {"data":{"count":0},"timestamp":"2026-01-26 04:19:07"} 
[2026-01-26 04:19:07] local.INFO: Merged material items {"data":{"formulas_count":22,"items_count_after_merge":22},"timestamp":"2026-01-26 04:19:07"} 
[2026-01-26 04:19:07] local.INFO: Merged variable items {"data":{"variables_count":10,"items_count_after_merge":32},"timestamp":"2026-01-26 04:19:07"} 
[2026-01-26 04:19:07] local.INFO: Sorted items collection {"data":{"items_count":32,"first_item":{"type":"variable","id":64,"expression":"NEAREST_INCH(sign_depth_or_thickness, sign_type)","dense_weight_expression":null,"name":"Sign Depth/Thickness","var_name":"variable64","price":null,"description":null,"sequence_no":1},"last_item":{"type":"variable","id":73,"expression":"totalCost * variable67","dense_weight_expression":"totalDenseWeight * 1","name":"Total Cost","var_name":"variable73","price":null,"description":null,"sequence_no":32}},"timestamp":"2026-01-26 04:19:07"} 
[2026-01-26 04:19:07] local.INFO: Initializing MathExecutor {"data":{"variables_count":160},"timestamp":"2026-01-26 04:19:07"} 
[2026-01-26 04:19:07] local.INFO: MathExecutor variables set {"data":{"variables_count":160},"timestamp":"2026-01-26 04:19:07"} 
[2026-01-26 04:19:07] local.INFO: NEAREST_INCH called {"data":{"input_value":"0.25","sign_type":"Flat Cut Aluminum Letters"},"timestamp":"2026-01-26 04:19:07"} 
[2026-01-26 04:19:07] local.INFO: NEAREST_INCH result {"data":{"input_value":"0.25","closest_inch":0.197},"timestamp":"2026-01-26 04:19:07"} 
[2026-01-26 04:19:07] local.INFO: Formula executed successfully {"data":{"name":"Sign Depth/Thickness","expression":"NEAREST_INCH(sign_depth_or_thickness, sign_type)","result":0.197},"timestamp":"2026-01-26 04:19:07"} 
[2026-01-26 04:19:07] local.INFO: Dense weight computed {"data":{"name":"Aluminium Sheet 2.7mm 4 ft x 8 ft Pakistan","dense_weight_expression":"if(

var_formula64 == 0.106, 

weight_material502530 * occupied_area, 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-26 04:19:07"} 
[2026-01-26 04:19:07] local.INFO: Formula executed successfully {"data":{"name":"Aluminium Sheet 2.7mm 4 ft x 8 ft Pakistan","expression":"if(var_formula64 == 0.106, material502530 * nested_area * variable68 , 0 )","result":"0"},"timestamp":"2026-01-26 04:19:07"} 
[2026-01-26 04:19:07] local.INFO: Dense weight computed {"data":{"name":"Aluminium Sheet 5mm Pakistan","dense_weight_expression":"if(var_formula64 == 0.197, weight_material501649 * occupied_area, 0 )","itemDenseWeight":"0.693"},"timestamp":"2026-01-26 04:19:07"} 
[2026-01-26 04:19:07] local.INFO: Formula executed successfully {"data":{"name":"Aluminium Sheet 5mm Pakistan","expression":"if(var_formula64 == 0.197, material501649 * nested_area * variable68 , 0 )","result":"9.2628"},"timestamp":"2026-01-26 04:19:07"} 
[2026-01-26 04:19:07] local.INFO: Dense weight computed {"data":{"name":"Aluminium Sheet 12mm 6061 Grade 4 ft x 8 ft Pakistan","dense_weight_expression":"if(var_formula64 == 0.472, weight_material502120 * occupied_area, 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-26 04:19:07"} 
[2026-01-26 04:19:07] local.INFO: Formula executed successfully {"data":{"name":"Aluminium Sheet 12mm 6061 Grade 4 ft x 8 ft Pakistan","expression":"if(var_formula64 == 0.472, material502120 * nested_area * variable68 , 0 )","result":"0"},"timestamp":"2026-01-26 04:19:07"} 
[2026-01-26 04:19:07] local.INFO: No formula, default result applied {"data":{"name":"Aluminium Sheet 2.5 mm 1100 Grade 4 ft x 8 ft Pakistan","dense_weight":0,"result":0},"timestamp":"2026-01-26 04:19:07"} 
[2026-01-26 04:19:07] local.INFO: Dense weight computed {"data":{"name":"Epoxy Primer Pakistan","dense_weight_expression":"(  (  (  ( occupied_area * 2 )  ) * 40.49 * 0.66 )  ) * weight_material500611","itemDenseWeight":0.00018225358800000004},"timestamp":"2026-01-26 04:19:07"} 
[2026-01-26 04:19:07] local.INFO: Formula executed successfully {"data":{"name":"Epoxy Primer Pakistan","expression":"(  (  (  ( occupied_area * 2 )  ) * 40.49 * 0.66 )  ) * material500611","result":0.18225358800000005},"timestamp":"2026-01-26 04:19:07"} 
[2026-01-26 04:19:07] local.INFO: Dense weight computed {"data":{"name":"Master Thinner Pakistan","dense_weight_expression":"(  ( occupied_area * 2 )  ) * 40.49 * 0.13 * weight_material500214","itemDenseWeight":1.4475175000000003e-5},"timestamp":"2026-01-26 04:19:07"} 
[2026-01-26 04:19:07] local.INFO: Formula executed successfully {"data":{"name":"Master Thinner Pakistan","expression":"(  ( occupied_area * 2 )  ) * 40.49 * 0.13 * material500214","result":0.014475175000000003},"timestamp":"2026-01-26 04:19:07"} 
[2026-01-26 04:19:07] local.INFO: Dense weight computed {"data":{"name":"Epoxy Hardner Master Pakistan","dense_weight_expression":"(  ( occupied_area * 2 )  ) * 40.49 * 0.2 * weight_material501055","itemDenseWeight":0.00013807090000000002},"timestamp":"2026-01-26 04:19:07"} 
[2026-01-26 04:19:07] local.INFO: Formula executed successfully {"data":{"name":"Epoxy Hardner Master Pakistan","expression":"(  ( occupied_area * 2 )  ) * 40.49 * 0.2 * material501055","result":0.13807090000000002},"timestamp":"2026-01-26 04:19:07"} 
[2026-01-26 04:19:07] local.INFO: Dense weight computed {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 )  ) * 22 * 0.426 * weight_material502098 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-26 04:19:07"} 
[2026-01-26 04:19:07] local.INFO: Formula executed successfully {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte , (  ( occupied_area * 2 )  ) * 22 * 0.426 * material502098, 0 )","result":"0"},"timestamp":"2026-01-26 04:19:07"} 
[2026-01-26 04:19:07] local.INFO: Dense weight computed {"data":{"name":"Matting Agent (P565-554) 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 )  ) * 22 * 0.234 * weight_material502079 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-26 04:19:07"} 
[2026-01-26 04:19:07] local.INFO: Formula executed successfully {"data":{"name":"Matting Agent (P565-554) 1L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte , (  ( occupied_area * 2 )  ) * 22 * 0.234 * material502079 , 0 )","result":"0"},"timestamp":"2026-01-26 04:19:07"} 
[2026-01-26 04:19:07] local.INFO: Dense weight computed {"data":{"name":"Hardner (922) 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 )  ) * 22 * 0.21 * weight_material502350 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-26 04:19:07"} 
[2026-01-26 04:19:07] local.INFO: Formula executed successfully {"data":{"name":"Hardner (922) 1L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte , (  ( occupied_area * 2 )  ) * 22 * 0.21 * material502350 , 0 )","result":"0"},"timestamp":"2026-01-26 04:19:07"} 
[2026-01-26 04:19:07] local.INFO: Dense weight computed {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 )  ) * 22 * 0.12 * weight_material501680 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-26 04:19:07"} 
[2026-01-26 04:19:07] local.INFO: Formula executed successfully {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte , (  ( occupied_area * 2 )  ) * 22 * 0.12 * material501680 , 0 )","result":"0"},"timestamp":"2026-01-26 04:19:07"} 
[2026-01-26 04:19:07] local.INFO: Dense weight computed {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 )  ) * 22 * 0.41 * weight_material502098 )","itemDenseWeight":"0.0002837692"},"timestamp":"2026-01-26 04:19:07"} 
[2026-01-26 04:19:07] local.INFO: Formula executed successfully {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte , 0, (  ( occupied_area * 2 )  ) * 22 * 0.41 * material502098 )","result":"0.2837692"},"timestamp":"2026-01-26 04:19:07"} 
[2026-01-26 04:19:07] local.INFO: Dense weight computed {"data":{"name":"2k Adjuster (P190-376) Binder 2.5L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 )  ) * 22 * 0.21 * weight_material502131 )","itemDenseWeight":"0.0001377222"},"timestamp":"2026-01-26 04:19:07"} 
[2026-01-26 04:19:07] local.INFO: Formula executed successfully {"data":{"name":"2k Adjuster (P190-376) Binder 2.5L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte , 0, (  ( occupied_area * 2 )  ) * 22 * 0.21 * material502131 )","result":"0.1377222"},"timestamp":"2026-01-26 04:19:07"} 
[2026-01-26 04:19:07] local.INFO: Dense weight computed {"data":{"name":"Hardner (922) 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 )  ) * 22 * 0.3 * weight_material502350 )","itemDenseWeight":"0.000184404"},"timestamp":"2026-01-26 04:19:07"} 
[2026-01-26 04:19:07] local.INFO: Formula executed successfully {"data":{"name":"Hardner (922) 1L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte , 0, (  ( occupied_area * 2 )  ) * 22 * 0.3 * material502350 )","result":"0.184404"},"timestamp":"2026-01-26 04:19:07"} 
[2026-01-26 04:19:07] local.INFO: Dense weight computed {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 )  ) * 22 * 0.08 * weight_material501680 )","itemDenseWeight":"1.47136e-5"},"timestamp":"2026-01-26 04:19:07"} 
[2026-01-26 04:19:07] local.INFO: Formula executed successfully {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte , 0, (  ( occupied_area * 2 )  ) * 22 * 0.08 * material501680)","result":"0.0147136"},"timestamp":"2026-01-26 04:19:07"} 
[2026-01-26 04:19:07] local.INFO: Formula executed successfully {"data":{"name":"Paint Miscellaneous cost","expression":"( formula256 + formula257 + formula258 + formula259 + formula260 + formula261 + formula262 + formula263 + formula264 + formula265 + formula266

 ) * 0.2","result":0.19108173260000005},"timestamp":"2026-01-26 04:19:07"} 
[2026-01-26 04:19:07] local.INFO: Formula executed successfully {"data":{"name":"Packaging/Box Making","expression":"variable66 * nested_area","result":0.6975},"timestamp":"2026-01-26 04:19:07"} 
[2026-01-26 04:19:07] local.INFO: Dense weight computed {"data":{"name":"Corrugated Sheet 5ply","dense_weight_expression":"if( ( width_of_sign > 0 || other_dimension_of_sign > 0 ) && width_of_sign <= 30 && other_dimension_of_sign <= 30, (  ( 2 * nested_area ) + ( 8 * sqrt(nested_area)  )  ) * weight_material500379, 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-26 04:19:07"} 
[2026-01-26 04:19:07] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 5ply","dense_weight":"0","result":0},"timestamp":"2026-01-26 04:19:07"} 
[2026-01-26 04:19:07] local.INFO: Dense weight computed {"data":{"name":"Corrugated Sheet 7Ply","dense_weight_expression":"if( ( width_of_sign > 30 || other_dimension_of_sign > 30 ) && width_of_sign <= 50 && other_dimension_of_sign <= 50, (  ( 2 * nested_area ) + ( 8 * sqrt(nested_area)  )  ) * weight_material500419 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-26 04:19:07"} 
[2026-01-26 04:19:07] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 7Ply","dense_weight":"0","result":0},"timestamp":"2026-01-26 04:19:07"} 
[2026-01-26 04:19:07] local.INFO: Dense weight computed {"data":{"name":"Corrugated Sheet 9 Ply","dense_weight_expression":"if( ( width_of_sign > 50 || other_dimension_of_sign > 50 ) && width_of_sign <= 60 && other_dimension_of_sign <= 60, (  ( 2 * nested_area ) + ( 8 * sqrt(nested_area)  )  ) * weight_material502106 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-26 04:19:07"} 
[2026-01-26 04:19:07] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 9 Ply","dense_weight":"0","result":0},"timestamp":"2026-01-26 04:19:07"} 
[2026-01-26 04:19:07] local.INFO: Dense weight computed {"data":{"name":"Plywood Sheet 5mm 3 Core 4*8","dense_weight_expression":"if( ( width_of_sign > 60 || other_dimension_of_sign > 60 ) && width_of_sign <= 70 && other_dimension_of_sign <= 70, nested_area * 2 * weight_material502567 , 0 )","itemDenseWeight":"0.3906"},"timestamp":"2026-01-26 04:19:07"} 
[2026-01-26 04:19:07] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 5mm 3 Core 4*8","dense_weight":"0.3906","result":0},"timestamp":"2026-01-26 04:19:07"} 
[2026-01-26 04:19:07] local.INFO: Dense weight computed {"data":{"name":"Plywood Sheet 7mm 4 Core","dense_weight_expression":"if( ( width_of_sign > 70 || other_dimension_of_sign > 70 ) && width_of_sign <= 90 && other_dimension_of_sign <= 90, nested_area * 2 * weight_material502564 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-26 04:19:07"} 
[2026-01-26 04:19:07] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 7mm 4 Core","dense_weight":"0","result":0},"timestamp":"2026-01-26 04:19:07"} 
[2026-01-26 04:19:07] local.INFO: Dense weight computed {"data":{"name":"Plywood Sheet 8*4 Mersawa 6 core 9MM","dense_weight_expression":"if( ( width_of_sign > 90 || other_dimension_of_sign > 90 ), nested_area * weight_material500154 * 2, 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-26 04:19:07"} 
[2026-01-26 04:19:07] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 8*4 Mersawa 6 core 9MM","dense_weight":"0","result":0},"timestamp":"2026-01-26 04:19:07"} 
[2026-01-26 04:19:07] local.INFO: Dense weight computed {"data":{"name":"Wood Lar 9''x132''","dense_weight_expression":"if( ( width_of_sign > 60 || other_dimension_of_sign > 60 ), ( 4 * sqrt(nested_area) * 2 * weight_material502074 ) / 144, 0 )","itemDenseWeight":"0.053575837561072"},"timestamp":"2026-01-26 04:19:07"} 
[2026-01-26 04:19:07] local.INFO: No formula, default result applied {"data":{"name":"Wood Lar 9''x132''","dense_weight":"0.053575837561072","result":0},"timestamp":"2026-01-26 04:19:07"} 
[2026-01-26 04:19:07] local.INFO: No formula, default result applied {"data":{"name":"Miscalleneous (10%)","dense_weight":0,"result":0},"timestamp":"2026-01-26 04:19:07"} 
[2026-01-26 04:19:07] local.INFO: No formula, default result applied {"data":{"name":"Where Wastage magnification factor for Sheets consumption is taken as","dense_weight":0,"result":0},"timestamp":"2026-01-26 04:19:07"} 
[2026-01-26 04:19:07] local.INFO: Formula executed successfully {"data":{"name":"Flush/Stud Mount","expression":"if(mounting_type == mounting_type_flush_stud_mounted, 1, 0 )","result":"1"},"timestamp":"2026-01-26 04:19:07"} 
[2026-01-26 04:19:07] local.INFO: Dense weight computed {"data":{"name":"Standard Raceway (6x2)","dense_weight_expression":"if(mounting_type == mounting_type_standard_raceway_6x2, weight_material501803 / 144 * (  ( width_of_line_1 * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + ( width_of_line_2 * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + ( width_of_line_3 * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + ( width_of_line_4 * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  )  ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-26 04:19:07"} 
[2026-01-26 04:19:07] local.INFO: Formula executed successfully {"data":{"name":"Standard Raceway (6x2)","expression":"if(mounting_type == mounting_type_standard_raceway_6x2, variable68 * (  ( material501803 / 144 * (  (  ( width_of_line_1 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_2 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_3 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_4 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  )  )  ) + ( 2.7 / 144 * (  (  ( width_of_line_1 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_2 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_3 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_4 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  )  )  )  ), 0 )","result":"0"},"timestamp":"2026-01-26 04:19:07"} 
[2026-01-26 04:19:07] local.INFO: Dense weight computed {"data":{"name":"Flat Backer (2mm)","dense_weight_expression":"if(mounting_type == mounting_type_flat_backer_2_5_mm, ( weight_material501803 / 144 * (  ( width_of_sign + ( 2 * backer_offset )  ) * ( other_dimension_of_sign + ( 2 * backer_offset )  )  )  ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-26 04:19:07"} 
[2026-01-26 04:19:07] local.INFO: Formula executed successfully {"data":{"name":"Flat Backer (2mm)","expression":"if(mounting_type == mounting_type_flat_backer_2_5_mm, variable68 * (  ( material501803 / 144 * (  ( width_of_sign + ( 2 * backer_offset )  ) * ( other_dimension_of_sign + ( 2 * backer_offset )  )  )  ) + ( 2.7 / 144 * (  ( width_of_sign + ( 2 * backer_offset )  ) * ( other_dimension_of_sign + ( 2 * backer_offset )  )  )  )  ), 0 )","result":"0"},"timestamp":"2026-01-26 04:19:07"} 
[2026-01-26 04:19:07] local.INFO: Dense weight computed {"data":{"name":"Backerboard Cabinet (2\")","dense_weight_expression":"if(mounting_type == mounting_type_backerboard_cabinet_2_inch, (  (  ( 4 + 2 * ( other_dimension_of_sign + ( 2 * backer_offset )  )  ) + ( 2 * backboard_cabinet_depth )  ) * ( width_of_sign + ( 2 * backer_offset )  ) * weight_material501803 / 144 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-26 04:19:07"} 
[2026-01-26 04:19:07] local.INFO: Formula executed successfully {"data":{"name":"Backerboard Cabinet (2\")","expression":"if(mounting_type == mounting_type_backerboard_cabinet_2_inch, variable68 * (  (  (  ( 4 + 2 * ( other_dimension_of_sign + ( 2 * backer_offset )  )  ) + ( 2 * backboard_cabinet_depth )  ) * ( width_of_sign + ( 2 * backer_offset )  ) * material501803 / 144 ) + (  (  ( 4 + 2 * ( other_dimension_of_sign + ( 2 * backer_offset )  )  ) + ( 2 * backboard_cabinet_depth )  ) * ( width_of_sign + ( 2 * backer_offset )  ) * 2.7 / 144 )  ), 0 )","result":"0"},"timestamp":"2026-01-26 04:19:07"} 
[2026-01-26 04:19:07] local.INFO: Total Cost formula detected {"data":{"item_id":73},"timestamp":"2026-01-26 04:19:07"} 
[2026-01-26 04:19:07] local.INFO: Formula calculations completed {"data":{"total_items":32,"successful_calculations":31,"errors_count":0},"timestamp":"2026-01-26 04:19:07"} 
[2026-01-26 04:19:07] local.INFO: Summed initial totals {"data":{"totalCost_before_formula":12.303790395600002,"totalDenseWeight_before_formula":1.1381312462240718},"timestamp":"2026-01-26 04:19:07"} 
[2026-01-26 04:19:07] local.INFO: Total Cost formula executed {"data":{"formula":"totalCost * variable67","computed_totalCost":13.534169435160003},"timestamp":"2026-01-26 04:19:07"} 
[2026-01-26 04:19:07] local.INFO: Total Dense Weight formula executed {"data":{"formula":"totalDenseWeight * 1","computed_totalDenseWeight":1.1381312462240718},"timestamp":"2026-01-26 04:19:07"} 
[2026-01-26 04:19:07] local.INFO: Total Cost result added to calculationsResults {"data":{"variable_id":73,"result":13.534169435160003,"dense_weight_expression":1.1381312462240718},"timestamp":"2026-01-26 04:19:07"} 
[2026-01-26 04:19:07] local.INFO: Preparing boxes for bin packing {"data":{"sign_type":"Flat Cut Aluminum Letters","objects_count":31,"totalDenseWeight":1.1381312462240718},"timestamp":"2026-01-26 04:19:07"} 
[2026-01-26 04:19:07] local.INFO: Processing flush stud mounted objects for 3D bin packing {"data":{"objects_count":31,"sign_depth":"0.25"},"timestamp":"2026-01-26 04:19:07"} 
[2026-01-26 04:19:07] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-1","width":0.6,"height":0.64,"depth":"0.25"},"timestamp":"2026-01-26 04:19:07"} 
[2026-01-26 04:19:07] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-2","width":0.6,"height":0.64,"depth":"0.25"},"timestamp":"2026-01-26 04:19:07"} 
[2026-01-26 04:19:07] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-3","width":1.84,"height":2.18,"depth":"0.25"},"timestamp":"2026-01-26 04:19:07"} 
[2026-01-26 04:19:07] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-4","width":0.45,"height":2.14,"depth":"0.25"},"timestamp":"2026-01-26 04:19:07"} 
[2026-01-26 04:19:07] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-5","width":0.49,"height":2.14,"depth":"0.25"},"timestamp":"2026-01-26 04:19:07"} 
[2026-01-26 04:19:07] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-6","width":1.88,"height":2.18,"depth":"0.25"},"timestamp":"2026-01-26 04:19:07"} 
[2026-01-26 04:19:07] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-7","width":2.11,"height":2.22,"depth":"0.25"},"timestamp":"2026-01-26 04:19:07"} 
[2026-01-26 04:19:07] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-8","width":2.11,"height":2.22,"depth":"0.25"},"timestamp":"2026-01-26 04:19:07"} 
[2026-01-26 04:19:07] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-9","width":1.84,"height":2.18,"depth":"0.25"},"timestamp":"2026-01-26 04:19:07"} 
[2026-01-26 04:19:07] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-10","width":1.88,"height":2.22,"depth":"0.25"},"timestamp":"2026-01-26 04:19:07"} 
[2026-01-26 04:19:07] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-11","width":1.24,"height":2.18,"depth":"0.25"},"timestamp":"2026-01-26 04:19:07"} 
[2026-01-26 04:19:07] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-12","width":1.84,"height":2.22,"depth":"0.25"},"timestamp":"2026-01-26 04:19:07"} 
[2026-01-26 04:19:07] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-13","width":1.69,"height":2.22,"depth":"0.25"},"timestamp":"2026-01-26 04:19:07"} 
[2026-01-26 04:19:07] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-14","width":1.66,"height":2.22,"depth":"0.25"},"timestamp":"2026-01-26 04:19:07"} 
[2026-01-26 04:19:07] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-15","width":2.11,"height":2.22,"depth":"0.25"},"timestamp":"2026-01-26 04:19:07"} 
[2026-01-26 04:19:07] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-16","width":1.88,"height":2.18,"depth":"0.25"},"timestamp":"2026-01-26 04:19:07"} 
[2026-01-26 04:19:07] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-17","width":2.22,"height":3.16,"depth":"0.25"},"timestamp":"2026-01-26 04:19:07"} 
[2026-01-26 04:19:07] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-18","width":2.22,"height":3.16,"depth":"0.25"},"timestamp":"2026-01-26 04:19:07"} 
[2026-01-26 04:19:07] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-19","width":1.84,"height":2.22,"depth":"0.25"},"timestamp":"2026-01-26 04:19:07"} 
[2026-01-26 04:19:07] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-20","width":2.22,"height":3.2,"depth":"0.25"},"timestamp":"2026-01-26 04:19:07"} 
[2026-01-26 04:19:07] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-21","width":1.88,"height":2.18,"depth":"0.25"},"timestamp":"2026-01-26 04:19:07"} 
[2026-01-26 04:19:07] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-22","width":3.16,"height":2.18,"depth":"0.25"},"timestamp":"2026-01-26 04:19:07"} 
[2026-01-26 04:19:07] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-23","width":1.5,"height":2.75,"depth":"0.25"},"timestamp":"2026-01-26 04:19:07"} 
[2026-01-26 04:19:07] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-24","width":0.6,"height":0.6,"depth":"0.25"},"timestamp":"2026-01-26 04:19:07"} 
[2026-01-26 04:19:07] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-25","width":2.45,"height":3.16,"depth":"0.25"},"timestamp":"2026-01-26 04:19:07"} 
[2026-01-26 04:19:07] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-26","width":0.6,"height":0.6,"depth":"0.25"},"timestamp":"2026-01-26 04:19:07"} 
[2026-01-26 04:19:07] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-27","width":2.07,"height":3.16,"depth":"0.25"},"timestamp":"2026-01-26 04:19:07"} 
[2026-01-26 04:19:07] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-28","width":2.86,"height":3.31,"depth":"0.25"},"timestamp":"2026-01-26 04:19:07"} 
[2026-01-26 04:19:07] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-29","width":2.26,"height":3.42,"depth":"0.25"},"timestamp":"2026-01-26 04:19:07"} 
[2026-01-26 04:19:07] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-30","width":2.26,"height":3.42,"depth":"0.25"},"timestamp":"2026-01-26 04:19:07"} 
[2026-01-26 04:19:07] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-31","width":0.49,"height":3.39,"depth":"0.25"},"timestamp":"2026-01-26 04:19:07"} 
[2026-01-26 04:19:08] local.INFO: 3D Bin Packing API response received {"data":{"response":{"response":{"id":"1769401148_2c13cc236d283b4855ee1102aeb01c20","bins_packed":[{"bin_data":{"w":4.95,"h":5.04,"d":5.12,"id":null,"used_space":74.7444,"weight":0,"gross_weight":0,"used_weight":100,"stack_height":5.04,"order_id":null},"image_complete":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260126/baf3a654bb07d8100fef47dfa274a292/1769401148-6358-6834584.svg","items":[{"id":"item-22","w":3.46,"h":2.48,"d":0.55,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260126/baf3a654bb07d8100fef47dfa274a292/1769401148-6336-9455829.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting 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":1.54,"h":2.48,"d":0.55,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260126/baf3a654bb07d8100fef47dfa274a292/1769401148-6338-5471394.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting 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":2.41,"h":2.52,"d":0.55,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260126/baf3a654bb07d8100fef47dfa274a292/1769401148-6338-1751587.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, 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[2026-01-26 04:19:08] local.INFO: Box added from packed bin {"data":{"length":5.12,"width":4.95,"height":5.04,"denseWeight":1.1381312462240718},"timestamp":"2026-01-26 04:19:08"} 
[2026-01-26 04:19:08] local.INFO: Shipping rates calculated {"data":{"boxes":[{"size":{"length":7.12,"width":6.95,"height":7.29},"quantity":1,"denseWeight":1.1381312462240718}],"cheapestShippingCost":25.07,"rawShippingRates":{"data":[{"career":"dhl_small","boxWeights":[{"size":{"length":7.12,"width":6.95,"height":7.29},"denseWeight":1.1381312462240718,"volumetricWeight":1.5,"higherWeight":1.5,"quantity":1}],"totalHigherWeight":1.5,"DS":2.4000000000000004,"rate":"24.86","tariffAndDS":27.259999999999998,"fuelSurcharge":"0.2975","gst":"0.1600","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":41.02902599999999,"totalShipmentCostFormula":"((tariffAndDS (27.26) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.2975)) * (1 + gst (0.1600))) + DdpService (0) + isRemotePrice (0) = 41.03","warnings":[]},{"career":"dhl_heavy","boxWeights":[{"size":{"length":7.12,"width":6.95,"height":7.29},"denseWeight":1.1381312462240718,"volumetricWeight":1.5,"higherWeight":1.5,"quantity":1}],"totalHigherWeight":1.5,"DS":2.4000000000000004,"rate":"35.06","tariffAndDS":37.46,"fuelSurcharge":"0.2975","gst":"0.1600","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":56.38104599999999,"totalShipmentCostFormula":"((tariffAndDS (37.46) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.2975)) * (1 + gst (0.1600))) + DdpService (0) + isRemotePrice (0) = 56.38","warnings":[]},{"career":"fedex","boxWeights":[{"size":{"length":7.12,"width":6.95,"height":7.29},"denseWeight":1.1381312462240718,"volumetricWeight":1.5,"higherWeight":1.5,"quantity":1}],"totalHigherWeight":1.5,"DS":1.5,"rate":"32.49","tariffAndDS":33.99,"fuelSurcharge":"0.3250","gst":"0.1600","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":52.24262999999999,"totalShipmentCostFormula":"(( tariffAndDS (33.99) + overlengthSurcharge (0) + overweightSurcharge (0) ) * ( 1 + fuelSurcharge (0.3250)) * ( 1 + gst (0.1600))) + DdpService (0) + isRemotePrice (0) = 52.24263","warnings":[]},{"career":"fedex_flyer","boxWeights":[{"size":{"length":7.12,"width":6.95,"height":7.29},"denseWeight":1.1381312462240718,"volumetricWeight":1.5,"higherWeight":1.5,"quantity":1}],"totalHigherWeight":1.5,"DS":1.5,"rate":"27.19","tariffAndDS":28.69,"fuelSurcharge":"0.3100","gst":"0.1600","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":43.59732399999999,"totalShipmentCostFormula":"((tariffAndDS (28.69) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.3100)) * (1 + gst (0.1600))) + DdpService (0) + isRemotePrice (0) = 43.597324"},{"career":"ups_5kg_selected_countries","error":"SQLSTATE[42S02]: Base table or view not found: 1146 Table 'ecshipadminepicc_db.ups5kgselectedcountries' doesn't exist (Connection: mysql, SQL: select * from `ups5kgselectedcountries` where `country_code` = US limit 1)"},{"career":"ups_usa","error":"SQLSTATE[42S02]: Base table or view not found: 1146 Table 'ecshipadminepicc_db.ups5kgselectedcountriesrates' doesn't exist (Connection: mysql, SQL: select * from `ups5kgselectedcountriesrates` where `weight` = 1.5 limit 1)"},{"career":"dhl_usa","boxWeights":[{"size":{"length":7.12,"width":6.95,"height":7.29},"denseWeight":1.1381312462240718,"volumetricWeight":1.5,"higherWeight":1.5,"quantity":1}],"totalHigherWeight":1.5,"DS":2.4000000000000004,"rate":"52.46","tariffAndDS":54.86,"fuelSurcharge":"0.0000","gst":"0.0000","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":54.86,"totalShipmentCostFormula":"(((tariffAndDS (54.86) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.0000))) * (1 + gst (0.0000))) + DdpService (0) + isRemotePrice (0) = 54.86","warnings":[]},{"career":"ups_zones_selected_countries","boxWeights":[{"size":{"length":7.12,"width":6.95,"height":7.29},"denseWeight":1.1381312462240718,"volumetricWeight":1.5,"higherWeight":1.5,"quantity":1}],"totalHigherWeight":1.5,"DS":0,"rate":"93.29","tariffAndDS":93.29,"fuelSurcharge":"0.3250","gst":"0.1500","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":144.4506375,"totalShipmentCostFormula":"(((tariffAndDS (93.29) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.3250)) + 2) * (1 + gst (0.1500))) + DdpService (0) + isRemotePrice (0) = 144.4506375","warnings":[]},{"career":"ups_zones","boxWeights":[{"size":{"length":7.12,"width":6.95,"height":7.29},"denseWeight":1.1381312462240718,"volumetricWeight":1.5,"higherWeight":1.5,"quantity":1}],"totalHigherWeight":1.5,"DS":0,"rate":"119.16","tariffAndDS":119.16,"fuelSurcharge":"0.3250","gst":"0.1500","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":183.87005,"totalShipmentCostFormula":"(((tariffAndDS (119.16) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.3250)) + constant (2)) * (1 + gst (0.1500))) + DdpService (0) + isRemotePrice (0) = 183.87005","warnings":[]},{"career":"sea_mode_oa","boxWeights":[{"size":{"length":7.12,"width":6.95,"height":7.29},"denseWeight":1.1381312462240718,"volumetricWeight":1.5,"higherWeight":1.5,"quantity":1}],"totalHigherWeight":1.5,"DS":0,"rate":"25.07","tariffAndDS":25.07,"fuelSurcharge":"0.0000","gst":"0.0000","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":25.07,"totalShipmentCostFormula":"((tariffAndDS (25.07) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.0000)) * (1 + gst (0.0000))) + DdpService (0) + isRemotePrice (0) = 25.07"},{"career":"sea_mode_ob","boxWeights":[{"size":{"length":7.12,"width":6.95,"height":7.29},"denseWeight":1.1381312462240718,"volumetricWeight":1.5,"higherWeight":1.5,"quantity":1}],"totalHigherWeight":1.5,"DS":0,"rate":465,"tariffAndDS":465,"fuelSurcharge":"0.0000","gst":"0.0000","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":465,"totalShipmentCostFormula":"((tariffAndDS (465) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.0000)) * (1 + gst (0.0000))) + DdpService (0) + isRemotePrice (0) = 465"}]}},"timestamp":"2026-01-26 04:19:08"} 
[2026-01-26 04:19:08] local.INFO: Product cost factor determined {"data":{"sign_type":"Flat Cut Aluminum Letters","productCostFactor":1.25},"timestamp":"2026-01-26 04:19:08"} 
[2026-01-26 04:19:08] local.INFO: Final API Response {"data":{"sign_width":"64","sign_height":"4.51","sign_depth":"0.25","sign_type":"Flat Cut Aluminum Letters","sideViewImage":"https://api.signize.ai/mockups/flush-stud/flush-stud-flat-cut-aluminum-letters.png","mounting_type":"Flush/Stud mounted","combined_production_cost_usd":20.0,"total_production_cost":20.0,"totalDenseWeight":1.1381312462240718,"totalVolumetricWeight":1.5,"bin_packing_result":{"response":{"id":"1769401148_2c13cc236d283b4855ee1102aeb01c20","bins_packed":[{"bin_data":{"w":4.95,"h":5.04,"d":5.12,"id":null,"used_space":74.7444,"weight":0,"gross_weight":0,"used_weight":100,"stack_height":5.04,"order_id":null},"image_complete":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260126/baf3a654bb07d8100fef47dfa274a292/1769401148-6358-6834584.svg","items":[{"id":"item-22","w":3.46,"h":2.48,"d":0.55,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260126/baf3a654bb07d8100fef47dfa274a292/1769401148-6336-9455829.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 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183.87005","warnings":[]},{"career":"sea_mode_oa","boxWeights":[{"size":{"length":7.12,"width":6.95,"height":7.29},"denseWeight":1.1381312462240718,"volumetricWeight":1.5,"higherWeight":1.5,"quantity":1}],"totalHigherWeight":1.5,"DS":0,"rate":"25.07","tariffAndDS":25.07,"fuelSurcharge":"0.0000","gst":"0.0000","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":25.07,"totalShipmentCostFormula":"((tariffAndDS (25.07) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.0000)) * (1 + gst (0.0000))) + DdpService (0) + isRemotePrice (0) = 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[2026-01-26 04:19:08] local.INFO: API Epic Craftings Calculation Ended ======================================================================================================== {"data":null,"timestamp":"2026-01-26 04:19:08"} 
[2026-01-26 04:19:09] local.INFO: API B2 Sign Calculation Started ======================================================================================================== {"data":null,"timestamp":"2026-01-26 04:19:09"} 
[2026-01-26 04:19:09] local.INFO: Incoming Request {"data":{"sign_type_name":"Flat Cut Aluminum Letters","sign_depth":0.25,"mounting_type":"Flush/Stud mounted","sign_height":4.51,"sign_width":"64","dimensions":[{"id":"5bc50808-b68b-4a17-a8eb-6208088dd888","height":0.64,"width":0.6},{"id":"91b418fd-702c-4fea-bc7b-77be263bde4c","height":0.64,"width":0.6},{"id":"85768933-ac01-4ef3-992d-c70a771b92da","height":2.18,"width":1.84},{"id":"ebd42ca7-44ce-49f3-8733-75b80e609d21","height":2.14,"width":0.45},{"id":"28ecf979-659c-4b88-a9c7-cc05097c8c5f","height":2.14,"width":0.49},{"id":"8edfb6e6-05ca-4f6a-98e0-2f449332fd9d","height":2.18,"width":1.88},{"id":"0e22323b-2a6f-4749-a8a4-9f21ed9dfb74","height":2.22,"width":2.11},{"id":"aa030c90-771c-4a7f-a571-79c247ccd75d","height":2.22,"width":2.11},{"id":"05c796cb-525b-4769-854a-52268089c0ba","height":2.18,"width":1.84},{"id":"085586f2-1305-4869-aef5-e3177a83bcc1","height":2.22,"width":1.88},{"id":"563fc875-0565-4540-aa5f-6ee9daa5f319","height":2.18,"width":1.24},{"id":"406205e0-278a-4b48-92c5-f1e48b612c96","height":2.22,"width":1.84},{"id":"534a2d52-97fc-474b-af3d-8f1b0d14ef7f","height":2.22,"width":1.69},{"id":"e5083d5e-2b19-4ba1-9837-1adad64a98d9","height":2.22,"width":1.66},{"id":"3fd09e5b-819f-4708-b4f2-d86d825447bd","height":2.22,"width":2.11},{"id":"4e5b92d1-b913-450c-a488-4def840f5d13","height":2.18,"width":1.88},{"id":"961c80e0-feb8-4a84-b0f3-108f96f47ae6","height":3.16,"width":2.22},{"id":"cf27fb6a-a542-416d-8ec8-aa378c5c53eb","height":3.16,"width":2.22},{"id":"82617b88-bd27-4796-b7f3-adfbfbd17f9e","height":2.22,"width":1.84},{"id":"51122c5d-ebc0-466b-99f7-bcf1ad2f7d31","height":3.2,"width":2.22},{"id":"87507dc2-d3fe-4485-9e9f-d2e17b5a3aa6","height":2.18,"width":1.88},{"id":"f1fa80ad-b2d4-48e6-87d2-34e9823d188d","height":2.18,"width":3.16},{"id":"457106c6-5e57-48f0-ad71-e37f91c87b7b","height":2.75,"width":1.5},{"id":"ffd093a3-69ea-408d-83d5-510aab3897b9","height":0.6,"width":0.6},{"id":"c94998f1-58a1-49f5-9801-1345f7fc391f","height":3.16,"width":2.45},{"id":"591e6772-1c69-4a63-9b1f-f9955160abe9","height":0.6,"width":0.6},{"id":"8c384d38-bfd3-4561-9021-590ef56eccf2","height":3.16,"width":2.07},{"id":"5d2fa8f6-7d88-4649-92cf-b5901f5871de","height":3.31,"width":2.86},{"id":"419d27dd-a47a-4506-ab8e-ae882bdfb0f7","height":3.42,"width":2.26},{"id":"179fd322-ab0a-4bb0-99e9-3eb2027ac451","height":3.42,"width":2.26},{"id":"905919bc-41c4-4256-95fc-0049eed219b4","height":3.39,"width":0.49}]},"timestamp":"2026-01-26 04:19:09"} 
[2026-01-26 04:19:09] local.INFO: Validating Request Payload {"data":[],"timestamp":"2026-01-26 04:19:09"} 
[2026-01-26 04:19:09] local.INFO: Request Validation Successful {"data":{"validated_data":{"sign_type_name":"Flat Cut Aluminum Letters","sign_depth":0.25,"mounting_type":"Flush/Stud mounted","sign_height":4.51,"sign_width":"64","dimensions":[{"id":"5bc50808-b68b-4a17-a8eb-6208088dd888","height":0.64,"width":0.6},{"id":"91b418fd-702c-4fea-bc7b-77be263bde4c","height":0.64,"width":0.6},{"id":"85768933-ac01-4ef3-992d-c70a771b92da","height":2.18,"width":1.84},{"id":"ebd42ca7-44ce-49f3-8733-75b80e609d21","height":2.14,"width":0.45},{"id":"28ecf979-659c-4b88-a9c7-cc05097c8c5f","height":2.14,"width":0.49},{"id":"8edfb6e6-05ca-4f6a-98e0-2f449332fd9d","height":2.18,"width":1.88},{"id":"0e22323b-2a6f-4749-a8a4-9f21ed9dfb74","height":2.22,"width":2.11},{"id":"aa030c90-771c-4a7f-a571-79c247ccd75d","height":2.22,"width":2.11},{"id":"05c796cb-525b-4769-854a-52268089c0ba","height":2.18,"width":1.84},{"id":"085586f2-1305-4869-aef5-e3177a83bcc1","height":2.22,"width":1.88},{"id":"563fc875-0565-4540-aa5f-6ee9daa5f319","height":2.18,"width":1.24},{"id":"406205e0-278a-4b48-92c5-f1e48b612c96","height":2.22,"width":1.84},{"id":"534a2d52-97fc-474b-af3d-8f1b0d14ef7f","height":2.22,"width":1.69},{"id":"e5083d5e-2b19-4ba1-9837-1adad64a98d9","height":2.22,"width":1.66},{"id":"3fd09e5b-819f-4708-b4f2-d86d825447bd","height":2.22,"width":2.11},{"id":"4e5b92d1-b913-450c-a488-4def840f5d13","height":2.18,"width":1.88},{"id":"961c80e0-feb8-4a84-b0f3-108f96f47ae6","height":3.16,"width":2.22},{"id":"cf27fb6a-a542-416d-8ec8-aa378c5c53eb","height":3.16,"width":2.22},{"id":"82617b88-bd27-4796-b7f3-adfbfbd17f9e","height":2.22,"width":1.84},{"id":"51122c5d-ebc0-466b-99f7-bcf1ad2f7d31","height":3.2,"width":2.22},{"id":"87507dc2-d3fe-4485-9e9f-d2e17b5a3aa6","height":2.18,"width":1.88},{"id":"f1fa80ad-b2d4-48e6-87d2-34e9823d188d","height":2.18,"width":3.16},{"id":"457106c6-5e57-48f0-ad71-e37f91c87b7b","height":2.75,"width":1.5},{"id":"ffd093a3-69ea-408d-83d5-510aab3897b9","height":0.6,"width":0.6},{"id":"c94998f1-58a1-49f5-9801-1345f7fc391f","height":3.16,"width":2.45},{"id":"591e6772-1c69-4a63-9b1f-f9955160abe9","height":0.6,"width":0.6},{"id":"8c384d38-bfd3-4561-9021-590ef56eccf2","height":3.16,"width":2.07},{"id":"5d2fa8f6-7d88-4649-92cf-b5901f5871de","height":3.31,"width":2.86},{"id":"419d27dd-a47a-4506-ab8e-ae882bdfb0f7","height":3.42,"width":2.26},{"id":"179fd322-ab0a-4bb0-99e9-3eb2027ac451","height":3.42,"width":2.26},{"id":"905919bc-41c4-4256-95fc-0049eed219b4","height":3.39,"width":0.49}]}},"timestamp":"2026-01-26 04:19:09"} 
[2026-01-26 04:19:09] local.INFO: Fetching Sign Type {"data":{"sign_type_name":"Flat Cut Aluminum Letters"},"timestamp":"2026-01-26 04:19:09"} 
[2026-01-26 04:19:09] local.INFO: Sign Type Query Result {"data":{"found":true,"sign_type_id":11},"timestamp":"2026-01-26 04:19:09"} 
[2026-01-26 04:19:09] local.INFO: Checking B2 Module for Sign Type {"data":{"sign_type_id":11},"timestamp":"2026-01-26 04:19:09"} 
[2026-01-26 04:19:09] local.INFO: Sign Type B2 Module Result {"data":{"has_b2_module":false},"timestamp":"2026-01-26 04:19:09"} 
[2026-01-26 04:19:09] local.ERROR: Sign Type Without B2 Module Attempt {"data":{"sign_type_id":11},"timestamp":"2026-01-26 04:19:09"} 
[2026-01-26 04:19:10] local.INFO: USA Workshop Calculation API Started {"data":{"request":{"sign_type":"Flat Cut Aluminum Letters","sign_depth":0.25,"mounting_type":"Flush/Stud mounted","sign_height":4.51,"sign_width":"64","shipping_weight":1.5,"shape":"rectangular","dimensions":[{"id":"5bc50808-b68b-4a17-a8eb-6208088dd888","height":0.64,"width":0.6},{"id":"91b418fd-702c-4fea-bc7b-77be263bde4c","height":0.64,"width":0.6},{"id":"85768933-ac01-4ef3-992d-c70a771b92da","height":2.18,"width":1.84},{"id":"ebd42ca7-44ce-49f3-8733-75b80e609d21","height":2.14,"width":0.45},{"id":"28ecf979-659c-4b88-a9c7-cc05097c8c5f","height":2.14,"width":0.49},{"id":"8edfb6e6-05ca-4f6a-98e0-2f449332fd9d","height":2.18,"width":1.88},{"id":"0e22323b-2a6f-4749-a8a4-9f21ed9dfb74","height":2.22,"width":2.11},{"id":"aa030c90-771c-4a7f-a571-79c247ccd75d","height":2.22,"width":2.11},{"id":"05c796cb-525b-4769-854a-52268089c0ba","height":2.18,"width":1.84},{"id":"085586f2-1305-4869-aef5-e3177a83bcc1","height":2.22,"width":1.88},{"id":"563fc875-0565-4540-aa5f-6ee9daa5f319","height":2.18,"width":1.24},{"id":"406205e0-278a-4b48-92c5-f1e48b612c96","height":2.22,"width":1.84},{"id":"534a2d52-97fc-474b-af3d-8f1b0d14ef7f","height":2.22,"width":1.69},{"id":"e5083d5e-2b19-4ba1-9837-1adad64a98d9","height":2.22,"width":1.66},{"id":"3fd09e5b-819f-4708-b4f2-d86d825447bd","height":2.22,"width":2.11},{"id":"4e5b92d1-b913-450c-a488-4def840f5d13","height":2.18,"width":1.88},{"id":"961c80e0-feb8-4a84-b0f3-108f96f47ae6","height":3.16,"width":2.22},{"id":"cf27fb6a-a542-416d-8ec8-aa378c5c53eb","height":3.16,"width":2.22},{"id":"82617b88-bd27-4796-b7f3-adfbfbd17f9e","height":2.22,"width":1.84},{"id":"51122c5d-ebc0-466b-99f7-bcf1ad2f7d31","height":3.2,"width":2.22},{"id":"87507dc2-d3fe-4485-9e9f-d2e17b5a3aa6","height":2.18,"width":1.88},{"id":"f1fa80ad-b2d4-48e6-87d2-34e9823d188d","height":2.18,"width":3.16},{"id":"457106c6-5e57-48f0-ad71-e37f91c87b7b","height":2.75,"width":1.5},{"id":"ffd093a3-69ea-408d-83d5-510aab3897b9","height":0.6,"width":0.6},{"id":"c94998f1-58a1-49f5-9801-1345f7fc391f","height":3.16,"width":2.45},{"id":"591e6772-1c69-4a63-9b1f-f9955160abe9","height":0.6,"width":0.6},{"id":"8c384d38-bfd3-4561-9021-590ef56eccf2","height":3.16,"width":2.07},{"id":"5d2fa8f6-7d88-4649-92cf-b5901f5871de","height":3.31,"width":2.86},{"id":"419d27dd-a47a-4506-ab8e-ae882bdfb0f7","height":3.42,"width":2.26},{"id":"179fd322-ab0a-4bb0-99e9-3eb2027ac451","height":3.42,"width":2.26},{"id":"905919bc-41c4-4256-95fc-0049eed219b4","height":3.39,"width":0.49}]}},"timestamp":"2026-01-26 04:19:10"} 
[2026-01-26 04:19:10] local.INFO: Validation Passed {"data":[],"timestamp":"2026-01-26 04:19:10"} 
[2026-01-26 04:19:10] local.INFO: Input Parameters {"data":{"dimensions_count":31,"shape":"rectangular"},"timestamp":"2026-01-26 04:19:10"} 
[2026-01-26 04:19:10] local.INFO: Resolved Default Data {"data":{"sign_type_map":{"sign_type_halo_lit_letters":"Halo Lit Channel Letters","sign_type_face_lit_letters":"Premium Face-Lit Letters (Metallic Trim)","sign_type_face_and_halo_lit_letters":"Face & Halo Lit Channel Letters","sign_type_single_sided_lightbox":"Fabricated Lightbox - Single Sided","sign_type_double_sided_lightbox":"Fabricated Blade Sign -  Illuminated/Double Sided","sign_type_flat_cut_acrylic_letters":"Flat Cut Acrylic Letters","sign_type_flat_cut_aluminum_letters":"Flat Cut Aluminum Letters","sign_type_single_sided_push_through":"Fabricated Push Through - Single Sided","sign_type_fabricated_letters_non_lit":"Fabricated Channel Letters - Non Illuminated","sign_type_2d_blade_sign":"Flat Blade Sign","sign_type_3d_blade_sign":"Fabricated Blade Sign - Non Illuminated / Double Sided","sign_type_neon_sign":"Neon Sign","sign_type_marquee_channel_letters":"Marquee Channel Letters","sign_type_open_face_neon_channel_letters":"Open Face Neon Channel Letters","sign_type_mirror_infinity_channel_letters":"Mirror Infinity Channel Letters","sign_type_metal_on_acrylic":"Flat Cut Acrylic with Metal Pasting","sign_type_neon_acrylic_sign":"Neon Acrylic Sign","sign_type_double_sided_push_through_cabinet":"Double Sided Push Through Cabinet","sign_type_standard_face_lit_plastic_trim_letters":"Standard Face Lit Letters (Plastic Trim)","mounting_type_flush_stud_mounted":"Flush/Stud mounted","mounting_type_standard_raceway_6x2":"Standard Raceway","mounting_type_flat_backer_2_5_mm":"Flat Backer","mounting_type_backerboard_cabinet_2_inch":"Backerboard Cabinet","avg_char_height_less_than_24_inches":"Less than 24 inches","avg_char_height_greater_than_24_inches":"Greater than 24 inches","raceway_height_6":"6","raceway_height_8":"8","raceway_height_10":"10","raceway_height_12":"12","raceway_depth_2":"2","raceway_depth_3":"3","raceway_depth_4":"4","raceway_depth_5":"5","raceway_depth_6":"6","raceway_depth_7":"7","raceway_depth_8":"8","backboard_cabinet_depth_2":"2","backboard_cabinet_depth_3":"3","backboard_cabinet_depth_4":"4","backboard_cabinet_depth_5":"5","backboard_cabinet_depth_6":"6","backboard_cabinet_depth_7":"7","backboard_cabinet_depth_8":"8","material_aluminium":"Aluminium","material_stainless_steel":"Stainless Steel","application_exterior":"Exterior","application_interior":"Interior","ul_mandatory_yes":"Yes","ul_mandatory_no":"No","paint_finish_gloss_satin":"Gloss/Satin","paint_finish_matte":"Matte","neon_color_simple":"Simple","neon_color_rgb":"RGB","uv_printing_needed_yes":"Yes","uv_printing_needed_no":"No","trim_type_trimless":"Trimless","trim_type_with_trim":"With Trim","fabricated_finish_original_colors_matt":"Original Colors Matt","fabricated_finish_original_colors_gloss":"Original Colors Gloss","fabricated_finish_silver_mirror":"Silver Mirror","fabricated_finish_silver_brushed":"Silver Brushed","fabricated_finish_golden_mirror":"Golden Mirror","fabricated_finish_golden_brushed":"Golden Brushed","fabricated_finish_bronze_mirror":"Bronze Mirror","fabricated_finish_bronze_brushed":"Bronze Brushed","fabricated_finish_bronze_antique":"Bronze Antique","lightbox_type_light_box":"Lightbox","lightbox_type_cut_to_shape":"Cut to shape Lightbox","return_color_black":"Black","return_color_white":"White","return_color_blue":"Blue","return_color_brown":"Brown","return_color_yellow":"Yellow","return_color_teal":"Teal","return_color_orange":"Orange","return_color_golden_brushed":"Gold Brushed","return_color_match_logo":"Match Logo (Default)","shape_rectangular":"Rectangular","shape_cut_to_shape":"Cut to shape","shape_round":"Round"}},"timestamp":"2026-01-26 04:19:10"} 
[2026-01-26 04:19:10] local.INFO: Sign Type Lookup {"data":{"sign_type":"Flat Cut Aluminum Letters","found":true,"sign_type_id":11},"timestamp":"2026-01-26 04:19:10"} 
[2026-01-26 04:19:10] local.INFO: USA Workshop Module Check {"data":{"sign_type_id":11,"has_module":false},"timestamp":"2026-01-26 04:19:10"} 
[2026-01-26 04:19:10] local.ERROR: USA Workshop Module Missing {"data":{"sign_type_id":11},"timestamp":"2026-01-26 04:19:10"} 
[2026-01-26 04:29:22] local.INFO: Validation Passed {"data":{"user_id":null,"request_data":{"sign_width_or_height":"64","user_input_dimension":"width","sign_depth":"0.25","sign_type":"Flat Cut Aluminum Letters","mounting_type":"Standard 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\",\"boxArea\":\"4.10\"},{\"id\":\"f1fa80ad-b2d4-48e6-87d2-34e9823d188d\",\"width\":3.16,\"perimeter\":16.89,\"height\":2.18,\"area\":3.47,\"image\":\"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\",\"boxArea\":\"7.73\"},{\"id\":\"179fd322-ab0a-4bb0-99e9-3eb2027ac451\",\"width\":2.26,\"perimeter\":10.99,\"height\":3.42,\"area\":4.75,\"image\":\"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\",\"boxArea\":\"7.73\"},{\"id\":\"905919bc-41c4-4256-95fc-0049eed219b4\",\"width\":0.49,\"perimeter\":7.47,\"height\":3.39,\"area\":1.49,\"image\":\"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\",\"boxArea\":\"1.66\"}]","mockupCreationType":"single","no_of_lines":"1","raceway_depth":"2","raceway_height":"6","width_of_line_1":"64","width_of_line_2":"0","width_of_line_3":"0","width_of_line_4":"0","height_of_line_1":"4.51","height_of_line_2":"0","height_of_line_3":"0","height_of_line_4":"0","backer_offset":"2","backboard_cabinet_depth":"2","material":null,"application":null,"ul_mandatory":null,"paint_finish":"Gloss/Satin","no_of_letters":"31","perimeter_of_sign":"24.57","nested_area":"0.93","occupied_area":"0.55","avg_char_height":"Less than 24 inches","width_of_sign":"64","width_of_smaller_line":"20","other_dimension_of_sign":"4.51"}},"timestamp":"2026-01-26 04:29:22"} 
[2026-01-26 04:29:22] local.INFO: API Input Data Collected {"data":{"user_id":null,"request_data":{"sign_width_or_height":"64","sign_depth_or_thickness":"0.25","sign_type":"Flat Cut Aluminum Letters","mounting_type":"Standard Raceway","profit_factor":1,"no_of_lines":"1","raceway_depth":"2","raceway_height":"6","width_of_line_1":"64","width_of_line_2":"0","width_of_line_3":"0","width_of_line_4":"0","height_of_line_1":"4.51","height_of_line_2":"0","height_of_line_3":"0","height_of_line_4":"0","backer_offset":"2","backboard_cabinet_depth":"2","no_of_letters":"31","perimeter_of_sign":"24.57","nested_area":"0.93","occupied_area":"0.55","avg_char_height":"Less than 24 inches","width_of_sign":"64","width_of_smaller_line":"20","other_dimension_of_sign":"4.51","material":null,"application":null,"ul_mandatory":null,"paint_finish":"Gloss/Satin","neon_color":null,"uv_printing_needed":null}},"timestamp":"2026-01-26 04:29:22"} 
[2026-01-26 04:29:22] local.INFO: Looking up SignType {"data":{"sign_type":"Flat Cut Aluminum Letters"},"timestamp":"2026-01-26 04:29:22"} 
[2026-01-26 04:29:22] local.INFO: Retrieved Material Formulas {"data":{"sign_type_id":11,"formulas_count":22},"timestamp":"2026-01-26 04:29:22"} 
[2026-01-26 04:29:22] local.INFO: Retrieved Variables List {"data":{"sign_type_id":11,"variables_count":10},"timestamp":"2026-01-26 04:29:22"} 
[2026-01-26 04:29:22] local.INFO: Price Map Constructed {"data":{"price_map":{"material502530":3.6821,"weight_material502530":0.679,"material501649":8.3,"weight_material501649":1.26,"material502120":21.0143,"weight_material502120":3.02,"material500611":0.0062,"weight_material500611":6.2e-6,"material500214":0.0025,"weight_material500214":2.5e-6,"material501055":0.0155,"weight_material501055":1.55e-5,"material502098":0.0286,"weight_material502098":2.86e-5,"material502079":0.0163,"weight_material502079":1.63e-5,"material502350":0.0254,"weight_material502350":2.54e-5,"material501680":0.0076,"weight_material501680":7.6e-6,"material502131":0.0271,"weight_material502131":2.71e-5,"material501803":3.6821,"weight_material501803":0.629,"material500379":0.132,"weight_material500379":0.09,"material500419":0.16,"weight_material500419":0.11,"material502106":0.13,"weight_material502106":0.16,"material502567":0.13,"weight_material502567":0.21,"material502564":0.18,"weight_material502564":0.35,"material500154":0.4,"weight_material500154":0.38,"material502074":0.8,"weight_material502074":1.0}},"timestamp":"2026-01-26 04:29:22"} 
[2026-01-26 04:29:22] local.INFO: Variables Price Constructed {"data":{"variables_price":{"variable64":0,"variable65":0,"variable66":0.75,"variable67":1.1,"variable68":1.2,"variable69":0,"variable70":0,"variable71":0,"variable72":0,"variable73":0}},"timestamp":"2026-01-26 04:29:22"} 
[2026-01-26 04:29:22] local.INFO: Final Variables Merged {"data":{"variables_count":160},"timestamp":"2026-01-26 04:29:22"} 
[2026-01-26 04:29:22] local.INFO: Initialized items collection {"data":{"count":0},"timestamp":"2026-01-26 04:29:22"} 
[2026-01-26 04:29:22] local.INFO: Merged material items {"data":{"formulas_count":22,"items_count_after_merge":22},"timestamp":"2026-01-26 04:29:22"} 
[2026-01-26 04:29:22] local.INFO: Merged variable items {"data":{"variables_count":10,"items_count_after_merge":32},"timestamp":"2026-01-26 04:29:22"} 
[2026-01-26 04:29:22] local.INFO: Sorted items collection {"data":{"items_count":32,"first_item":{"type":"variable","id":64,"expression":"NEAREST_INCH(sign_depth_or_thickness, sign_type)","dense_weight_expression":null,"name":"Sign Depth/Thickness","var_name":"variable64","price":null,"description":null,"sequence_no":1},"last_item":{"type":"variable","id":73,"expression":"totalCost * variable67","dense_weight_expression":"totalDenseWeight * 1","name":"Total Cost","var_name":"variable73","price":null,"description":null,"sequence_no":32}},"timestamp":"2026-01-26 04:29:22"} 
[2026-01-26 04:29:22] local.INFO: Initializing MathExecutor {"data":{"variables_count":160},"timestamp":"2026-01-26 04:29:22"} 
[2026-01-26 04:29:22] local.INFO: MathExecutor variables set {"data":{"variables_count":160},"timestamp":"2026-01-26 04:29:22"} 
[2026-01-26 04:29:22] local.INFO: NEAREST_INCH called {"data":{"input_value":"0.25","sign_type":"Flat Cut Aluminum Letters"},"timestamp":"2026-01-26 04:29:22"} 
[2026-01-26 04:29:22] local.INFO: NEAREST_INCH result {"data":{"input_value":"0.25","closest_inch":0.197},"timestamp":"2026-01-26 04:29:22"} 
[2026-01-26 04:29:22] local.INFO: Formula executed successfully {"data":{"name":"Sign Depth/Thickness","expression":"NEAREST_INCH(sign_depth_or_thickness, sign_type)","result":0.197},"timestamp":"2026-01-26 04:29:22"} 
[2026-01-26 04:29:22] local.INFO: Dense weight computed {"data":{"name":"Aluminium Sheet 2.7mm 4 ft x 8 ft Pakistan","dense_weight_expression":"if(

var_formula64 == 0.106, 

weight_material502530 * occupied_area, 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-26 04:29:22"} 
[2026-01-26 04:29:22] local.INFO: Formula executed successfully {"data":{"name":"Aluminium Sheet 2.7mm 4 ft x 8 ft Pakistan","expression":"if(var_formula64 == 0.106, material502530 * nested_area * variable68 , 0 )","result":"0"},"timestamp":"2026-01-26 04:29:22"} 
[2026-01-26 04:29:22] local.INFO: Dense weight computed {"data":{"name":"Aluminium Sheet 5mm Pakistan","dense_weight_expression":"if(var_formula64 == 0.197, weight_material501649 * occupied_area, 0 )","itemDenseWeight":"0.693"},"timestamp":"2026-01-26 04:29:22"} 
[2026-01-26 04:29:22] local.INFO: Formula executed successfully {"data":{"name":"Aluminium Sheet 5mm Pakistan","expression":"if(var_formula64 == 0.197, material501649 * nested_area * variable68 , 0 )","result":"9.2628"},"timestamp":"2026-01-26 04:29:22"} 
[2026-01-26 04:29:22] local.INFO: Dense weight computed {"data":{"name":"Aluminium Sheet 12mm 6061 Grade 4 ft x 8 ft Pakistan","dense_weight_expression":"if(var_formula64 == 0.472, weight_material502120 * occupied_area, 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-26 04:29:22"} 
[2026-01-26 04:29:22] local.INFO: Formula executed successfully {"data":{"name":"Aluminium Sheet 12mm 6061 Grade 4 ft x 8 ft Pakistan","expression":"if(var_formula64 == 0.472, material502120 * nested_area * variable68 , 0 )","result":"0"},"timestamp":"2026-01-26 04:29:22"} 
[2026-01-26 04:29:22] local.INFO: No formula, default result applied {"data":{"name":"Aluminium Sheet 2.5 mm 1100 Grade 4 ft x 8 ft Pakistan","dense_weight":0,"result":0},"timestamp":"2026-01-26 04:29:22"} 
[2026-01-26 04:29:22] local.INFO: Dense weight computed {"data":{"name":"Epoxy Primer Pakistan","dense_weight_expression":"(  (  (  ( occupied_area * 2 )  ) * 40.49 * 0.66 )  ) * weight_material500611","itemDenseWeight":0.00018225358800000004},"timestamp":"2026-01-26 04:29:22"} 
[2026-01-26 04:29:22] local.INFO: Formula executed successfully {"data":{"name":"Epoxy Primer Pakistan","expression":"(  (  (  ( occupied_area * 2 )  ) * 40.49 * 0.66 )  ) * material500611","result":0.18225358800000005},"timestamp":"2026-01-26 04:29:22"} 
[2026-01-26 04:29:22] local.INFO: Dense weight computed {"data":{"name":"Master Thinner Pakistan","dense_weight_expression":"(  ( occupied_area * 2 )  ) * 40.49 * 0.13 * weight_material500214","itemDenseWeight":1.4475175000000003e-5},"timestamp":"2026-01-26 04:29:22"} 
[2026-01-26 04:29:22] local.INFO: Formula executed successfully {"data":{"name":"Master Thinner Pakistan","expression":"(  ( occupied_area * 2 )  ) * 40.49 * 0.13 * material500214","result":0.014475175000000003},"timestamp":"2026-01-26 04:29:22"} 
[2026-01-26 04:29:22] local.INFO: Dense weight computed {"data":{"name":"Epoxy Hardner Master Pakistan","dense_weight_expression":"(  ( occupied_area * 2 )  ) * 40.49 * 0.2 * weight_material501055","itemDenseWeight":0.00013807090000000002},"timestamp":"2026-01-26 04:29:22"} 
[2026-01-26 04:29:22] local.INFO: Formula executed successfully {"data":{"name":"Epoxy Hardner Master Pakistan","expression":"(  ( occupied_area * 2 )  ) * 40.49 * 0.2 * material501055","result":0.13807090000000002},"timestamp":"2026-01-26 04:29:22"} 
[2026-01-26 04:29:22] local.INFO: Dense weight computed {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 )  ) * 22 * 0.426 * weight_material502098 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-26 04:29:22"} 
[2026-01-26 04:29:22] local.INFO: Formula executed successfully {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte , (  ( occupied_area * 2 )  ) * 22 * 0.426 * material502098, 0 )","result":"0"},"timestamp":"2026-01-26 04:29:22"} 
[2026-01-26 04:29:22] local.INFO: Dense weight computed {"data":{"name":"Matting Agent (P565-554) 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 )  ) * 22 * 0.234 * weight_material502079 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-26 04:29:22"} 
[2026-01-26 04:29:22] local.INFO: Formula executed successfully {"data":{"name":"Matting Agent (P565-554) 1L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte , (  ( occupied_area * 2 )  ) * 22 * 0.234 * material502079 , 0 )","result":"0"},"timestamp":"2026-01-26 04:29:22"} 
[2026-01-26 04:29:22] local.INFO: Dense weight computed {"data":{"name":"Hardner (922) 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 )  ) * 22 * 0.21 * weight_material502350 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-26 04:29:22"} 
[2026-01-26 04:29:22] local.INFO: Formula executed successfully {"data":{"name":"Hardner (922) 1L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte , (  ( occupied_area * 2 )  ) * 22 * 0.21 * material502350 , 0 )","result":"0"},"timestamp":"2026-01-26 04:29:22"} 
[2026-01-26 04:29:22] local.INFO: Dense weight computed {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 )  ) * 22 * 0.12 * weight_material501680 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-26 04:29:22"} 
[2026-01-26 04:29:22] local.INFO: Formula executed successfully {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte , (  ( occupied_area * 2 )  ) * 22 * 0.12 * material501680 , 0 )","result":"0"},"timestamp":"2026-01-26 04:29:22"} 
[2026-01-26 04:29:22] local.INFO: Dense weight computed {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 )  ) * 22 * 0.41 * weight_material502098 )","itemDenseWeight":"0.0002837692"},"timestamp":"2026-01-26 04:29:22"} 
[2026-01-26 04:29:22] local.INFO: Formula executed successfully {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte , 0, (  ( occupied_area * 2 )  ) * 22 * 0.41 * material502098 )","result":"0.2837692"},"timestamp":"2026-01-26 04:29:22"} 
[2026-01-26 04:29:22] local.INFO: Dense weight computed {"data":{"name":"2k Adjuster (P190-376) Binder 2.5L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 )  ) * 22 * 0.21 * weight_material502131 )","itemDenseWeight":"0.0001377222"},"timestamp":"2026-01-26 04:29:22"} 
[2026-01-26 04:29:22] local.INFO: Formula executed successfully {"data":{"name":"2k Adjuster (P190-376) Binder 2.5L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte , 0, (  ( occupied_area * 2 )  ) * 22 * 0.21 * material502131 )","result":"0.1377222"},"timestamp":"2026-01-26 04:29:22"} 
[2026-01-26 04:29:22] local.INFO: Dense weight computed {"data":{"name":"Hardner (922) 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 )  ) * 22 * 0.3 * weight_material502350 )","itemDenseWeight":"0.000184404"},"timestamp":"2026-01-26 04:29:22"} 
[2026-01-26 04:29:22] local.INFO: Formula executed successfully {"data":{"name":"Hardner (922) 1L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte , 0, (  ( occupied_area * 2 )  ) * 22 * 0.3 * material502350 )","result":"0.184404"},"timestamp":"2026-01-26 04:29:22"} 
[2026-01-26 04:29:22] local.INFO: Dense weight computed {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 )  ) * 22 * 0.08 * weight_material501680 )","itemDenseWeight":"1.47136e-5"},"timestamp":"2026-01-26 04:29:22"} 
[2026-01-26 04:29:22] local.INFO: Formula executed successfully {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte , 0, (  ( occupied_area * 2 )  ) * 22 * 0.08 * material501680)","result":"0.0147136"},"timestamp":"2026-01-26 04:29:22"} 
[2026-01-26 04:29:22] local.INFO: Formula executed successfully {"data":{"name":"Paint Miscellaneous cost","expression":"( formula256 + formula257 + formula258 + formula259 + formula260 + formula261 + formula262 + formula263 + formula264 + formula265 + formula266

 ) * 0.2","result":0.19108173260000005},"timestamp":"2026-01-26 04:29:22"} 
[2026-01-26 04:29:22] local.INFO: Formula executed successfully {"data":{"name":"Packaging/Box Making","expression":"variable66 * nested_area","result":0.6975},"timestamp":"2026-01-26 04:29:22"} 
[2026-01-26 04:29:22] local.INFO: Dense weight computed {"data":{"name":"Corrugated Sheet 5ply","dense_weight_expression":"if( ( width_of_sign > 0 || other_dimension_of_sign > 0 ) && width_of_sign <= 30 && other_dimension_of_sign <= 30, (  ( 2 * nested_area ) + ( 8 * sqrt(nested_area)  )  ) * weight_material500379, 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-26 04:29:22"} 
[2026-01-26 04:29:22] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 5ply","dense_weight":"0","result":0},"timestamp":"2026-01-26 04:29:22"} 
[2026-01-26 04:29:22] local.INFO: Dense weight computed {"data":{"name":"Corrugated Sheet 7Ply","dense_weight_expression":"if( ( width_of_sign > 30 || other_dimension_of_sign > 30 ) && width_of_sign <= 50 && other_dimension_of_sign <= 50, (  ( 2 * nested_area ) + ( 8 * sqrt(nested_area)  )  ) * weight_material500419 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-26 04:29:22"} 
[2026-01-26 04:29:22] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 7Ply","dense_weight":"0","result":0},"timestamp":"2026-01-26 04:29:22"} 
[2026-01-26 04:29:22] local.INFO: Dense weight computed {"data":{"name":"Corrugated Sheet 9 Ply","dense_weight_expression":"if( ( width_of_sign > 50 || other_dimension_of_sign > 50 ) && width_of_sign <= 60 && other_dimension_of_sign <= 60, (  ( 2 * nested_area ) + ( 8 * sqrt(nested_area)  )  ) * weight_material502106 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-26 04:29:22"} 
[2026-01-26 04:29:22] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 9 Ply","dense_weight":"0","result":0},"timestamp":"2026-01-26 04:29:22"} 
[2026-01-26 04:29:22] local.INFO: Dense weight computed {"data":{"name":"Plywood Sheet 5mm 3 Core 4*8","dense_weight_expression":"if( ( width_of_sign > 60 || other_dimension_of_sign > 60 ) && width_of_sign <= 70 && other_dimension_of_sign <= 70, nested_area * 2 * weight_material502567 , 0 )","itemDenseWeight":"0.3906"},"timestamp":"2026-01-26 04:29:22"} 
[2026-01-26 04:29:22] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 5mm 3 Core 4*8","dense_weight":"0.3906","result":0},"timestamp":"2026-01-26 04:29:22"} 
[2026-01-26 04:29:22] local.INFO: Dense weight computed {"data":{"name":"Plywood Sheet 7mm 4 Core","dense_weight_expression":"if( ( width_of_sign > 70 || other_dimension_of_sign > 70 ) && width_of_sign <= 90 && other_dimension_of_sign <= 90, nested_area * 2 * weight_material502564 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-26 04:29:22"} 
[2026-01-26 04:29:22] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 7mm 4 Core","dense_weight":"0","result":0},"timestamp":"2026-01-26 04:29:22"} 
[2026-01-26 04:29:22] local.INFO: Dense weight computed {"data":{"name":"Plywood Sheet 8*4 Mersawa 6 core 9MM","dense_weight_expression":"if( ( width_of_sign > 90 || other_dimension_of_sign > 90 ), nested_area * weight_material500154 * 2, 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-26 04:29:22"} 
[2026-01-26 04:29:22] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 8*4 Mersawa 6 core 9MM","dense_weight":"0","result":0},"timestamp":"2026-01-26 04:29:22"} 
[2026-01-26 04:29:22] local.INFO: Dense weight computed {"data":{"name":"Wood Lar 9''x132''","dense_weight_expression":"if( ( width_of_sign > 60 || other_dimension_of_sign > 60 ), ( 4 * sqrt(nested_area) * 2 * weight_material502074 ) / 144, 0 )","itemDenseWeight":"0.053575837561072"},"timestamp":"2026-01-26 04:29:22"} 
[2026-01-26 04:29:22] local.INFO: No formula, default result applied {"data":{"name":"Wood Lar 9''x132''","dense_weight":"0.053575837561072","result":0},"timestamp":"2026-01-26 04:29:22"} 
[2026-01-26 04:29:22] local.INFO: No formula, default result applied {"data":{"name":"Miscalleneous (10%)","dense_weight":0,"result":0},"timestamp":"2026-01-26 04:29:22"} 
[2026-01-26 04:29:22] local.INFO: No formula, default result applied {"data":{"name":"Where Wastage magnification factor for Sheets consumption is taken as","dense_weight":0,"result":0},"timestamp":"2026-01-26 04:29:22"} 
[2026-01-26 04:29:22] local.INFO: Formula executed successfully {"data":{"name":"Flush/Stud Mount","expression":"if(mounting_type == mounting_type_flush_stud_mounted, 1, 0 )","result":"0"},"timestamp":"2026-01-26 04:29:22"} 
[2026-01-26 04:29:22] local.INFO: Dense weight computed {"data":{"name":"Standard Raceway (6x2)","dense_weight_expression":"if(mounting_type == mounting_type_standard_raceway_6x2, weight_material501803 / 144 * (  ( width_of_line_1 * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + ( width_of_line_2 * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + ( width_of_line_3 * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + ( width_of_line_4 * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  )  ), 0 )","itemDenseWeight":"5.032"},"timestamp":"2026-01-26 04:29:22"} 
[2026-01-26 04:29:22] local.INFO: Formula executed successfully {"data":{"name":"Standard Raceway (6x2)","expression":"if(mounting_type == mounting_type_standard_raceway_6x2, variable68 * (  ( material501803 / 144 * (  (  ( width_of_line_1 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_2 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_3 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_4 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  )  )  ) + ( 2.7 / 144 * (  (  ( width_of_line_1 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_2 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_3 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_4 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  )  )  )  ), 0 )","result":"61.26816"},"timestamp":"2026-01-26 04:29:22"} 
[2026-01-26 04:29:22] local.INFO: Dense weight computed {"data":{"name":"Flat Backer (2mm)","dense_weight_expression":"if(mounting_type == mounting_type_flat_backer_2_5_mm, ( weight_material501803 / 144 * (  ( width_of_sign + ( 2 * backer_offset )  ) * ( other_dimension_of_sign + ( 2 * backer_offset )  )  )  ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-26 04:29:22"} 
[2026-01-26 04:29:22] local.INFO: Formula executed successfully {"data":{"name":"Flat Backer (2mm)","expression":"if(mounting_type == mounting_type_flat_backer_2_5_mm, variable68 * (  ( material501803 / 144 * (  ( width_of_sign + ( 2 * backer_offset )  ) * ( other_dimension_of_sign + ( 2 * backer_offset )  )  )  ) + ( 2.7 / 144 * (  ( width_of_sign + ( 2 * backer_offset )  ) * ( other_dimension_of_sign + ( 2 * backer_offset )  )  )  )  ), 0 )","result":"0"},"timestamp":"2026-01-26 04:29:22"} 
[2026-01-26 04:29:22] local.INFO: Dense weight computed {"data":{"name":"Backerboard Cabinet (2\")","dense_weight_expression":"if(mounting_type == mounting_type_backerboard_cabinet_2_inch, (  (  ( 4 + 2 * ( other_dimension_of_sign + ( 2 * backer_offset )  )  ) + ( 2 * backboard_cabinet_depth )  ) * ( width_of_sign + ( 2 * backer_offset )  ) * weight_material501803 / 144 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-26 04:29:22"} 
[2026-01-26 04:29:22] local.INFO: Formula executed successfully {"data":{"name":"Backerboard Cabinet (2\")","expression":"if(mounting_type == mounting_type_backerboard_cabinet_2_inch, variable68 * (  (  (  ( 4 + 2 * ( other_dimension_of_sign + ( 2 * backer_offset )  )  ) + ( 2 * backboard_cabinet_depth )  ) * ( width_of_sign + ( 2 * backer_offset )  ) * material501803 / 144 ) + (  (  ( 4 + 2 * ( other_dimension_of_sign + ( 2 * backer_offset )  )  ) + ( 2 * backboard_cabinet_depth )  ) * ( width_of_sign + ( 2 * backer_offset )  ) * 2.7 / 144 )  ), 0 )","result":"0"},"timestamp":"2026-01-26 04:29:22"} 
[2026-01-26 04:29:22] local.INFO: Total Cost formula detected {"data":{"item_id":73},"timestamp":"2026-01-26 04:29:22"} 
[2026-01-26 04:29:22] local.INFO: Formula calculations completed {"data":{"total_items":32,"successful_calculations":31,"errors_count":0},"timestamp":"2026-01-26 04:29:22"} 
[2026-01-26 04:29:22] local.INFO: Summed initial totals {"data":{"totalCost_before_formula":72.5719503956,"totalDenseWeight_before_formula":6.170131246224072},"timestamp":"2026-01-26 04:29:22"} 
[2026-01-26 04:29:22] local.INFO: Total Cost formula executed {"data":{"formula":"totalCost * variable67","computed_totalCost":79.82914543516},"timestamp":"2026-01-26 04:29:22"} 
[2026-01-26 04:29:22] local.INFO: Total Dense Weight formula executed {"data":{"formula":"totalDenseWeight * 1","computed_totalDenseWeight":6.170131246224072},"timestamp":"2026-01-26 04:29:22"} 
[2026-01-26 04:29:22] local.INFO: Total Cost result added to calculationsResults {"data":{"variable_id":73,"result":79.82914543516,"dense_weight_expression":6.170131246224072},"timestamp":"2026-01-26 04:29:22"} 
[2026-01-26 04:29:22] local.INFO: Preparing boxes for bin packing {"data":{"sign_type":"Flat Cut Aluminum Letters","objects_count":31,"totalDenseWeight":0},"timestamp":"2026-01-26 04:29:22"} 
[2026-01-26 04:29:22] local.INFO: Processing standard raceway 6x2 mounting {"data":{"sign_depth":"0.25","raceway_depth":"2"},"timestamp":"2026-01-26 04:29:22"} 
[2026-01-26 04:29:22] local.INFO: Box added for line 1 in standard raceway 6x2 {"data":{"line":1,"width":64.0,"height":4.51,"length":4.25,"denseWeight":0},"timestamp":"2026-01-26 04:29:22"} 
[2026-01-26 04:29:23] local.INFO: Shipping rates calculated {"data":{"boxes":[{"size":{"length":4.25,"width":66.0,"height":6.51},"quantity":1,"denseWeight":1}],"cheapestShippingCost":100.64275999999997,"rawShippingRates":{"data":[{"career":"dhl_small","boxWeights":[{"size":{"length":4.25,"width":66,"height":6.51},"denseWeight":1,"volumetricWeight":6,"higherWeight":6,"quantity":1}],"totalHigherWeight":6,"DS":9.600000000000001,"rate":"64.81","tariffAndDS":74.41,"fuelSurcharge":"0.2975","gst":"0.1600","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":22,"isRemotePrice":0,"totalShipmentCost":145.10669099999996,"totalShipmentCostFormula":"((tariffAndDS (74.41) + overlengthSurcharge (22) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.2975)) * (1 + gst (0.1600))) + DdpService (0) + isRemotePrice (0) = 145.11","warnings":["DHL Not Available (Width exceeds 148 cm)"]},{"career":"dhl_heavy","boxWeights":[{"size":{"length":4.25,"width":66,"height":6.51},"denseWeight":1,"volumetricWeight":6,"higherWeight":6,"quantity":1}],"totalHigherWeight":6,"DS":9.600000000000001,"rate":"63.7","tariffAndDS":73.30000000000001,"fuelSurcharge":"0.2975","gst":"0.1600","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":22,"isRemotePrice":0,"totalShipmentCost":143.43603,"totalShipmentCostFormula":"((tariffAndDS (73.3) + overlengthSurcharge (22) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.2975)) * (1 + gst (0.1600))) + DdpService (0) + isRemotePrice (0) = 143.44","warnings":["DHL Not Available (Width exceeds 148 cm)"]},{"career":"fedex","boxWeights":[{"size":{"length":4.25,"width":66,"height":6.51},"denseWeight":1,"volumetricWeight":6,"higherWeight":6,"quantity":1}],"totalHigherWeight":6,"DS":6,"rate":"59.48","tariffAndDS":65.47999999999999,"fuelSurcharge":"0.3250","gst":"0.1600","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":100.64275999999997,"totalShipmentCostFormula":"(( tariffAndDS (65.48) + overlengthSurcharge (0) + overweightSurcharge (0) ) * ( 1 + fuelSurcharge (0.3250)) * ( 1 + gst (0.1600))) + DdpService (0) + isRemotePrice (0) = 100.64276","warnings":["FedEx Not Available (Width exceeds 150 cm)"]},{"career":"fedex_flyer","error":["Package doesn't come under dimension","Weight is higher then 2.5 kg"]},{"career":"ups_5kg_selected_countries","error":["Weight is higher then 5 kg"],"warnings":[]},{"career":"ups_usa","boxWeights":[{"size":{"length":4.25,"width":66,"height":6.51},"denseWeight":1,"volumetricWeight":6,"higherWeight":6,"quantity":1}],"totalHigherWeight":6,"DS":0,"rate":"60.07","tariffAndDS":60.07,"fuelSurcharge":"0.3250","gst":"0.1500","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":12,"isRemotePrice":0,"totalShipmentCost":112.11666249999998,"totalShipmentCostFormula":"(((tariffAndDS (60.07) + overlengthSurcharge (12) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.3250)) + 2) * (1 + gst (0.1500))) + DdpService (0) + isRemotePrice (0) = 112.1166625","warnings":["Extra Charges: Too High - Minimum Weight should be 40 KG"]},{"career":"dhl_usa","boxWeights":[{"size":{"length":4.25,"width":66,"height":6.51},"denseWeight":1,"volumetricWeight":6,"higherWeight":6,"quantity":1}],"totalHigherWeight":6,"DS":9.600000000000001,"rate":"108.24","tariffAndDS":117.84,"fuelSurcharge":"0.0000","gst":"0.0000","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":22,"isRemotePrice":0,"totalShipmentCost":139.84,"totalShipmentCostFormula":"(((tariffAndDS (117.84) + overlengthSurcharge (22) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.0000))) * (1 + gst (0.0000))) + DdpService (0) + isRemotePrice (0) = 139.84","warnings":["DHL USA Not Available (Width exceeds 97 cm)"]},{"career":"ups_zones_selected_countries","boxWeights":[{"size":{"length":4.25,"width":66,"height":6.51},"denseWeight":1,"volumetricWeight":6,"higherWeight":6,"quantity":1}],"totalHigherWeight":6,"DS":0,"rate":"93.29","tariffAndDS":93.29,"fuelSurcharge":"0.3250","gst":"0.1500","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":12,"isRemotePrice":0,"totalShipmentCost":162.7356375,"totalShipmentCostFormula":"(((tariffAndDS (93.29) + overlengthSurcharge (12) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.3250)) + 2) * (1 + gst (0.1500))) + DdpService (0) + isRemotePrice (0) = 162.7356375","warnings":["Extra Charges: Too High - Minimum Weight should be 40 KG"]},{"career":"ups_zones","boxWeights":[{"size":{"length":4.25,"width":66,"height":6.51},"denseWeight":1,"volumetricWeight":6,"higherWeight":6,"quantity":1}],"totalHigherWeight":6,"DS":0,"rate":"119.16","tariffAndDS":119.16,"fuelSurcharge":"0.3250","gst":"0.1500","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":12,"isRemotePrice":0,"totalShipmentCost":202.15504999999996,"totalShipmentCostFormula":"(((tariffAndDS (119.16) + overlengthSurcharge (12) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.3250)) + constant (2)) * (1 + gst (0.1500))) + DdpService (0) + isRemotePrice (0) = 202.15505","warnings":["Extra Charges: Too High - Minimum Weight should be 40 KG"]},{"career":"sea_mode_oa","error":["Weight is higher then 5 kg"]},{"career":"sea_mode_ob","boxWeights":[{"size":{"length":4.25,"width":66,"height":6.51},"denseWeight":1,"volumetricWeight":6,"higherWeight":6,"quantity":1}],"totalHigherWeight":6,"DS":0,"rate":510,"tariffAndDS":510,"fuelSurcharge":"0.0000","gst":"0.0000","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":510,"totalShipmentCostFormula":"((tariffAndDS (510) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.0000)) * (1 + gst (0.0000))) + DdpService (0) + isRemotePrice (0) = 510"}]}},"timestamp":"2026-01-26 04:29:23"} 
[2026-01-26 04:29:23] local.INFO: Product cost factor determined {"data":{"sign_type":"Flat Cut Aluminum Letters","productCostFactor":1.25},"timestamp":"2026-01-26 04:29:23"} 
[2026-01-26 04:29:23] local.INFO: Final API Response {"data":{"sign_width":"64","sign_height":"4.51","sign_depth":"0.25","sign_type":"Flat Cut Aluminum Letters","sideViewImage":"https://api.signize.ai/mockups/raceway/flat-cut-aluminum-with-raceway.png","mounting_type":"Standard Raceway","combined_production_cost_usd":80.0,"total_production_cost":100.0,"totalDenseWeight":0,"totalVolumetricWeight":6,"bin_packing_result":[],"shipping_rates":{"data":[{"career":"dhl_small","boxWeights":[{"size":{"length":4.25,"width":66,"height":6.51},"denseWeight":1,"volumetricWeight":6,"higherWeight":6,"quantity":1}],"totalHigherWeight":6,"DS":9.600000000000001,"rate":"64.81","tariffAndDS":74.41,"fuelSurcharge":"0.2975","gst":"0.1600","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":22,"isRemotePrice":0,"totalShipmentCost":145.10669099999996,"totalShipmentCostFormula":"((tariffAndDS (74.41) + overlengthSurcharge (22) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.2975)) * (1 + gst (0.1600))) + DdpService (0) + isRemotePrice (0) = 145.11","warnings":["DHL Not Available (Width exceeds 148 cm)"]},{"career":"dhl_heavy","boxWeights":[{"size":{"length":4.25,"width":66,"height":6.51},"denseWeight":1,"volumetricWeight":6,"higherWeight":6,"quantity":1}],"totalHigherWeight":6,"DS":9.600000000000001,"rate":"63.7","tariffAndDS":73.30000000000001,"fuelSurcharge":"0.2975","gst":"0.1600","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":22,"isRemotePrice":0,"totalShipmentCost":143.43603,"totalShipmentCostFormula":"((tariffAndDS (73.3) + overlengthSurcharge (22) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.2975)) * (1 + gst (0.1600))) + DdpService (0) + isRemotePrice (0) = 143.44","warnings":["DHL Not Available (Width exceeds 148 cm)"]},{"career":"fedex","boxWeights":[{"size":{"length":4.25,"width":66,"height":6.51},"denseWeight":1,"volumetricWeight":6,"higherWeight":6,"quantity":1}],"totalHigherWeight":6,"DS":6,"rate":"59.48","tariffAndDS":65.47999999999999,"fuelSurcharge":"0.3250","gst":"0.1600","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":100.64275999999997,"totalShipmentCostFormula":"(( tariffAndDS (65.48) + overlengthSurcharge (0) + overweightSurcharge (0) ) * ( 1 + fuelSurcharge (0.3250)) * ( 1 + gst (0.1600))) + DdpService (0) + isRemotePrice (0) = 100.64276","warnings":["FedEx Not Available (Width exceeds 150 cm)"]},{"career":"fedex_flyer","error":["Package doesn't come under dimension","Weight is higher then 2.5 kg"]},{"career":"ups_5kg_selected_countries","error":["Weight is higher then 5 kg"],"warnings":[]},{"career":"ups_usa","boxWeights":[{"size":{"length":4.25,"width":66,"height":6.51},"denseWeight":1,"volumetricWeight":6,"higherWeight":6,"quantity":1}],"totalHigherWeight":6,"DS":0,"rate":"60.07","tariffAndDS":60.07,"fuelSurcharge":"0.3250","gst":"0.1500","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":12,"isRemotePrice":0,"totalShipmentCost":112.11666249999998,"totalShipmentCostFormula":"(((tariffAndDS (60.07) + overlengthSurcharge (12) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.3250)) + 2) * (1 + gst (0.1500))) + DdpService (0) + isRemotePrice (0) = 112.1166625","warnings":["Extra Charges: Too High - Minimum Weight should be 40 KG"]},{"career":"dhl_usa","boxWeights":[{"size":{"length":4.25,"width":66,"height":6.51},"denseWeight":1,"volumetricWeight":6,"higherWeight":6,"quantity":1}],"totalHigherWeight":6,"DS":9.600000000000001,"rate":"108.24","tariffAndDS":117.84,"fuelSurcharge":"0.0000","gst":"0.0000","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":22,"isRemotePrice":0,"totalShipmentCost":139.84,"totalShipmentCostFormula":"(((tariffAndDS (117.84) + overlengthSurcharge (22) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.0000))) * (1 + gst (0.0000))) + DdpService (0) + isRemotePrice (0) = 139.84","warnings":["DHL USA Not Available (Width exceeds 97 cm)"]},{"career":"ups_zones_selected_countries","boxWeights":[{"size":{"length":4.25,"width":66,"height":6.51},"denseWeight":1,"volumetricWeight":6,"higherWeight":6,"quantity":1}],"totalHigherWeight":6,"DS":0,"rate":"93.29","tariffAndDS":93.29,"fuelSurcharge":"0.3250","gst":"0.1500","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":12,"isRemotePrice":0,"totalShipmentCost":162.7356375,"totalShipmentCostFormula":"(((tariffAndDS (93.29) + overlengthSurcharge (12) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.3250)) + 2) * (1 + gst (0.1500))) + DdpService (0) + isRemotePrice (0) = 162.7356375","warnings":["Extra Charges: Too High - Minimum Weight should be 40 KG"]},{"career":"ups_zones","boxWeights":[{"size":{"length":4.25,"width":66,"height":6.51},"denseWeight":1,"volumetricWeight":6,"higherWeight":6,"quantity":1}],"totalHigherWeight":6,"DS":0,"rate":"119.16","tariffAndDS":119.16,"fuelSurcharge":"0.3250","gst":"0.1500","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":12,"isRemotePrice":0,"totalShipmentCost":202.15504999999996,"totalShipmentCostFormula":"(((tariffAndDS (119.16) + overlengthSurcharge (12) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.3250)) + constant (2)) * (1 + gst (0.1500))) + DdpService (0) + isRemotePrice (0) = 202.15505","warnings":["Extra Charges: Too High - Minimum Weight should be 40 KG"]},{"career":"sea_mode_oa","error":["Weight is higher then 5 kg"]},{"career":"sea_mode_ob","boxWeights":[{"size":{"length":4.25,"width":66,"height":6.51},"denseWeight":1,"volumetricWeight":6,"higherWeight":6,"quantity":1}],"totalHigherWeight":6,"DS":0,"rate":510,"tariffAndDS":510,"fuelSurcharge":"0.0000","gst":"0.0000","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":510,"totalShipmentCostFormula":"((tariffAndDS (510) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.0000)) * (1 + gst (0.0000))) + DdpService (0) + isRemotePrice (0) = 510"}]},"cheapest_shipping_cost_usd":110.0,"totalCost":210.0,"productionResults":[{"variable_id":64,"dense_weight_expression":0,"result":0.197,"sign_material":"Sign Depth/Thickness","description":null,"sequence_no":1},{"material_id":253,"dense_weight_expression":0,"result":"0","sign_material":"Aluminium Sheet 2.7mm 4 ft x 8 ft Pakistan","description":null,"sequence_no":2},{"material_id":254,"dense_weight_expression":0.693,"result":"9.2628","sign_material":"Aluminium Sheet 5mm Pakistan","description":"Aluminium sheet ³⁄₁₆\" (5mm) – Suitable for both indoor and outdoor flat-cut letters, strong and stable for medium to large signage.","sequence_no":3},{"material_id":255,"dense_weight_expression":0,"result":"0","sign_material":"Aluminium Sheet 12mm 6061 Grade 4 ft x 8 ft Pakistan","description":null,"sequence_no":4},{"material_id":267,"dense_weight_expression":0,"result":0,"sign_material":"Aluminium Sheet 2.5 mm 1100 Grade 4 ft x 8 ft Pakistan","description":null,"sequence_no":5},{"material_id":256,"dense_weight_expression":0.00018225358800000004,"result":0.18225358800000005,"sign_material":"Epoxy Primer Pakistan","description":null,"sequence_no":6},{"material_id":257,"dense_weight_expression":1.4475175000000003e-5,"result":0.014475175000000003,"sign_material":"Master Thinner Pakistan","description":null,"sequence_no":7},{"material_id":258,"dense_weight_expression":0.00013807090000000002,"result":0.13807090000000002,"sign_material":"Epoxy Hardner Master Pakistan","description":null,"sequence_no":8},{"material_id":259,"dense_weight_expression":0,"result":"0","sign_material":"Paint (P425-950) Jet Black 1L Nexa Pakistan","description":null,"sequence_no":9},{"material_id":260,"dense_weight_expression":0,"result":"0","sign_material":"Matting Agent (P565-554) 1L Nexa Pakistan","description":null,"sequence_no":10},{"material_id":261,"dense_weight_expression":0,"result":"0","sign_material":"Hardner (922) 1L Nexa Pakistan","description":null,"sequence_no":11},{"material_id":262,"dense_weight_expression":0,"result":"0","sign_material":"Thinner (P850-1491) Fast 5L Nexa Pakistan","description":null,"sequence_no":12},{"material_id":263,"dense_weight_expression":0.0002837692,"result":"0.2837692","sign_material":"Paint (P425-950) Jet Black 1L Nexa Pakistan","description":null,"sequence_no":13},{"material_id":264,"dense_weight_expression":0.0001377222,"result":"0.1377222","sign_material":"2k Adjuster (P190-376) Binder 2.5L Nexa Pakistan","description":"High Quality Gloss / Satin Paint – PU or solvent-based, gloss (70+ GU) or satin (30–50 GU) sheen.","sequence_no":14},{"material_id":265,"dense_weight_expression":0.000184404,"result":"0.184404","sign_material":"Hardner (922) 1L Nexa Pakistan","description":null,"sequence_no":15},{"material_id":266,"dense_weight_expression":1.47136e-5,"result":"0.0147136","sign_material":"Thinner (P850-1491) Fast 5L Nexa Pakistan","description":null,"sequence_no":16},{"variable_id":65,"dense_weight_expression":0,"result":0.19108173260000005,"sign_material":"Paint Miscellaneous cost","description":null,"sequence_no":17},{"variable_id":66,"dense_weight_expression":0,"result":0.6975,"sign_material":"Packaging/Box Making","description":"Custom Packaging with 3–5 ply corrugated boxes with inner foam/styro and stretch wrap.","sequence_no":18},{"material_id":490,"dense_weight_expression":0,"result":0,"sign_material":"Corrugated Sheet 5ply","description":null,"sequence_no":19},{"material_id":491,"dense_weight_expression":0,"result":0,"sign_material":"Corrugated Sheet 7Ply","description":null,"sequence_no":20},{"material_id":492,"dense_weight_expression":0,"result":0,"sign_material":"Corrugated Sheet 9 Ply","description":null,"sequence_no":21},{"material_id":493,"dense_weight_expression":0.3906,"result":0,"sign_material":"Plywood Sheet 5mm 3 Core 4*8","description":null,"sequence_no":22},{"material_id":494,"dense_weight_expression":0,"result":0,"sign_material":"Plywood Sheet 7mm 4 Core","description":null,"sequence_no":23},{"material_id":495,"dense_weight_expression":0,"result":0,"sign_material":"Plywood Sheet 8*4 Mersawa 6 core 9MM","description":null,"sequence_no":24},{"material_id":496,"dense_weight_expression":0.053575837561072,"result":0,"sign_material":"Wood Lar 9''x132''","description":null,"sequence_no":25},{"variable_id":67,"dense_weight_expression":0,"result":0,"sign_material":"Miscalleneous (10%)","description":null,"sequence_no":26},{"variable_id":68,"dense_weight_expression":0,"result":0,"sign_material":"Where Wastage magnification factor for Sheets consumption is taken as","description":null,"sequence_no":27},{"variable_id":69,"dense_weight_expression":0,"result":"0","sign_material":"Flush/Stud Mount","description":null,"sequence_no":28},{"variable_id":70,"dense_weight_expression":5.032,"result":"61.26816","sign_material":"Standard Raceway (6x2)","description":"Sign to be mounted onto 6\"x2\" Serviceable Raceway","sequence_no":29},{"variable_id":71,"dense_weight_expression":0,"result":"0","sign_material":"Flat Backer (2mm)","description":null,"sequence_no":30},{"variable_id":72,"dense_weight_expression":0,"result":"0","sign_material":"Backerboard Cabinet (2\")","description":null,"sequence_no":31},{"variable_id":73,"dense_weight_expression":6.170131246224072,"result":79.82914543516,"sign_material":"Total Cost","description":null,"sequence_no":32}],"productionError":[],"request":{"sign_width_or_height":"64","sign_depth_or_thickness":"0.25","sign_type":"Flat Cut Aluminum Letters","mounting_type":"Standard Raceway","profit_factor":1,"no_of_lines":"1","raceway_depth":"2","raceway_height":"6","width_of_line_1":"64","width_of_line_2":"0","width_of_line_3":"0","width_of_line_4":"0","height_of_line_1":"4.51","height_of_line_2":"0","height_of_line_3":"0","height_of_line_4":"0","backer_offset":"2","backboard_cabinet_depth":"2","no_of_letters":"31","perimeter_of_sign":"24.57","nested_area":"0.93","occupied_area":"0.55","avg_char_height":"Less than 24 inches","width_of_sign":"64","width_of_smaller_line":"20","other_dimension_of_sign":"4.51","material":null,"application":null,"ul_mandatory":null,"paint_finish":"Gloss/Satin","neon_color":null,"uv_printing_needed":null},"TATDays":14,"testDenseWeight":6.170131246224072},"timestamp":"2026-01-26 04:29:23"} 
[2026-01-26 04:29:23] local.INFO: API Epic Craftings Calculation Ended ======================================================================================================== {"data":null,"timestamp":"2026-01-26 04:29:23"} 
[2026-01-26 04:29:24] local.INFO: API B2 Sign Calculation Started ======================================================================================================== {"data":null,"timestamp":"2026-01-26 04:29:24"} 
[2026-01-26 04:29:24] local.INFO: Incoming Request {"data":{"sign_type_name":"Flat Cut Aluminum Letters","sign_depth":0.25,"mounting_type":"Standard Raceway","sign_height":4.51,"sign_width":"64","dimensions":[{"id":"5bc50808-b68b-4a17-a8eb-6208088dd888","height":0.64,"width":0.6},{"id":"91b418fd-702c-4fea-bc7b-77be263bde4c","height":0.64,"width":0.6},{"id":"85768933-ac01-4ef3-992d-c70a771b92da","height":2.18,"width":1.84},{"id":"ebd42ca7-44ce-49f3-8733-75b80e609d21","height":2.14,"width":0.45},{"id":"28ecf979-659c-4b88-a9c7-cc05097c8c5f","height":2.14,"width":0.49},{"id":"8edfb6e6-05ca-4f6a-98e0-2f449332fd9d","height":2.18,"width":1.88},{"id":"0e22323b-2a6f-4749-a8a4-9f21ed9dfb74","height":2.22,"width":2.11},{"id":"aa030c90-771c-4a7f-a571-79c247ccd75d","height":2.22,"width":2.11},{"id":"05c796cb-525b-4769-854a-52268089c0ba","height":2.18,"width":1.84},{"id":"085586f2-1305-4869-aef5-e3177a83bcc1","height":2.22,"width":1.88},{"id":"563fc875-0565-4540-aa5f-6ee9daa5f319","height":2.18,"width":1.24},{"id":"406205e0-278a-4b48-92c5-f1e48b612c96","height":2.22,"width":1.84},{"id":"534a2d52-97fc-474b-af3d-8f1b0d14ef7f","height":2.22,"width":1.69},{"id":"e5083d5e-2b19-4ba1-9837-1adad64a98d9","height":2.22,"width":1.66},{"id":"3fd09e5b-819f-4708-b4f2-d86d825447bd","height":2.22,"width":2.11},{"id":"4e5b92d1-b913-450c-a488-4def840f5d13","height":2.18,"width":1.88},{"id":"961c80e0-feb8-4a84-b0f3-108f96f47ae6","height":3.16,"width":2.22},{"id":"cf27fb6a-a542-416d-8ec8-aa378c5c53eb","height":3.16,"width":2.22},{"id":"82617b88-bd27-4796-b7f3-adfbfbd17f9e","height":2.22,"width":1.84},{"id":"51122c5d-ebc0-466b-99f7-bcf1ad2f7d31","height":3.2,"width":2.22},{"id":"87507dc2-d3fe-4485-9e9f-d2e17b5a3aa6","height":2.18,"width":1.88},{"id":"f1fa80ad-b2d4-48e6-87d2-34e9823d188d","height":2.18,"width":3.16},{"id":"457106c6-5e57-48f0-ad71-e37f91c87b7b","height":2.75,"width":1.5},{"id":"ffd093a3-69ea-408d-83d5-510aab3897b9","height":0.6,"width":0.6},{"id":"c94998f1-58a1-49f5-9801-1345f7fc391f","height":3.16,"width":2.45},{"id":"591e6772-1c69-4a63-9b1f-f9955160abe9","height":0.6,"width":0.6},{"id":"8c384d38-bfd3-4561-9021-590ef56eccf2","height":3.16,"width":2.07},{"id":"5d2fa8f6-7d88-4649-92cf-b5901f5871de","height":3.31,"width":2.86},{"id":"419d27dd-a47a-4506-ab8e-ae882bdfb0f7","height":3.42,"width":2.26},{"id":"179fd322-ab0a-4bb0-99e9-3eb2027ac451","height":3.42,"width":2.26},{"id":"905919bc-41c4-4256-95fc-0049eed219b4","height":3.39,"width":0.49}]},"timestamp":"2026-01-26 04:29:24"} 
[2026-01-26 04:29:24] local.INFO: Validating Request Payload {"data":[],"timestamp":"2026-01-26 04:29:24"} 
[2026-01-26 04:29:24] local.INFO: Request Validation Successful {"data":{"validated_data":{"sign_type_name":"Flat Cut Aluminum Letters","sign_depth":0.25,"mounting_type":"Standard Raceway","sign_height":4.51,"sign_width":"64","dimensions":[{"id":"5bc50808-b68b-4a17-a8eb-6208088dd888","height":0.64,"width":0.6},{"id":"91b418fd-702c-4fea-bc7b-77be263bde4c","height":0.64,"width":0.6},{"id":"85768933-ac01-4ef3-992d-c70a771b92da","height":2.18,"width":1.84},{"id":"ebd42ca7-44ce-49f3-8733-75b80e609d21","height":2.14,"width":0.45},{"id":"28ecf979-659c-4b88-a9c7-cc05097c8c5f","height":2.14,"width":0.49},{"id":"8edfb6e6-05ca-4f6a-98e0-2f449332fd9d","height":2.18,"width":1.88},{"id":"0e22323b-2a6f-4749-a8a4-9f21ed9dfb74","height":2.22,"width":2.11},{"id":"aa030c90-771c-4a7f-a571-79c247ccd75d","height":2.22,"width":2.11},{"id":"05c796cb-525b-4769-854a-52268089c0ba","height":2.18,"width":1.84},{"id":"085586f2-1305-4869-aef5-e3177a83bcc1","height":2.22,"width":1.88},{"id":"563fc875-0565-4540-aa5f-6ee9daa5f319","height":2.18,"width":1.24},{"id":"406205e0-278a-4b48-92c5-f1e48b612c96","height":2.22,"width":1.84},{"id":"534a2d52-97fc-474b-af3d-8f1b0d14ef7f","height":2.22,"width":1.69},{"id":"e5083d5e-2b19-4ba1-9837-1adad64a98d9","height":2.22,"width":1.66},{"id":"3fd09e5b-819f-4708-b4f2-d86d825447bd","height":2.22,"width":2.11},{"id":"4e5b92d1-b913-450c-a488-4def840f5d13","height":2.18,"width":1.88},{"id":"961c80e0-feb8-4a84-b0f3-108f96f47ae6","height":3.16,"width":2.22},{"id":"cf27fb6a-a542-416d-8ec8-aa378c5c53eb","height":3.16,"width":2.22},{"id":"82617b88-bd27-4796-b7f3-adfbfbd17f9e","height":2.22,"width":1.84},{"id":"51122c5d-ebc0-466b-99f7-bcf1ad2f7d31","height":3.2,"width":2.22},{"id":"87507dc2-d3fe-4485-9e9f-d2e17b5a3aa6","height":2.18,"width":1.88},{"id":"f1fa80ad-b2d4-48e6-87d2-34e9823d188d","height":2.18,"width":3.16},{"id":"457106c6-5e57-48f0-ad71-e37f91c87b7b","height":2.75,"width":1.5},{"id":"ffd093a3-69ea-408d-83d5-510aab3897b9","height":0.6,"width":0.6},{"id":"c94998f1-58a1-49f5-9801-1345f7fc391f","height":3.16,"width":2.45},{"id":"591e6772-1c69-4a63-9b1f-f9955160abe9","height":0.6,"width":0.6},{"id":"8c384d38-bfd3-4561-9021-590ef56eccf2","height":3.16,"width":2.07},{"id":"5d2fa8f6-7d88-4649-92cf-b5901f5871de","height":3.31,"width":2.86},{"id":"419d27dd-a47a-4506-ab8e-ae882bdfb0f7","height":3.42,"width":2.26},{"id":"179fd322-ab0a-4bb0-99e9-3eb2027ac451","height":3.42,"width":2.26},{"id":"905919bc-41c4-4256-95fc-0049eed219b4","height":3.39,"width":0.49}]}},"timestamp":"2026-01-26 04:29:24"} 
[2026-01-26 04:29:24] local.INFO: Fetching Sign Type {"data":{"sign_type_name":"Flat Cut Aluminum Letters"},"timestamp":"2026-01-26 04:29:24"} 
[2026-01-26 04:29:24] local.INFO: Sign Type Query Result {"data":{"found":true,"sign_type_id":11},"timestamp":"2026-01-26 04:29:24"} 
[2026-01-26 04:29:24] local.ERROR: Mounting Type Not Found {"data":{"mounting_type":"Standard Raceway"},"timestamp":"2026-01-26 04:29:24"} 
[2026-01-26 04:29:25] local.INFO: USA Workshop Calculation API Started {"data":{"request":{"sign_type":"Flat Cut Aluminum Letters","sign_depth":0.25,"mounting_type":"Standard Raceway","sign_height":4.51,"sign_width":"64","shipping_weight":6,"shape":"rectangular","dimensions":[{"id":"5bc50808-b68b-4a17-a8eb-6208088dd888","height":0.64,"width":0.6},{"id":"91b418fd-702c-4fea-bc7b-77be263bde4c","height":0.64,"width":0.6},{"id":"85768933-ac01-4ef3-992d-c70a771b92da","height":2.18,"width":1.84},{"id":"ebd42ca7-44ce-49f3-8733-75b80e609d21","height":2.14,"width":0.45},{"id":"28ecf979-659c-4b88-a9c7-cc05097c8c5f","height":2.14,"width":0.49},{"id":"8edfb6e6-05ca-4f6a-98e0-2f449332fd9d","height":2.18,"width":1.88},{"id":"0e22323b-2a6f-4749-a8a4-9f21ed9dfb74","height":2.22,"width":2.11},{"id":"aa030c90-771c-4a7f-a571-79c247ccd75d","height":2.22,"width":2.11},{"id":"05c796cb-525b-4769-854a-52268089c0ba","height":2.18,"width":1.84},{"id":"085586f2-1305-4869-aef5-e3177a83bcc1","height":2.22,"width":1.88},{"id":"563fc875-0565-4540-aa5f-6ee9daa5f319","height":2.18,"width":1.24},{"id":"406205e0-278a-4b48-92c5-f1e48b612c96","height":2.22,"width":1.84},{"id":"534a2d52-97fc-474b-af3d-8f1b0d14ef7f","height":2.22,"width":1.69},{"id":"e5083d5e-2b19-4ba1-9837-1adad64a98d9","height":2.22,"width":1.66},{"id":"3fd09e5b-819f-4708-b4f2-d86d825447bd","height":2.22,"width":2.11},{"id":"4e5b92d1-b913-450c-a488-4def840f5d13","height":2.18,"width":1.88},{"id":"961c80e0-feb8-4a84-b0f3-108f96f47ae6","height":3.16,"width":2.22},{"id":"cf27fb6a-a542-416d-8ec8-aa378c5c53eb","height":3.16,"width":2.22},{"id":"82617b88-bd27-4796-b7f3-adfbfbd17f9e","height":2.22,"width":1.84},{"id":"51122c5d-ebc0-466b-99f7-bcf1ad2f7d31","height":3.2,"width":2.22},{"id":"87507dc2-d3fe-4485-9e9f-d2e17b5a3aa6","height":2.18,"width":1.88},{"id":"f1fa80ad-b2d4-48e6-87d2-34e9823d188d","height":2.18,"width":3.16},{"id":"457106c6-5e57-48f0-ad71-e37f91c87b7b","height":2.75,"width":1.5},{"id":"ffd093a3-69ea-408d-83d5-510aab3897b9","height":0.6,"width":0.6},{"id":"c94998f1-58a1-49f5-9801-1345f7fc391f","height":3.16,"width":2.45},{"id":"591e6772-1c69-4a63-9b1f-f9955160abe9","height":0.6,"width":0.6},{"id":"8c384d38-bfd3-4561-9021-590ef56eccf2","height":3.16,"width":2.07},{"id":"5d2fa8f6-7d88-4649-92cf-b5901f5871de","height":3.31,"width":2.86},{"id":"419d27dd-a47a-4506-ab8e-ae882bdfb0f7","height":3.42,"width":2.26},{"id":"179fd322-ab0a-4bb0-99e9-3eb2027ac451","height":3.42,"width":2.26},{"id":"905919bc-41c4-4256-95fc-0049eed219b4","height":3.39,"width":0.49}]}},"timestamp":"2026-01-26 04:29:25"} 
[2026-01-26 04:29:25] local.INFO: Validation Passed {"data":[],"timestamp":"2026-01-26 04:29:25"} 
[2026-01-26 04:29:25] local.INFO: Input Parameters {"data":{"dimensions_count":31,"shape":"rectangular"},"timestamp":"2026-01-26 04:29:25"} 
[2026-01-26 04:29:25] local.INFO: Resolved Default Data {"data":{"sign_type_map":{"sign_type_halo_lit_letters":"Halo Lit Channel Letters","sign_type_face_lit_letters":"Premium Face-Lit Letters (Metallic Trim)","sign_type_face_and_halo_lit_letters":"Face & Halo Lit Channel Letters","sign_type_single_sided_lightbox":"Fabricated Lightbox - Single Sided","sign_type_double_sided_lightbox":"Fabricated Blade Sign -  Illuminated/Double Sided","sign_type_flat_cut_acrylic_letters":"Flat Cut Acrylic Letters","sign_type_flat_cut_aluminum_letters":"Flat Cut Aluminum Letters","sign_type_single_sided_push_through":"Fabricated Push Through - Single Sided","sign_type_fabricated_letters_non_lit":"Fabricated Channel Letters - Non Illuminated","sign_type_2d_blade_sign":"Flat Blade Sign","sign_type_3d_blade_sign":"Fabricated Blade Sign - Non Illuminated / Double Sided","sign_type_neon_sign":"Neon Sign","sign_type_marquee_channel_letters":"Marquee Channel Letters","sign_type_open_face_neon_channel_letters":"Open Face Neon Channel Letters","sign_type_mirror_infinity_channel_letters":"Mirror Infinity Channel Letters","sign_type_metal_on_acrylic":"Flat Cut Acrylic with Metal Pasting","sign_type_neon_acrylic_sign":"Neon Acrylic Sign","sign_type_double_sided_push_through_cabinet":"Double Sided Push Through Cabinet","sign_type_standard_face_lit_plastic_trim_letters":"Standard Face Lit Letters (Plastic Trim)","mounting_type_flush_stud_mounted":"Flush/Stud mounted","mounting_type_standard_raceway_6x2":"Standard Raceway","mounting_type_flat_backer_2_5_mm":"Flat Backer","mounting_type_backerboard_cabinet_2_inch":"Backerboard Cabinet","avg_char_height_less_than_24_inches":"Less than 24 inches","avg_char_height_greater_than_24_inches":"Greater than 24 inches","raceway_height_6":"6","raceway_height_8":"8","raceway_height_10":"10","raceway_height_12":"12","raceway_depth_2":"2","raceway_depth_3":"3","raceway_depth_4":"4","raceway_depth_5":"5","raceway_depth_6":"6","raceway_depth_7":"7","raceway_depth_8":"8","backboard_cabinet_depth_2":"2","backboard_cabinet_depth_3":"3","backboard_cabinet_depth_4":"4","backboard_cabinet_depth_5":"5","backboard_cabinet_depth_6":"6","backboard_cabinet_depth_7":"7","backboard_cabinet_depth_8":"8","material_aluminium":"Aluminium","material_stainless_steel":"Stainless Steel","application_exterior":"Exterior","application_interior":"Interior","ul_mandatory_yes":"Yes","ul_mandatory_no":"No","paint_finish_gloss_satin":"Gloss/Satin","paint_finish_matte":"Matte","neon_color_simple":"Simple","neon_color_rgb":"RGB","uv_printing_needed_yes":"Yes","uv_printing_needed_no":"No","trim_type_trimless":"Trimless","trim_type_with_trim":"With Trim","fabricated_finish_original_colors_matt":"Original Colors Matt","fabricated_finish_original_colors_gloss":"Original Colors Gloss","fabricated_finish_silver_mirror":"Silver Mirror","fabricated_finish_silver_brushed":"Silver Brushed","fabricated_finish_golden_mirror":"Golden Mirror","fabricated_finish_golden_brushed":"Golden Brushed","fabricated_finish_bronze_mirror":"Bronze Mirror","fabricated_finish_bronze_brushed":"Bronze Brushed","fabricated_finish_bronze_antique":"Bronze Antique","lightbox_type_light_box":"Lightbox","lightbox_type_cut_to_shape":"Cut to shape Lightbox","return_color_black":"Black","return_color_white":"White","return_color_blue":"Blue","return_color_brown":"Brown","return_color_yellow":"Yellow","return_color_teal":"Teal","return_color_orange":"Orange","return_color_golden_brushed":"Gold Brushed","return_color_match_logo":"Match Logo (Default)","shape_rectangular":"Rectangular","shape_cut_to_shape":"Cut to shape","shape_round":"Round"}},"timestamp":"2026-01-26 04:29:25"} 
[2026-01-26 04:29:25] local.INFO: Sign Type Lookup {"data":{"sign_type":"Flat Cut Aluminum Letters","found":true,"sign_type_id":11},"timestamp":"2026-01-26 04:29:25"} 
[2026-01-26 04:29:25] local.ERROR: Mounting Type Not Found {"data":{"mounting_type":"Standard Raceway"},"timestamp":"2026-01-26 04:29:25"} 
[2026-01-26 04:34:07] local.INFO: Image-to-Text API Request Received {"data":{"request_data":{"sign_width_or_height":"120","user_input_dimension":"width","sign_image":{"Illuminate\\Http\\UploadedFile":"C:\\xampp\\tmp\\php7F8C.tmp"}},"file_present":true},"timestamp":"2026-01-26 04:34:07"} 
[2026-01-26 04:34:07] local.INFO: Validation Passed {"data":{"sign_width_or_height":"120","user_input_dimension":"width"},"timestamp":"2026-01-26 04:34:07"} 
[2026-01-26 04:34:07] local.INFO: Prepared Query Parameter for Image-to-Text API {"data":{"query_param":"banner_width_ft","query_value":9.999996},"timestamp":"2026-01-26 04:34:07"} 
[2026-01-26 04:34:07] local.INFO: Calling Image-to-Text API {"data":{"file_name":"image.jpg","query_param":"banner_width_ft","query_value":9.999996,"file_size":28727},"timestamp":"2026-01-26 04:34:07"} 
[2026-01-26 04:34:07] local.INFO: Trying Image-to-Text server {"data":{"url":"https://edgebased.codeblue.agency/docs/process-image?banner_width_ft=9.999996","file":"image.jpg"},"timestamp":"2026-01-26 04:34:07"} 
[2026-01-26 04:34:07] local.ERROR: Server FAILED {"data":{"url":"https://edgebased.codeblue.agency/docs/process-image?banner_width_ft=9.999996","error":"Server responded but data invalid"},"timestamp":"2026-01-26 04:34:07"} 
[2026-01-26 04:34:07] local.INFO: Trying Image-to-Text server {"data":{"url":"http://imagetotext.marke-ter.online:8002/process-image?banner_width_ft=9.999996","file":"image.jpg"},"timestamp":"2026-01-26 04:34:07"} 
[2026-01-26 04:34:09] local.INFO: Server succeeded {"data":{"url":"http://imagetotext.marke-ter.online:8002/process-image?banner_width_ft=9.999996"},"timestamp":"2026-01-26 04:34:09"} 
[2026-01-26 04:34:09] local.INFO: Image-to-Text API Response 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V778f/5v+a9+m899Jm4OLuM0iuDwWv3t4o1i/aRBrB8Zf1/S1s+rehJ/o/63y6rTWowRDMaiuJ7M4Y14reuSEUtxPVm8eslHL/ngfb7+zT585Su+/nu/57v/y5+4vHhhPnyhL17Kw4MRtzm4iVcebNZ0pOPYkcZ0pExHiqzUa+uNVMWZi3ota7OozhWLurk97K7r9aqnNy4Zl7mYifP+gayUhpSGlIaUhpSGlIaUhpSGlIaUhpSGlIaUhpSGlMuO5w+HdLw8xqsLry4spjGtt3pxuZ5mT22dWfeXdR124q27d5zXuj48OM/TJeNyuXi0ux5tvFFsvNF4I/XGlA1TNkzZMGXDlA1TNkzZMGXDlA1TNkzZMGXDlA1TNkzZMGXDlA1TNkzZMGXDlA1TNkwJLmc8uh51nXV/sLOerEvGpTFbc0bKIA5JXK/rUcpRUm80bGhWEaQc5ViOrs16OOp6rJSGlIaUhpSGlIaUhpQz48xhM9LxKI2p18ajJGZGp5raXWfX7tWjy9x6lPrYtOJHpv7Gih85wznUT4oft/42U47r4aHx4vbw6u07H336LXdf/qLf+D/9a7/8r/4lv/mPeOftuNxwHLYjMxaDLBYtE4JwlgfLjMUgOKyLRWnIYPx9SFs/r+pJ/I36zyuCIp5knR7UYsQYB8aj9aTYZfd0d4ykdPnoBVfMhY8+5I/+uB/9u6/45u/9vo/+7E/1O99x+eAjt9fTPDxoi9FELxederX3NkzHsWN2TCMd05H6WLM2q6mNN449TMdmyalZm6umZD08vHK5XNwct2ZGNvZ6Os+1u46b2CwGi8FisBgsBovBYrAYLAaLwWKwGCwGi8Fi3CzP7w+MV8d4deHVMTZMuVluH7hdbuK1dX9Z97MeLlHsy9M4TEmZGZeMmfHoPE8bGm9sKBpvTP3cOpbLjkcPx7oO98c6Zz0alfvTZTkal0Y62ni0jdxcbDi6pky90VCcw2Y9mnKUWW6WzXq4nB5mMVgMFoPFYDFYDBbjjR4YjNlBpF4bj2bGOu2erq6KTB3HITMeth5NR7rSMSWY+s/aeKPYWT+tY7k1zvN0PQ73dxcf3MTLt5559sVf8fav/7rf+b/+X/j1L/FrX4rnz5nDeRz2iOCyuJ60BHPRYYfiRBEEh3VY1JMD4+9D2vovRv1vl3VvVUWMcSCGenJiPOnSk2BP7q9843v86df6jT/4A9/4j/+z9/7kT736xl+5ef99bz1cPd91t3UTZkZzaDgz1qlOj9KhIx3EdPy4Dc1qarMeTbmch6NsitWszWqqYc8HR8YlF5Zey9aRi94c7u+4zmKwGCwGi8FisBgsBovBYrAYLAaLwWKwGCxGymVpODPOjDPRcCxHuX7wyt0xjmM064UH97l6uMQhnr2K525cjkMSvZ56rkczo61HjTc2FI03pn5uTTmWDeew4ZzFSrkst42ccXQcIg6beCgPqevzcaaOkjKeLBrOcM5qvJEymPXaamgWg8VgMVgMFoPFYDEuy1sPXM7B2KDR+NjZ1a622pNcUUnsEfdzOMN0HF3TMeVYH9t44xw2Y9F447IrfjrFXsar64PkcHNzY8sH13V/uXG+9dwXfvu3/Mp//bs+99/+a/7pb/Hu87g9XI/Dh9dX3rncGo/GqYh4MkgRP2axfmQw/j6krf9i1I8ERVAERVDOcLWKMW6Qon7kPBmvlS17ZZfvfp9vfqfv/5vf86f/9t/7w3//Ffff/57PXQ6fDs/Oq7vzlFcv3GxkKokap7qWtm4mxtLBWONRE290NGtDU6zNejS4nOPYIYsl68ftruM4xGGX68NqOY4bbi8+cno41pQNUzZM2TBlw5QNUzZM2TBlw5QNUzZM2TBlw5QNUzZM2dBUQxqP0jElHcdyzDiOQw4eXL3cB6886DFu53D74uqu42YOR8Z5vdqHq0c3x0VbjxpvbLxRT+Ln25QNReO1FRzLUZ7lVk/Oc23jOuN6HK45XI86556sKSlHvbFoOIczbNgUQU3j0dQbUzZM2TBlw5QNUzZM2TDlKM+uHFvEhhofy2prcDOH26PSlfN0fXjlfut8fus6pGPKlKm/MR5tKM7hDA01Yt2eTP1UrsP97Xh5fXC5rudz56bRs+TG9fbOtx9eefvXv+SX/vf/3K/+H/+F45//Ll/8xbi96BFXVYcajCK4YO/r5gj1I4NZJ4rDiL8faevnVv2k+FgRFEERFMEVrzy5w2VxehIEx9rzXh5eSocTf/ltL/6/X+nX/93/6Jv/7vec333P+fIjz4ZnKq8+dDmvnl0OR5eeHq26im2cjbHuynitY0ONc2hYNLGpR81iyfqhY0fK0XWUY0mJ1zru76/m5pa7W+dxeNhxjzORxFGmpDSkNKQ0pDSkNKQ0pDSkNKQ0pDSkNKQ0pDSkNKRcj7o/rhouy2XH5RxHmcajJvZgw4Orh33QrOM43FzGbbm+eqnX0+U4TNnr6Zjx7ObWw8ODH7fxRj2Jn2/N+nEpU44d6bjMRTOuuXgRPpx4ccT95eJivXO9ujtXyuBYH9twhh3OsFmbsVnNSLk9x7GR0pDSkNKQ0pDSkNKQck49HOuc9WjjtfFkHUvOdZyn2z3d4hlu1Vyvzq77Y5yhifWkoWGNhkXjYw3pSLlZpn4qD8PLZ5y7bh7W3XXc3q+bh7jMxdw+937rvZvx0WffcfuPfs3n/+U/82v/6p979ru/zWc/HcPL48ZVXcXhzoELLteahkURHDi4D8UFh78faevnVv2kUD9pMf5TJ+4xuENOrCezZOk9U67l+z/g9/+o3//v/0df/+//g/f+lz8x33nfW+Ludtwc7P0LDy9fGKebY8zBqt11tuoix2gOF3HcP4hVY0ONczhDw4ZmPVmy0nrU0JByWS7L7TWOjmPHGjvjpXq/vLyMffdtd5/9jLvPfsZbb73t1piSjmalo1npaFY6mpWOZqWjWeloVjqalY5mpaNZ6WhWOpqVjmalo1npuB6nl5e1Wbcnd+e4OTl2PGr46HrvYThz2qwb4ybcJJ7t6VOJ9775Dd/5zndc7x8cpdeTrctxaGvqYxtv1JP4+dasH0qZko7pIO7efsfNu5928wufc777jh/cHd6b+OhmXNRnXj14fr1KB+vYISsdj4pzaLgOZziHM0zHs4c4SjqalY5mpaNZ6WhWOpqVjmal4+E4vbhZ11mNj6Uc5bLrxXe+5/qD97387vf0/fc9e1jvJt65XNzO4Xq92tQZrsOZuA7nsGEzimBKylFSpqQjfjrX4UP35jg877i7cvOw5oFbFz0O1+PwXvj+DT94+1Z/+fN+8Z/+pt/+1/8Hb//uP+Mf/8N4dlEXL9Urcbhxi5syVywWwYELr0Jxg8Pfj7T1c6t+Uqgn60kRf7tB1o9ksThd3/++yxG+/Z4X//b3+tX/+//H9/+H/9ntt97z9qvTszLng4eHV859cBzc3F1k6mEftLUWsaiLJMzhaMzDg6A4hw3FOdTfyHqyUkalnLNeXdBxe3Jzxu05LjuOHWcOnr/tB1kf3l2cn/+st3/j13zuH/+Gz37519x99jM2cQ7paFY6mpWOZqWjWeloVjqalY5mpaNZ6WhWOpqVjmalo1npaFY6mpWO65xe3izW3cnNOW5P0lFcD/bZjQdXp9NNeMuF6/Ling8+5A//lD/4n/zZH/2RD9//wLHseer1lHI5Do+m3tj4L8xiPRqvdTB0XOcwb73l87/5j3zuv/ldfvPX+YXPeHEX711iZz1/qNu9YrCOHbGmIyWloeEM1+HhYDNS7q5xlHQ0Kx3NSkez0tGsdDQrHc1Kxzmn66xm/VDK0XW73JzrxTf+2od/9U3f+cM/8d5X/9z1r7/j9sW9Z9f1/Frvnuvouj+4P3h18HBwf3AdGlKOclluTy7L5fTauM7Y+KndX1+5zOFmDhcxSxJpnRkfPVydtxfn3a1XN4cPZ+Tt577wxS+6+40v+Y3/7v8mv/kbfOHzcTNe4CoOtw7cnTixnhy4cB+KCw5/P9LWz6X6SfFGsZ7Uj8ST8SReOz0JgnjtSk/OB97/kD/8o/75//Pf+Nr/+9949Ydf9dYHL3zmIZ6fdb566a1nF8cxXty/cvbqeHaRg1fXB4ZOaDAYbXUjW/8/7uD82fK7PBDz877f7znn3u5WaxebEAghFrFvBmyMWTy2J3bF45qZmqRS8x8mqSSVSc3YZkwMBrMJAUIgFiG000Jrt+5yzvfzvul7L4LRwOSHhioV8zxT+qUOKmh0+IVyKko00aQWzUiOJyqZR5grTZWiJm22nWaHmcZN1zt35xu95n3vdOsH3sM73sKtN7FekRPhqkQhUUgUEoVEIVFIFBKFRCFRSBQShUQhUUiymIZTAyMpVwWJCXNTO2rQwQ6HC8++yDMv8A//oO79pu99534HV16yWa2tcpLVTkS1E9lOVfjvSMlGlJdFpY5U0i4nz+523vLhD3jDn/8LPvZB3vR6zs2sMKVT7ZUalTQKHU4lEolMGgNdSBQShUQhUUgUEoUkihyEX2l0MTCKXfPI47bf+q7Hv32/53/8sMMnn7I8f9n6yktet6TNGJaJ3VS2E0uyJCOciTIX82BdzIO56GCbs5GuyVTsT5Mew3ZZLDXERM9pdNv1MK/3HI+FWLGatDBGm9d7tjdctPfhD7v9jz/qpj/8CLfdFFYc5qTN0myDGCg0EhNLUFgh/G5Ed/u91F4pnGoUGqOHE3NMTqSrup0IwYJm9NYuhs16FhYOjnjqkstfuref+uo3PPXP3xZPP+uisFctxzBZrEZLpaJ0MIKRpYOK1l4WohMpm+h0olHhV6KcKSemaTK2O6qtpkkKeogIOU2ujK2KNE0rMa0cLeVgtNrb09dfdPFNb3Tbu9/pNR//CO+8m5suskmmYJqo2ZlAI9AINAKNQCPQCDQCjUAj0Ag0Ao1AI9AINDUQSDqcCmTrDEcWk7C2cLSwbZ59ia99y6UvfMEP/u4/Orccm5pooslmaqeyncp2qsJ/R8qZks5EpY5U0pKT7d6eJ48P7N91pw/9679y3Z99htfdFPZS5woz0sCudk6sc2USLEUnlTQCkSQmv7DQjUAj0Ag0Ao1AI9AIsg0MtF+ZMCG6ePEKqw27as8+xze/7cdfu9fDD3zP7tHH3fLcFftHxyLTvJ6c2C1bEWG1muyOt3JiJU2NGgKTUMHOZKRrshpsBtGMLEuyncoytSUZ4ZemmkzNPNJUaS5eWq08NK/c8ccf996/+Kz4yHt5/S1hb7I1W4TGxmx21UAg6GBp5iD8bkR3+73UXimcGs60M4HqEt2iUW2KoBGIIIoejIUXLtt9+4F+7v7veeQLXzF++qR+6mkXRjs/z7KGMkxT6uXYiY7SQQUj6GgdfiFEpxNTpRNTpQqWpMOpaELJJrqc2FuvLctChXmeZabdbme326nB/vlzttGOhZeUy1OKm25wy91vdePb3uINH/sYr72V21/L+X3mVFMZJm2yMgknEoVEIVFIFBKFRCFRSBQShUQhUUgUEoVEIZ0qZwa6yTCiLckSZdJmba6Fo+LBn7ryT1/1yJfvc/jwQ3ZPP2pTxxLRTEUgm2jCmWynKvx3paNQoklEJRJpicluNbs8pcvn9mzecrs7P/UJd3zmj7jzjrBZ6V7ZrdZKGihnVlhhGhhoZwKJiREkQiFRSBQShUQhUUgUUmOgUCi/kkisFbvB5QPGQmvPPuPF737f0995wDP//FXjyZ85fOGyjXTdem1TbTre6t3WKtMkZLQyjG4dpYORhElFuhZTsRlkM4LtVHZz2WVbko5yYmrmkeYK65HmYh7peJo8M+/b3XKjW953j7f+iz/hEx/m1hvC3uSlZZjmPczSVdUMpghTIhB+Z6K7/V5qrxRODWca4UxUUS0z6aAxlaPYWSnTUlxZePgJ7vtOP/7lr7n03Qe99OST5qNj+9EurNdmbTk6otpqPdn1orOUMx10eKVO4cxU6cRUjGSbqYNQsslmKlKJZp7XttutsbRptWKeDOFEmOyOdmpO48I5y80Xzbe/1vXvutvrPvQ+63e+ldtfz2oi05AGFiWlNEmzV8uEKAw0FZipYCAQtlbL4PIBP3rEk5//sof+4UsOfvy4vaMD51dH5t45Ec3UZBNNOJPtlyqcamfC769GR6kgm2yymSpFJ0JPs94/5+fL1s/GzvVvuw4nCrwAACAASURBVNNH/uWf2//kH/Km2zl3IXarybJKJSzOBDbYNBaUM4FEMpJ27WZXLSgkAskI2pnA5KqlUFRTC1cO2s+e8uI37vXsgz/y6He/76XHLtm7fOTicbl+tP3RHB4Ji5jCmNuyYjuV3UQFqyVEp2uRTXTKLiOpKJVlRKtwKpVoslM2U4WpmDqV2a7XnhnD7saLXvMH73P3X36Wj3+Q224OWZb1vh3aSmJGjDZ1kAiE34nobr+X2iuFU41yZtSwykk0Go1GIXfGvDXZ8dQLfOtHffDFb3rm3vsd/uSnlhdfNE1BLGKdMkNtd+rg0F6n1d7GYW8tU/k1nV4WzkS7KmU7VcEuUwXZZWrmYipCiU5LDdXBPOvVytZkO0pNYVqtLQubixddvPN2t777bc6//x7e8Rbe+Fou7Dmond28xuzEhAkzwoTJqyXQx8wTkk4KjcDUC8vg2Rccf/t+D/79P/rZV+8zXXrWxeNhtdvKPCKGbALZRBPI9msqnGpnwu+vxsjysqmJZirmStmpR+vVyrLeeEl7cQrXv/l27/nUn/DZT/OOt3FuE61cyaHmlROBbi4iBoYzgUSypN/K3NhiIJBIJIIODrdsNk4ldseHoobVPKO5/GJ79AmXH/iRJ771gBe++yPbR56w99wVF46Hc5h7EVOpid2a7VSOY1FVNkvKTteqpQ6i6SgUUaJd1cKvZIcTUenEVDM7ar3nxeTyhT03vv9d7vnLP5V/9FFee1PI8lKmMa/N1masXbVFYkL4nYju9nupvVI41Si/0GWKpLEUu0EkHfQx6yMeediLX/1uv/DF+xx940H52CXntovVOrzYR17KYbtqMaV5aeulXT8mq9XKs44s6VS2U+GqTi8L/6XS4VRLu0yNuctUzFWmJjqdWJper9Tevl2m58fipWURm435wnXuetd73HD7611859287S7e+Bou7rOZHUU5jkmbhElihZUydRtjyHmtvDoSPcikg4ExFusoMZqjLS9c5v4H/OBvP+ehL35ZPfW018wb10cY22M9UVGyiSaQ7VS0X+pwqsKpdib8/mp0UOFUNqFMxVxMze54UYP1uXNW58975vDA5Vrcfvfb3P6Jj4u/+Ve89c2sM6zagaHntZJGL66L2VQYaASSTkYQrt1U2KIQCCQCgWQUMVHBGCWTDFeVSVMLu9FePODRpxzd/0NP3vsdl771XQePPOqmnKx2O9k7YRFTG1m2vdOj7FnJTteipRGhg+iWSihTl2insp2qoKUKWuogK+11mueVww7P1nB4/pyb3/cu7/rLP+eTf8BtN4Y5HM0TsTZLczXHC93srwm/E9Hdfi+1VwqnGoV0VbcQFHYLMdFB4+Cy5Ztf7kv3fctjX/66gwd/6vrnj9042l4X0S73saNp2M0h58laWlfYHDO07aotSbZT2elEtleocKqjNCroYESKTlOXuVhVySI7jUixWbtSw4vdLmtHm7W9W2/2urvudOOdb3b7Bz/Am+7gjbeznphnDGM1W+aVITQCgRUmRA26yZnwqmhnCo3RO+toUYPt4LnLjj/3j376xS979Ctft37+eTflZD22YnvsRK3WWgpnson2azqcqqDR4VS233uNDirILqJkMTVzYVCSKS3CcTLt7zu46WZ3/vVfu+nTn+Idd7LJMC0OV5M2SWElTZ0MNALJSBoTwjUqFNqZcCYQzoRTHSxNBq1QSglhJRjN8WgvXOYnj3rhvm95+oEHPXLvN81XLnPlinl7bKNtJlY5CUVNrlVLIwIpu4Q2dYku6UR5WUkjU6MjFRLXbTYuP/u8iNnmuhu8ONqz8+SWP3i/t/75p+395We5uBfWa1shsKqJBVVsJsLvRHS330vtlcKpRiHRVbKxNB1ImnryZ7bff7Cf/d/+T0fff9Bjjz9q2R44v7exN6cYC9utc/Msq2U71THpYDvKblmsNmvRhDNTpRPZTlU41VFG0FFGUlFaIkWnVZW5mIupnBqRan/tcrUrq1nfeNG5N77B6975dq97/3t5+93cepFbbiSSThZ0MM9OlVPdDENEy0yRTQSdXjXB1qK0YZiVjeZ4xw8ftv3+j3zzf/2/bB/8sXzqklvXK9evwtge2C5Hct7YWRsxyybaqWyvUEGHUxU0OpzK9nsrm+h0YmRZko5SUU5M3VY5iWZZhqWGWK3leuO4h6crrd/2Lm/6wz/y5j/9BG+/kwtTLDmMXGGyRkhGOBVJskiFtavaNelgp5RCCimQCCRqYZrRTo2x1VEykwiLlUbUsK7FqbG0p3/OU5f84G//zvLEUw4ffsTu8SesXrjiwjJc6MkUvNSMdG06ZQdSdBHtTOkoL6twVWonEqFdFW1ahysvvGi/Zhcv3GA7Jpe2W8vrbrV3z93u+Td/Ze89d/OWO6IzVYcpkl06NSP8TkR3e1W0M41wJmiUEyX9ZoWUop1pZ4IOCo1AdovtQjWjufSMR7/wT/34f/6C677xHReee8FLtmp/MtZpqZ2uxR7Wu7Ye5FKqyohUc1pWs+p2YmqymYqpiXZVqigj0sgykkaFX0pFp6lLdspmqnRiRDieZofzbFy84Nxb7vDad7/Tre+5h7vezOtfw8Xz7K0cSKEZbW/aiEJRhzu5WREIBNKZKKc6/TY6nIpGoxFFOtUIv1Dpv9TJ1qLsTGNYj8Fu4adPePJzn/ejf/iCowcfcltzcbeIgyt6d2Q1EXMYMdlZa7MT0f6bOqhwqp3poMKpqYhO2YRX6igVfqGcyEaUaGc6dThVkdqJ9F+LdirbmSi/USdRdKosv0k2U6UTu6lUMLJUlJf1sghMOct5sqvheLvoOS3713l2Omfzpjd6xx9/zO1/9inedgebDNFMKwSSTqc6SRrhqg4GyplMEpka0WivFGgkBxbDmZQmKTAhUEuZMqmhu01TkE3TwnFNcnKqlOyddaAWjo7alUN+8EM//+o3PHXvtx38+BH5zPP2jnZWS5mncKKDinKiwytEp1/qdKIjRDOVX+poJyrLiY7yS53OpOhworIdLgcunDvv3DLZXjnSlabrLrpyfuNnq3T+/W93959/xk2f+kNuuiFUM63oiWWwWTO5Nl1UOzWF6G6visaCRmKio+zQTpRwJp0pZxohrSWFQlEL1iwzhUIqe2PH8TEP/rhf+Lv/7KF//LLtw4+6cOXIZgwVVFJRGoHskk020U51pAoaI9llimYzynqwKrLLiLRMZbe3dhzlqIextFnai9m6gzFMtrbbY5mTvf3r7DpcOV7sNvvyppvNr32NN3zgvW752Ae5843cdgM3XrBMk0WYpXAmpXBVO9NeKZwJv64RaAQagUagEWgEmhEcI7FXKHSRg4mtstNmk41gh12xWjOzBMd2VhbrpTjYcd8Dfv4f/96jX/m68bNLpqOXrMcwdckuialauKrDkqkincj231Th1yzJ8ZROrAerEdaDqYlOJyrbiFJT62y1bC3Lzpzh3HplOTiyt7cn55WD7c6uW643KmbHu0Xk7FS3qJbNJKSQSnT7L3U4VYJoOnS0Cqc6yqkoOk3tVAXtTEd5WXildiJVcDxNDs6dc3merW672V0f+5A3/4vP8J53sJpCYL12KlyVjOFUN4UpOdwxZnJ2asV2f6OkFabGcCadaSQdDOVMCmfSmfBfaUQ51Ukj6KDQCmUyhOJ4xzLasy/wgx975r77PXH/9/38J4/w5M+8cbeYLl+2izadWxnB4W4rprC/v28c70Sn6KQToc1aEiUsaGfKiQ6/JtqpQFY6UUEH0ayKbLJZkuOZy+twcG7Pze9+p3d+9k9Mf/RxXvOa0EVg/xw5ka7NUiwLY7Hsz6K7vSoKCxoTJkaUgVZOBFIj0AiFRkgrqXYlR4gpSARbHC/sr5l74fnn1He/25f+8Z9c+vLX1EOPWF8+MEUK16aC4ymd2IyyGmxGOTGC3cTR1Jb1xLyiwrS0eQmrbZnGsF4NnfS8diA8c7x1uN646e673fbOd3nDRz/CW+7gzXdwYaPX6XCVjqXF4kZrs1fHwA6BTWO4aiFbZ9lhaNWL1ZZ17hEzwWiO69hmnaaxcOk57nvAc5//sktfu8/28cesjw6EgVJZCtkpm6nSiQ4qXJMKtplOTM1cYR5MTXTqoLvtepErNpuVaQ673dbYbZW2rbbtQYeYZh2T7iBm87Q2T5Nehh5lFczTZO4wdsfGbjHPk5d1uCqcKGc6nKpop6Kc6CgnotO1WiId9nBFqOvOueWtb/GmD3/AxXe/k9fcyv5e9BzGNOmYZDJJBJIoNjPbwbJm3mOd3HTRcmHPgXbOZG4szkwItDOBcG0aw5mkk4FSKJM21ZZRHO843LbnLvPQox7+1nc89+3v6G99x/7lF6m22V+LCEfHB8ZYzPOMoFN0IukJiUQROx0lmg6nKsj2CtGEM9lE01JFODEVkyGajjKyHE/phbFTN15027vf5e4/+SQf/iC33kxmEAika1JFDy7scdMF0d1eFY3hTCLoKMOvTAiFRCGdaJQTaZRTU5LtVBQaozi4zHe/2w/+/X/26Be+aDz6hBuOty6apBauTQW7TCdWVbJZVaGMZAQHy5Z5ZZ5naTLvmLZlXWHuEFmOsx1M6fJ6duW6fRfe+hZ3f+oTbvrYR7njjVx3nnlNBt3kTIaqkpleVYVA0CiFcmJyotkNCqsZSbIIU+3EMnj+ReNr9/nR337epa9+0/yzp123W+x3EcPIUlnKiTQ1U6UTFa5ZNnPRGMmSaQQVTmWzv1rbHR6r3WJepWmaDG0Zw8Eq/Xxvdv61t3nT62933ea8Zx570mMPPczh1s3nL8qlWHYsx7oW2W2ewjSFzDRGe1kHOlX4b0rlRDQdVLhm2axG2o7hKEOd37d+7W32X/9a517zGnHxvIMxLNNkjpSZ1tIqWEXazeG5dehIN9qTqz3xhte64f33cNcb4iDCxmRqDGcmOoj2K+HaNIYziWRgKJTUZkUNjnfExK4Y1R59gh895Hv/9//h6OFHXHn8ks3RzvWRNkupsXNiWaUKdplIUzFXWI0UypJtZAm0Mx1Ee4XwStnoNDKcmIowTO2q0lF2mbbr2c+3R8Z113nNPe/w+ne9y+a2W1xujo93bttcsCrXZDsx3XzR5l1v5e1vjuhur4r2SkErLwtXdaLoRCGJQurgqMlwqtG7xX4mhd3g58/xwHf7oX/8J4984+t2jz3u/PHWdd02TY9FuDaNjlRRsgmFcqLDqe42xqDCSlr1ZB5pZTKtZkfdnl+2XlhNpjfe6uYPvNcbP/ER5z76YW5/HdF6vTFMxm6YK03TmkJgRnh1NIZTPbNFI7Bx1cAYRJBFsixb8zwTwXbh8af55rd993P/rye/8S3rnz3j5ua6ampnxM4ItlPpIDplk52yqXDNVoP9nVNHK47mcrhiSaemShenDdtiV4a2q3bYrTazw+sv8K67vflDH/Dm932Q/Qt870GPfPlrnvz+D9WLl22fec6FTPtzm2pR20N6WK1m6/Xadlcq0ol2psNV6WXRRJNNKNl+aSQVrslqcKFDVDsKDoPDTNvNSu+fE/sbR6N0huwUylxkl0k4mtMz6zTmyf52Zm/fde99p/f+zb90/hMfiTFPJkmjEIykMSH8lhqFRiLoYKAUyqRNimXHdiCIpHB01L75VU999Rt+8IWvOXzoMTcfLG4Q9oQpOOit3cQunVoVc7FZ0ontVEaSTYVXaIT/H50qwols0jAVolBGsjp33gvL1uVude6c5dx523llm5OVtHrx0KrKtbiyTrd89APu/ItPu/WzfyS626ullUJ6WQpXtTONRvuVQCB5dru1Wa8FRm3t1bCSHO147AnLV+7rR77yNY997T713DOul9Y9xFhMgRrCb6+CitJRKlo2U3N+tbEcHuulbHJtlStVpQa7efZ8znYXzptvv82tH3iXN3zyo3zwHm670TJNXjIps8CM/RGmmlicWWPy6uhiQZQxp51UmLEeGDg45vyGuRzvDkS09ZwcDh59wuXPfclT/3yvn973bfNzL7o1Ztf1sFoWohznsExlm4wkO0WnqVI0olyr9eC6bTlxZcVL63Kwbku6KqwHqy379kzT2s7kcrCc29i8/rXc8Xpv/Ku/cONdd8k3vIHRHO146Keu/PNXPPzNb7r0gx/YHB/aHB/Zq8V+tHksantoNxa5PmdEOtGo8AvpZdlEMzVTpWgCjWUqFa7Jqsq83Un0NFky7SLsIuwiVCRTOhEV9DCNll10O8pwcO6ckbPpiJemdP2H3+vD//7fWn32D8Peip4JFIJt0JiRCL+FRqGRCASNoVB2tbPOWSKcKBqNZcfYth/82JNf/LpLX73P7oGfmJ9+zrntYn+aLH1sRFumQslmVaxGIe0yjSSaDq9QQTYVfqOWWjgRCMNUpEI5sauh5lnPG0fCwbI4GuTevvN7G+vjrbnKtXhhb/bSW+/w7v/533j9//hnoru9Gho75URiQkga7Uw70whnwpngBW2OMGFjJ5aF4x0/ftjBP3+tf/oPX3blhz9x/NQl15vszWG3PVLa3t5GLYMo1yKbaDrKSJYsI1s0UzMX+yZ1tLWqtN7sq2ly5XjrcOxc2awdXH+zW+65x1v+4IPOf/jd3PNWbjiv17Of22FPS7O0wTnEgi262Esmr44uahCMDItZYIXYobArzqWRZelDm8Z28MAPPfele/30P33e9uHHjeeec9O0ch364JBebM5vvDSO7Ca2SQd6FphHOhXlWq0H57clcWVdDlftcFWWJDqtiv2xMnYcjXC03hg33ezi2+/ypo9+yPXvew/veDu33EgJ24UatHbpaX7ykKe/fq9nfvigp+6/3/bpp9yAm9Yr025n2W7FamNEOtGo8F9J2UQzNVOlaAKNZSoVrkl2mXrQQ3XoTD0lOekKpUWEaALZTF2iCWWJ2cE8yWnfPCYH6439D97j7f/Lv+bTf8BmFaaNU00HWzRmTAi/hUb7lXAmaKXQKGdaC+1lvRzbzMnx0p54Rt17v8c+/xWXvnGf5YlLNsfHzq3C1AsxRJdUQpvKqSUnJf0mHUTT4VSFU+1MR9LhRCAM2YRFtqtajyZDTBuVk45QPemYzMnx0WWhXIvnNyv13vd6x7/7Gzf/1Z+K7vZqGFgUyiRNiE4a7VfCmfAKIzhGYs/CbsfBEd//QT/7/37Bk9/4ppe+95DNlSN7u519k+62G4sRzJuVMQZRrkU2U5cT24kRZWTLZlWsB6ttsxummMX+2uVsL/SwnN/Y3nKL697/Ybd/+MNu+dAHeMNt7O+xTmOaHEvHKMxYYY25Uc4kwquktIFSJpOZgUIh6RXHWGydN8SLL3L/D/38c19y6SvfcvkHP3L+eGdPOJdptdvZHR+JbNP+ysGytZ3bEqGD6Fk280gnKsu1morNKCd2U9lNbcnSUaZK0Wk977myK4frc+bbb3fD+97tNR/5gPMffB9vehOV7Ge4ajkaajm23l/TzbJtjz9ufO97Hv7nr7r0re+oJ55y7uDQ+aXNVar8UgUdpV0V5VSnQHTKJjpN5arQ0UaWCteko8RmsvQwRuluESGb7qCaWpxIIZopnEqBsFtY5cba2uH5czYfeq83/7u/5rMf47q9aCslJQqLMzMmvwPtNwunGgPbXuzGIubZZFYIJXbHzs8rtoNnnm/3/8DPvvINP/v6t7z0k5/au3LFuWVnMxZTD2JBG7noSNUrpGy/poJsKuigwql2piNFhxPRiCGbsDiR3VbzLDpUFZ2yU3cYoxyPnfn8bGS5Fi+sN/K973fXv/or1//Fp0R3ezUMZVFOTNLsqkqnCoGgk0I7E0gUBmI5tNo1R0d878F+8j/+nUe++CXHjz7h/NHWDTlZS3W8U8E0rxWOx07ME1GuRTZTlxO7LJUUpm7rEVaDfZNa2pLpcD15eh5e3Jvs3/E6e3ff7f3/5n8yv+2dXH89Gey2linl/p4lKBQCgclVzSq86oay2AmsTYyZgUZi5iBYDBvD5viQ+77n8f/wt372ua8YDz9mr4fzU1qht4upy2o1qRgOxk6v0pKMCKTslM1U6URHqXBNspmrnOgoFa2jVLgqlclBsT13zvm77nbnJz/hwqc/ydvvZn9NziHpYrhqZjgzK7aHpsCVg/bYk+ob3/TQF77i0nceUM8+7/zS9rvM1U5UlhMd5UyJTmdSNtHpVAfRGpXlWlRw0Fs5h8zZFEm1rBbVQklBNB1Se9nQsllVmmqWI105f8H0wXvc9e/+hr/4Yy7sxbDSUqAxEFghGuG30s6EX2ivsNsuVpvZwEBhQTmzxox5N+jmeLSf/NTPP/d5j335a569/7subncu7LY2Y8heiKGylKt6hXQi229U4dRIpxodRKfokO2qJsqZIkp0q91iNc+mmMRSemlpMkXqqb00LZZsgUagEWgEGoFGoBF4Yb2xef+HveWv/9J1/8NnRHd7NbSyU06spHBVJe1McLi0XIeBwtKLVbA2mZRcdlTzwiFf+Vr/5D/9vZ/fe5+4dMmF3TDXYupS4UzPSNmhojUqy7XIZtaOdzulzZu1eZ5ZduJoyF2ZOs17+7Z7K0/n4tKFlf2773D3pz/u9R/7GO/6IPO+M0mgEc4EHU6VM+1MIBFeHUM5tpPYkxwHu2A96TWHOMI5ZW93ZLn32x793/8fT/z9Pzr/xDNuW28cjyOU7HIiUVEaI9tIKlwVdMpOUzFVOrFMpcI1ySaF9ZyiOT4+tNQQ69kyz16aJn3jDe76o4+76TOf4e13c/NNXH/RmOcYWDcawTZYMJCYlFVtTdUcj/b0szz0qOWBH/jBV77hiW99241XDlxYdqrKWLYyw956RlmWRU7OdCKVdCbQTkW5Fo2OdCKaaFKZinCiRNNRSB3lRAUdTk3VUopl9uLevvVH3uNt//7f8qd/qPf3Y2eFlM4UEnOji0jCNWkMpZDShGhnGo1GIOlgYKBRSASymJcSrtrt2lOX+PHDHvoP/8HPv/OAg4cfcUOX69eTPjpgDKvVyq7DEIzSo5yYI2Um3RoVTo10qtFBdJpHSFS0jnKiolBOpBZNNtkhm+iUTUVZkpFkU0E2FWRTQTYVZFNBNhVk8/xmI9/7fm//1//K3p99UnS3V0MrOyW12USj0qmgky22WDBjwqyslBgLy+DRxx187dv9xJe+6oV7vy0ee8KF3c6FOe1qp6JtJzpCdJoqTTWhjaCyXItsoktVkeFELYPBXs721vtimjw/dq6sZsvrb3bufXd77Uc/4JYP3cMdb+bCrYaVdCYajfZKgaCD8iuJ8OoYys6QynoENSP9f9zB+ZdlZ3Ug2H2+e+97ETloZDaDDcJYEkrAIGzLCBvLULZRLXkVqFd3Qf973dWry3ZhMwnEIAkwkwoJBAINIKERoSkzIzPivXe/czojwkJg3P1DeOFc9N4GVo2VslQWO2fs/s/7PPG5Lzt31zctn/iZk+f2xGZtXpa50aR9GVSQUQoVLgiqCQzZDEmrptBb6s2RtGKIZr27Z5om2yeOW1V5YbUrLzlu+frXuvpDf2G49g+49hquuIJhilwsrIVeHA8UFXTM6A4FWq5tRWNT7G04t1eefcHmgYed/eEDnr79yzZPPG59/pyTx7YtWtjbOaM2a9vLhaoikmoq6DGqIIWmRBHSkVTTKkQ1rQgpiqbsC6lcECmRjUQFGQ2p6ZpgHpzZ3ra4/h2u+dhH+Mv36VvbMZvQDAgUBikShdYIR9LRpUJoBgyFQqH8qoaggo6ONQYMGJPBBfPM7oqfP1ub+77nxQcf9NNv3e25+39ka2fHK8aF7WLe3TVsb0tFlkArosjNbJ5n0zTZl0EFGRQqiGLRm6hQUTKoSBmpwgVpXyitQhStiCIcKk2FI3lxsTSeOuVtH/lbiw+9X1SVi6GkLlFGA4lsBIK5scYKs5Utk6W00OnJeubJJ5356jfrwdvvdOZ7P3TimTMuXa+daCwXo51aWY1l00JvDNkM2UzzoCk9yJaOqhWZKSK01siSSYtBLJfObrq9Y0vD617tyj+81uv//I9N776WV13OsMCWMvo1RfglhfCvJBrhIkmkyi6yEUFrerCnTNJinq2+cY8n/sftnrvr67afeNplvVtEmXNlNbJpaV8FFaRf1aoJRDFkMxRRVNCD3hxJK4Y5zHMX06hvLZyRdk9su/za3/fKd1/nNR/+IK99NcdPME7RK1RMQmj2zSiEfamhaQgXpEOJRCaSnXPl0cec/sRtnv2f93jsoQe01drxcTCuV8Z5Yzk0Q6WX9KDHqAcVgTImIR1Fy2bIQVQT9qUmUQ6lDCoo9GgyqKCEbJ3YiAixGexsbVtc/w7X/tdbDX/5PvNyGd2EZnSoMEiRSaE1ojmKji4VQjNgcEEhUSiHAuFQIJiDsxixwCKJDQI1kxvWq/L4Tz31rW976K6vOf/9Hzn2wjmX7HXjeiWWo9QFxmjGaFohi55ekkEFGRQqiGLRmygqyKAiZVCoSAciqSYcinKglQuaKEdyerk0vf06f/DRW0wfer+oKhdDSV2ijAYS2Qg05mAPaV832jhW6J2z53j+BU9/6rP1s2/f49nv/cix0+e9tgbb685mJSOtprIaWQ1NBS2bIZtFJ1CRMhzZ1Abr9VpmWmwdMy0X1sm5eXYW56bBq675A29535+45L3v4vd/lysuYRqsKyxiQTWCQvp1DVFelukXWiNcHEWtV2KciKTSOjdMYRJiM8t77vfIJ7/g+c9+xSU/f8Flc5fnz9prs+XJbefmXT2oIFFBBqppiKIVrWhFVNOKQKE3MhxJyyZ62Tp2wrkIT+zt2LvkmN9577v8/gc/YOtd1/KGV3P8uDnGWLkg2WpLQznQY6Ok0AwCjWoUCuVQd2hCkJXacy+Whx/jnu/63h13ePjeew3nznv98ZOOK/3sWQsMlfb1oLdmjqZHEGXRUzials2Qg6jmQCRSRTmUMqggg4wmhQpUk62rthIRByCkNAAAIABJREFU2nqys7Vt+Z53ePvHbjXedIN5uR1psm9AQ8dgFlkU2kA0R1HoUqJpBoQLCoVCeVk4FA70xi4KS0wzsU6GxuCCmdiwXvHkE3X2Rz/21Fe+4bGvfIufPuNkpcWiyA1ZxgotSysWw2g5Lax39+zLoIIMChVEMWbTyoEMKlIGhQoHMhINiYZE04ooFzRHcXaaTNdd5+qP3GLxofeLqnIxlLSRmjIaSGQj0JiDc7rJYDRb9DU9Wc888LAXvnV3ff9/fMLm8Se0F8+7ctpyZVvK83s2eys5lNqabAY2zYFWzVC0pBXZ0lG1YohR713PlONgHWF3CKvtLXsntr36ndd503uvd/n7buD1r2WaGAe9QgVjDBQCQSFRXhYYyssykQRaQ3NRFHbXLBa0NPc9w9REdl58kR8+4qG//7TT3/qu9qNHvSpGxxeDM+dP24mN5SXb5jntK/RGooKophVDEcVQRLkgvaSCjObIqqlq+mLL2a3R6vKTLn/HtX7/Q39h+Ufv5spLmMZYGXRNCZNuoZEu6HqjS4NmEFQjG4XCjBFBBXOjgsKyZnb2ePa5yru/494v3+Hp795n6/SOk6u1aXfP8SpjuiBVsGlNBpvW7Fv0FI6oGgaHUkXZV5Ey0r4KB1JDU8KhhtSHlUFom8m55THb7z7l2o/daviLG9T2dqTRvqGooEshDdWpRhvQHFV5Wbig/Iv0q5p/rYKVQxOGGYmGRppVo5lF75w5X+57wCNf/ponv3GP1ROPW+6dtsyNscLYmtrbyPXG1AbHF1v6emNfBhVkUKggikArL6tmXwYVDlSk1IhUmoxEQ2rlyM5OS1tvv84ffOQWWx96v6gqF0NJG2nfQqOQjUDQg5VuFBY2bDasZp477fTnvlDf/adPaz9+0PbZc1oP28NkzKavNyLCuFjaSBUUMkpDFFEORTqqVrQeYhyI5vRm7fnNynzJCZf+wVtccvVVrv6rD/Lm3+N1r2VcYCTCL4QL0qFGUA4lmkPhgkIklSgE0dBcFIWOwJAqNyJmVl1+7Zt++vk7PPbZO7zi7MrxnV3DaqUWobYG56c0ZzdmE0UFPShNBq0IDElgSP8iVdCbA1HNUWU0u8XzwvSG13jzn93o9R+6ieuu5pLjjFPsaRINDRPCTHaVyThKNCE0qlEoFDpGNASbShWJZpKib9h0ds6VH/zIj2//oofv/Kp87ClXVjjZy6KnVqmCuTVzo0ezb8wU/h1qsK+iVKSMVOGClFEOBdXQtGqiAk1FmoeNJrTNZHexbfvd73Dtx27lphvY3g7RKIeCWQrdIB2a0BxZ+bdFekl5SaIh0ezrmlKGLC2al/RgRtctlFGx3nB+U554xnNf/Wc/uesrztzzbVvnd0RxbFxoWWq1MSTHFks5d63IoMKBHg5UEOUXAi2bX5ZBhQtCj1IRMooKorRKIkU1FSmqqUhRTUWKaipSVFORopqKFNWcWUyWbz/l6v/yt7b+0/tFVbkYujRL+xaacEE2B4IKZmXURd9w7jxP/Mz67nvr+7d/2c++/k1vmldOzLMezabKJkOvMEyTaVjo641WtHJB2pdRKqhIrRxZK4ZsIsKmhb2xWZ887sRb3uR177veyXef4tQ1nDyphsm5Xtq8cGxqbBCYqJiFfY1qlF8XCEpKqZQQmiY0F00h6NJgwwsv2rv3B57+zJc8d9e3DT95zGvGhUXj3Pq83ZjFiYV5YLNa2+qDIZveyCA1FUTR0JKhXJD2VaTe6JFohmzC0ayGZu/EcYvXv85rrv9Dr/7z9/POt3PyhBoWca6XMRrJVAwDGmJj1u0bjWhUIyikQ4VwqCEkfVZ9FlGMgzN9Y3scTb1z9ny59weeveNrfvbNu/UnnjS+cNb2nFqlfXNremOOZt9QKRxNK6IcqEgZqaJUuCBlONCqiQpRzZCjVqFlM7e0N3XVwrge7C63bf3hu1z9X2/lphs4th3CyxqzGd0o0TChOZJCoRAIh4KSEiWllxQChTBgyKJCBdlGM7qXDVggerJeodFnnnq6zn/nO577zGdsfvJjzz39DD1txaBtUssytUHM6SUVDvRwoIKMdKgZkqimFVHhJRUuaHpLpclIpQndWKmZRTbVUmRTLUU21VJkUy1FNtVSZFMtRTanl5N26p3e9tG/tf2f3i+qysVQUpcONWFfs685VDlrZuaZ51/Uv/LP9f1Pfc4L9/zAiTNnXXJ+x/FxUNNkVWkVIdske8l5tmwLrRgyNSQqSm9p31BpX0ZT9jVRDOUXepCNjNSKKIZKUc04LO2sZ7tDGF99pcuveavf+aN3G294D2/9PRYDiy0rg240FovCjA2O080aQqMa5VAhHAoEJXUp0TBoQnNUJe0LF1RzICiHwgWFciioYINCYMzUorNem+/5ngf/6Tan7/ymY4//3GWrtWmzUosQy8H56HbWe3rvpmG0bSmKCnpQ0bwkiiEJ+1IFGSmDDAeGbAJD+hdpX29+STMkpektzI11a84sR373Da77qw+64i/+jNe9mmni+PGY26RjxJAoFAbS2hxdGExGqjkQFDrSy0JpVYZAJVVU0ppVhMKyNuLcHr3K08+ab/+S+277grMP/sSJ9Wx7no1Zwr5UQQ8q/EIU4VDLRiTViLQvg0KFA1GMmRoS1VJG2VeRDlQTaBUim6GaqKZV6FFWY8ohtM3g/HLb1h++y9Uf/wgfeB/HliGaXwjmSClNutAwoDmSQqEQCAcqSKkcSmlfIVAIDBgKPRhD16ykDZowCSOilyGLQCXzhj7Te/nGN+x97ese+OdvOf/kz2zvzRbzLPpMpIhyqIlqWjaBVqEH89D1lqKaVkQ1UbQiKuyrcCCDCsqhUMacNYmGREOiIdGQaEg0JJoXl5Pxund666232PqrPxNV5eJIMgnW0Zy11mxpWCLXK8eiqM65He65t37wd//o0du/7Irndrzp0ivs7Z3XgwoyKE2FC5ooB6Jo5ReypX2t0pipgvXQ9GhaDsZsljNRTW/s1treFGKrGaLEam1r041taR3bntlsrK+81Bv/9Hpv+fBfcv07uewSFFvHiOZfK78shX2N8m8Lv1DSS0JzVCVtpIaxkI1AY9YkJkTHjEStzccWzmDXrpPCJRWsNnz/Rx75x9s8dNsXLJ54xusWC8NqV5j1VnqjHBoqRFFG+zIcKC8Lh1o5kOFAeVlVGCssqoxKVTdHWreuR3P82DGnnztjnAcnLrnc+Wn0883K+vIT4qrfdd3//r859ra32H7DG5gmhgitKU3HgHBBeVmkcig0CuEXyq8LL0kHCoVqDs1EI5PNhkcfr/zJ47713z9h5/4HDD97xhVZjs1rY58tWtlEOT+NVlkCk6Y2s1rPtqelE8eO2d3dQ+kt9UZG2jSyEcVyboZyICP9f2nV7ItyQVORMlLEwDw4s7Vtcf113v6xW8VNN7C9FWpyIBH0RmGQwr7m36X8qnCg/LK0L9GQaA6FC6oRFBKFcKghXFAOVfqF6syb8tBPvfjFr3ni83c4f98PHds9azF2Oc7Ot1mbRpOFWLPYa5ab0ZijTZTV9sZ67Fr5NVHNL4vyK5p0KNGQaEg0JBoSDYmGRHN2mizffspV/8stFn/zZ6KqXBSVzEV0m3GwZ7BBSUvhhM5mw+6Ke75TP/zkp/3sa9904tkXvHKvi9Xaehz01hxFqzRmqmA9ND2aloNWzXJuWpFBLUZ7i7LOtXneWFR3SUxi3PLMHHYvvdSr333KW//zh3jvO7nsJFsLNSzsi0I5FIi0lvZNmtBcDF2apVAWFRSqMbDWFEYMmyLDgUjzonkRsz2vVIZ150cPe+STt3vyy181PfmMk+fPG/b2tJaqdT2oSFHNUAwZaHo0GY5sqEHLEtk1qcaSrfTmwLy7sRy3TG3bToafZZevvtLv3PBur3zfH7n8A3+uXnWluMAFmam1Zl9maq35jSlsEGj0QGMozMmZ85V33+vBL3zJ41/7uvbU007u7ro0ON7Sat5YjZP10IzRDMMgKpi7IZmiybmjVKTemFvaNOaBViznppUjSq2ICNknp7e3LK4/5ZqPf9R40w1quYywpJAIeqMwIPx2K2yw2FuXHz6if+VbHv/c7Z793j2G9VmXnFjaqV29oQ+GuTk2LxzrW7b6KKWz03mrsYuiwoEMWvkVUYRDrYiiggxHtjNNtq895apbbzHdfKOoKhdFOZCbjRgGOTQbnO/nLVo4obG34b7767F/+LQffvbz4umfef3JE7YbZ8+csRiX/j1apX0ZlKaiUSEcqgzjOBJps9nITMPQjG1wfhidueRSr3zHKW/767/k/X/MpceYmk0b1LAwYCiUQ4FIXSoMmtBcDCVtpIZRI13QCOYg0VCbbmoDhSi9lVUw2lisZh570lOfu8N3P/kZm/t/7HUGlzfy/FnDUHorc6PCBaElQzb7KpoMRzIkyxjM82wVs/WQYjFojUUyzKHOz6blcZuYPBNl91VXeN2fvMfb/vomrn8Xl17KNIUL5nnWWtNasy8ztdb8R8kkM42t0ZNNZzOXu+/x2B13+tl37nHm4Ycsz551WQy2i5iJodk0NlFyCCJET7WZbcVoKEIq9JbmxqY5MGXTyhGlVkSE7JPT21sW159yzcc/arzpBrVcRlhSSAS9URgQfvsVoid7Gx59rHZvu939n/ms1cMPOdm7ZStzzlZKacaabOdkazOK7PaWs7mlQDlUQZRfEX5VKwcyHNnONNm+9pSrbr3FdPONoqpcNIVCoSFSz7XW12Iz89Bj9eSnPuenn/qieOJnLqsUuvOx0Vqz6LRyZOXQUA70oDfmRgVTTGpvbdywnCYxTPZ0ey2cOb706j/5E79/05/zp3/EpSeYQm0trE020pZmQCQKgTYrJJomNBdDIaV9gwuqORB0FBKZadmacMHckbSBzZqfv+DsZz/v3s99we7DP3XpmXO2d/Zs9bVji9FsbW5lbvRGqxDFkM2+jOaohmS7WGd3ZthYT1iMpmi2VmnYK9vTcTub2fPTaPq9N3jd+2/wug/8Kdf+AZceR4uclqrKvmEYvGSeZ+M4+k0prBXCiMEFm6KnQ50szu2Up562uftu373tds/+4H7H9tau6FyyYiua89Gd6St7UltOWmtiTluasTNW2leRejA3B6KacFSpFREh++T09pbF9adc8/GPGm+6QS2XEZYUEkFvFAaE3369l0FHcW6HBx+u5+/4iie/cJezP3jAK2IgNzbR5dhUhVqnxYahiGmQLbUiw68ohN+cnWmyfe0pV916i+nmG0VVuVgKUUjMM2NRa3b3eOwxT3/6S/X47V+x+e4DXj9tOb619OyZ5z0fK8cuPW7cm43pSAo9Bq2YspDmIa0bqzFVcHzaVqf3HJsHx5cnnK/0XJ8Nr3+l7avf6m3/5Rbe+XauvIzFaDfXYnHcRhNYYEIkCoGYCQqhoblYConmULigHOjBjFkpYcIiZ5HYFGd2uPOfPfzpT3vwG992ZYZXDwv9hRfU+fNOnNyyW2ubocyNHkSFVk2rphUZjmzItMi00Z1Zsh5DDM3Qy9YuVrTFlt2tbd76Rr/zgRu86qY/421vYbmkIowTbfCvVZXeu3Ec/abM2DUrYctgQiTSv0hW51iMbDb8/Nk6e8ddHv363V784UM2jzzmTbtcUmFvEXbMzg+zPjbjOBqEYW82JVOnlQMV9KCCDP8OqRURIfvk9PaWxfWnXPPxjxpvukEtlxGWFBJBbxQGhN9+VaUirWttytmw6TzyRO185st++vk7rR98xHK1EtENy6ZHWs8bsizaoM20IooKvyKDVmT4jdiZJtvXnnLVrbeYbr5RVJWLpXdaIwqrDWOyWfHII9bfvLvu+W+fMD76lK1nz7q0NcNispMbZ8fUlqNpMxvTkZRmjkFg0VPo5iGth241OjAl4x4na0vE0jN94/wl237nxvd684du4v1/wrEtji0ZBnuaXaUZNCwxIdLL2qwcCg3NxVRIhxqiUAhWwRqzNEonC6vOmQ33P+ip//Z/eP6++z3/k0cd7+WVi6WtTPNmV7W0HsrcmBs9QlTTijGbfRmOrFVqfaMPZW8Km6GpKsPcTPOgV3NuXLjiXW/3xr/5gO33/zFvfD3TQIxhmND8st67fcMw+E2bsZK60iptGwzVKAQCMat5I3LDnPz8hfLgTzz05Ts9fNuXvfLxZ1yynlmMamu0GcNerlWVsTVjZ0zGZCiiHKig0BsZjii1IiJkn5ze3rK4/pRrPv5R4003qOUywpJCIuiNwoDw260wV6pglpgdU+x17v1Rnf/qt933d580/Pw5zpy2aN2wZI7Z3FgOo3HF2Jt/SwVRVDiQ4UB5WTi6nWmyfe0pV916i+nmG0VVuSiK7MSAImrDesXjj1t98c568o6veuYb97h8kxZzqnmjD4NaTKqFTXYjQjqK0vQYqGasmegqZr2VeZhFYa9MsTDUwu6wsHfF5S57xzXe8ld/bvjTP+ZVr5C6eRjUuLTGjMISS4yFcigQs+5Q04TmoikEMxIDhkIiWDXW2EiT2ckqzs1852FnP/9FD3z2U46d2zGfPa/t7Tqm2Z6aaGXVN/oQNgNzhH2tmqhmzGZfRcpwRGmuPW0YRIRMqocyGhbbdo8ft7z6Ld70lzc6/lcf4HWvYphir6et2EKoSqn8sojQWvOb1rGRSFlpadSy6b3LoE1NCj13xWpjaxyYi9Vc9Z17/Phzdzh3x1d58mnr3T3bWwvTNJrXa/O8No6j1hwIDElUMxRRVNCD3hxRakVEyD45vb1lcf0p13z8o8abblDLZYQlhUTQG4UB4bdbx8oGg4aSJmXsePFMeexpT3zis8585z5n7rnPYueMY0tM6fywVlWO5zFjb1r5NRm0IoMKMhwoLwtHtzNNtq895apbbzHdfKOoKhdLFX1maESuOP0iX/9m/fTv/snjd3zVK1Zl0TdqaIyDPgx6L60TETKKSEdRmjI5NBOdmFFazRrGnPRx6Wxy7thxJ999ytU3/7Xpfe/lFVcwDGpc2GBGd2hAYIGhUAgHKtJG2jdpQnPRJBozOgYMRXQ0Vpgbs9lk7djuhuf3+MxX3ft//t/OPXS/S8222mBRITd7+mbFEIbFZBUpgxRohmyGYshmX28pw5FUpI2NqYUxm9wwz8zLpX755c694lLv+F//1ok/fQ9ve4t5mGJPWdiyKGpVYhmEX1NVMtMwDH5TSpr7rOvGYSEEmkKi0HVNWEpRxZz05OxO+dEDHvm//s6L373P8z990mUxumwY1N5KzGm5vbA775kbGQ4M2YzJmA7Mjd4cUWpFRMg+Ob29ZXH9Kdd8/KPGm25Qy2WEJYVE0BuFAeG3W8csFZqmOTRIUcmqlx885Oe3fdFPP/l59fjjLhvSOMzO1jnr9dqJdtzYR/ta+TdlONCbA4UKB1o5sp1psn3tKVfdeovp5htFVflNqSoRYV/v3b5hGOxbb7phGtSGcV6zc0Z+6+564BOfdPbrdzvx4mnH5q7pdifmCGU0VLOcQxRzK9nSkVQTFjZ9tjaLia0xLKJMu7O+Wts6dtLP+8bZyy91+Xv/0Js//J8sbngvr7jMXk9byxMKie5QYUBgKL+igi51ad+oGTQXTaKxRmHAUERHUAOnV+fVMLt8HDiz1j93l5/8wxecvud7xt3nLHOjFa1SFCJVlB5UhLSvaUWrZkiGbPbNQ8pwJBVpXDQ7p884Zunkicu9sLfnqewue++7vPnDN7nsrz/AZSfMJ05Ej4UwGpKhHGoIF0nSEUlrOmZNIdEwYnRBIROJcmC9Kt+521Of/6L7b7+LJ57zmg0nN2WZaVgMzlpZjawGKmjJlCznJjA3MhxRiiytNZULp7e3TO+5ztUf+4jpphvU1laEJYVE0BuFAeG3W6FL+0bNvo6OwlKyuy4/eMDzn/qCH9/+Bf3RR1w+sBjL7u45y8UJ6/VMT2Mb7MvNbBgGW8ul9WYjw4HeHChUONDKke1Mk+1rT7nq1ltMN98oqsp/hKoSEV6SmUozVHL2PN/5bv3k07d58s6vWDz9jCujtHmtt24zND0CzdibRR9EMbeSLR1Fy6Z6GJZbVmPaXZ1j3jg+ji41adWcWa+du+ISJ/7onX735g8a/vg9vOpKu4ulMllqhnKgwi9E+VVBIaWOlEIzagYXUSGY0RGYikiHGvO8Mo7FZs13fuCRf/iMn3/xm+LJp21Ps6E29gUq0r5EhV+IaoZiyGZIWjWFeUgZjmyzWdleLG3FlvNVXhxHw1vf5A1/c5NX3PSnvPG11tvb0YYtYTQUOoUIDC6eRE8kQ9MbG013aMQCkUiHAkPqGGrD8z8r9z/o0c/f5bEvfN2Jx5/1umFhe92dOfuCPDbandLeyNwYijFZzs2Q9EaGI0qRpbWmcuH09pbpPde5+mMfMd10g9rairCkkAh6ozAg/P9BUi5o9vVgRseAZV/zwtnyw4e8cOdXPP7lO5178CEn1xsnl0t7mXqlJkzjaBCqp8iyLzPty6CCDAoVDkQRjmZnmmxfe8pVt95iuvlGUVV+k6pKVWmt+VWJzt6Ge39Uj33iNj/53O36Y4+7dEgnt5c2uVJR9g0VWjatmsjBvoqSLR1FyybmMG4v7U3l/HpPbjaOjwvHc7QpTgdXvved3vhf/oo/v4HXXGmnjfY0C5PjGNL/u0BQSJSUKAQmTbiICkFHR0NgSBTWG0b0NU895blPfc79/3Sbuv8Rlxdt6KrNXpIOVTgQRcOQTSuGbFrRisI8pAxH0op5d+PYiZPWmp9X5y1v8uYP3+TVN3+Aq37X3MZgNOZIRzmQEz0YES6SxCYdGOkDK03HgBGLREch0KiBFcJsaY/Vunz7Bx79+8964c5vOf7sGcdXa33vHFuj1TjbHZmH1KppySKJckFzdCmytNZULpze3jK95zpXf+wjpptuUFtbEZYUEkFvFAaE33KFnhSGphod6VBD9I3BBetVeeAhz3zyNo9+7g7Tj590aYRzVmIgEFnGaKY2yLnLzWwYBvsyqCCDQoUDUYSj2Zkm29eectWtt5huvlFUld+kqrIvIlSVeZ611gxRbFb86AFPfPJL9ehtd+oPP+LyLItF2djoY0cZexiTIZtWTUZTyJaOqhWTyXqerUZiOWlt1Dep5rI3jl7xjmv83of/kg+9n1dd5twU+nBCabJml8Uo0qFyKBwKBypIlH0p0RwaNOHi6w4VAkOhcH6X1jh/Tt55l+//46c9e/c9Ln3xvMsXk1Xfk5EqSFRQ4YImKkU1QzEkgSGbVn6ht5ThaKpZDEs78+zMOIg3vtbrP/hn3vDhm3j7W62nZaTBaDRu0FEYmBd0jBhcJImeDgz0xkaTGDBiSHQUAgO9sUJJo25Za06vyrfv8+TffcqPv3iX5fOnve7SS6z3zspImyH1llKzbyhaEdWEo0qRpbWmcuH09pbpPde5+mMfMd10g9rairCkkAh6ozAg/JbLpLsgGZpqTXdocGiuNEYKG3bOl3t/5Pkv/rNnv/gNLzz4gMXYjYsiS99bG4rlOBmjybkbhH0ZVJBBocKBKMLR7EyT7WtPuerWW0w33yiqyn+UzJSZxnFks+GpJ+18+nP13f/xWbsPPOpV2VwyNnNu7M67ckohLXozdoZyoEfTm3+XVizGyc7Ojhom25deapXlud09w+VXOPaWN3rHrX/Le9/JG17NcvDiZmMxnTSieloOjUo0KtGQRCNSaVIqL2kCDeHiK+lQsy8daojEas16zb33eeQf/tGjd91l+fxpV0YYNrM5SqE3Cr05VE1IQzYNLWnlZZEy/LukQSxPeGZeyd95jTd/6EZv+JsPcu3vq62lcyImC8vCCokBI/NAx4jBRVKodKBR6A4NCBckqlEINCrYIJHSlq6tZ86type+6jv//e89f+/3XbaeHV+vTNk1KSP1YG70aPZN2bRyRCmytNZULpze3jK95zpXf+wjpptuUFtbEZYUEkFvFAaE33KVdBckQyOaQrggEVQw63qtbc0z5+fywOOe/eSX/PD2z6uf/9Tx1k2a6l3bpEUbjNEMSW5m+zKoIINChQNRhKPZmSbb155y1a23mG6+UVSV35R5no3j6N90bpdPfLIe//wXPfSNuy3OrV05LbX1xtzX2hgqun2t0pD8P+zB67OuZ10g6Ot338/zvu/apwQSIHIUjIckZCuSNM6W3ahpBTUQbRL7AF0zUz01/XX+kKmeD9NVXVPd092jtK2CnM8NyCmiCAJRzoQAIYQkhOy19zq97/Pc92/22kuMTDtf1tQUxnBdBZFk0JFR9HBsYwmbzcaqbsnF0qMHk+2xuO7nbvWCX/4Fq5e/jKtPcXLLWhWKISkzCgqiO9LJQnQUiYbucVVRXZYeF34gUtd1h6qCItGRGHpn3fj6N+29+wM+/4532v/SV1xT0lZ0690di/GEHrRCj6IFPSgZIlNBJLW7ogcZZHSHIgnHsy7Vdlno1z3dM196i+tvfzk/exMnV/aVKJYqykSZUTCg0KJLVEX4wUh0XSJQEC5L3y9cVnxPOtKxwYihd9b7PPCt3Pn4n/nCO97jmx/5U88flk5Nk625E92msB5Y1yKD5VyUdExd9FRKkX1he2tlvOVmN7zm1cbbzsnVKsKSREfQComK8ETXSZd1FFeky4orghY0XepGXZmCg57tzz7tgQ9/1P3vfasTFy9o02yhGISYmpi7mhShJD3IcEULV2RQ0rHtjKOtm866/q47jLefF5np/y+tNbVWh1praq0O7ezsqF+8N7/zb/+D6Z7P+fbDD1oMo2UdtJ1d49SdWa30uclIc+16uKyrnSE7WcylaMUxdRndaLDMhfXEzjha/MQLPO83X2HrV1/Gc6+zU8NssDA64bIDbLDEstvoKooUQkpdaEgkQhEYFZHojhSEH4jUNV2gKmSRQUPHonceu2TnAx/x9be8x+5n/sLJ7QtOmbXYyLkZLFH0oEXix/Y4AAAgAElEQVRohXSoCF0kJV3Rg4zUgla6Q2OnpGPZHUY7T3+G57zs5/3oy3+Bm36cq0/LYRFpFIpAT2b0SkHRDbrsXZQBxQ/CjDU6FrqlyxrSZZ2CwoymOFQVg8s6ko6o9E47uGQRMw8/kt9+93/1hTe9w+q+BzxtrzmzntXs1gN7IzsLehTLuRi6Y+qip1KK7AvbWyvjLTe74TWvNt52Tq5WEZYkOoJWSFSEJ7ammxG6RaKhIwqVLMWExKCrLmvo5PbFjK9/w3d/93fs/cU9HvzGN+XcbJWB9czcDFEsovqeDFe0cEUGJR3bzjjauums6++6w3j7eZGZjit14bIsrghXJMLjJrO2WVuNC+Zuuvd+l+7+k/z2//k64wPfsj0dqCeWFnUwH2yspnRqWMpp1kqaatcC0dXO2KhJKlphU5kLLVxRk9oZuisy6EE6Eo5Eb4Zh0DbhYqc+59mefdtLXfOqX+ZnX+hgUaxjKRSlNycnQqWhN06Fja4gUBzpaEiHikDBoJDojhSEH4jUdYe6qjiUitDJzqbxmc/74h++3f3vfp+rHrvo2tLl+pKNyWq1EpuCQQ9ahB5kuCKSki5LhB4pgxa00pVk6ITH1e6vZdDCFUMvDqWwqRwMfGdr5SnnzvmZf/wq47mXsAwpIhYrstjsTRZbI8FB+GtFt8jG3BgXKH4QZqzRsdQtXNaQjtQuo5jQEaiKwWUN6YqsbIJmttAMbW3+5Gfy0Q/9ic/89us969LkqQeTZZttarc/pktLWrCcq9qLv004UtJf6+GKdFl0ejPEIPvC9tbKeMvNbnjNq423nZOrVYQliY6gFRIV4YmtYa2rumUWWqcXAgMtaIpN26ibZmtcUKpDPSib/fShD7vw7vf63If+WHts21VlUOamZndiGPTNJNIVGUyl6EFXFER24Xh2xtHWTWddf9cdxtvPi8x0HKnrmoLolSwUMugoyIkY2Zj1tmtLcGnDG9+XX/gvf2h971dszZNe6CiOlE5Nf6VrxfepnUXj1LqYK4+tuLjkYCSSE1O3NXOqV/N6Y4oUWwsxjDbzzNyMilUPG+nhYPfa0677h/+dm37jlfzsCzl1Ug4LzaAiEh3pSEEhdd8TjqQj3aGiOBIuS48LP1DZuvW0Ma5WUpdtY1Q5OOBrD/rW69/mgY/+sYMvfcW10lZpsh/YlEnrLJwQWWTQFX+r6GQhukOJDCKp6YoW1GRsXUFXzAWrpf39fas1q/GE/dY8OqTNC67lpp9w7l/+z4bn/yhXn6GI1rtSRxFBOhIkuiMFoTtS/KAkmiMV4bL0uOgoEt2RgnBZIhFsMu2U7lBIJzWLxy6mBx/zpf/t3+mf+7L53q/Z2uwZV2Guk91hksOgtlHk4FA6VByqSSS1EyjZ9SCja4UWLutqS0MMsi9sb62Mt9zshte82njbOblaRViS6AhaIVERntgS3aGuZkEnC+GKDH8tXJaOhCNtZr3O+UN3+8rr3+mxT9xj6+JFZyo91/p6z7I1Q4ZSBq0W+4tqUnUhMg09he44dsbR1k1nXX/XHcbbz4vMdByp65qii6zkQJBBR0kCU5+1urbS2N7lY5/Mi294nwf/+M/k7kVFcxzLuThzEHrh0S22V+lgIHQnN5yY2GohepoL0xBmofeuJousFgaPtY0LTznl1Itf6Lmv+AXXvvQlPOtZDAtUFDoSgUB0iVA8YSUSwSboZivJZuabD/OJz/jC69/i0ue/LB/7jtNDiL6WZsNI9iBHDI6rpCt6UJKhd5FkMJei1dCmdNqWYVx6dNq4cNWWq172Is98xS94ys/9PNc+TSklXJaZIsKh3rtSir/Xkkm3F92sCCx1J9cT391NH/+Mh97zAd/6yMcsdy7aqpPNwSWb3Lc6saXNAznoQaJHUZJIajJ0ShK6RCtdK7ToDtWWhhhkX9jeWhlvudkNr3m18bZzcrWKsCTREbRCoiI8yWWndR69mO19d/vLP3yri/f8hWulrTKbLj1mkd0gRRn0Uh2Mg01ULYtDYzYlu+PYGUdbN511/V13GG8/LzLT8XQ0h1LVFcWRSDLomKcDyzHZrPni13zt99+YD73/buMj37WaJ0N2xzG2YjWFVtgbORjSXInsFo2xd3XuhmHQhmLTZq2lGsUyRqLYU10orH7y+W545a848cu/wHOuYzHKMuiqoohEIsig6Q5VRXiCSnQUDiKtpx1XDQv2Jz74Jx74rx/01Q98RL2wbVma5ZA2B/sWupN1EJnmHPQoji2LQ0XXg4wuo+soWcSUhlgoZWFvGO0/5bTTZ3/Cj7/iF5WX/hxPfwbjGC7rvYsIEeHQNE3GcfT3W5fYl7oQGHWLTA5mdtbpfR/w2be+w6Of+5yti5ecbBuLeVYiZR2lohUSPYpDJSlJSSIpSQ8yulZoQUmiN0MMsi9sb62Mt9zshte82njbOblaRViS6AhaIVERnuQ61jMtefjh/NZb3uYr73i3+Pr9nrbZWLVJy0mUFBFCRZjK4CCKDBY9leyOY2ccbd101vV33WG8/bzITMfTyU6wNkgMqIh0xSabRemsN3z3MdO7P5CfetPbbX/5XtdicbA29u44Si8iA0UrXUY60oWuJJs2W6yWRNi0WcliUQeLXu1m+s4wGJ77bM8//xJP/9XbuOknWI1yKDZRVEuHKgKJpmuODIrqCSoxYeQgOu3AKpP7HvCt332TB95/t+n++23lbHFyqcXsYHfHVnJ1jnI9mcZBK8VxpeJQza5Htx66Hq4YOifnSiztKHavOuWacy92/St/lZ++kdMnOXk6DIPeu9aaWqtSikPzPBuGwd9v3aFUNCk1gyKy0xrTxIPfzgsf+rBPv/Ht9j//Jc82uqanzfZFsVrohY4MepBBZHGoJJH+WkbXColwWW+GGGRf2N5aGW+52Q2vebXxtnNytYqwJNERtEKiIjzJNRx0+kyu+fp9ef/b3+tLb3unrW886FlbJxysL1JcERhb6AbrWrTConXheHbG0dZNZ11/1x3G28+LzHQsieyUYg8NCwyoieDSwUWnx5Hdifd/OO990zt8+zP3WB9ccjI4te7G3h1Hj2KKULJYtm7oqabLula6uXZTpKxFRJWtG7OqQjYew/Yzn+65L3upH3/5P+Lmn+LMCcZqU4oWVTEIVEcSTTcjsFRUT1BJTsTIHAy55tKO/fd80Jf/85vs3vM5T+1dlG5zanBgst7fOJODazfVtLuvbY2m6lhSkUKg9tTqbG/s5pICi8ZT2tLOptu9+mpPfcnPesGrf53zP0+tZISh6otRRMhMh0opDvXelVL8fdb7rJRCdyQDTdYUWK93LIfKtx7Kr7zxbb75zg86ef8jrtvt6t6OPqaMWQ8SrbgiFX+bHsWhROgimxKD7AvbWyvjLTe74TWvNt52Tq5WEZYkOoJWSFSEJ7mGCfu7nBowpXs+5zOv+30XP/inzuzsGtuGbDK6moxzcWguRQYlHdvOONq66azr77rDePt5kZmOJZEo7KFhgQEFodPXbBpf+kY+/LrX+/p7/0he3Na2unaw9pRejN2xzFEcDCGyOL3pVnNa9K5Htx66daUvqqk3pYVB0EObU9Zw4dRJy3P/wE+84pedOf9SzpygMA0hh5VUHApURxq6rukCS4PqCayhuKyzf4lP/4WvvOkdLrz/bquHHnXVUOy3td0T1WYM86Y5Y+lpm8G8s2/aqqbaHUcqUjg09DTX2f7YzSXV7MZWjJtwYebEi846+9o7efkvcuYMrYRhicZQ/U29d4dKKf6+azmrUWhIlxV6M9VmU7vJ7ISw6I3P35vffPN7ff2dH7L66sOuFUrsExuHepDIcEUPMuiKxxWHSroisymlyL6wvbUy3nKzG17zauNt5+RqFWFJoiNohURFeJJLTMjOsmPisQt56SMfc9+b3uWhj33SNZlW0yxNSkslKUkRDmUUPRzLzjjauums6++6w3j7eZGZjq0jWAeJQEXoqsa84RsPaO/6aH75re+2//mvWNVufSKs1/tOtWLsjmUqxf5QleSqg+7EnIbetdLtj916SIZqmmaLXi2HpfXU7LbJ+NSref5zPe+37nTmxS/iR5/LWAjaMGqKREWgONLQdE1XMBpUT1yJ6Nis+fKX3Pe2d3nw/R9y6msPuHo9GUtzcb1v92TVVwttU2z16pp5xcFks5hNtTuOVLQIh2qmjNlUO1JNZFg3yrOf5Rm/dpvr7vxNfvxHbXII62KxNRII36f3LiJEhL/vUhcumxNBFiJNNe1H04Rm31UYD3r6+Gd97Y3v9p2Pfsry0e/ami8achK6vykjJVqhCxnFociiJJEFXdeUUmRf2N5aGW+52Q2vebXxtnNytYqwJNERtEKiIvyQGQWly3ktzDzySD707g+49+3vE1/4mqv310qbZDZzNIOw1VJJNqVopTiOnXG0ddNZ1991h/H28yIzHVd6XPc9XdFE37Czr73v7rzv9e908c/vsbq4Y7Uo9lbd1CfLuRi6Y5mjOBiqSM6s2Zqbkl2vs72RTU2JvpmdLiur5Snb09pj0snrn+PUi37a8//H/4Ef+RFOnaCiFE2RmFqzqlWkI0HqGpru0GBQPTElOuo089hF00f/2Kd/5/fsfPovPKs1p82idtv7uzZbC+XESfMBseFMruiplY1Wm+NIRYuQ4bIUupqzmkSyroP901uue9nPe+YdrxC3vEhefW2sjZaJRlRab3rvIkKtVUR4Mkh0XUFMDUEMFObCBpNucmDVm1N9YHudPvwJX3jH+z38iT93+tLDTs5rtXcFpSO6Qz1SK7QgI8gisqhJZEGX2UQtsi9sb62Mt9zshte82njbOblaRViS6AhaIVERntwSDYGaaGsq2qR/9vP5rT+62+f+0x96+u7GarMRfaNFU6UTUxcRplpMpTiOnXG0ddNZ1991h/H28yIzHUdiQsHQkKh0G3KjrDd87r786u+8wYPv/Yin7K6d0GymfethVsdBnUM4nh7FplS1s5pZ9IZurrP9gVbSIotpZ+1E2TJsbXk00/bphRf80s977m++in/wEpZLohBk0FEciUQ6EojuUNMdKgbh767eu1KKQ713h0opDk3TWtcss/Inn/KJf/87Dj55j2v39pzsB5ZD2p12tUI3SFX0BSp9QXRiQzTHkYqe9BpapGizkxMLRUkeW1X5wuv9+D95leXLf4GnPc2BraBaNIrLCsKTUqLrDlWFdCRoaNiYLRSjJvYneuVgzp0/utun3/pWlz72Udef3LLZvmR9adfTT59Rpb39HautLft9owUZQRaRRaD2go5OCb2NtrdWFreedeNr7zTcdk4ulxGWJDqCVkhUhCe3hhmBRUNvDElOPLbN1x/IL//H19v/8885+Op9roq0WFTzetfQu5MnT7o0TVopjmNnHG3ddNb1d91hvP28yEzH0bBGwWpCR5monZx46BEP//478qH33W1zzxddnSmimdtaVMo4aC0dVypSFcnQuyL16ObabWp3aJzDqi6VebDdu4NrTnvqz571/F89r7zkVp75XIaRID0u0pGOQDoSnUB0FBRPVL2tlZx45DHbb36/L73+rRb33u+qzb6MAzGyKZPEog2iV5GDOUbrOshgyI3QHFepo3WbTZVFHZza72J/1ofBhaee9rx/frurf/VlvPgmB7EVLBUMM8VlFeFJKdF1R4q/TUEkemd9QF3QU7v/gXzkk5/01f/yB/p995m3L7mqDE5FWLSuZNc1c6RWUo/QUXJQktoLuowuIvQ22t5aWdx61o2vvdNw2zm5XEZYkugIWiFREZ7cGg6yW0YxdEyNMdCZJx55NNufftqX3/Je3/nIn3paS1cvw+7FC6Z2YOvMKZup6VEcx8442rrprOvvusN4+3mRmY5jxhol2ZrQOg4oyf6Ogz/5ZH7i3/624Uv3O3XhkjNDtc6NnrNlLYqwQQ/HUnoRGSjoMtJcu1a6VrpIygGnT17lYMO358nJsz/lp3/rlYZf+nmecS3jSpbB94TLEulx6W/ohCPhskL4Oy0zZaZSiu/JTJEzm13rP/64e3/37bY/+ueevr1rq2/s2tOWtJFITm6KsVdysCnVpcWgB8s+Kdkd13IYXVrvm8bBidUJq51mvT/buuYabniB5/wv/z0vvlE7fSr2jJYGi0RDoCA8aSU6Eh2JQEVNdHTMjbZhHBmQjUe+kw//wZt9/m3vcun+b3rGcst4ccdWS6fHwd7OJXVZTYVe6Cg5iKT2InQZXUTobbS9tbK49awbX3un4bZzcrmMsCTREbRCoiL80NRmQx0EcppFVARmNhPbF/ORt7zL1974LuWr3/C0zaS0te3Y16Jb1oXI4jh2xtHWTWddf9cdxtvPi8x0HA1rRLI1oc3MB0TnLz+b97zxrR56z0dc/diup2ZY1LTXNkR3UjFNkz4MWnEspRdDD4fmklrp5tp1FF1kUfuglYVLtcpnPMOzbzvv2f/41/nJ57MaiFFTFITL0pH0/6KTjgSiEP5Oy0yHIsKhaZqUUtSc+fYDHnrz29z7B++y+Oq3PTNDbbOLsa9vFevSDJ2Tm2LRghxsanFxEebKck5DdsdRkhrsTWtta2mxPKHtdJsYPPdnfsY1v/wPedUv8qynWtcxDnDSYOgeVzy5JYIZDYnAgJrYNFoiqIUh9ejWha3e+OyX8+uvf5Mv3f2n6qMXnLy478w8OYHpYF9dVq10c6E7VJQshlaIji4i9Dba3lpZ3HrWja+903DbOblcRliS6AhaIVERnuQSfaYWqejZ1bm4IpCdnPjyvfndt73ffW9/r3LvN1yzqvaX3falC86MJ5R0LDvjaOums66/6w7j7edFZjqOhtllmZY9mSc2Gx5+xMX3vD//5Pf+0OlHLji5t3EiUsluPW8shmIrBgcHB3KsWnEspRdDDxlMJfXS9eiKrvSCIhYrD603pmdc5wW/9DLP+7Vf4ewNnD4hh6IrDhWEy9JlHQWd8P2ykEhHCsLfWZkpInxPZmqtGYaB9T4f+ZB73/RWD/7Rx119aXJtqebNxl6d5ara5KR2TkwsOrLY1GJ3ZK4sZ0o6lpJdzW7Obl4sberC9kx9xnXO3v7rTv/j23nmtZw+Eb2G/Wl2chgdynBFeBJLpCuyMCEdqRgSvTM1SqEEtZgjHUinNHbX6c8/41Ovf7NvfOzPXHtp7ar1ZNjbs6pBaVow166Fy4pDQy9KuqyLCL2NtrdWFreedeNr7zTcdk4ulxGWJDqCVkhUhCe7zjQxVC0KitKI9Lgys5n4yy/mA69/swc/8FHDY99Vh848GedU0rHsjKOtm866/q47jLefF5npOBJTT7WEmjPzxKV9/uwzed8b3uLeD37U08uo7O2p0YTUptnWONiqo4PNWi+hFcdSktqLHsyly+gCQ++GVvQY7Nbi22N1+sVn3fLP/on6svOcXFknZTkKBApCd0UiXJHoHlcVEh2BQPg7a5om4zj6W+1c9K1/829854MftvvF+11jsJrTNE3msegjPVPNbtkYekcxl25/oEUx9qKkYynZDTkR1SYG2+Ng7ynXuvpnf9pP3XG75cteSh3DUFzRMKKw0VGMCE9Sie5IoQXNkYKKyM7U6J3FSBRzpAkrTWwmLu3ld976bp9649uceOA7Tl3cMWxfdPXW0tzW5tLNtWtBRhFJ7UXoShIRehttb60sbj3rxtfeabjtnFwuIyxJdAStkKgIT3LZOdhnqIwLTVEciXQkME9890L69Kfd99Z3+vqHPqo+9phnnDgp15NwPDvjaOums66/6w7j7edFZjquab0xLgdNU6cN3/i2R9/wzrzvje+yeORRVTetd6mMtSj7k0WpluPC3Js5mh6OrfSiB710dGNj0buxFVMZPBSp/OQL/Miv/SM/8spf5QXPN5fB/pQWq6IidAXhe7pDDQ3pUBGoiuqy7kgg/J01z7NhGBzqvSulOLSzsyO+9GVf/tf/Wv/MZ7m079Sw1A82oqeyHG3mSdSq6IZOzY6uldSCjBBZRBbHUczGnBXV/szOmassbnmR57zyFa46/3Ncdx2thkRDwchU0oGNUTUaVE9SiYZEQSGDhq47VJG9ydaVUkSELpUyKJLNhpZ88av5jbe8y4Pvv1vc/6Azm7VTJbW+0Uu3qV0LMopDtRehi6QKvY22t1YWt55142vvNNx2Ti6XEZYkOoJWSFSEJ7vOPKGhyrqwidAcGbBIHOyTG7Yv5P7df+zzb3y7+eN/4er9mcGx7YyjrZvOuv6uO4y3nxfZ0xXhinQk/JX0twsONmvLRRUaFy7yufvyS//+dR54xwc9//QZ63nH/mZfWY0W48juWp27cVwgzdH0cGylF62wqV3RreZuObNog91h9M0To2f+yi/6sTtfxa0/w8ktBzEIVEdCVxC+p0tF1zVFOhKoioJIJALhBy8R3aF0qAiXdQRzMG/WVotKa/bu/Zrtj33ct/6v31bv+7ohq61x4WBvrdZquVza3d8z1sGh0JXsRNddFkmGkgVFD98nfb9wWRZ/U9ENZj3Cxcb6Gc/wrN/8Nc/+53fy/Oe4MPc4mVvGwOzIgk2ktbVFWRgU1ZNUojkSCBQaUtfR+2wog0BB+CtZ0PQ+K4m9Of3R3T72715n77Nf8Kwoxv1di0g9ZnPtWjAXMopDtVOyq6reRttbK4tbz7rxtXcabjsnl8sISxIdQSskKsKTXSe7K6akVutazEgMWLmsd2Jimrjva/no+z7o22//sN17PuepJdRspkoPeriidgK1k0EP0vcUtXNpMVq98IWuv+sO4+3nRU5JQZBBd6QgdBLd94tCYU83z7vO5MD9D7vwe2/KL7/9PRbfesSpPmtmvXRTcUXtxdDD2ArRtUi9dMdRerEYFr67uy2vXjhxcql/56LFxKnF1R6po0ee90z/4F/9Syd/+TxXn2YoUree9izHJSqK8Dd1FKmj6I4UR8JfSYQfqEQkOmKmpCYwKIjGPNOWBNqlh23Vyp//pc/8r/+7zee+6PSmiXRFeFwi/D9131OSyOJQBj1c1mWQikPDsLC3t2esg+W4tNnMoqehLrQ+GcdqW/PYcuG5t/1DP/Y//QtuuF6rEW1xWsGQmJEIFBSEH0rfL0h/u/D9ErNmzMa68c2H8tE3v8tfvuXt4mv3+5EYrDYbZZ7UsYhVtRfNpWmt17BYLNRNM2TV22h7a2Vx61k3vvZOw23n5HIZYUmiI2iFREX4oSsS6UiQQUN3pPeNZQkxY3/DV76RX3vn+33xTW/zvG9+yzOWxYWxu9DXLEdjqYaD2aJRpy6DdS1aIRW1h7GxOy4sbr7Rj/3WHcbbz4uckkChBelIReh0pO8XRZZuV7OlqxcP+MRf5Lde/zb3f+huy8cec7oWoplrNxc6Sg6GHhZzEZhL00t3HKUXY1Q704H9E2kYw2J/NvZBHU95ZHXSNb/6K67/rd/gRS+UC1eEbrO5aLFYYsTgiSoRiY6YZUnNoVF12ZoYWFdCt2g7fO0b+u+/xT2vf7Pxwr6xd8dRktpd0YNWyOjSoeLQMAzmuatRFMW8nsliGAYT+mLhOzE59cKf8sLfeLnFL5zjWdcxLmOtoqgYOrrHFQTCDx1TYqMZpDo3vnOBez6X9/z+H3rww3/qeaoTl/aM8xrdPLIZ2ZS0iVRKtWgMWfU22t5aWdx61o2vvdNw2zm5XEZYkugIWiFREX4oHYmORDhSmNEc6gbUhk3n4n4+/NE/9YU3vNG1H/uEp653XdwKu0OzzqYKJ+ewnBk6GaxrMRe6qibLudgbBuPZm/zYb73KePt5kXMSKCS6IwWRjiQSgXBFRrc77TpVC/d/x0NveU/e/873WX/hy07v73vKcmmTa610c6FFUXIw9DC0ouhapF664yhJUSV240Ar3SoGPat+4oz+I8/20//qX/Lz53jaVVqlFELXpz1lHDGieMJKj4tZk1KgqIr5gHHBJlnkmnnNhz7k0//HfzJ97ktOrNPYu+MoSWRxKKPrQUaXjgQiQo1Bzaq1rrWmlEEpxUGpLi0H66ee8TOvfLkzv/HrXHctp0/EPIwOVIOiYEwiHQkyXBF+6LgSU2/GEnI6UNYbDqa88Po3+9Tr/tBTH7vk1M6u5TRrfTLFZF4Ei0Hr3TzPtmJUVb2NtrdWFreedeNr7zTcdk4ulxGWJDqCVkhUhCe3RHekJtLjCg3NkVEXm0YGE+77Zj7wznfbedOb+cbXHSxC3Rrt7e0pPV01LljPxigy2JSiFVJVO2MrdsfB4uab/Nhvvcp4+3mRPV0RpMeFy9J/K0iEbt6/ZIjKJz6TH//t33fx459y1YVdV88bpxej/WlXK2wKGchBzWKcQ0GL1Et3HCWpUdRa7c8HsibD6NFpsnrOj3re+Ze69p/8U17wfFajdaZxDCXQ10QhKoonpES6IgtN13WHqqIodCLoLZXpgMce8eB/+QNf+IM3uWZn37C7MWR3HCWJLA610iUyukOBSHJuFsOotdQ7dRio1dzSpcXg4tVnPOslL/aTr76DF93EiUUYq3UZ7WFhUDGipisyaI5UhB86rqnNhjrYTHuWFeuZe76QX/yd3/PIRz/uKZf2ne4p+uRgXmtDF4ui925ebyyHpZqD3kbbWyuLW8+68bV3Gm47J5fLCEsSHUErJCrCk1uiOTKkI+lIIJilQ1WKzUwGLdhd86l78oHf/o8e+rM/Mx3sO33qpOnirkE6szphf3fHWKsWtCgyXFZEhtqL3XGwuPlG1991h/H28yKz+W8VVyTCX0t0JAad9T7bOy6887358d99g3rfA67r6fQ8GzXrvtaCqdIiUNReDK0IZHQ9HEtJilAjmTuLwcWaHsjZ03/uJX72X7yGn3kxV13NMJiSGKlB9I5ODIQnpkRDYVOYdXQVCwVFc9ncDTo7O/pHPuaeN7zB9ic/5anr2Th1JbvjKr041EuXyOgCkV1NtG4xLK3Xaz3DeOqUqXeXNhv7V50WLw3nJjkAACAASURBVPxJP/dPf0s99xLOnGA5xlyrXYcGBSMGhCOJGYEB1Q8dVyabaWZRVM3QN1zazfbej/iT//A6ee/9rm3dIrtsa5NJVCJC9i6yqDnobbS9tbK49awbX3un4bZzcrmMsCTREbRCoiI8uSUaOkaEy7oj4YoM1pu1sRa1VKZOD3rnu4/l3n9+nc+/690ufuMB1wxLi721rVItl6MLly4aFlUryOJQZHGoZLi0WFi98EbX33WH8fbzouckHCr+WhZXBOlIR6I7sugze3vc89n80pve7qsfutvpRy96erLcrOV0wFjMpZtq0cJlofaiZFF60Uv3/0XOk6Gz1Yu2WnhowfZ1T/Gjr3yFH/vn/4ynXse4JAqVFhREQ+uMhfDE1NFQ2KvMqLoBC4SioUwHogcPfNu3//MfuO99H1Afeti4t2urDEp2x1V61YOMlNHRha5mqp2xDMZS7ewd6FEMV5322P6eg2Dx/B/19F9/hefe9Zs87RrM4eRJB4p9VEVFxYBwpKE7MqL6oWNLDjaNZcUsN5dslcr9D+cX//1/cv97Puyqi3u2Dvatehdl1jUqdVyYN03NQW+j7f+bPTh9tu2sDwP9/N611t77nHPv1dUASBiwGQRIQjKYyRaDcWSIzSRACBMgiRN3nKpUd6eruj/0H9FV/aVdiZNgO4AYBGYUowcGY8AGxDyYWROg6epOZ9h7rff99bnn2FarSbvcx6lSbrjPs7Ywe/pVLn/dK/XXXC3n8whzEg1BLSQ6hJ9uidG+Dp1dzf3CnuVqaRg6pRRqshrpZyy3+cTH8lvvfZ8ffuZLDp3YcWRntNF1oi9ObJ9S1nqJyCJQWnFGi3B6mFl70uUed/21hhc/R0y5UhCCLPYVe4JEta+532wcue+4rXe8K7/wgT8y3nq78zZ3nLeqZnWlTUsxK6bSrLqiRiFDyaJk8V9DraNZhkN1sBnc/ZAN5z33GX72VS+19syn0W+QHdET1EIkpaKhR3F2SkzoOFUYMWCmmdtXc9JlsrWSH/2kb775nU5+9es2dpZita0XQnNg2TmjlURDE5q+pb41vc7Qz2ztLE19z6F1P948aTj/PI963i+75FXXc+UVrM9C39nSZMw0JGYo6FDQUNEQml7ROefAkprUQmpWdcvhLji9bfnJv8yb33Cj+M4thjvucn5La31a1R3LvunmM3Wky16rgxNrC7OnX+Xy171Sf83Vcj6PMCfRENRCokP46ZYYkejQIRLpfkGdJl3XUULWRjQRhWnJj27PYx/8I9957x+rf3WbizYnh6RVVKsYjTMy6GvRJV0rWjCVcGqYWb/icpdef63hxc8RY+7oFGFXdiSiOCODhmpfQWgKYmfJ927LH/7uf/TVj37Seavm6DgatnasRUqTWpqpNKuuqIHsFEQWkcU/RKKp5tE5NM3cPU1OPuZhnvC6V7jgN14sL7xAmlut0qKfO2MKVHq7Eh2Ks1NiQsepwhIzzDHXyGY1bplF4ZYfufXNb/ejmz6m++Fd1vu0NnTG5YpoDiQLQgYZqUVTsgnVrFKysawWizWb46QuZsaNNT/cOuX8Rz/KU66/XnnlK6y6Ynb+0cjg5Djph5nAVNOiCx26RNhTUTVnDIpwzkEtV81sVpyxM670Q2cwsXWKe4/nV37vLbb/8kviK9/1sHF0pC82V5tOdDvKYqa0Xpe9Vgcn1hZmT7/K5a97pf6aq+V8HmFOoiGohUSH8NMtMSLRoUPYlUj3yyRoUs2mdL0zcvuEvqTpU3+Z33jLe5349Jc95PiOjdqMVmJebFoRTV+LvtG1IoNVF07OZjYuv9yl119rePFzxDJ3DIqwq3X2RCGo2GlVZrXoZjpNZGOsnNriPR/IL7/1Rvd85wcuXqwZNrd0y6VDs87OzraYFVNh1ZFoOgWRRaRdxUEl2kCpoZ6uxvOOeuivP88l/+yVPPWJTpdOb9Dr9YkkC5GoSHQozk6JCR3HS6rCDDPMNVrVto4rXWf8yCd8990ftPrc19U77nTkvEMimmmaiOZAsiBkkJFaNDRdVrNKn83cYHN7W6xtcOSQ21dbTsw6V13zXI989W/wC09lsRYZVDQkAgUdIpHuV6iaM4oinHMQiYYuUREoZEwYRR3lZ76Un/0PbzJ9/PMeXcN8uWPMbVsbYbOuDGXQG2SbObG2MDztSpe99jrDNVfLxSLCnERDUAuJDuGnW6KioSBQEHYl0v0CQUVFojPpV6dYZW6++X2+8J9vdOTOkxanN21un3TBxec7vdp0xtCaoRaRRQbLLpyczRy6/HKXXn+t4cXPEcvcMShC0AoKQQYVEwo6TZeNmqxGbv2he1//hvzeR/7U5p13unjjsH65NGuT+dDbWW7Td6bSTB2pIJxRWrGvOKgWTEOxGpu+W3fB5U/yiJf9Gi/6FS4+6hjm5nrM7WoI+6p9HcLZKVFR2CpM6DBglpU6kit+dKfv/d4NfvhHn3D+j09Y21rpF4Od1Q5dIZoDyYJwRiupRUPTZTVrTd9YH9Zsbq+0xZpT894PY7L2mEf6xZe/xOyFv85DLlFnQ6T7BQoikfalfYFANPuKcw4m0dAlRvs6dM1SNTfx42N57F0fcuub3mP41g88rOtEWTner1h0puWkN8g2c2JtYXjalS577XWGa66Wi0WEOYmGoBYSHcJPt0TTpDOKMwIFYVci3S+owYSKoplbiuXIX3w1b7nxA+78xKfNjp+w1hdpqWYVmr41QyOyqFGMJZyczRy6/HKXXn+t4cXPEWPu6BUyyN6eoAaTfaGZaWzvEB0nTvOZz+WXf/f3nf7q15TVyvmLNd1yNJS0mPU2d7ZE36mFGmSEMyKLyKIkLRzYVBiH3rHl0nkPe5QrXvB885e/hCc+Rt0YHNMs9GaY29UQSKR9BeHslKiVrrMKJhSUpG+jMi1pK/nnn/Lpf/8Htm/+ukdOnY1WTH2xPS2VUojmQLIoGVrQSqplQtNlGmrTt2IWvZ0pjYs1d5d07MiaS695jidefy1XXMHiUNS+d0axL+xKpH3pgcKuRthVCOccQKKhS4xIFPTsRNOr+tWKr3wn7/h3N7j1g3/i4lYtunTfdMr80Ny0mvTRyzZzYm1heNqVLnvtdYZrrpaLRYQ5iYagFhIdwjk0qWmKdL9QdHYl0r4ggxGTfb3JbOs0x8f0sU/5zOvfaHnLbR62NnP63rutzXtdNn1rIilZ1CimEk7NZjYuv9yl119rePFzxJQrnSALWewJpmBCVc2FfhrZXqLw/dvc9u6b8o53v8/inmPmmHWd3NnRd52+L7aXW8rQq0EGqQhEFiXtaeHAxlIsF70TXe+hV1zliutewS8/l6OHLIdiVejQYW5XIj1QcfZKtInSy6ChJiXoszJuc8ft7v7gh333He/V3/IjF9VBt6qWJcXQq210UCWJ1slIU0ctE5ou01CbLotSi1UWy/V198wG9dE/42mvfoUj//h5rC84dF7U6BWEXWlf+rtlIxCFcM6BNbIwIRHoWQadpl8tOXY63fQnvnLju0zf+Z6NaUVboomSSvSyzZxYWxiedqXLXnud4Zqr5WIRYU6iIaiFRIfw066RiCYVFQ2JThHoEul+hQkTGjq7Tp8wjxnfuz2//XtvcOuff9qhzU154j5H+l6fTckmkoyiBU3n1Gxm4/LLXXr9tYYXP0e0HIVCK/5GLUwY0UzWNMPYWE0sJ/7sL/Lmt7zd+IUvu2C11JeOWq2W27qu03VhrBNdkUE6o4gksujSnoymhQNZdsXJLsx+7mf93Auu8ZAXv4RH/Ryz3ogc7CnoNbKRBYUgg3B2a21SSqEWGjUoPaGx2uJzn/fdd77bPR/9pMPHTzuSvWk12mos1tdM49JBlaRrnRZp7KhlQhPSrNK1MMTcThYnZzObF57vgmc93RWvfSVPeryxjTGsH5GKsCv9tYaChkI0D5DIYk8gnHMgjWz2tEIUggwaOruWS8aJW27Pu9/zfl9993ut3XPcw/vBdPqUVlJ0RbaZE2sLw9OudNlrrzNcc7VcLCLMSTQEtZDoEH7aNSqiUZgwKRo6RYferkRDIMhgRCLQT1Wpja2tbB/7M3954zuc+OJXXLCqDtfJUBuaDGoUGcjO6WFm/YrLXXr9tYYXP0dkVrKQSBSmYMIKPWZtqa+N7ZHb73Tv+z6UX//Ahy1uud0FrYlgmiapigg6oitaa9IZRSSRRUm6DA0ZqZXmIJZdcU/hkb/8bI971Sv4pV9i7bAMslF6stgTJiQt0MtCRYdwdkpNlXrBqjBihh7ROHVcfvzjvvAHb7L5l19w4Vgdmq/TFad2RsN8IeskHExJula0YCrN1DUtmpJpaHQtzKzZzHCs6w2Pf6zHv/LFznvJC3joBXa6jEGvU0i7GmlfIEg09ysIu1qxJxDOOZBGqwQZoeo1FPSJhtaYltTJ9OlP5Sf/0xusvvQNl06d/vSWsZ9kV2SbObG2MDztSpe99jrDNVfLxSLCnERDUAuJDuGnXDZqs6dnwkqRCEWHGSLR3K8whT2Bzq7VkjZx2x35vbe8zXfe+yFHT245bzma1yajqcFUihaU1jk9zKxfcblLr7/W8OLniGxJIu0LpsIKIwbM6rZ+qmxPfPKz+cW3vcuJr3/D4bvucThTa1Vm6uad2pqazWw2U2u1r4gkMpSka4VoaqRWmoPY6Trl4od54stfon/Fi3jUI9WY09GNGLGGYteEpAaK2hUVA8LZKTVLzUJhpzBigZ5xWhruusM9N33Q1974VvPv3uIioczmYhhs7oyG+RrTKBxMSfpaZLDqmqlrWjQl01BD14pWO+OwcHJ93cOf/Yse9S9ey5OfYLXWxzIGa5rerrSr+VtBoqI6ozijU3SIdL9wzkFko40UdqJY6VDMMZ/Q7IuRsuL2W/I77/6A297zEQ/55p0uamm7W2p9kW3mxNrC8LQrXfba6wzXXC0XiwhzEg1BLSQ6hJ9y2ZgakXRhClaKal+nmKNrSKR9hSz2RNoz1ZXexOlN08f/LL/9tnc7dfPXHN1amtemlWYsTKVIdK1zephZv+Jyl15/reHFzxGZSbMvEdTChG1pTRhW28r2Dpvbdt51U37mrW+3OHbCodM7Fq0Zx1H0ncXazHK1sppG8/lca80ZkUWkPSVDJEVq0WQ0NYoMIgmUJJIMWjQtaFGcUbLoKyfng0t+5bkuue6lPOeZzAabY7G+NogJO1hHQUxIWhDFFEXDgHB2Ss22lXUzdgoVMxSmzePKbbf4wRve4rb3f8Alm0vndb3NujJGsdxJRw6fZ7mzLTQH1TUyaNG0oEVzxqwWkcU4hTh6gc2LH+JxL/k1R/7la9iYu7cuY7E4ZI5eI+1qKGgEiYqq+BudokOkfeGcg8pGq5RmGZ2VXsGAWUWzr5+IkZ0tvvj1/NJ/fKOTH/y0xy42bI4n6IpsvVOLhe7pV7riNdcZrrlaXawHg4Jo9tRiT5fuF346ZaM2ezpqFCMqAkUxoEskEmFf2DehULumM7Ja8v3bcvtdH/a1d77P2l3HrU8TqlqaqRRn9I3NfjC78iqPu/4lhhf+smiZIpENDYUoarBTWe+IzSU5cfPNvvF7v5+bX/yS/t5j1sqa8JPSA4X/hyxKEprOKLHdd2oUJYu+MZ/oslnlaHH+Ibcev1u/sWFjcdjOfaddNBxxe9f5mX/zz/3sq17GQy+S40qsrdszoUMgEE0ikIpqX4dwdkrNZNIr4tTEbEGH5TalufOd73LrDTfauOU2w33HLIbeNF/YmRrLTq+X3UQ0B5GohTauDBkWszklTNOka8UwLIwxc1urHnHdCzz6N3+Dxzzccv1IhMG4XFmfz4RdiWhkIZq/kWiKv1EQzvmvIu1q9hUCaU+iBSN6TV93mBr3HM/NP3yfm9/yHuXOux2xZLk07zesjh41Xn6px//GS2288HmWs7VIvcAMkWQQiWpXoyuEn05pV7MnSEVDIuwrCLvSAwUSFdHUrqHq2sSJLT72+bz93R9y7LNfMZw4YVaavm9W09KspEUUd9XU/8IvePz11+r+8bPElKlL5EQmgRjUYGrM7RqxeUq76b35qdf/R2u33+YCYZwKegfRtabPUStsd52p9CKLoYa1KXXZrHKpO7Lmxzun5HywtjjPzomlC8oh46N/zgX/02+6+PnPY7GQOztibUGgVbrOnrAn0exLBArC2Sk11aQTLIno6Ao7W5w84a4b3+H2G99t/cc/0m+eNJv1pvm6nYl+Oei7TrPSSnMQLag9WavZmGaKDFpFK2oZjMPc9Oif8ch/8hIXvPxXbT/0Aivz2DDoKtE558GWaEj7CrUwYsSARa5YjRw7rX3sU/n5d7/f8a98zcPqtmFzW29u69Bhfv4yl73uOrNfe57VMMSkV9CjQ0OXqMhGXwjnHERiapSmdlRpZmKn8rVbcvzop335D99v+9ZbrGuOrg+WO6eUXDk8zNwjlJ//BZe98lrd858lpkxdQ05ISqjRm+ybVWJr5PY73P6mN+SX3/V2F+9surDrLVd29Q6iZNPnqAZj1xmjRzHUMK+pZJNZtYGt0mxJw/oRpzaXDs+OeNwLf93h33oNlz3OnuWSxZwg6yT63p6wJ9HsSwQKwtmqqTkpUcgQLVitiOBzn/fd997k7g/9scP33Wc2Ls1mvWmYWY70dTB0MzWXWmkOIlH7dEY/JWPV6ZTSazVsCScWvce+8BqXvPZlPPUyq/laLA0O6UVDIJzzoGn2tEIiEWTHCiM6zZrGauTEJt/+Qd7+oT/x9Zs+6OEnT1jf2ta3mVPra+Ipl7v8X/wTnv8sdd5HNXdGZ1+iQ1S7GqUQzjmIxJR0aSpNlXpNN00cX/GVb+ZfvelG3/vUZ/Rbp118dMPy9HE57ji0tuY41p70C658+bW65z9LjJn6itaIRscqeiMC851Jd+wUN38hv3TDDY5/6WYX58ip06JboDiIkk0YZTCVTtWjiAyzmrpsOmmsK9ZmToyTtrHudAtr51/kmb/927z8RRzZsGcamQ3OyDqJvrcnSPuafYlAQThbNS0nIkw6HbrtHWo49vZ3uvVDf2T75i86sn3aQtX3xVh6qxV9zgz93Jg7RHMQiVWOhmHQC7lqukbfz03ZORZp52EX+KV/+WrdtS/gYUetyhBVb1aLLjoC4ZwHRZOasCsLrZAIFFZBQzXZsGuqnNzk1Lbxk3+RH3/97zv/O99z0XIys3BqbcGTL/P433ot11zNvIvsFhoKGtK+PpGNKIRzDiKRSQkrTVNNbeVQKWw3fnxPbv/JJ/z52//Q1ve/7+GHNrTNk+pq28Z8cF+GQ1c+zVUvu9bw/GeJMVM/oTWi0bMVvRE9NsaJH93nvnfdlF9+61sdPnHMQ/rmxJ0/NlscRnEwTVG1IHVSUaOIDF2mLpuFMC63zRbr7htHmxtrto8ccvTSSz353/xrnvpUFgO1UoJS7MlGKfYEaV/zQAXhbNXIaplVLb0O83Fia3Lb//F/+eGfftzwoztsTEtDRxfUDKsJOej7Xmsj0RxEYpyWhtlMGXrG1K1SicHYD+5b6x159lM98Z9dzzOuVIcStcwVg25sopsRCOc8CFLTVAUhaIUs9hRqMGHM0Vp0ulo5vUn0fPWb+Re/+3r1o5/w8J3RWrfh9GLBlU/w2N98NS94Nos+dDOikGQw2jcgnPMPkahINPt2ptM2uqJvwalNvntr3vx7b3DHn3/GhVMzW24b6mSYhXsaG1c+zZUvv9bs+c8WY6Z+RG0UDJyKYkRn5bwp+MHdfvgf/iC/cuM7PMzo6Jyd0yeVfg3FwTQZ1b6O7NUIGUSmLpuNDG01mvdzJ7K5d32uPOZnPeIfPcvPXPcKHvFI+o5Mus6esCdbE11xRtrXPFDnLJZ2NctcWZbeTLVYjnzzFt/9P3/XvZ/+S4dWOxa5kl1TktZStk6NTujIiWgOpmmtKX3Ifq60YHNlaoUj59m6+HxX/qtXm13zizziITaJuYVezxRER0E450GQmqoKTaeQQevtCbIwYjSZK/ps7Oyg40d3ueUd78m7bnir8+89YWi91cZh5aoneOxrruMFz2VtCDFQColgFSR6FIRzDiqxQkVv35QrfaSZXasV9xzPO298j2+958Pi1jscnZpFNBnNfUOnXPUUV7ziWmvXPFssM81WqCiYcSIYNeua9ZOnuPlb+e1//5/d8dGPuXgIJZb6vjO1QHEQGU1Gc0Zphey1CLXQIg2tWUzNvIWone354EeH5g4948mu+ufX85Sr2DhKFLrOntYoxRnZmuiKM9IDNfs6Z7FEpqk0m5rejo1jW7Y+8FG3vvHdpm98x5qVMKqlSU2fRRhMpdMyySY0B9MMilWOptlcH708PVrVztojH6Fc9RiP/d9+m0svsZytxY502FzJQisoFIRzHgSpqUZndIoQtEIWAoUJo9QJgybqRAs2t6z+4nP5nX//u3zre8YTS3n4iMVTrvDEV72M5z+HxSwYiGJPMAUNHQrCOQdVMWFM1oKCKjHpENOS0yOfujlvefO73fupzzp/p9pQraalY4fXrJ58lSe88lqHr7laLDPNVqgomHEyqJrDRv0P7jD+0WfyG296u/bt73vovHNi+15rG2tWU6I4iIymRnNG33qyaBFaFDWaLtN8NVnvBm2nWZ13xG0bMxc+/9mu+F9+i0seSg7EQCnOGFcrwzAQIaWIcEZ6oIaCcBZLtCY7Tqu61QnrPzrutte/1eaH/1x/+490MUmjVVSZaRGD6AZjV0ytKa0KB1OyGfpia7U0DjPDbE1uVasYHL3iiQ5f/RQX/tt/Jo/MnTREw5HsdLWzr9AF4ZwHQWpGozMGRdjVOnuiOKMGK6mgEzpNZKMm378lv/k7v+P452526o5j+sNHHX3qlZ503UsN/+hq1uYhBxQSQS0kOoRz/iEqKqbKul1hT40mo+nHJWPy/R/n6Te9y7fe92Hnndq2NlWndk46ff5hy1/4eU945Utc+Cu/JLZztNhG6+iDgVPFrslhI9/4nu/+uzfk6U9+3sZd94qt04ajC5urLV03oDiIjKZGc0bfeqUVtYRU1NJEpvNKb9wZhd7mxrp6+eNc+uqXWbzkV7RD64oZWTxAeID0/y2c5ZLaRqtutFZHPv0lN//O653+k0+7dP2w5bQtoxmLPUOjKcauaOiyCQdTsimtMnQ2o9ANcpo5XTqP/uVnueS3X8dTH2tz6GJbr9M5365a7AlEIZzzIEhNVdGEorMrOxJRnJFBRXO/TlMQy6W7bnxzfvrNb3PPt++wft751i+71NWve5WH/OpzYyfTYlinFRoKWWjo7EqEcw4o7YvEZF+gZ6UZVDFO3HWSD38iv3jje/zw5i9bq9V8fXDffOApV7ni2hf5uV9/nljmaLYqtEJBx3aXeqNhucNffDG/9R9usPzC1xw+foqdTXFkYXtaKaV3UIlampKULEorWnQStTQl6aZKhqn0ts8/6rxnP9NjX/NynvVkO2UwKDqFRPgJ6e8Wzn7ZJpEj991r9ZGP+cp/vlG9+esetb5hp44ymhp2FX2jBsueRN8IB1Oy6bJpXVh1g2X0VjnICy/yhBc+39HXvIxLHxYnojfqDIrz7Kr2FbsK4ZwHQWqaKhHoBAppV3FGBg3VvrQvMGtLyy9+Lr/ziU/auf1e87XD2sMu8uhnP9PhJ18RJ6fRkX6dVmgIFDKIdL9wzkEkEg3Vvg49S2c085w4scnXv5vHPvtFm9+/zTCuRB9OltA/5nEueeqTLZ7yxIgxV/o6UO0rTKXq25J7T9j8yJ/mt974dv13bnVkuWK5rW3MraKJLA4qkdGcUbKQRclOC7uaM6ZplEPvVHS6n32kx1/3Uue97EU86mFOKdYUHQLp/79w9kpU9C0Zd/irv3LH2/7Q9z/wERs/Puai2czUquaMomQRSS3NsifRN8LBlGy6wtSq2q/ZjOJ0DM6/6kmuuv5l/ONf5oK1OKHTFDPFhl0VpRF2Fec8WJrUNBRnFOGvZSHsSTQkGtK+uYlpi7vuTidWGFgMPPRC08Y8VjpzRZeYEOgQaPYFwjkH0VCRaCgoZM8SFZ3JQmXVOHYinT7FOBFJItY4ej4XbkS0HEXrSVR09q12uOUHfnTjO/PW93zIxt33OtLIcWU1K2oXIotwcBmNLCgiQ8ki0q4mg+zDSelY33nIM57qyb/5T/mlp2uH1m0KcwwOLpy9EkssGjY3+eSnfO0P/sC9n/u8C1paS7KFyKJkEWlPLc2yb2owq0U4mJJNV1hNo+zX3JfF5qFDHvuCX/Xof3IdVz5erg2xpQhFj1naF00iFOc8mJoz0v9bcUbYl2j2VfuKpthWarIdZKHv6ZrjQ4qY2VD0DdW+3k8K5xxEYkJDIFDIjhUmVBWjhTCzq03USkErjHMi6InMEb1WkRS7KpZLbv68b91wQ97zyU87f2vbeiNrs10aXa8I4R+ioUgFoa9FSUo2rZBrM7eNm05deNRlL32hx77utTziUbYzxKLXI/yk4u8nnL0qVlib8ON7uekDvnLDDU7f8m2H1wdtNZll0dfeMHUKaqSpa5Z90zCrRTiopi+M46iaOV564yN+xhXXv9xF172Ihz8ksh9URW9X2hdMmjM6RTjnQZP2BYnmgQrCrkTYU+2rmq1x09FhwXZQgyHo0j0ms35uHX1Dta9H2NXsK845oES1LxAIMuypWEmrHNVIg05IYWWQ5gZWHULtiMyVajA1CoaGFU6f4sMfzi+87a1Wf/VN509VP05KKbYa0RVFCAdXsmlRpILQ16JvDK0ZCztrnduNuic93tNe+yqHfu3XWD9spxZlXhSEn1T8/YSz14QlNiZ8/huWb3+nb3/k/aYTd4v1MI6jeQ7mU29t7EQWU2mmrlr2TYtmVovI4mAamsg0LsOp9UPWnv7zrnj1K3T/6FkcPhS6GYlqX0cNqjOaQRHOeVAk0r4gg+p+gYJIDxT2TFhiwGyJdcuapQAAIABJREFUCQMGTgWJDXQVzb4e0dyvOOeA0q5GUBWJQGdXRaJjCrYxIjQ91jS9XVNPMHVE5spksEKP2YTN5Ic/dOqdb88vvffd1u6923nZTDtL8/nc9pQyOr0UDqYkkWQwlUKGoRazytCaqXCsTycfesjFz3+ux/3GdVx+BbMFrZeFFiTCf1nxXxbOfhO2cGR74qaP+/ENb3Xsq59X6mkn59WYo0N1YW3sra8GXWPZN6sujf1KC2a1iCwOpkmTrvRWm9Xqgos8/CXP99DrX8pVTzQuZjHkjAkVgRmroCE0vaJzzoMiUe3ryKCi2VfQacKu5n5hV1GDTXTJxiampKRxFrYXIXEEMSHt68lo/kYozjmYRNNMmpWCYoZ5YoWKCXOmOSsU9Oh3JpYja2sM7ASROap6IwpmFfee5Ae3uefNb86vf+ADjkwrG6XZ3t62vr6uLiuKiPAPUZIWTFEUDJVZZahh2RV39pXH/6zHvvqlLnzJr3HRRXRrtGK1ZFijuV9BQ/F3C2eB9HeqwRLrx0/xxvf5zg03qnd8T+mW7hmWxo5DbWZ91Tu07HStWPbNqktTt5JB34quFS38hER4oJL+VmSjTfrFmnu3RtPPXOzS11zv/Je/iEddElPX61vHhIaCGSskQjMowjkPikSzr5BBRUNBoGjCrkS6XxQZLBGYj2j29ex0JBaIioZAR42m2BeKcw4mUTUTRmcUM8wTK1QEOgzs1BQR5oEJFR1mLBHZUp2abmB72ramsTPK9/9xfvZ3ft+R4yfl5injtG0qzTw6h8fQZ9iOohYH1jKVvqMj62hYVUMWfQ42ZzN3r69rlz3GL/3bf6U886lqV+jnuiwkggx/K5AIZ4e0L/y19PcXDSPf/oGtN7zPLe98P3febrHWOb7ebKtm2VkbexurTt+YClNXTaURTV+LyCKDFvakfRlE2hMoSSQl7ekbZRxNhzbcNu/sPPZRfvV//1+58klsbIR+oCERKE0NEqEoCOc8qNK+sCc9UPhr6ScFFQXR3K9Q7evsSvcLEuGc/xoSDWlfoLOrIe0LFNK+SKR9gaAisiY16avatnUq99zn1Dtuyq//pxsdPbUlp6XRyqoPs+D8raab2Jl1xlIcVCI6WjSlNUOtSitKG5zsZ45fdJGNX3yKJ//rf87lj7PsiDIzy0YiesJZK+0Lfy39lyUCifDXJtqO/PyX3fem97vnI3+mO3a3fs59a82OSW8wn4pDq6K00EqqpZlKI5q+9iLJoIU9iQwPUJKSRFKSQN+YVU7Ne7c/7Ki1Zz3NM37rX/D4J6ALQ0ciGoXUVPt6PYlwzjnn/DcgsiUNZSKWjEu++R3ffeMf5g/f9ccu2F7qNLWvxlnRZXN4q+mmZpoNxlIcWISmEk3BrDVayNY73g2Wj3ykx73sRS76jWu55CKrIdCbTSNdh57w34/095cT07YTH/lT977xJqubv2Zj8xRddWw+2YlqMJhPxfpYlBZaSWPXtGhE09deJBm0sCeR4QFKUpJIShKIZIji3hJOP/6RLn/19c57/jU8/JLQgq4nEI1CaioCXfb2hHPOOee/AdEyRSInLNnasvr4n+fn/uAt8rPfcOGy6kpqQ7McQmgObTVlYpoNanFgXdcZ60pm1XfFLFOrYWy9E8NMPvYxnvE//Ca//jw25qahUxUx7pj1M/SE/36k+wUSgUQgEUi0kXHbHTe8w1033GTt+3c4strRYuXYohq70Ncw1GJtLCJDLamWpkUjmr72IsmghT2JDA8QSaAkkZS0r+vdGWnxzKd48v/4r7n88Rw9GmrQ9/ZEI5qKRKDL3t8K55xzzoMsxpZ6u+qKXHHPPX78h+/NL97wTpfcecp5yxVRLUu10xPJoZEuw1SKWhxY13XqailVQ9fphLE1yzJ3em1D/8QneOr//G94xs+z1ll1RVOUaWnWD+id1dIDhb+VCCQCiUAi7KojO5t+8Duv96O3fcCFdx13eFpZWdpcD/83e3AebH1eFwb6+Xy+v3POve/aTXfTG83WDQrKoqg4cVfcAo3Qb4MINAlqojUmM5PKVKZqqmaqUjV/ZKYyNZNJJZlRUUFZGlsEBFESNYowpFmVxQYRZGmk9+Vd7j3n/H7fz9x734hhUvGPyx94qfM84yzFqsx6WowpKoxZpuwqutC1Poiigh4OFCp8iSgCWUQ5MEVaDenB41uufNZ3ecJ//VNcdTnHT4QetEYhOtFNSgmBVoMvChsbG19hsTuVRWK9ZL3kk3/mY790a33iLb/t+mU6vZ6MMVoZnc9Jx/GeZpFGoYdDm2WzXi+Fbt6aqrLTy7g4bufSS5z+5m/2NX//5XzN9Ww3q0gdg5JIzZFWvlRQvlRH+s/Fes09X/Dxf/H/uPeNv+Oq82tb465Vv2D31Mw6Q47MxsGsh33rLD07utC1nqJShQM9KBdV+KIoBwJZDqwynV3M5aOv8YQfebZLXvA8Lr0ktEbOCRSiK92kEEJqlRQCYWNj4ysszq8mx2bJaocL5/ngH3v/z/1K3feHt3tcb06MXW9lGaPz2XVlUYMh0qR8OWbZjKulFmXIZuyT88V46hLrqx7p8T/4gy5/wfO49mq2mhXWJgsNpWnCEVa+VFAu6i4qhP9cWy350Ed89F//vLO/d7trx5DLc5Z91/rU3FKZTYNhSq1Cx9jKlKNWXRRZifSXelD+euGinaF54MS2K775G33dj57hmd/Mse1Y9TKfbzlQiG7STQqhSa2SQiBsbGx8hcW55ej4PFjt8ODDvPt99d7/+5ec/6OPuGZdjhcWaZVlJ7pJGCq0TFXlyzFE6uNkUFoLq3HyUJXx8stNj7ra01/4Qts/+H1cdgnzZkcZq1tE05BSOKLKlwoHCt1F5a+Ei9JFsVzy+3/ooz/7Sru3f9g1bVA75+z0HdOphZ312paF1lP2ZspubKXHqFXXCpVIf6mHA+W/rMKBs/PmvktPe/z3f48nvuTHeOyjWSziwthtzxfCnkKMRnSF0KTWk0IibGxsfIXFWCX6KNdL7n/Ig7/2prrjNb9u+/N3u2Q1WUyTsXXrxjrpkUhRhO7LMQyD3bPnXXLsmPV6bWrNuXnzhWFw6Tc+1Tf/w3/A4x/DIy5lNjg3jaIxkxJNCkdU+VLhQKGjXLQaV+bDTAiJQFWJe+/34K23ufff/p6dD3zMyeXSLCbr1i0XqUuzMbSeVLNu3ZilcjTrkyxU0yP9lxSmadJmg9675XJpWMwtFgv3KGcfe53v/qmftPivvonLLw/zhVEKZBH2xGjEpITQpNaTQiJsbGx8hUWv0vtSW6+482733/qG+sSvvsXp+x9ybDUa+mhs3ZhpijRFIhSyiugOqw2DnbPnXLJ1XFVZNx4cwn2XnHLltz3TU3/ix3nUtZw6rYa0O02iNYnUNSkcUeVLhQOTi8pFvU9aNmlPlRD0zl33+Py/+Tnn3vFu649/2snqsnXrGi3noUuLMbXeTJGm7NatiNGsT1qnND3Sf0mh9y5ampRxHGVrZrOZu2ehPfNbfOvfean29Kdw8kTUsLDCHGFPIUajMiGEJrWeFBJhY2PjKyyqytSX2nrNxz/pM696XX3+zf/O5culxWotjMakInWppClDIauI7jAKOczsnDvr9LBlGAY7wd05WT3u0R7/w8/y6JvPcMXlbJ9QybqT6UDoUgpHVPlS4cDkokKglEFQ6B3J1LnzL3z4n/4v6v0f0u66z+lZ09tkt9bWLWWlxTiIClOkMVkNE0bb06R1pmh6pL+U5Yt6IELvXQWVoVeZlMx077Etj/7RM66/+QyPewyzIcY2sy627SkEYrRSOkIYpNaTQiJsbGx8hUWtR9rEuOL9H/LRn39V3f/2P3StENMK3ZSolJW6ZspU0UUV0R1G2TPMrC7sOF5ha+uYsyafs3bsm57q61/wfCef9SxOnmRYmFyUSUeZNE04osqXCgcK3V8JJSsojBPZWI186tP+wz/5Hy0+9qcWD593anthFSu7fa0PzVDNfN1kb8ZM69at2iSMjo2TVozR9Eh/KcuXqAyFsU+qpRia1bi279zll/r6n/lpl/ztH+LSS8IwGKNZF9v2dARytFK6LjSD1HpSSISNjY2vsKidFVtYL/n9d9f7fv5VLrzzfa6NVLUmJlOErDT0pJpVS4UwEd1hFGo201drs+Xase0THugrdw5c+azv8PQXv5Bv+Wa2tjGY0OxJCqPRYBCOqPKlwoFC9x9Vl0IIpqLbE5zfUR/+qHf9z//UiT//c1u7K8cXgwuWdvso53Mzg8VOikrrTKuhW7dJ1ujEuJaddc5MkcJFWb5ED7I1q3GtZxgWcxd2d+TQePzjPOkf/LTF934Px7aicrCOoJgXJmSndStl1KVmkIaeFBJhY2PjKyzqwoptnH/Yw2/7nfrwL9+q3v8nrgx6jCpKRcie5lOK3qxz0LNjIrrD6MHYmnk0zp63tXXMQ0Z3b808/uYbPe7HXsATn8B8oXraF/YEFZRJao6s8qXCgUJHonqXggqmjqTjvvvd+853+fj/9a+c+uydFuNoa57O911LaznfMuvN1m4TldaZVkO3HCZDH51cr7VimTNTpHBRli8xKbP53M5yV88w21o4u3PeYnvb6W98ukf/5MvFt/0t5kOsNDI0tI41hk6brDDqUjNIQ08KgbSxsfEVFrWzZtHVXZ/32d/47frkbb9h62OfdkV161zrMSlp6GFrPZcVVjmYArEmusPowS5OHTtuuv8hi8W2h5KHLj3p6255gUtf+DyuuELNFkqT9hSKylLRpebIKl8qHCh0JMKewoT1RDSKC5/6tD9/+9vd/7rXO33nnRbTZLHVnKuVdUxam2tjOLaaaT0tW1oN3XKYDH10cr3WimXOTJHCRVm+xFjdYmvLhd0dozI7tuXchfNOnj7t2u/6Dqde+mM84xlhSLs95RAa2oQJrdMmK4w6mkGa96QQSBsbG19hUbujaruWn/6Uv7jtN+svfvPfOfbpv3C6yk6uTFmywtDTfExRTUk9uorSszuMHuz0lUecOm193zk5X3hoa+7sVZd52o+/xOnnP5vtY3pbCClcVEXPUUYK6cgr/1FHEv5KoVw0dgpjt/rQn/iTN73Zhd/6LcfvusscW1tzO9bWJplNLLtjtRAVxkxjdqtWmtGx9SSLdTZTpH2B1lMWPboK1tVtHVvYvbA09sls+5j7d847eeUjPe6Hf8CJF5zh658UFWlnmsznMw0xoRCd1o3KZF9o0tDTgUDY2Nj4CovqRew4+/4PuO+Vv17n//27Hb//IVmTh+aTnsym1LoDgVnvohgz9XAoFd3utOv4fMtJW+7dXbrr5HGP/L7vdMOLb7L1DU9l+xgGOgLJZF+3L6VwNBUmXUNMqE4kYU860OnFOBBTNzOyu+YP/4P3/uwv6h/+sNPLpXBRRVcuikqtUKkHFVR0UbTq9k1JoUdqPS3G0IoeZd26c9OuU5ectHp4R1aSCzuLuXu2Z571T/4Rz/lBdXwrDDMi7At7yl+JrtBdlFKUi8LGxsbfAFE1YcfZd73HPf/6NbV81/ucWo2qRg8syphsjymrG5NWo/lEFGOmHulwRuu+tMjByTzu7rH7wiMucd1zf8gTX3JG3vB42sKBCUklk25f6NIgHE0TJl1imDrlokgiKXQqWA6EsqgVZ3d56+/44CteqT71546Pa4fTVVDokVpPW+umVVdRVq0725aOHdtWDy3NzE1mHt5eePiqy3zP//CP+O5v148vIjNtbGwcXVHjmtrx4B/8YX3qf/9F9f4Pu2qYW/eVhxeMyfaYoroKwmg+EcWYqUc6nFGPUYzd8eGE+6X7r3qkJ7/kBR75kjNccpqYUehIpqR0+0KXBuFomjAhdcPUKRdFEkmhI1k2AvO+5O57rd7w2977qtfYvucex8e1w+kqKPRIrafF2Ay9qyirNtpZlNZSnVvbattW1Ty8Ndee/ATP+O//G57xdLU9jz3+U1WlqmSmjY2Nv/mi1kvGC+57++/Wx/75z2sf/rhHnTxhvV46uxV6shhTFBVd6OZTt2+K1CMdThfDZLW7dGw45ewwd+H6x/qmn3yZ4Tnfz2JGzB3oSKZk0jVdIiTSUVRYo+nahOoORBLpwIiBZdJ0w7Tkk59x3+vf6qO/9ianHnzQ9rR2WBVdoUfKSlvr0IoeZczR7ha9T2arsGjbln3w4Pbc5d/xTDf89E/w9V/L1iz8//Te7ctMGxsbf/NFrVc8dL8vvPVt9Wf/5lfM//Qzrj62bbm+YHdrZkrmU4qiogvd0Lt9JfVIh9MNs7JcLmVs2zlxUnv6UzzlJ17G3/omhqRtUy5KxqDrmq7Zl0hHUWGNpmsTqhOIRDowYmA3GUyG9S4f+qjPvv6tPvPbv+PEww/aHieH11UwRmqVttahFT3Kuo1Ws7Ka1o7V3GzYttObh08cd/3zftgVL3guX/OEsJj5T1WVqrIvM21sbPzNF7Ve8elP+cSvvbnuve1ttj9zp9NDqppcmDc9mPWUnYpOdK26fV0iHU6XrUy9G6fB+rLLXPF93+XaF5/h67+GbLQtykXJGHTdTBf2JdJRVFijoU2d6gQiiaQwoXEBi1hpyx2r93zAn7/uze5/53sce/hBW9Pk8LoKxhi0YjGGrFLRjdmtZmU5rp3MLWLmgoXVlVd4xo+/WHznM3n8Y8Js5j9VVf5SRNjY2PibL2q1a3zfH/nw615f63e81/G77zNbL80Xg/PZlTT0FIXo6OguSqTD6fS1nM89vCxx3aM88QXPdfzGH+Kx1zHM6AOFQGOF0i10FyXSUVRYo6FNnUJ2IpEUJjRWydzI7nkXfv+d/uzVb3TufX/sxIXzFn1yWFndlIwxiGIxhlZFdGN26znr9dqxYctyDLuz44YbHudp//hnePINPPKKMBv8paqyLyJsbGwcHVHLC9a/9676wKteq334Y048+KC+u+PYsS07NepB64MoUkfXo6sgKpEOp5vWS/PjJ9y3nOTjHu2pL3+x+bO+kysuZ7HFNFAIqrGyr1voFCKRjqLCGg1t6hRaJxJJYUIyJc2a3QvO/7vf92e/9GvO/9FHnBqXZn1yWFldj7TOFMV8CkMvoptyNC7Saj3abgtnd7rdEyedeNpTPOV/+sc85lEcPxaGwb6qsi8ibGxsHC1ROxc89Lo31odf/au2P/N5x3fPG3S9VqZs9kUNomjVVXRj6/ZFpah0GFlM65XF6VM+c+6c9sTH+7b/9qf53u9kscV8izEpJNXYQeq2dAqRSEdRYUJDTJ1C60QqKYpaEwPLGi2yWO54+Dfe5uOveL385GdsrXYNNTmsLHqwzkSYTWXWu9BN2a1mTL3rS/LYSQ/Otlz93d/h+v/up3j0NcwXoaWNjY2jLerCOede8fr6yGtvM//CFxxfL2XrqiZdOFCDKGa969EtByq6YRqEw8mi1ivt5CmfG1fmT/la3/oP/z7f/i0Mc4YtxqTQmJJdNKMtRQ8ykY6iwoSGmOzpZCfSJCVijca6RrOc2N3x8Bvf4k9f8Xr5qc9aTGtDdYeRRRRTpHUL+2ZTadWlrsdkPU+9Sl/Sj51y7sQp1zzruz32Z17OtVeF1oi0sbFxtEU9/KCH/89X1R2v/3WLhx6wVSttTu8jPewrg9YZqpuiWw5M2c2mQZZDySLGbjq25QsDp575DZ7+Mz/B05+qhoXKuRyDQmNMlmhGW4oJ2Yh0FBUmNMRkT6d1JU1SIEYy6UZpYueCh371jT7x86+Xn7nTdnZZ3WFkEZWmYN1Cx7yXoXep6zGZZmlUrNN47KT1ldd49LN/wBUvfwFXXBo0pI2NjaMt6i/u9MA//6X65Bvfant5zpBr1SZVXfaQlaZIraehusKFeTcF8yllOZQsZhV2ZoN7T2x5xHd/qyf/vVt48hNNbaHXzGxMCjNWwRLN6FgVHdmIdBQVJgTaZE+ndZNU0r42EUE3ylpz7pz7X3ubP33F6y0+f5ftIYXuMLKISoXlEDrmvbTqWnU9JuNQJqH6YL11wvyJX+OGm55rftMPGE+diCaFtLGxcbRF/dkn3Pe//VJ94Td/xyKWKnatrJRuqxqVpkhRaTHRozs37yqYTynLoWSxMPNwTB664hGu/uHv9riX3sQTb7CKmWahrVGYsQp2MRgdq6IjG5GOosKEQJvs6bRulLqUaBMRlJXoEw896K5fudUnf+FXHb/7fot5E7rDyKL1NAXLIXTMqmR1rUaUVU56JDWzMz/uEd/0TR7/0h/le7/F7tZ2zKRmY2PjqIv66Ifc989eWff9zjvMZ2vr2rW0i26rZqKnMVNUWkz06M7N6dktxpTlULLYMnN/TXYfe7XH/sgPeuTNz+axj7JjZmbLsEZhxjJYohkd70VHa0Q6igoTAm2yp9O6UepSonUCvZayRu65152//DqfftWvOXX/w+bDQHSHkUXraQqWQ5iCoZehulYjyipGU6S07ewwd933fp9rfvwWnvFED89mcUwz2NjYOOqi/ugD7v1nr6wHfvedthaT3X7ObhvNhjSsQ/Q0ZopKi4ke3bk5PbvFmLIcShbz3jygi6+73hNe+Fzbz/le/crL7VqYWxjW6JixTHYxGB3vRUdrRDqKChMCbbKn07pRmqTAvFCM046hRu6622df9Tqf/ZVf94izOzKD6A4ji2FKU3JhCBUMvQzVtRpR1jmZIqVtDw4zT3z2c1z2Uy/na6+Ne6M5pZnb2Ng46qLe/173/K+/UA/8+3ebzUfL2jEN3fZ8oXbWVFq3QRSLkYpuZ9ZNwaynLIeSPbWJ+5OtZ3y9J73kJvkD36YuudSOmcHMfERhYBUsMdNt9U5HSyIdRYWORJQ9nWBCSfsaolivL5j1kb+4y+de+Vqfe92bXXp+VwSiO4wsWk9TsBxCx6xKVsdIlIhQQm9b7pnNXX/T81zz0z/Joy6LB6M5IQw2NjaOuqh/+3b3/uKb6p533s50znwWxr7SitabLu0OqQvbY2nVTdn1sCcdVvY0j7lP7+44/d3P9NSfeDHf8o3q0tPWZsbqjkmKSiZdR0PrSSERjq5yoMKebl/Yl/ZNiCKtWa34yB0+/Zrb3Pu237P9wEOGoRHdl6OkKcK+odtTxjaiW0yMUxiPHXf3padc9+Kb3fB3b+HE6ZiSljY2Nr4KRP3W2+quV73JPe96j5wumM+KcRJF62nMtNOaChZTGXqXuh5dGfRwKNlTi5nPjiunv/dvedrLX8q3fAMnT1hJE7YQKF3XkRLR04FAOLrKgSkcSF3Y05NgCjpmRpZLPvgRn37tbe55++87fvacFkF0h1WoQDX7ZhNTluXQ0Z0cw9jT8tgx9155mUe+7IwnvfhHmZ8KgYawsbFxxEW99S31+Ve9yX3vfp+hds2GrtajFFpPY6ad1lSwmMrQu9T16Mqgh0PJnqKaz9fk8h/8Lk/68ZfyTU9TW1vWUscCgdLRdSkRPR0IhKOrHJjCgdSFPT0JpqAwGNnZ4X1/7BOvvc0Dv/tOp3d26Z3oDqtQgWr2zSamLMuhozs5hqma5bFjzj72WlfecsZjb/oRZidDoCFsbGwccTG++U115yvf6MH3fNDM0mzoaj1qkXIKY6ad1lSwmMrQu9T16Mqgh8OpVCP3tHTl3/5eT/iJW3jak9ViYS0V5giUjq5LiejpQCAcXeXAFA6kLuzpSTCGA4ORCxe4/QPueO1tHv79d7tsPZrWa6I7rEIFqtk3m5iyLIeO7tiaMtg5ts2Tn+jKW8545A89i9mpsG9A2NjYOOJi9w2/Vne+8o3Ovv9DFrk2tElfrQ3Z5BTGTDutqWAxlaF3qevRlUEPh1Npve4eXMw96sYf8JifeClPeoJaLKylwhyB0tF1KRE9HQiEo6scmMKB1IU9PQnGcGAwcuEC/+H9PvqaX3XuHbe7fJyMqxXRHVahAtXsm01MWZZDR7e17CLnzm8tHP/WZ7jypTc5+W3fytYlUZ2YIWxsbBxxce71t9adr3yj8x/8iO1h0nJU69GsDWJkzLTTmgoWUxl6l7oeXRn0cDiVxrE8eGzLY37kh1z78pfwxMcZh8GUM/sW9hSiK12XEtHTgUA4usqBKRxIXdjTk2AMBwYjFy5w+wfc8drbPPz773bZejSt10R3WOWi0uybTUxZlkNHt9idGBbOL+Ye+X3f6cqXnjE87evZvjT6VHIehI2NjSMuHn7da+tzv/Trdj90h2OzLmOt1qNZG8TImGmnNRUspjL0LnU9ujLo4XAq9UoPnzjmMc//YVf+nR/jcddZt6a3ucDcnkJ0petSIiopBMLRVQ5M4UDqwp6eBFNQGIzs7PCeD/r4a2/z4O+9y6XLlZomovtyFEqzbzYxZVkOHd1i1eWw5dx85tHP/gGPeOkZvvaGsHWJqdNmNjY2vgrEg695dd35yjfa/dAdjs9LxlpfrS1mc9ZlzLTTmgoWUxl6l7oeXRn0cCglRc48fPK4xz7/h11+y4t4zDXW2fQ21zDYU4iudF1KRKUD4WgrB6ZwIHVhT0+CKSgMRnZ2eN8f+8Rrb/PA777T6Z1deie6L0ehNIFhYsqyHDq6rXWJ2Zazs5kbnvdsJ285w/WPCYvTpk4bbGxsfBWIO3/uZ+vu17xV++RnbbVRn3bE1A3Z5BTGTDutqWAxlaF3qevRlUEPh1LSKLnmKtfffKOtMzdy7ZWmYWaKQWBmTyG60nVpX5MUwtFWDkzhQOrCnp4EUzBWWcTEcsk7b3fHrW9w7h23O3HuvLQnui9HoTSBYWLKsjvr6I6PYXcs65MnPfmFzze/5QyPvibMThIIGxsbXwXizp/72br7NW/VPvlZi1yrviumbsgmpzBm2mlNBYupDL1LXY+uDHo4lJLWUr/2Kje84EbHnn8j115pGmamGARm9hSiK12X9jVJIRxt5cAUDqQu7OlJMAVjlUVMLJe883Z33PoG595xuxPnzkt7ovtylH3NvmFiyrI76+iOj2F36nfZAAAgAElEQVQ5sTpxwpNedJPFLWd41NVhflIFYWNj46tB3PlzP1v3vPY3xSc+bR4rYSV7aZFyCmOmndZUsJjK0LvU9ejKoIdD6ZFWUl17letvvtGJm27kmiutZzNlEJiVi6IrXZf2NUkhHG3lwBQOpC7s6UkwBWOVRUwsl7zzdnfc+gbn3nG7E+fOS3ui+3KUfc2+YWLKsjvr6LansJpYnzzpSS98vsXLznDdNWE4oYKwsbHx1SC+8AuvqLtf81b18U+ZWcpYy16GbGJkzLTTmgoWUxl6l7oeXRn0cCg90jJSv/YqN9x8o5PPv5FrrrSezZRBYFYuiq50XdrXJIVwtJUDUziQurCnJ8EUjFUWMbFc8s7b3XHrG5x7x+1OnDsv7Ynuy1WafcPElGV31tFtT2E1sT550pNedJPFLWe47uownDAhETY2No66uPdVr6y7X/NW64/+qaF2tRy1okWKkTHTTmsqWExl6F3qenRl0MOh9Ei7kfq1V3nCzTc6edONXHOl9TBTBomhuyg60U3SvpTCV4FyYAoHUhf29CSYgrHKIiaWS955uztufYNz77jdiXPnpT3RHVYWPSjNvmFiyrI76+i2eliOTKdPefKP3mR+yxmuuzq04yYkwsbGxlEXD732NXX3a95q90N3iPG8oU0GIYUYGTPttKaCxVSG3qWuR1cGPRzKGGk3U117lRtuvtHp59/INVdaDTNpsG/oLopOdJO0L6XwVaAcmMKB1IU9PQmmYKyyiInlknfe7o5b3+DcO2534tx5aU90h5VFD0qzb5iYsuzOOrrFxGoK/ZLTvvZHb7K45QzXXR2Vx3QkwsbGxlEXF2771brr1W9x/oMfYX3O0CaDEEVOYcy005oKFlMZepe6Hl0Z9HAoY6TdTHXtVW64+Uann38j11xpNcykwb6huyg60U3SvpTCV4FyYAoHUhf29CSYgrHKIiaWS955uztufYNz77jdiXPnpT3RHVYWPSjNvmFiyrIz7+i2RlZT6Jec9qQXnTG/5QyPuioqj5nQEDY2No66uPDGN9Zdr36Lcx/4I7F71iJKZLevjWmKtDukLsyqDBNhtK8i9XAoY6SdlqZrr/bEm5/jkuffyNVXWw0Ng8TQXRSdYLIvNV8lykVB6faFfWnfhJrK0CaWS/Wu2/3J695g9w9ud/LseZWI7rCy6EFp9g0TYyu7s45ua2Q1hfGS077uRWfM/87NXHtlTHHMhBnCxsbGURf1B++oT77idR569/tsXzhr3tfaVrOzWlrUTJfGTFOECqLKYiKrm5IeDmWd6Zw0PupqT7z5Oa54/o086mo7OZNSYlYoBIJCRysXhSOtEPZ0e7pKJvvSvui0QF+xc4GP3uFPfvlW537rD1wzsbNe6tkdVhY9KM2+1pmy7M66Ht2J3lxYTcZLTnvay15kuOWMuvKyWMdxhQHNxsbGURf1/767PvHzr/bAH77HqfNnzftabKXd9cpMowYljRnWSWIxllZM2fVwKOtMZ2PQH3WVJ9z8XFfc9GyuvsZOa0IKLArloqRcFOWicGSVi8KeEdFp3UoqKTBMZNizZvcCH/9TH3vVrc79xu+5cjXZ7Ws9u8PKogel2dc6U5YLs050W1PYHUt/xKW+4ZYXyVvO8MjLYmVbYUCzsbFx1EW9//0+/bOvqS/83jucvnDOYlqzCKtpNO9JDaZIY4Z1kliMpVU3JT0cyhjpXM70665yw003uvzMc7j6arttQEjMC+WipFwU5aJwZJWLwp4R0WndKE1SYJjIQIyMS/70z3zyV17vgTe83SPO7Zii9OwOK4selGbfMDG2cmHWiW5rVVY91GWP8LSXvUi87GYuvzRWtnXM0GxsbBx1UXf8ic/9q1fV5377d5ze2bHoS9OsVJXZFNRgijRmWCepLKaudaakh0MZI13Ipj/qGjfc/FyPeP6zueZKyzZHCMwLhUBQLopyUTiyCh3NnhHRad0oTVJg1gl7YmRc89nP+txrbnP3rb/p+H0PigHRHVYWPSjNvmFiyrIz73p0893JqHH5ZZ720h/lZWe44hEx2rYutoKwsbFx1EV95jPu/pe/UB9/41tctru06Evr7CKZTUENpkhjhnUrWSymrnWmpIdDGSPtRFPXXun6m5/r0ptu5NqrLNscITAvFIKKrkv7WrkoHFmFjmbPiOi0bpS6lGidsCc745K773bPrb/u86/5De1zf2E+S6I7rCx6UJp9w8SUZWfe0c2Wk8mgLnuEr3vxzdrLznDVFTHati62grCxsXHURd17j3v/j5+vj976Bpetdi2mpbXRMGuGMak0RZoyjFn2bY1dFlPSw6H0SBcq9Wuv9ISbn+v0TTfyqKuthpmS9i3KF1V0XdrX7CmEI6vQkYjJnk7rRqlLidaJoExiGnnoQQ/f9maf/uU3qk99xmIooTusLHpQmn3DxJRld9ZVdPNVNxmMl5z2pBc+3+JlZ3j0NTHZNhWzIGxsbBx1UQ894P5/8Yr64C+/ziOXS1s1WvZdi/lMWweVeqQxGdOBrbFL3RSph0PpkS6MeNRVrr/5uU7fdCPXXW01NGJGMQ+UAxVdty+1clE4sgoTGmKyp9O6SSpp31AOjDUZjJw/5/ybftOnfvHXTJ/4lEVMsrrDyqIHpYli1lln2Z11dIt1mTSrUyc94aYbHb/lDI9/dGjHjWgIGxsbR13Uww+5/1/+Yr33l17tytXK8b6yO+1YLOaGdSF1acw0pj3dYupaMUXq4VBK2hlxzZWuf8Fznbzp2Vx3teVsJnKuOotEIbpCd1Gr9EXhSCpMCLTeKbRukkoKtI5g2UeLKHYvOPfmt/nUK99g/bFP2OprQ00OK4seqGbfrDNFuTDv6LZGejU7x4+5/nnPduplZ7j+sWF2UgVhY2Pjq0HUww/Y+YXb6r2/+CuOP3C/E9Xtrs86deqkurBC6tKYacxu32LqoqhIPRxKSfPFMXdOo8ec+duu+3t/l8dca91CtS2JwZ5CdKXr0r5W6YvCkVRYo6H1TqF1JXVpX45EYxXMrVnuWP3bP/CpX/51F/7oo2a7Z82r2xcR9lWVfVUlIvx1suiBavbNOlOUnVlHd6KanXU3nT7tyu/7TpffcpN8+lNCO04gbGxsfBWIOvuQC698Q/3RK19r6757nazRheVDjm9vy+WE1KUxGRPRLaYuipJ6pEOp1NrcF6q77nk/5NF/72Xc8Bjj0GhbCjP7OrrJvrSvVfqicCQV1mhovVPIriJ1aV+ORGM32DKy2jX+wbt8+tVvcvZ9f2x4+AHz6vZFhH1VZV9ViQh/nSwHumbfrDNF2Zl1dMd7Wq7LeOqky7/n2z3yljPaNz41zE4SCBsbG18Fos4/ZOdX3lwf+uVbLe66y4la29l9yKw18ylEpZLWjXUiusXURVFSj3QolXLiC1Gufs73u/4nX8ZTvkYfBlObI8zs6+gmhUBqlb4oHEmFNRJD71QnEamkfX0kG8tgYRTrJe/9oM++9s3ue9d75L1326puX0TYV1X2VZWI8NfJcqBr9s06Pcru0Inu2JRW67J78rjT3/5MV770jO1nPiMsTpMIGxsbXwWizj1kdevb6kOvvlV89rNO9bWd1VkDtqqJogzWjXXr6BZTiQol9UiHkT0Zu7szPOL7v9PXvvwlfPPT2N4yxoAw2NfRTQphX6vBF4UjacKE1A0d1UlEKulAR7AKBl0bl3zkDnfd+hafffvvmt13j+3e7YsI+6rKvqoSEf46rVNB12QxdKYsu0MnuhNTWo2c395y7Jnf6Kpbzjj1bd/K9qUhEQj/H3twGq1rWhYG+rqf532/b+99phpODVQxSzFZJSiDoDiiogyigDKIGI2QmDarTVb/6f7TP3r1WvnTSfdK22o0iUYoAVEGg4oKiESZZZ4nwbKqqPkM++xveJ/n7rP3FrGiprtP/yiPfNe1sbFxkYs8d1p77R/kR3/11Raf+rSjbSEtld5tZRVJGqwr69rRzVuKJFU9igtRehHr7q6h2n7KE1z/khfwrU/i6LbJgDDY19E1ibCv5uCvhItSQ0PRDR3ZKYiCIhFJYhkU3Wxa8Nkvuvs1v+Pjv/F6O3ffZadP9kWEfZlpX2aKCP8ttZNBV5Vk6LSSlkNHd2QK6yx2ZzPjN9zgqh99rsu/41vYviwEKsLGxsZFLnLvLL/z9vz0K37dPR/4kO3Vrjok08pWVpFkFOvCunakeesii1T1KC5E7UWduGuoPO56j/qR59j+7u/gkmPWWUUUg32TfU0i7KsKWRwIF6WGCVU3ZKejIAqKRHRaYYkibU0LbvmSxW+8yXv+042O3X23nT7ZFxH2ZaZ9mSki/LfUTgay2jd0WknLoaPbWdPLaHcYueGRrnzJc1313d/J9qVh34CwsbFxkYtcneOt781bXvWbbn3Hu4znThlqyvXSVlaRZBTrwrp2pHnrIkmjHsWFqL2YtXBnrRY3XOdhP/wsJ5/xNE5eZtlDrYPBvsm+Jh0KVSGdVwgXpYZJF5hlp6MgCopEdKZgFVTM+4K7zvC6N/njX/yPtm+/3dE22RcR9mWmfZkpIvy31E4Gsto3dDLS3tjRba+SYW53GLVHX+fKlzzX/Z72XWxfGhIjwsbGxkUucnWO937cLa9+bd7ytreb3XOPeTR9ec5QqgNZtEIPRFcyyUBBcSFqL8Ze3FOKxSMe5KE/+Ewnf+BpXH2FvQzjsGVI53XCed2EQM1CIgrhotQwoWLoyO5AFMKBxBo9GDC0Jbsr3vhmb//Zf2fnlpscm1YoRAhkpn2ZKSJ8WToUKOnesogMNWklLYcJ3bjuhnHb2TrjUde55kU/6PKnP42jl8Q6GQcbGxv/AERO57j5Dje/8rX5mVf/lvktt7tqrKyWVsMkw3ld7UXtRQ+WA4mhEy5M6cXMaLdW00OuceIpT/DAl/4I11xhOcwxmPdCQ6AyhfO6IZGIQrgoJdaoqB0d6VBFYYVE12xLVo3diXe831v+7c+65LOfsnXmTobROJtp0yQijAbL5dI4zPUggwzndSWp3YEMByKLkvQgo1vViUi1JbWato7KBz7Qw3/kBWbPfJp2/FgsajXHYGNj42IXOZ3j7jNufu0b83M3vsH4+Zvcrwfrc/ZmXStd0Q2tmE9Fi2J3FlqkWadkdyFKL4YcnI3g/lc78c3f4AH/9CU86CrLcUua2eqFCYHKVJzXDem8joFwUUo0BGpDRzpUycpSIqW17awsk0XjAx/39p//Bcc+8n7b99yhl1DHwbRqijCrM209iTLoQS90FF1JaqckrThQe7GvR9dKN5VOJG2ijKbZtrzmWo9+4fONz/l+/eTxOKM6gsHGxsbFLnI6x7mVM7/7lvzUK15r+vAnnVxMal9azbqpdEU3tGJsRSp2Z6FHGjsluwtRejEoTvc0XXW5Y096rOt++ie47kFW45ZJ2MkZk0OVqdB1M+dlx0C4KCU6ShKJhkSgkoUVmo61HZVlssSnPuejL3+F6W1vtXXnbTIYhsFqsVaF+TiTmVqnBxlkENkFancgw4Hai32tdK10LTqRtElXtWHL4uQVHv38H3LsxS/gykviHuGoMNjY2LjYRU4LVpPp7e/IT7z8N51+1/tddnZhOyfLsenRiW7ojNOgB3tD1UoaOyW7C1F6UaM61ZrlJccdefwNrv+Zl3LDw62G0Up1NGc0JCpToetmzsuOgXBRSnSUJBINiUAlC0t0HWs7KqvOKrjlNl963X920ytfbuu2WxXVfDbTFiu9d1vjTERY9dSDDDKI7AIlHehBSWov9rXStdK16EQqvelZrMvc2eMnPOwHnu2qn/xR7n9lnA6OGFQbGxsXu8hpwXri/R/Jz7zitb70h3/ixF2nHK8sylqPTnSlM2uDxN5QZaShE7oLksVYBmfa5NzOjq0bHu6x//Kf8PgbTLO5heqoGQ2JwlTouhGhY3CxSnQUREdzKFBohTW6Lq1tqeqq0QqnF9Zvfav3/et/bevmvzD04th8ztS01tRaJaZIPUiHwl/KQnT7Sna1F/taoZVuKl1IY7BedW3cdnp72/2+66ke+tKf4JEPieUwmAlhY2PjYhe5WpCdz3zOTa96Q37xt9/s6M23u6SwKGs9OtFFMpsGPViXqkeqSeguVC2jvZ7Ozebqwx/scf/9S/nmx8kjO84Z7BhFR0dhKjQMuoJQXMwSkUh0hwKFFqzRdXQzDOtGL0x49/u853/9X5TPfd6wt3ZivmOcUmtrajFlNw0hHQp/TRYZXehKUnuxrxVa6abShbRVBou9pTI/6q75zLEnPM4N/+glPOnr2dkKio2NjYtf5OIcFV+6w52/8dv5mdf+ttmnv+hSaSorrXQtuoJxGuybSpWRIgndBYtqJe3VmXjwtR7/z/8x3/JELj/hrMG2uZpoKEyFhtBVFEW4iKVDie5QQdCCNboupFGq60motOCTn/KRf/WvrD/6MXnHaZfVuVkPWreu3UrXRxIli5LIYl8rZHShq53IYl+LopeulS4023V07syurSOXunsY5SOvc8MLnmfrqd/EFSdDFBQbGxsXt+i758RW4fRpp17/pvzEq16vfvSzLltPeu1anbSgJEMvImlRZBC6C5XIYFKsVXn/a3zDP/txvv1JXHO5M6ptWwbnTSi0woTQFVRFuMglEolwqNAwIZGaKpS2MmQhC1/4c5/4N//G3vveb7rpDpdmdbQV2ZtpSIvo2uhAyaJ25xWJqdKjq9nV7KIP9rUoeula6SK7I3Vw5tQZR49e7p6x2nvAAzz6eT/gxPd+Ow+4X6gjUWxsbFzcIqemtT1V8l/em+/82V9S/vQTTuztGcbQymQqDgy9KElXHIjuQiUWbe3osRPOnD4nr77KDf/o+Ybv/x7uf7lF3VKMZgoTgqyskbrAqAgXsXQo3VuhYZIIdIER0ZN1Y3fX2Vf+mo//xuutP32T+9dtw+5CzdSPju5ZnJFbo32zRu1FZNEKyxoy0pCTml30wb6pFK10GV1kt1Mq6265aMrJK31+CA/+3u/28P/pXzKLsLVNGWxsbFzcIlta58KYjXd/MN/7C/9Rf+eHnTh9zjB0rXRT6TIYWlETWezrpbtQibXJ1taO5dmldtlJD33OMxx93jN51IMshlExMypicmhgQtPtGxTVRSwdSl8RCBq6lAJdQXVeJlMTewvtD37XB17+art/+knXmtvZXYmctCODU31PG6uC+cTQiRz0YG8IGWnISc0uepFRtChakNGFbkeoLS0XTVx6qc8H1zz1Wzz6f/wfODoPx45TBxsbGxe3yJYWZWUr13zoEz72y6/O5VvfY+u2O2yVrpVuOXQdY6dkUXuxL6Pr4YJkdK2mIatYhMXOjhPf9mQP/LEf4pseY28YVFtGRUxIVFphrds3KqqLWPqbgnSou7eClLJ1dXmOj33Uh3/xP7rtLe927bI4sZyYVtZHqt1YW40psLMqhk7tg6mwN4RW0qxPanbRi4yiRdGCjK5mt50MnWnV9KMnfF5z2ZMf77H/4qd54LXh0ksYBhsbGxe3yJb2SrNtxaf/zJ+/5rfy1BveqvzZzbZr16NZjF0Lhs7Qqb2gyOh6uCAZXR+IdXN02nI6Buuvvc5jXvZinvntVvOq2FYVsUZiIAtL+7pRUV3E0leEA+krwr0lUspMdbXgtpt98uf/vZve8BZXnV67YpVyvXRunhaztBy6khxZFWOj9sFU2B2rXppZn9TsohcZxVSKFvToxt7NpmZLlatuvb3ji4Xtr3uUJ7zsJ3jCY7ns0jAMNjY2Lm6RUzpTu5mF+V/c6vTvvC1vvfENlh/7jGOVVprF2LVg6Ayd2ouStEIPFySjyyH1vbWTjrmnp7uuvdINL32RIy95rtyeaeYGhRUSFQNLJEZUF7HsDoQDqfiycF66tyDRMEwrztzhc7/8cl/89Te57JbTrl7Rp4XTdWUxZzWmmhxbFvNGbYNVZXesWmnmfVKzi15kFFMpWtCjq9nNF2tH6qisWczmbhkH7aHXeuwLf8jO930XV5wM42hjY+PiFn2ZTs8ozjl292n+6N35+X/3Kmfe+0HHh5DRnBuZajd0hs5sKva1Qg8XJKPrtSvLyRV51D0TN192zNe86Afc7x8/n2uu0IyqgRU6KgaWQWJEdRHLTjiQ6IqCcF4ikQ4FAkFDzTV7d/vSa9/gCzf+rvknb3LVoolp6c66sNpK6yHUTEeXYXsqai/WUZ2dFa10875Uk+hFRjFF1UrqQc3J1rI7EkVZsxxn7tiZO33FpR749Kd68AufzwOvDeNoY2Pj4hbrRTozZ7Dn2GLBuz+cf/G//7I7//jdjg8hozk3MtVu6Ayd2VQEpkIPFySja6WZNa6ajrhrPbnp+I6Tz/wOD/jx55lf/0jqtpoDK3QMGFgGiRHVRSw74UCioyAUEh3pUCBQaKjWTGfsvvltvviK37Z810ddfnrP0Cd3jyvL7bQcGHo6vgjbUzG0YirV6VnRSjfvSzVT9CqjmKJqJfWg5mRnzXYyrNmrg1PHjrj5yNxlT3mcx730J3jkI8NstLGxcXGL9SrtjlRLR9drPvTpvOl/+0W3vu2PXRqItcXYtdJFL8bOfCoCU6GHC5LRTaWbZ3Fy2nJqObnlyNzxb/9G17z42S75xm/g6CXkyBqJgspUaBhQXcy6L0tfEQqJRPqKQJBBmOjnrN77p2761d9y95vf6cRdp8ylM7O19Xaxzq4mR1bFrBW1Fy1YDKGVNORKTWTRo0hFCzK6mmwnsx5yNVmUavf4EV+qXPL1j/b4n3oZj388W/NIdBSE89Jf6oQD6cuKSIfCxsbG3wOx15pWipoLW+vgC7e65d/+Ut70lrc5cvaUul6Yxi5mVe+pLSZbbbQ9m1vlWg8XpAdtKOZ1MN1+yvETl7lnVt18bMvX/uMXuN9LXsjWtixzkUEiEfSaUiqK8A9Y+pvCgdSxFjff6o7/8Bqf+rXX2LnzdpfMqrO16TXUXtU+KD1Q9OhCqjkRXVdkEFnsK0kPfyWnppSiSatIeXTHrWdPufQB13riv/gZvvd7OXIklpIIPSnrbl4LU6d2SsrSNXRFVdVeHAiEjY2N+1icbSu1jEquzda45U63//Kv5Wd+642O3H2X2XpPlkkWWoSYmE2DoVY9Uy/dhejBulbzOuh3n3b06HGnCl/aHj36xc9z9Yt/mKuuYpxLRSQSiUrqQvHVKnVrzO66y5kbX+cTr3i1etMXHB9ZR9MzDG1Ue9UNMphKF7E2b2slWZeqR1HSgdrdy1qnFpO0iq5sz91z5rTLr77SDT/1Uzz9+zh5Mpa1yggH1mwF1o2hUyZZWSMVVTX0gURB2NjYuI/F2dVCjHOjZlxOnD5net3v5PtvfLXyhS861pfCpGXTIgwxKH2gdVmC6C5ED9almEVVdvdsbe24J9dunVUPfs4zXPeC5/HoRzHfIosD6UAW53Wh+GqVuobh3K58w5t99OWvtPzYh53IJmqYpknkSFYlix706EQz5Nq+FlUqSjpQuwMl6UEGLWiFla7MRvecO+uSyy71dT/6Yp71LB78gJjmc5OwLzrzjtXEmNRJFtZIRVUNfSBREDY2Nu5jcW61lONM1Y3LhTIFb393fvxXXu62P3mXq0uaR5ra0jpTqaPIQZ+aUl2wxApjFPN1M9SZu/vKrfPqyqc+xaOe+2zzp3wz2zvEIAONqCS6rijCV6fUddT1kre/12d/9ZXu/OM/cWxvz/asmKZJN5BFyepQ00uXMclIsqKIJFCSSEo6kCVMkdRi2Sbmg929PVvHjnjE059h+4U/zPWPCvMtSzQUbDVMjdopXZZujTSowtAHEgVhY2PjPhbTtLKsI7qYFrZb5VOfz1tvfLWPvPI3XCMcKY1pbZVNi0JUFJFduDCJdVJ6OqqIqE7n5I6tav71X+thz/o+J5/+dC65hDLKQu+UQrevK4rw1arrUllPfOxTvvjKX3fzG//A1h13unSssnVTKbqi9lAQmVrplsOkFUoWtReRBEoSSUmHajH1poyD5bSWtVj2yTAbXf6kJ7r2n/wkT3x8GEerKCaHdhLNeRO1yejWSIOqGnohURA2NjbuY5HZ7AlrVJMjDbfeLd/05vyTX/gPTpw6ZXtv15hNlxaZplLUMiq9CRcmkVFMy4UTw5bMtBfcPS9WD3mgB3zXt3nIC1/AycvZOiILUxLhQOiKInz1ymyiTfzFre5+45t85lWv49N/5oooBmlRUw9qL2qnZjfV7uzIVJlNRU0iCZQkkpIOlFIsp7VxPrOc1rKEHvRM9ZHXeeRP/zPlu76N+RirUk2KfduIjpyIlKVr6Iqqqr2QKAgbGxv3scjenI1uLQyqYyZO7/G+D+WnfulXTJ/8tOmmmxzFbGtumc2eVGpVWwoXbhhHe2fOOj7b1lqzrpyeVXdfdomrvvkb3fCyl3L1VRw/IYdi7StCM6jCV6/MJnrn7BnTH7/bJ3/l1c6+54OuXE5m2S1q00o3tqIkY+9WldNzpsLYirETSaAkkZR0ICKsViuz7S2raS1LKLVaTWt711zpEf/kZY49++mcOBrrpI1zDVuoid4pTUbX0BVVVXshURA2NjbuY5GtOWOyLoOqOKIblms++4W89Vdf6c4/eZdTH/24yyKcOH7Uqjdn+iRKMXTChdva2nL27lOOzeemadJqdXZW3T6fu+KJ3+Cx//ynecA1XHYp42CBQOjoRoPw1azTGm3iwx/ziX9/o7ve9k4nTy/s9LVlmbTSjb0bOkMrVpV7tlmXYj4xdiIdqOlA7Q4EFsulnZ0dy2lt3zifObdcOHvZJR724y922XOfw1WXRxZWs20NMwzO653oMlJDF6qi9kJHRdjY2LiPRfa1VQyW6Jhja5rYXfC7b84/+tmft3PzrS7raXXmjK0jW/ZKp4SyJly4KvSpGYNaw2pqTmN9+eX6A67xpB/7MZ7yJC49zvbMSrHoK1tlELrBIHwVS9piT50Vbj+D87wAACAASURBVLuLt7zDH/4fP2/7izd7wM6Oc9NZYlJ7KsnYw6oUp7aKdWE+MXYiHajpQO3+Tj0cuHN7dPL7nuahz/o+nvyEoJuOHHU2u50YjIjeiS4jNXShGtSOREHY2Ni4j0Xm2mSwQsOIrd5ZLHnvB/LDv/wrzrz3Q07s7hoWC2Mt1pUpuyGrcOGGKNp6pejGOph6s5u0E5daX32lRz7rWY49++lcczXzYhVh0s0UPZsxRuGrWJLTSgyFe07zvo9618/9B+0DH3VV0NZnFWs1u9IpWaxKdXY2aIX51NUkknCoJJEOlPS36sGp+ag+9gaP/IFnmT/r+9geI2ejXcwMTGuzWtEJGlIRitqRKAgbGxv3schcaUYNHYG581ZL/uIWd77hP+fHX/M6s1tuc0nvLJZiVqymZqwz/38MUazXS6Gb1WrfXk9t66i9Sy9x+ZOf7KE/+WM87MFy6NazuY4R2ZuhjL6qpUPR2Vvy51/y+Ze/ys1veosjd95pazpnyKWa3aFiHaNlHaQw9FSzC19R0l+J9Hc6O47O3O9Kj3jG01zxwz/ItVeH7ZmzyVaMcurGWjARNKQiFDWRCISNjY37WEy5Uo0kLfyVOk2c2+Vd78r/8rO/YP2Jz7i6B2fO2JqPluuVMsxQXKhSirZaSs1sGFRh3btlmdvdOWrn625w/c/8NDc8XNZmvb2lK8aclCTKzFezbF3UomVXW+fcytk3vslHX/HrFh//uJN9aastiUkG3aBH1XNuX80Uur9LSX+rSM4N1Zljx137rd/kQT/0Azzm+nBsx7lMs2GmItJ5nega0mDfkA6FjY2NvwdimSuzHGkOFVqh6uzt8vnP5Qf+r19055+8y8lzK7NTZx2dzbTWTKXoUVyoUop1W8lshlrMkb1Y98GpcWb+tY92wz/9Sb7tiYxhuVUxGvpajYqB8FWrd0phtW5mpbJe88GP+NCvvNwtf/RH7re368i0RzRTYYqqG82mudoLml66v00i/O1KsqzV2dm249c/2iOf+0zxPd/BJUdjKkWUUUEkslO6hjTYVxGJsLGx8fdALHJl3kcmJAptdKAuz3D3HW799dfmZ/7z75h/4VbHdvcciUEV9jK1UlyoRNeIrmDLeT30Vp0aZuK661z3g8+089xncPlxiyGVmJlNa2rFQPiqt1p2s7HQOrd+yU2vfo3PvOH1Lv2Lmx1f7Wl1bSrs1VHpoyPLuaEXrTQZ3b4eDqR7yyDSvQSmqPZi0O93tYd8/9Oc/LEXcPmlYTaaWshMYykOlK4hFfsqIhE2Njb+Hoi9XNlqIxM6Km1GItquuneWd74vP/KfbnT6Xe93cjXZWnazYbSX3boUF6pnikqPrmYaW1OzKn10Zpw7c9VVtp/4GDe89Ed59MMsS4oyM2sTUYiB8FUrnZf0Ri30vYUSrP7gzT72a6/U3/s+ly73tLq2KuyOo9pHl+5uG1uxHtZa6fb1cCAdynCgByXdSyQtihaj28fBld/9La7/5z/FtVeHY0dMLfTezWp1oHSJptgXKAgbGxt/H8QiV+Z9ZEIiyBkN1UpMC75wU37s537RX/zuW91/1R25+5yd+cyZ6Fal+OvCoZJE+mu6DHqQ4UA26jDoNemTum5mqlkf7c5mbtuZW37NAzzlZ37K8JQnUIusM9ECleL/WfiHKR3I3mUpMtg9s+v4fM4HP+TTv/oKd/ze77lseU7G2rp2izoa2uj43tysFVNtWun29XAgHcrwd4p0YD7f8bkzZxx78uM94V/8NA9+ENdcExlEoDk0dA1rhGKeSATCxsbGfSx6NuEvZfE3LPe443a3/dEf5yd+7TXiI5/08GUxm9bumadlpUexrySR1KR2SnbFoR5dD9aFXlJkGFpBsa7FvrExdOYTyxpuG7vFg6724Oc8zQOe82yuuZY6p436YlJ2BsL/e+FAOhQuYtlpjexW49wKy8XK5cOMm2+3eMMb/el/+mWze25T255aulVP87LlaD9icXbXOJvppfvbpL9boGS3NRS7s8GZk1e58ju/wwNf/GIe8sBoSQ10BMZuGd1CMSiOTOgYUGxsbNzHIrNJNF2gOi8HEompMa0s3v/+/MgrXunMH77Dg28/41hrzh6pFgM9ii+rnZrUzpBdpPO6DKZCK2kqDoxTRTGVal/txdi6WWOq6e6hufPE3GXf8SSPef5z+frHMTtCzikIhK9IBBLhbwoH0qFwEeudvmZqlls7llhP6fII7tzlD9/mQ6+60amPf9jW+pztGqbV2vawpU6DtpjEGC5UzUlpS6tx5syJy132zd/ioS/5UR77dWF0aI3AfLKQ9lQzxZE1GmYoNjY27mOR2SSaLlAQOZDo6I3o3HyrP7/xVfm533i9k392m6vG0dk6WVUy3EvtRFKTSAp6dD1ohRYO1F5QtKj21V4MvRs6U0m7M26OtX7dgzzmec929TOewckr6SPz0f9n4R+O7PQmV0vr7aPWDh1p2J346Mfc/Vuv8/7fep0jyz0nhqLtLe2MW6a9pqgyuh4uSM2J9Z7VMDo1P2b+dV/va170fMe/8zs5MY+O0hAYJ0tpqRoUOxM6BhQbGxv3scjeZNB0gYLIgmJfrtai4sxZ5974pvzIy19p/Ohn3X+c212d06Lbl0EPB0o6EElBJBl0ZNCDDGov9rUoCLUXkV1NMtJ6a/ClvnDXsW0P+s5v9dgfeTGPfpSsoz6fq/5SIpAIJALp3sI/IJ3e9PVan+9oDs0bFhN33M5b3uL3f+Hnbd19p8sVsbdwZJxb7q7N59tWudbDBSkmY06mMrjTaP3Ah7rm2d/vIT/wTB50v1hjLA6VyQprxaCYN3RUFBsbG/exyN5k0HSkEKpCFoJptTYUrFe894P5qRtf5e63vtMle+fMWhMm+zLoQQay6OGvlCz+az18RRYEipLdodRrWsxHt/XJ9iOu84SXvMjse57KiWP2opipCgKJQCKQCP+VdG/hItbJLqfOMCPIpDS0ieWC97zHO37u5y0+9nGXLyfzxdp2DKblZNzZsupNKy5IyW4+pEk4NQ1OXXLSJd/xra5/4fPUx10f01hUXzbpmBRVMXQkCsLGxsZ9LLKnjK7pSCFUhSwEvXdFYz3xpdvc9ZrX5yde83rT5/7MNbO5sU/2JTLoQSp6kEEistgXKL34slYn+2ovZNGjyugOpTat1K1tp3uzvPwyD332013z/OfysPtbltGgKIq/rqO4t/CX0r2Fi1x3oBd/pSW5pq357Od88TW/6XNv/H1Hb7/HpY26XCmlKLValtSKC1KyGyM1LPrMHbMtw2Mf44YXPdexp327PDqPho6KouuKooh0KGxsbPw9ENlSK13TkapQFbJoPZUaQmdac27JH/5hvu/G17jnTz/o2lWzvZ7sy3Bel0ErtCAVPZxXlCSyiAy1I9JUJ/tqL2TRosroWiEyja0pwqpz9shR2098jEf9yPPUpz7ZNJsLI4q/LhHurSCcl+4tXLQSU3ZDFNHRUBFkrkQ2vnQ77/mA//J//pLhc3/u6l70u085cnTboi1Nw6AVF6RkF5pM5+24TVg88FqPeN6zXPtDz+TaK2IVVVeMqM7LYl+GA2FjY+Pvg8iWWumajlQwqGQxta4Oxbo3s/WS3vngh/Njv/l6d7/rTx296RbHl82+0O3L6FqhBS2KDLqiJLVXJRlb0aObhrWMbmgDWbQSWtBKKtkdL4P17lLJ4uzW3LmveaCv+aFnuvy538uVV2CUBvu6Q+krwqHiUKS/KVyUEss+GcugNqyTMSisY23UOX2WP7/Fn/zP/8rqI5/2ENXi1i85eclxZxZntXHUigvU1UhaqGXL7evJqRPHfM33P81DfuQ5PPxB0ba2rFWjojqvF4IWJCrCxsbGfS2ypVa6SUeqGFSyWK8mMQxUBp3VklOnnP79P8w//bVX2/r0n7l0uZbrZlbCbCj29vas+9r82BHLNmlRZBSRjK0qydgK0a3rWkZX+0AWUwmt0CLV7IZzC5cfOW5x6pxzW3O3XnrE9pMe6wk//eNc/7XULWKwL7FYr8zGmfQVgeJQpL8pXJQSa1TUho5AZRmTKg1t4gu3uO033ujTr/sd2zff5pJpMkxL46w617tWXLAqFaGvOVeLxbFjyiMe6qHPe4ZLn/N0tsc4p9g2F1lYN4aqFZpuVISNjY37WmRPU3RNR6oYBH2QicoaRRraisXS6j3vy0/+1m+74/f+yCXnFuaZxqRMk8gmS5qkVkMrpIJiaMXQw6wVdKthLaOrvehRdFUr9Eg1u/li7fhspp1bOztUd5w4ol7/cI98wfc79p3fzrHLKZVSCFp2otjXpRD2VYciHUqEQ+GilGgI1IaOwNAt7evmklNnLX//j3341a+z94EPu3S5dLQ3vS31YdDDBYueSin0tI6wN5+brr3Cg5/xPa54wQ9yvyujDVWYKb0wdYaqlW7KZhajsLGxcV+L7GmKbtKRBgyCPtiXhTU6tnJiWvPnN+eZd7zT+37pV9Wbb7Pd0o5Qds/ZHgezsbpn95TYHrUIrSCLoQ2GHmatoGl1pZUkq1S0qDKcl4aczKdunqEIp1t36viO1f2udOWTH+9hL3oB1z2COiIZqwNBQ0qEfdWhSIcS4VC4KCUaKqIhEajd0qGZLlaNT3/Rn/3663z2jb/r6F13OVmYzp5Rx5keLlhOTSlFllBqdS673e2Zq5/yTR7y3GfxrU9iax5ibpoYelBD1m7VJ7MyEzY2Nu5rkT1N0U2afQOGDPrgQGEZdMxyUrOxt+CTn8mP/eKvuPkd7+Ges07OZoazu46UYmc+c8/pu8WRmanQIuyrfTC0YtZCSL2stJJaVC2KVOyrScnJVk9ttbK1teXuaW199KjTs5nZA671jS/7Sb7zu9iak41aKEHQdKL4suJQpEOJcChclNJfSiL9pU5hQke2bp6FswvLt7zV+15+o71PfNI1fW3c29MVFBeq9GLKLmtTZ6NcT+5uzfFHPsK1T/12J/7RC7n8sjDOrdZpVqoDtVu3lbFu2djYuO9F9rSKbtIUDBgy6IVeKKwqDZmTnUjWE7fenqvff6t3veo33fGpz7l2vmN7d9d8tXZ0PlisF3IsptpNUfQItRdDL8ZWlOzEWg9WNUwx6FHUztCpORl1y/XCsLNlt3W5veP01NWd4570ohfxoudz5RVEkp2xUpjapA6D7lBxKNKhRDgULl7p3qLbl+iKngyrJjL5/Od98sZf84U/+H2X3HGHS1vK5rziQs3KzKpNzsXSbF7ttHBmb8llJ+085gZf89+9jOsfwdHjsUzmURzoa01Thy0bGxv3vcieVtFNmoJBN2SlFXohWI10TL05UlK0xj2n+fxN+ZlfvdGn3v5OlywnR3f3zHZ37dQwjGEZk3VhKkUiMgy9GFtRsiuaVlgMYR0DitqZN2pO5GQdzTSv1rVQZ/bOTXbqjqu/6SmueNmP89jrmY20NfORYGprw2yU6CgORfqbwsUpkQ5koaPoQkdBkVgvu1ktnDvj3O/9ng+9+lXWH/yQSxeTMQaRxQXJYhaDqaYzdtWS/m/24DzY0rM+EPPze9/vO+fe27e7tQI2ArFIQhI7QgbEyAYGkMFstsALGmfsVKampio1lapJMqlUpWqqkkz+mPyTTDJJqsaz4AVjMGD2zew22DI2YEAgEDtIaOtWL/fec873vr/c2wfc1uBxzbQn5VLcz3O0D6bFZBo27V32SI++5TUufPELeOxjYlHCXJDkaiHGQqkozjvvvL9ekT0to5s0BYNu6JVWyEIwjUyYMNeMvbOzw6m99M73+pN3vd/pO77h8PFTNnd3zDWb88FuX1oN3RRFiyIyDL0YOyW7mk0LdsdqWQayGDpbK6rJlCs2qmP2mM9lL+zw8NlR919wsUv//i/7kZ96MRddwLRiPlLofaXMRomOYi3SDwsPTYmOoBUSYVLty0IWWWiNWojVgttv8503vtF33/Vew93324qZyOKcZGHV1e2542VHTgsXNWarqrXRsQsutHjO0137d29x+IYfszuOsWlfkovTYmNOFBTnnXfeX6/ITE2XDnQVkYUszkiy0jD1rgZjdKbG3oI//lx+/c3v8u2PfdLGvfc7Mq3McjIfmdpSi24qRYuCEFmMrSjZFU0r7NVqVYqSRU3mU1eyazkp23P3LE6YbR2Sy2SvedShS33h1CkP/6VfcNXf+QUedRk6G3Mq05SGWTirS2thXxZnhIeuREeQhY6iC/uyOLDXiUr2biMbx4/Zefs7fe4Nb7b68tdcsmLoTIVWukRg6JQk0hmtkMgoIomkJLund21ffNSp2cLuzkkXrNjsg1hVx7cO+fYjH+a5//AfOHzTC+T2ZsQwI1Nb7KnzOYoHCWvhjERHcVbYl9bCef8fSwQSgbQW9qW1oDmrIHxf+mHhvP8kuj8vrYVCerCgOasgnBWrXBlyYEI4YxFEdUbV1W5fJwuVpYKuTKcMO1N620d87td/2/IrXzWePqFNu44cGo3LJnQULcKqFN1gbFXoMppWuhZFBpHOqEkkGV0PetCDkkUkQy9OzKp+9RWu+3u/zHNvYGOD7S3LIBpDEB3RqU3qmoJQDcL/D6S17qxAYcISk2bEZnZ2VnztW77z9g/47Bve5Mrju8adE3Y2ir0Zi2y2hpnDveond81K1YNFZSq0CAVDp3Zq0iLtjp2YzFuaT2Fsxc4wuv/CI7af+TRXv/Zm5bnPYjYLdXQgJ8K+tBYIBIKMrqEhFAcqaqJbKwjn/RWlf7+Ogo6Cbq0mVkkEI8dXu8ZxZlBVaRAk0loiEShkEM47dx3dDySatUEhMSUR1CKDJZq17M1WqcJarHJpaJWpECjsFBSKbtAMHb2jUotFFJMDK4faklvvyGNveoc73v9Bcewem7NQpz3z1gy9q71oERZ10KIqWRzo0YjuXOwOxeKiw658yU0u/OlXceWV2rBpMS+GoDZqIjp1JdHQVaNBeGhLdJQkGtJaYGCBhUQadPNpUpfBiV33f+gT/vQ33ugRX/yK+QP3O71VTVvV3rQwdC7I0bhohim1wu7AqoYWRDJrRU1qdj3SqtKjG3o3dsZWTFHcWxivfpzHvOqljr7kxVz2I6EMWhmVIBoSiUCgIMjoVrpUUAQqaqJbKwjn/RWlv1j3F0sMid2JYWDGnkQIlOzGKCQSaS2tFQTCeeesoyMdSDThwGBfYoVSqEUL9pAYUDAirEXmHq3SB2cUFkEWQjdoaiI7KqVYKjrCyny54oEFH/x43vqvXmfxlTtcMhu0E8dtVGqm2u0LLYopBlMJPaiZQncu9mpxYl7Nn3CF62+5hRe+kHHDYpypc2cM9mUnGrpUdFVRHAgPXYmGQO3oSAQqU7CnS4w6iz0bObIqfOmrvvXWdzj1nvdx13ethjA/NLdY7Ol7S4ej2iiDXE1asBiYomiFkgw91E4kGakVMrqSXe3MWjGV4n4sHnaRi//Wj3nCz7yK65/ObBZ7nWE+GjoSibAWCEQ3oTtQFFREolsrCOedo/Qfpvth1b5Vd8ZYTNYyu9JTLdUPSQ9WnHfOOro/LxUHwve1oIQMJmlpbRQqCsJa5PIUZUaOFARLZFB1oasSnaxE0RSJtlqa90bvfPnr+Y3f+C1f/92P2LzvmMNtUqKp2Q09RQZZrGqxMxQZzFtX0jlZleLkLOwcPeyqm25y2atfwxVXMh+1gQkVoauatUCRigPhoSuxQsHQ0ZEIFLKwJ6VUdGVambVCKzxwmlv/xJd/5VecvO02i9M7Ltg+ZFhNpp1ds2BzmGmtaaVb1qIHPZBFTSJDSftSDzK6ml0kNYsWxV4dnd7eEpc/yjWveKntV72MCw7HoiTjzICazkoEojuQ6A4UBZHW0lognHeO0n+Y7ocVBKblihKGOtA7PamVQJDOCvsSHYFAOO+cdXQU/65EV6Q09UYpQlGS0lMkZQg/EHn/9zh8lDLqWWQlkwiKAxMSHRVFKCQ6ohMrjp+Qv39rfup1b3D8E5/yqNlca7tqdkPvaqcmi1qcmNOj2FoxdOdkKpyOdHo+mj/2Ck95xSsc+ulXcvSw3Wxycy5RdXNd2JcFRYYzwkNXw4TALNHRrVUUlphMKgbUVaMXlsk997nr//kXvvPxTzr+9W+5dNxwQWJvKTUi5EArXYsiwxmpOBBZRIaS6Yzo6NaKruhRLcYNpw8d8vBnX+/xv/hzPO0atsc4nt1WzBQECsIPdA9WnJHWEoFw3l9BOncdk663lU2VLLROBCXoE7OZhmatotrXrBWE885ROtCFQjormDBhpZHdPEYz+xJTd8ZQCGdE3vZ5HvdYxtEyKyWMiLQWkyY1B0JV1Cx0JAq7dm1m41t35h3/9g3ueOM7XLq7MutLY29q72p2gUXlxJyMYmtZjN056cEy0mo+c7zO/Oizn+WaX/5lnnqtPkt78y0TQreFmuiFQNCCgvDQ1LCyNkd0dCQClRYscmmIQdENU2O5os5ZLPR3vdOX3v0e3/uDP3V0Z3JxY966rtvLPX1etHBGsS+LHvQoDpRelAwh0WV0PUgFRWTV68yprMbHPdoTX/NKw8+8hEs342RhZtOBQEGgIHRnJBJRSGvhrHDeX0E6N4FJt0TPhe02MuGB08xmHJrrqz3l0JYJDYmCURfNWimE885BOivsS3QECgssMGlGbKnqhJZEUFARzoid973P5nOfzcbMVGa6MCK6tTKZpAkhVMXQCw3pjAdmK5u62YmTTn7o9/Nbb3i7+z75KRf1tDFNqoZJBsuaTs/sCxurYujFuSpDWJbiZC/KZY9y1Utf7OgrbuKKR1uMgz1VYEsxdDQEKi0oCA9NDSt0zFETDWmtoLLMlRIVXZ9WxgxRBlYLvn6H773tXb7+7o+ZfeseF51c2Fa0oTvVdvR5aJFqEknJ0ApTFD2K2ovaQ81E10rXCi2KksWmUV8Vy8by0otcdOOzPPKWl/Osa6yGIdKGVBwIa1VXFRKJRCIQCDKcEc77q0h/ufDvkbTodk2Kla3FjO8dy+Nf/abDF1+oXvlYag9jsURHR8Goqx0dtRDFef/x0lmRSHRrA3vYQUqHpI3E/ac5vcuhLQ5vMRSKM+Lkr73e9kv+Noe35Ti3UoydSGtlsgwmqQiDYmiF5oxp1SwPVcVkY7nD17+TJ97+Qbf+69906amFw6uVsJJlsirdVNNUiAxjK0oW56JkNw7F7mqSw4YT803jtVd6xi/fwguf67Qlm0d11ZaidjQEKi0oCA9NDQtrMwyJjo5AIFKW0HVNN7WleZ2p9u2cIprjb3uPr7/lA9rn7nDk7pOORDBPu33XYugy0tCpncjQCqtS9ChKFkMLNdOBVrpWuimKmmzn3OrUihzsHNqU117uip99mY1X/Lh+4eGIYVtTdWcVVEUkOhKJQEGQQUdBOO9cpb9c+HekP5Mx2bM0y0l9IOSffiW/8LnbPOwxj3bp857FrEZWVujougODNOvoQS1Ecd65SWdFYkJgYA+nUHUXIHaWfON7ufPACRuXXhjlUY9gKJTiQHzrn/yPLvupm3ji1WxuWGRRWxhKIVEmy6BLhEExtEKz1pk26OiLkzamzic+k5//l79m5xOfcdFiUspKr5PlnCzdsOp6a0qMKM5Fya625sBsfsi92d13eNPlP/kCj//FV3PNlU71bpwdMVPYSyGoZKUXCsJDU8MKHTMM9nV0a4GCIHUN3VrBYMXJ49z7gGNveq/bf/tdtu885nBrVn3HuDU61XaINPRubEVkyGBRix5F7UXtoWY60Eo3FVrpai+2+6gu2By2HMvmm9vFw174bNf80s0844nUzVhOqY4zqTi93DWfzY0Gbbk0G2Y0ZxUUMugoCOedq0RH8WBhLVsXpTgwrVaGcXQgp0kMqcVCbZ0v3Jm3vf0Dvn3nXa570fNd9OIfZ5aRpWpoukTDIM0THaUSxXnnKJ3Rgppo1iqL4ISlDcXhRWOP/PRt+bu/+37PetmLHH7qExlqqMWBuPXVr/XMX/w5nv88NucmYRhmpqkbaiG6SdekEKqi9kJHIjHSwr5JbSu+dlc+8JZ3+9rr3+7QvQ/oi9NynOyNTesLR1qxOc7stdSjOBcluzFTribDMHOqFPdvVJtPucYVr36Zw8//CS6+hGFGG2gIBFkRhIeuhgmJARXRraW1QJDRdTSktaobLDixxx98zrfe/G7f/eDv2zh10uZmMbVdGZOQhs7YiAwZLGuRitKLkiGkA1PpMmilGzrb0yB3mw2j3dno2/NUnvQYV//sTzl60/O58GEhRoaQUSylLowGejOodKS1giALHQXhvHOR1jqKBwtrfWpKrc7IJMIZvWOi7HDPcT7+hfzUez7m/r1dz3n1K2zfdKOpTFHHue5A1zChSnP7OqISxXnnIJHOmAqB2pEoTNHt6jal4cSSb9ybX3nbu33mts975T/6e4YnXkHdCLU4EO992rM96xdf6+gvvIajh9mYyTJatm5eC7rUdakIFJGFRNIXlBkKU2mG7Jza5Y8+n3f8H79quv0Op++5y2we+kZa7px0ZNkc3dh2qjetFOeiZDePkKtJZmrj6IEaHrjgkEc870ZX/8wrecYzGWZMGEcqgpZNrYHioSqxslZQEfaltURYCxINDYnQVc0wTdx9mg981Cf+za/b+/rXXbwxWJw8ZmMsqmbo1E7J0IMWRSpqLwikHvTS9bCvGzpbU2Wvic60OXfPLNx/eHT53362J7z6p3nqM5jNg2SsplI1xaSbGwyJhm6toJCFjoJw3rlIa91ZxVr4vp4yU9gXxZ/pnb6g7/Cpz+T33vEHbvuDT8uLL3LDL/2c+YueY7dMsTnMURxI3cKBtGFfBlFQnHcOEg2FZXHGLJEoXepW0qx17t7jk5/JD/zK63xv76Rb/q//icsfwbgZYnAgPnTlU1324ze64paf56lP5Mi2HAZLVFRd6EgyCPsGZ3TaXldrobJnZT4Qi8Z37837ThrtsAAAIABJREFUf/XN7vroJ9z9pS85MguHtkf91CnjqdM2h5m9ElopzkVJZiXUYFotqcVOLe7qk62rr3bVT97kwle8kksuZT6XEWKkR+ptYagDCoqHokRHIqwVhH3phwUNDYnElCvbU2MZfOVrvvWmt/raxz4u7rnHuHPCoQhjToZOpDNS0aOQRe3hQCv0klp0B2p2Q2c+FWMUq2UzzQen5tX3+sIFVz3Wk15yk40X/G0e+5gwVvpKbm1aCiuMBnP7OhoSBYUsdBSE885FonuwYi18X6I1ohBBa/SkVtqSY3c68ZZ35Fff8lHH7rzfkSdd7Rm/9Brxwh+zV0tsqPRCIlgUUjdHOFBQnHcOOhoKi0rDJiI7OpH0iUXnT7+du+/8kI+89e32Ltjwql/5n3n0wxiPhBgciE89/mn2HvEI177q5S74+Vdz6YVO5aRsbCoYdEN2GgKFFoNERTQkgl5TtknNZDHxsVvzi+94jzs+9BFbJ0952KFNm20lTp+mpz4MWnHuWre1MddWe1a9idnggambLrzEkSc9ydU//1qe+QwuOCJH9jRjDdVSb02tmygeurq01h0oDhSEfelBMmjoSKx6OlRCrCZ2FnzhC25/45t99UMfcnRnYXu1Mm+Tks7oYV9RksiiZOhYVVpJPbqSjL0bO5aTja1ti2llJ7u+MTqVk9mhbUevudpjX/XTyvNu5PBmKM00H7U6WqmKMMOQaEgEClnoKAjnnYtERyKsFWthX1prjVIdaDu76jAyDCx3+eNP5ldf95u++55bbcwPu/DG6z32516qvPB6O3UWWyqt0ArBNLLUzVARivPOUceEwt7ACnPMdLKRndWCB1a88YP5lbe9z513fE171EWe97/9N1x9ObMLg9GBuO1xT3fXWF32vOe54r/8Bzz+UR7oC3FoW8WomzW0TqCyLIOOETWdFWQ2kZ3Wufu+vOf9H/TF336n05+7zcWLycVjVaJrbSWj6OGcLVcr842RnPTV0lCqyWAxbtq96FJX/dTLXPiKl3PN49jkVK4METas5DSJYRODh67uBxpS8QOBal86K0h0NCQCsVoZdXYXTv7O23zq137L+O07HdnZs9maAz26VBwYelEyRBYtWAzdVNKBmt28dUNnWq7MtjbsBjttJcZqiNHQObl9yI++/BUe+bKf5NormdfoNa3GmaXBpDukmCWatUCgkAjnnatERyKsFWuRzmqNUkn6zq6yuemM733X/b/1+vz6W99l+SffdPTSH3H4ec/yiFe/SLzwmU6Ph+KIyqowFQptzgIVVVcV4bxz0rFCYWdkhblu1NVstM7UuO2bedc//3Xf/vCtZr1bPv5i1/2v/1A8/WocCUYH4suXP8U9ZbD5lCd5yn/2WuUnbrC66JBTUVTMdfMJrROoLOpgwpBpFmGVZGdekbS+Uk30xu1fybvf8WHffOcH9C991YVCHBqs2lIRwrlJ+0q1mBZmQxqC3FsqOYjZtvtnWzzhWk/8+Ztt/uRP6Bcdslua0G1ZkklsYPCQlPZ1ZwQNzQ8UBRWRSGcFgoaGxKJ3h0sTiwW3fck9b36X73zo48p3vmtrag70oEcRydBCTSKLqbAzdlNNJRl6tzV1Q6djT7PYqKZCb80hM0dadXdPu097qste9HyPfskLeeTDwkbYLcVkZqU7pJghGhKBQCERzjtXiY5EWCvWIp3VGqWSWCyZzVgufevDH8pv/+q/Nnzmi45+d2l+wcX8rae57Bdfrtz0HPcrcbE5y8KqULDJnrWCEeG8c9KwQuX0yAJzk7k0mFh17j/u3rd/OL/9r95m4xv3Gks49bgLPPX//q+55kpsB3MH4ouPeILTZaY/+lEuvel5Ln/1y3jSFR5QFNUmhhU6AkO3KDTFHAUN05Q2ajjQTHqulGjqYuITn84vv/7N7v3wJ22d2jFuFNNyaV6LAxnOiKQmtRehk0UrXSv08GdKOmNza9v9x+8z36i2Nmd2j5+UUzq0dZETw4bvjjNPfvXNHvHTL+GqR7E9WkhhMirCSBYPEh0FXSr+vLAvnRX++qR93RlBQ6KjKAIFkUhnBQKJzl6jzai6jb7L3oLf+2N3/JvXu+8PP217tVSkSDKIZOjUHmoyFXYHpkJIY+82Jmpn3Ji7/9RxuT1XN+d2T+/YyOLCuuHY1Hxz67ALf+wZfuy1r+GGZ7JVYy9Sr1sSAwbURFoL+zqBLITz/hNINGuBal92Vo2horNYUUa+eac/+s3X591vfbNHP7DjksVod9iw+rFrXfX3X8sLrov7VReZsxpYoWCDBQIFFeG8v1D6yyUmFJYDK92gm2midZYr+enP5R/9q9+yes8fenw5ZG9vz72PPeK6X/snVldcZnRRMHcgvnLZNYYYPbC5wTOu8ZT//Bd4wXPs1kG1YdYLk7VKD3ppQqoG0lpaKzQ0XVqa58Q9x3L3o7/vq297v3tv/YytkzsunM/0NmnZTUMxjqNh6pxe2JqK7XFmsZoshnR61i0GMrrSmTfGVhzoQStdRkdaq6YY7c62rC6+xNNv/hkbr34llx7VZmlnmEkcRvROWgtEJ4rUNUW3VjAoJLq1gvDXJ60F6YeF70tnhbWGJSo7M05a2hIOW3L7N7n1sz7/G2/xwBe+ZLOvXLC15fTJE6p0wcYhuzs7RoMWoQWtOKNmqp2aRJLRTYVVpUfXw74uDaY+WlxwgUue9yyP+9mf5hlPZmOMVa+iDn6gI1Ex6EzdGbUQxXnnIJGdtFbZQUPBiFnvtMZgX2dnl5NN/+gf5ydf9zpu/7yjy4XZcrC3vW3jude58hdv5ieuj71abZjTCxMCAy0o1sLfbGktfF/6j9c7WRzofaFkZ7Xg3mO+9Kuvzwc+9inbn/2GS6cix+reqy515T//r8RTnqw6EmHuQHz5kVfZzMGpsdq9+tGu/PlXOvTym7j4Itm2RC+kM3KgFQYdHYUspLVEYQqaAytzE3s73P7VvOt9H/XND3xM/+p3HFk1dVrqutUQohRDD7NV2p7CXNFas6jp5LxbDLTSDY3NiaETWWQwla6VLoMeqWToBsus2vZRlz71aR79ylfwvOdywYb7B6JUR1B7J60FohMkVkgHioqqiESzVhEemhp2MbKYcxqhO2xleOAUX/mmu97wO7750d+z+PZdLt4Y1bZiuTTWQu+KKhU9SEQGkUqGyFTT93WtsKzdVJhqV3txaDVzTOpXP85jX/5iF734BVz+6DDbpBQtaEhrFUM2eidRK1Gcdw6y0zuJKFQWmBCKQTeulqIkGoFF548+l9/8zff45oc/Ynv3PhttRZvZObxt64brXH3Lzdx4fbSxqjZJNAQKGYR9ifA3WloL35f+YolAIqwFi1yZR2VZSJROrrjvmPz0Z/MPf/U35BfucOG3jrkoq1UdHbv24a7+P/8xT3qiYjvC3IH48iOvMmZ1Kjj28As8/MU/7vE/+0rlKU8mNrVelUYEORDFvo6OgkK3lii0oCF1Yy6UqbG74FOfyzvf+T7f/Pgf8t3vuWhK88LewCo7JYxRzCfK1B3owWLoetCjK8nYqGlfkWila6XLsC9FhjRoUe2NW3aOHnHVi17k4b/8d3jkpfZKY2PDHJG+rzsjnNGQ6NYKqiIS3VpBeGjqWGCkDUxIzK3EcsnpBR/7Q1/7nXf6xkc/6fBi6cL5oC92TdPSbDYzpTMSGUQWdJFF0dVOWEu00rVCC0oWh+qGe3b2HD+86dJnP9M1r/wpw3Nv4MILwjBolYaCQE30xOSMWlGcdy46vVsrhH2FcEZiaWFQ5HTakIX7d5x84zvyU7/624Y7v+dIXZj1iTazc3jb1g3XufqWm7nx+mhjVW2SaAgUMgj7EuG8Py/9hwsW2cyiignTihJMK770Jd94+7vyc+94tyP3nfCw05NDZvYy7Fx7maf87/+YJ1+Dw8HoQNx+2VWGrE7q7t0YbD7tia79hZsdfclNbBwylYGJSGpFIDq6VFBEt5YotKChS0MuDD1ZrLjvRPrYJ33+ne9z1x/+sctO7zlaB20sdtrKUleGKpJsTc1QEtGtdZEURBap6EErXY9OdKTSA0WW0emoHhhnLnnGMzz5F17Dc67j8BZjoQ4S4c/rUtF16axAUUR6sPDQlWQnAoW0ry9FBssl9x6zevfv+tM3vd3OV+5wSYShL61WC/PNmeWq6WFfkdHJInQli9DVXkRS0hk9ugx62FeMMTo5TU6VwfDoR3rcC57vkpteyJOewNZG5Fg0VERHIhGTDKIMzjtXnexEIsiBCYnAwE50NFuW3HeCWz+fd7zhrb79sVtdnF20U2p22szO4W1bN1zn6ltu5sbro41VtUmiIVDIIOxLhPP+vHRWIBFIBBKBJIOGQJ2S5YKCkyf1D3w0//jNb3b/5z7vokVzkUFpYbcXi2su97R/9o950hXUw8HoQNx++bVKspvpuK5d9iOufNVL/ejP/gyXXWYa5joKhm4tuoymqyhqIpEIstDQUXW1T6xW7DW+9d28+72/68vvep+t277iEVnEbLDXJ7tWWg19LDJCtK525o2hU7szWiHRo0i00mV0ootMNYkMaXCyNYtDR+TDL3XRM57qCa98Kdc9nRpsbWql+IFirfthBaF7sOKhKtHQezObkjIQ6M1kMti3mvj8l9z12+/y9Q9+yHD3PbZ1UVZKKZa96YEsRCcL0ZUsIruSRUlKEknJ4kAgsdNX6jDTc7Azmzv0hCs99oXPt3HT83j85WE+akFNdCSCHrTohijCeeemo1kL+sACHRUzjpeuag73BV/8qrv+zZvyzg9+3PzYKbO2MOWeM9rMzuFtWzdc5+pbbubG66ONVbVJoiFQyCDsS4S/2dKDhT+TCCQCiUAi0DCht5XNHvRkscvnvpB3v/3dbn/v79rcOWljajaimnq11weuebyn/tP/lic8lo3tEIMD8eXHPFHrXYtikd3O1paH3XiDK29+JT/xLG1jy0pRMOuYMDRZuq46UBUSaS1oQUNBzSZO71AGVo0/+XR++wMfcffvvNvRB07IxUoJsoTF0E3zKmeD1Wpl7GyumE/UdMZUaFGk0IOMlDEJXUi1U5JhmDuxt9KPbDsxmzlxZNszfurFHv6qV/KISzhyRBsGf5liLRzoHqx4qGq6SUczXxZidEZlFeiTUXLfA/zere542zt97w9utbl7ylalrfYoVYZ/RyIciKSg9KIktReB2mmFRa4M8w1jq06u0u72YRdd/3SP+9lX8PwbmA9hNpDVGR2FqdAxIpx3LlLXNQeKEG1ggUTFnOPRzSxs7S3l+z+aX/gX/1a77SsuHgd7px7QR1oU2szO4W1bN1zn6ltu5sbro41VtUmiIVDIIOxLhL/Z0oMF6cE6ih/WMGFa7tkuA8sVd97p+Hs+kHe+9wOOf/ZzLhyD5YIYrGK0tKVcc5Wn/9P/jidczmwr1OJA3P6YJ1rmSimDsVfHW7dx1RUe8ZMvcMnffY120QVWw6bAvGE1MWBgUhyoikiktaAFKxRU5N6uoQ5MnfuOpS9+0Vf+7a+ZbvuSvW/dbbuHrdnMUnd6bKaNwTJXamdrxbwxtuLAqtCi6BEyyEhMQlcz1U5JSqmmZDmbO1mrY2Nx9PGP88wXv0C58UauuoqNkSDRkdbCWkH4ge5A6ihC8VDVdEsLo2LISitkobIsNMylslhx592m93/QZ3/7LZZf/5qjUt85ZSjFD4kuFQd6OKNkKL2ovahJ7UWPzqyYejPro5bF8aimH324R/3k8z38pS/g2ivY2AjDSBQHEitrI8J55yJ1K03BoDIVJmsDObDQbbQdPnNbfuvN73Tfuz/o0Pfus1271bSwqEWLSpvZObxt64brXH3Lzdx4fbSxqjZJNAQKGYR9ifA3W3qwIK11a4nwwxqWUpkWtqbKydPahz+St73jXRaf+az5sWM2arNY7Cp1ro/b9vqGfuUVrv9f/nuefBVDDaU4ELc/5ol2+8IsqsMxd//Orn7pw1xw47Nc/o/+vv7wi/XDR3WD2TKZVswKA5PiQFWEfd2fycLOshtmRSCSsXcSqxUPPJB3/vrr3PN7n3DiU7e7ZMHDZnNtWjlmabERVrU7MG/MJ8ZWHJgKLYqMcCAjRXahK5qhE9mtdpeGjQ07QtuYW2xuume567Jrr/HkW17LTS9ic5MoVAQNiUBBpLOiS3TdgWIQHprSZGFhVFQDU9AGZiyCCRUbvbO3yxe+6LP/8l+7748+5ZLlSjlx0pipIJKS6YzoOlqhR9EDGQqGNqidoRd0feTUzo55jDa3jzixSvcM4fDTrvWjP/EcD7/lNWzNwuZcKzOp6NYKKsJ556LpmqZgyEorJII2kBisuO+4+9/yzvzib77Z5te+4cjOKTnt2ji0YbcXLSptZufwtq0brnP1LTdz4/XRxqraJNEQKGQQ9iXC31zpwcIZiW4tnRXWirWmW+q2snOq8fnb87tvfas7PvhBh+6+xyVjMbXTFouFOm4aZkedXM3sXv5oz/5n/wNPu4ZaQikOxO2PeaKpdqaV+U5Xhg15wQXuffjFHvdf/LyLX/x8Lr1EU9VWSLItxHw0WQtFtS/9mQwaurMqqn2JaZfvfC2//oY3+eqbP+Dod0965CrE7p7F0MQFm47ZMxWGztCZ/b/sweuzrmd9GObrd9/P877r3WsfpC2JgyTYgM4HAyLCNuYsDNjBNpAosSH0S6ftl7QThzb90pkM0047Tf+B9lMzmbZOpjQ2MSCEOJrzWeYkQCCEEAidT1t7rfW+z3Pfv661F7aiOO1k+JLZNtfViCSj6IqMkAiJLnQ1m5pEdtG6WbAY9XHpyXmyG2H7oguVy17kxf/wH/KCU1xwkgG1UIrmUEGkp0WXaLoD1SCcq2Y0dGlARdHRkA4NqOsz7J7h9m+4/Z//n+775Gc9f1xZTJNF68Y6WJTQ58l6vZYDdbW022c9ihYhktoHNRlaEZjanjoOlMGU7PW0Xi5tzjvuqQuOefN/90944SVc8pyY68JGRVHtayyrX/oFNd2sqcKwO9tsZosTR22wY3JMqLsTX7w9v/PP/y8/+bNPuygnF4zFvD5NodWl1ittYff4MduvvNEV77qZV9wQbayqFYmGQCGDsC8R/uZKzxTOSnSkQ1ObjHUQguz0VGs198mZdsaJGPnhwx75l3+S3/vIRywffsixtid3n5RjU6OoU9X6llyeNF1zpev+x/+WF19OKUFxIL536lptSGWeLfdmxaCvtj183nHPe8dbPfstb+TKyymVrKiYGYqGRCgKwr50VgYdie6ZKqqJdtoTn/pc3vv/fMTu57/togeedH5Lm5w82Xasjw2m2kUSydgpaV+RDlSJkEJXsgtdzRTZlVJM0yRL1cfBOsNe64YjK5tnP8t5N73BlW9+E9ddwxBMa04ck1Gs52Y5VJFIhLMyuqY7UA3CuapjQtcMZqMDgeLQ1KmFalbbHj/6iUdu/agffuBjNj/4kfPntJgmZZ4NrRlLWAzVlN1ebrSxmiotqgO1D0oytioyycbAVKtJt2m0WuXqiJ2jW174m6/1vN++iV99qb6s8fiUtsbjlmjrbrEsfukXk1ibjYo6F6TNEDaa2ey87Hz7Hnu3fSrvet8H7d59t6OLrlpr855xHGRfaD1oC7vHj9l+5Y2ueNfNvOKGaGNVrUg0BAoZhH2J8DdXeqZwVnMoHWptNtRBQfauCCIwY839D+u3fSnvfN+HPPL1bzu62XFkmGXb04ZZLcVir8q+JZfn2Vx7tav/5/+GF1+JEhQH4rvPu1qrzYDV1OhhndXDq5Xzb3qVy972FsNv/BpHt4mgDgSCVHQU/9+6Q4nuaUUXdtUnHs3Tt33Rj957q82Xv+2CvWYV3VOb09qR0TTMWiC62ovaCfuyoDoQmURXsgtdyXRgXFR7e3vmzrhc6qXaTM2U3ZnVEaefd8qv/d23O/+33sQF51GS7SW12vQ0lirs6wiHomu6A8UgnKs6vVG6jWo2OFCwTCLZnSkL+7qlNWfO8MOfeOrDn/btD94mf3q/41MzTrNxmmwJW0M158bOvNG2ik1ljqoHtQ9qZ2hVTWoJTbMzpCnSgVREFDvDYLr4Ii/5e2914q2/xXMuinWGGLYtFNKh8Eu/gERHSaIhujN1o+u2dOMTT9l970fyp+//qCe/9g0nIlmmM5vTwmy5XIq56D1oC7vHj9l+5Y2ueNfNvOKGaGNVrUg0BAoZhH2J8DdXeqZwVnMoEejZjVFIcp5FVAQ50U+bP/OlvOdffdjDn71dfewxx4Y01lmLjXVsjFGs9grzltw6z+51V7r6f/kn8vorI1QUB+I7l14lY1ai20oii2kOj5aqXXaZ625+m2O/+2YufjZDoVYSYV+R/sN1JDoSk7WjZn74QD70/o/68fs/av7BPU7MzfaiWk9ntNLNtevRlSwiqYksIgsCqegi7euydKRhGOxu1jLTYlyqddRa01raraPHjp1w4tpr3PDm3xRveh3Hj7AYzNnUrRWKsK87FIiuOVQU4VzVye7AJopZcaBikQQyaJh1o6bu7TAH37nLwx/6mO/e+hGrJ89Yrje2e7faNLnekyYxFnslbSpzCT0ofVCTca4KahSTZje6XlMpFPQ57WXqF13g6PXXeOHvvsnqN1/P0e1gMG/SsLVFIPzSLyrpjRL2Nbt2rGpw+gl7X/pG/uSPPujxT33J4uHHXXTeUU/Fnqc2O4blaIiiZsiGtrB7/JjtV97oinfdzCtuiDZW1YpEQ6CQQdiXCH9zpWcKZyW6pxVEIrHeMC7o2Oxw93fy/ltu85M//bT4ycNORDGatL6nD7N1ro1RbO0V2kJunWf3+std/c/+a+36K6MaMTgQ37vkKnNuROmWlVIGOYWnDB7f2nbVW37bs955M9ddyWrUgmrwl4J0qHtaQdiXnilINEzSliY2E3f9OB/5yKd8/9aPmH5wj/Nbt5j21Gxa6TK6DGeVXlCUXvyF0B3I6Hp0GUQtptZEhKEUkUVpqahyXDgzrDyQ6aKXXecl/+Dv8apfZWuUGltHMDgQiUQgukRHUYRzWCKY0R0qqJ7WHOgGnd0dysh65rvfd9d73+eRr3/bk3ff47wMF2Ry+imlTxarhT2zTWUuoQelD2oyzlVBx9ybObqoDENRIrVptte7ev5JDw/FyRtv8OJ3voO/dQPLZeRmFttHiCD80i8i0dFRETPWTGu+/q389h/9ib3PfV358X1OZnFktfToZsdezMbVlmmarGqRDW1h9/gx26+80RXvuplX3BBtrKoViYZAIYOwLxH+5krPFM5KdIcKwr5Ex9QolY4H7/fQH//LfPizX/DE1+50dMNqsTRvduS0Nm6x0QxRjOvQc5Bbx+1dd5nr/tm7ue7KYAuDA3HnpVfrbU3pjKnWamiDycLjm+rk37rBZe/4O7zx1Zw8airFqJJIBIKG9LSKSIcSiXAoEDRM68lWDfrEvT/Ne9/3AXd94DbznT9y6TDaahO6VroWzipZHCpkEQ50dBm00rWgFaIWkWidKdWWFjEahoUeCz/brO09+3ynfvPVXvTW3+Zl17Nc6KXIGBVFJBLhrIzuQCjOVelQR/FM3b8luxro6DOJEuxNfPGrfvihD/v2Jz5tfOQJF5fBar1R57Vaw1y7uaS5hB7UPqidoRclwyzM2UVvakm1hlJT792md/Ni6ZHW1Oc812Wvf73nvuW3+ZXrWC1CLZRC+KVfRGIXC1T7ZuY97vlxPvKnt/jzf/mvHX/ocRdMHB1HvXenNxvzWMRyaZrWlrXI3mkLu8eP2X7lja5418284oZoY1WtSDQEChmEfYnwN1d6pnBWoqMg7OtJBomOjjM71n9+e975v/9vyvd+YLr/MUsjw6hNa4vsjiwXdtuOUoqYilnRVsdtrnuRl/xP/4jrrg5WGB2I719ytchJL5M2pixhaFXpS822M+ef9KzfeaNL3vE2rnmBdamWCq0TxVmFhuZQ0VWEfR2JLP5SONTRWS/SIppoe+mb33HPH9/igU981va9Dzi+aWrOenRTpYdDWVBQlOx62Ne1Qg9aYYqkFhEh5q7MjBkWPZQstnp1ZqjuW1U7p57j4je+ytVveaPh6quoC01FURPpUCC6Q8W5qqE5tOhIhwpz0HQtZ6sYRENHILozle1MHnmCz37Bt277uAdv/7athx51fDNZ9VnpkzakFmkuoQe1D4bO2ArCpgwy02KeDLoSjcJcu02E1sNcl9aLIzznuZ79mld63lveyIuvZjWGqH7pF9SxxsA8MrQ97rrbT277aD70gY+avvsD25uN8xaj3rt5ntWy1KPYjWAMNSfZO21h9/gx26+80RXvuplX3BBtrKoViYZAIYOwLxH+5krPFM5KdBSEfYmGjo65+dk3v50/uvVW9bZbXPjwQ9pe16KaxkEk23NaRNjMa1mLlt06ir46br72BV72P/wjrr862MboQNx18dWyNm3o9mqjp61NqPPg2JEL3LO358jrft11//k/4Ndfom2tFFWbu6EMziokOhKBogv7EolEFn8pscGS9cCetW0M0zp97mse+vAn3fmvb3Hh7uTIPAmzuXStpAx6kKrIonY/12XQCnNhnSkrEWEQtoyWPdSpK1NTOpvF6P7aPbQabb3kWtf87Te6+DWv4tKLGUbNIBGo9iU6AoV0KPyFjoKOIj0t/Fw6FP6jaWgOLRINgcIcNF3XrFSmzmZmucXA4zk7EsViveHBh+x94Wu+/aGPePTLtzt6esf5pVv0pucGqQcyUFDIgiBGkYxtUvpMdD26VlFCb6EsjtiZeDSq4arLXPZbr/ec33wNlz8vHNk2KyrCvkSQ6J5W7UtPC389pEPhrETXFU8L+7L4KxLNob7hsQc98fmv5Nf+xR/ZfPF2Vx8/oZ05bTEWZ3Z2EE4cO2kzdafXs9WxlTbv6jnTFnaPH7P9yhtd8a6becUN0cZRtSTRECi0oDrQUfy1lf7/RXeQIWgRAAAgAElEQVSoo5DFvyvDWaGzmVlPPPy4uz76yfzzf/V/u+Tuuzxns9GFdVTzcmkcBltn1uadXcNyoBZ70a2j6Kvj+jUv8Lf++3/M9VeG2MboQPzo4mucWbAeuhYsGsfX3dZcTJtm9/jKmRdd6tLfe6OLfv/tPPsie1mUujIi0l8VJLq/0BWEfYlEL3QMbAp7JlXY1vjZI+mH97n3//hjp2//pr27fuh47VZHR3ttxxl7YjHIPopeLTpDo2aRaIW5sK5FK10Pxs5yZmtma+4O7A3duoReF/YWS08ulpaXnXL9W3/H0d/72xzfMo+DHYMDg3Qkgw2CXDDpKgrCgY6CLhXd04oiEulQIPxHkZ4W9qVDQaKjIOxLTwsaGiZpuycPn3bmI59w5wc+5PR37rD11GlH+2Sls7dn7Izj0jqK02223hqtVkeUJzeGbl+XkVrp/kIgN12JKsel3VI9tiy2X/h8N7zpdYbfegMven6cWR6xhdI6fRbjYIO1phpVLO3r6A5VMgjnsER3qJBB0zVdSAeKNChkIQPhmSbahkcet/PVr+X3/uRDfvrpzznv9BkvOO+kvaeeILoW9hWRRelVZEE31Y06DOZ1sXPimAtvepVT7/g7vPxXYh4XqlEkOoIsdF3VHSoozlXpUPi59B8uZmsbVagGobIuFIeC3YENRrMj1vzkfruf+Ez+6E8/6uGvfN0F2S3bjGIuxaaEgiNTM2Q3a/pYrHvYlCqOnC+vvcxL3/OPueaKUJbE4ED8+OKrPL4crCsZLFt3Yo/V3GWfPTGGhy/YdvK1v+Hqf/AH3PASubWysTCg2pdITwsyaOgOdAcqqn2JjoahmAu7GsJSt1g3fvZI+vM7/OzWj/nxpz5r66nTji67aXPG2q6yHGUfRYaxFUMnsjjQouiFTSED0ZXOorFsLOcug72ttJFqjrrRmV7ksy703Ff9uotf/wre8BqWPDEWLC0VW/btoZALNroB1c9ld1aQ6EhFoCjCvu5QIJyTZuxixNaZDQ88rH/u8751yy0e/ea3HD3zlJM9LaZJWc9apr5a6KsjTg+s9zZOtGrsTIW5pFacNXZKp84pIkQdrYMnsqknT3jhr1zr2K/faPGOt5tPHI2hLJwVNMxoioKChX0dHYHiUDh3JbpDhQwauhmpYG6TRakiQ29FVanhrNaJHXZ3+Podeef7b/PAZ75s8fBjjk0b1nsWtWila1FkUPugdMZWiW5TNso4mNfFzoljLrzpNU694228/CUxj4NqFImOIAvdrCAcKCjOVelQ+Ln075cIJMKhmM0mdNXIOkVbUlBR2SvMupVJ3XuKz34x73zvv7H72a86cnpX9HQgsmjBuoYibU9dzdkUqQ3F1NO6jsrqAnnNZV76nndz7eWhjMTgQNx9yVV2hsF6cNaiddsTy7kbaniypJ8uqNdf5bp3/n3nvfnNnDhmragxChSEfelpQUN6Wuiqn+uYG7VSi3U2goUULdndcGadPvFnvvX+D3roG9+09dRTjkezyK5PGzGMUvgLqehhX5EOhUMlKUlJaqeVzrKYpknpgzDYncPucjS+6AVW11zh2v/yP+PZJzmxbS5VE0K1cKg5VO3LTiIRCASJ7i8UBeGviaStuzok84aHHvboB29x1wdus/7u953cm5wcBjF3O9OuqVbD0ZVZOHPmjO26UpK50EpqgeiGTu0Mvag9RBlMpXhynuzWsLrwPJ5/qRv+i/9UXH05lz4njMUm0oTRoCpqIhEOBRLpUCCcu9K/X3QHuiYEiimbqipRHIjNhs0Z7vx+3vvhj/v2rR/nnvtcOm7Z7s3eE09YrBZa6eZSZBB9UJPaq8huqht1GMzrYufEMRfe9Bqn3vE2Xv6SmMdBNYpER5CFblYQDhQUf22k/3DRpSbs60EfSCSbkR4EljnzxGm+87382fs/5Hsfvk088KCLjxyV60lJIosWrGso0vbU1ZxNkdpQTD2t66isLpDXXOal73k3114eykgMDsQPL73Kug6m4qzaWc3dkF0NpnFwf007z3mWF/3um526+e08//l222zcOqajoiDSMwWJ7lDRHQg/N3dKQaE3TVOHgezMM/PMAw/m6U9/xjc+cKvdO77n2XM4b27mJ08rY9GDqTAXWhQZzqq9GDo1iXRWKyRaIVGH0PY2hl4MdWlOdjJsjh8zP/ukG97+O4686te46jKW1c60EattYXBgQEUkEmlfRyE6gSDRHSj+bQXhHNWxxoChkxt2d7jnpx7/0Mfc/eFPanf+yEWlWJRimtbOtD0ZDCVEVNGqVmhBK12Gs2qnJoseYiaiyDrY4Exr2ljsHNt2wY0vd93vvlm84Tc4MsRuznKxZWmpdnSHCoIMwr7uUCCckxLdoWpfRyIRCBQamq5pRiFQ7dvZ5d6fefKWW/P2D3/M5t77nNybrNYbW71bDNWUk6kwl6IFJQc1GVpFN5eNOgzmdbFz4pgLb3qNU+94Gy9/SczjoBpFoiPIQjcrCAcKir820tMCiUAikAikn2u0xEAiaNgdulGxzJndPb7xvXzkltvc84lP29z3M1s5WQZ17koSWbRgXUORtqeu5myK1IZi6mldR2V1gbzmMi99z7u59vJQRmJwIL7/vKt0gwz7AqlmV7Nrm7WyWjkd4eHV0omXv8xLf/9mwyt+lSNb5uWWWVFQUe1Lf1WQDnVPizYpUUkkWlK6rKnrSjSRjfsfygc++mfu/dAntTvuct4ju47NkzCZa7ceWFc2lQxqZ2zFcmbo1KQFUy02lb3BWcss7G7UXizGUVXsZdoM1frIynDquU696ted/4bXcsVlHFuZx4UdRcO2YmFfIpEOJQKBQNCQuu5poyKcozp2O2Nh0T2x96Rji0GZO3fc7cxHP+XOP71Nuf8hsXPakaEqlWl9Ru1p3NoyzbQoWtBKl2FfF8nY2VLl1GXrSh1FGU2laJF26+Cpcemym17puW99Iy+7jpPHIusCo+hoDhUUhJ/rzspCOCc1zLrAQqFjRiJQmNAGmiZztoqimmnJ/Q+aP/Tx/OEtH3fP17/pwlI9a9gyPfqYnPYcP3HU6WltU5lL0YKSg0iGXtH12KjDYF4XOyeOufCm1zj1jrfx8pfEPA6qUSQ6gix0s4JwoKA4Z6VnCn8pEUgEEoFE2JfkThNRGVDIyl5fU1npnF5zxw/yzK2fdM/HP2P9o3ttF2JI82atSiWJLFqwrqFI21NXczZFakMx9bSuo7K6QF5zmZe+591ce3koIzE4EN89dZXai8hChozUS1ey620yjEubMnigzTbPu8R1b/8dF//dt3HJs+Q4WhsEKirCvnQoEQ4FiYbuUOmTISoNaV+hkLVb6zZmo9kqOz99MB9//8fc8d5buOPHnhPVwp4ss3VlPXRzoQdDZ9FYzsWiEUkrrGuxN7Az2lcc65W9WfRuqNUgza1phXmx8ORQee6znHrNb3juW3+Ha65iNXqypLS0EhZ+LpH+qnBWBk3X0REYFNU5qmPTqbSh2zUZY7A08/guP7zXg398i59+7sse+853nB9ceOyoMq+t984QIWOhRdFL14IenehKUpOtMshNl1NDUepCqaMezKXYU+wcX7ngFTe47O//Hr96I6sx5MAw0tERDhVEl7oDoaA4FzXdpDuwNIiGhkSgsIscnFVsbGnMjQcf1L/z/fzm//ov+P6PrR9+1PFanKxLNhvztCtrmAY2lTmqDOSgJqVXJbu5bNRhMK+LnRPHXHjTa5x6x9t4+UtiHgfVKBIdQRa6WUE4UFCcs9IzBemZOoq/KhJrBIJJasNkLKma2Jv55vfy4Vs/4d4Pf0b56QOOtKZMk8lsGCrRHYgsWrCuoUjbU1dzNkVqQzH1tK6jsrpAXnOZl77n3Vx7eSgjMTgQ337BVZZzMfRChl7SVLuMrkgFi/GIR+bm/uXg+a97rWvf9fvc8CtsL6xVBwIVBZGFRDoUzspCw+zQoBvsa+j2FQpzZVe31jW7TmBrSr71w3zkA5/wk49/UbvnJ47Op419MlXm0mU4a+jdojE2aiKLVljXYm9gPRQHjs6jMnd0UTq9yTYpQiwGu1E8WavxBae84HWvdsFNr+Pqyzn/qDmqMPh3FUQ6lA4FgqZr6LpQDIrqHJXIps+zFpRxlLqQ6rRhd+KOH3jgI59yz22f4Kf3uSCbZc6mttZaU8uWHkUrXaKVju5AkYYoSoaYyUaoSqky6CjL0QM7T+nPvsjlb7zJRb/9Jq67ipMnYh4WGiqGjo5A6eZoOkZVKM5FTTdpDixV0QsNiUJW1kFHxdKazcQTj3nii1/J+z/9RT97/0c8a28yzN0wz5Y9LWrRpXWftKHYVFpUGUQf1KT2im4uG3UYzOti58QxF970Gqfe8TZe/pKYx0E1ikRHkIVuVhAOFBTnrPRMQTrUHUqEv6omZmfNI3u6UbO05oFHuPOH+fCtn3T/F2/32Pfucn4Ux8eFzc6uvpktV0tzNBlEFi1Y11Ck7amrOZsitaGYelrXUVldIK+5zEvf826uvTyUkRgciG+98CpHNsXQC0KLtB5oZRZtFq07ceS4Mz3cs944/tLr3fgHN4tX/RqXPtc8VN2hgkDN4qyOdKigMGPj0IBRF63T7atUNiXtCbNEt7SxPXX2pLvu88j7PuzPP/BBx554xGreUxCZim7o3dCp2dUkklRMhakWc2FTisiwmosi5EBG09uaPlmUaqyDvfUsjx71eB09dd5xl7z6Va64+W1ccyWLyjhoUaSiIx2qCNR0KBGIrmHWHVgYhHNT6pruwKDITLMQQcdCY3fmy7e7+09u8bNPfV792f22+2Q5hloorZJFBq10PbqMLiMdyNYNtRqiyh6y2VeUDD1S7xttLM7EKJ77XC94401Ovu33uPoytobYi+rAEtGRndLN0TTFQhWKc1HTzZoDC1VkoTsrCy2YULDU2T3N6TP84K780S0fcceHbnPy0SecN6dlFlUq86T3roxV2VrYmTdahBbFgZKD0hl76JjqRh0G87rYOXHMhTe9xql3vI2XvyTmcVCNItERZKGbFYQDBcU5KT1TOCvRHUpPC4eKQ5GYMLBb6JptG/bWfPn2PP2Jz/vmv/mgrcdOi/Xaqg4WwyhaV6Yk0lzI6CKLFqxrKNL21NWcTZHaUEw9reuorC6Q11zmpe95N9deHspIDA7Et154lSObYmwFYS5pPdDKrPSmZhpb6HXhsTo4ffyYF73ptZ7/B3+fK1/EsZWGpisGB6KlGoUMEomCwhxsHKqouqoIhxINM3ZtLA2WujrNzMGmpz+/w08/9wXf+uP3OrnZqOsNO7u25u5YHS11fW6aWUZohSxVi6JJsojOmNWBTW3mOstoxGzoXU3GPpp6tVks7R45ZueC85245mrXv/n1yutezdGRcTALDU3REIoRA2oiEYgu0XQHqkE4N826je7AShFZHGjBhNAt+8R65mvfcvd73+dnn/q81eknHW1d392zVUfzNBnG0erI0t5m1+OnHxc1HD3vhPW0cSjIIrI4EFmIbm67lsulbum0QTl1yiWvf5WLfvs3efFVNkXMw1JFta/tqREUOqoRxbkodU9tnrJcrFRhnrreisXWYEZDYAsxrdnZ44tfyR998Fb3f+VrhkcetVqvjb2rnaKLRKREK7QIGcjiQOmDmtQeMtKmTGKo2qbaO/+Ei97wWpe+8+3ccF1MYzVYiERHkIVuVhAOFBTnpPRM4axER6JlExGq4kCxL1Pvnah2k6ESWObMY49yx3fzoVs+6u6P/ZnlQ49bzY3oMrpURBaLFkg9yOgiixasayjS9tTVnG10uRhMPe2VwbB9kXL9la77p3/IFafCsCQGB+LbL7jKaiqGXhBasB5SK7OaXc1Up04dPRGD06stz//1lzv11rfw6t/g5HEKU59FXeiIZIxCQyIRqMzBjI6KqqP49wlU+7IzTaj05InT6Uc/ct+HP+qBL3/VA9+707FNuqiOluu12Nuopes1zKXrNWQQqsiitBCovWrBemimYTbXhlnJbtFYtEHOYY6F9WLpqeXKePFzPP9lL3Xhy1+svPpGLjjGcmEWNoo0oGi6I4ohkQ4FoktdRzEI56ZZt9Z1rBSDQpLBxqGqG9qG+x/hG3e497aPu/czXzQ+9LgLFwu1NX2z1loTmeoQIlIrncI6mx6k0BUliwM1izDrbc8wDGrZstcHTy6WFi+6zIve8kbnvfG1vPCS2IvJnrQ1rhRp0MTcRB2IEcW5qUvdrCEUC4mOxDR3Rwplnnn4EW7/Rv7kY3/mwS99Vb3vQUfarMeELtLTIqVwIANZBCKL0oualB4y0rpOYqjapto7/4SL3vBal77z7dxwXUxjNViIREeQhW5WEA4UFOek9EzhrOZQouuydZmpRqhRlCgOZHDGoaM58/gTfO2b+eOPftxjX/gqP7nPaj0Zc9bRCj0KisgQSckkusiiBesairQ9dTVnG10uBlNPe2UwbF+kXH+l6/7pH3LFqTAsicGB+O6pqwytqL0gZDCVlGVWoiutidZlHe1k9WQpTl5+uYtf8xon/pPf55JnM9D7pI2jLoSiKmqioyNQaIUZicGhjkQiUDHYN3Wi0NEnAmMQmFr67p0eue2T7vjEp6zv/Znzzmwc2dvYmjeW42Dd9/QSWumUUHsxCGMrSi8ymQrrIU3DbFObjK5mN3S2WhVzkINNDM50puXC9nOfq77oEpf/we9avPgqnv1sxmodZCw0VWJLMdjXPa10dIkwOFc13aTrKIqiqKj2JYKmy7Y2BE6fkV+43Xff9yFPfOlbVk+ekXtnrCrRU1+vjSUtl6PMtDPtshi0oEWRYV9xoPYizEazaZrUxZYcj3j0qY0nhurSG290+Rtea/XW3+LoENOJLRuDwBK1oRdqpRTnrq71SeuUYdQVBzKbpWCaeOwJ7YtfzTtv+5hHv/BVi/sfdnJutmo4MzRz8e/oKA6UJLIIlCSyKEkkGd2mNDFUbVPtnX/CRW94rUvf+XZuuC6msRosRKIjyEI3KwgHCopzUnqmcFZzKBEORe8iiVLoSAzdjm40Ge97lG9+N3966yfc/cnPmh/4mZNDsRXU3hV0ZBRzKaYIBxY91ewiixasayjS9tTVnG10uRhMPe2VwbB9kXL9la77p3/IFafCsCQGB+J7z79KySKykFVGRxKz0ND13kUdbMroqU23dfIiR66/1uV/+F9x1WWsBqKZFkVXpKJgodDRHCoobILEwqGGhkRgQE3srFEYRgKl2Zj1YbCl8+RuuuenTn/uy7778U954hvfcWRnx8lSbOmmeU+PLqM7MGQ1CGOvAr3RClPtNrWbatcjFZTOqlcxM8YgVTutWfcUW0fsXnDM8Ve81Atf9xtWr3oFx7dZVBuh1yWqQTHY15EIRCdIhOJclWi6hqYoGDDY150191kMpDS0DQ8+zjd+4L5b/szdn/mcMw/c67zF4NiwNLYmNmvRZge6po/VXGhBhn3FgciiZrcaw1NPPaWXYvvoeTZzeGJ3rZy4wNHLT7nu5t/llS/j1LOiDdXpee3EsC2mQgZDoRTnpPSXUjPppnlWerMaFswTT6354lfz+x/6iPu/9BWLBx93YeuOtjTNa3vLYj10sujRURSdLAIlKUlJIu0rDpSklW6OptSqbaq980+46A2vdek7384N18U0VoOFSHQEWehmBeFAQXFOSs8Uzkp0TyuIRCKRmDu5ZtV5/HHT57+Z99zycQ9/5ivKAw9b1W41Vq1NQlc7JYsexVzCuhZ0y5ZqdpFFC9Y1FGl76ur/Sx2cPtt61Qdifn5rve/eZ7iDroQQSOIKEJrFDGbUgAG7wbhsuu2u7q4uVyeVpJIPqfLnfPB/lMrYabdpMKMG0IDEYMSgEaFZV3c6Z+/9vmv9cs89YFmJneHmg6LnydlGl4vB1NOqDIbdK5Xbb3TbX/0lN1wXhiUxOBCPX3uDqQxSIavQ1UwlOzaUNJnlsJR1tLffDMMW73q3D/y3/zWf+AhXnmCkDWmKoitC2lJFR0ciUJiLi4ZEkoWGhkBFTbRGS6IQqMWsWUW3jGJcz8ydF17J1771bb/8+red/cUvjKdOW6z2HClFyUlkVxyKCCUGkUTrMmhBK7Qgw0WRjFmVpKhKKVpPU296sL+19Or26J0f/pDbvnAXn/woV7+dxaCXopVRMaou6EgESpfoKIrw1pVoaA4NqImORGlaCbMu2saiV/Y79z7qia993VPf/7Z89WXD/uR4He12+t6+0rvl1mjVZy1ohRYuKEoSGYpUa1rPa5lhHJcWMWozs+r8cnDk/be46SufF39wJ1ccC4Fxm7nSksVI8daUmJMaBFPbF8Hggqnx8im++4N8+tv3ePqe7xteOeXyYbCdqW3W5t705aAHXZHRUdBFFgWlU5LwO10GPUh0Ta1V21SrE8dd+fm7XPtvvsqHb4tprAYLkegIstDNCsKBguItKb1RuCjRHZqnjeW4IDF3WlIqHX3Fqd+YfvRoPv3X3/Pcd35g8dyrLqvV9rKas1m3tQNDJ7I40CJMpTgwZFOziyxasK6hSLtTV3O20eViMPW0KoNh90rl9hvd9ld/yQ3XhWFJDA7Ek9fcYFUHcylkVbNbNko22VYsi1XMWq3quGVeUaewvuIqb//qn7j6y1/g1htY0oZuKtWkCGlLNSQaEoFCKxTE7FAhC82hQHVB7/SkdUqhVl03RYoIi0xaMjVeeiXbAw967Ovf8OLDP5QvvuRtUS2nWZlnkU0r9BL6MChSmbvit7Kg6IrfyaQkES5KTZPoWhmd3TR5+QknPnSr933xbsMdn+SaqxhHGUWUkSykQ4Fg1h2oivDWll4XLshOOlTo0pTdIqpomPDKGZ56yrN//T959gc/8NzPfmV36q5a7FjOTZ1nQym61Eo3F3ogi4LSQwarPlkuR4Mw762UTbO92FbHhb2hOrWzsHv7ja7+3Kdd9plP8d53h3FEJZNhJLw1JTaoiE5OVGwmnnzK+oEf5i//129Y//xx/bkXXBbF9jhabfatYzYutmRzUUbISDKIFBkiU01KuqgHGV0LWnFBF9nUMmqbanXiuCs/f5dr/81X+fBtMY3VYCESHUEWullBOFBQvCWlNwoXJToKsnclCh1zIyodiXOn+dZ/zF/97Tc9fe9Dtl5buTJGdbXR+qQuBhtdhosiQ6QLClmIrmQjusiiBesairQ7dTVnG10uBlNPqzIYdq9Ubr/RbX/1l9xwXRiWxOBAPH31Dc6Pg00pqIbe7UwM2bS+EsvqbJlMlcWwzTosVuwdvdyZ99/mI//2X9n53KfYqtrQrIaqqQJLxcIFM9KhICvhgoaOgoJCc6A7UP3W3PS5KaUwDih6dr0UvaeFxmbi1Kn0wIOe+fb3nPvJz6yfeMqR1WTczHrONiVthrAZQ0RYzmns1B5KFqUPZKDIYMpOCT26btY1ooug9Gq3LZ0Tzr7tmJ0P3OKdn/+0Kz71MU6eZGuHqCikQ0ELZt2BhSK8dSXCBR0d0SmdoKFLWho6URYkOomYNjx0v/17vufvvnu/0088Y3dvcqyxmJvoXZSiFVqQQWQoSe3FVDlXJsvl0u4mOb+nbibLccHWaG8YnBmLM1tLW+9+t+vu/IwrP/0J3nud+Yqj0cZtC4S3qERDIpBr9s9bP/lEPvvte7x870OmR3/mxJmVY5vZVqk2pTljbW8ZFuOWxflu7LQoenQUdCWLml0kkWSkVmilmwstugOlN2MZtU21OnHclZ+/y7X/5qt8+LaYxmqwEImOIAvdrCAcKCjektIbhYsSHQXhgkRDR0eyfvrX1n/30zz1P/z3zv/oUS+/9JLji21HhqV2bl+sZ1tbW2bdprIpZBS1M7ZieyZ0U21a6SKLFqxrKNLu1NWcbXS5GEw9rcpg2L1Suf1Gt/3VX3LDdWFYEoMD8eQ1N9gfBlMpUhg623Maetdzo2yNzsbGOpvluK1s0rgK+7vHPHHiMnf+l/+541/5ApftMDSr5cJkQLHAMtG8rtAKBTEjESgIMui63ykIv5UOZZHJnJSB6oK2YZ44ey49+EMv3vsDP/6f/4MT+xs7+2sxbzTNXLp5CL0yCKWzaGFoxaINIoMcZLDRGapWZy2bzCZKMyjGOe32pVYHz0uv7FQ7H7zFzV/6ghN3fIprr2EcqVUzSG8UqA50ryv+j9I/Lby5EuGChkR0SpfBhIKqiFaYkxJU1oVFn8XeOX71K2e+c69ffud+e489Yfv8yrHWDXOjN3St0IOSRBYlaRHmxai1ZrGZbQlbQxWR9ueNvWlWtnec6+lsqYZ3Xeudd3zSdV+4Q/nQLVx+PETFQHqDDDrSoUBBJKI7VPxjEoFEIBH+Kd0bZCFclP5x4bcSDR05s3fO9POf5S++8x3Pfvs+61/8ytXr7spebM3dtN5Y1dS2R3sj8zw70gZDCxn0cFFJIqlJJEXqQQ+m2s2FuXQHxjnVurTXwv7lx1z5+Tu9719/lQ/cFm2oSixEoiNQSF3oDhUUb4ZEd6CjKLrwW+l14e8luiIdCl11QRYXpUOFRO+ErkwzEUydF1/x9HfvyWe+8S3lnnu8bbPWCnNrSg+DYicGQ632NxtTYV3phdKLZWNnonY2tesltQitpE1l7N3u1A29a9n0xeh8hPN10I5fYXHrjT783/0l73tXWGwTgwPxy2tvMpciwwVFJDW7SBd0GbRCOhRZ1GRvGJ05frkrP/ZBN/3rP+PDtzOktr1lHrbtteZorYZEc6igzDbSgYWR9LpwUXpd+AfSG80OBQYXdDYbzp5PZ8579d9/zS//0zc9/4MHvU245uiu2Oxbb/a0sThdmyxhObHYVFutWsYgjFphElrpenFBV7IbezN0QhdlsJpmWYp5e+n8YqmcfIcbv/wFu3/yz7jmbaYxnIlR2DFgieXstyZqkiGlzCCLMlQHEt2hdKg70BVURfj/gfS66A6kQ6GQXhc0h6qJtolcZEsAACAASURBVOGl085/+z6//Ouve+2hRy1fO+OEZNpXIpWhiAhTb9pmNpaF7cW2tiaDuTCXrpV0YOjdci7GqdNpZbS/PXrt8h3bN7/XLV/+nPGLd3P5FdGHLSUH0t+bBiY0hxao0tA7kUSiksWBDH+vo6CjoKN4o0i/NZPpoggUokh0rKc0jOGiZNpsLOpgHAq9s9knk9XEfQ/mY//hrz33wMPipVcc7bOt3g29K+mCogeyIGQkMUv/UBFJ7UVNFnUwr1fm7OpiNA9h1We9pOWwNKzZm7vnSrd16/vc9q+/6oo//DxXXRG9jsJCuKAhURAORUfxZmmYdF1XFYOuuiDR098LRMhgwqxoSHRrO0aLHJjRHKpkZVMILKxZr/n1czbfuid/8Tff8uIPH3HFZrbVmvS6QEkiSUUPevH3SqcmQwtjG7TC/thNtaMZ++zYOm3PXTba9sJLQ/Xq7pYXlqP3fO5OH/pv/guuujLsHmEYHIjHTt7iUkylenE92Xrfu33q3/5L/vTLHNuRy9E6tq0z7UYYOppDpVObtS4xGlXFJUlMSFTaQENFXa3ZW6cXXrb6/gN+8Z/+1quP/sjy9GkngmXbWLWNzc5CKyxaNfZi7FXN0KZummd1sdQC0R2ovSvS0OnR5XIwTZOxVxFhL9Nqe8vWre+1+6Fbnfzzr/Ced8kjx5wRMgfbMVg2NuebxZGgNIcCRSqa/7PwD3UFoXirmrFntoXF3HjqWXvff8jz933fyw8/Yu/pp7x9e6ms9mnNchiVUszzbJ6bmIrtukUW64H10M3FBWlsbM/d0VgyNXN2e7pXx9SvOObtt99k98O3u/KP/5RrTzIMYTNRCjtLm+DMZmN7sRCoGFCyiewUZEUhEf7fSYdyJhoKEcQg0b1us0mtNbvbg3Bos1lZ9E7OPP2MvR88ks/d+6DXfvgT82+et7tZ2x6KzKaVbi7FgdoHpTO2SnSbYdJKI0NxQRaB2otIcm5KhFKrGKourdusa0oZaAvna3X+7cdcdecn3PQvvsKHbmNrK+YYhFFBdKRDgUB4UzXMOrpARZUu6kgEAkEKDU3RkAhdRZ0ZNoUoFBQUEhEze2d56gnnvveDfPY79zj3o5+JV16zU6uSLkntxWIedcV6nE21CbMhm6PrbtlYGp2ZZ68uF/avvNwTW8UVH/2Q3/+v/h033xTGJcPgQDx28haXIhWTwanF4N1/9Hnv+os/57brTculPVsotrFomJGoGGbrSIlRVRWXrKcDPUKGi6oLWmee2TReejnzvvs99rff9NIjj4pXXnE8w5FS5d6+zNRLlUMRQ9UyRKZs3ZBFTSJd1EpqQQatdL2E3meLrGpWvYc11ttb9o4fcf3dn3XtZz7J732EEyeIblou9SgCi2xkp4RUdEVDR0NFoGJwQaIjO4FSCG9Z87wx1EJrzDNnzvKjH3n6O/d47qEfWj3+lJ3VxtG5W0YoPa2nSZfUwWB0oIcLUoYLunCgq3U0tyaj6KXYn5uVZuvoMfWqd3jnZ+5y1Wc/zcdu5+giNjnL5Zaqqoh0UQbNoSKV3umFEv5R6Y3CPy470Ykio2joKKiIju510YmGTuv86gmvfOfe/Ml/+qZzjz3u2Jk9x6ZmV7coYdMnc+3mUhyIPqjJ0Cq6VicZXSTFBVn8Tg+mqRnGUa1V9q5kV4SCdVSvzqlc9XaXffAWN375C3zhDna3GIdYG4WqYEivC5pDBeFNki7oJKITLkqHukMF4UAhkYVEdAoNqWioqIiO/QnBy6/wy5/nqQcf9NS993nlsZ8b9s45MSwt5qakS5NFyUoWvcwymiwz0tC7obOVo/WUVrGwuvy450/sOnHHx/3ef/aveN97QlkSgwPx2MlbXIrSi52tI57dP2/r47d7/1/8C+76FJdf5qyFSbGrWnbMSAQqrXZNNxqES5No6AjUpAS6Q32mNVb7vPhieuwxT37j2375vXvFy6dcO+w4enqlzs26sl6kVUlzpKGE7XHB/kbtxdDpwVyKqbIptOKCrkYyU3oaY2EYFuZe7PfUjx9z/IbrXX/3Hdz1ad59NduD9VA0YZldmWezkHWgVIlEIlAwIjo6OhKlUwvFW1Oid3ojkmj0xmqPxx43//xXHv4f/wPPvqA995Kt9cZOrcZSpGaWZuHA0KnZ1SSj65iGboWNLobRYtwy9tA33TinebFt7+gVrvjoB7zny3eKT32IK4/FLIVBLQtaIRAotCCS6ESiIrqLEulQeqNwKBD+geJ30qHuUMH+3srO9ha9s17RZhYjrfPk0/nM//Y1LzzwsOd//Hd299feWUc70yzWK6lpNU2FqRYdJQc1GVoV2YmJ6Er6raIjg1aYhVKr7F2fZlU6Mi7VDOeieLoWV338o276/TssPvsJrrua5RjroJctRQhUFIc6mkMjwpsk0TqJgtKJYkZHOlQVFZFo6OgoiC5HNmjougUWm5n9Dc+8yKM/zRfu+b4Xf/xT5597Vq7OWw7sjgu5WinpkqQihQMlk5j10rVIPShJncIYSy2Wzm4tuf0GN/3LP3bkj+7myHawwOBAPHbyFpeidoYpvNI28sZ3e+8ff8GJr3yBm66X49KpabI7HjOgNnSHAgXF/ycNa92BQTFIZQ4XVRd0ciI788SZs+mhR/ziG9/x9A8eUp98wfX71c7UTQvWy3Qu1/bmlVLZXSyVqamdoYdUbGoxRzFVelCzqzVkpmlqame7bhmn0NbpyJHjTs2z4dqrvfcP7lS+dAc3X8ex0X6pFhaKYk66lFEVryuoiI6ORCIRGFC8NSXmjkafzSUNYyVnpsZr5/j+I35z7wOe+PZ9Nr9+1hVlcGyo+rSx2qzkWNGNnUXratKjmwurIa0X1X7OmrAdC7t9tFx1i/3Z3Ivp+OVO7y5s3Xyd937xTru//2muvSoMVU4pFjtkIR0KFCa0QujoAgWBgvBGiY5ERyIVTRFYonY0BApZWEs0YaOe3zfUJavO9x/On/3N33rxoYf1515Qzp135bhwIgb9/HnTZk8ZQxurTWWqRUfJQU2GVtXsQhPZ/U4GGbSgFVrQS9C7PjejwTKqaN3Lwf7NN7r1j7/kbZ+7g3ddzZFFZB3slRAWCgIVgUTHjKIbFdWbJDEjUVA6pWhoSAQKBhd0NHQ0FAwYupWu6wZpofPSazz3cr70v3zduR/9ndOPPqa//KqdEhaLQauz3pvQXapEi0J0NTu6VtJcaOGCMORos06xOGJx7bWu/cO7XfYvv8J7326/lNiyJRQH4rGTt7gUtTN09qSzR3csbr3euz5/pyvuuoP3Xc9ilGXUFIGC6EgkAgXhkjSsdQcGxSCViczUa8pabKwtVdWGvTVn99Ovn/fit77r8a99x9bfPWPn7FoburpVtNJs2r7M2XJR1JYKohcZVVfMMWgRimSzMS6qNlYtu967Za+WmzBuwqIVvYzOLQard15u9xO3u+aLnzF+8v1c9TbKUhodKnonk1IoLkiHEulQOhSoCG9N2dlsGAYqXZqlqqiSzcy68aOfOfW9+z1z/w+8+rOf88prjgRHt7dscqNkN3YWravZHdjUtB6YltWqz+ZMY69222B3rrY2KXuxN1TnxmJ/e7B4z7Wu+/3PuuIP7uaG9zCOQSEW9EogUFhXJhQdTUEIFYHiUChS15FoSKmjqWZFxQ6GhhmBStZuX9fNtjRDa7x8jnseyV/9+2949gcPGs+ftZwmO53doK4n82pfrWk8sm0vJ+vKXKqOkoOaDK0aelezEd2BjgwyaEEPWnaJUooYRq0189RFhDPHjnjXv/iqk1/6ArfdyqIG3f44UJc6KgqqQ4mGpisYFdWbJNEcChQXZdC9riASHYmORKCgdDSi0yaee8EL93w/X3zgYS/f94idl07bOb3nSIbdupCadZttcmJR9dJdqozuUJdBC1ohFS2Kcbnj+VNnHbnmpBvuvsPb/uSf8cGb2amxLguDqioOxGMnb3GptsZBL9Vrm40z4+jY9e917ac+4W1338FHPsj2QhuqlaJjgWVidqiiuCSJtVlgUBRFdnqmXkNiZbIUBmlY76Gy6enXz9p8/4ee/dr37D35a2dfeN4wr+2WrrS10md1SHPvMkgFRWQVfVB7qEmdNnpN60WRy8FcyNYt52I3R+uXTjt25Lg+Lj07r7xybHTio7e7+Ut32fnkR7n6arlzVMRAFhITAsWhQCAQZNAdKghvVV3PWURxqKC4KIlpJrCaeO4F08MP+9XXv+U3Dz1i+dpZJxYLbf+sqhk6tXc1uwOtpFaYIiWyFNHDmGFptJVFluql06csjx5R6uh0Ju98u2s/83Hv+OKdvP9mjh0PwxYxEsVFlXVhRjgwqwhFRUH4rSxEl+hoSF1DU8yKih0MDQ2B2rXSrKwV3XafeeZFZ/72+/nMf/y26ZHH7Zzdl7EyRrdI6jzr00b0poyDXFZ7OZsqLaoD0QdDp/Zq6F3NJLoWXS+0cFEkBdFS710ZF/o4Ot3W9qI7cc07bN9ys/f8xV9w6y0c3aVG9FJsyiCRqKioDjV0dN2BUVG9edKh8FuJdCgdCocC4aJEuKA3ejLNvPoqTzyRLzz8sF9+9x4vPPpjx+bu2JSOZXG0LiymlOtJaaGN7A3dVLtLUbIbepfBptKCDBcUkcUc1WZrx2uL4l13fsZNX/4in/49thf2VvuxPHqZogjFgXjs5C0uTbe3Ou/o0eMii7Or2aYujddc452f/T1X3fUZ7v4kO4N1qdYGAxYYZocKikvUzfOsDiFUia6YHOroUhEGs4Vk7syNzcRqSg8+4oX7v+8X9z1g/dzzjm3WdqaNYV6p2fToMmhRlCxKr8Y2GHoYGkeWo/ObPWdjNo3FeuhaaxaKo2XL8bptfW5lmpvNcunV2p3fXXjb7Te4/GMfds2f/glXXMGRY0Qhg9YpA0MQKAha0JBoKBhRvTWlbtJdlCnnNJaFUshwqBPZmSZefY2f/syL373fU/c94OwTTzqSk2WbDT0NvRs6NbvQkVp2MQ6UYmpNa+lAKYMqjUPR5hRRbYRT2W0uv8w7PvUx137mE3b+4IssF2GxzbAgyIENEgVFFyiKcEEivVEgSHRdoilmh5YYEonslIYNbcN6rf/qqXzyW/d67uv36b942pWnJ8eE86vThjEMQsluqKGUYt0n5zYrZXdLj9CiiKT2Qe0MPdSk9tRLN9VuKvQgMDQWne0YtE3TSrU3ht/k2t7Rpfd86sPe+7nPGf/4n7OzS/Zopchx0NBQMKIgEkGioekCoyK8ORITEhWBmkgk0qFAIYOGrusYdXXqTI0XXtV+8GD+6lvf9tKjP5GvvWJrmmzV0NYrMU2GViwbiyns5KAuF16Ljc3QXYrau0XvSOshtChSQSGr/WHwvNmRD97i9j//Uyc+9VGuvZphiDOnzzl2/ASK34nHTt7iUmR0GZ2etvtgtLDapLOlKu+6mveddP2f/IGdj3+Qd7/TXAZnN2tDGR0ZliIR/knzPBuGwT8pOzOiU4osbBSz11UMGFyQnexkuqjP7O+lZ3/j9EM/9tQ99zn1o5+oL71id5psZ1fmWc8mIoxlUFqwZuzFOAz0SQvWQ7epTLVrhUhqZ+iUFjRaVPM4sFzKrdGrR3YcvfOz3vOZT7vsQx/k6FGisBgYir7ZsL2lFxoaEh0pVWwJ1VtT0826A4NBdUFHIsigBzXRO5sN+2uefdZr99zvyfvud+onPxWvvGrYTK5YbNntVe6dV+bZ1jhYz5Nxe2mu4Xzb2CSxGBiq0ptxb2McBm0crKS9Tl/uGC47IU9c7kNf+bL6odu5+XqO7EQrVY6DA31KiyHoDiUmJAYEZgQKAoFwqLBZdXW7SHQHZqMm2sSZs5xbm+99IB//1j1O/+xX+osvK6f3LOZmt4aak9BFIroDGakFrdAjdAeKkgxtUJOhh0gyu17TemCuodc0COOqWezPjluaN81mGJzZHb14fMmNV7vpjz7nyj/8Q656F3U7BBk0rwvU7lAiEAia7kBRhDdHYkIiUFARiU5rlEoUMpjNNjkZYpC6LZ3znft/mI9/83vO/vgx9Znf8PJL6mZPHZjLbK5pLqF2xjbYnortKRzYH9NUu0tRe2faqIJhJKrIokU119GprVG+71rXfelz3vmV3+fkNfYyY+7haNkSMbgoXBSPnbzFpenqWLT1xnIutmKhz+y1MB0/YnPV2wy3Xu+KT3zQVXd+kveeZFGkwSyFSqdGcaC1JjPVWpVS/N9qmDrRGYqsrBWTQxULDC7oSBRENyM01Zq5c/ps+tFjnrv/Ac8/+Ihzv3xce/FlVx89Jvf2xdQs62Csg5xTm2a9d3UctNIlWula6TLokQ4MUfXe6SF7iKhqHdQyOre15aXLL3Pitlt84NOfMHzoQ7zjbYyFrQVbg00Us2Jt1jEoBkVFwYjw1pRougOhKIh0UTqUSQmHpg09mdY8/xv9iaf86m++4bWf/sypXz5jZ7Xx9lg42hg2G4M0aywGmzHtRTOXog/Fpje5WjneGUo1LUf7utWUUrVcHJXbu5bXXO2qj33Y5X94Nx+8ma0xzq/21WFha7nDekJQB8Ibhdel13X0mUwWI4VNWxPNogat8eIrPPlsvvA337b3d4879/PH9VOnlTbTmz6yPVbW+2p2v5NBj5RCCzJcUERSezH0onaGHkilMtewWoR1NpNZ7exu2JmKrf20s33U2RKejo29G6528it3u+6P7uTmG4ljkTE40L2uJtKhRCIQCER3qHizJDpS6p0uRRaJCMKBNJYQZiRmNH21p7x61m++dm+e+9EvnP7xY+K5Fx07dc64d07NSVmG1Zj2h26qRRfGXiznwdYUIplraqW7FCVZDFXfTIpqOSxNm+7MnDYnjpqvvcqtf/YVOx+7lY/cZq41NkYhbKkiHQoXxWMnb3EpSnZbQ7XeXyk9LMctNavV3O0Jq62FsztLi+uvdfLOT7r683dyy/UsB1nDStiyJRS/k5laayJCrdX/pYZNd9GIgT1Fc2jElgsaukOVVpjQdIPJwiwyWW/Scy9ZPfxjj//td73wwCMWL522u26O9G4Zofdu0ydzDWUxaJlEVzs1u5pdJBmpFbJWs9SF7KFmUTpDFnMZvJJhf3vp2Huvc9Ndn3Ls7s9w47s5usWiWhns67owGCwVI2qid0ohvDWlCzpBKhqaQ4ERMSEcajMaA0pnteKHP/by/Q958rsP2v/l046+es7xddrt3XLgXFubhrQ/NJtCLqphGGQm+ys7UyqlWC+LqYRNT70XZS4iRvtZLN/5Dlf/3kdc/fnP8tH38/bLwqIQAxkoshc9yMKMTWM9UauLBozBGAyB6OhEkh2d1tlf8/hTeea+h5z64U+98sCPDS+dUs+et6yFZbGqzboyjNW4XqtJOtSDjI6ioyCyKElJxlaUpCSR5ECrYTWwiW7TJ7Wl3RwdzYVxRYvBq9mcvvK4E1/4lJv+1Vf4xC3msgh2hKI4FOlQOpRIh8KhcCgcCm+OxNQohRKyMKGjIVARuTZsNsoQzDOrldd+9Eg+//BPPPu1e42/OcUrpxzZNJf1ZjHPBk1ZFnsxWQ+sazGXEFmUPhh6qJ2QQncpEq2Gtp4daYNl2XJuMzuzGB39yG2uvPPjLv/nX+bqK9jZio2qC0VVkS0NNfxOPHbyFpeiJAvMm8mBxda2oVTT3G3m2VSKVVTnFtVw3dXe9dmPu+Zzn+H9N3Jil7rAltZCRCil+J3eu4gQEf5JDVN30YCBtaI5NGCR6OgIFFphjXRgktaidbt1oHVe28v84U+cfvQxv/iP31RefFm8fMo4TcaBqMwDWdOmp9oZG4veja2r2WXQgk1lLkULFxSlhdIZGtFDDKPzkV4bQlz9difv+oTr/vBz3Hoju0t2dqyEVIVqKUQW5iQ7YyW8NSUaApUNZiQqRsRqVoaBjujkbB7SVIqFWV1NPPUb6/sf9Zt7H3T64Z9qv37BzmayM1ZRu3VMViZTadRiUQeDovQU67UDrVRtKLIGij6RjejVOor5yK5jN1/vpj/6ouEP7uDKY0FnsY2BzlyKVqoZM7pDBQMGLBDZ6TM6bU0JJrz0Co/+LJ+97wHPff8h5375pCvbYLleGzMNy8E8hL2c7EVTSrFoXc2uR5HRdUVGRxFJSWpSkpLUXkQSDmV0G92m0odCSXpY9mppsL084tevvGbvyK6Tn/uM6/7sS/zeB+Tbdp1VY2nLgIJIh9LrEuGN0qFAILw5EuuZOlBQ2aBjRjFboubEprHa58XnbX780/zR977n+Ud+aue5M46c21i2bjeKpVSmSZiVoVhlM1U2JcylaFFQHKidRe9KuiRzYS+CHnZaFX20GRcW7z3p3X/0edv/7G7e8w62F5FRrVqKLMahSocqwqF47OQtLkVJaiczZQllqHqgzWovailScSa7M7XId1zhio9/wPvu/rThY+/nqqsYjpo6vXfjOCql+H8s0TqJgkpDOhSoLshCOlRoaA5lXxnKoDlUs6ubxvlNOrey+eb3vPDQI5554EHT8y/YHbrlEKZ5Zb3eNw7bxs7YWLZu0ajZHZgKK02rYa5VRFWS0qgt1Oximu1edsTeYvDMZt/Zozve8dEPuPn377L7gdt597sZBupAYppRGEZqoRTCW1OiIVDZYNYlKgZd7q+MwwIDgf+dOjh9svS+DsP8nPO+997umcHMYAdB7NwAkCAJSiRDkaJFy04pLjmOP6Rc/pD8oa6KK045ki2JFHcSBEiAIPZt9unue9/fOZnuFgAiEhQZZArl55nSEmwxYVM7tgtvXeYHP/XqX3zX69//oWvPv6guv+POs2dkLyILRS16lFQyZkOIakaZI5knNYUlUlWJXZljNpZwtLe2+ewjPvntr7nwjS/y4H3ceV9YrdmsydkS6Qg7k0Jhxh5WytSDWtgt1MKy5fIVfvlKX//+T7z+Vz9w5efPiXeu2Cw7oVBiCtNqNrqNMSTmnFQVyojUUSoShZTN1GSRTThWfltM6XC3NXqxWq/lam0Zw67ayNmy3ndjvXbXl77oqX/75/zxN7iwb7vKWGJlxoTJLY32vnAqnGq0U+1UInw8GmPQmCbdZVGWKqmsqmRgKa5c4efP9Ft/+Rd+/d3vufzib6yvHTi/Y7MbpkyrnMRSlt2RqpKZcp4URqYKRqQRjCSbzSjZPpJdpsP1ynaaTWOS525z8dOf8sA3v27v21/js4+ynqLnlZB6EG4JRtKYEE7FMw894aOqDplJhqpFjZ2sYWOyzsnR0c7qzFk3p/R6HTm846KHvvpFj/+zb/LFL/KZJ1hvHBtj6G7zPPunKx/QCB/QjqXfFk71bitWs4GWChOmgV3x9qX2i196+7t/7eXvfc87zz7j6M1X7fdwbr1nqtlcYTVYVZuLUBojy81edE4qJx1pijBVykqrXtRygyyxf8bheuW17db19cZ9X/i8R/7wq+752le59x7uv4/NminJIJNEJ+G/T41yamIoi9JaKIEVooNyS5KzDgYCvZQ5sAyuXuP5X7vywx/71f/9l17/wY+sLl11drdzRjszr8zJrnaqFhUp1/tqKbmUrBIRamoVTqxyMg4Xk9T7Z1xZhZsXzjj/xc+498tfcN+Xv8Idd3LXneHcWaYVU6oIu2hTzGbNGNTC0Y4bN7h+g8NDu+d/1ddeeNHbP37WtV+8oF963Xz9prPB/mblxnJkmcqSlJa7Mo22qckUqaYwgo7Q0UroaNEhtSymJtuJitLBCCc2m42jw0N2O+v1WsTkYAw3s93c33gjeexb3/TFP/sz01ee5p67WO9Fz+wwIRFuaTTCqaBR3je5pdAIBMLHqByrpUWEyKSKKpbBlWs8/6u+9v0feuMHP3Tl2V/Yvfqq1cGhM1ouQ2pycqybGv5OmqaJTscqqKTQ4cRcJXw0u0yXRtmdPWu+4w53PP5pn/7Ot22+/Q3uvZMWtXdGC1Oj0QgEHYT3xTMPPeGjqEhHgQzRLcdiGsOqyhxhEg53W9P+nl6vXanFpVHWd1z0yJNP2PvSU27/t/+LePQR0zQ5ttvtzPMsIowxTNPkwwwsTq2VaBQaUSQjGCjp2CzNbhlo1IJmhJ5mVoxwYjkqe4mjg/b6q8b3v+/X/+k/ef273zW/fckdudHXFlOHaLe0Yx1lJCNYorV0Ksw9yUpTJdNOrw9dvf4OJmfOXdS579p2qM0Z8533uPvxx5177BF3funzPPFpPnE3e5NlCltl30r471N7XzhWGFgMZWglkIaQJptayYGdExUtNkESdowjXn/Dlb/+gUt/8wPv/Je/tXn5TfnWJWdGmfdmNXMYi12EjH06RQ96iGWYu0xdUlht1q4c3HA0pdVttzlKbhweWW327d13n/Off8Lqnrvd88ijVo89xP0PhjvOs1qT6KSLo0MuXebl14wXf9OXXn7J7u1Lrjz/oqPX33D01jumo529Gqba6S41tdhMRlLdLMNqy2qw3gWj2KxVUtLI0lJHiU6hTEUiunUwsoxgZOlgb1rpo53VYJ2TZSnXazg8v+fovjvk5x7zuT/7ly58+1ucv6DHHLF/hkIg6SDc0v5OETR2aMdSYMLklnIqED4WAzultRkrwYKbO965zKUrffNHP/HGD3/s5b/9G+PVV10cW7eNYd5u1XJotypLEh30jCRmYUKqdiKcmopoUjs2slT4SJaY3Oi0/+jDLn79i+78oz+w/4dPcf99OlaxCLO1KKfaqYGmg1ghnIhnHnrCR1GRDqJVMFWbu+wL6wxRZYxhXq9cO7hpTGna33c4uHp0aP/cbeLhh138n/7MJ775R85+4XHmJAar2ZAaISWifVAwsHNqpUyNQiOQZURaMJCYpdktA+19geBoS83kTCOxtrA94tLl9syzrv6X/+r5v/hr15993u03Fvs7RCmMbB2MoANT6m5RqDZVmiplhI7FdnVTTCUG46hNvTZPG2XtoMK1COv7P+HiO9P91gAAIABJREFU5z/rji99zvmnPmf96Qe573Y2G8z05ESg04nwQe1Ue184FeV31kkUnUTRSRSdRNFJFJ1E0UkwnJrc0oVBLCgLtsoQ0tosbcwsWJyaMXOkbR1aSxsLl67yy9+48Z/+yrUf/Mw7P/ipevMdc5ZpCltDd1t1ypzF5JbWtZjHMFeJ4ObuSOzvWTaTwyoGs9lmCYcd3tnMxoXzzt9ztzsf/KQ7H3zI2bvvEmf2VaabN2+aus27xbh23bXXX/PWiy9566WXbd96y4WeTIdbs3ZmvTIlYywWC6twMHZMKTPNg72ebSpMO3oZMicj0khGlJF0EE12m5poRGmMZElGlmjWy7Ba2pwrkbNry86VZHzybj71oK//7/9OfuFJ7r+XaROjJ5OZgYE1ougkikY40RgoNEKaMLmlnAq3lPeE/0apfVAhUUgfFH5bqT6SXSzFrrl0g+d/06//+BnXnv+1F/7mu+Yr16yuX3Vm2dnfbU27I+suq026njsVrSp0hehJTiuk7tCRjmUTmIqpWzaNJanwnlQqnGinOnxAdDp2c16ZHv2Ue7/+Fff++Z/ypc9xZnZ52UZOG3uxby31wEAS6VQ7lQgn4pmHnvBRNDpSIZVoAtkl2okOJypoqYOSOjiaVsb5u93/lS/75L/6E77xFe44w2Zy3axMZrM15gWBRjox3JJOJKJ9UJSWyvsS4ZZ2KpxopwbK+yZMiqUYzbK0K9dc+t73vf6Xf63/r/8sXn7F9evXrTZre2fOkGG321mWxTRNUohuOVpUy2aKJNnF1ogyNdFpNVJ2Wo1A2o1wI9q1vbS7+4IzTz7sE1/9ok989Sk+9SgX72XaIIlAUkkinCp6EG5JNBqj2CDK76yTKDqJopMoOomikyg6iaKTQPgtRSPauxrlWEiEpFGJwiCQNAqTW6rYLlw94Ec/8/p//q9e+d73Hb38mun6DfOys95tndkNk8WSjCyLVhMx0RF2Y9GROtJkMhdTpWkJFWG3SrsIO0VMzJPcbMyrlWk1u379uh5lLItYFlMzJZucrQLbRTahRTsVpZ3qoMKJbLLJJpq50noJ0WmZypJtmUoFHSWa3i7mJE06qAw9p0VYbRd3juJocbS3dn1vz2vK9YvnfOKbX/PIn/yxC3/2L9jMzFMMM0IiJI1wS9GJ8p7wD0jvaTS6aIRTgfD3ddPtPY1gZBKpnSppKCEda20SEmNglPWcIjAWDi9z/Spvv8OvX+53fv4rr/zoZ15/5jk3X3nNXZt9m1HmKlOXaLe0E1HEzns6ZKf3pfelY1mIko1OphWdUukeuoYyDK2zxXq2G8O83pjn2Y1rN928dsPtFy6aPvNp9/xv/97e00/Z/+xjzMkUsVPCRDHn5EQjvK+dCu+JZx56wseiJ2FjuusuZ7/8uHv/5Gv80Vd45H49rxxI1axjY90oLHS3nsk5/C4ahfZBhUQgtOygMRpB48q1rheed/B//h+Onn3Wi7983pU339YHB9aDs9Pa2dXK9bcv2cyTzbySGcYYqhfdLSJEhGMVTmQzVZqLqVhPs4HrMVxbhcOLe1YP3OXCpx4wffKTHv7Wn8pPPMBddzLPmJhnMrVb0oloDPqoRDericRURPno0olGoBFoBBqBRqARaATCR9dFDxQ5OzZMGoGpcPOApXjnKj/+qVf/7//ipe//0MGrr9u/eeD80YGz0cxpZ3Gw29oZYjWb15PdKMdSmoocITqpENViFbpbdzsWEaZpMk2TaZpst1tVpapUlWOZKTNlpjGGj2qqtB4hmpFtybIkHUWULNY5ycYoo5Chp9mINO8Wq+s37O3vu7a38sYcDu+5y73/w1d95n/8U9OXvsCdtzPPMSIMJAKTd6UTjUAj0Ag0Ao1AI9BOdXlPOBXe097VQjjR/k5aRqkMEWGJVlojpRAmITXbxVzIFYVRvP06v/ppe/F5Lz3zrDefe97hG2/JKzesD7fW22HelamcqKAijGREosw9ZJf3pVB0CoX027K9r1NVI0W0iNBJTkQEyo2Dm3qaWW2MaXI0pf0LFzz2xBPO/eGX1b/8jt3DD9rb23NLdLeI8FHEMw894ePQUufG5WVxdPGcu778eQ9/55vOffVpHn2EvQ0Rapq0ybFEuKWdCr+TRjnV3hdOhZYdTuwG1eTsxDhql17hhee98pOfe+Mnz7r5i18bL79pc/mGs4flQoRVt8i29HAQR3Y59Goy52R9RGJJthPbpCMdm4qpmXPl2MFu51pt1Wqyvv02dfF2Zx7/vE889ZS7n3yS++/j7rvZW7GabJeh1iuZ6diEqdEopyY6/M4CjUAj0Ag0Ao1AI9AINAKNQCPQCDQCjUAj3NJuWdDEZGCRGoEZ01JUsR0c7vjlr+x+8CPP//CHDp9/0Y2f/tT53TBNk3kKUwS1WLZHlmWxt792rDpUUB1KKym6zRl0O9bd3hURIsKx7nasux2LCMciQnf7yDp1hEZFG1k6iC5Tl6nZ69S7FqOQImeVoTKNpOZ0o8uNzcr+gw949FvfdOeffocnPsf+htUUptkIBhKByS3tVKARaAQagUagEWgEGkGjnGoUGu2DwqlAOjUhBgLBCBY0jhyJsbhtWosudtgVBzvefFs/90JfeuGXLv/iZ66/+pK3fvOKg7ffsb8dzufsbKTNaDlaKMc6GJFG0BEaoYXyrqwkSnTKLqRj0U6EU9lUFMqIto3WGUwpm3kJWW0/9xws7coYruzN4pH7PfD1pz32z7/Jl7/EXXezWoVbqkpVmefZsaqSmf6p4pmHnvBxqEi5d8b1Zedmh7h43rlHHvbJP/iKu/74G3zx8+zNrNPBGMY02YuVwNTUdsj1RPidtFPlgxJjWczT7EQ1RzsiiCQWNsVy2N64on/zqoOfvuDt7/3YpR/+zPbXr7hYbbVsxdjqaLUqPbcliWp7W6LTbuJoYpcskxPZOBw2OVvnpLttaxhJrGbL/hlvVtq//373PPaYux//rItPPcmTn+PiOVbJPNlV2XVZzRspTG5pdtvFvJkNBBqBRqARaAQagUag/e4C6aOJdipKSzsUCo0Js1sOduaDA+YVjRs3+eVzlud+5fn/8B9tX3rZO6+9wcGRi+uVc/MsjraWgwN78+TYolWwm1iSlo6tuoUP6m7d7VhEiAjHIsKx7nasu0WEj6qCXaaKUNFOlanL1MzFvCsxwizktFKZjrqNSIeb2aXN5Opmds+jj/rKP/+OzR//MQ98kvWa1RxWoZPhVCAR7XfWQaFRTjXa3xdOJbpad5iKOdAIJJ1uKaHowVjYDa4d8PJr7ZlnvfazX3jj2RfcfONNh2+8Ztpt5VL2hDOZNtWmo52xPbLOybtGUJEqaOHY1EQ3QkeLDrR/SAfR3hclp2ExjKQiEVTIHbGEsLGs1w7PndMP3+/2bzztge98w/TFz3HhHOYQk2NVJSJEhO623W5tNhv/VPHMQ0/4OFSwnScxz7JmB0fDYXP2gQc88q1vuP3rX+Gbf8DFffbWDh2bzcJc1HaRm5nwe9H+vt12a7VaCeFEo9GYuNpbU07Oao66Xb7Cs7+2/eFPXH3ul174r38trlzR169Zja39OcwTtVvsjrb2VhvHRjKCDieimZrVkqLbsY4wprBMbJVtp/XqrCtHi6PVZO+Tn3Dxs4+556kn3fX0Uzz+GW47y5xE2GmVIXMlBNKxQqKQKCQKiUKikCgkCu2jCyTCR5MIpwYWDDTKqcSMuZi6qUE1teNgx/d/6ODHP/Gzv/obr/38Od657OLgosm5Knm0FU0pu4kxhWUOyxQiwrQsJiEiRIRj3a27dbd3ZabfVlWORYSPqoJtppF0EO2WMjVzMRcrKUeYpllPs4Mu13Y7S6Yb5/e9dNvGfV/+kj/60+8497VvcOE81WG9xyaZGEE7NTXhlkI4FT66RnhPhw/oJprwdxqNQiMw6N2CIVYTE2rHGLz+Kq+82gfPPOv1n/zc2z9/1sGrr4uDQ3sjONqZI82RZi17mLqsOkzRxhiOFToYkTooaaqwv5BNSx2lInWUQiWFDka2DgodToRFxpHokhFiTLqDkSI3Rm68cfPQHY8/7r6vfsUdX31a/MEXeOSTtut0vXZxLidr6fchnnnoCR+HJbneR9bT2llrjtpyMOw2+1YPPyAee9Dj//7f8PnP8MA9rGbbZtmVM9OGQCB8dO194UR7X/g71U5EONFIDtCYB2u3jIXdaJcu8eabLv/FX7r2/Ate/9lPXX/xN/L6dXtVNt3mpZ2ZVqIZQYdTUaLJZi9nY7dYloUMsZrVFA5rsSzl/N4FNw63DjOMM3turNfq4nmfeOpJD37lS8499ST338fddzAnc9p1GZnSZDI7ligkColCopAoJAqJQqN8NImpCb+joDEw0BhONRKJxISoRSaWwe6IV193+NNfePG73/f693/q5q9+bf32FeeOyl3rtWkMeliiLEnNaUwhM8VuJyNEhIjw27pbVYkIxyLCse52rLtFhI+qsWSq8FvK1ExFYB0r1VROtlO6stu60WU+f07df69z3/q6x771R+56+sts9qkO04rVRNLhA6KdaqfCqUagEWgEGoFGoBFoBMLf0+FENGOQQbilnWq0U41yqosxuH6NV17ijdf7rZ/+1KUXnvfmz3/h8LXXrG8e2Kuy36zMutMUs0lYlq2xHOke1vNsnlNVqUCnDipSO5amYm8JU9FBBR0UKhnRKqhkBBWlpc5SUlpMsTVpMdht27JrtdpYnbugz9/uzs897p6nv2T9ja/z6cc4f8bYiOtYcBvWTnW3ZVlEhHme/beKZx56wsdhyXI0F6Oc203OWVvt0rZn1/ZmV86fdfEbT7v3W1914Ztf4/57yIl5Rc40AuGja39f+Hu627EQdOtuUUmjnahqOWMe9GDs2vWrvPiSt374I2/96OduPP+i8cbbpms37d/Yuu3aodUoleySJRlZOpxITRXVJmGOkJm6WzVLDXI2rzd6Xru23bo2Spy/YHXP3T7x5JMufO5Tzn35C3z6IS6cYcWYU8Qse6aTRqARaAQagUagEWhEEn437XcTi1OJJGgUGgPVFKYgHCuUYWeDqQfXbvLSq67/6Dmvfe/7Lv/oGduXXnV+V/a2W7ksLDtDEaGmEBFC+cd0t/+/ZBOdsqkoHd4TTQdhstWOptnBnK7PKS7e5v7PftrFp55w/5//Kx74BOs9qkMnq7VjR4c7mzMrGoFGO9UIpwKNQCPQCDQCjUAj0Eg6Gcqx8kGJ6mGOlIJGo1HFUhwccbTj6IiDA966pJ5/oV/76c9def55N159xe7td4xrV+1HObeZzdrY7VQ1vZY5yUwdrWoxxk5FES0ynQoknU6laNaD8L5GBR10lAoaFXSUjkQpKZWMMkWqTodVxmpt7577XPjUY/YfftC9f/ov+OR93Hsf65WlI25UmPaYscKEqlJVutuxzDRNk/8W8cxDT/g4LFnsp93Rof1DztZkf6x1p5u5cuXMyotZ7v2jP/Tov/i2O57+Ig89yLkz5Ozw8MjemY3fSfuHhRPd7VhEeFejtVyCm5gxY2IEI92yGH1oP4JltGs3ePl1u58956Uf/MirzzynfvOa2197x9ndoqWRZSQjWodbih7mSJOQNeRSotosmNOS7Gqo3RCdNpt903rfUYfLu6EunOeeO5z/3Kfc8/QXXHzqczz6ABdvY0p6cqIRaAQagUagEWgEGoFIvxeNQCPQCDQCjUAj0Ai3LIRbkk4kAkk4FQhEKaUFykBhVuYx2BWXb/DsC8Z3/9Y7P3vOi9/7W3uHR9ZHg92hWEp3ORYRYhW6W3frbt2tu0WEY5mpux3rbsciwrGI0N0+qqmYK2W7pVTQ4USjgsrZEQ5Xk6P9PeP8vtsffchT3/oW3/w6jzzAesW0CieSZRAzOfugQqGdKu9pBBqBRqARaAQagUYikOU94VQ7VU41qlkG2x27hd2Oy1dtX3mt3/jl8668+Irx+pt2r79pefVt49Il52qYl605WM+hanE0Domw2ezZLYzRdmOQbZpDzEHS3UaXY9FBp+h0LDudKqK8K5oOHyqaDidKOjzasb/R+2fszu6Z77nTvZ9/wiPf+Dpf+Dx33smcrPfCvNHBrulgQjZdQ0TITO/qbmMM8zz7p4pnHnrCx6GibOchumwGmyVtlpA9GyaH89rl9crlsxvLA/d5+E/+2Gf/9Z/xqYdZTUYyRfqdtH9cONHeV05NbtmhkUgkw7FCSSW6WYpRHC7tpVe89txzdr960Zv/4T/avP2O61dvGNsjq5xspjRrMRYxhmhmbSomIXqwG7Y59JnJ6DIPVj1ZmWTPaoTDDgc5ubG3cnTbWX3PBbd96hEPfvkL7viDL/PYw8xNohFoBBrhliDQCDQCjUAkgUagEWgEqgk0Ao1AI/x/6/ahokinOuh0opNOBFM6EcgmEIhCYqKawy3VLMX1A958i0tX+JvvevOv/tqLP37GvD1y22qjjra6ynq9thtbFT4WUzFXynZLqaDDiUYFPa1c225dU/buu9dnvva02//Zt/j857nnds6uw3qm04kOJzqdiEA5EU0UyntGOdEINAKNQCPQCDQC7Zaik3ZLe0+394wmgmVw/SZvv+3SK6/266++5ujSJVdfeF7euGm5fN1y+arp6g2rg50zR4v90TbVsotoFYwsI8sIOpisldbdhoHSWSLoYIpUVXq0yWTOlclEsa3FblNGlHRLtWwCKUxFdItm7kk0iWgnlli5vj7j5pkz8oE73fmlJ9z/jaed+cLj3H0HqzWrdTDTiYlIgk4Kk9+f+MXDT/o4dJQlB1GmYq60GkwVppqNmBzGxtvBtQtn3fONr3ry3/656Q++yJ23GatZIvwetH9YONFOFdqpwNRORXlXe1+4ZRTV5ERhGVy/0S5fUj/6vhu//KUXfvKM1557wfbNd6wOt85U2nQ5v7dn6mIUY9GjpDZF6rncqAPdw2SyrrDqNPckK1WkMa8czrPrGW6uJ33+Nvv33uX2T95v/57bzbeftZtbVOhsUaGzRYXOlp06W1TobFGhs0WFDub9DZ0+TGb6MB10hvbh5nn2oaLEnI5lh+iUTXSaKh3rDhU0RpaWRpYOSsrNbcYo01icSc5OK2rHwSE3b/LyK9557jlvPv9rfeOm+Wixu3HAMmzmlZpahY9FNtEpm4rS4T3RdLCaN5YMY7Nnc9cd7vr0Y85+5jHuvJ317GqGozlFhWOBbCei2S1b7ZYohY4iSgfRTEX4cLvdzoeZuuTBztRtNKLp0IoOokXRY6ijxeHNG66+c8Wlt99y6e1LluvXnFu21stOLmXelc1g0+xJqwrTaKI1OhjBSDoo1LKICBUlIkS0mJyIoKsYrQdpsoqV6KDKroexaSOHY90tyonMWQpjDBGTSahiWRY9yrGjec/msc+5/fNPeuibf8iXPsMDd3NurdarKJPZLZ2MoN2SJBLhlvT7Er94+Ekfh47SUSpaIzAVc7EeYapZ2vf2bvHOZu32P3jaZ//Xf2317a/yyTstU5qk8LtphP+X9r6gnSq0U6W00loIgQkphVs6aacWp2bvK/TV9vorrj/zgsvP/MrBc7+xfeFVu1feVpevqOs3rLplhozWUTJTZprmtuxuimizEE1UiGYWIia7pYyY7JqDMRwVPc2mvbXVeu3qzSs6SnTqKNGpo0SnjhKdOkp06ijRqaNEp0auVjp8qNVq5cM0OkOHDzXPsw9TyDkdiw5Tk01WmprstL+/71gFjYrUUTrYxeRg3nPUrXpgsZrClMMcQ1a58+wZ4+Cm3bXr+uCQG0f6aGfusF6tjF5U+Fg0lkwVfkuZmqkIbG8cmeaVeW/fdO6s1YXznNl3o4ebR4sYgZDtRDjW3lW16KCidNBRjlWQzdG1G6J9qN1u5x9Ty44aOhJldBBFp+iBlNoUszlZmYUSnVa1iMNrJsM0rWSmmJJOxzqIdks6FaKdyHYiwqko3a170EN3626rnKgQzWQyxQrJKN2D3sqJnCeFLRZtyTSmyVEP22CLXTOtN85dvODOe+423XWPu7/6R/aefIIvPM7+io3YWdScwmSFaBS6CUQRiMSE9PsQP3/wcR+f0lGWZGSLLqtib0nrZTLbuLFw9cwZd/zh0x76d/8z3/4a95y3nSYrKXx0jXIqnQq3tA8KGoV2aihtKCRCCExSSuGWdqqdaLc0EXRSjkx2bLtdOeDVt/nlb2yffcGNl17x+vMv2F6/6ubly45uXJfLYp2TWZoMvbtpyjBNIarVGKJaKClkpzlXMibZaYxW5UREiLlRPqoSSsqmgmwqyKaCOVIF2VSQTQXZVNBTKB8uIvxjOpyIJpFFNlMTzbId3tVBhxMljQjr2+6wE3YWSw+LrRGLmMgsN25esz+vzRFiu7BdrCLtxSwzbWvr41LBNtNIOoh2S5mauZgLu2FlljnpabbMk6MIR93GbrFvNhc6iXKqHesoxyrKsY5S4ZbSkaLZm1ey04epKh8mukS2d1W3YxV0t2O1W3S3bCYhhTnTNE1WzWZsZVAZdsEu2mGUo267LpmzY9kpmrlCNlMTTc7pfUW3HouqEt0iQnQ6FiZMdCota9jPsMrQc9pFu1nlZpSDDNvV5HA1iXPnrC6ct7njovP33OPehx9w4dFHefBBPvU59s8wJxGhF1vkahZTSISiC41COZXECun3IX7+4OM+LlMxkiXLMhXaXGWzsB6TaZkc9OzGmbNu/9rTHvp3/4ZvfZW7bnMjOZMb4aNpFNqpQCLc0j4oaBTau0ooxxoltWPpXcto6ykkpkaj0EgqFpnNwCiW4sZBu3KN61d5+x2Xf/Oil5951uVfvajfvmK6epOrB+rmdZltypITkxaYqoUyazHKSlqZBXKEWkpU2MZwtGbJ8tGlCrKpIJsKsqkgmwqyqSCbCrKpoLr9Y7rbh+kIFeiUTSC6JKJJbT2v/UNaykrj+s7KxDwZ2ZbY6amZ6DnsdkfW67WIMLY7McpqmqVJVRHl41LBLlNFqGinytRlauZi38RCVqsOI8KSybwSq9kYQ8f/Ux7c9Vp6kGUAvp7nfdfae/Z8djpQrGIVAyRgiEYTPdCE+A+IB+i5/9QjD/QUNQINVajAiKadzsxa631u90fbKZA2Om3SRK/LpTY1GIyUSzEzUm7UGJdqdNqV7TDKy+mwT3Rc20Qw4gN37tyRhG1s28Y2so2aWLfN7aHDqTkti8PCYVdOzbaUmXGlpy1hHXYbHddOYYq1Wle0sigf2O12krJV2YZTOCm6LMPy/JnCseJp4ulSThe3eOWu3L1tefUVt3/zdY++9hWPvvKG9YuPeOUB9+5x+4L9vkZxiu4dcaMw2LEVMRiLKINBY4f2Wah/fuMbPg8dlmlTHJdx7KE2bZyd2G1tzd6TKf91dub+H37LV7/7Hb79p3zxnmdVzqxKexnBhnGjUWhU/LoiGASFJT6UYsMgCAqFxoIK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\"}}"},"timestamp":"2026-01-26 04:34:09"} 
[2026-01-26 04:34:09] local.INFO: Detected Objects from Image-to-Text API 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","scaled_width":110.35,"scaled_height":63.97,"exact_perimeter":556.19,"approximate_perimeter":462.74,"convex_hull_perimeter":293.95,"perimeter_pixels":3573.53,"approximation_points":13,"original_contour_points":1284,"shape_analysis":{"perimeter_to_area_ratio":0.3335,"compactness":0.0678,"aspect_ratio":1.73}}]},"timestamp":"2026-01-26 04:34:09"} 
[2026-01-26 04:34:09] local.INFO: Nested area calculated {"data":{"nestedArea":9882.849499999998},"timestamp":"2026-01-26 04:34:09"} 
[2026-01-26 04:34:09] local.INFO: Mapped objects from Image-to-Text API 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"},{"id":"0e306de0-302d-4e55-92fc-c0150e9d8fcc","height":63.97,"width":110.35,"perimeter":556.19,"area":1667.88,"image":"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"}]},"timestamp":"2026-01-26 04:34:09"} 
[2026-01-26 04:34:09] local.INFO: Number of letters detected {"data":{"noOfLetters":2},"timestamp":"2026-01-26 04:34:09"} 
[2026-01-26 04:34:09] local.INFO: Perimeter calculated {"data":{"exactPerimeterSum":889.9200000000001,"perimeter_in_feet":74.16},"timestamp":"2026-01-26 04:34:09"} 
[2026-01-26 04:34:09] local.INFO: Actual filled area sum calculated {"data":{"actualFilledAreas":[1310.48,1667.88],"actualFilledAreaSum":2978.36},"timestamp":"2026-01-26 04:34:09"} 
[2026-01-26 04:34:09] local.INFO: Occupied area calculated {"data":{"conversionFactor":0.00694444,"occupiedArea":20.68},"timestamp":"2026-01-26 04:34:09"} 
[2026-01-26 04:34:09] local.INFO: Average character height calculated {"data":{"avgCharHeight":55.485},"timestamp":"2026-01-26 04:34:09"} 
[2026-01-26 04:34:09] local.INFO: Original image dimensions and ratio {"data":{"originalWidth":800,"originalHeight":440,"ratio":1.8181818181818181},"timestamp":"2026-01-26 04:34:09"} 
[2026-01-26 04:34:09] local.INFO: Calculated sign dimensions {"data":{"widthOfSign":"120","otherDimensionOfSign":66.0},"timestamp":"2026-01-26 04:34:09"} 
[2026-01-26 04:34:09] local.INFO: Image to Text processing completed 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"},{"id":"0e306de0-302d-4e55-92fc-c0150e9d8fcc","height":63.97,"width":110.35,"perimeter":556.19,"area":1667.88,"image":"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"}],"no_of_letters":2,"perimeter_of_sign":74.16,"nested_area":68.63,"occupied_area":20.68,"avg_char_height":55.485,"widthOfSign":"120","otherDimensionOfSign":66.0,"width_of_smaller_line":20},"timestamp":"2026-01-26 04:34:09"} 
[2026-01-26 04:34:12] local.INFO: Validation Passed {"data":{"user_id":null,"request_data":{"sign_width_or_height":"120","user_input_dimension":"width","sign_depth":"3","sign_type":"Premium Face-Lit Letters (Metallic Trim)","mounting_type":"Flush/Stud 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kNKQ0pDSkNKQ0pDSkNKQ0pDSkNKQ0pDSkNKQ0pDSkNKQ0pDSkNKQ0pDSkNKQ0pDymkxF8txG7uwLbm8dHb7trPbt7i81LMz2+1bLu7ccf7CLZd37ri684IX7r3I3XvW7/4Rbt3mzi2uztlI3/gmr33BX/2z/3bPPvtF9443LvaT2VhT5zdLujTLzcb1Nppx6Djb63yPraQ0pDSkNKQ0pDSkNKQ0pDSkNKQ0pDSkNKQ0pDSkNKQ0pDSkNKQ0pDSkNKQ0pDSkNKQ0pDSkNKQ0pDSkNKQ0pDSkNKQ0pDSkNKQ0pDSkNKQ0pDSkNKQ0pDSkNKQ0pDSkNKQ0pDSkNKQ0pDSkNKScFo8OzNo8McNxr10cV9wcNmcvveTwnntuf+B97n34B9z9yIfc+egH+fCH49VXuLrgcGBhLcUIlmVJUQyCIOzx1EI89640OCL0nIe4xgF3XPPw2v6T/1Nf+4mf9LWf/d+88OCRF8+vXF9fu+7u/NYt19dHa3Z3tws5P/jiwzd9694tH/qn/4jf+6f+pPWjPxbbJfuB8UxwYA8L8dxzv/NqjCfGssQTi/qtQjHYUdSIJdiweayYYYZ953Ri3/n2t/nSV/nK1zz66td9+0tf9o0vftGjr32Dr37dxaMjrTPLmp3T7mzifEVnbEM8MVZ918RTDSkNKQ0pDSkNKQ0pDSkNKQ0pDSkNKQ0pDSkNKQ0pDSkNKQ0pDSkNKQ0pDSkNKQ0pDSkNKQ0pDSkNKQ0pDSkNKQ0pDSkNKQ0pDSkNKQ0pDSkNKQ0pDSkNKQ0pDSkNKQ0pDSkNKQ0pDSkNKQ0pDSkNKQ0pDSkNKQ0pDSkNKQ0pDSkNKQ0pDSkNKQ0pDSkNKQ0pDSkNKQ0pDSkNKQ0pDSkNKQ0pDSkNKQ0pDSkNKQ0p+6qb/ca+aDYOS7fNMXWNm3LdWucX1uWF7eLS4erCrTt33bl3T168K69+wHrve7z0wfe7/eEf4APvkR7f5G/+an/q3/j3HH7tc+4+eMf5HM15HLKcHzfbLGNzWlwfRlOr42zG2c5CSkNKQ0pDSkNKQ0pDSkNKQ0pDSkNKQ0pDSkNKQ0pDSkNKQ0pDSkNKQ0pDSkNKQ0pDSkNKQ0pDSkNKQ0pDSkNKQ0pDSkNKQ0pDSkNKQ0pDSkNKQ0pDSkNKQ0pDSkNKQ0pDSkNKQ0pDSkNKQ0pDymlxs42GlK1LuqxZJlFLz848CjeJ0/nB5csved9HP+KDn/g4H/kQH/wBPv6xeOVFUgy3LslCtJGELoZ9WBuWp+K5d63BCdcnD184uAn3jTu402s++eu+8RP/Y3/pv/yv5DOf90Mv3LOOR/u+O1xceufRQzPcu/WCefjQSc2LL/jC2W5+9O/ziT/+R334T/xJ1w9ucnHvVUqvySUP9zo7jw3x3HO/82rsioqlat+rjW3bJBRFUWO32414Yrl248q5C+OwHzmWU/j2G3z+S3zui3zt69767Be9/vnPe+fr33B8577To4dyPDoLW0fqqa2krFaw6rERz9RjGb9dSkNKQ0pDSkNKQ0pDSkNKQ0pDSkNKQ0pDSkNKQ0pDSkNKQ0pDSkNKQ0pDSkNKQ0pDSkNKQ0pDSkNKQ0pDSkNKQ0pDSkNKQ0pDSkNKQ0pDSkNKQ0pDSkNKQ0pDSkNKQ0pDSkNKQ0pDSkNKQ0pDSkNKQ0pDSkNKQ0pDSkNKQ0pDSkNKQ0pDSkNKQ0pDSkNKQ0pDSkNKQ0pDSkNKQ0pDSkNKQ0pDSkNKQ0pDSkNKQ0rK1rHUiIaxTJY9y76i2LPsWZplD5Ol2BMPy+33v+rlj37Y3Y9+yPkPvl86b5pf+tX+9J/7D9z6tS+4c/9tF3PjdL6sDQ/HNsvqwR6uD2MylpGyldRz70JNnbaTJ7ayZtlm2UoautycdrI5bcsN9rVxde7qzm2nu3e99/f/uDsf/5jbH/8I738Pr7wYL9/jbKMeC9uBIhvrQNjx4OEjL1xdiufelYqTpx6d8QBHu3vq8v47/Nzf6Kf+87/gyz/9s259+3U/+MI9p0cPzYyLy1seHY9Ox/HCrUunB48c7fbbl77gxvVHP+jDf/gP+dE/8y9w525c3SPLlGwcd7aNhXjuud95NY7drQTLM8uOoAhOdp2TtWIpBmN3dOFgM5x2vvYtvv66fvkb3vjUp93/9Od969c/bXvrHfubb5u378vp2tZaQsbh7MJvF+OJ1THxXc14ovFdKannnnvX2crFXtuMZnliRMNYmuWJWkY0Hlsmvuv8/Nz1affGfvTWqv2lu9L9LfMLf7N/7c/9R2596vPuvfO2M0c3F3VSZ6fYJtYcNNxsTEaMpvbExHPvSrWcxFhllW2WVdYsLNmW7XAm5wfH8ui0e7gf7R3HnNm329aLL7rzofd76eMf8dLv/rhbv+uH+MgHefmlOD/jsMhGwrbZxY7BhYN47l2p2LF4sHiklpMXDa99wes/9TP9lf/iL+inX/Oefffeqyv37983My6ubjuddrNzeX5wenTtZMzVmS/fPPTgPS958cd/v3/4n/tn+QN/gKtbOYZsB4MN+7HOz+K5574fahy7W/HY5omxjGeCYBkHu5mjNUdWybCXBzd85auuP/053/r1z3r7s1/y4ItfdfOVr/HGW7zzwPnpaM04qHWI7RC20Ohx6PK9mvEdE5oxofFUU9+xJp577t1oG86ntvFYfK8JujyzrPoNy3fEmJtray3dDk6Hg+uzg/T0Dr/4K/1f/+y/69avfsbLjx65WCfvnJ08nKOLde6wx2EOnjgt9iAnDTeLPctz7z7L2BylI1glXZ5YXZ44zch20G2x4tjaF1nLwbnD6dz9Ryf3D+WlF6xXX3bxA+9372Mfdu/DH/Ke3/OjvPxSvPIyF5ccwmEpxsGyieW3a+uJJJ77e1RxPHF28CBcu3HHcjge9Wf/j37yL/5l3/iZ/8Xdt9507xCXK955cN8T52dXjsfdloNti+N+Yx2WnB+8cXPjnfNzh4981A/+kT/sA3/6n+GVF/PwEDlceuISvRk5W8Rzz31f1BiDZcQuqtpaHReJdJhhjsyJm2veeZO33uHnf9mbv/45X/jUp73xxS+7/ubrvH3fC417Zwc5nsRIqhmnVUfj6GTtcduFbZYnJp5qxhPFhGZMaDzV1FONVXR57rl3m4WtI/XY8h2p71r1VOqp5Td0ibEyMvVEcjCW9OYBv/jJ/ty/+u+4+pVPe/V44+qCNy9O3jw9cOZgm7g4HaTLadEMGXs4rWXiuXeh1XGYEdV4qpjQsIejUXFK7TP2hbVsZ5vLbu7cnJnr3c0W+9WFdxbvGOveXRevvOLlj3zYnQ/9gA/8yO+WT3yM978nbl9yvrE2ek7O/HZttbXW8tzfo8p+88h2ce6hkRmXDd96y9t/6Sf6t/7SX7a99hl3b65dbGNy8uh0ZDs4OHO62Z2tM111XLtti/O1XB/HaTaP7r3o9u/7vX74X/6X+LEfyn77wnXO7T260zP2cgjx3HPfJ+OJveytZJOwIcXNNY+uOZ1Y4eaaL3zBw1/6Rd/8lU+6/uXX9Bvf8vDtd2zDOp3s1zc2deviwsPjQ1bt4bSNY8ZJ7YvDHi+eLpzvy/eajCcaT01G47ua8USKHsRzz737FHuWxmPjO+I7xqqn4pnUY4OlGdvlmePxqNdHOdV5D9JH9/mlT/Xn/7V/3+Uv/ZqXHz1wdRVv3h5v7o8sy2GWq+NByr4omvHEZHmqIaUhpSGlIaUhpSGlIaUhpSGlIaUhpSGlIaUhpSGlIaUhpSGlIaUhpSGlIaUhpSGlIaUhpSGlIaUhpSGlIaUhpSGlIaUhpSGlIaUhpSGlIaUhpSGlIaUhpSGlIaUhpSGlIaUhpSGlIaUhpSGlsVSMlIZmDPbFhAnrsGmi8VRDu3ti24c3H9jE4eLCdnHp0YxHp5HzK2d373j95sb+wm1XH/yAV//+H/b+3/9jzn/4Y3zw/XF1Rc/M4UISSXyvtpJ47u9Vw+nIYXNjnHdxvfMLf6tf+M/+a1/96Z9199uvu73fOOaRY8acbxzOrX2Tnc3m6ORm22Xtzo91dop13Ly9zq0f+V1+9F/80/zjf1BffSkPbNqjF44bFofF8txz3ydDaxpPZC3xWHEa9p2bE2+9xWc/Z375l33pl3/ZN197zf71b7n61lu2B48kcXl+Ya3l5nhtZqxDTOiqrhh1yq4e25YzB9uDOhtGSH2vZvxW44nU9zh4qiGlIaUhpSGlIaUhpSGlIaUhpSGlIaUhpSGlIaUhpSGlIaUhpSGlIaUhpSGlIaUhpSGlIaUhpSGlIaUhpSGlIaUhpSGlIaUhpSGlIaUhpSGlIaUhpSGlIaUhpSGlIaUhpSGlIaUhpSGlIaUhpSGlIaUhpSGlIaUhpSGlIaUhpSGlIaUhpSGlIaUhpSGlIaUhpSGlIaUhpSGlIaUhpSGlIaUhpSGlIaUhpSGlIaXRcFrsi9T3qCeW8cx4Ip4Y37GH46pt21ysg4tsLmaTm4dvOfvMV/zqv/nnu/2NX3X2za/KuvHWXe5vu2Q57MvV8eAwsYeGSW3DYWIbjy0MFgYLg4XBwmBhsDBYGCwMFgYLg4XBwmBhsDBYGCwMFgYLg4XBwmBhsDBYGCwMFgYLg4XBwmBhsDBYGCwMFgYLg4XBwmBhsDBYGCwMFgYLg4XBwmBhsDBYGCwMFgYLg4XBwmBhsDRMqGeaMfFU46n9eLSwhbMsh0aM7mPstntnTnM0p+rNcF3ZOeu5dXZmtnNvqvvnB/urL7v4XR/y6u/5YT/4D/4D1o98gve8P6fzC2stay3PvZsMc2QtVdnDN9707f/mJ/vZv/gTzj/9BXfvv+2qR++47/pQ+60L001OcbHObd3czI2HZzvG+aNH7u5nXjhdeOsY73zwfV7+J/8xH/gzf4If+3ju2xxw8c4N2yXni81zz/3OK7ozJYu1PFWchkc3vP4m3/ym0yc/5Ut//ed99ed/0aMvftHV6ejF7Uz2k9lP9n3X0ERDEmstc9odFqtsx9HTLlMH0e3gdH5wWh5bGN8r6omUVWSkrBLUE5vxxMJgYbAwWBgsDBYGC4OFwcJgYbAwWBgsDBYGC4OFwcJgYbAwWBgsDBYGC4OFwcJgYbAwWBgsDBYGC4OFwcJgYbAwWBgsDBYGC4OFwcJgYbAwWBgsDBYGC4OFwcJgYbAwWBgsDBYGC4OFwcJgYbAwWBgsDBYGC4OFwcJgYbAwWBgsDBYGC4OFwcJgYbAwWBgsDBYGC4OFwcJgYbAwWBgsDBYGyxO1fFfGxGPjmZLxzHhmPNFUE7YLM5yO13ra2UeOPTq8/qZP/of/Sff/8xedXnvN6eGbTle1nw07h+HitGzDZKlngrM9VlklXVY9NaFhQj0TrLJ1pAtjDw0pDSkNKQ0pDSkNKQ0pDSkNKQ0pDSkNKQ0pDSkNKQ0pDSkNKQ0pDSkNKQ0pDSkNKQ0pDSkNKQ0pDSkNKQ0pDSkNKQ0pDSkNKQ0pDSkNKQ0pDSkNKQ0pDSkNKQ0pDSnNsodmmYwnmvEdKWdroyOnsZWzVrDKcTt5yyOz7Q425z24yrnLHOSmTje1T83llZurc9+0+7qjvPeuj/347/X+f+j3efGP/lNcXcbZGWcHVshSyxPxWFHPBBnFYPm7G08syzPxWP1W8f9f9Uw8Vb9V/Ib622XsPVkhp53j8MnP9jP/6V/w5b/yP3vfw6Pb1w9ta/dOr10fxpyfuz6euK47ly/YcnC9X7u+IDPOHt14Ty68NJfeuN596fJgfvwTfuxf+edd/sEft9++HTbb2ztnF5zT5bvi/1n9pnju/7Pq7y4eG/VMPLE8UX9n8R3DceiQ0DDl0TVv3+f+A9/42b/m67/yq77083/D6avf8HJ5z3awHj7w6J13rMsDZ5u1lmkksdYyU/u+y2mcrc1lNttejifrNFZits39Qxw3T008NqgnlpEiI2WVlIXUY0sxWVaZsMqEVSasMmGVCatMWGXCKhNWmbDKhFUmrDJhlQmrTFglZWs8sYc9NExYXRjbLDFSTzU0NaFI4/+Nxv+tlIaUhpSGlIaUhpSGlIaUhpSGlIaUhpSGlIaUhpSGlIaUhpSGlIaUhpSGlIbUU6vLE5PRMKHxGyr11Cpp/J0sz6SeanzXYHkm9VSK1IQJq0xYZcIqE1aZsMqEVSasMqHit1pSf5vGY+Nv04N4Yvym8VTqiWY8M74rYyynLmst27Zpq93lre6ueuPw2lf66H//eV/4qZ/x1Z/76/Lmm+6dxzx65Nw4rM1ay+m0uzkdHbZzZ5cXHpxO0uV857DHVlImy3HjuNiXx8ZWznbO97o4hdSjA8fFKhNWmbDKhFUmrDJhlQmrTFhlwioTVpmwyoRVJqwyYZUJq0xYZcIqE1aZsMqEVSasMmGVCatMWGXCKhNWmbDKhFUmrDJhlQmrTFhlwioTVpmwyoRVJqwyYf1f7MFpr67ndRjma637ed+9z+FMjZYpy9RkK5Yj24olO4NjO3Fdp0HTIInboIG/5Q/0b/RzP7VBgSYBgqZAirgF2iStHUu1Yg3UQFEjrYESJQ4iRZ5p7/0+z71Wz96bInViNwjSDwFFXldTQTYVZFNBNhVkU0E2FWRTQTYVZFNBNhUudPh3CuVcNtEuZFNRtuG2ci46jSIRnc7NrcV+YVmc9OZ0lj5aHN97t3rwfm/88Ae97S98mA/+PHdfDfsjlp1p0c3SKEwEFuRmM02EIV0Kr2gU2rkUGBiSQrk0EF6bGuVS0sFEuZQYSrit0H5IMrhlc6SNWyd89xk+8Zn+8j/6J57++CPe/cAbHW7e0DhbmOFCYClGuS3NYB3h3NHG8cbVlUOmZ3as73mbn/gv/7o3/fXf5E1vispjGUcEc2EiEUiEl7RXhAuN8opEeN2rVbsUXtL+/UVpUymkFEikQmOb5HAh3NZliRSKxjYpnJ1y65Qb13nyaeunP+3JRx/1/Fe/Zjk5kTdP9MmpWFcp7GOwC2dWFSU7RadRKTpkp2iyUzSiRLutXIjWwoxFuy1KRaF1bii03X6oKtu26enCEmnJRWaYh5Uo0XQQTQfRdBBNB9F0EE0H0XQQTQfRdBBNB9F0EE0H0XQQTQfRLJWurEN0Oh3pbOFsoZAdstvVXizblDV1txnlsJQtqQxXj+42t7atqzmnJdKyLM5VlXMVLjQqXOhwIdqFbCrIpoJsKsimgmwqyKaCbCrIpoJsKsimgmwqyKaCbCrIpoJsKsimgmwqyKaCbCrIpoJsKsimgmwCywznttG2LIdBZblUlkhLh6yWM0STCENE2LZyLprRRLvQQQUdpRGIZjSjGF0qyjraNko0HUTTQTQdRNNBNB1E00E0M9KMoSJFp3PRIdtt6VxEyEydraNVldmlanNuyb1z0V6W3cIrsr2khFfMYCbtTnGjy860P6w88Z1eP/N5z3z8k7736c86+dYT7o0WJ7eY034slmVRVarajHQWjbQrlplGuy3MYCaHpNKFLPbVjjb204WzpazD636ELcsiIsw5revq3H6/N68eu37/3d70gfd7+y9/SPz0T/H2h8Ib3sA4shXbaTneJ+FStNmn5tIYUiIEUiPQplBoNEIaWCSFicBAeG1qTJcGHUxMBBJDCbcV2g9JBrdwxSpunvDFrzj9Z7/bf/wv/5V68il351DSNthiUUE2S5WlGF1amsmWSYfdTPvJ0Sxb8uI+PHPv4v6//GEf+K/+Dn/uQ2F3TC021J5GIBFIRLtT0C4VGoFEeN2rVbsUXtL+dI1AI1yKMq1aIYWUBtK5cqlRRdV0NFJE08WtEzbkwq2bPP7Hbj3yaU8/+phb3/i6fu45y41b9tuU66q7kTpCL4vOdlYHFWSnUSkrZYfolJ2ivayjVJSOVuHCqCE7VRQxdZSKTUcTZV3PLMtiN/YyU1SobZqzVJWxCxWFRCFRSBQShUQhUUgUEoVEIVFIFBKFRCFRSLviymEgnY10tnA2UgXZ7Ir9yr7YhdvKYSmHLOsSGnU6pSGbaDLTEikznZtzqqDDhQoaHS5ke9UaxVLp3DrKlhxGmVnOpRaHaSlGh6VDdOoO56pD7BYVjC7ZZLvQQWMmFeVcNqPJYldUlHWZ1iwkColCopAoJAqJQrrQA4mUlQjRbkvnMlOZqqbNphHZxhgi01rtXHaKLtEpm0C2P1WFC43K8m+LOVcZmJNt4+at9tWvev6jH/PtT3zKtS991fGtU1fPVnuMZp1TjJS7xZzTK1KjI50rd0pEE83ocq6DCq/7EZaZMlN3m3Oaczq3ZrpxtDi9ctXRT7zNQx/6Re/41V/h/X+Gu+8KOWxSLOlcIhq9kl4SSBe6kCgiNSbKpcSQotEuBcJrU6NdCjqYKKRLA9EuNcIrgk1Z1lOunfD7/7o/9T/+T9YvfdWbc1hfvGbZH5vJmosKslmqLEUqhZmpIkWHZaal2M+yDU6O0rdz46fe6YN/92+772/8DY7vDrHYFiq8LBFIRLtT0C4VGoFEeN2PjPbvL8pBaS2ElAZC0i5NpEtd9CRQk8PGU9/n60946gtf8NSXv+TFr33d2VPftbt+3dV1c6XKUbVdkJk6hg5mpDK16Vx00ik6EbLTD6ugo3S0inIum2UOo6lolI5SUTpaBzVXI9ISC0VvTbURi94NhyO2LCQKiUKikCgkColCopAoJAqJQqKQKCQKiUKKZik6mJFmpOBnWpsAACAASURBVBmhg1GMZrtx5mikMVJHObE6xGZdwhCOz8IVO8sYIkJvU89yLjN1t3MdLlTQ6HAh26tWNqOoYCYVzCyUaJZi3yFmGJ2GEIaKsDZrtO1KmtFGE026VOhgBjNLhwvRJLLcVjroKCQKiUKikCgkColCWoqrK8tMpAp06PCy2aW7dLfuSWxoEaFGOOQwg+w0umSnbEZ5WYULM6lIhQ4XlirhTtHbpAtFHQhsh/b1b+tHv+Bzv/sv1Le+a/vOM3a3TlzJtMvUJjWNdluZkbbBlpRLo9MoAtkuzEgzywwX9pPwuh9VVeVcRMhMEaG7VZWtGXfd7dlbJ27shnve+Q5v/YUPeOsv/Jy7P/AzvOOhsN8xhtM5tXQ8hnDb9IpAJwqJIpIsLZXSLoWUCK+70C4FjXKnRLitXQrapVBsK7P42hO+8U//5/7i//LP3X/jhrcfXXH2woty2VkzrZkqyGapshSprElLJMIy02hGlxmcZLlxvDh5yxu94zd+1Tt++7d5+J1h7Bx2XpYIJMJt7U5Bu1RoBBLhdT8y2isCjUAj0Ag0M9iURko7RKO9Yk7SbU01tVHF8y/w9HOuf+JRX//UZ3zlM592eOH7HlyG+4LjuTmaU5yd2FWIbBGhpaltTXfbZUhFJ1JJ5zrChU4dpYKORqko5xLLTKOSKBRRflhVGWMIQxXbWroZY8d+ccu0jpJNBdlUkE0F2VSQTQXZVJBNBdlUkE0F2VSQTQXZVJBNBdlUkE0FHa2D6HAuOmUTnUYxMo0xxGC1Oa3VmVWPtM9hf7I56rTLYUSa26bWzbndWHS3cx0uVLjQLoVXt2wqaHS4rQRGMZrj2OvJnKU6bJm2MWwxbKPNPBAlm2hGu1DoYCYzqKCiEWjZ4Vy2C9lUkE0F2VSQTQXZVJBNBdmM5nhjVCNU0NLLonS3xC6H/WjRJea0rWcO1eaVvS2JTtlkk+0l6VwFjZnMoIOWQtlPst0h+jCJoqdbhxNHxzsjsU6+f7098pinP/ZJ3/jIHzl8+0kPSHdn2M5ObTdvuG8ZaKdLOFs4DGYwmmWm/WQpoungbKSzpZwtLtx1SEt53Y+wqtLdMtMYQ0Q4V5PZrcdi3e3dHOH6Lu0e+jHv/dW/5Mf/8p/np9/J0T4cHelYkHSIGTTCny4QLgUdFFr5gUBK4bWsnGv/tnQuXGoUGuXSXnHYODvof/3R/oN/+A8dHv2CN62be9dpmdMU1kxbpBkhtaXKUm4r26Cl6BQdslM0qRRurafy3nu8eLR35c/8lA/83d+Wv/Yr3HdP3AoWJMKlRLit3SlolwqNQCK87lWr3Sm8rBFoBBqBRmDDmUtHWArTpUBglJoHsZ6KTia+86yTj3/ak4983tOPPGo+/6J5estxcqzF2U3L3Bwvw+iip3OlbUJ1mB1SOWrSbZ0qaGkmHRQ6QkU711EoovzAqBTN6DKaUUQTbut0OGxyt+dob45hrXTAjBARRpNNNB1E00E0HUTTQTQdRNNBNB1E00E0HUTTQTQdRNNBNB1E00E022iHselgKZZKy0yjyQ7nOkINKlht1lp1lDGG3ZL2zXZ2qrdpGUM2tU0j0/Fub11XP6zChXYpvLp1lB8WTTajUnRactGRtlicBDcznIxwWBaLcve2OZolmsQoL6tgBpXMoKJUpIrSkaLZzzQqRNNBNB1E00E0HUTTQTQdRDOzraPMLOcq3JYulVHELGNO+5r2OMZey20zuxxGmkFHKJc66KCkDgodXtZBdIpmV2S7Q/ThjEwGs8sWbTEMzdnKrUP7wle98LFP+M4nH/H9L39VPfu8q10eWBbHhzNhOls4G5wtdJDFrjjawlJEMyOd7jhduLUjmnvO0q687kfUsiyqypzTuYgQESLCuV5bRYiRVuFGT4erV1x9+O2uvOsdfuo3fsV450/y7veEZccYtklYjET70zXCpUDQwVQKjcBOCq9NrVAK6VwKL+kkXGgUGhPt0rHi1srTz3ryn/7TfuR//eceeOFFD24lr113PFLnsGbaInWE6JbKUuXcllSwVNIpe6hwWzk3uvVu8dw6zbe+xft++2964L/+O7z1wbge7Sh2hkuJ8JL2inChXSqvSITXvWq1OwXtToX0J00ckDhCTJRLWUTRB7LZmheu8djjXvjk5z35yc958atfk89dd1U42qfdoA4n1tMTadqNlIPSqsrs1hYxUsewCOOwCqWlClqayQw6qKCjXCqiRLdzHXQQzVIsxX4Lo9OoVFJlOtWuN6dLqnvucvTA/Y4euN/Vq3fZS9lEp44SnTpKdOoo0amjRKeOEp06SnTqKNGpo0SnjhKdOkp06ijRqaNEp44SnTpKdNrGdLqUirKfHM20m4xK5zq4tR2syYypouykXbCLcFzTvRFefPopzz33nO2wGk1vk2rLGLpbtpdVuNAuhVe3jvID0WQTnbIT4eiuu+3uuc/uDQ+a99zt2tHwYoZbu7Ro95+trmyb6EQZlUSJTucaM+lgS2Ywkxlkp+M1jCY6dZTo1FGiU0eJTh0lOnWU6NRRotM6ppNd2bJ0eFk0o1mqnDz3fdu1606f/76+ft3xWu6JcPey2OewbZuKNoMtmRG2ZCYVVKRGIJtoRhNNNtEp3ClmnYlIlxKpm6425qQmZ1t7+lnzs5/19d/7iO888ln771/zxjEsL14zHGzJmmyjNUazVNnNlE1gi3C2cLpwNlLg6iHtyut+RGWmH+hu3e0HIsJYFoezM71N+2Vnvz9Wu8W1KC+M8NZf+ID73v/T3vxLH+a97+XBB8NuZwsK+/anazQa6VIwo0yUEtIiDa9NrUzTucAQSNpt6UIw0Zhorziujedu8JE/7E/+7u965tOPuP/mLQ9W252eimqx7KyZtkgdIbqlslQR5ZBuS0ulrFQxNDpK4O6xs23TyaGcPHC/B37ll/3k7/xtPvyzcVh2hpTSufCSRvgT2qXyikR43atWu1PQLpVLjfD/LRHlFVEoTNv1FywjePZFJ5961Dd//2Ne+OyX7J950V1n03GTc7WuZ2atxmB3tIhsa626WymEQltEBDmMDrmuAo2ZVNCYSXtJlEslmtSimVnOFnTaT3Yz7GdaKo1KMwZX7nItys2jxXzjA+56+O0efM/DHvjJtzt64H4VYSbRqaNEp44SnTpKdOoo0amjRKeOEp06SnTqKNGpo0SnjhKdOkp06ijRqaNEp44SnbacTneFcjTZzbSfRKfGNqjjndVmmnbBVQtbcXLgxk2+8nW+8EXfePxxN6/fMIqaU29TNMsYzmW7UOFHTKGcS7d1Ium05ZBXr3rju9/lwZ/7s7z7HbzhfidH4cUlVJYra9vXhkQZlULJTtFE00EHM9iSdVCRojnawmiiU0eJTh0lOnWU6NRRolNHiU4dJTrNnLYsHeUHohld9sVulpOnvufmd5/23Fe+5sVvfsv2vefsTw6Ot3Jla/fMMrocBofB2WAdHAZb0kE0o1mK/WQplum2tGWqcIc469VmExtHy5HscK4QQTSqWFe+/2J77Iue+egfeeKPPuXG17/mwcPB0VxdiEIJbRSjS7SXpC3ZMhwGW6ZzV9aU7XU/orZtM8YwxnCuu3W3c5np9PTUXcdHjped7XBmPTk1tbE/Mq9c9dThzNV3/qS3fuhD3vYXfkn8/J/lLW8O+8UpdkgU2isGotBekXQwlamcW6QhvRa1spooQxpu60G7LQkEExONRiiB/Tr55tOe/sf/pL/8kY/oZ58xnv+eN2S6f3/k5MZNsezMSFsMM4luqSxVKsqWLiy1yEozQ0szy+h2tXBWdrtjN65ccePhH/eOv/XXPPi3/lPe+ECwo9OfEO7Q7lRIhNe9arU7hQuNcqm9IlxKl8Jt06VAINy20ZO5cv0mX3nctz76CU/84SecfeWbrt44cf8arsw2z05dPV6MkU4OZ2ZvxvEiBmfbStIZdCCRultXiGojvayDChodXlIuRIkmmtSimcnZoJJlhqXSqBQ1tMVhLE4yzQfvc/Xht3vLB97nTT//s/z0O3nTg+x35CDcligkColCopAoJAqJQqKQKCQKiUKikCgkCkkWY7owMZNyW5AYWJpaqUkHK042nr/Gcy/ye7+nHvm0Lz76ebdu3HS029vlkNXORbVz2S5U+BFSshHlB6JSRyppzeH5dfXOP/fzfvw3f4Nf+gXe8TauLuww0oV2p0YljUKHC4lEIpPGRBcShUQhUUgUEoVEIYkiJ+EVjS4mZrE2Tzzp8NnHPPm5z3vhj7/h5LtP2V64bn/jph/b0tGctsE6ymGwJVsyw6UoS7FM9sUyWYoODrmY6Q5x2qtzi8VwW6ERdFDBaGwbc3K2tief9Nzvf8RX/uAPnH7xK3Y3rlvWzb3L3nGEXFe9HSyRDCpZuxxmmdVyGUbuZCbT616jsoku6VyhhRJNdirDNnZOjo5cu+deu3c97OHf/HVv/M2/ylveEHapI01MnJrCsCBRZ+XqLmmXAkFHWZVzOymk16KpbFbnFmm4rQaNSOfWKrGkiWlahKGkFrdWPvmF/sr/8A987ZOf8oYlXD295WhdXcnhxrUb9sdXzEhbDBWkFl1Gl4qyjabDUgudKkJF6iij2/FhuhqLOisnV676xl2LN//GX/Iz/83f56EfC+OYCsZwrqt0t1yGc+3fLbzuVavdKVxoFBqzp3NLDOfSbd3OhWBDM/tgjelovwgbt0556hnX//ART338U576N58Tzz7vXuG4Ws5p2OxmS6WidDCDmaWDitZ+IEQnUjbR6VyjwiuiXCrnxhjmYaXabgwp6Cki5BhuzIOKNMZOjJ3TrdyarY6P9X33uvcdb/fm97/PW375F3nfe3jwXo6SEYxBLS4FGoFGoBFoBBqBRqARaAQagUagEWgEGoFGoKmJQNLhQiBbZzi1GcLexunGoXn+Jp/4rGc+8hFf+Zf/h6vbmdFEE002o13IdiHbhQo/Qsqlki5FpY5U0pbD4fjYd89uufKuh33wb/119/wnv86PPchx6txhQZpYa3VunztDsBWdVNIIRJIYXrLRjUAj0Ag0Ao1AI9AIsk1MtFcMDEQX126wO2Itnv8+n/6cP/7EI77xhS9av/WkN37/hiunZyLTsh/OrdtBRNjthvXsIAc7aTRqCgyhgtUw0x1i7elcSIloF9qlbjJQxdyoZq7tW9908uXHffl//z/1t77j5LvPiuvX3XW2Oi6Ooi27dJirbWkVRAwpLUJszDlVDhVe9xo0in2VaLYs22gVJZVlpuiUPRxi59rYu/XA/e79ufd7+K/8JXd/6IO8/cfCPtUSVsMmTTQGdtgjCuVSIjebS0MK6bVoKpvVub0Ugpl0kghmMNEIZadEN7N44abtH/2zfux3/zfPf+PrHtgPy+kNx1WuLHunt05ZdmYsKkIFqUWX0UWULRshK+lFRaigoy1VrqzT1dzZTqazK0eevLJz9MH3++Df/3v8/M9y94MhgjEIl7rJ0N1E+HcJr3vVancKF6ZL7VKgukS3aFQbETQCEUTRk7nx4nXr577g+5//oic+8kfmN7+rn3rW3bPdtSyypjKNkXo7c66jdFDBDDpah5eE6HRuVDo3KlWwJR0uRBNKNtHl3PF+b9s2KizLIjOt62pdVzW5ctdVh2hnwk3l+kjx4P3e+J53e+C97/Tjv/RLvPVNPPRW7rrCkmqUaWjDzhDOJQqJQqKQKCQKiUKikCgkColCopAoJAqJQrpQLk10k2FG25ItytAWbamN0+LL33Tj//m4Jz72GSff+Jr12W85qjOJaEYRyCaacCnbhQo/UjoKJZpEVCKRthjW3eL6SNevHjt650Me/tW/6Cd+/S/w8E9wtNO9s+72Spool3bYYUxMtEuBxGAGiVBIFBKFRCFRSBQShdSYKBTKKxKJvWKdXL/F3Gg8/5xrj33Js49+wXP/5uPmd5928uJ1R9I9+72jauPsoNeDXaYhZLQyzW4dpYOZhKEi/bDomgQtTUyXAjvERLu0rQxkkcW16+1Tj3r245/x1T/8uJtff8K9J6v7tWVuajvVC7OnTctMR7HYT+KszDnNo72ZXvcatJ9cXUs0t/blbGlno3QwKi3Ffg7D3lml54OTB+73pg/8jPf9+q/ID/8c7/rxsAtzpNXOQSohhB32WBrTpUBuOiikFNJr0VQ2E2UvRQdzcSERbMGZzU4aytgOdHDY+Oo3+8v/7X/n2uceVTeuuWeX6uSavXbX0bHTk4MeO2VREc6FFkp2EWVGuzToxYxwLrWlym7d3LUcOTs5OBzvfe/K3slb3uhn/uZf84a/9ls89PZwdMRIAuFSUFUi07lyKd0pvO5Vq90pXJguNcKlqKJaZtJBY5TTWO2UsRU3Nr7xHT7zqCc/9gnPPPZlN7/7XcvpmSvR7t7vLdp2ekq13X5Ye9NZyqUOOtypU7g0Kp0bxUwOmToIJZtsRpFKNMuydzgczK2N3Y5lmMK5MKynq1rSvPuq7Q33Wh56q/t+5j1+7IMfsH/fu3nobewGmaY0sSkppSEt/mMZiMJEU4GFCiYC4WC3Ta7f4vEnfPf3P+Zrv/eHbv3xk45Pb7lrd2rp1bloRpNNNOFStpdVuNAuhVevRkepIJtsshmVohOhx6KvXPW97eDpubrvvQ/7xd/6TVd+5c/zjoe4erd1N2y7VMLmUuAIR40N5VIgkcyk/Ydb3LahkAgkM2iXAsNtW6GopjZu3OLpp1z71COe//LjvvXYl9z89jOOr5+696zcN9uV2ZycCpsYYS5t23EYZR1UsNtCdPph0WsTGBywoTGww1ibCMptE9PccRbstoPdmfbFxz33sU/69iOfdevxP+b55+1OTuxqtd8vaju11jSKpdgVR70YYzgJZnrda9B+ctehnLu143RXTndtBtFhP9kdOI5jY+zdKp43ecN9fuIXfs6bf/HPGv/ZX+WBu8LxkZnpNNO0RyrtbmFpTK8Ymw4KKYX0WtTKajq3F1RS6UIgOQRndXCUi73JjRuMHS9cd/1f/H5/8b//x46f/p4lVjub7eS6JdgvO6enB7E70hYtnAuEaVQRU0epSG2YkVqKDqPbUmU5rK4e7906PVj3R65dOfJsl4d/+cPe+zt/jw98IDxwj0tNBoFupUWmc+VSulN43atWu1O40CiXZk27HKLRaDQKuZrLwbDy1It89nG3Pvppzz3yeSdf/6bt2jVjBLGJfcoMdVjVrRPHnXbHR076YBvlT+j0A+FStNtStgsVrJkqyC6jWYpRhBKdtpqqg2XRu52D4TBLjTB2e9vG0b33uvfhh7zp/e9118/9GX76nbz9rdx97Fat1mWPxbmBgQVhYPiPJdBnLANJJ4VGYPTGNnn+RWef+7wv/6s/8PTHP2M887x7z6bdepB5SkzZBLKJJpDtT6hwoV0Kr16NmeUHRhPNKJZK2aln693Otj9yU7s2wn0/+ZCf/dW/zF/5NX76vVw90sqNnGrZORfo5l7ExHQpkEi29P/L0jhgIpBIJIIOTg4cHbmQWM9ORE27ZUFz/Rrf+o7rX3jcdz77BS8+9rjDE99x/P0b7j6brmLpTYxSg3XPYZSz2FSVoy1lpx8WvTaBwQGb0hhYlLFuIhcqCYy0BQcs2B8OrM0L17o//Rlf+r9/z5OPfEY987Qr2+Zqbcac9thFiq3Ypn3uHV05dv3sRIXXvQbtJkfThbPB2VIOg5lks8yU67T0cDz2eqRrc3VLu/rGB+wefruH//Pfsv/Qz/OOh8JusWXYxpFpsfbm7lgsjUIjkJsOCimF9FrUylTOLZJKyqWkkzO0slfGXLl+k7Hw+Df6s//gHzn7yCfcf+OWtOk+U/NgN1oYTg6rMa7oSDqcC4Rp9Ca7iTKDLYdpUZFGhf1sS5dYV7ujxa3enI1FXbnimRsn3vwTD/vZ3/kdfvPX+PG3hMC6crQj6CoxUqO8Il0Kr3vVa3cKFxrlJV1GJI2tWCeRdNBn7E954huuffwxL370M04/9WX57WdcPWx2+3CtT93M6bBrMdKytf3W7pvDbrfzvFNbupDtQrit0w+EH1Y6XGhpzdRYuoxiqTKa6HRua3q/U8dXrJlemJub2yaOjix33+NdP/Oz7n/obe5933t477t4+1u49wpHi9MoZzG0IQyJHXbK6DbnlMte+Y8j0ZNMOpiYc7OPErM5PfDidT7/BV/5F/+Xr330Y+qpZ71lOXJfhHk404OKkk00gWwXor2sw4UKF9ql8OrV6KDChWxCGcVSjGY929Rkf/Wq3V13ee7kluu1eeg97/XQX/xl8Tf/C979k+yTXbtl6mWvpNmbe2IxChONQNLJDMJ/uFE4oBAIJAKBZBYxqGDOkkmG28rQ1MY6uXaLbz3l9PNf9d1HHvXMZx9z64lveTCH3brKXoVNjDazHHrVsxzbyU4/LHprFwZT2ZTWQgnsEJJCB7noYHrJVpbAOrn2YnvsMd/+xCd869980vWvftXR9ZuOz1Z353DX0V5WOz0ckHZH/y97cNpkaVoeBvq6n+c952RWVe80ava1WcUOUksCWSDJtizbsuTB8joTEzEz/2oiJsIzH2xLHlleRkYgC5CAZm3E0tBA0/RO9d5VlZnnvO9z31MnU4Bakr8UjmgUcF1rcw4/8eOrlVMjqGjSmYaWbPpk7GZ7bdXM0naZVW+Obrhg3P5ab/mHv+66X/0AN54PPYzN2mKDZkIvJAqBnoZU6JrQ/DgqDCnQq5EoZxqjMSOwtogxc+WYo63tR/+0Pvp//ms33feoG7dbxiyd6J3WGRVGItZoVBdSFM0QFs0QxQi2vRsxoVmNsBllylS5qFU4WXGkTJsLLh/tXNhc7/W//uvW/+w3efubQmDecbAmGDm03qXnas6En/gbrzxXOFVINFdVCUFiXohOBYWjS5YvfNLFu77owU9+1tHXv+OGp7duGuWgkiiXauukD/MU2tStNesMmy1D2a3K0mjlVKtmr5XnyHCqIhUyqGBEE9X0SlOyytSSVs2IJjZrl3N4tsol5WSzdnDrLV70mle56VWv9NJ3voNXvJyXvZR1Z5owjNVkmVaGUAgEVuiIHFTRJsLzopxJFEbN1lEiB7vBU5dsP/Ix3/mTT3rgzs9aP/20m1u3Hjux29rL1VppwplWRPkrKpzKoFDhVCt/4xUqyKBVEqklvZgSg9TozSJsG/3w0NHNt3jVb/yGm9//S7zhVWwafXG86krXhJWmV2OgEGiMRqEjXKNEopwJZwLhTDhVwVK0oCRSSiGsBKPYDp65xLcf8MxdX/TYV7/u/s9/wXT5Epcvm3ZbG2XTWbUuJNn9ZZFV9sJeYmAxpKGkQFO60Kxz0hYsaCwHzFgti0mx25b7H3DlYx/z6Cc+48rXvikee1K/cuSwr/TeHS07J5H6NFlrwk/8OFoaJ1OTWA/WI2wGUxLVtKKvV3Y528Use9FKSqTLq5VH1ufd9u53ecP73+fCu97Ky14UrrugYmWYdEQhUWhoaZH2uiY0P44KiYYoJMqZzhIsCGzMLDsun/DVe9z9n/9rfeMP/siLH7/sljGbc0fM+ppRZRSr9YFlDjSqCymKZgiLXkMU2Tju3dImUc1qhMOlrDLp6bgN23OTZ7YnDjbXW+dauzRc9463O/e//1M3f+B9nDsM847Nmsa8zKbVSnqu5kz4ib/xynOFU4VEQ2VqhaWoQKPIR75r97Wve/J3/4OTr33dgw89YNkdOX+wcTA1MRZ2O+emScvSyqmKroLdSPOyWG3WoghnejZ7rZzKcKoijaAijUZGKg1NVLPKNCVT0tOpEU0erl3Kcnk1qZuud+5lL/GiN77ei97+Vl5/O7dezwtuIhrVWFDBNDmVTlUxDBGltSZaEUE1z5tgZ5HKMEzSRrGd+cZ9dl/7pi/8zu/bff1b2qMX3bpeuWEVxu7IbjnRpo3Z2ohJK6KcauU5MqhwKoNChVOt/I3Viqhmb7S0NCpSRtrrVVati2JZhiWHWK219ca2hseyWb/uzV7x87/glb/yXl7/Ki50SxtGW6FbIzRGOBWNxqJJrF1VrkkFs5QSTWgCDYGGXOgTyqkxdipSa40Ii5VC5LDOxamx8NjjPHrRPR/6Q8vDjzq+737zQw9bPXPZhWW4UF0PrhSjeY6Yq+xN9hIDibRIO6TQrHTdWhMLduicdHKiYWMRY+b4mPseLN9+wIP/6UOe+ea3XXrgIevt1kFvZGrS1EMu5W+qVkQlkebWZNCKVvR0arSmIhUCUbTyfRl+CE2hgigqPEcUIu1F+b4mqWYvgwqnypmM5i9q1UQRRSuiQrNXMpwqZzI8RytE2stwqlDB3DiZmr3NwmaEzcKU9Gz2trmTU6iJ2aIi9d5EKyfCyeaCZ9cb173xtd7y9/62ww+8jxe8IKxXlhH6tBauSmdaKmk40zWh+bFVzpTnCkYwkJmm3bEp8Mwl2z/8SH3+//19l796j1svz27SLLUjUps4mXdGcv6662xPBpqoEOWq0qSo1AytyOB46kY0rZopOVjoldq6u5InxoWNpy5fcbi54Ib1ObuLl80veZkX/B//3G1//+/wwpuDwXpNNLt5Z71e2yskCoGGKD8QfuL5UM4UwpmgkPZS89dLNE2UM+VMUEGiEGhVYreQxSguPuGBj/+ph/7o46773JdceOoZV+zkYTfWzZKzysUB1nNZD9qSMtOIJqdmWU2yyl4vWtGTXkS5qslII5rR0mgUMnxfk1TTK7VqWtGz2RsRtn1yPE3G9Rece/XL3fbTb3TrW97Ea17Ji3+K689zsHKkCcUoB30jEkkez9pmRSAQaM5EOlXND6PCqSgUCpE0pwrhz2XzF1VjZ5FmfQzrMZgXvvOwRz7yx7753z7u5Ov3emFx/byIo8tqPrHqxBRGdLO1MtmL8t9VQYZT5UwFGU71JKppRXiuipThz6W9VogU5Uw1FU5lNGWv+cuinGrlTKS/VjUiqSZb+uu0omezD/kNxwAAIABJREFUN/eUwWgpI31PLYtAb5M2dXMO292ipmY5vM6T/ZzNK17mDe+7w0v/9i/xupezaUTRVwg0qjlVjUYhXFXBQDrTGg2tKUShPFeg0DiyGM40TdcEOgK5pN4aOVSV3oNWFCVss2vdqZRazdaBXDg54fIx93zD45/+nEc//2eOvnW/9sTTDk5mqyVNPexVkJH2Iqvshe9JZ1IhUQgNTXdVoZyqYAQDXZrMLAvbYpflq/d4+NOfcc/nPufo/gdsnnjSzbvZLdudOj6WBxtza35URYSqsldV9iLC3lRlk7Ps5YkYxqo5Nx1wZWt1tDh37pzjYNfTaLQqm0GvtJeoaAjXYkSzVJc9dGEomYu91ugRxrwjB1mmHjbTSm/UUnbLYjo8tFRasixRhlKtE11EqEHP0LOZkvVopmx6uiplSyNSBSOo8BxRNCWDwmhpNEakCqKaVvSiZdOKQCunMqhIexmuSt/TioNp5dksT11YWb/+tV79a7/ill/9ZV50W4hQq0NDE5iX2TQ1oZQy5+ygHQjNj6VEOjMxpL2GqEZRSQQK2yt86xse/fe/W/f9wYece+Jp67mb0p9LGb6vAtXsRTWnIu21clWKooIRTQVRBHr6vtFSBhnNXs+mJ08dbNzwy3/L637r7/Oet4dzazYbqak59N5IBKMznFkhRjrVGuEnng+FBYWGTkWaUfZSONOcSWcKoVlrJBJJLlizTCQSTToYM9stX/+WZ/7wj9z7sU/a3feAC5dPbMaQQTYyUiHQKrWiFVFOVTQZFEZjbk0Um5HWg1XSKo1olp7mg7VtpJMaxlImzUFM1hWModvZ7bZa6w4OrzNXuLxdzJtD7eZbTLf9lJe8461ecMc7edXLeOGN3HTB0rtFmDThTNOEq8qZ8lzhTPirCoFCoBAoBAqBQqAYwRYNB4lEJW3Q2UmzMuk2ghlzslozsQRbs5XFekmOZu76qsf/4MMeuPOzxncv6idXrMfQK7VKDT1LuKrC0pqMZq+V/64Mf8XS2PZmbz1YjbAe9CKq2ctWRqTspVrJZWdZZlML59Yry9GJg4MDbVo52s3mKm29kTHZzotok1NVIksrutCEJkWVv6jCqRREUaGiZDhVkU5FUk0vpzIoZyrS94TnKntNBtveHZ0759I0Wb3wFq+5411e+asf4C1vYNUJrNdOhasaYzhVRaI3jmfGRJucWrE73EjNCr0wnGnOFBoVDOlME840Z8JfUoh0qhqFoIJESaRuCMl2Zhk8+Qz3fMsTd33Zw1/+mse/fT+PfNfL5kW/dMkcpZ9bGUFUlR9KIliClFaGqGTGgqXKt+/18Ne+5oHPf87FT95p89CjXju4eZo8dbIzdz+yIkJV2asqexFhb13lYLeY2/Bwn217uH59aLPl8LgcbM55NhbbKWUjKh0saZVlL4PSZTTXojQjuqwylKqhwlVlL6Trr78gl515t5W7LVm6MLWu9263zDIozRJlRNBCtk41U0yi6BWm0UzZ9KRXE4VYVKQRzYhU0WQkmlYpimavjGC0NBoj0t4qm1auySrTwTLslCc33fGtt7jwtjd7xd96rxvuuIOXvzT0SU3d0CQayoIy6UJD82MpMRCY2FnsNUw1kSgUCk8/yZ0fry//u3/j2U980o0ni6kfYvJ8uLxaGa94pff8sw/y6x/g5gths7JYmXJiOBOMieHMSoqBSvpE+InnQ2JBoaMzIg2UtBdoCoFCSBRCs9LknNoI0YOGYIftwuGaqRaefkp+5SsufuxPXfzkZ+S991tfOtKjCdcmg21v9jYjrQabkfZGMHdOelnWnWlFhr6UaQmrXepjWK+GatS0diQ8sd05Xm/cfPvtXvjGN3vJz76HV7+cV76cCxu1bo5XzVazWNxkbfL8GJgR2BSGqxZaqZZmDCVrsdqxbgfERDCKbW5t1k0fCxef4q6veuqPP+niZ+6ye+hB65MjYSBlS4lWTSt6NnsVZLgmGexas9eLKcM06EVUU0FVmWvRVmw2K30K87wz5p1Udll2NagQfVLRVQUxmfra1LtahhppFUy9myqMeWvMi2nqvqfCVWEvnalwKqOcirRXkfaimmu1RHNcw2UhrzvnBa99tVe8+x2u/+k38lO3cnigpjB6V9G1RtcQaESymdgNljXTAevGzddbLhw4Us7ppsLiTEegnAmEa1MYzjSqMZASqSs9d4xkO3O846lL3PuA+774JU/92ZfUF7/k8NKzZNkcrkWEqCrXrJAIRqOkLoVixkCiFk6OK7/0JV/70Ic8/fkvOv/Qo6anL5laF350RYSqsldV9iLC3ibDwQl1sPZw37qcw2Hf2OzC5mixaivH67CdWBq90makKVOGU2VSrlUjS2ZKRW/6qmmNpVLmYq81phZIOYZWqbVmCjZCF/YqnMpiKKVZKlWgmgpSs1cRerIaNGVEGK2UkFFahVCiaOX7sqXCaE71JFybnsm8E625spo81Zsr11/n+je90Zv/zq+48X0/x4t+Kkyd1crQ7OVYTNFEa2h+bBUGGhrDYqChm0QhkVjw4Hc8/B9+t77+H3/PwX33eUGbVE6YPB+O+8qjq5W3/dY/dNu//C1e/dKw6ubpwGQld/TmTGcEhS7FQCQxEX7i+VAYzjQEFWn4gY6QaEg0e4W014x0qjdaORWJwkiOLvGVr/j6h//IAx//E+OBh9243ble15RwbTKYW7O3ytSKVSbSaIzgaNkxrUzTpOmmmb5L6wxThWhp28pRby6tJ5evO3Thta92+y+91813/CwvfxnXnWda04Iq2kQLmam15nmVCASFlEh73V4xDxKrCY3GIvScxTJ4+lnjM3f55of+2MVPf8H03cdcNy8OK4lhtJQtpb2mFz2bvQzXrBVTUhiNpTUjyHCqFYertfl4K+fFtGp674ayjOFo1Tx+MDl/2wu94sUvdd3mvCcefMSD997H8c4t56/XlmSZWbYqF63K1EPvobVmjPI9Fagmw39Xk/aiqCDDNWvFajS7MZy0kOcPrW97ocMX3+bcT/2UuP68ozEsvZuiaa1Za1bBKpp5Ck+tQ0VzkwNtdSBecpsb3/4mXvMSRxE2ul4YznQqiPID4doUhjMNjYEhkZoySXKwnYnOnIzkgYf55r3u/k+/5+S++11+6KLNyeyGaKKqXLPCcKomUiJ1xUAGu5nVRC0cHZWv3m171xc98ief8sCdn3FzTVaZflRFhKqyV1X2IsKpmOx24fzLX+LyLeddMuu1stqlg6OhCfNmZTsxN1qlg1F6pgoyKA3hWkSxFmoMVaX3bpqazMX25MR2e6zmRY0hxkIuLEkuaqQ+hguddZUoWoTIEkVm2ovejGA0lsbSGI0R9Gw2S9OLEU1FGtGQaKJoiCKKVoiU4X+IVqlyEW0Sq7UjPDYv5huud9t73uGlP/czbvm7v8J158LhIdNE6+iUM4Hw46lQzgQVKaWyNwn0xIztwmc/W5/7v/8vT376E27bnrghwsm2MHk+bNvK49W94D1v85Z/8Y/4xZ/l3CZONgdWcaghBgqNaiSaFOWqxET4iedDea6gpO8JV1VDUg2JRiSaCk6KFk4Val4ctkZiHjz+FF/9ins/9qfu/9xnzQ8+5Px257oqm6LGIlybQkWTkVoREmmvwqmqMsYgw0qzqm4azUrXV5OTKk8vO8+suv6yW93yjrd62Xvf49zPvpuXvogotd4YujEPUza9r0kEJoTnR2E4VRM7FAIbVw2MQQQtaSzLzjRNRLBbeOgxvvBnvvKRj3rkc1+0/u4TbimuyyJnI2Yj2PVUQVTTilZNKzJcs9XgcHbqZMXJlI5XLM2pns31fcMumdNQ5izHVXIzOb7hAm++3Svf9Q6vfNs7ObzA3V93/yc/45GvfUM+e8nuiadcaM3hVHoucndMDavVZL1e280po9krZypc1XxPFFG0IqRWvm80MlyT1eBChchyEhwHx63ZbVbq8Jw43DgZqVpo1YQ0Ja1SF06m5ol1M6bucDdxcOi6t77RW3/z15x/73uMqesahUQwGoWO8EMqJAoNQQUDKZG60iXLzG4giEbi5IQvfNqjn/6cez7+Gcf3PuiWo0VUlWuWGAhMDInUlKigGtGoQQ2WE46Oy3cv8tE/dfd/+UMnX7nH+Xn4URURqspeVdmLCHuXNms3/OwdXvyLdzj3ltfaHnZtNKsMtkGb6KF6Whq9UhuoJJyJ5ppV0ibmQRaSJTk64qln1KVLrjz+lO1TT3vmu487efoZeeXEOD62Ozq2HF0yzcemHHqlVYVNlbVmVaUJYyyyMVraNeYpzY2l0arZLF1UU5qMVJqMRLPXil5EEejZ7LUig4qU4Zr1VTPvhnWsrFZrx/Pi6Urj1lusX/0yb/vNXze95Y289tVhtaI6faKcaQg/vgqBQqSSBoZJYL1gSR553OP/8T/VF/7tvzE9fL+Xb7o4OpE1yWieD0t08/qCyzdd75X/8ANe8k//Ea98Sex6w4GmmRKFQCBclc4kJj/x/Ckp0XxPE64qZwqF8gOBQOPJ3c5mvRYYuXOQw0rjZObBhy133uX+Oz/jwc/cJZ96wg2adQ0xFj2QQ/jhZZCRKlJGaUUvzq82luOtWtKmra3aSmbKwTxNnm6T+cJ500tf6NZ3vNlLfvFneeebeOFNlt5d0aVJYMLhCD07izNrdM+PShZEGlMzaxIT1gMDR1vOb5jSdj4SUdZT43jwwMMufeQTHv3U533nrj8zPfWsW2NyXQ2rZSHStg1LT7vGaLRqopqeTRQiXav14Lpd2ru84so6Ha3L0lwV1oPVjkMHel+bdZeC5dzG5sW38fIXe9nf/7tues1rtJe8hFGczNz7HZc/daf7vvAFF++5x2Z7bLM9cZCLwyjTWOTu2DwWbX3OiGavkOHPNd/Tiih60bOJIlBYespwTVaZpt2soXq3tGaOMEeYI2Q0erMXGdTQR2mVVDlp4ejcOaNN+glXenPDu9/q3f/qg1a//PMcrKiJQCLYBYUJDeGHUEgUGgJBYUikOWfrNmkIe0mhsMyMHfd8yyN/8lkXP32X+avfFlXlmhUWZ1ZpkSghdA3NwEBhVVttmTne8qk76zu/919c/PBH3bAdflRFhKqyV1X2IsLek4cH1r/4Prd/8Ddc90vvYtWpYnTmhs4q6EWgMNKpSMJVzTWrZCxUEUEFlRzvuHSFoyOy8ewlnr7M0TGXj508/rjHHnrEpcce8eR939J3x2o7a8dbqzltRjrMsA4ss6hUUUZLS08j0miopuckqqugkEFFokk0RDWtiKJn04tWFJaeMlyTwnS4cXz5WJ/ThfWBVZsczYtnV+HKjecdvun1Xve33+/Cr36AW24KbY3O1Ag0P7YKiYYoVyXBwIyGdeLSls/9Wd39737Xg//tY27eXnHrOpxcvqz1tYzm+VC6aTrvwVrc8N53evv/9i+4422sN3GlmOLApoL0Aw2Ryl4Kk594fhRmaa+hIzQK5Uw5UwhnwpngGWWK0LExi2VhO/Ot+xx96jO+898+6fI3vm376EU36A6mMO9OpHJwsJHLINK1aEUUFWk0lpZGK1H0YkoOdXmys8pmvTmUvbu83Tkes8ubtaMbbvGCN73Jq3/mnc6/+6d502u58bxaTx4340BpJs0G5xALdqjkoNE9PyrJQTBaWEwCK8SMxJyca0ZLSx3bFHaDr37DU5/4vO/81z+2u+8h46mn3NxXrkMdHVOLzfmNK+PE3Nk1KlCTwDSaU5Gu1XpwfpcaLq/T8aocr9LSiGpWyeFYGTMnI5ysN8bNt7j+9a/xip99lxve9hbe8HpecBOJ3UIOChcf49v3euyzn/fEN77u0S9/2e6xR92Im9crfZ4tu51YbYxo9goZ/pKmFVH0omcTRaCw9JThmrRKvQY1ZIVqTfVG6ypDKhEhikAreqUoQlpicjR1rR+aRne03jh855u8/l/8Y97/M2xW9I1TRQU7FCZ0hB9CofxAOBOUlCikM6WE8j21bG2mxnbh4Sfk57/swT++U1SVa1YYzkxpkVJpQtek5vJ2ttqsDKylTW45mdWnPl1f/93f9/SHP+rmk9mPqohQVfaqyl5E2Hvq4JyDX/wlb/5nHzT9wlvZNCqoxm4ik1Wjo6EwnIkk/HAaJ7VT0XRhr6NJYS/ZLlSiU0HimWccP/Kok4uPeuruu3nmaZcuPuHSoxdtH3tCPnvF+nhns8yu06xyWGVqlVoVkaJSBUtMMsL3VJBRMkKiwlVNFK2als0qaRkqytJThmtSrlqvLSdbfU7nW7fWLDmctHB0OHnsYOOF7367N/z6r5l+7g5uuTVEN09NrOgIP54KMxqmQiXBCGZM0rQMvvOIx37/Q3Xvf/5D7f773TR2prGTy1a2SUbzfGjZbNqh747Zyete6o2//Q/c8o9/nVtujJNsqq8cWIlEOtPQ0rCXmkn4iefDwCKRuqYjqlEoPxDOhOcYwRYNBxbmmaMTvnaPJz/6cY987guu3H2vzeUTB/PsUFdV5rEYwbRZGWMQ6Vq0olfa23VGpNFKK1bJerDaFfPQYxKHa5daeaaG5fzG7gUvcN3b3+2l7363F7zrHbzkhRwesG5G77aaLRITVlhjKqQzDeF5kspASl03MZBINGrFFoud84Z49lm+/A2Pf+QTLt75RZfu+abz29mBcK41q3k2b09EK/1w5WjZ2U1liVBB1KQV02j2sqVr1ZPNSHtzT3MvS0sVqWcT1aynA5fndLw+Z3rpS934tp/2U+95h/PvfBuveAXZOGz2lpMhl6314Zoqlh0PPWTcfbf7PvVpF7/4Jfnwo84dHTu/lClTpu/LoCKVqyKdqiYQ1bQiqunpqlBRRksZrklFik231DBGqioRoRVVQRa52GtCFD2cagJhXli1jbW14/PnbN71Vq/87d/gl+/gugNlJTUNicWZCd3/AOWvF04VBna1mMcipkk3SYQU89b5acVu8MTTfPkeUVWuWSERqVqaUUoIK01qFgwsrsrF9WNhGeqzd9U9v/t7nvz/PuyWk60fVRGhquxVlb2IsPfUwTmrn/kFb/7n/8Tml95prJgzHazOM6PQqUYFUUSi0KlwKso1WRoLZj+Q0t7kTKAZQprQdZRTu5ntjmcucd+3PfL1ezz2zW979uFH5ZPPWh0fO37ku87Ni8OxOFjKeqRVpl5pb9fJaKIIqVBRMhiNjDDCVU0UPSc9mTLsLa1kS9eisGimFg6EPoaYd3IZqjfjcOPJ4OiGG7345+/wmg/+Y97xDg4PY9epzoTux1NhRsNUSLQk2Elrg5NZfuoL9ZV//Tse/9NPu223OLfsnBw/a7WZZOsymudDz+ZcTZ5t4dFbzrntV97r9f/zP+ENt0dNKyM2QtMLw5mGlgZK6ibhJ54PQ1qkva6ZXJXNqUQgqEainAk0JAZiObaai5MT7v66R/7gD93/J5+wfeBh5092bmzdWpPbWQZ9WktsxyymTqRr0YpeaW9uKRuJXmU9wmpwqMulLK05XnePTcOzB93hy1/k4Pbbvf1/+qem172RG26gBfPO0pt2eGAJEolAoLuqWIXn3ZAWs8BaZ0wMFBomjoLFsDFstsfcdbeH/vOHfPcjdxr3PeighvO9WaF2i15pteoyhqMxq1WzNEYEmlZNK3o2exUpwzVpxZRpryJllIqU4aomdUfJ7tw5519zu1f94ntdeP8v8vrbOVzTJhqVDFdNDGcmye5YD1w+4sFH5Oe+4N6P3+nil74qn3za+aUcVpqy7GVLexXpTIpqzjStiGpOVRClkC1diwyOaqdNobVJj0aWliWyhNQEUVRoyvcMpRWrbHpO2mgun7+gv/NNXvPbv8nffR8XDgwrpQkUBgIrRCH8UMqZ8OfKc8y7xWozGRhILEhn1pgwzYMqtkNUlWtWzkRapKHsdWEyUSzBrqhghfW8MM985i5f/be/U5c/8sduOjlRVarKXxQRfhRkpojQWlNVxhhaa44u3GDzc+/1ug/+pun972bTnCgra32g0BlBIdDLqREMdD+8ciZRzpQziYZAoPmBqRZ2C8tAUcXRMQ8/5Nlvftsz9z/giW980/aRi04efFh78rILS7mgWS9DLjvVQ181m+hCymVnjGFupVqYpzAijGgaek5assqwN6JkS9esOopIrVIYeqVepGaru7TauHLLLd7w937NC//Xf8ltt8blGNrBxga1LDJT713v3Y+LwoyGaSRLsp6INHKn18ITz3rw3/6Huvv/+ffOPXTRqzaH4vjYs9tnrQ4PpJDhebEauDJrN1zwwCbU7a/0tv/lt13/a7/K4WGcjLRan9ddNVAItDSCkrpJ+InnQ0mztLfShKuyUc4Ex0tp6zCQWGqxCta6LrVlJotnjrnzM779Xz/s8c/fJS5edGEeplz0ShnO1ISmVcgohWzpWrRiUrbzLJVpszZNE8ssToY2p17NdHBod7DyWFtcvLByePvL3f7+n/PiO+7gze9kOnSmESiEM0GFU+lMORNoCM+PIW3NGg40tsEcrLtac4wTnJMO5hPL5//MA//+v3j4wx9z/uEnvHC9sR0nSK3SXkNGKoxWRiPDVUE1rZqe9Gz2lp4yXJNWNGE9NVFst8eWHGI9WabJld7VTTd6zS/8nJs/8AFefzu33MwN1xvTZGBdKAS7YMFAQ5dWudOz2A4ee5J7H7B89R733Pk5D3/xz9x0+ciFZZaZxrLTWjhYT0jLsmjdmWpoUnMmUE5FuhaFimYviiia1JOwl6KoSDQVaS+DCqd6lqaJZfLswaH1e97idf/qg/zKz6vDQ7MVmuZMomEqVBKNcE0KQ0o0TUeUM4VCIdCoYGCgkGgItGRaUiCqyg+lqEizlEqgC1NNFIJtojOhb5N55jN3+dq/+5169o/+yE0nJ6pKVfmLIsKPgswUEVprqsoYQ2vN0YUbHN7x817/wd8U7383B82J0EzW1Sg0hjMNkQiWINFdu4YopypIZ8qZ9APNmUBzJgpLMRaq6OHU9phnn+WZZ3n6GfXdxzx197c8+uWvevob35FPPONccm7VrSIt2yscb61xfrUyrZolhyvL1lg1u87Q7bWaTEnPLipVlGzpWrQiqiksPWUsROmV1iNN2dTSjYNzHp/WNm9+ozf99m+Z3v/z3Hp9HE8ra033V1WV/589OH+y9SAPxPy87/edc7pv30ULq9hsGMwiA8YgBDI2izCxZzw2YxsmHpNUZSqVyg9JpSr5k1JJhphhBtswNhZGgI1tViEMCBCrkEAgIelu3eec73vf3O5GC7ZrKmnV5MozPE9E+M9ZY1aqZ8seEQS6sGW75tN39l3/7g/d98HbXfPQec8Yd4w1udyTXgy6W4WrYjGzU21erNwXs/0bnubFv/lrbvjt3+RnnhcWS3OMSEOhHUs6SiGl8FNXQytbJbXRQKPSkaCTDTaYMGLAqCyUmCemmXvudflTd7rvE5/0yGfvFN+9z+nt1ukxbWurom0GOkJ0GioNNaDNQWU5iWyiS1WR4VBNMzM7OdpZ7oph8PC8dXExmm643qlXvdizbn61p73m5Tz/Zzj9dLOFdCwajfaTAkEH5XGJcHXMytYsleUc1IhkYJ2stZW2vHje/mf/1r0fut2lj3/S6t77nbl0ILYb06pNSSqHKuigojU6XBF0CgyVhiI7NeYsczqRbIZIm/0Di8XC7uk9624PrffV2T2r5z7by97+VsONL+XGl3PddQwLtVzaCHOzF2g6mDFhdiyQtbETybY52HLpgAcesv3q112466u+f9vttvd+1+byJWdO7VpmOLh4Xm83dldL3U0UnTqYY9RBCalFE8qJdMoO0SmbUKJJ7VAo7YoohUoKHVQkSpqlYBqc3921vOlVXv77v8Pb3mje2TVZIA0INAYlCo1MwonMmJVGSAOGRqPRflIi6GDGjA0GDBiLAdHdnpwyY1JaSyyEqJFCMBcWDIV1sd3y6Tt85Q/e2xc+8ufOHRzobt3tiSLCU0FViQiZqbvN8ywzHeydceZ1t3jhO9/Bra9lN2ykNBo7qCSTcKxQCAzMGBwqOomikyg6iaKTKDqJopMoOgk0HY6UY+lx0Y41yrFGO9YINBIDouiiZqZiveF7D/CVr/ve57/kvi991cPfvU+df8jq4JK95pSws90a1lvDPDPMekjrLNuBbQw6iB4NxViD7FLRRDmJbMY5zVnWY5mG0tGiy87EakrLOSxOnfPDuf3g1MrT3vJGN777d3j1y02jyNyROXqi7hYR/stQDg4O7KxOOTI1ZmrLhQseeO/7+pt/8mcOPv8VT9+W3alkhNpZOJi3IsLVMlTZGdK22kPNhbN7rr/ptW5817/gl18fdnf0OJiNBkSjHcvSCOmnro5WZoU2GihUEgimZIM1Jms7FlbK0sxcbCbuu8/5v/ykr932Mee/cJfTPzjv3GbjdLJaji722nps2wxzMlQaKi2mQWpzUFlOKpuqEhEyk2pVZAxitXJhOzs4tTLc8EzX/+KNnvvm11u85kaecS3DEjva6O9pwhM0wt9RSMJVUihds6gkgkxzcKAtlOU0Wf/NHe7997d58ON/bffe77tmni2jTbW2HtlmOdRBB+UnZadANEOloYmmgzmY04lkM0xhmmaxGM07S+eV/dO7rr3x5zz9Na/wrH/2qzz7meydZlyYO3QshJAOTWiEQyWREuGKcqxQqEJx8RLfvscj7/9TD3z2Dvfc/VW53tgbB+NmbZy2VkMaujxqDuYYzUFHoI1FKCeRlYYaRKdwqKRCO1Yq6KAxR6qggxYqZ2IrIsR2cHFn1/KmV7nxX73T8LY3mlYrswXS6FhjUKKKRiaRTmLGrDRCGjC4olFotGOBcCwQTMEFjFhiWcSW6G5PTpkxKa2NGAXzSCFQ9IJoHExMM5/+rK/8wfv6wkf+3LmDA92tuz1RRHgqqCoRITN1t3meZaaDvTPO3nSLn33Xb3Lra9lN+0IarSQdGAk0GjPFh5RPAAAgAElEQVQCIzMG5UmpdCQ8Lvx9jUY71o6VY4lkSuZus9nQZdWYiqlZTzz4sL7rbl/53B2+f9ddHr77q85utnY2W6c2W7vryWqeDT2RbTOwHdhG6iB6NBRjDbJLRRPlJLJZzFSwHst6LHO2UHa3aWdisQ6L5Sn748J9WTYvep6X/tZ/5Zm//haec0PIpV6sRITu1t0y038ZimZar407uxoHlw7sLpds1nz+zv76v32fH/zlX9m5/wHPyNH6wiUxDPL0GRf2L1kO6eopabaZZrnYcXG5I57/XD//jt+0+o2386ynhZ2FtcEgDYhGI4pwRfqpq6OVWaGNBgqVBJIpOEA5NBttnWrMMxcu8aOHfP8Df+L+T9/hgS98xalHLnt2D3Y3M9u1irJetPXIekgdZKWh0nIm0FEqnNgiB5vNRlVZ7pyyWC1tikvT5AIuLQbPePlLveiNb3D2da/m536G686yGGw6LGNJJ0Gj/H2JaI+r8phMwtXR9GYtxgVRdNnUlkVYCLGd1B1f9q0//rAf/clfOPvDh1wzzeryBQc5WZ3ZdWnaNwcdFDqoQKdENNlkk010yibQmJMKJ5KVYm47p067FOHeg4sOzp7ynNe92s/96lvsvPpGnvdM9vZMMVq7otjJlaEdmWOrlZAGgaSTRqMdmx1bIKgu+eDDfP0e7rjTFz76UV///OcNly577t4Ze9p84YIlhi6H5mDONEWaI4i2nEs4maw01CA6HYlC6WjHSgUdVFCRSuhAp8pZ51pEyM3CxZ1dq9e+ys///juNt95iWu0qC4cGJGYMJlFNIwcinURjVgopDQhXNBqN9rhwLByZk300VlhMxKZEd3uyWtkqrY0YBFPS6UjRS8IV6w3bmU/f4a4/eG+f//PbXXtwoLt1tyeKCE8FVSUiZKbuNs+zzLR/+oyzr3u9F77rHdz6WtMqXRTSaEdaCLPRocDgihnBlMwYFEqgEWgEGoFGoBFoBAbJFp2OJAKJYMaMRqMca8dGLDeEK0YEczCjERgU02TYbFksmTDPfOdel757j2/9zV958Etf9v2//bLxwUe8YPeUZ+3sioMDly6eFzuDKdlG6iB6NBTLeRBdOlplOYlsFnPpYD2WzUAFoq2msJpYTelgU6x2XNhbuX81OP3zL/K6d/wz49veytlrwnLHoWmaZKbM9F+ELgrzrJcLm27z/tqpccmPHnbpjz7Y3/zgB1z44hddu9m4drl0/vx5nQuLM2edv3jRzjgIV0dHmYateTs5NexZ98LlM2e88Na3uv733sErXhJOLR0YkBLLRqOLQCThp66CVrZKaqOBQiWBZAoumS0MRpPlvGEuNhNf/bqHPvUZX/z377f97r3y4cuuX+y4Plfq8oHtwVoNrXcWtgPbdCQ7DU0W2VSWk8pmiNE8z+YqNQ42EfaHsN7dcXB61zN/4RVe8LqbXPvGW3jus1ksGAdzhw7GGGgEgkahPS4wtMdVoQhkIl0Vjf0NyyVZpvnAsEhRMw8/zF3fcvf7PuiRT90pv/Jtz4jR3nJw/vIjLsbW6uyuaSqHGnNS6CA6ZTM00QxNtCvKozqoSCfWqTvNyx0Xdkbra8+49lU3+rm3v9Xq5tdw/VkWo7XBLLWwMFtKyhWzOZmVQRoEnVTSaEwYEXQwJR00Vj1x8YAHHlSf+ZzP3/5R37/zb+08ctGZ9cZi/8Bet7FcUTrYZqpgm+nQci7hhDoxOFY62qGOUlEOdThSEqmFY4kyD2uDkNuFS6tTdl/zSjf+/jsNb71F7+4qo0ND08GshDL0TCc5IJ1Ue1y4ov1Y+Unp7+pg7dgCw4QiutuT0ogyKbQB0cGUdBJo5iWDK9Ybpi2fvsMX/+B9ffHDt7tu/0B3625PFBGeCqpKRMhM3W2eZ5npYO+MMze/3gvf+Q7e9lqbVbokMDplMEikQwOiMSOZkhmDQgmplZBaCamVkFoJqZWQWglpUExohGOJoINZKjQa5YlSYoVoCt3MWmRoxxIDuibZrki6aEwb7rvHhc993l0f+bgH7viS1Q8fct227MxbMU9iDJVlG+lQ9mhoFtMglTlaZTmJ7DJW6WCbTMmcZDNWGmfOLk45f+myOVOdOeX+nlzeW3rV237FDb/3L3nJSzl9JvxYd4sIh6pKZvrPVhfrDYuleUgHNdsxGDbFV77unv/zPf29D98mv3evs2Z7q6WLB/vmYTTsnLHZbC2FUK6GKSfTTjHN9rZL23W6NKyc/YVXevG7f5dffzPnVnHJoIwW2HHF7IpyJJPwU1dBK1vl0FLSqCQQzMHabBSWtmy3rCcefMQjH/qwO//og/IbX7N74ZKcw+6wMFaaN1sRYVyubJUOGhUtEU20Y1FOKpucQ4wDkR7ZbvxouzadPe3cS1/k7Mv+iZf92q/ywp/lhmczLjES4THhinIsCdqxQjoWrmhE0YVGEIl0VTRmBIbStRUxsZ7VJz7pO3/2Uff8yUc97cLa3sV9w3qtl6F3BpcXZarZWCmaDuagpQqyCQxFYCg/VjqY05HodFIVab/5kbB43rO88E2/7Llvv5VXvIyze4wLB1IhkVggTNSsqxhHhRRC0kmj0ZgxIhFsu3QU0kKJect25uIlvvQV37jtz339Y3+p7vme6zucmdtyLtmlgynTlMyRDo1VwpPQg0MdraNUlA5XlIp2LOhEyk7RgdRRpmErhdwu7C937b7mVW78/Xdy6y3s7hJJOxZMSpgNyrEF0om1f1iUR7VHFRKFdGiWWhuqZaRD0d1OrP1Y6SilDa7oYEo6CQrTggHDds00mT7zWV/8v9/Xl2/7mKddPtDdutsTRYSngqoSETJTd5vnWWY62Dvjmptu8YJ3/SZve615J10QwtKuwUI6FI1GoRAYmYPBoaKTKDqJopMoOomikyg6iaKTKMyeqD1RCE/QaLQrkmSKNDnUWolq0QwRUgtEJu1Id+luESG6mfe5eIm7vu78X37KvX/xSRe+crfFpYtOj4O5JxVljnRoqNHQLKeBKHO0ynIS2SXMDnVQwrE0VMpOi8XC3FyeN2o52q4Wzs9r17/geV7w9lvt/YvfMj3/BbFYLBzqbhHhUHeLCP/ZqmJ/zWphGkdbLDFcWDv/gdv6G//u/daf+awz++ft1EaMZR2DbQ7kjpDGKtnlatgOk8vLtVE4e3khtwuXa+ng2U/3nN/+p5713/4uL3hGXIhBGw04hZhRRWBIwk9dBbMyKYeWUrii0pGgg0kbzWLecuky995v85nP++Jtt7v/rz/pBdPa6WkyR9p221aYOwyLhcWwNG+2ssl2RTlU0TroKNlOLJuhUkTYZjgY0+bMntMveoEb3niTM695Ja98OWfO6GHh0txyWjq1SLYILOiYhENJJ+3vCwStlNJaCCmFdNU0glkZbHnoYQef/5Lv/4ePePDjnzZ88x7PGpeWyaXNZfsxidNL08B2vbEzD4ZKc1JBSR1Ek8hiaFeUQx1lTuYopKFSOJn1kA5O71k+9wbPuukXPfPNv8Iv/DxnTuth6dLcxkiKRTMMSMTWZHZoNCLpJGiUY41wLBGKedLzJKIZB+fnrd1xtJhnLlzm81/ywEc/4f5PfsZ8733Ghy7YnUp2OTRlmpMp0qGhSziZbKId6SgVpaN1uKJUOJKdokN0GmqUHbLSlOVgMesM42awv9q184uv9rJ/9U5uvYVTu4THJZMJs1EhsUA6kUajEQjHglYKrZRHNQKNMGCopkMHlaMJ0d1OrNEIRKHQdFBJpUOFaUFinNdMk+lTn/Wl97yv92/7mOv2D3S37vZEEeGpoKpEhMzU3eZ5lpkO9s44+7rX+9l3voO3vVbvDC5KaeGUUTTCscaMQmCkg2gnF2VWWgs/KYXwY41Go9HoZGAa2CCRGJCuqNLTLBcLqhwZEqlRrpi3hs0BGWwmvvEd+5/4K/f89aec//LXeOhHdqfZ0OVYOhSdhgq0Q5XlUHtcINuRaI/pcKTCFSUVWnToICqRjqVLly45d801Lm3W1j05c+21Lk0HDqZJvOhnvfZ/+1/kjS/jWU8Pw2CqMHdYZToStEMl/Fgn4amv/cc1thND2g5EpHEuvvYtX3/P+/qHH/6o3e/c43qTedq37a15tbQWah6txqVhO3tUR3lUINtPqHCs02OinNSU5cH5or3V0rXbpVN2rKfB/SNn3vpLXvo/vJvXvsJ6XMRsNGBVKEQRiCT81FXQyqwcS+FQOpSOdU3SxDTxo4fNf/FXvviBD3noji85ff6Cs5cv2hsHvVhYd1lHqFyoudU0WeVSNkOVRKGjzVkODV0OVaR2KEUztMfMQSUVJZtohi7RaRxWLm4m+0MYn3m9a1/+Ys+5+TXGW17Li3+W5cByx9pgNhqbZWPCFnvMJomQdNKONcKxQNDKrBQSgxTSSbVyKFzR6UjQjoUrGu1Y0MEWjcBYJWNmszHd8QVf+6M/9cjHPunUd3/omvXGYrvWyxCrweWYXdwcmOfZYhjtWommgznoSI+KZijCodJBRamgwpGhUmAoP1YOzekJ0lC0NGeYkk2m86uRn3meV/zar7rurW/ihmeyWLC3Z8qFGSOGQqMxUDammIXBwkinI0FjRnlcaNltCHTRTReZ1hEaq96KSwfMzfcfMN32EX/7px924WvfdHoz2Z0mY7VwqHQwBx0eE004lpVE0UmUQxU0OhyJZqySKHSWinaooxzpFMgOUWnoFJ2ywxxtPZYaQm4Hl1e7dn7x1V727t/hLW/k1IpIjwmmKKUszEJiQDqRRqMRCEc6KKUdK+VQI9AIDBgaczCGWVor0d2elPa4KK0UBkknM4pp6chQa7Gd+Os7fOU97+tH/vx21x4c6G7d7YkiwlNBVYkImam7zfMsM+2f3nPq9a/3c+/6Ld5yM6uFfQuD0bLQGJgdKoMrZlckA43wY41AI9AINAKNQCPQCFr5h4R/QDvWrkiCDsqxdCz8WPtJ4TGNaExoDBPTAY/8yOaLX/bNP7rNt2673TUPXfT0XNgZ0naabLLVmLZdpvXG7rAQaHS4Ih3KYmiGIpBdKugoczCnn5BNBdnp76pAp47SkSpKS5cW4YZfvsVz//Xv8+obTZkx7ZwT0mp2pAfKocmgqaBHkg7C1dWOhR9r/98UgjYJMwdb0+0f67v+j/e5/Lk7XXPxst15MuVsO7DNUNKiRllhKDqYkzlaB9EMzVgM5UgHc1BBR4j2Y02Uk2hpf56c2TutLl4U29mZ3VN+1LPLL3yup//amz3/f/4f9WoVMexS2G8G7LaNycIopJ+6Gooqgk2kCzbSjsQKtVk7FU3PXLrIHZ/3pX/7h7592+2ue/CiF5y7zsHBZXPQQQUtdbgiRTsSTbbHVJZD2WWs0sFmSHOkrMFYaTURneZkvzcOFiF20hAt1hs729mYK5vY9YPt1ub6c57/Szd50T97Gzf9AtecRbNzikh/V3uiEg4l7R8WHtPKo0I6qVa2SmJsVBJIJqmwQMyYUOiN6dTSeezbd0Y428F6yxe/4lt/+Kfu/tMPW977Azcsl4b1vjCZs81JOzZ0iKaNDlU40h4XjmU7UuFIe1x3GDssu41a92yKssnZHGnv1CmPPHjeOA1On73W5cXoh9u1zbWnxT/5Ga/4b37PqZe8yO7znsdiwRBkamnGgHBFe1yUdiwkjfCY9veFR5UjjUanYxORVLHd8u3vqm9+16fe+34Xv/xVw/0/cF21U9PGOE+W2bbRLi9G62qBhdTbSW8mu4uV06dO2d8/QJuzzElF2SaVRLOa0tCOVJT/mOx0KNoVqaNUlIiBaXB+Z9fyplf4+d9/p7j1FnZ36IUjhWBOGoMSDqUnpf2kcKQ9UTlUSBTSsXBFJ0GjEN3tyWhEoxFljjJraTBIMWFmXtHI3sjNlk/c6e73vLcfvv125w4OdLfu9kQR4amgqkSEzNTd5nmWmS6f2bPzhpu95F3vkG+6mdXKxsIgDZNjI5NSyqANHY7EqBH+ESvMCHqkTAZbfvgDl/7mcy586gu+9v7/YO/BC3YO1nbHkWXa5my7SOM4cmkr0OigpEQ0QzEWgexyaM4yB3OWjhSdTmo9MFx/rZe/8zf5jbfxM8+P6dTTzch9FiO9YHZoa0BU0CNJB+HqasfCj7V/WCPQCD+htyVs6Jlvfdv33/+B/s4H/kx++z7XT2XsyWZo24FtDA4t59FQRIcONgNzIFo2YzEWQxGoYA4qQofHRDdRTqKl7RROn9oz7V8Q27Uzq6Ufrvedf+Z1zv3SG7z8f/2fuOG5YXmaxoSRaVk2JiujQfqpq6CLqYnZdhwcGGzRyko4bWa7ZX/NHZ9z1x9/0P2f+KTTDzzk6QezWG9sxsGc6SSyy1ilg82Q5khZg+y0mlI2FfRydLBsm9qYpq1lz87GQow7fjCF/XPnPPM1r/Tif/52XvcLXHOGnaUelg5Fox0LRNkohxZSSFfDrExKaMsOGp0MbKTGiGHbVDgSZVqmhzE58HRt2Mx85eu+9ce3ue/2v7S47wfOXL5sODiQWTpnc9BRotPQDBVIc6QKJzb0IKtFzVLpsVW2OR2Z9rdW445F7rpY4f6a1TOv95xbXuPpb7zZtW95s37G9SLCoaqSmQ5Vlcz0n0xji0AyB5KhMRXnL6vPfN7XPvwR3/3EX8vvfd+Z/X3ngr0s62lrPS5shjRGGoZBdDDNhmIRqaYZraPMyZRlm0wD2aymlO2ESjYRoeaFR3Z3LG96pZe/+3eNt96iVythRaMQzEljQHhqiu72ZDSi0YgyR5m1NBikmDAzr2hkb+RmyyfudPd73tsP3367cwcHult3e6KI8FRQVSJCZupu8zzLTJfP7Nl5w81e8q53yDfdzGplY2GQhsmxkUkpZdCGDkdi1Aj/uNVEOjQTM9lMWx7+Ed+51zf+zR965LNfsL3rG85O5fRqZerJfk5ytRDrSTYVVFCRDmWTTTZDecycpYIKR6JTOJlt8qOaXPf6X/Tc3/kN5972Nq59Wkwxig3DSCezQgltEPToMeGppf2/FzQ2+wdW48BmbfrIx/uz7/kDl+/4ousuHdjbbg09mbNNyZSDQ+M8inakkjmocCSbscrQDOVIRZqDDuZwJBFdwsm0tJ3CqZ1dtb5kmLdOLRd+sL7swb1deeNLvPa//9dOveENnH1amJpFMDANZWNrZWGQfuoqaEdquxXDoIa0xeX5smWG05KDLX/7Zff8uw+660/+THz/fs89c9pucuH8ectx5cnILocqaKkj6RCOdYVxHImy3W5VlWFIYw4uD6PzZ895+qte6SW//jZ+5fWcO8UibXPQw9KAodGOBaLMSmOQQroaWtkqiVFSrkiCKSgkejtb5EAj2pxtHYy2luuJe+7zvQ991J1//B9sv/wNNxhcm9TlC4ahzdmmpMMVIYuh0qGOVOFEhmIVg2marGOyGUosB5ksi2EKfXmyWO3ZxsIPou0/4zo3vOG1XvLrt3LTqzl3jsXCoWmaZKbMdKiqZKb/v1RRVcZM5mI7s534zB3u+ejH3P+5O5z/+t1WFy64Jga7TUzEkLbJNloNQYSYS28nOzEamlAac5Yp2aYji0rZTqhkExFqXnhkd8fypld6+bt/13jrLXq1ElY0CsGcNAaEp6bobk9GIxqNKHOUWUuDQYoJM/OKRvZGbrZ84k53v+e9/fDttzt3cKC7dbcnighPBVUlImSm7jbPs8x0+cyenTfc7CXveod8082sVjYWBmmYHBuZlFIGbehwJEaN8I9bNYHYTNSG5YgZM+fPc9c3/fDDH3fvhz7OPd9zdipDz/Zjq8yWMYhmTjpoj0qHogmP6yiNCrKJTuFkpuTyOLhw3VnP/NU3e/l//U5ecmMYFw51OFLKrBxKaZCiHAuEp472uEAj0Ag0Ak0HsysOLhmN3P9D3/u/3ttf/MCf2Ln/Ac9Q8uCyocucbY7Q0qHo0aEO5iikR0UzdAlkE01LFVRSUVqijEU4mZamOa0WS7b7Fj1b7Sw8PG08uFjYPPvZnv22t3rpu97FC14Qqjm1INmf1wzsWAk/ddU0Go1ElLk2ct6I7cTd97jvAx/ynQ/8ubj3ftd0CbPLsZWZljPZTqwdG9qROZiTKelgEQt9sDFuWS0WYlg4MDvIcH5v5ZlveIOfu/XN/NLNnDvNIvTO0sbCVtmRBkShEchJo5BSSFdDo5RDgys6HQlmNApVZZUpXDHNKHJgu+GHD7nwJ3/m8x/6sP2vf8e585fsXjywM2+cWo4mG1O2KZmT7BDNUOlQRTqpodhtNjU7P2xtFliOFpF21mU4aLuLPRe3kx8tRouffZ4bfuUWN7zll7jxpZzbQ6rFSnc7NAyDR03TZBxH/6k0NhphxOCKbTOXYzPVXLrI975v+5nPuPNPb/PAl77s1MHGdTNn1+xEuhyz8/PagZKrhcwUU9mRxpmxy6GOMgdTOhKdwkmVbCJCzQuP7O5Y3vRKL3/37xpvvUWvVsKKRiGYk8aA8NQU3e3JaESjEWWOMmtpMEgxYWZe0cjeyM2WT9zp7ve8tx++/XbnDg50t+72RBHhqaCqRITM1N3meZaZLp/Zs/OGm73kXe+Qb7qZ1crGwiANk2Mjk1LKoA0djsSoEf5xa4Qr5qKbIYgya8N0mUsb7rzLD277C9//2F/ZfOO7dtb7dsa0GFpVqSiHOpiDDnSqINtjKlyRDjUCQxFOpoLY2/Ot9SV7r3qF1/ze79l90y9x7bVhHM0Y0MpGmR1Ko7QsFAaEq6f9pPCYRqARaAQagVk5sLFXuDTxF5/uL/zv7/HDz3zOtdPW7rSRtiiPS4faqIM5SkUZOmU7Eu0x4SdVUFHmSIcWRbYTaakNhkjDdiNjNizSfnB+XLp45rSdF7/U6//1f8frX8siondHa23a7ttd7Eij8FNXSyMahWlibHrD/gH33OP7H/yI7972F7Z3ftVzFzv2dlYeOP8jP4q1U+f2jAeTsZxIY45BNotqlGkom2Q9lg72Frv6kQOnpsHe6rTLXR6cJ8Nzn273ZS/2kt/+LX7h57n+Gpaj/dqI5Z6tFFhigSg0AjERNEIiXS2NQjoWrmhH5mDCpLWwwLImUdg25y/ysb/y9Q9+0Nf+5tOur/DMYWl+6CF9+bLTZ3bs98Z2aFMyB9EhO2WnbCqc2FBlWWVrdn7FZgwxpGFuO/tYk8sd+zu7vPj5nvOWWzzj1jfxkhexWtHBuCAHf1d3m+fZOI7+U5mwb9LCjsECUSg/VqwvsRzZbvnhAy589OO+/def8fBdd9t+6x4v2Odsh4NluGhyeZjMYxrH0SAMB5NFsZjJdqSDOeigwpNQsokINS88srtjedMrvfzdv2u89Ra9WgkrGoVgThoDwlNTdLcnoxGNRpQ5yqylwSDFhJl5RSN7IzdbPnGnu9/z3n749tudOzjQ3brbE0WEp4KqEhEyU3eb51lmunxmz84bbvaSd71DvulmVisbC4M0TI6NTEopgzZ0OBKjRvjHrWsS0RgIZmlGOTTZmbdcPOBLd/vBhz7s27d91Pqb33F2npwdR21WUR7VQaGDDkdK6nCsUziWTTThZCqw3HH/+oAbnu1lv/FPPeO3/zkvfEFYDqYYjEIrG0yYpRGnZhQGpKun/aSg/aRC+vtKmW0ta+LbD3rkvR/su//9B8W99zuTs+3BRcOSjpLlSHYilTQNZY5yaFFkk50OVdDoIJrwqFLBNh1ZVMp2Ii1FLkQzTltdkynLvFxYD4NHjBbPeo6b/+W7DL/+Vp73tJiWg31lrNlurpB+6uqZZzKJxnrLWGzXfOtbNp/8jDv+zfuN3/6enQcuOJdpWC5crK0LY8nVaLGdjOVEWppiEFjOJcymoWyG2Xp0ZFGMB5zpHRErP5i3Lp/d9Zxffp0Xvv3W/4c9OH3W9KwPA3397vt53vc9fbrVrRXMvtjIAoSByDQS2JIjs5oQxRBNEjnlqvHMVGrm35j5PB+TqowzrilPYhWyMcZgxGYaGRlsY0C2WSRAEosEElpOL+e8y3Pfv+lzTmykGuZLq0iLMdfFL1/PkQVH5tRqqdiTiqpgjhHR/VCZpEOhoLiYEt2hgkgkglWwxqQbdMcSq8bpDV+5z8O/9589/rdf8fj9D9pu6crZ3KJ302ZPlm5d01SYCi1CZFGSoRf7erhgJbvSNlpNyzFsapGZ6lSMU9WyODfMXPa6V3vRO3/F1i+/kRe9gLESA3VE8VStNftqrX7cJqx0TSrZbalqFhKBQExy2oi+Yeo8+gT33e/rn/q0b9z5KVd+5xGXrCdmg1wMNkNY9rXMNJRiaAydoVOTSAcySLRCDxeoK0lE6G20s7Uw+8XXeOVvvNdw8w1yPhfmJDqCVkhUhGenyEzPRCISiehadE0qqqqICY02J1Fyraw33H2Pr99+Rz75qU85vlzKTJnpqSLCs0HvXUQopchMrTWlFLvHti2uP+nqW29RbjzJfG5tVBV1cmhg0nVdlWqGAzFIhJ9knc0G3aaEVmdSsS8woGaKNrFe8uWveuSTp3z303fLex80O3vWYqgiO9GVdKAHGakHiRYho9gXWZQkstgXuguVmBRtvrA7jI7/wqtd82//Jb/0RrbnkaUKxb4V1ooNRhzraBgQLp70dEE61B1KhB9lwkrdbLjrnrz/d//Qmc9+wbFze2qurdpSG7seXU1qEr2gaFFMtWvRFd28MbQisshgXelBDweGTu3O61rpNtV5xdCKcGFSkUJgS9Haxm5OymKml8GTy8ns6GVefNMvueq97+Dka2J9dG6p2tKNBrIQfupiSHojKpLIDesV3/mO1Sc/7aFTn/HI577o0k03m7qcNlqtcjbKEja9GRC6C5GKFpUshpyIJmPSSprqJBLLNMZMzZm9OrO87FInfuGVXv72m9Q3vZGrrtA1U61ymFtjQmKOOYZEOhSISXOoKEJx0SSCCR0VNdERrAprbHSjybFMzk184RvOfOyT7v3Ihxw5d9Z0ZvEhGxIAACAASURBVFdZ7jmi2BqLKGnVNloNm8oUYV/JIrIYerEvo+vhAnVTLpVaRYTeyRbSoM627G1vm1/zci/+1V+y/fZf4XlXUUfL1i1igZDZdempIkIpxY9bw0ZH17ObG5RetNb0oIxFF1rfE6uNxVCZktUkv/BF3/zoKedOfYaHvme9t7S1mBnHwbRem6a1YRiU4kCgdiKLmkSSQQtacYG6kkSE3kY7WwuzX3yNV/7Gew033yDnc2FOoiNohURFeHaKzPRMJCKRiK5F16SiqoqY0GhzEiXXynrD3ff4+u135JOf+pTjy6XMlJmeKiI8G/TeRYRSiszUWlNKsXts2+L6k66+9RblxpPM59ZGVVEnhwYmXddVqWY4EINE+EnW6Y1grZtiQBUYk4rW6W1tNiabFd940A/+5GO+c+enLL/xoO3ezFpXs4ukpvO6fa2kVki0CBQli0hqL/b10j0Tq3Vz9MSlfnB6z/o5l3v1b77H8Xe9jeddEba2yEoUK8UKa8xxrKNhQLg40tOFA4nuUPqhcKg4FDa0Mzxx1u77P5n3/pc/srjvISemZt13TbVZz2ilGzq1F7UX+zal6KXblK5md2TDrBWRxVTYG1lVUhG6WWPo1Oxa6TaVjppFZHEhElNPRTg2jKbszubGuHXEENWZ03vUhWOv/Hkv/O/eZfauX9GuvCR2DbYVJQOF8FMXSSZtohair9h5ks/+hW/9/gd959RnXLFKs7aRtTBUrVatpdKICD2S6C5EKtLo0EQ0YkIqOSkY+qgNc2c6545sO/ZPXuOad73D+OY3cMVl1CqHmQ0mNIcqAjPURCIcyOg2un2jIhQXTUdhQkNFTaKhsMJUmExGa0f2Njy+5E8+40v/5X3Off0rjpssSjXL0DdLbbOihjobraLrQRcoai9qUnuxr5WuhwuS0W1sjCUMvegbpolpPtcuvdS5K477hX91i6Nvuo6rX26qo6U0szBLcpViHoT/l8zUe1dr9eOSuqlNmmaoMyFQJDoSTVOEuS4ymTqtc+YsX7vXA7f/vifv+VuPf+shJ2Jwola5XImpm2/N7E1LU6GHA7UXQ2foDkyFVlygriQRobfRztbC7Bdf45W/8V7DzTfI+VyYk+gIWiFREZ6dIjM9E4lIJKJr0TWpqKoiJnTajETJtbJac/c97rv9jtw5dcrx5VJmykxPFRGeDXrvIkIpRWZqrSml2D22bXH9SVffeoty40nmc2ujqqiTQwOTruuqVDMciEEi/CTraPY1VSoqoqM7kJV1MFmb9z3DesP93/LER+9y/5/e5bEv/q2XHDtuOrtrc27P5dvbcrO2t3fOsRPH7a2XWqFFoIgsSlJ7sa+VrocLlr2gqGW0szXymp/1+t/8V+Kf3sA4hrKgVGvFCmtU6UQPGgaEiyM9XTiQ6EiH1tPaWAclCtlFUkqhb+hn+NLf5jd/9499/87PuOIHu64cRitLZ9vSZqtopau9KMnYin0tiql2MaMv145NxVYfTFPXx9Hu0cHp3OhDNa9VPbuy1dks95TK1qWXePzJJ81mCxQXIpFBJEMng3UpMqg9lCzGmDt3/Kgr/vnNnvuv3801L4lVzMyNTKiF8FM/JpkpIuxrrdlXa7VvvWnqWOWGYVpz9rT+l5937wf+2JnPft7RJ3ccmZqi2RuZIqRBzWI+hUimknrpLkgWYWbTJmuTGFkMYRZp3Ju01driyDGPto0zlx536Rte72W/9jazG97AFScsW7eYH5XoaA4lKgI1PU0GTdd0+wZFVVw0HYU1EhU1iYYgKzurXVknlw6V02vto3e5//2fsPPFvzHsPWbeN0pSsotEdBmpBRmh21eUpGRRO7UX+6ba9XBBMrphVpzdOe2IuWNHL/XEcunh3px4w+u87NduduIdv8KJo6ajR7WYCYPaqelQQbhIOg3RKUXDpEh0FAwYnJfoHR3pwHrFFz7v4Y990lc+fhfffcxzNxzbpHnv6qw6Y2U1sKpkUDpjZz4VganQwwXqoqdSiuwzO1sL43XXuua29xhvvkEuFsKcREfQComK8OwUmemZSEQiEV2LrklFVRUxodNmJEquldWau+9x3+135M6pU44vlzJTZnqqiPBs0HsXEUopMlNrTSnF7rFti+tPuvrWW5QbTzKfWxtVRZ0cGph0XVelmuFADBLhJ1fqumZfVemFhnSoMFWmoGG0MssNu+f48r3O3fNVX//gR+19/Vs2T+y4dJg5GqGuN6JNenQ5FD1SK6Gj5CCS2ot9U+16uGA1B9m6QfVkTeuXP88r/+W7HX3327jqilAX1NFasUFDxXZHR0W4ONLThQPNoXRomjbGYVSclymEA9OKc4958oMfyq/f8RG+/G2Xn1m5pHWbkqaxOTc0U6H2oiS1FyVpUbTS9bEbG0f3mE9Fz3C2picWLI/M7La1xTg4stuciFHsLfW2sTix7cxylzKguFAZ3b7aix5sSrFvbKF2ovF4rY7edJ2f/81bedPr5dZWxGZkmBEIP/XfQGaKCH+v9y4VNTtndvnCPe7/8J0e+vSfmX3vEZdHKtNaK82mFi0CxdCKWasimUrqpbsQpRfZQp0vrIZub3WOaWN7GBw3KlmcXq+du+wSR0++1kve9Rb1jddx1eX2ZnNpNFfUdCDDP4j0dEGi6xq6LhSDorqIEsGEhsCYRHeoME0rw5Bs1nzhyx54/5949JN/IR76nq1xUnNjXyCj29eR4R9EFjWpvaidkkViql0PF2yzWdmazS1iYTfTk8Og/tyLvfCdN7vi5jfxop+x3tpS6kIY1EQjEYHq4uloHZ1atMJG0RwaMEN0dIcCtWuoueHx7/OV+zz4sbt8+xOfdfQ7P/C8OrO1bk6feUI/Mtgbu+XAVKjJ0JlPRe20Qg8XqIueSimyz+xsLYzXXeua295jvPkGuVgIcxIdQSskKsKzU2SmZyIRiUR0LbomFVVVxIROm5EouVZWa+6+x32335E7p045vlzKTJnpqSLCs0HvXUQopchMrTWlFLvHti2uP+nqW29RbjzJfG5tVBV1cmhg0nVdlWqGAzFIhJ9cTbfSVcz7wAYNgYqBs0mpVAwm1Ybe2Cx59AnLD3zCX73vg564/wEv3D5ma3dpvmm2a3Hu3Bl1MWhBK2QgB7VTskhMtevhgoVBTN2ss9PXTl9+1PNufpOX3vpuXv86xq3IYW4qg4aOAbPEZsM4Ei6O9HThQHMo7Uu9d7NSSXKahEIU1rs8+LX82n/8Tx74+N2es+Sycxvl3FKdVbkozsbGVJxX1KT2ItJ5RSvdsq9dslg4erqp61TnWx7ta9/bYnze5VYDQ2d89LTLspqt1jZ7u2bbc3ttQ1Q9igvT0R0qUtGiIMxaqklRfG+zp73ixV5723sd+fV3cemloQ3M5gTCT/0YZabMVErxdB2N5YYvfc23P3Cn+z/6ce3b33G8dse25jZ9JSPtqxlKL0oW0at9GamX7kKUXsQUhq255Zh210t9s7E9zGz3wSbZCS5/w2u96Nffzk038NzLnS2DpWJmtI3a/X8LBImO1HUkAqMiXESJoKGhIFA7EusNA9qahx/22Ic+6isfvFN+5QGXJqU2WSZ/rzuU4UAkBbUXJam9KElJElPterggJZn2No4cPWateDQbL3+xl/3azZ7zrl/hZ19iKgMGQx9oSAf6SAsGhIukY9MdGGiVlaKhYsCsoyERKGRlhTCZW7Ja81df9uAffMQTn/5L2z84bXu11pbnWAxWw2RvYKpdyaJ0Zp1I5xUXroueSimyz+xsLYzXXeua295jvPkGuVgIcxIdQSskKsKzU2SmZyIRiUR0LbomFVVVxIROm5EouVZWa+6+x32335E7p045vlzKTJnpqSLCs0HvXUQopchMrTWlFLvHti2uP+nqW29RbjzJfG5tVBV1cmhg0nVdlWqGAzFIhJ9cE/Z0FUdaYYOGwEiO7KFgRE5r0TfKSI+iTmv+7kEP/Oc7fPWuP7c4fc7x3Y1Lpo0j6OuVLGkqXSu0oGQRWdRe7Jtq18MFyx5KT/MezvWNx8dm8epXuObWf+HIO97KFVeGcUtTdBQURJLTWgwzwsWRni4cSHQ/VBCJpO8tlToQlSd/wGfvyr/+7d/2yN/c50VHLrF1di3P7dqajaZI69pNhRbFvtqLmtRetNLtTLuuPHbC1s7GsErjsUs8NO15+MTgimuvdtXLXuTMo4969K+/7Mjppct6aLu7cgzr3kQd9HCBOrp9GUUadKEkY08lGcfqsWnliUu2vORXb/KS3/y3XP0KhjHM5oSf+jHLTPsiQmaapkkpRY1ks+Jr9/ruH/+pB+/8tPaNB1za02yWNjba0JCGFoZO7UXJokeR6KW7UCUZjdbTZDUQ81Epg7bpckrLYXDFL7zSS3/tV3nrL3PVCefG0OpRqeg5ORGD6A6lQ+FQOJBBR9rXdRSHqiJcfM2hRKAmErt7lMLuOf3Td/m7P/qwH3z+i44/uevS2WjVlnp0GXRkkOG8IrKLLGpSO4Hai5L+QStdDxcmi1mdOztNTg9VvOhnvOAtN3rhr93Mq3/OepzrqsFg2KAhUZlmNAyoLpKO1h2otMJG0VExoHY0JAKVVlghdYNmnmt2VvzV33ro9z/km5+8y/zxHc87fon18owe3aZ2rXRdsa8mJYkswoXqoqdSiuwzO1sL43XXuua29xhvvkEuFsKcREfQComK8OwUmemZSEQiEV2LrklFVRUxodNmJEquldWau+9x3+135M6pU44vlzJTZnqqiPBs0HsXEUopMlNrTSnF7rFti+tPuvrWW5QbTzKfWxtVRZ0cGph0XVelmuFADBLhJ9eEFSoWHRt0FIy0QkPBoJPok17DWliY2Nnjc1/w+fd/0Hc/99cuP7tyfLU221s6sbWwmna1YF27DFIRqL2IJIMeLthm6moUW5G69ERfWT/nci9851s8/9ffzateE+ZbUtEnaqKgdq01tY4umvR04UCiO1QQzku0ZD0xjEydbz3gid/5P/KBT3zC2ceedMWRbc7sqZvJ0dnCernLUE2VdSkyiCyGVoydHt0Tfc+lxy6x/URTNl3dPuY7sfbkCy/1kl++zovfcpPlV+71hd//kM03H/L8OjOumyyT5bQRw+jCdUXTgykqOSgZSlIz0a1jMs2qx3t35Gd/1i/+xm289S1cdmmsI8zG6qf+2+m9670bhoHNhocfcvbDH3XPH37E3r0PuqoXlwzF1Df2pj197EI3a8XQqOlAi6IVz0hJZsPo7Nmzso62jh+36umxvaV66WWOvPxFfuFf3sIbXssLn8O8enKzMRuPGZCtm9dCdhSyo6AThehS0XXp7xWBgnDxpe5Qsa87VBAdqzXrNV/6Ww+8/488eNdd5o/vuDxC3UymSIlWSLTiUBahq70oKJ2Sfii6Hp6Rror5UY9MK/35z/Wyt/6SF77zLbzqFXIxd04YzcwTK3RUDEyVhgHVRZLI7kAh0RyqCOd1ZCERKGSwQUfXLTRlPXFuxZ9+xhfu+AOPf+nvnFhPttcrY2+KrkfXgqnQotg39qKkC9RFT6UU2Wd2thbG6651zW3vMd58g1wshDmJjqAVEhXh2Sky0zORiEQiuhZdk4qqKmJCp81IlFwrqzV33+O+2+/InVOnHF8uZabM9FQR4dmg9y4ilFJkptaaUordY9sW15909a23KDeeZD63NqqKOjk0MOm6rko1w4EYJMJPrsTGoVmiIxEonXBedyCLQ0UGa4yaslqxc9ZjH/64ez7wYcODD5s/9oTZ2XOee8kxy82uFt1UuxZkFJHUXoRnJrFp3VDCLLohwjq7x2fV0ZOv9+J3v9P2O97BsRMhCxPWGDHrJk01ChdJerpwINFREM5LdPQkg45zu/ILX8gv/G//q+Fb95uEOhbTcmUrihN1bnluV63VVFjVogUlB0NnPtEKZ2bNvI4u2elqC8th9P0tXPcKV7/1zU686+189V5f/I+/69G/+Bsv6IOt3mV067YWUV2okl1oWmFTKjkYWlWT0GR0Z/qu2dEjzm6a1dETrnn7O1z5b/4N17wsNuNgCMJP/bhM02QYBj/SuT0+8Me+87FP+vrnPm92bu3yca6sN6a2VoaQ0ewr2dVOQSQZdGQUPVywsYT1em1Rt+Rs7rHlxs5YPPeNv+hlb7nJ4m03cuIo21tWqlAMSZlQUBDdoU4WoqNINHQ/VBXVeemHwkWRuq7bVxUUiY7E0DurxoPfsfuRT/rKhz5s796vu7ykrehW586ajUf0oBV6FC3oQckQmQoiqd2BHmSQ0e2LJFyYVal2ykx/7lWe9+br/Oy73sbrX8X2wp6imKsoG8qEggGFFl2iKsLFkei6RKAgnJeeLpxX/L10qGONEUPvrPb47kPO/sVf+uqH7vSduz7npcPc0c3G1tSJbl1YDaxqkcF8Kkq6QF30VEqRfWZna2G87lrX3PYe4803yMVCmJPoCFohURGenSIzPROJSCSia9E1qaiqIiZ02oxEybWyWnP3Pe67/Y7cOXXK8eVSZspMTxURng167yJCKUVmaq0ppdg9tm1x/UlX33qLcuNJ5nNro6qok0MDk67rqlQzHIhBIvwES6QDU6E5VE0GSWLTkDKCYU6ESKRDbUXr3Hu/73744777iT8zffNbLtnbc8kYNn2tlW4qXSukYl/tRaB2woVJbJKxhpxW5jWMMfh+W1u9/MUu+9UbXf2bv2Fz1fNjNi7YYI0Bi26tGw3CRZKeLhxIdBSE83rSkEFHcvYb9/vunR/N7/+Hf+95y3OWs8GyNr138wjHpqKsm6qYCntDMRUiB2NnsaEVzh0J6/Xa5XuDrVjYkXauPOLKd7zZS9/9T7n2lTz2hId/53bfvPPPHH9y17i3JyNFpOjpQpXswkYrxaZUcjC2qnZEM9XJubI2LOayhV2jS6/9J37+ttt4xy+bFmNUhJ/6cWmtqbXa11pTa7Xv7Nmz6te+4Qf//j/Z3PNl33vkYbNhNK+DdvaccdNdsljoU5ORptr1cF5XO0N2sphK0YoL1GV0o8E8Z1Ybzo6j2Ste5sX/4u223nEjL3quszVMBjOjI85bYo055t1aV1GkEFLqQkMiEYrAqIhEd6ggXBSpa7pAVcgig4aOWe88ccbZT97lwQ/c6dyX/sb2zpOOmrRYy6kZzFH0oEVohbSvCF0kJR3oQUZqQSvdvrFT0gU5N4zOXvUcL7zxTV7ytpt41c9x4pgcZtIoFIGeTOiVgqIbdNm7KAOKi2HCCh0z3dx5Dem8TkFhQlPsq4rBeR1JR1R6py3PmMXEI4/63kc+5qvv/5DF/d915W5zyWpSs1sN7I6cndGjmE/F0F2gLnoqpcg+s7O1MF53rWtue4/x5hvkYiHMSXQErZCoCM9OkZmeiUQkEtG16JpUVFUREzptRqLkWlmtufse991+R+6cOuX4cikzZaanigjPBr13EaGUIjO11pRS7B7btrj+pKtvvUW58STzubVRVdTJoYFJ13VVqhkOxCARfoIlGgrrwoTUDbq5pCOdF5SQUWWSjdpRkBtyYtPlZ//KZ3/n95z70t95wbKbnT2rxqRHtzd2m0qLoibjVNQkdBcqnVdCRFivzplHcWSY+cHeypmrLnP0+uu89t/9Fi9+KcevCPs2qBiZIlUhXCSJdCgQXXOoKCKR6Ahk0hvLtSdO/Xl+9X3vN5w65XnRnB3CXq4ZK5tmWE6O1hk9tShWAy2KfWMv5hOtdKtFOHt215V5xHxx1CM9LV/yHC/91+/03H/xNo4dIdPeHXf68vs/rD7wkPjBE4boZkPVe7cvkH608KOV7EKXwaoMKIYeaic0rUw2NW10Q8yczSp+5oVe+d5fd+y97+I5l4VxJIrmhwoikQiHokt0RUE4LxH+UUtdOC+LA+FAIvzQxqStVxbjjKnbfOPbznzms773279r/O5DdjZL9cjcrA6m5dpik44Oc7mZtJI2tWuB6GpnbNQkFa2wrkyFFg7UpHaG7kAGPUiHwqHozTAM2jqc7tQXvsALbn6zy9/9Fl7/astZsYq5UJTebG8IlYbeOBrWuoJAcaijIe0rAgWDQqI7VBAuitR1+7qq2JeK0MnOuvGlr/ja7/+xb3/k444/cdoVpcvVGWsbi8VCrAsGPWgRepDhQCQlnZcIPVIGLWilK8nQCT9Uu3+QQQsHhl7sS2FdWQ78YGvh0htu8Npff7fxhpPMQwoxW5DFendjtjUSLMM/KLpZNqbGOENxMUxYoWOumzmvIR2qXUaxQUegKgbnNaQDWVkHzWSmGdrK9PkveezUZ33p/3qf55/ZuGy5MW+Tde32xnRmTgvmU1V78aOEQyX9gx4OpPOi05shBtlndrYWxuuudc1t7zHefINcLIQ5iY6gFRIV4dkpMtMzkYhEIroWXZOKqipiQqfNSJRcK6s1d9/jvtvvyJ1TpxxfLmWmzPRUEeHZoPcuIpRSZKbWmlKK3WPbFtefdPWttyg3nmQ+tzaqijo5NDDpuq5KNcOBGCTCT7h0IIOOROiq/yodiuJpEoneyYnSeGLHw5/4tK/+3h+a/fV9XtYGR6bJFBvfryt7i2J2ZEssN2Y7K0eGmVXpWukuVCJKiiSmrragjtZHj3ny+BHPectNXvK//I9cekmoIYcFSaRDBeHi6OgOVTImKymEeQ5MmFA5nWk+D3N7fPshT/7O+/JbH/q44Xvft9U2NqXo0fVwoKYDkaSiFRKBkpR0XtdyY7PauOqS53j4zJ5zV1zpyBtf57X/7t8qv/BzjJXNxH3f9uX/8H966OOf9jyhn35clUodZRBJhh8p0oFwqKQDkZQsWoSpphaErmQ3ZFc7NYqdc7sWl5ywN5/7Vm9e8KY3eO1//xu87jVhPtOGwRSDhqmxXakNG1SULmu3QSqqYkgkAuEfpdR1TUH0ShYKGXQU5IYYWZv0ds6W4MyaP/i4r/6X37f6xtdtTRu90FEcKp2a/quuFU9TO7PG0VUxVZ5YcHrOciSSI5tua+Jor6bV2iZSbM3EMFpPE1MzKhY9rKVHgnNXHPPcX77eq275Z7z+1RzdlsNMM6iIREc6VFBI3d8Lh9Khbl9RHArnpR8KF1W2brVZGxcLqcu2NqoslzzwsIfe90Hf/bO7Le/9uiukrdJkX1qXjdaZOSKyyKArfqToZCG6fYkMIqnpQAtqMrauoCumgsXc3t6exYrFeMReax4b0vplV/CqV7jht/4nw0tfwolLKLTelTqKCNKhINEdKgjdoeJiSTSHKsJ56Yeio0h0hwrCeYlEsM50tnT7QtrWzJ44zcNPuPd//4/6l+8zfeMBW+td4yJMdePcsJHDoLZR5GBf2lfsq0kktRMo2fUgo2uFFs7raktDDLLP7GwtjNdd65rb3mO8+Qa5WAhzEh1BKyQqwrNTZKZnIhGJRHQtuiYVVVXEhE6bkSi5VlZr7r7HfbffkTunTjm+XMpMmempIsKzQe9dRCilyEytNaUUu8e2La4/6epbb1FuPMl8bm1UFXVyaGDSdV2VaoYDMUiEf8QSDbmWY4hcW3/5Xg9+4OPOfPCU8WsPet6woKRHx7Vzsy7mo3HTHTmzsSiDZe1a6S5URhdJRIiJ2kKJUV9sOXt0bvv113rZ//w/8OqXhfloXbd0LCY0jCgujo7m0ECLyUoqWOTIBhsMnB5IK8fLyupP/ywf+e3bnfvcF5V1U3T7ejiQDmU40IOSniaS0PX10tbWlt7nHi+DvRe+wNXv/eeu/Odv5UXPscI8J771iIfv+GP3f/BDFt/7vu3VSpnWeqkyiCTDgR6U9DSRhEMliXReUXrVg6l2U2l6dDW7IdOsMfbBcrUR29vOzAYPaS5/9c97w3vezU1v5orLYpqN1mWuOTTHbMIaA2rXajdJqSqKWSIRCP8opa5rii6ykgNBBh0lCWz6pNWVhcbOOf78807f8XEP3/2X8txpRXMh5lNxyTL0wmNb7CzSciB022uObNhqIXqaCpshTELvXU1mWc0MnmhrT1561NF/8movevtNrnjzSZ7/fIYZKgodiUAgukQofmIlEsE66CYLyXriO4/wV1/y1fd9wJmv3Cef+IFjQ4i+kibDSPYgRwwuVEkHelCSoXeRZDCVotXQNumYLcM499hm7cnjW47f+DrPe/tNLn3jm7jiSqUU+zJTRNjXe1dK8f9ryUa3G92kCMx126sNj5/jL77k+3d+0kN3/bn52dO26sZ6ecY69yyObGnTQA56kOhRlCSSmgydkoQu0UrXCi26fbWlIQbZZ3a2FsbrrnXNbe8x3nyDXCyEOYmOoBUSFeHZKTLTM5GIRCK6Fl2TiqoqYkKnzUiUXCurNXff477b78idU6ccXy5lpsz0VBHh2aD3LiKUUmSm1ppSit1j2xbXn3T1rbcoN55kPrc2qoo6OTQw6bquSjXDgRgkwj9iie68ZqppsGFvxV/+je/+33/oW3/yKVdsWFT2xm43NjYlzTJsrxk6U+16uGCZTUTYV3tRW0ih15mdI3N7L/oZb/yt29Sbrueqy6OVUcti1rDBHMXF0dEdqkwxmaQQ5gpTYY2RNnJu5zGXjNU3f/s/5SO/90FHv/cD45Rqdvt6OJCeLoNITxMo2a13zzpx5RUeenzX5rLLHH3d61z7736La3+OS7cthYXOI0/y1/e49z+/zyOf+wtXJWW51INEIB3KINLThKcrSWRRMnTFVLupND26oht6GjrDJkQdTVGdLuGxWeWqy73q5l/y3H/2Tl7989Fng2Wt0mjfiNmECRWla7WbpFQVxSzRURD+kepo9qWqK4pDkWTQMW2W5mOyXvG1Bzxw+x/4/ic+Y3z0cYtpY8juQoytWGxCK+yOLIc0VSK7WWPsXZ26YRi0oVi3SWupRjGPkSh2VU8WFle/1DX/7K2OvOUmXvhcZqMsg64qikgkggyabl9VhJ9QiY7CMtJqc9bxYcbehk991nc/9inf/ORd+QrywwAAIABJREFU6pM75v8Pe3D6retZFwj6+t3387zvu88+Q0gCYQyzkSmIgMcEqZTGCQUMEiMCZZeru7r6S6/u1av+hP5SX+pT9bRKu8oRGQSNCmIJGj0M5QABIQQCBBLGzGfYe7/Dc9+/PntvKcJq7A8nH3Lw9HWVZj6k9XLPTLddB5FpykGP4oJlsa/oepDRZXQdJYvYpCFmSpnZHUZ7Tzjm2LXf5/k//aPKj/wwT7qKcbSv9y4iRIR9m83GOI7+aesSe1IXAqNulsly4tyKP/ugT9/6xx684w5bZ87abmuzaVIiZR2lohUSPYp9JSlJSSIpSQ8yulZoQUmiN0MMss+c3loYX/ESL3jLG403Xi8XC2FOoiNohURFuDhFZnosEpFIRNeia1JRVUVM6LQZiZJrZbXmw59019vfladvu82J5VJmykyPFhEuBr13EaGUIjO11pRS7B7btrjupGtuuUm54STzubVRVdTJoYFJ13VVqhkOxCARLmGJRGHPRm0rM+c9cFre+kF33vp+5z79WVubSR1pmnXfGEp1RGirtRiqx6L3SUSICCWpLchqisGZ+eChy4+75udf4+qffx3Pf2aoc5NimDBhjvD4SDQEWdnoUheYKfQi18SIwLlzfP7O/Jtf+0/O3fZRT15PymoSuu8mEb67ks7rTM1w9Kgvn90xPvuZvv/1r3f5m36eKy/TFlUbZmYaZ3e47yEP/MbbfOJdf+BpLdVzu6KkHpSkh++QCP+40ouaoWOqTKVphchuzG7o5LI5euSY3U1zDjtbc4+M4WnXvthLf+EmfupHOTKPVWEyt2/AuKH4B6VrtZskqqoYOhIF4RLVyU6wMkgMqIh0YJ3NrHRWax562OZPPujj7/kjp+/6gisxW66MvbsQpReRgaKVLiMd6kJXknWbzBZzIqzbpGQxq4NZr3YyPTAMhquf7tmvPulJr7mRF30fi1EOxTqKam5fRSDRdM2hQVF9j0psMLKMTltaZHL3V33td97jqx/4kM2999rKyWx7rsVkuXPOVnJZjnK1sRkHrRQXKhX7anY9utXQ9XBg6GxPlZg7p9g5cdQV17/c8173Gl76Qo5ts32MYdB711pTa1VKsW+aJsMw+Ket25eKJqVmUER2WmOz4evf8Mhtf+n2d/+Rvc98ztONruhpffqMWMz0QkcGPcggsthXkkj/VUbXColwXm+GGGSfOb21ML7iJV7wljcab7xeLhbCnERH0AqJinBxisz0WCQikYiuRdekoqqKmNBpMxIl18pqzYc/6a63vytP33abE8ulzJSZHi0iXAx67yJCKUVmaq0ppdg9tm1x3UnX3HKTcsNJ5nNro6qok0MDk67rqlQzHIhBIlza2oSBtW65OusJ48C68am77P3lR33snX+g3vegI63ZKiw3K8NYlCEsd/cs6ly4cNFTD+d1EWFsRWaYFKfr4PTlR11x/cu97F++mR94URjn0iAaEgPC4yPREUyFpgtdRVVQtI71pBbs7Lr3134jv/j+98svfckVnbGlkt0/pqTvKtKBxTjzUNt45NgRl730pV7y3/9LXvxijm0zqyYMGqs9lhvr9/yxv/71tzn+zUeMp08bSyG6SDJ8hx6UpIfvqvSiZuiYKlNpWnFeV7MbOrm7ceLYZXZWa8tkc3TbA6ulo894umt/7jW23/IGnviEMMzsKlJVUdeMFYnStdJNElVVDB0dFeHSlMhOKXbRMMOAmgjOLs84No7sbPjAX/rCe/7YNz7xSavlWdvB0VU39u5C9Cg2EUoW89YNPdV0XtdKN9VuEylrEVFl68asqpCNh3H6qU9y9Q0/4vk/9eO85Ps5foSxWpeiRVUMAtWhRNNNCMwV1feoJDfEyBQMueLsOXvv/wt3/fZ77HzyDpf3Lkq3PjpY2ljtrR3PwZXrarOzp22NNtUFSUUKgdpTq5PdsZtKCswaT2hz59bdzmWXufzkD3rOG3+WV7+KWslgqPpsFBEy075Sin29d6UU/5T1Piml0B3KQJM1BVarc+ZD5Wvf9Pl3/6GvvPcvbN97vyfvdHX3nD6mjEkPEq04kIrvpkexLxG6yKbEIPvM6a2F8RUv8YK3vNF44/VysRDmJDqCVkhUhItTZKbHIhGJRHQtuiYVVVXEhE6bkSi5VlZrPvxJd739XXn6ttucWC5lpsz0aBHhYtB7FxFKKTJTa00pxe6xbYvrTrrmlpuUG04yn1sbVUWdHBqYdF1XpZrhQAwS4dK2XDXjvJrQcm0rUrQND5/ls1/w97/2Wx75+KccefCsJwyDabXH0FlU5/Z2HSlzJYsLVZLMNEUTEYasIovsxdlanL3sqPa8p7v+X/+K+T97FXUM45zuUEF4fCQSwTpIDLriUFckhmnFXufLX8uP/a//1rk77rBY7phv1sYMNbvwbSX9V5H+PxR1GH1lb8f8xc/39Bv/maf88ls4fpStbYaqoeiir1mv+evb3fU773H2o7ebP/CweXSh+24yiCTDgR4OpEORxdhDx1TTVLqpOq8r2dVOLJsTR47bWa5sMsTRYx5a7qknjnvqj7zS1b98Cy99Ydia2+tknSsoa2YDEtG10jWkYlDUhkRFuDQlEoVdNMwwoCB0+op143P3uO+33unLf/rn8sxpbatry5Un9GLsLsgUxXIIkcWxdbeY0qx3PbrV0K0qfVZtelNaGAQ9tCllDY8c3Ta//od830//hOOv/hGOH6GwGUIOC6nYF6gONXRd0wXmBtX3sIbivM7eWW7/e59/zx975AMfsvjmg04MxV5b2TlSrccwrZvj5p64Hkzn9my2qk3tLkQqUtg39DTVyd7YTSXV7MZWjOvwyMSRl13r2rfezE/9KMeP0wrDHI2herTeu32lFP/UtZzUKDSk8wq92dRmXbuNyRFh1huf+YKv/P6f+vJ7b7P44n2uFErsEWv7epDIcKAHGXTFtxX7SjqQ2ZRSZJ85vbUwvuIlXvCWNxpvvF4uFsKcREfQComKcHGKzPRYJCKRiK5F16SiqoqY0GkzEiXXymrNhz/prre/K0/fdpsTy6XMlJkeLSJcDHrvIkIpRWZqrSml2D22bXHdSdfccpNyw0nmc2ujqqiTQwOTruuqVDMciEEiXNqmRlTSoW4ys2Ez8eDDHnjnH7rr1j9VPvtlTy6V5Z5WJtOxwc56aStnShYXoiRFaNltslPCWEJV5RT2anX26ML9x4/4sf/pf3D0tT9NGcLWEZLsxODxlWSwdmiG0CUaum7WG/fczwc/nJ/89d+1vuce81nIzZ6hU3SRhEMliXSgpO+qB6mYDO4buPyf/5AXv+nnuf6VzGfEjGHUUKKjieUe9z9s9d4P+tSv/57x6/eb96WhNyX9v/SgJD3IoIcD6VBkMfbQMdU0lW6qzusiqUmZuiPjltXeWs9iOHLEufVGn43G5z3TM295reOvuZEnXh6TMI1HdJQNiwGJ6Fp0zb6iKmpHR0W4dHUEqyARqAhd1ZjW3PNV7X2n3HXrn9j7zOctarc6ElarPUdbMXYXZFOKvaEqyYlld2RKQ+9a6fbGbjUkQ7XZTGa9mg9zq02z0zbGyy/j2Vd75i03O/7yl/GsqxkLQRtGTZGoCBSHGpqu6QpGg+p7VyI61ivu+py7//B9vv6B2xz90lddttoYS3NmtWdnu+qLmbYutnp1xbRgubGeTTa1uxCpaBH21UwZk03tSDWRYdUoT3+aq37mRk+++Q08/1nWObAqZlsjgfAdeu8iQkT4py514bwpEWQh0qamvWia0Ow5gXHZ+etP+9K7/8QDpz5u/uBDtqYzhtwI3aNlpEQrdCGj2BdZlCSyoOuaUorsM6e3FsZXvMQL3vJG443Xy8VCmJPoCFohUREuTpGZHotEJBLRteiaVFRVERM6bUai5FpZrfnwJ9319nfl6dtuc2K5lJky06NFhItB711EKKXITK01pRS7x7YtrjvpmltuUm44yXxubVQVdXJoYNJ1XZVqhgMxSIRLWzovmRpZUhbCZGbNemP64Ef87X/8HeuP/r2rDerujqms9BMLu21jbFXJ4kKUZFRserOKLksYSxiiGKZqL8KZ2eCeymv+zf9o++afow7hyDZRbCbGmcddwwaBufOSjK7rNlYWu2s++YX88n/8Xf1vP+Psl+9RTwymvjZmKLpIB2o6ULt/VA8HplK1YcvOlU9w+U9e77n/6l9w1ROYL2iVqKapq7Nqoynrs4ap8OGP++i//d+N93zN1uqcedvYV9J31cOBVhxIZBDJ0AsZpppaMNUuo4ukJkOGmcFmNektzRZbNskmWV553FWvu9Ez3vwLPPNpoRTr+VETYmKrIhFdC5qOYlREcyhQXLLSt3Xf0hVN9DXn9rQ/+5C73/leZz72SYsz5yxmxe6i2/SN+VQM3QWZolgOVSTHV2xNTcmu18nuyLqmRF9PjpWFxfyo05uVh6Xt5z3D0Ze91LN/5V/ylKdw9AgVpWiKxKY1i1pFOhSkrqHp9g0G1femREfdTDx8xubUh93+m7/r3O1/72mtOWYStTu9t2O9NVOObJuWxJrjuaCnVtZabS5EKlqEDOel0NWc1CSSVR3sHdvy5Bte5ak/99PiFS+Tl11pZTRPNKLSetN7FxFqrSLCpSDRdQWxaQhioDAV1tjoNpYWvTnaB06v+Mu/decff8B9f/sxx87eZ3taqb0rKB3R7euRWqEFGUEWkUVNIgu6zCZqkX3m9NbC+IqXeMFb3mi88Xq5WAhzEh1BKyQqwsUpMtNjkYhEIroWXZOKqipiwkRbkKg2YrXm1O3ufNs78typU04slzJTZnq0iHAx6L2LCKUUmam1ppRi99i2xXUnXXPLTcoNJ5nPrY2qok4ODUy6rqtSzXAgBolwiUuHEsEUNF3YmPUNH7/D1977Qffd+gHDPd9wZQ11SA+XpVU2s5iJLC5ESWoverAauhYU3dCZNZrBmVKcfcIJz3rtT3jmLW/gOc8Jiy1KMTWG0eNq0yZRBw2bqTsSRcGUa3UgrHn4jL3f+8/5ud96t9ln73W0dzuLFFtVW64VXaQDNR2o3YH5bObczo5SitnWQmtNBmqx27rduuWyl7/UM3/xZ81vvJ7LjtrLNO9zJSsZcgwPb844MY7qZsOn7/bwe/7MZ299n2M7DxtXe+bDqEaxXC6VpNZqs16rw6CHA604kMggkqEX+6ZCC1rpMpzX1aT2oiS1FyXDvq7Y9/BiUF/xIj/wS28Qr/phjh2NnG9ZGmRnqxCJ6BpSR1EV0RwKFJekxAYFQ0Oi0q3JtbJac8fdvvib7/L1P/0rT9hZOaJZb/ashkkdB3UK4cL0KNalqp3FxKw3dFOd7A20kmZZbM6tHClbhq0tD2Y6fWzmOT/2Kle/4fX80Enmc6IQZNBRHIpEOhSIbl/T7SsG4eLVe1dKsa/3bl8pxb7NZqVr5ln56Mf97a/+puXffdKVu7u2+9J8SDubHa3QDVIVfYZKnxGdWBPNhUhFT3oNLVK0yfaGmaIkDy+qfPHzPP8XX2/+U/+cJz7R0haqWaM4ryBckhJdt68qpENBQ8PaZKYYNbG3oVeWk3N//iG333qrsx855XnbW9anz1qd3fGkY8dVaXfvnMXWlr2+1oKMIIvIIlB7QUenhN5Gp7cWZq+81gvferPhxuvlfC7MSXQErZCoCBenyEyPRSISiehadE0qqqqICRNtQaLaiNWaU7e7823vyHOnTjmxXMpMmenRIsLFoPcuIpRSZKbWmlKK3WPbFteddM0tNyk3nGQ+tzaqijo5NDDpuq5KNcOBGCTCJS6R6AhaZUKaLGx4eMfurX/qrt98t+mOu1wVaYzmbKyUxcy07iguREmGVrTCcuha6UI3dhYb0mBvGD24NfPUG1/tub/4C7zkheHoNnXQklo8bhJTdhHF5LzGoiCd14iJaclnP+8bv31rfu2PPuDEN0/b6jwym/StQWmp6CIJlCSSkg4Mw2C9XlOLqMW6TRJlqM5mWB2/wvN+9idd9caf4iXPtZ4vTAZbqmhBD0bOWBqlrd554Jx8/0f8zW/8jvLlz5vvnDXWwTgMNsuVIizGmdaab+lBBj1IZBBJ7cW+VmhBRteDooukZFGS2ouSzguRDpyZDe5/4lE/9JZfcOz1P8NTnhwWc2uj4tCQDrToUkdRFdEcKgiXpIYVChYbdJQNtZMbvnm/+97+x775Zx+y/uRnXZYpopnaSlTKOGgtXahUpCqSoXdF6tFNtVvXbt84hUWdK9PgdO+WVxxz+Q9e69mvebVy8pU89WqGkSB9W6RDHYF0KDqB6Cgovlf1tlJyw/0PO/37H/C5d95q9oV7nVjvyViKkXXZSMzaIHoVOZhitKqDDIZcC82FKnW0apNNZVYHR/e62Jv0YfDI5cc8882vddlrbuDlL7KMLcwVDBPFeRXhkpToukPFd1MQid5ZLakzemr3ftX9f/d3vvi2d+h33206fdaJMjgaYda6kl3XTJFaST1CR8lBSWov6DK6iNDb6PTWwuyV13rhW2823Hi9nM+FOYmOoBUSFeHiFJnpsUhEIhFdi65JRVUVMWGiLUhUG7Fac+r2vPNt73Du1CknlkuZKTM9WkS4GPTeRYRSiszUWlNKsXts2+K6k6655SblhpPM59ZGVVEnhwYmXddVqWY4EINE+P/p6A5VpmDC3EYs13z0dp/91d9236n/4ombyXZu7PU9i+0j1pumR3EhSjK0ohWWQzfVjm7s6ciG6FUf577Sm+MnX+alb3kTP/LDnDgehtEUVITHR6LrutB7qMGQSOREX7N7xs6ffTA//1vvsfy7OzxlzZjh4djII6NIii6SQEkiKelAZlILJUzZbXqTJUQpzg0znvVcJ3/ll/mp67hsy06daaptg9qxSWZhGd1k7ajz9hqfuden/4//YOe/fNjsoQeUCPNh1NYbJZmPMyXpvdvXgwx6kMhwoPRiX0aX4b/qQUkiCZQkkpJFpAO7Y/Wlac8LX/dTnvXWN/HSF4WtLa2OUrFvSAcyuq6jqAodiYJwSZqwQkm2NmgdS0qyd87yo3/nb/+P3zB87l5HHznr+FCtcq3nZF6LIqzRwwUpvYgMFHQZaapdK10rXSRlybHtE5ZrvjFtbF/7/V56y+sMP/YqrrqScSHL4FvCeYn0belROuFQOK8QLmqZKTOVUnxLZoqcWO9YffivfeF3/sjpUx/zpNM7tvrajl1tThuJZHtdjL2Sg3Wpzs4GPZj3jZLdhZoPo7OrPZtxcGRxxOJcs9qbbF1xBS94jmf8z/8NL3+hduyoXaO5wSzRECgIl6xER6IjEaioiY6OqdHWjCMDsnH/A+57x+/7zB++z9l7v+Kq+ZbxzDlbLR0bB7vnzqrzalPohY6Sg0hqL0KX0UWE3kantxZmr7zWC996s+HG6+V8LsxJdAStkKgIF6fITI9FIhKJ6Fp0TSqqqogJE21BotqI1ZpTt+edb3uHc6dOObFcykyZ6dEiwsWg9y4ilFJkptaaUordY9sW1510zS03KTecZD63NqqKOjk0MOm6rko1w4EYJMKlLRGJjkQhC2vMdLG7x71fd9/b/8Bn/uCPHHvgYZdl09d7hqGYStGjuBC1F0MLvXBulqY6oZu1tL1haMFs4cu7e+qLv88PvvVNZq/5Ca54QpiNJkVFeHwkuq71NERV0DaUnmLobPb40t2+9nu/n1/8vT9y5JsPecqwLdeT0zbqkbkpJyWJJFCSSEo6sG6T2WJuym7Tm6xFDkUG5+ZbnnzDj3v2v/glXvocm1naKwupmm0mW3XGOpmFVaGZ5HrPdsx4eM99v/m7vv6H7xFf/Yq2mWwNM7mZ5NTM6qAI0dO+HmTQg0SGA5HFoW5f+Lb0bYGSRDpQe7EaeCi6rWue7yVveoP60z/BE07Eqg6GcWFfTQcyuq6jqAodiYJwSWpYIZKtDdrEtCQ6n/q0T777Vt98/1+57OEdl2eY1bTb1kS3rdhsNvowaMUFKb0Yetg3ldRKN9Wuo+gii9oHrcycrVVedZWn3/hqT//5n+WaZ7MYiFFTFITz0qH0j+ikQ4EohItaZtoXEfZtNhulFDUnvvFV3/z9P/SFd7zP7Ivf8NQMtU3OxJ6+VaxKM3S218WsBTlY1+LMLEyV+ZSG7C5ESWqwu1lpW3Oz+RHtXLeOwdU/8AOu+Il/xut/lKddblVHS2wbDN23FZe2RDChIREYUBPrRksEtTCkHt2qsNUbn77Ll9/5Hp/70H9RH3zE9pk9x6eNI9gs99R51Uo3Fbp9RcliaIXo6CJCb6PTWwuzV17rhW+92XDj9XI+F+YkOoJWSFSEi1NkpsciEYlEdC26JhVVVcSEibYgUW3Eas2p2/POt73DuVOnnFguZabM9GgR4WLQexcRSikyU2tNKcXusW2L60665pablBtOMp9bG1VFnRwamHRdV6Wa4UAMEuHSlWgI1I6OQGEKKvLMGSUKf/EhH/1Pv2nvE3d4SnK0N32ztonQigtSezFrYSqcm6VNnYhm3rrtNbNWKKOvLFdWz77atb/4Ridu/jme8qQwH60UM4THR6Lrpj6Zx4xktWZenddZ7mh/+p/zs39wqwdPfdSVU3d8XFgvV1Y9DFtzU9/YF0mgJJGUdGDKbtiaW27WVm0ybC9MvWuFduWT/NB/96/5sRt46mV2hmaKhRTq3sqx2RGaA9OMhs1619GobAp/ecpdv/of7N15h+XZHUcWC3VKuZlUYchQ0oEeZNCDRIbvEEmg9uJbEr106dvCvq72ohXMF+4fq6f+zI979i+/mec/L6ZK1C2lEOlQdImOqtCRKAiXpIbJeZnmPZk2rNfcd78z7/+Aj/7u7zl2/yO2d9eORCrZraa12VBsxWC5XMqxasUFKb0YeshgU1IvXY+u6EovKGK28M3V2uaqJ3vOj93gmT/zk1z7Ao4dkUPRFfsKwnnpvI6CTvhOWUikQwXhopWZIsK3ZKbWmmEYWO3xV7f5wntu9fU//2uXnd24slTTem23TnJRrXOjdo5smHVksa7FzshUmU+UdEFKdjW7KbtpNreuM6cn6lVPdu1rf9axn38tT72SY0f0GvY2k+1htC/DgXAJS6QDWdggHaoYEr2zaZRCCWoxRVpKRzV2VnzsEz7+zt93z0f+xpVnV06sNobdXYsalKYFU+1aOK/YN/SipPO6iNDb6PTWwuyV13rhW2823Hi9nM+FOYmOoBUSFeHiFJnpsUhEIhFdi65JRVUVMWGiLUhUG7Fac+r2vPNt73Du1CknlkuZKTM9WkS4GPTeRYRSiszUWlNKsXts2+K6k6655SblhpPM59ZGVVEnhwYmXddVqWY4EINEuHQ1TLrALAuJjkIWh1YrkZ0vfMmn/tNvuPu9f+bKc3ueMc7l7p51pRUXpPZi1kILzs7Tpk5EM7bu+IpZK2R1f2/OPuVJrn7NT3jGm2/m+54b5jPrqEaEx0fqmtSnySzmJOuJ2QxT5+tf86Vf/dW8/68+pH/xblcMVcmwXq+FUS2jVroMSjpQuwMl6UEGw2Lu7HLXKptxa2F3WtvaPuKyF7/Es/6Xf8Nzn81lczslrc1UxWxqFlFpDuTIJmgae0tbw5wv3euh/+3fe+AjH/GNr33d9jg3r4PYNEOGQdBTSXqQ4UALBzLo4UDt1GRoxbdk0ErXgx7O674lEMkYc/es9mxd/3Kv+G9/Wfnnr2ZrEa1XpYZIh4LU7Qvn9UKiIFySEpueagk1J6YNZ/f4m0+4+11/4At/ccqTyqjs7qrRhNQ2k61xsFVHy/VKL6EVF6QktRc9mEqX0QWG3g2t6DHYqcU3xurYy6/1il/6RfWGV7O9sErKfBQIFITuQCIcSHTfVhUSHYFAuGhtNhvjOPquzp3xtX//7z3wF39p57P3usJgMaXNZmMaiz7SM9Xs5o2hdxRT6fYGWhRjL0q6ICW7ITdEtY7B6XGw+4QrXfaDL/X9P/da8xt+hDoyFAcaRhTWOooR4RKV6A4VWtAcKqiI7GwavTMbiWKKtMFCE+sNZ3c9cOuf+Pi7/9CRrz7g6JlzhtNnXLY1N7WVqXRT7VqQUURSexG6kkSE3kantxZmr7zWC996s+HG6+V8LsxJdAStkKgIF6fITI9FIhKJ6Fp0TSqqqogJE21BotqI1ZpTt+edb3uHc6dOObFcykyZ6dEiwsWg9y4ilFJkptaaUordY9sW1510zS03KTecZD63NqqKOjk0MOm6rko1w4EYJMKlq+lWuoK5QXSkQ4UMwnnTigcf8tD7/7OP/frvii982XNjJnZ3TbOqFRek9mLWQgvOztNqmIhmPnXH1918Kkzh7Dh332XHnHjVD3nxm3+BV/5A2D5iHdWI8PhIXUebNmbmJOvGbIbV5JHb/jzv+o3f1j91h8UjDzk+FLvThLBVtmzWjTFkUNKB2n2HKdJsa2FntbSOzny0t1552rOu9qzXv5433MwTr+BItYNJFYpt1AkTCoI20tA2a1vDwEOneec7PPDe9/rsp+5Qha0yqFMao6hCTN23ZDjQwoFWSARqZ+gMvSjpQAta6VqhR9eKf9BFMvRiXPNgcPp5z/DMm17jeT9/E1dfHRmDnlTnhQMZ3b5wXi8OBMIla7NaG+eDpqmbNfd8w4Pveq+73/0+s/sfVHWb1Q6VsRZlb2NWqvk4M/VmiqaHC1Z60YNeOrqxMevd2IpNGXwzUrnmOZ7yMz/uKa97Dc95tqkM9jZptigqQlcQvqXb19CQ9hWBqqjO6w4FwkVrmibDMNjXe1dKse/cuXPic3e569/9O/0Tn+bsnqPDXF+uRU9lPlpPG1Grohs6NTu6VlILMkJkEVlciGIy5qSo9ibOHT9h9oqXecbrftqJV/8wT34yrZJoKBjZlLS0NqpGg+oSlWhIFBQyaOi6fRXZm2xdKUVE6FIpgyJZr2nJZ7/onj94n69/4EPi3q87vl45WlLra71069q1IKPYV3vVcEM8AAAgAElEQVQRukiq0Nvo9NbC7JXXeuFbbzbceL2cz4U5iY6gFRIV4eIUmemxSEQiEV2LrklFVRUxYaItSFQbsVpz6va8823vcO7UKSeWS5kpMz1aRLgY9N5FhFKKzNRaU0qxe2zb4rqTrrnlJuWGk8zn1kZVUSeHBiZd11WpZjgQg0S4dDXdRrdvrogsdARZHAj0c2eVgs/c6W/+r//o9If/xnP20nBu12ZGKy5ISYZWZbA7pql2PSZDT0fXjB0tbeZH3LeYWVz7Ii96yy8YXn2Sy0/EKgaDonp89SmVCBqrqZnPKl/7qs+//V35yPs/YPjSPY5sluY1PbJZGWczR4ejdnZ2xBD2lSxKL4ZOBq10LVi2lSNHt/RV06No87mHsnvWD/+gq//1v+K538cTjjOGPexls4i5LfS9jToFi8E0Na2mOht03Uzh7Fk+/jEPveOd7rjtw8adPUeEOk1KpcYgJiJJRQ966faFLtGj2Dd0aqf2IhxKtNK1Qo+uBxnO6yKLoTPbpLZ1xNePH7F4xUu8+F+8yeKHT4bZaG0wS3SHAoVEpEPhe1v6tnAgHQr/IH13wXK9Mp9VofHIGe642+d+9bd89Y//wrOPHbeaztlb7ymL0Wwc2VmpUzeOM6Qpmh4uWOlFK6xrV3SLqZtPzNpgZxh95cjoqT/5o5578+t55Q+wvWUZg0B1KHQF4Vu6VHRdU6RDgaooiEQiEB5/iej2pX1FOK8jmIJpvbKYVVqz+4UvOf2Rv/a1X/8N9e4vG7LaGmeWuyu1VvP53M7errEO9oWuZCe67rxIMpQsKHr4Duk7hfOyeLSiG0x6hDON1VVXedobfsbT33wzz36GR6ZuO7eMgcmhGetIKyuzMjMoqktUojkUCBQaUtfR+2Qog0BB+AdZ0PQ+KYndiT//kI/8h9+y++k7PS2KcW/HLFKPyVS7FkyFjGJf7ZTsqqq30emthdkrr/XCt95suPF6OZ8LcxIdQSskKsLFKTLTY5GIRCK6Fl2TiqoqYkKjzUmUXCurNR/6hM/8zttz50MfcmK5lJky06NFhItB711EKKXITK01pRS7x7YtrjvpmltuUm44yXxubVQVdXJoYNJ1XZVqhgMxSIRLV6LpQld7IVGKDLpDtaNjvWTnrK+95z3+7v/+TVff+6DLVht9MdpUF6ykA12RQYbzutBFMki7m86JY5ZPeqLnv/HnnPilm7liO5ZlblRUxeMisUFht3WzeTHYcPYcd9yVd/6fv+bMqb912WplzEmPZlNDC2ov9rXSRTL0wdiq+VS00u0NaTVMNsPGkXFQH1zpm6Jc/hTnnvFkx173Y573K29he5taKTRFIlCdl0iEQ0E6FM5rG+6/7/9hD06/dT3rAkFfv/t+nvfd+ww5GSEMCbNhTEkBHhKRYKWlpIQikBi0A1pV1NJVX+pD/wn9udbqVavW6q5RLYFIAGWQQUFRNEeU0YQhCAKSECDzmfbe7/Dc96/PPrssQnetcq2dtpOzkuvy3d/5oHs/9Aknv3C7Z593UF9ucXC0s1ipOVP6oEeYClNJoZv1SU26IhWBks6KdFaGs3qQHiY6WYRuaGl24KAHFwuryy51xdt+3uE3v54nXRgLmzayMKEhMNIKqaOrBuEclWj2FAQZdHsKQifR/agoFLZ107TlvBy4617H3/1+3/jw75t97z6H+qSZ9NKti7NqL4YexlaIrkXqpduP0ovZMPPg1gl5/syBg3P9/pNmaw7NzndfHd33jKf6iV99u4M/81Ocf5ihSN1yvW0+zlFRhIfrKFJH0e0p9oT/JhEeVYlIdMRESU1gUBCNaaLNCbRT99qslS982W3/5t9ZffWvHF41kc4KP5QI/0/d3ypJZLErgx7O6DJIxa5hmNne3jbWwXycW60m0dNQZ1pfG8fqhOah+czl177ac/7l23jBc7Ua2uywgiExIREoKAhPSD8qSP9j4UclJs2YjWXju/d44AMf8+UPflj8zV2eEoON1UqZ1upYxEa1Hc2p9VKvYTabqatmyKq30YnNDbNXXOmFb73BcO3Vcj4X5iQ6glZIVITHpshMj0QiEonoWnRNKqqqiAmNNidRcqUsVxy7zR0335Jbx445sljITJnp4SLCY0HvXUQopchMrTWlFNuHD9q46qgrbrxOueYo87mVUVXUyZ6BSdd1VaoZzopBIjx+pV1dOKN1Z9WiKRKBukagd3ZO+f5HP+wvf/0dnv6N77twZ2U1hHW1bxldJLUPdqXQSmqBmIxRrNdrfbZh+/wjnvum17vwbb/AZZfEosyMqqp4VHRM6EwbhK72HX5wn+3f+Uje8b7fNfvO9x1er9G10q0rLYgs6DJSZBj6YDZV86loha1ZsxhXVsNaWa1ctNwk53YOXmh85ctc+M+ud+E/ugoDYX+yMy3d+0ef8sC7f9f9n/hjl1XKest6s9hZrc1ik5xJVSusaxeaeVuriax6FPsVvZkNo/VibXnJBS59w7UuessbePELY1k2zYxiwhqBkVaZdKEbFaE4J3V0ewKFFqQ9FaHTkX5UFFm6Lc2mrp5c8Lkv+d57f9ddnzpm/tBDDtdCNFPtpkJHycHQw2wqAlNpeun2o/RijOr0emHnQBrGMNuZjH1Qx0Pu2zjoote91nNvvI6XvljOnBW61eqk2WyOEYNzVSISHTHJkppdo+qMJTGwrIRu1k7zN3fqt3zQ7e/9gPH4jrF3+1GS2p3Vg1bI6NKuYtcwDKapq1EUxbScyGIYBmv02cz9sXboxc/34uv+sdlrruZplzLOLVUUFUNH90MFgfCEfUqsNINUp8b9x7n9q26/5bd9/0/+wjNUB05tG6clumlkNbIqaRWplGrWGLLqbXRic8PsFVd64VtvMFx7tZzPhTmJjqAVEhXhsSky0yORiEQiuhZdk4qqKmJCo81JlFwpyxXHbnPHzbfk1rFjjiwWMlNmeriI8FjQexcRSikyU2tNKcX24YM2rjrqihuvU645ynxuZVQVdbJnYNJ1XZVqhrNikAiPX2lXF85o3Vm1aIpEoK5Q7FltOfXHn/Sld/6W8z//dUdOLS1q04p9y+giqX2wK4VWUgvEZKZorVlFdfzApstf9zOe8fa38fxnxqrOjKpQPCoSne3tbn64qCYW23zpK/nZf/efbX3udpdsrxyY1kS3Lt1UigxqL+ha6SKZtcHQqqEXiZ2xWQ4TY7Pc3nJRPU+rm06ff5HnXf9mB3/5Bp5yITEQ9ic7ueab3/HALR90x7t/2yVbp8zWO9qQpk6JuTSQVQatdDRDTiKdUVDsV/QmImSGk5tz85e9yBVveaPx2tdw+EjIOYnJnkpW1jq6URGKc1Ki2xMoJLo9BZH2JBKBcFZGt7XecqgW7rrfPR/8fXd99A8sv/YNh3d2XDCfW+VSK91UaFGUHAw9DK0ouhapl24/SlJUia1YaKXbiEHPqh84T3/K0/2DX307P3k1lxzRKqUQur7eVsYRI4pzVvqhmDQpBYqqmBaMM1bJLJdMSz71KX/5H37D+qtfd2CZxt7tR0kii10ZXQ8yurQnEBFqDGpWrXWtNaUMSikWpTo1HywvPM+Pv+EfO++6n+PSizl8wDSMFqpBUTAmkfYEGc4KT9ivxLo3Ywm5XijLFYu14+/9gC++87dd+NAph05vma8nra+tY22aBbNB6900TTZjVFW9jU5sbpi94kovfOsNhmuvlvO5MCfREbRCoiI8NkVmeiQSkUhE16JrUlFVRUxotDmJkitlueLYbe64+ZbcOnbMkcVCZspMDxcRHgt67yJCKUVmaq0ppdg+fNDGVUddceN1yjVHmc+tjKqiTvYMTLquq1LNcFYMEuHxK+3qwhmtO6sWTZEI1LU9gWmHL3zeV37rPXzyMw4+dEqrqRX7ltFFUvtgVwqtpBYUkzHDrkXngY25i199tRe+/W284sqYxlE1CMWjJZP1mtkMywX33evej/9BfvE3b3Hge/e6aDXZnJpWula6qRS7xlbQTaXbNWuDoVW1F62wqs1UJ3Wg905W2+OGAy/+B17wtpu49lVsVIYZYZ86ueb0tvbB3/f533iH2XfudHi9EtlEHawbaSCrs6KjyTLZFVlEFvsVvZmyq8PM8crOUy52xT99nUvfcj1PfXoYNrWgNj9UmUx2VUUozknpRwXph8IZ6f8tSIRu2jlliMrnbvOZ37zFyc980ZHjW86fVg7PRjvrLa2wKmQgBzWLcQoFLVIv3X6UpEZRa7UzLWRNhtED67WNy57pGT/1Khe/5Rd49rPYGC0zjWMogb4kClFRnJMS6awsNF3X7aqKotCJoLdU1gseus/3f+s9vvae97vo9I5ha2XIbj9KElnsaqVLZHS7ApHk1MyGUWupd+owUKuppVOzwcnzz/O0oy9zxfVv5KUv4sCMsVqW0TZmBhUjajorg2ZPRXjCfq3bZKiD1XrbvGI5cfvX/NU73u2+Wz/jglM7DvcUfW0xLbWhi1nRezctV+bDXM1Bb6MTmxtmr7jSC996g+Haq+V8LsxJdAStkKgIj02RmR6JRCQS0bXomlRUVRETGm1OouRKWa44dps7br4lt44dc2SxkJky08NFhMeC3ruIUEqRmVprSim2Dx+0cdVRV9x4nXLNUeZzK6OqqJM9A5Ou66pUM5wVg0R4/Eq7unBG684qRUbRURANiUBb8vW/8t33fcD97/2YA/c/pMwGvXT7ldHtqm0QSKGVlOGMyTClWqtlhpPzDeNLX+wlN91o+NnX6EONUmcoHg2J7VWzMavqes1qyVe+lp9/x7sc//TnnffQSedNzdCbqXYtuowiklkr6KbayWJsRe0FoQWtJDEpLY2HD/jB9o7tiy70kuvf6OLr3sQzLqcmG5uEfeqsl7TGZ77gG+9+n+N/9ufOO7FlXK+M42Cnpx5F6VVJaqZWuuXQ9ejGVpQs9qtkt2qTurnpdKaHZtUzXv2TnnfTL/Kyl7JxIFa1KAjU7qxWJomqCMW5q/sfK85KhP8u0ZEYdJY7nDjt+Ec/7jM3v0/99t0u7enwNBk1y77UgnWlRaCovRhaEcjoetiXkhShRjJ1ZoOTNd2dkye98qh/+Lab+PGXceR8hsE6iZEaRO/oxEA4NyUaCqvCpKOrmCkomjOmbtA5fVr/00+7/X3vc+LzX3ThcjKuu5LdfpVe7OqlS2R0gciuJlo3G+aWy6WeYTx0yLp3p1YrO0cOixdf4ZW/cKN69VHOO8B8NNVqy65BwYgBYU9iQmBA9YT9ymS1npgVVTP0Fae2tI//qT//tXfKb97l4tbNssu2tLYWlYiQvYssag56G53Y3DB7xZVe+NYbDNdeLedzYU6iI2iFREV4bIrM9EgkIpGIrkXXpKKqipjQaHMSJVfKcsWx29xx8y25deyYI4uFzJSZHi4iPBb03kWEUorM1FpTSrF9+KCNq4664sbrlGuOMp9bGVVFnewZmHRdV6Wa4awYJMLjV6LrqjOaMzqlyCg6CqLZU7Be8IPvOf6Bj/jGf7nF5j0PmM0q0e1HOiO6XbUN9oRWUgZhMk6p1mrVwtahQ5bPvtxzrvs5F7/lOg5uhmFE8WhoOLnYcf7GXKwmHjxh5w//OD/9X99ldtf3bZ486XCtismqdq0gi5rFfHLWuna75lMRWbRC2hO6vlqLQ4fcXZuNFz/f0X/5y1x1FXXGbGQ2p9inTlvRG9+92+lP/LG/evf7jXfebb61bVbCaqxSUXoxdobOVLrTs64X5lNR0r5VadknMZtbD9XJaXLg2c925ZuvM/yT1/G0S2I5jBoq5okky6SjKEJxbupStyvsKv67LM4K0p6ORLdn1ie2t7n9K77+/g/71qeOOfzASU9K5qulXC8Yi6l061q0cEaovShZlF700j0SOa0Nnc1etI2Ze2acuPQCz3zDz3rO//qLXHgp45woVFpQEA2tMxbCuamjobBdmVB1A2YIRUNZL0QP7v6BH7zrPb79B59U77nXuL1lswxKdvtVetWDjJTR0YWuZqqdsQzGUp3eXuhRDEcOe2hn2yKYPeuZnvRzP+vyn38Tl1yEiYMHLRQ7qIqKigFhT0O3Z0T1hH1LFqvGvGKSq1M2S+Wue/3Vf/4Nd/3+nzhyctvmYsdG76JMukaljjPTqqk56G10YnPD7BVXeuFbbzBce7Wcz4U5iY6gFRIV4bEpMtMjkYhEIroWXZOKqipiQqPNSZRcKcsVx25zx8235NaxY44sFjJTZnq4iPBY0HsXEUopMlNrTSnF9uGDNq466oobr1OuOcp8bmVUFXWyZ2DSdV2VaoazYpAIj1+JjqrT7ClkFB0F0ZComBacPGH50U+47d/9hs0f3GcWTej2I50R3a7aBntCKymDkpN5D5GsGsvzz3f/xRd42s/8tOf+yi9xyYWhVKJ4NDQsc+VABIuJv/xyfvO9H3LnH/+pQw8cd6itjZF6dOvatUL0omYxn4qSrIbJrvlU7FpVUlE7NalZ3N8nW8+61DPf8FqXXf96nvVM+kAZqAPFPnWpiT6x2OFLX3Pbv/2P1rd/zaHjp8x6s56RGHoxdOYTq8rJOVNh3hi6fSuFVZtMY1HnG9aLyda46TnX/rRL3/oWXvbCWM3nloqKA4mOOkmEguJclLqu2VUQgiz2FGcFiWZP90Oz9ZqHjtt+3/t98aOfsL7zu45sLRxZNbO20qelmBVT6Va1aFHIULIoWfx/obW1WYZDbbQV3HfJQUde/ROeceM/tXn05QwHyUoMBK0QSWnoGFCcmxITKqcKa4yY6eb2tJzUTLZX8o9u9bWbf8fJL3/VwcVSrHYMQuj2LatdvSQ6utANPQ29G1TjMLO9WJqGgUMH/GDrpPGCIy5/zTWecuPP85IXcWDGUG3rMmY6EjMUVBR0NHSEblBUT9i3pCWtkLpV23a4Bqd3LG/9jC/85nvEX3/HePe9Luhpc0irtrAcujqfaWtqDnobndjcMHvFlV741hsM114t53NhTqIjaIVERXhsisz0SCQikYiuRdekoqqKmNBocxIlV8pyxbHb3HHzLbl17Jgji4XMlJkeLiI8FvTeRYRSiszUWlNKsX34oI2rjrrixuuUa44yn1sZVUWd7BmYdF1XpZrhrBgkwuNXoqM6o3VnFTLoioLoaORIrJcsF/rHP+mz/8d/svm9e82mpaLZj3RGdLtqG+zqETJSBiUnG1lE6xbr1C640N2HNl30mp/04//6V3nqk0OtlOLRkLquia1TyjrsfOQP8rZ3vVd857s2j59y0YG5xeK0qXarSioii7EX4xSKtKqd6OZTkVhVMii9qD0cPnDElx+418ZPvtTLf+VtZlddyfnn0zdJDCPFPnVdE9NKRPLAcbf97//G9l/c7oIHT5pPK8uY0A2dsTGfinXl+EYxFeatG7p9K4V1b3ZKd+DAIXaa+05uecorfsJzf+Wf89qr5cGNOG1QcDDRUSbCGQXFuSh1TUNXFeGMrCSi2JVBR7OnIHQFsVjyrbt87z/8J1/+o1sdWXXnr9fG7YXNSGnSSjeVblWLFsiqILKILB6JRNfMozo0zdw3TU4++8mueOubXfiW18uLLpTmVqu0McztmgKNwRmJiuLclJhQOVVYYoY55jrZrdbbZlH4zvfdefN7ff/Df6x+714HhrQ5Vuvliuj2JQtCBhmpR1eyC82sUbKzbDY2Nm2tJ21jZn1w0/e2T7ngWZd76c//vHLDm61qMbvgfBmcXE+GcSYwtbRRQ0VNhLMamm7XqAhP2K/lqpvNil2L9cowVqOJ7VM8cNyXfu237HzmNvGlb3ryeu28odhabTlRF8rGTOmDmoPeRic2N8xecaUXvvUGw7VXy/lcmJPoCFohUREemyIzPRKJSCSia9E1qaiqIiY02pxEyZWyXHHsNnfcfEuevvVWRxYLuzLTroiwKyJkpkdb711EKKXITK01pRTbhw/auOqoK268TrnmKPO5lVFV1MmegUnXdVWqGc6KQSI8fiU6qjNaJ1E7UaRiV3QEUzDkmsVS++Sf+OZ//W1bt33FuHPKqIsIEeHhMtP/TDojul21DXb1CBkpg5KTcUqDUMdN90zdzmVPdf6rjnrhv3o7T780DJVS/H3KTJmplOJHTeSK9cTX73LnLR/Ib33oEw7c96CLx8p6Rw7dVFhVUlF7UbMYp7CrzAc7iy2bpRjnc1ttpUmjmT45Y+6BQ5ue9MZ/5Lm/fCMveIZtHJhGFOpA2KcudV1TppXYXnLsi77w73/dQ3/2OVdcfLGTi+NKdkN2Y2M2FVMZnJyHqTBvqWS3X+tpcvD8Q45vn7Zerjxp84hFC3nRxc7/qVe69F//C572pFjMD2iKjdZUhdL03pQ6ojgXpW5tbdeoCGf06qwoBA2L3mQ2G3Wm6iI768apbT74Ube/+z3u/+u/cenGpnFrW10uHZpVi8WOmBVTYVVJdFVBZBHpjGK/En2ktNBON+sj53vS617jKb90Ay97vtOlGowGgyGRZCESDYmK4tyUmFA5XlITZphhrtObvn1cqdX643/imx/4mNXnvqrdfY/zjhwS0U3TRHT7kgUhg4zUo6Or2cwaQ3Zzo62dHbF5kPMO+e5q24lZdeW1r3bZL7yFf/gyNjZl0NCRCBRURCL9UKHpdhVFeMJ+JDpqoiFQyJiwFm0t//w2n/2P7zR96vOe1cJ8ubDOHdsHw1ZbGctoMMo+c2Jzw/jyl3jBTdcbr71abmwIcxIdQSskKsJjU2SmRyIRiUR0LbomFVVVxIRGm5MouVKWK47d5o6bb8nTt97qyGJhV2baFRF2RYTM9GjrvYsIpRSZqbWmlGL78EEbVx11xY3XKdccZT63MqqKOtkzMOm6rko1w1kxSITHr0RHdcbkjE7tRJGKXdERrIMx16xW/Pnn/M07fsf9n/6c+enjZtlFhIjwcJnp75LR7aptsKtH6CV1VJPZOg1CHTfdN3U7lz/NhVcf9WP/6l/w9EvDUKnF36fMFBEeLjNFTqy3mDqf+mx+8b++2/Slbzi8tWW2WpqNYWllKrQIGUVkUXtVe0Gnhj6tjLUole2+1hWzumHdq/WwKZ79DJf/wuud/8bXmi48bIFDWWmFWgj7kui61PRsZus1X/y6r73zPe75g095Uuv6elu1MvQ0NsZWrctga6xaMGZTstuvqTWb5x1wcnlaW6xcPB6yvZgsDxxy4KVXet7/9qu8+HnakfNiRzhoENmd1SfKjHBOSt3a2q5REYJeUAgyaJhQUHU1Oy1Zrbnzex74L7/pWx//pK177nHpwcOG5dKsT+bjYLHcYaim0k2VVBB2lV7sKfarB9NYrNbdUA+48IUv9vTrfpaf+2kuPd+DmJsbMHdGR9jT7KkI56ZEQ2G7MKFixCwbbU2u+P49vvVr7/K9T/yJC35wwub2yrAxWqwW1EJ0+5IFYVcvqUdHV7OZ9W7oHBg3be2s9I1Np+aD78Vk89mXeeWb3mD2T17HJU/RZqP0Q4GCSKQ9aU8gEN2e4gn7k+ioibU9FbVbauYmfvCgB9//e+585weNX/8bT65VlJXjw4qNalpOBqPsMyc2N4wvf4kX3HS98dqr5caGMCfREbRCoiI8NkVmeiQSkUhE16JrUlFVRUxotDmJkitlueLYbe64+ZY8feutjiwWdmWmXRFhV0TITI+23ruIUEqRmVprSim2Dx+0cdVRV9x4nXLNUeZzK6OqqJM9A5Ou66pUM5wVg0R4/Eo0VMTkjE7tREGRyIkYWKLk2myauOPr7nvXB33n439kfPB+GzmJCBHh4TLT3yWji6T0wa4eoZfUUU1m61STOm56oLNz+dNcePVRz/tX/4KnPjmMlVr8fem9K6X4W5npb0Vbs3OaE6fc/4735eff/X6Xbq1d2Lvl6eMOHJrbbkstnBEoIgtZpWJXtEkdqEEzWfVJ1qrEhp0yM513oae/5tWe8tY38ZLnWo7VCocVpqRWwr4kOlI3mWxkcue9HvjIJ3z7/R+x+utvORxrs74y9KYmkVXmzLJWGYQmdPvVejc7OLez3GaaHBk2bW+tnIrCs57pxf/yJhs/8xouuzS2s5nXDdUZiT5RZoRzUuqahm5QyCAHZwUtmOwJ3UxnZ0FUTpzmzz/n9v/w605/+SvKauWCjU11uTaWtDEbbC22xVC1Qgsywq7IIrIoSQ/7NhXW4+DB5dKRJ1/uRa/9GfM3vYHnP1s7OHpQt2Eww9wZHYFE2lMQzk2J1qjVKphQUJKhr5VpSV/JY3/m0//+N+x84asum6qDvZiGYmdaKqUQ3b5kUTL0oJfUyoSuZhpbN/RiFoPFlNYbm+4r6cHzNj3v2p/y/J9/Iy96ERuHtGGwq9gTzkikPelHhTM64YxCeMI+JDpqYo1EwcAiukEzrFZ86a/d/X+9y50f+0OX9majpoemU+aH5qbVZIhB9pkTmxvGl7/EC2663njt1XJjQ5iT6AhaIVERHpsiMz0SiUgkomvRNamoqiImNNqcRMmVslxx7DZ33HxLnr71VkcWC7sy066IsCsiZKZHW+9dRCilyEytNaUU24cP2rjqqCtuvE655ijzuZVRVdTJnoFJ13VVqhnOikEiPH4lGipiQnZqpzijSEVfU0aWaH3pYHbuvtfi3R/2lfd9SL33ezb7JCJEhIfLTH+XjC6S2geJHqGX1FFMZlMqnXHcdF9n/czLXPCTRz33V/85T3lSGCu1+PvSe1dKsSsz9d6VUkQE6zVbJ/j0Z/P2d7zP9z/9WZf16kiwWJ42zquFtQxqL6JXFC2qKQaiq6u12Vi0nKxzZZhVqdppxelh0/x5P+ZFb36jzevfwJFNWzWlcBB9uVJnG4R9SXQkJmkjG6dX/MUXfO3d7/XtP/ykp5a02ZZqTmRBlTkjR7t6WRPdfiQy0zCrltNSzXTeuGF7uXS6FauLL3bJP3q1Z/3i9fz4C2IdmG0IYehJ6wwj4ZyUuqYJVEEWsjgrmIIJTTMXhu7dzEQAACAASURBVGnNzhKFb9/lrg982N0f+F0b9z9ojlmtcrEw1GoYip3ltjIOWpBBKgKRRUln9bBv61IsNwYn6uBJL7rSi65/M9e8mvMPWY7FqlBRMXdGIv2o4tyV6BNlkEFHS0owZGO9w93fdd/Hft833/chw3e+7+I2qqtmWVKMg9bX9qsk0auMNFVamdDVTGPrahalFasslgcOuH82as96mpf/wpud949fw4ENDh3RYlAQzkh70v9cdgJRCE/Yt04WJiQCA8ug6obVkgdP8+E/9KX3vN/0199ycFrRl+iipBKD7DMnNjeML3+JF9x0vfHaq+XGhjAn0RG0QqIiPDZFZnokEpFIRNeia1JRVUVMaLQ5iZIrZbni2G3uuPmWPH3rrY4sFnZlpl0RYVdEyEyPtt67iFBKkZlaa0optg8ftHHVUVfceJ1yzVHmcyujqqiTPQOTruuqVDOcFYNEePxKNFTEhOzUTiCKVOREDizRc+mQM+4/yW//ni+8493i7jsd6JOIEBEeLjP93bpdtQ92TSW0SBnUnAxTKj2Nw6b7hemZl7voVa/07F/5ZzzlkjBUavH3JTNFhF3TNNk1DIOzVkt+cK/v/adfy2984lMOP7Tt4Pa2sa3EjNW0YKwiGVsRWcnBqoZlHeyaLddmY7EznZaRDh3ctGrdiVU6feR8T/3p/8WPvekNvPLlbAxO98lYBwOm5Y75fNN+JToSiTGxnvj2nb77vvf70nve59KtUw6vl8Sko8co+sxsmotkqiu9NPuRiKgyut6WagmzWqx7WvZi58Ah43Oe58d/+SZ+5qc4PI9FLcJg3joZ1Eo4J6Wu6wpCoRd/qxUmrNFNNnXjurOaWE786V/4wm+91/qLt7twtTSUSmtWyx21VrWGdZuoRQZpVxFJZFHTWRldD/uyrMXJGmbPfIZnvvZal7z+DVz+TGaDNXJ0VsGgk50sKAQZhHNb75NSCq3QaUEZCJ3VNp/7vG/+zgfc/0e3Onz8tPNyMK3WtjsbBzZN66X9KkntVY+0rrQyoQtp1qg9jDG3yOLkbGbrogtc+JOv8KKbbuDFP2bd18YD50lFOCP9Nx0FHYXofkQii7MC4Qn70snurF6IQpBBR3XGcsl64jvfdd8HP+LLH/iQzfuPe+owmk6f0kuKWmSfObG5YXz5S7zgpuuN114tNzaEOYmOoBUSFeGxKTLTI5GIRCK6Fl2TiqoqYkKjzUmUXCnLFcduc8fNt+TpW291ZLGwKzPtigi7IkJmerT13kWEUorM1FpTSrF9+KCNq4664sbrlGuOMp9bGVVFnewZmHRdV6Wa4awYJMLjV6KhIiZnTBQEokhFJC1YoFs7nJ2HTvGhP/L5X38nd37LoTaJCBHh4TLT360rSeRg11RCi5RBmIxTKj2Nw6YHFe1Zz3DBT73Ss9/+SzzlkjBUavH/h2maRIRaq7NOneZzX8jP/dv/04mvfN2zDhzS739QX2+bHZ47tdwyzqrSi/lU1F61GKxLtTUWuw6smnkNJ9Yn1IHzDxxwcmfldBkNz3mu573lLQ7+9Ku5/HJTpaNWEj3XxhiF/Us0BKozWueh47Y/8Ulf/q33KHfc4fzVglhpwbLODNPcweVcTZbDSqvNfiRqHbW2VnKNpkfXo2gxOh2j4cmXueL1r3P4xtfzrKfFcqhWOJyFjlII56zUhTOykEgUpmDCCgNmfWlonZ01373HA7/7e7760d+38Z3vurB3EUzTJDURQSVq0XuXdhWRRBYlqRk6MlIv3X4sa3F/4bJrXuW5N76Zq65i87AMslMGsjgrTEh6YJCFhopwbkpdkwbBqrDGDAOic+q4/NSnfPE33mnrM1900bo5ND9ALU4t1sb5hmyTsD8lqb3owVS6qXY9upJp7NQeZjZtZXiwDsYfe44fu+H1jrzhtTzpQouaRoOqkM7opD2BINH9UEE4oxdnBcIT9qXTG0FGaAYdBUOio3emJW0yffrP3Pqff9Pqtjs8b6qG09vWwyRrkX3mxOaG8eUv8YKbrjdee7Xc2BDmJDqCVkhUhMemyEyPRCISiehadE0qqqqICY02J1FypSxXHLvNHTffkqdvvdWRxcKuzLQrIuyKCJnp0dZ7FxFKKTJTa00pxfbhgzauOuqKG69TrjnKfG5lVBV1smdg0nVdlWqGs2KQCI9fiTUq6uSMiYJAFKmIZIVlUHEgV9x/go98yud+813i23/tUJtEhIjwcJnp71Ky2xU52DWV0CK1QjEZphRTN46bjkfVnv1MF73qlZ719l/iyReFcaAWf18yU0TY1XtXSrFrtVoZv3+PH7znt/PbH/qY5d/c7bKNg2arhdXylLYZ1tEUYejFgXVRW9VisBiqk7PBrsOLZmPkRDupVs6fzd138rS48GJPfc1Pu+gtN/DSf8ChgxaNjYpgCrpuVIT9S/RODXsyWa34/Bfd88Hfddf7P+SC5UKWlamwU2eGNnfB1qaaLGYL69rsR6KUwTStbEbq0exYyTrIMrfViuG8Sxx68Ys875dvVF/zE7GYjZY4ojAltRLObYlE2hNMhRXWGDFrO4apsTNx62f95S3vd+Krdzh87/0OZ+q9yUx1XrXetexms5nWmj1FJJGhJLUXomuReun2Y1GrcumTPf9NbzC8+ee4/DIt5lTqGmtsojhjQtICRatFw4hwbkrdUrehsCissYGB9bQ03nu3+z/8MV95x7vNv/kdFwtlNhfjaGuxNs43mdbC/pRkaEUGq9pNtevRlUxjC7UXvVXrccPJAwc89VWvdPk/v4kfv8Jqc7CM0aZucEY6o/vvgkRDs6vYVRUVkX4oPGE/stPX/zd7cP5k+1kfBvr5vO/3nNN9+y5aEQKxCpBZAyH4WoAtO2BwwGBhGRnwGntCUpmkMj/kz5ia+SFxxU7Gjm0sFkkYbLMZJ14ihOwMYg0Is2pFoP3q3u4+y/d9P3NPdyhQKHDSmqorlfQ8FOZRLFUUM8xGdPtiRVly+y2+8v4Pue2PPur8L37LeT3t1oU+FNmnTmxumPyDF3ruL1xh8qqXy40NYUaiI2iFREV4ZIrM9HAkIpGIrkXXUBRVESMabUai5EJZrPj4p9x01Xvy1Mc+7th8bi0zrUWEtYiQmc603ruIUEqRmVprSil2jmzZuPS4S668XLnsOLOZpYmqqKN9A6Ou66pUM+yJQSI8diVWqKgN2SmdQBSpiGTeWVUqDvVd7rpffuS/+PQ73q1/7asOt1FEiAjfLTP93bqSRA7WxhJapFaoOZqMKVo3GTbdV6p+8TOc+8of8fRf/yUuODcMA7U4kPQdQfqOSHt6EoVuras6PbX7H1S/fkt+9t/8Jn/7FTu3fMNhxVkbE4u2azdXpptT4zgaerG5CpFFi8GqhO3JoAcby6XD04md1bZSw6xMfOPEgybPfKYXXHmF2Rv+Ec98upxMzEc2iz3zvjIMVVWEg0l0p3VqIGmorXPrrbb/9KM+8W//nQt2dhULvXS7dar2ibN3ZobOfLKyqt1Btd5l7zanE6WmnXGuTKZqmdpdpnF22Pb553jer/28c95yubY5izm2csLOikMzf6fwiJUIp3X7EkErjNiVNoXJclfZnbO9a/6+D/jrd19j474TDp+a2+jdarUSQ7WxObVYLi3HldlspvduLbKItKdkiKRIPbqMrkWRQSSBkkSSQY+uBz2KtZLF0HhwNnHhT/yYC694Iz96nOnE9qo4tDkRI+Y4hIIYkfQgijGKjgnCo1Pqdi0dMmVeaJiiMG4/oNx2i5t//11u++CHXLi9cKwOttvSKorFPB09csxivit0B1U7GfToetCjW5u2IrJYjSHOOsf2E8/3rDf8lKO/9ja2Zu5tCxsbh80w6KTTOgo6QaKhKb6tKioi7QuPO6js9EbpFlEtDQommDZ0+4aRWDHf4dNf8Jn/8A4PfvgGF29s2V6doBbZByc3NtSXvdDz33aFyaterm0cwkRBdHtasaem7wiPKJGZHo5EOK13omuRmlAUVREjGm1GouSushi54UY3XXVNnrruesfmS2uZaS0irEWEzHSm9d5FhFKKzNRaU0qxc2TLxqXHXXLl5cplx5nNLE1URR3tGxh1XVelmmFPDBLhsathRMXQkZ3SCdJgT6cXdlEsHcoVt3/T9ns/7Evv+yC33upQ6yJCRPhumenvktFFUvpgrUfoJbWg5mg6pmkZrEa2Nw/ZvvACT3v9azzxF97ME88LtVKLA0n0bi1r0dBRUZt9he1xJSZVWtjS2Z5zzwNWf/nxvP7/+jfO214YxiZaimzoeg0RYS2S2p1WrLUoeqFFl33J2Jy3eczJB3ct6sTyvHO15z3bS3755w2veiUbE6PB2pD2RbevOKjUrXRFMfRCsqxME3ffx5e+5Au/8Vvu/fgNLtwYVM09O9uOHTlmdiqNi5Fp0YoDK9n1oEfRg5pd7UxaMZbi1DTce9amC17/E57/5p/hWc8KG0dpG4ydaSH8zwt70r5w5iQ6CiKRHR2FKFowbxyqxPaCHPnkJ930O//R9qc/Y7j3PptlU/he6aHCd8miJKGrVhK7Q9WiKFkMndlIzW6ZKxtnH3brA3cbtrZsbRwxv/+U8yZH3V6rJ//zX/G0Ky/nCefJ1VJsHrJnREUgEF0ikIpmX0V4dErdaDQo4uTIdIOKxS6l+9Yfvs+tV11t65bbTO6/z8ZkMM42zMfOohoMso5EdxCJVuirpUmGjemMEsZxVHsxmWxYxdRtvbnoitd4xq/+PM98ksWho8LEarF0aDYVTktEJwvRfVuiK76tIDzu/xfptG5fIZD2JHqwwqAb2pyxc88Dtt/7Jz75rj9SvnW3oxYsFmbDluVZZ1k979me8/NvtPW6H7eYbkqDwBSRZBCJ5rROLYRHlMhMD0cidDqia5GaUBRVESMabUai5K6yWHLDp9x01TV56rrrHZsvrWWmtYiwFhEy05nWexcRSikyU2tNKcXOkS0blx53yZWXK5cdZzazNFEVdbRvYNR1XZVqhj0xSITHroYRgWlHdkonilTs6fTCHMXCZq649Q477/2QL77vg+L2Ox1qXUSICN8tM/0g6bTo1mobrPUIvaSOajRtTKJajewc2rJ94QWe9vrXuOAX3swF54ahUooDyU5DdFkHK/sq6mjPsiWzsDCaWNnIFbsr/vrTeccHPurOD33UsflSZspM3xYRIkJm+n4yuhzSkKHuIKYerBu2LzjXU654vadc+Qae/iTLWlFU1ER2AtExOKjUrTRFGPqgjYxTKoadJbfe4pvvusbXPvgRWw/cY7ZaOrWcO3L4sMmqiKQlPRxQV5IejKVIxdCZNmata8GJzXDHtNk8/kJ//8qfc/jlr+TwWcEWiYrwHYlAInyvsCftC2dOoiFQEzmSSSAmWjB2Zk5bYfuk/oE/9vHf/g82b7/NOcJqLBgcRO3dkCu9sFursQwii0kLm2Oq2S1zoR7d9M35STmb2Nw4Zn5i4Zxy2OoZT3fOv/xVT/zJH2djQ87nYnODQG/Uak/Yk+j2JQIF4dEpdc2oChZEVGphvsODJ9x19bVuv/r9Dn3zTsP2g6bTwTg7ZD4yLCaGWnVLvXQH0YM2kK2ZrtJUkUFv6EUrE6vJzPiMJ3vKW9/gnDe92u4TzrE0s2WiNqJ63JmW6Ej7Cq2wwgoTbOSS5Yr7Tul/+XE3vv+DHvjc513Qdk22dw1mdg4f4e8913N/8QrTn/pxy8nEaFAwoKKjJhqyMxTCI0pkpocjETod0bVITSiKqogRjTYjUXJXWSy54VNuuuqaPHXd9Y7Nl9Yy01pEWIsImelM672LCKUUmam1ppRi58iWjUuPu+TKy5XLjjObWZqoijraNzDquq5KNcOeGCTCY1fDiIqhIzulE0Uq9nR6YY7B0qwvuflWD177QV9+/4eVO7/lUOsiQkT4bpnpB0mnRbdW22CtR+gldVSjaWMS1Wpk59CWnSc90dN/+rXOf9vP8YRzwlApxcF0GqLLMmgI1ESzZ3u5MhyaOGnbUcW0LdhZuecd1+YX3/dBGzff5uhyJTN9W0SICBGh9+7767rRbDKzc+8ps6PnuX+Y6Rc/1fF/+U/58R9ha2JZiqooiER2itM6BgeVuqYhDH2wGulTBtSG++7nz//CZ656p/kXvuDwckHvppOJaEUpgzG7g+tK0oMeRVcMPUx6GnrXCqtDEzeP205ddJ7nv/F1nvNzb+bCp4ZhE4Xif014xEg0BGpHjkhKaDEY7Zs2YmfF7Xe4/Q9+32ffd40nzredWweLpdMGB1GyG3KlBatarWJAMWlh1lLJLrPpE3ZKtyNNDh11cnvhyPSoZ73uHzny62/juc+yZ7FgY0aQbRTDYE/Yk+j2JQIF4dGqazkqUcgQPVguieATN/rqH3/A3R/5T47cf7/pamE6HYyTqcWKoU1M6lTLhV66g0i0Ia0NY7JqqqqUQW9hRzixMbj4da9y4S9czkufaznbtDBx2CA6AuFxZ0y3pxcSiSArS6xQdZs6yxUntvnyzW7/yH/2hQ982JMePOHQzq6hT508tCle8jzP+8dv5Sdfoc0GzcxatS9REc1pnVIIjyiRmR6OROh0RNciNaEoqiJGNNqMRMldZbHkhk+56apr8tR11zs2X1rLTGsRYS0iZKYzrfcuIpRSZKbWmlKKnSNbNi497pIrL1cuO85sZmmiKupo38Co67oq1Qx7YpAIj10NDQVDR3ZKJ4pU7OkozFEszdqSr3zN/dd+0Ff+5E9Nvnm3zd5FhIjw3TLTD5JOi26ttsFaj9BLWgujyZiGUq1GdrcO23nyhZ7x+tc6/21XcP7ZYRgoxcF0OqLLGHTURKKjsCo0bOdJxyINi5Ev35J/+zvvctufX++cB0/aGle+LSJEhLWI0Hv3/XW5Whrq1NjCeOiI7WNHPenHXumiX30rz3oKh6bGGFREIhGdoOmqwUGlrmsI1WBc0SuTIBLzXT5/k6/+3u/61l99zNk7S1tSX40WretR1FodXPdtqaCIDDVT7WR0eWjqnhjdUdP5P/xSr/iVXxHHjzPdiBHDMNiTCCQCiUB6qPCIkVihYGjonehUljFYITCbj+p9J/nkp3zmqqs88JlPemKuOHlK1A0UB1GyCysZjKVqBhSRYdpSza5Kq7Zkc+rEatS3DjnVw+bZ5zn+9rfzptdzdMueccV0Yi3bKIbBniDt6/YlAgXh0arrORJhVFXU3Tkt3HfNH7r1I39m95OfdnT3lA3NMBSrMlguGXJqMsysck50B5FY5spkMjEIuexqZxhmxqzuizS/4ByX/tpb1J95DRecZVkmmsG0FTUqgfC4M6JLXTgtC72QCBSWQUcz2nLa2Hhwm5O7Vh/7G3/12//R2V/5mvMWo6kNJzc3ePFzPefXf4FXvZxZlXVDR0FH2jckshOF8IgSmenhSIROR3QtUhOKoipiRKPNSJTcVRZLbviUm666Jk9dd71j86W1zLQWEdYiQmY603rvIkIpRWZqrSml2DmyZePS4y658nLlsuPMZpYmqqKO9g2Muq6rUs2wJwaJ8NjV0FAwdGSndKJIxZ6OwhwTK8M456YvuffaD/raB//M5J77bPYuIkSE75aZfpB0WnRrtQ3WeoRe0loYDauuRrEamR8+YuepT/b0n36tC97ys5x3VhgmlOJgun0dgz0daV+wLIy6YmWjzZmvnPzDD+VX3v9ndr7wJYd3TtnIbi0iRITvlpm+n5JsCLvLldnZ5/qWNH3Oxf7er/wSr3gZZ20xm2qKmkgkSteC1FWDcFDd2FeiVMUgk+zUYt9qwb13ufvq97r5fR90+M57HV02bTG3OxRNqlGEg+q+o5BFyUAKa10rXTl62B2LucUF53vxW37eE372Zzj/nFgN1WCwFkgEEoFE+B+khwpnTMOIimFE70RnYCcGKwzYWo3ceb/73/cBn333ux05cZ/zh+7Et75punEExcF0RdODVKWiRREZaqaa3YawWuyabhxy/2ple2vT7tHDznr2s734n/9TXvpSNia0RglKsSc7pdgTpH3dQxWER6tONotsWhlUzFYjO6Pb/s9/6xt//lcmd95ha1yYVGrQMixH5MQwDHpfEd1BJFbjwmQ6VSYDq1SXqcTEapi4f3Nw9JUv9UO//GZ++IXapGhlppioqy7qlEB43BmQuq4pCEEvZLGn0IIRq1zZjKq2xqltYuC/fdHf/NZva3/xXzxpvrJZt5za2OCFl7j4V9/Ca17JxkCdEoUkg5V9E4RHpshMD0cidDqia5GaUBRVESMabUai5K6yWHLDp9x01TV56rrrHZsvrWWmtYiwFhEy05nWexcRSikyU2tNKcXOkS0blx53yZWXK5cdZzazNFEVdbRvYNR1XZVqhj0xSITHroaGgqEjO6UTRSr2dDJYBhMrdbnL525y9zUf8PWP/Gez+0/YyC4iRITvlpl+kHRadGu1DdZ6hF7SWhhNxlSERWNx5Kjdp13kaT/9Wk98y5s451gYJkRxEKnr1rpqoKPbFygsgnnftlWKoS24+Zu++Ju/m/d/7Eazu+4zXc1NdBEhInxbZvq71M6hGNy/vW14whPctTn1pJ94pWe+/de46IlsTKlVKqKjI1C6Mei6iUE4qK71lVKqbrBWE53URV/RFvK6j/vb37/a8sbPO3zvSXVs8pxNC53lKBxUl0EkJQtZEHo4LYlu3N115JxzPLBa+dZ04sJX/Zjn/9Jb+fsvjDaZKAqK79ZRPFT479JDhTOmYYUBwwqtUzDhZBQrVEvHxuDmu33j3/+uz119rQusnDVjfupBZdhEcTBdRrOvkoMWIYPIVLPbytCXK7Nh5kR29x6aKc98mov+4Ss8+Yqf5aKnMFQyqdWesCd7F7VYS/u6h6oexdJp3SKXFmUw1WwsVnzxFl/9v3/LvTf8V4eXcxu5lLUrSe8pe9WiCpUcie5gut67MoQcZkoPtpfGXjh6zM4Tz/bCf/IW01f9CBedbxszGwYDYxCVgvC4MyB1TRO6qpBBH+wJsrDCymimGLIzn6Ny511uufaP3HXVu5197wmTPlhuHVFedImL33YFr/kxNifEhFJIBMsgMaAgPPJEZno4EqHTEV2L1ISiqIoY0WgzEiV3lcWSGz7lpquuyVPXXe/YfGktM61FhLWIkJnOtN67iFBKkZlaa0opdo5s2bj0uEuuvFy57DizmaWJqqijfQOjruuqVDPsiUEiPHY1NBQMHdkpnShSsRaNDJaFqZWY7/DZz7v76g/4+p/+udmDJ21kFxEiwnfLTD9IOi26tdoGaz1CL2ktjGY9FGHRWBw9ZvfpF3n6G37K+T9/OWcfDVGJ4iBSt0LRDQY6un1BVpa6ZdtxpOLEg0796V/lf3vPH/PfvurY7lJYKZEiwrdlpsyUmUopvp/ambbqZBudOLpl60U/5Hk/90bDqy7j7KNMJtIgnDYiERi6JVI3GFQH1ckmFS2qtaEjSIQVueS2b7jrd69x90f+yuSrd5iOK/WCYx5c7ahjV9IBdRlEUntBkUIrZKTIrq5WZnWmKe6uhRdc4ofecrkjr/8Jzj470kRXfLdEeKiCcFp6qHDGNCwwYLpEQ8GUE8FKd0h36MGTfPJLvvybv+eOv/hLT5yEEgvDUI09UBxERpfRrZVeyEGP0Ao90qR3G2M36yFatTubuPPwzOEffrEX/cqbecmL2DqLKNRqT++UYi17F7VYSw/V7asexRKZxtJt6wZzW/ft2PnQX7j1He833vQVm5bCSitd6oYswsRYqp5JdqE7mG6iWObKOJ0ZYpCnVpat2nzKRcqLnunif/12nn2hxXTTXDpipmShFxQKwuPOgNQ1K2tVEYJeyEKgMGIlVWGiizbSg+0dy7/5hK/85m/xpa9ZnVjII0dtvOT5fujKy/nJH2VjiglR7AnGoKOiIDzyRGZ6OBKh0xFdi9SEoqiKGNFoMxIld5XFkhs+5aarrslT113v2HxpLTOtRYS1iJCZzrTeu4hQSpGZWmtKKXaObNm49LhLrrxcuew4s5mliaqoo30Do67rqlQz7IlBIjx2NTQUDB3ZKV1G0RUF0UksCzMrdnf41Ofcc/UHfP3P/sLGqVOm2UWEiPDdMtMPksjoArUN1nqEjJRBGG2qIsJiZPesY+ZPf4qn/fRrPeGtb+LIVoiK4iCarlnrpgY6un2FLDRdtRQ7p/jW3b7w/7wjT1x/o+nXvuHsDF2XNUWEtcyUmXrvMlOt1fdTelFbsdrcdMvQvejNb3DBL7+FC8/l8GFLRY2JmmhIFNRuidQNBtUBpdM60iqKEIa0J4Ou6+OOyarZfdefuOW9H+ZzXzKZ76jnbbn3wftsDVMlHVCX0UUWk1ZQtAit0CLV7I6Wwbi9q+bEqY2ZExed70lveLUnv/n1POOpYdiUBmvdvvQdYV+xL9L3CmdEwwIDpks0FEx5MGi6I1aGm++w+rO/dtMfXKN/+eueMKtO7N5rc2vTckwUB5HRtejWhj6QRY/Qo2jR1Uyz5ehQnejzbnnsqNu2ps79yVd6/v/x61z4BHJCTCjF2mq5NJlMiJBSRFhLD9VREB7FEr3LyilNXZ5w6M4H3Pbb77b9p9cbbr9TjVFaWUaTmTZiIurEqhZj70pvwsGU7CZDsbNcWE2mJtNNudMsY+Ks5/+QIy9/iXP/1S/LozMPmug4mlVt1b5CDcLjzoDUraysTRThtF7tiWKtBUupoApVF9lpyddv8cXf+A0PfOKTTt5xn+HIWc566Qu94Io3mvzDl7M5IycoJIJWSFSER6bITA9HInQ6omuRmlAUVREjGm1GopqLxZLrb3TTO6/NU9dd79h8aS0zrUWEtYiQmc603ruIUEqRmVprSil2jmzZuPS4S668XLnsOLOZpYmqqKN9A6Ou66pUM+yJQSI8djU0FAwd2SldRtEVa2UkKgtpFiPzBX/zCV/7nXe794ZPOLRamPTmIBIZ3drQBms9aJQd9AAAIABJREFUQkbKIIzqmCa16sPMN1pz6Idf4iW//FZ+5CWcd05QURxE0zVr3TQHEt2+inDayHyH+dzyY3+df/3b7zD/7E2e0au6u5ST0Irva7lcmkwmaq0yU+/dt2UPtRxyamOiPespnvMzr3X0itdx1lFLhWFTRU00+wpKN6LrJgbhgBLZKYyKtcFpSQYNK0ubiyVfusOtv/E7vvXhP3du4eR4SgxMM5R0QF1GF8mkDShWJfSglTT0bqulOh9t1JkHa3XLrJj8gxd43j9+s2Ov+nEmh2LsDMMgsRhXIkKtg28LFPsifa9wRjQsdEW3sYteGYIJJ4vTRkesuOlrvvrvft+pj91o6657xc4pk7M2bC931DpBcRAZXYtubeiD0otWQipa6SLTsTJYzVfCYHvrkPa8Z3n2Wy638Yaf0A8fUkzJ4iHCQ6TvLzzKJa2vLOvKZltxw2d88jd+26n/fINnHzpiMe7K6FbFnkmnK1a16KjZhYMp2ZXemFTbUagTOU6dKtUzLnuFC9/+i7z0YtuTategqs52Wiv2BKIQHncGpK5p6EJRnZaVRBRrGTR031F1BbFYuOvqd7rhne9xz5fvcOjY2Q4999le/otXOv/VP2aeaWNyiF7oKGShozotER5xIjM9HInQ6YiuRWpCUVRFjGi0GYlqLhZLrr/RTe+8Nk9dd71j86W1zLQWEdYiQmY603rvIkIpRWZqrSml2DmyZePS4y658nLlsuPMZpYmqqKO9g2Muq6rUs2wJwaJ8NiVWKFg6MhO6TKKrlirDcFYGHLFYsFfXu+rv3eNBz75GZuLuSGbg0hkdGtDG+wLraQMwqisuslkog9Td7Tm2KUv86Jf+0Ve9iKOHQ0qioNIrHQFQxYSiUBxWqc3FnNuvd23/viD+dmr32/zW/d5+nRTLHbN0Yrvq/cuIkSEzLRWSrHWVYuYeWBj6on/8FLPeevlvPSFbE6NZuY9bZUqOtK+QOmata4YhANKJIIx6Jja19Aw6g6NI7fe5b5r/sTX3/dBk7vuwq6azdAJB9XRFUQfUIxRZXStMPTm0NjNxm6S1ckIdx6aymc/3TOv+ClPuPyNnHN+pBDDQNClsXe1VOk7qn2R9iXCvnBGNN1SU4XpstALBZXdmgYrk8Wcv/m0L/37qyw+9XlHHjjJfFsc3bA7LpUyOKhEK11JShalFz2qRCtdSerYyDCWwe7ZZzn2yuMuftubeMWLzcvERFEVEuF7pB8sPPplH0WuuP9ey4/+pc/93tXaJ7/gqYe2zNtKRtfCacXQacFiIDF0wsGU7Gp2vYZlnVjEYJkTee55LnndTzrrbZfz7AuciMFKNVEcc1qzrzitEB53BqSuaxKBKlBIpxVrGXQ0+9K+wLQvLD79CV/5Lx8zv/1es80j+gXnecYrjzvy4ud7cFw5OhyiFzoChQwifUd4RInM9HAkQqcjuhapCUVRFTGi0WYkqrlYLLn+Rje989o8dd31js2X1jLTWkRYiwiZ6UzrvYsIpRSZqbWmlGLnyJaNS4+75MrLlcuOM5tZmqiKOto3MOq6rko1w54YJMJjV2KFitqRndJlFF2xVhuCHpRcsb1j9Z/+0s1/8Id2PneTyXLXkM1BJDK6taEN9oVWUgZhFMtmOp3qw9RtbXTeZa/w/H/2a/z95xmn0xgMKA4i0XSBmoW0r9BQjawap3b4+P+bn3vn1e68/uPOb+kJGzNtMbdKWim+n1KK3rveu7VSiogQEZZ18EDdtLrgXC956+WO/txPc/YRY616bGjJRhDdvkCQurDWMTiwREdhDLquoijWOlbY6LjnQT75OTdd9S7fvOHjzi0Mq7naCQfVFd2eHHRFj6pHtzZkM1uOtuqgL1e2hQcPb3nw7MOe9KM/4uI3/ywv+QdhqEgm1VpKLQgh7av2RdqXCPvCGZG6uZWJYmgTmn2FsTRDX3DvCdsf/XNfesc1hq/c6uhiyWJX35pZRhdZHFQio1srWciiZNXDad3aOK7kZHAyqvq0p3jOFW907PLX89QLnFRsKioC6X9dePRKNAw9Wc352791x3ve6+sf+qitb97nvOnU2JturShZRNJKtxhIDJ1wMCW7Whh704ZN21GciomzX/QCL3rz5bz2Ms7ZdELVFVPFltMaSiecVjzuTOlS11GsFeG/y0LYk+hIdKR9MyPjDnfdzYklJmxMeMK5xq2ZpWqmqIkRgYpAty8QHlEiMz0cidDpiK5FakJRVEWMaLQZiWouFkuuv9FN77w2T113vWPzpbXMtBYR1iJCZjrTeu8iQilFZmqtKaXYObJl49LjLrnycuWy48xmliaqoo72DYy6rqtSzbAnBonw2JVYoaJ2ZKd2qeiKtdrtGTMNRuZzqw//J1/9/Wvtfv6LNselojmIREa3NrRBIIUeKQMxKqtuGAarOritN0/+yZ/wQ//i7Tz/4lgM1dRUKA4qdWuRxVoGHakbsjEfufl2Ox/4aH7h/X9ivO0259YwRLNaLJQ61aP4foZhsFqt9N7VWkWEzJSZdiZT924d8aQfvdTzrnwjL3shs4ndKCZlU6CmPYke9hRdZLcnCooDSXQErXTNvoKqiCQRHTsj99zj1ndc5bPXXuui1dLs1LZaioMq2YVurcWgR9FUoqudIZu6WDqyuWE+n9sNVkeOuTvT2Zc82wve9DPKm69gYxZ0aiGclkZdlOrbin2R9iXCvnBGpG7Zl6ZlEH0g0VDtW8655WZ3Xv2Hbv2jj9i6+15HO7laWk6LVkNkEQ4uo5MFRWQoWUQ6rcsgh/CgdN9Qnf/DL/XiX/0lLn2ZfviQbWGGiYMLj16JBTY6trf52Md9/nd/172fuNE5PW0m2UNkUbKItKeVbjF0LZi2IhxMya4WluNKDpvuz2L78GEXv+bVnvHWK3jhc+TmxI4iFAOmaV90iVA87kzq1tL/qFgL+xLdvmZf0RW7Skt2gywMA7V7YJIiprYUQ0ezb/C9wiNKZKaHIxE6HdG1SE0oiqqIEY02I1HNxWLJ9Te66Z3X5qnrrndsvrSWmdYiwlpEyExnWu9dRCilyEytNaUUO0e2bFx63CVXXq5cdpzZzNJEVdTRvoFR13VVqhn2xCARHrsSK1TUjuzULhVdsVabPcs2mtZkvrD60Ed95XfeY/GFL9kwKpqDSGR0a0MbBFLokTIQo6GhhLniW7V46j96tWf9i7fznKfGbh1smAjFwXV7shAskQjdtDe2l/zVDXnzu97vvk/c6Mhibhoru7kjUUxFFt9PrdU4jjLTMAwiwmq10nt3cmPmrvPO86p/9r859KqXc+wwx44aTfRVmg6VRDAGDYGJLnonUQpRHEiiI8jSrXQdRTFVaOj2dYxLd//R+/zX3/s9T7r9Lpv3P6hMBgdVsqvZ9WBVBi2Kriq6SWPSm1zu2tjatLOYW9SqHD7i/t2lI+c8wdNf/WpH/vnbeeJ5oaCNTAcKYxvVYdDtK/ZF2pcI+8IZ0vVcKVEx6A1JcVrDYsEnb/Slq65yz8ducPbOrkOdbN1u6dRBEcLD0VGkgjC0oiQlu17IzanbVttOnnuW577xdS7+xV/goqfazRAbgwHhexX/c8KjV8MSmyO+eS8f+JDPXXWVU7d82ZFDE305mmYxtMFkrApapLF2i6HrmLYiHFQ3FFarlWbqgTJYXfRkz3/zm5x3xet50vlymGiKwWlpXzDq1qoiPO6MSfuCRPdQBeG0RNjT7Gu6ndW2syYb7AYtmAQ13WM0HWYOYeho9g0Ip3X7ikeayEwPRyJ0OqJrkZpQFFURIxptRqKai8WS62900zuvzVPXXe/YfGktM61FhLWIkJnOtN67iFBKkZlaa0opdo5s2bj0uEuuvFy57DizmaWJqqijfQOjruuqVDPsiUEiPHYlVqioHdmpXVNQrNWOzrKPpjXZmTv1vj/xtf94tf6Vm22UpmgOIpHRrQ1tEEihR8pAjKZZrNpoVScePLzlqa9/jSf/k1/m4ifHvExMDKriQNJp3b6iBSt0XcWsrbj7pBNXvTe/+p4/NrvjTkej6XZtT1fqxlTuptIH308pxTiOIsJkMtF7t1wulVJsHz3q1HOf5bJ//a940SWslvLY2ZpqfnLp8KENe4J5oaFioqtjt6cUSnEgiYZA7Za6USrCRg6MaAgUp3W7n/6vvvCu95j8xV+bffNedTLo4UBKdjW7HizqYIyKonZmrRuy6W1hmE2cypXVUJTJlvnuyrHJMZsvfIGn/O+/zsv+P/bgNFjTszwM9HU/z/t931m61S2phRC7ECCbzeAYOorNyLEhxsZgBaI2eInjbM4kTqZSqZrKzI+ZytT8TmUqFceJ7cRhkcEWeAMcvMQhqAHjNAYbhMEYC4OQhLaWus/yfe/7PPf0OQdDqYhTqaMfLUV9XS9lMQ/TirU5QeuTOhskOooDkb5euEi67KMoRTMzdQpmHSucP8f73uf33vF2q0//ocunZhgnpRTbnahFEcLhlex6FKkgDK0YOrPejYXd9eqLRvWFz/MtP3jKkVe/mo2jdltRFkVB+HrF/5jw+DVhic0JZz5l+Qvv8ke//h7TQ/eKjTCOo0XOLKbB+lhFFlPpptosh65HN29FZHE4HV1kGpfh3MYR6y/7Ji944+vV7/hWjh6hzkk0ByotaPZ0M0W45KJIpANBBs3XBAoiPVLYN2GJGeZLTJhhxrkgsYna0B0YEN3XFI81kZkejUTodETXIjWhKKoiJjTagkS1K5YrTp/xqVtuzfMfOO3Y7sqezLQnIuyJCJnpYuu9iwilFJmptaaUYvvoprUbTrr+1E3KjSdZLKzMVEWdHBiYdF1XpZphXwwS4YkrMaKidmSndk1Bsad2+zKJHLn3fne+453u/LlfsXb3veZGRXMYiYxuz9AGgRR6pAzEZNbDahrZ2NSufpKnf8+rXPYDf41nXh07ZWZuUBWHkshuXxRTsETXzbA2jXzo43n7W261/Z8+7KqdXfO2bRU7to8xFepONfTBn6eUYpomEWEYBq010zRZX1+3evKTnHjdq135htfxtKuJrs03pZm+NZkvBnuyshNMqFjT1anTMRRKcSiJhkDtVrpRqsJaDqwwoZBrtDYZHvqys+/5j+7512+z+MJdpkIPh1KyG3rXCrt1MJVKFkNnY+pKpoyV1ZB2Zt1YitJnhnFwvK956Morrf3wzZ77htfxpBNhXLE2p5A5idkg0VEciPT1wkXS6UvKYDKzwoD5hK3kS19y7l2/4OO/8kvW77/Xseym3aXFYmFnShnVIIXDKUkkGUylkGHWinlj1rup8MCQHn7SEU9+1f/iOd//Bp7/AuZr9EEWepAI/23Ff1t4/Juwjct2Jt79fne/7e0e+MQZpZ338KIZc3SkrVkfBxurmdpZDt2qpnFY6cG8FZHF4XRpUstgtdWsrjjhKa99lSfd/Dpe/A3GtblZzpnQEJizCjpCNyiqSy6KRHOgkkFDd6Cg6sIF3deEC4oWbKEmm1uYkpLGedhZC4nLEBPSgYGM7s+E4rEmMtOjkQidjuhapCYURVXEhEZbkKh2xXLF6TP5qVtudf4Dpx3bXdmTmfZEhD0RITNdbL13EaGUIjO11pRSbB/dtHbDSdefukm58SSLhZWZqqiTAwOTruuqVDPsi0EiPHElOgoiXdCJLu0ZRCKRCEwjd9zhc297u3t/8X0uP7cl+yh0h9ftqX2QwlTogWhqdmstbY9LccWV8llP95TX/BXH/urruOaq2I1qYRAOKZHdvihasETBWk5sLz34llvzT37xPepn7nDNUO3uPGyyNB0ZnNvZtl6OqL0IXUlf0bViX42ij10Rap1ZZrfSrV9+uenap/nGf/zjXH8tJy5nGOy2rsTcXCWRZGUZNFTMdHXq9tVCFIeS6A4UMrqVLhTzLExYYs40ZzXu2ND4yO/52P/zz80/90XGXUM2JYns9mTQCmlPEUntxZ7QZdCC0M1614NlHUxRRIaaxfrURaYyS9u5slqECbli3cJlbeEuxfCa7/TSv/M3uP7ZIRvraxRyIksqQ0iEbl8WXxUusi7HlZgNmsGIgnnD/Q9zxxfcd8stbn/ve102rWyWbmdnx8bGhrZsKCLCo1GSHkxRFMwa88ashWUt7hkaz3um6974Ole+9tWcOEFdpxerJbN1uq8p6Cj++8LjQPrvasESG2fP8ZZf9dm3/bx25+eUunTfbGmsHOlzG6vBkWVVe7EculVNU13JYOhF7UUPXycRHqmkr4rs9Mmwtu7+7dH01Cd77g/c7PK/+hqecY2pDoZemdBRMGeFROhminDJRZHoDhQyaOgoCBRduCCRviaKDJYILEZ0BwZ2K4k1RENHoNKiKw6E4rEmMtOjkQidjuhapCYURVXEhE6bk6h2xe6S02fy9ltutXXbBx3bXdmTmfZEhD0RITNdbL13EaGUIjO11pRSbB/dtHbDSdefukm58SSLhZWZqqiTAwOTruuqVDPsi0EiPMF1+7L4ikm4oA8kuSJmaEmb+MiHfezf/6zho5+wdt9ZZlUPh1Kyq9lFFnKwqmFrVrTSzbJZmybr2yPrc3dtDGbf/CLP+aE3uewvfRsbV4YB4VHo6PaMY6hDNQXzqXHfgzy8k5/5P/5vPn+HnfvuVnOlz6sc0+ZULYaFhyXRLaY0ZEfXSjNWepDL0dHZptilRdU2NjxQk6dd5fIbXu45//SfsDGnBFGkPUWkrwkaEoGCyO5AIRxeIpEOBMK+DBo6msm6ZHfic3/qC+98rzt+4z/buOdL1rfOO1LCvITVuKPVMM4G58eV2bCu9mIxhZqENJVurJ3oSi9K0qLIcEERSe2Ibk+Prgc9KFlEFkNne5gp117rBT/yRl71Co4fiXH9qAzmkwMFpZPdvlaIIisdBeEiSvva1NUZO9OOdZ3dUb7nN/3uv/r3Ljv7sNw6Z5x2TKVbRHV0DEOGnShacWg9UxkqlWyj2aqZZTHkzNZ87t6NDf0bn+2G/+3vKCf/glYLw0LNQiLI8FWBRHh8SAfCV6T/cdEx8kd32H7zr/r8u97DPV+0tl6d3eh2NPOs1sfB5qoaOlNhqs1UOtENrYgsMuhhXzqQQaR9gZJEUtK+oVPG0XRk0xcW1e51z/DKf/pPeNEL2dxkmNGRCJSuBYlQFIRLLqp0IOxLjxS+In29oKEguq8pNAeqC9LXBInw2BWZ6dFIhE5HdC1SE4qiKmJCp81JVLtid8npM26/5dbcuu2Dju2u7MlMeyLCnoiQmS623ruIUEqRmVprSim2j25au+Gk60/dpNx4ksXCykxV1MmBgUnXdVWqGfbFIBGewBIdQSskqkm4oBUUOgINO9vab/26j735LTb/8LMW57b0OmilOIzauyG7kjRzyyGcmxc9WPTR+jjZ3FlZDdVdJzZsvuIG1/31H3DkpS+nbISCQDikLnWrcWU+27AnkzLiC3fxXz6Yn/13bxZfvtP27gNyFsbFTCzT8a25RZl7aOha6danbsiGSStpOXR71spc2W1mq0GvCw+UcP/GzIkbXuLa177a0dd+L2szF0siOjrSgUBlFd2OlWIwkxbTSkyFrcnDv/UBH3vnLyu///suO/uATWyUNE472lBM6wvb2YW52ouNVTVkt2cqzXI2acHQi8jiMKYotkv1optfb/GDN3H9c2JabBoxX1IDFaWjkeiBQQ40VISLKJFoydC0vqNq3Pegc7e+2+0//fOOn9uW09JoZTWEeXD5dlcndufVWIrDSkSlR1d6N2tN6UXpMw8Pc2dPnLD5F1/qJT/2Izz/OZaVKHPz7CRiIDxupQPhK9J/WyKQCF8x0Xflmd/34Fvf475f/4D6wL2GBQ+ud7smg5nFVBxZFaWHXlIr3VQ60Q1tEEkGPexLZHiEkpQkkpIEhs68cW4x+OLVx61/67d4+d/6UZ53PSqzSiI6hdQ1BwYDiXDJJY8pkZkejUTodETXIjWhKKoiJnTanES1K3aXnD7j9ltuza3bPujY7sqezLQnIuyJCJnpYuu9iwilFJmptaaUYvvoprUbTrr+1E3KjSdZLKzMVEWdHBiYdF1XpZphXwwS4QkskfZl8RVd6ChkIdHQ8NCD7nv7O9z+8z/vxF332FiutFK1UhxGyW7oXaAbrGq1NSt6dIuWNsbJxmryUFt54GlXesprv8uzfvgHuO76YCERBeGQupaT3XFlbX5EQdteGQzc/pn81E/8W1u/8zvWzp3Vc8ewPpiGqu80m9szszq3PSOjW7SuZtOja7WZSleSzbpmfHjXRtmUa+v+dLlj6+orvOgN3+OqU6/n2mcyn7kYEh0F0ZBIBCotuh0rYTBIsdoxb4Wp8tkv+IM33+L8f/mAjXvutjE1GzX1aWmsXVtfWEboORhasZiqoXcFU2l2ZpMMhl5EFocxRXHf7tJTX/GXXPejb+Ivv4K1zdjGeidcEA7EhCQDA0EG4eLqSXFBR5mIJeOSP/ysP37LO33pF3/TFTtLVdeGZpwXNbuj212dumk+M5bi0CJ0jegK5r3TQ/bB2TqzfPrTPeem1zjx/d/HNSesZoHBfBqpFQPhfx7pf1xOTDse+vX/5P63vNvqo5+0uXWO2jywmOxGMzOzmIqNsSg99JLG2vXoRDe0QSQZ9LAvkeERSlKSSEoSiGQWxf0lnH/e0z3/jTc79qrv5CnX0IM6EIhOIXUNgZqDfeGSSx5TIjM9GonQ6YiuRWpCUVRFTOi0OYlqV+wuOX3G7bfcmlu3fdCx3ZU9mWlPRNgTETLTxdZ7FxFKKTJTa00pxfbRTWs3nHT9qZuUG0+yWFiZqYo6OTAw6bquSjXDvhgkwhNbpn3hgnBBl+j2FAWx7LTOnV/yuZ/6GX/ya7/mmvPnbaxGrVStFIdRsqvZRdJiMNZiWUMP1qe0Nk02OnftnLf13Kf4hjfd7Io3voGrnxosdJTiUehS15GKaKnuNHYnfvO/5Pt/8t+qn7/D5mrLbGhm80GL0JZpPhZDWRirC7qhd6FppcvoWkm1M2+hbU2Obxy3XKy7I1fWX/g83/zDb+CV386Ro8xmLoZEQ6B2dKQDFaXblbqmCrVNhnM7zNd54Ly73vnL7n73f1Q/f4f59o6jNWgrq1waZ4NVhIy52ovFFIZOwVSandmkFeatiCwOY4piqZqe/hTX3fw6V7z+Jq6+OlalqJWaSAdiIlxQyEIiEC6axNQZCpHICUu2t63ef9p//dmfk7/7KVcum1pSn3XLWQjdke2uTEzzmVYcWq3V2FYym6EW80y9hbEPHprN5XXP9vK//Tf47m9nc2GaVU0R4675MMdA+J9H+ppAIpAIJAKJPjLuuPNtt/ry295t/U/udNlqV4+VB9aasYahhVkr1sciMrSSWul6dKIb2iCSDHrYl8jwCJEEShJJSQfq4J5Iaydf6iU//mM8/3kcP04LhsG+6ETXkAjUHHxVuOSSx4zITI9GInQ6omuRmlAUVRETOm1OotoVu0tOn3H7Lbfm1m0fdGx3ZU9m2hMR9kSEzHSx9d5FhFKKzNRaU0qxfXTT2g0nXX/qJuXGkywWVmaqok4ODEy6rqtSzbAvBonwxJXoDtR0ILqG0YGimC9XrJKPfswnf/rfeeAjZ1y13LY2TaZS9CgOoyQ1uz0tiqkUY4Q961Oa9W4jij/dOS9f/Bwv+pE3Wnzvq7ni6hAzLSgIh9WlrktLzXy3GXLBp//EHW/5hfzT//x+8wfutdZ2rdVJjdB7alOIGNQykxlCV7LrpenR9ehEqp3ZLrUPFosNZ6N48IrLPOu7b3TNG1/L865jvk6duRgSIwqGREM6UFC7CTt916LMzJDntpX5GtsjHznjD//D2+x+4lPi/vtdPlRDjqa2shrCCllnah8splC6fVNtlkPXSjdvRWRxGD2KaZi5t1ZP+c4bXf+mU7z4heHohlbCNLEoDpQudU0RitrRUREuisSESAYXtBW54r773P3OX/Gxt73LNfecc2y5IpplaXYHIjkyUjNMpWjFodVatdVSama1qsLYu2VZOL++afiG6/2Ff/T3efk3sV6tatEVZVqaDzMMHtfSI4WvSgQSgUQgES5oI7tb7vhXP+Oud7zXlV8+6+i0srK0tRGmWRGrNOvFYioiw1RSK11GF7raB5Fk0MO+RIZHiCRQkkj7WhSroTi7uebqV97ouX//x3jyCTaP0INaSUQnuialEKg5+KpwySWPGZGZHo1E6HRE1yI1oSiqIiZ02pxEtSt2l5w+4/Zbbs2t2z7o2O7Knsy0JyLsiQiZ6WLrvYsIpRSZqbWmlGL76Ka1G066/tRNyo0nWSyszFRFnRwYmHRdV6WaYV8MEuGJK9EQqN2BYIpuiY6Fbr5c8cC21a++z8ffcavyxS86urNj3idTKXo4lJJEdhSt0KNoQU3Wpq52hmHuzmnXxg0v8fy/fopX/CUuvzIyZhoqwmF1q3HXbDaz20frY7Bkeu9/zo/8zFvFnV+0ttoyy6VZn9TelBZahjbMqINhRegyulaaVrqMLpKhs9Zm5nVhe+zuLay9+Bu9+AdeL179bRw/Sl0jBhdDw+TAItHRHQgUsnTb49JiNhNSbZ0W9OBL9/jiT/6Ue09/2M6ffN4VpThSU2srU2EqRYuq5GAxhdIRaSrdcuha6WZtUNKhpGJU3Nu74y9+kW869Xrlr9zIVVdEGwY7U3ekFhKlaxgxKIaGjgHhokg0tM6iYFwyLvncH/v0z77DZ9/9Ptcti2NjM8VkZbJVmo7NXsyimIQeDm1WqnFcCt28Vplpp6dpsWnn8uOOvexlrv+7P8r117FeraLoGKSConpcS48UpEfqKL5ejCP33u0z/9+/cd8v/ZYnb43Wpl2rvm33spmxhDIxmwazHvaMJfXS0YWu9iKyyLCvB+lAhq+KtC9Q0r5VKc4t5soznuK53/cax2++icuPUytlTiARXeqaRAhFzUIiEC655DEjMtOjkQidjuhapCYURVUfAk5EAAAgAElEQVTEhE6bk6h2xe6S02fcfsutuXXbBx3bXdmTmfZEhD0RITNdbL13EaGUIjO11pRSbB/dtHbDSdefukm58SSLhZWZqqiTAwOTruuqVDPsi0EiPHElRhQMHYnCFN22Pd26braz5DNf8Lmfeasv/uZvu2qczHa21Zy0WvVwKCWJJIMWZNg3dBYTkcU0FPeuzTzpVa/wzDe9nhe/kKNHo5WZjgHhsLrWR7UUPSdl2fiju3zp7b+Uf/yr77Nx7pxZGRWjWRvVKc07WQdbsyozrY1FScbaTbVp0YmuduatmPeZYbbmwVVz/tgRz/ye7/TkU6/hm57HYoYZBhdDw+jAAtHRfE1g6Fp2oqCrLkg0bG2b3vUef/zuX3PnmY85Pk2uKCn6pNXQIjQhcjC0UNMFaardcuh6dLM2KOlQUpHCOUW56mrPetW3u/L7b+IbrgtrM0thkUGisMKIAYsJiYriokiMmMZuY1ZY7bC9xcd+30d/6q3uv+0jru3VkanrNS1jslW6Li1yMETRpEdjVqpptVQjDaWaerOVTJcdNz75SZ79Xd/lxM038dRrWKtWGDULFamqwuNYeqQgHegOJMLXq6slf/BJt//ETzv32x/x1CmU5XnLvmu8bG4pzdpgaEXN0DHV1MqkZhdJyYLiz/Qg/feFAztD9eCRdVe97Ju94PvfwMmXsbFu1dN8vmZfIrqmaxKhKmoWEoFwySWPGZGZHo1E6HRE1yI1oSiqIiZ02pxEtSt2l5w+4/Zbbs2t2z7o2O7Knsy0JyLsiQiZ6WLrvYsIpRSZqbWmlGL76Ka1G066/tRNyo0nWSyszFRFnRwYmHRdV6WaYV8MEuGJKzGiYOhIFKZgx6RI632pbE/87id89F/8hAd/56Ou3Twid84rkVqtejiUkkSSwVTsK8mssWi0KM7V6uzlRzzjNa/0tO9/Pc95VtjY0MrMKlkLwmF1dKYVNTi7rf/mB/Mz7/o127/3CfOtLX02Cc1sahaNtSyyDh6ap7F1m1NVs1tVptq0cEE36wydvqSuH/FgUK99phe86SbzV9/INVeYhkE1F4qLoWF0YIaaaEgHApHU1KVVmyzqTOiyd3F+h9//tDve/gs++9sfsHn+vCt1s2mUQ+ilmJLIYmhVTRekqXbLoevRzdqgpMPJImo1qraiuvylL/acv34zr3g5xzdiKnNDFpIsjFhijkXrdNRCcVEkGparZnMerHY4+zAfPuO//uTP2vr4Jz1lTJuJRbEqaSe6JgwZaiky06MxRNGnZpBqDaupeSjTdOKE9rRrvOTUKevf9Z1ceZx5tSNN2S2iqiiK8DiVHinsS3QH0teEA8WBWC55/21u/7f/we5HPuEpdZA75+30He2yhZ1xtGah9qL0qpVuqqnHpGZXE1lQ/Jke9qU/X4Z95+bV/Zcf8+xX/WXP+8E38axnsFjYnrr1+UK4IBGTCV0iVEXthURBuOSSx4zITI9GInQ6omuRmlAUVRETGm1BouSOsrvk9Jn85C232j79Icd2V/Zkpj0RYU9EyEwXW+9dRCilyEytNaUU20c3rd1w0vWnblJuPMliYWWmKurkwMCk67oq1Qz7YpAIT1yJZZ/MyqB2TMksTMGulbk0byNf+rI7f+YWt7/zPa7ZHV02decfftDmkXVj0sOhlKRPqdRqmtP7ZBi7uWLRq9UweHAx9+Wj6274uz/q6Gu/myuOhbWFZafWoiIcVie71dkHzY+sc99Zd/3kW/Pz7/0tx89uc+5hbd0FadaYNxaNqfDwghYcXYVIVpWpNi0ouqETWdSyZjuKhzc2XPNtL/fsHz7FS5/Potipg7lBVVwMDRMSM9RER3cgUBAImi4dCNRp5O4HnP/l9/rQz/28I/eftXnuYVetLzy89bDF+ppl62QxtKrYk1rplkPXo5u1QUmHk0Wtg/NbO9aPXW73imOe9n1/xRU/+iauOhZTFENZJ8nCCiMGzdrU6RgqpbgYEmNSg+iTMi554CFn3/nL/vCWX7T+pS87vmoWrZlqN1bGQo+CIpLQPRrDMNg9t+X4xoZxHLVanZ9Xdw+Dy7/5xV72D3+cZz+TKy5nNjjfJlGZKQqqIjxOpUcK+xId6cBqWpkPMyEUBDJT3PeAs++41X2/8dt2fu/Tji6XZtGMtVsuiq6YTaH2QlZj7aaSskxmvSmJrHoUf55Ea02dDXrvlsulYTG3WCzcK5171tN9+4/9bYsbvoUTJ5gvTIpAScIFMZnQpBCqovZCoiBccsljRmSmRyMROh3RtUhNKIqqiAmNtiBRckfZXXL6TH7yllttn/6QY7srezLTnoiwJyJkpout9y4ilFJkptaaUorto5vWbjjp+lM3KTeeZLGwMlMVdXJgYNJ1XZVqhn0xSIQnrsSU3RBFdCQqDc1kbuTceX7/Uz771lt96bdvc9WyO9LSzu6WtY2FVU89HErpRelkYTVLmc2sNbMehj7YqoMHLtvUn/ssL/8bP2T2bTdw2WVhNthtzTBUFeGwOr0zLlmu+NDv5if+/dud/+gfOLHscrltXKsymDXmjUVjKjy86HoUG6tQk+VAiyS6kl3JQhZjqe6PMFz3LC+46Xsd+77v4erLtVk1RjVTVRdHQ0NiQHVBR/c1gYIg0dB1FPOcePCc8fSHfewd73L+43/gsofOOTEbrJZbhvnMqidZDL0oGUitdMuh65i3IhzeLGaWy5VhmNu+7KjLb3yZp//QzbzkBWExJxZE0YKGEYNm0RqJOhDFxZDIJILel+q44s4ve+Ad7/LZX3i3Yw88ZGM1Gfpkqt1UihZFi4KQKJlEd1h1GOycO+/42qbMNFbODuH+45e5+ltPevHf+ps87alcdkwOxW5rolYFRVcV4XEqPVLY1xxIB3pvaqmKCzKFoHfuudeX/vVPOf+BDxs/83lHsyu1G3OynIeuWExF7VWLopVurElMZr2pnVT1KP48id67qEWTpmlSajWbzXx5FurJl/uLP/JD6ktexNEjclhYYY5wQSImk9QQQlXUXkgUhEsuecyIzPRoJEKnI7oWqQlFURUxodEWJEruKLtLTp/JT95yq+3TH3Jsd2VPZtoTEfZEhMx0sfXeRYRSiszUWlNKsX1009oNJ11/6iblxpMsFlZmqqJODgxMuq6rUs2wLwaJ8ETXyZS9ikILCiInxiV33+Pc+37DZ37xvcbPfM7xVbfeUmaqs8Eymx4OpfRi3osWaXuYKM1ap05kKx6u1f1POuGZ3/UdrnvjG3j2tayth1qsWlNnVUE4pOysVmRy993uece78o5feq+1u+91XJHjyu5QdAw9zDqzRitpa94lFlMVyVTJSJFdoPZiKmF3beGeefHkb/uLXvzDb+IlL2KxMNVBF2YIF0eiORCoLugOpAPhQCBoaEgsdJYr7viCu3/p3X7v53/R5Q+edXnrZtH1nLQoZFF7ERlEaqUba9cxb0U4vMFApraabK8ttOc+3fPf8FprN38flx0JdV2WoiPRUTRDbyTqgOKiSQStL9Vx5DOf86dvfrsv/cpvOrFcWqxGYTIVMoquSEUrIVEyie4wEmWY2Tl/zrFhzTAMdoIvl2Z17TM8+7tf6Rl/7Q1cdYL1I7IwdkqxL3RFER6n0iOFfc2BRCClQZDoHYXWufMun/hn/6/86B+o99zv2KzqtdnN0ViLksViGkSGFsVUWA0Nk/XW1E6LqkfxZ0r6qh6I0HuXQZbQMzWplOK+jTXP+P43uO6vvYFrn8lsMNWZMVl3QSIQk5XUEcKgqL2QKAiXXPKYEZnp0UiETkd0LVITiqIqYkKjLUiU3FF2l5w+k5+85Vbbpz/k2O7Knsy0JyLsiQiZ6WLrvYsIpRSZqbWmlGL76Ka1G066/tRNyo0nWSyszFRFnRwYmHRdV6WaYV8MEuGJrJOdlrLO9GDq1N4N2Vnu8qlP+uzPvcMXf/v9jp7btrls5o1ZnctgpevhUGov1nNu2VfOzyYxSxutM6beqgfnc/c//Rrf+nf/pqPf/Uo2j4T5GoXVNJnNB+FRyM7WNoKPfDQ//Zafs/W7Zxzd2rFoEyXsZMooSq9qpyYZzap2GQytomilI9VO6EoWO0O1fWzTzjVXes73vcY1N30vJ67USxF1oaMgXDyJjoJwQTqQvl6QQUNHwdBXLFf8p9N+45//Sxt33mXz/HlH54M2LmUdyKL2IjKI1Eo3FkQ3tCIcXkwsFgs758/ZXcycPbrmmd95o2f9w/+Vpz0lLDa1WvyZgtAxIjFHcVEkOrJRG9OKj/6B23/6zR749ds8VYi2QtcKsihZdFUrRUYXmUR3GOmCYWa1vWMzw9rahnOaLxptfMuLvfDmv+roK1/J0aMMC82BUuhITVWFx6n0SGFfovuakEoGialRKquJP/m83/nf/0+LT/+RxcNbLltfWMXKbh/1oRqymo9V6dVUirF2q9qEycbU1GSKqkfxZ0p6hCwhMfUmaxFDtZpGe86fuNwL/8Hfc/x7Xs3lxxkGU1Rjsu6CjkCZrKSuC9WgqL2QKAiXXPKYEZnp0UiETkd0LVITiqIqYkKjLUiU3FF2l5w+k5+85Vbbpz/k2O7Knsy0JyLsiQiZ6WLrvYsIpRSZqbWmlGL76Ka1G066/tRNyo0nWSyszFRFnRwYmHRdV6WaYV8MEuEJLDu90Zo2XzNhNXZHFaaJrfP8xm/4+K2/4P6Pf8yJqOaryTB267NN49RNtevhUGovjubCdhs9PFuKRVpvjTG1mHlo44jz3/gc3/GP/xEv/xZdRJnP7eljU+aVcHi9sxq568vOvvNX849++Vet33mnzeWO1bQyX18zZkiDyGpPSRd0vYz25QxFRheZ5o1wQYbz8+LLR9dc+Ypv8fwfvNnw8m82RTFZWCszOirCxZMIX5UORDqQHinIoKNhsmujJZ/8nDP/4l+aPn67es89ji0G03JXGWZkEVmUJNBKNxUyuqEV4fD6crS5uWl7+7w+n7lPc9k3vcg3/YMf46Uv4YorYxyqgpJER3RZlppUzYXBRZGY0EbWMC55/4ed+ek32z59xlOjyByJpkUoWQy9kNWqFonQiO4wEjmb6avRbDnaWD/iwb5y58DVr3yFl/zAKV7+MtbWMWioLigkJpPBIDxOpUcK+xLdV2RXhBC0pLsg2NqRn7jdB/+vf+bIHXdY213ZXAy2Le32SZnPzQwWO0VkMZZiNXRjbUpOjkyj0hnLTIsiHCjpEXpQarWaRr2EYTG3vbujDJVnX+sbf/zvWXzHX2ZjTZbBGEEyTzSUTu1W0qQrqkEx9EKiIFxyyWNGZKZHIxE6HdG1SE0oiqqICY22IFFyR9ldcvpMfvKWW22f/pBjuyt7MtOeiLAnImSmi633LiKUUmSm1ppSiu2jm9ZuOOn6UzcpN55ksbAyUxV1cmBg0nVdlWqGfTFIhCew3hlHspnWNqwwNS5zwdbE5z/vvre/1ec/8H47X/hTlw9VGZtZC+tl3Wpsek2tOJRZKzb7mp229PDayFpajKM+pTKs27ryKsONN3jR3/lRrrvOqMQsChNKY6j2hcPpnambfuej+Zl/93PO3nabq3a2Ldqu7b5j7dgxq2WSA6pU/n/24DRat7suEPTz++293/c959wBQkLCDDJEEVCQ5SVaEsoJFZUwxRFXOZRllV1VXauqqz/19+5a1Wt191p293JpOQVFgoqogArGCZJSIqBIRJlDIECmO5xz3mHv/6/ve48ylE1/uPlwvfZ9HhVNaPq2sTXmoKTQdI35VKKoCA/Ne/ddc9z1N3+Hx37/y7ju0fYNBjtmI5bYRbo0CuVIIJgcSYTzCoVyJBBUsME5a1cpPn6fB2/9VZ9881sdfuAD9qLUZi2yF4jWyyIwZTMmFU0/pXDx2mpjsZjZtLXW9c6iXXet619xk5Pf/q085cmxms916Cc0ZDN2K6MymOn0LonChM2GHeyfcebNb/PeX/hl9Wd3uTZoMaooFSFbmk0pWmeTvZYNE9FcjBaMXWcWHWf3LRa7Tht9ejH4kld+h6d8z6t4xtOZzVVLW+G8oIIySZ3LVvlC4YJCQ6Jak4IKpoak4f4H3Pf2d/jr/+MnnLj7HvNxtJil/ba0spGzhaF1FstOVNpkWvfNqp/0bXR8s9EVqxxMkcKRLF9gUobZzOFqqWUYFnNnD/fNd3acfN5XeuKP/KD42q9h1lvryNCha9igb3STNUZN6vRS35JCIF1xxT8YUVUejkJoNEQzRZmElDopRkxMcwpZh3K54u131l/+4usdvP12J5drW1VlKyJsRYSqcqm11kSEzFRVpmmSmQ6O71nccMr1N98kbzzFfG5t0End6EjPqGmaTukqXBC9Qvj/sdbYrKmyXuzYYCxOTvjMGe1tv+fPfvkX1d0fEecesEA/laE6s5obN03rypQuyjCl3c3MstbO7Ixih2G1Mk1ltnfS8rGP84TvfqWTL30J11wT60izYjqcdPMOE9kRLs7UeOiMj73prfWJn79VvPd9rsvJIkfncsVsZloHNaMGFYzZhGZn2tha5aBF6qrpJ3bGEhgzPDjv7X7NV3jad7+UF3+d9WxhZWZmZr7GBjtIl0ahORJIJpQjHaJQKJ8TLlgnZ7BrafeBc7zrfe75qZ/14HveI1cHchyJzla2XhaBKZsxndd0LYWL17WmghbNFCX6hftng52veq7n/eiP8NXPi8P53IB+wohs1sOhjbKw0OldEoUR08i8qU99wt2/8ds+9PrfsHj/R11TzSY3WkxK6ltYbGaywjp7UyA2RHMxWrDEid090wOnzec7TienH3ncl7/6VR55801cc40a5konnVcoKktFkzqXrfKFwgWFhkQ4rzBhMxEdxcGHP+ojv/M7Hnjt65y85x7zaTJfdM7V2iYmXTfTjWF3PehaWnVp3TerftK30fHNRlescjBFCkeyfIGxmvli4WB5aFSG3YVzB/uOnzzpcTd+nRPf/z181VfRp2VL2YcO3YQJXaObrDFq6PTSrCWFQLriin8woqo8fM2RppQmlNRJMWKi5jRbh7rVij+6s973mtfbf8ftTi7XtqrKVkTYighV5VJrrYkImamqTNMkMx0c37O44ZTrb75J3niK+dzaoJO60ZGeUdM0ndJVuCB6hXCZK0eCcqT5nHQkHClHGrrC2GiT9XywQU2jYxP+8kM+/prX+vCb3+Sq9dLQlkwbFXQ507XetGlkaeGidC11Y9rUxmpBzspstbFpJR95teWTn+g5//rHxNd+jdrdjQ1mE+1gJXcHYiI6pAvC/7vyOeFzNqODP3ln3f3bt/n0b/6O+d33uHaWdhbpbFs63Ixm3a5svRadwpiEyXwaZaV11ylkMbQyn5op0kHfuXdv5jk/9N0e+W3fwJd9icNIYmGm162Q6JAujUKhEEgmFMKRznmF8oWCMdh33njOyXXjvjM+/p/+d/fd8U7d/feZt0lFQ0OKomupgjFpQdcIFyeLoest1yuGspk2dhe77l1vHD7usb7hP/4PfMOLTHt7IekmjOhY9ysbZWGmky6JwoRpUt3S6qMf9snXv8kn3/RWux/9pJNVDnNtypIV+pZmY4rqlNSiqSgtm4vRgsO2dtWJkzb3n5OzudOLmbPXPcpX/ND3Ofmyl7Czq3VzIYUjVbQcZaSQLnvlbzUk4XMK5cjYKIzN+i/uctevv9HBW95i71OfMsNiMXNoY2OS2YlVs1tzUWHMNGaz7kpntLuZZLHJzhRpK9C1lEWLpoJNNYvdueXBytgmw86uBw73Hb/20Z7yrd/s2KtewbO+TEU6nCaz2aBDTChEo2tGZbIVOqlv6YJAuOKKfzCiqjwshWjKVhMKYZRIfcMaMyQbS8N6yR/eWXf9wq32b7/DidXaVlXZighbEaGqXGqtNREhM1WVaZpkpoPjexY3nHL9zTfJG08xn1sbdFI3OtIzapqmU7oKF0SvEC5jhXIkmTChbDVbHQLpSJMmFDr0SwysOkajvZq49z5nb/1N73vNrR7xyfudXK2IUctyMLDOUHpbfSNcnBacXW1cdfVVDs89pFutXbf3CPcfLp1+xFWu+qYbPeU//BvjIx+hdheR6NZojdlGZYnqaUmmrQqfFWhjyQzjaqOfDwSbcWMYOh56iNe/sd51yy964P0f8Jhjx/WbUbZJN+scHCzN+7kLKrWgwnlNIIvs5848+JCrHnWScWNcLdWxY+7dmVk99Ule8G//leEZTzdc+zgiWaFjnDUbzUyvcwmVzwnKFwp/q3yhcMG6TYYMUSOfuo93vNtf3vJ6h3f8mSfu7Th9cL+p29C7YGgDwqRXkbRJuDjZkpayD8tcabWyaGUdne5xj9c/5ys89V/+c578pHDihAvWSFZDaSYzvc4lUtSGGBCHzv7Zu9z/c79m//fvsPfAaVmT07NJS4Ypdc0FgaE1UYyZWrgoFc1yWtqbLRy3cN9y5VPH9zz6G17oad/7covnPoedXfQ0BJLJVrOVUrg8FSZNh5hQjUjCeemCRivGnpiawchywx//V+/8yZ/R3vteJ1cr4UhFU45Epa5QqQUVVDRRdNVsTUmhRepamo+hK1qUTdecm5ZOPOK49ZlDWUnOHc5nPrMz+Mb/+O/49hervQX9QIStcF75nGgKzZGUohwJV1zxD0pUlYelEM1kq+kUwig1adawxoBkFUvzccltd9Zdt9xq//Y7nFitbVWVrYiwFRGqyqXWWhMRMlNVmaZJZjo4vmdxwynX33yTvPEU87m1QSd1oyM9o6ZpOqWrcEH0CuEyVihHkgkTmq0m0CHQoaSGwoTArNEaU8dg5L7POPOOO3z8V9/koT/8E09YTfY2o4pm3XEwsOrSFGlraGS5KGOynvWGLjm7bz5xPGfuqyae+WWe8IqXOv6q73R44mT0fRoKG1RjsdY02WZUkklQaOj8reaCKiIdGTdkx1+/3+HP/ELd/du/68H773fi2HHTci1bWczmVsulITufr4ULClFp1g1Wh0tD36yntfl87oE+fPpRJz3h27/FU171cv3jn2S+c5IJK8ya1bxZKzs6vXRZKhSCMZp+nHj3+33gZ37Z/W96m2tWS5zT+rWxb7aG6qnBpFeRok0uVraUZrIPyzxU1habjeU0cfJq8fRn+NJ/9aM89zlc9eionhiRjEnDgHAJNWTDobPv+FOf+T9/0eoddzqxHlWNHpyXMdkZU1YzJl2NZhNRjJlapIsz2rSVefaO555Pj829Vz3CE77zWzzj+14hn/YldHMXTEgqmTRboUm9cHmaMGkS/dQoRyKJpNCoYNUTyrzWnF3yW2/z7p/+OfXhj9gbNy5OU0GhRepaWmw6XTUVZd01Z7uV3d0ddXplMDMZnNmZO3Pdo/zT//Hf8aJ/ou3NZaYrrvjHIKrKw1KIZrLVdAphlJo0a1hjQLKKpfm45LY7665bbrV/+x1OrNa2qspWRNiKCFXlUmutiQiZqapM0yQzHRzfs7jhlOtvvkneeIr53Nqgk7rRkZ5R0zSd0lW4IHqFcJkrBIWGyed0SITzCoVAMPmctmaIYlzzF3/hPbe+3qd/7+32PvOAayvMp9GUTQs2mVo4L0Wl0FysFtRsZlytLVqZd+lguXbu+K7Hf/M3uu67XsHzvsK0uxeSrmFEFP2GKFpHJZkqaEhEoRxJylZT643MjrNLD7z19+qTv/DzNnfdpabJ3nzHcv9AtrIzX9is1/pIn6+FCwpRKcYy63ub9aF129h55An3tLXlU5/k6/+7fylfcIqrHkUNNKwwL+th0pRBp5MuS+VIa6Zsuqm490FnX/dGH7r1jeojH3Ui1yJWpn7SAtULvdKrSNEmFytbiupk31nmoS6aWU32V2urfmbzuMd7+nd/l6u+7Vt44pNijJQ9FZQjHcIlVGgjdeihP/xjH/5ff0b92Xtd189s2tqZOWOyM6aopoIwmk1EMWZqkS7OqMUoxmavP+YB6YHrHu2Z3/cqj/6+V/CIk8RAoSGZktJshSb1wuVpwoTU9FOjHIkkkkJDsuoIzNqKT99n/au/7Z0//4t2PvMZe+PGxWkqKLRIXUvzsdO3pqKsu9HhvHRdqnMbi27HujpnFjPdM5/uq/7Dv+GrvlLtzESEz1dVqkpmuuKKy0lUlYelEM1kq+kUwig1adawxoBkFUvzccltd9Zdt9xq//Y7nFitbVWVrYiwFRGqyqXWWhMRMlNVmaZJZjo4vmdxwynX33yTvPEU87m1QSd1oyM9o6ZpOqWrcEH0CuHyVo40R8qRQOe8Qvn7ggo2mLWJVeOeTzr9O2/z57/+RusPfMi12ek3S1lNy+aCSlGpb2mromnh4lSaqtR6dHJvx5R84uCc+dOe4lnf80rDi7+Rxz+R2RBVRGFCFP2IRuuopEuTI53zms+aopkCtTEbi6njg3d7z2teU2fe/Ba7D37GrB/02VkdHJplZz7MbNZrfaTP18IFhai0OVjZmy9ksM7Jcp4ePL7jqhe9wJf/s3/GM57BbAc9DSNmTDmalEEnpMtSOVJlM60N0XHmgD95l4//8ht8/Pf/0FXT2rwtVYzGmLQclE7pRXSiTS5apbYpOaRNLWVXdoe0XI/2W1g96mrHnv/Vnv0Dr+b5zw2ztOw74bwqswjhEitMa8YD9//O73n/f/4p3Xv/2uOPH7PZrJxdhJbMxxRFRROa2dRsTZFapIvTRD9ZL1d2+xPO9jMHT32y5//ID+i//ZuYD8TMBQ3JlEyaTpMIiXQ5KmzQaboJ1VwQSaQLRvSskk7TTys+9DH3v+63vO9Xft2Jhx6yM21crIqm0CJlpcUmdEWLMuZouaC1ybAO827HqvUe2pm5+utOedqP/TDP+lIWg/9Wa81WZrriistJVJWHpRDNZKvpFMIoNWnWsMaAZBVL83HJbXfWXbfcav/2O5xYrW1Vla2IsBURqsql1loTETJTVZmmSWY6OL5nccMp1998k7zxFPO5tUEndaMjPaOmaf8dyXkAACAASURBVDqlq3BB9Arh8lVo/r5EOK9QKEfKkUAgOFidtTv03Heg/fbv+6tff5MH/vy95usDe0NnrKUpm60shinNpjRMaWvMZkoXJVuyngyRdnd3fWZz4J6+eeI3v9D1r/5unvXl7D0ydIMLypFEjCgqqFSZJgS6wuRIlqVJS9JkMeKwmd76jnrHz92i3vdux9cHuq6jlRoni37QRRo3G32kz9fCZ2VLbWy6SscWc+di8pHNGcef9yzP/YHvMrzgq3n0Y+nn6LUigkjKqJTUIV2WCjUR4YLDJWPj3s8486u/5c7X/KLrzh04vllRa5uYrLs0RqcziOhEm1y0Sq2VzLRphyKaxXwwTmU1hc2xEw6vvtapH/wB/Xe8mEfuxbLrrTSzTbPT94RLqzBtOP2Ae3/rzT74f91i9jcf85jdHavNgeViMCWzKUVR0YSmb81WSS3SxWn6oaxWKxk7Do8d133lsz37h3+Ar3k+fdLtUI4kY9A0naazlUiXo8IGnaabUI1AJNIFI3qWSW/Sb5b8xfvc/brf8rHffptjZx6yM04uXlPBGKmrtNiErmhRNt1oPZT1tLFbM0O/47B1zhzb89SbvtU1r/pOrn8688HnqypVZSszXXHF5SSqysNSiGay1XQKYZSaNGtYY0CyiqX5uOS2O+uuW261f/sdTqzWtqrKVkTYighV5VJrrYkImamqTNMkMx0c37O44ZTrb75J3niK+dzaoJO60ZGeUdM0ndJVuCB6hXD5KjQUAonwt5q/r3yhaNhnPfGeD7rn52919+/+kZ1zZ+3OOqs6tJ4xdk0UXbHY9OYjsyltrbtmShdlmNJO66TOmNzdDp190jWe8/2v9OhXfgdXPwo7IQYagupo6DTahI5klBoGRMPkSM8qJqNmZmNYF/ec9pmf+9V6/5veYnjw43antdYaU9N3nSE7WmmtyQhZPquFz8qW5sPcuBoN2TnTTT7UbTzjpd/kGf/6R7nqKnZOknOyMyYNid7I1Oh6pMvVZr00DDMK40gVq7X1m9/q7T/5Xzzq7k+5an9f19bWMTro09SlvgapoyYXrVL2vS7SerNvmjaG+aBh3NDmu84t9jz1217s0d/7cr78abEcOgc4WamrJBAumZqaqImPftgHfuWN7nv9m+187B4n+1Q1OZh1WjC0lI2KRjRdNVtNIl2cJrsytWaceptHPco133Cjx33vK3jW9WRHt6AcScagaQZN2Eqky1Fhgw7d1KhGIJJIChM6DjCPtW51aP2n7/KR177RA2//U7tnHrKYJhevqWCMXlfMx5BVKpoxm/VQVuPG8VwQgwNz62uv8VU/9L3ihaf4kicxDD5fVfk7EeGKKy4nUVUelkI0k62mUwij1KRZwxoDklUszcclt91Zd91yq/3b73BitbZVVbYiwlZEqCqXWmtNRMhMVWWaJpnp4PiexQ2nXH/zTfLGU8zn1gad1I2O9IyapumUrsIF0SuEy1ehabZSCucVyhcKf1+hRto5PvxRB7/1hz74629Tf/VhJ5Nunh6czlktwtiVroXZxGLT6xtdS1tj17RwUWZjOlFz01jOah64esf8xuf5sle/TP+C56mcR9SMqWcKOta9C2YaUyOTYC1tDYiGyZGurHOyMemnA/P9xjveU3/xE79k89cfkOsHzWJjmiaqDMPA1LRxMgyDas0XVWnIXhe9g4Ol1Ykdh09/jC99xUs84rtfznyOOXqyMyZrpLJoIw1dR6TLVZs2MjumJBrRGDe8+y/c9dpfdfbNf+C6cweGzcpk4+wsjJkGvdRRk4tVkkizodfWK5vxUC5mWmumNTlbaP2e9rQne/oPvNLiZS+2Wgyxr1xlwVh0Qbhkpmmja81453u897Wvs/mjd9r79P2Gzcps3tvPpqS+pShEQ0NzJJEuTqNt5GzmzKrEEx7vGa/6Tnvf8S08+Qn0A62nEOhYozRzzZFEuhwVNujQTY1CNiKRFCZ0rJOZkeW+gz94uw++5g3O3fnnjh3sm7fJxcpqpmSMXhTzMXRVRDNms5mx2Wzs9gurMSyHPf3TnuIr/v2P88yn8ehrGHp/p6psRYQrrrgcRVV5WArRTLaaTiGMUpNmDWsMSFaxNB+X3HZn3XXLrfZvv8OJ1dpWVdmKCFsRoapcaq01ESEzVZVpmmSmg+N7Fjeccv3NN8kbTzGfWxt0Ujc60jNqmqZTugoXRK8QLl9lq9kKSaE5EgimoHxOoHNeYVxx+tMOf+8PfOD1b3Hwzrtcde7QyWGw7CZnHTrcSS0YpjCb0jClriUVKkoLRHMxZmPaG3uHq8mZWfLMp7j6u77ZdS97sem6a5wjTtYO66SCPq16CgvnjRv6TmEjbc2c1zAhGGvFkCajPPug4YFDy9/4g7rzJ37BI/dXxnZaP5TWmj5S3/dWq5U2TnZ3d03j6IuqtFyunHzE1e5/4CH1uGtc/U1f67Hf8kLDC29gGGgzdHRpjaUSRsfHQNIl4TLWtPVG5txWy1Eq7vmEM7//dn/2n/9vjzu9b2e10mrt3DCZus6glzpqcrEKq6nZXSzkemMc1ywGkxKbySwXYtjxiT499dUvc92PfC/XPjLOSCdqzrox6wmXSDO1jW5sNre9w7t+/pd0732/Yw89pC0P7e4uHNaoBV3rRZEamhZNBVGJdHGaabMy2zvm/tUkn/JEz/nB7zX7xhdyzdXMF0w9haA61raauUYhEulyVNigQzc1Cl0jEklhQjIlnQ3LA/tv/QMf/Nlfsf+ev3RiXBna5GJlNS3SJlMUsyn0rYhmytE4T+vNaKebO3vYLI8dd+wrnu3Z/9O/50mPZ2+XvrdVVbYiwhVXXK6iqjwshWgmW02nEEapSbOGNQYkq1iaj0tuu7PuuuVW+7ff4cRqbauqbEWErYhQVS611pqIkJmqyjRNMtPB8T2LG065/uab5I2nmM+tDTqpGx3pGTVN0yldhQuiVwiXu+aCSgoNgWBKVj4n0aPXaI2zZ7jrL7z7p37OA7e/x2PGsHNmqW8jx+fOTIc2fWmYj6FvqWuJtMnQonRFaL6YiFBVqkpV+TsRYZjSbNWJnT33z9POqWd7+o+/mhc824MZkRZOCqakko5luGDhvKKimdCkRF+YUAgq12QJa86c4c7313t++pec+90/9bRjJ5zePKjlZCvKFxWOZPmsJnXD4GDTTPMd56466Rmvvsmjv+tl7PXsHqd1VNKxwgo9dhumpEe4bLU2ykimpBgHOqN48EE+9DHv/V9+Qv35X9k5/ZDF0DndDuk7e7Ndy8NDmeliFaZIiWFqUrPuKPSNqDQY3FOTk9/0tZ75Q9/N858d42Khn3aYillPuESacVrrN+X0a9/gva+51c7HPmFvua/XtFqbsrMV1Yuiq6aiGbtmKypFpYuRxbRZm5884WPnzume8SW+9t/+GF//QuYLZgvGpJBUxyFSs9AoRCJdjgoTOsTUKHSNSCVFURuiZ1WjeRarQ2d+483++qdfJz/0MYv1Ul+Ti5VFCzaZCMNUhtaEZspmPTC1pq3I3eMeGhYe86Kv89T//l/wxMcym9OlK674xyKqysNSiGay1XQKYZSaNGtYY0CyiqX5uOS2O+uuW261f/sdTqzWtqrKVkTYighV5VJrrYkImamqTNMkMx0c37O44ZTrb75J3niK+dzaoJO60ZGeUdM0ndJVuCB6hXC5axQqKRQCyRicGSfzvrPV2tJuK10kyxX3fNwDb/hNf/Pm3zV+5B7X5lwcHIhqhhMLB+PaqAnMptC1pNIm06oLFWXWyGq+mKry+SLCVkTIlqzCuNgxPfGxnvgd3+DYq1/KY652v4zUeYQUkyOZluGCRblgDBoSHaKhORJUrEWt0fj4vT71hjfVB3/ld+zcdbdHFtNOmbLZKl9cOJLls5o04bCfWe7suOZrvtrTv+elvOCr2J1ZC7PWU+hYY4UOuy1p6BAuU01rTUYyJVXWQ9ga1gfinnt99CdvcfoP71AfvduJLqyNKpqhmxk3GxHhYhXGTFHsjM3WpqOi6Rpd0VXnk5ul4Xlf7vrveqm9b/6nXHttqDmV9Em4RBomDtfO/fTr/OUvvd7s3nvtbVaya6omTbigelEMrWnRrHoqmn7qhYuTRW3WuuMnfHxcmz37S73gX/8o/+Sr6Wf0C8ak0DElS3RGC0ULMpEuR4UJHWJyXiMbkSYpERt0bGo05MTy0Jk3/Ka/+enXyQ/fbT5t9NVcjCyimCJturA1TKWrJjUtJptZalXairZ7wrljJzz2G1/kyT/+gzzuOrqOSFdc8Y9FVJWHpRDNZKvpFMIoNWnWsMaAZBVL83HJbXfWXbfcav/2O5xYrW1Vla2IsBURqsql1loTETJTVZmmSWY6OL5nccMp1998k7zxFPO5tUEndaMjPaOmaTqlq3BB9ArhctcotKQcSSpZY4NAp6n1vp3sGSc+8Un7//Wd3vcLr7V6/wcsNpOrFrs2+/siSr8zWK/XIkJXDGPaapHWXToYAmU+0lfzxbTWbEWEzPT5SlqN4XDvmEe94Lme+n2v5Mavtp7P4rTJ3MJxTTQEgpW0NXNk7cgM0dAcSQRiw+qAqXjXn9e7f/LnnL7j3R5/ULr9fbU7mLLZakE5UuELRBHIckEUU6RVNWf7wcHVV7vhB7/P3ku+iWuuUrs79tdrx4YZhWzWGJHSopKGRLhMNVM1XSRTqonVjMRM48wZqzf9ng/82m968E/v9Kgq864zjWt/p6pcrMKYBHY2KYopqWhoQjNI948b564+6fHf8CJP+Z6bedazGBZB0HeES6Rh4uyBM//bz/ur1/2a+ekHLWqtm9HaSAtbpdc1+mqmaFY9UzbD1MtyUbKIsZl2F+7tOXHqub7yx3+Yr3yO6ucqZ3IMCh1jskJntFBMyI5Il6PChA4xOa/RNSVNUiBGMmlGaeLwwOlb3+ADP/U6+bF77GST1VyMLKLSFGy60DBrpW9NalpMpiGNik0ad4/bXPtYT3zJN7vmB1/FNY9Eh3TFFf9YRFV5WArRTLaaTiGMUpNmDWsMSFaxNB+X3HZn3XXLrfZvv8OJ1dpWVdmKCFsRoapcaq01ESEzVZVpmmSmg+N7Fjeccv3NN8kbTzGfWxt0Ujc60jNqmqZTugoXRK8QLneNSgqFQjIlIyakJmtttlkxBmf2Hf7+H/urt7zVwX99l8WZs3Zng8VssDo8IJq+762Xh+Zdr2tEpQrGTOtMmy5Q5lOT5YtqrYkIEWErIlSVqjJGZ78bxBMe48kvebFrbvpWvuRJ9vsuRmmQdp1XjWgKG4k0oGGFxMJ5ExoCPYVoK8aRT93v8E1vqXf/0q+oj9zjcTkYNqN1TaZwQQUtKFT4AlEu6MoFUUyRNkPnXuw+7zlu+Bc/zPOfZz3r5O6eqcpcoBGTEZMQ0kzSEAiXqWZskz47WqrGJsiO3nnrFe97v7/5xdf6yFve5pHnDlzdz0yHh8Y26ecz0zS5WIUxCczH1DUXVDDlqOVkyM4qy/2tOf5lz/ScV38/X//1POJETBG6oXfpNGy4934P/uef9aE3/Jad1Tl9blQ3qWqyhaw0Repa6qspHMyaKZhNKctFyWKocDj07ju2cNWLXuCZ//zVPPMZpm6u1WAYk8LAOlihM9qtoiE7Il2OChMC3eS8RtdMUklb3UQEzShrw7lzHvil1/ubn36d+Sc+ZadPobkYWUSlwqoPDbNWumq6alpMxr5MQrXeZnHM7BnXe9rLv9Ps5d9sPHFMJ4V0xRX/WERVeVgK0Uy2mk4hjFKTZg1rDEhWsTQfl9x2Z911y632b7/DidXaVlXZighbEaGqXGqtNREhM1WVaZpkpoPjexY3nHL9zTfJG08xn1sbdFI3OtIzapqmU7oKF0SvEC5vhXBec6SQTMGESdPbGKbGesMnPsOfvMv7f+c2n/iTP3PNwcZi3IhZGjXjtDZk6BvjcmXWD7amYEpapClokbLoWxO+uKry36oqVeUw09ljux7ztS/wjJtv4tTzOXYsljnoEegKMSql2eqQspiCFQK7DRMKydjTMJuWrEf++J31gV/+FafvfI/u/vvMauP4fG5cNlstqKAFhQpfIMoFXbkgijHTOJv51M7g+u97lce96uU88Yk2fW9cl8UsRCEaJoUmkFLaCpev0qzbqM9eJymqEenItOH++3zs197gA7f+utlHP+GxLeVyZdnW5jsLm1YuVmHsmqg0G1PfQle0KJtuNHaTsdZmezvO7a/lo67z7Je9QvftL+FpT4o6tiNcSk2rlfzwJ9z/n37WvW96m3msVCytrZVmUR2VpkhRaT7Rojk3ayqYTSnLRclibnAmJqevucpjvvVFnvL9L+cZT7OOQWeu26AwsA6W6I12q2jIjkiXo8KEQDc5r9E1o9SkRDcRQVmLNnH6IZ+65Zd96L/cau/TD5jPOqG5GFl0LU3Bqg8NQ5WspqsRZZ2TFkkNDmd7rnr+833J938XX//Vlosdg9S54op/PKKqPCyFaCZbTacQRqlJs4Y1BiSrWJqPS267s+665Vb7t9/hxGptq6psRYStiFBVLrXWmoiQmarKNE0y08HxPYsbTrn+5pvkjaeYz60NOqkbHekZNU3TKV2FC6JXCJevQnOkc175rCkoHK72HZ/1rDd85gH+4A4f+O3bPPSeuwwPnvWIIqMcxMZakxmGYLYpOY0iwpisO9ZJRYpiaCkbovn/EhGqSlWpKn8nIuwPnXPXXuWZL3+pq1/+Ep70BFO3FxNmkyNJxWhStjqdkKrYBEv02J0wOtKx7J3XLEzcf8b+L72h3v+rb7TzqfsMh+ccrE47vrenHU66SoUWVDCFCyp8VpQLunJBFGOmc1XymU/z3H/7Y/yTF3D8pKW0PDt6xLGecF7DhIZEZ5S2OoTLU2lGo9ALKRETGgJtw7TvzDtu98HXvsG5O97l2tOHdjajpY1+Mbdp5WIVxq5RaT6mvoW+pYrmcNjYdJMz4xknjh3TH7Lp9jzuBS/0yFfexIteENMjjkmES2W0HvfN/uZu9//PP+f+t/2R2bCxqaWVJZpFDaKlMVNUmk+0aM7NaNnMx5TlomSxMHigJssnP8aTX/pij37lS3jy4x0aDBb6DQqD/4c9OP3W9S4LBH3dv+d533fvfaYkDIGEUSAQsEBFxlJUVGQwAgmiUuJQ1uqqrlqr/47utfpDf6gPtaq7q1oQkQpQoOJQCohUMAMoYyWopYQEAgkhwxn2Ozy/++797sMgLVR179Nr4ck612UVrDCYHMsiMQxEczEqdASG7kAypEmTmoYhCWSttJq47yu+8Nbfcudb3uXkVx82H0ciHUUrhmx6sBpDD8YsY6WhJpR1THo0za7T49wTX/7jrvqnb+b513h4NrNnMLrkkkeOqCoXpBCp20qDQpg0qZkn1pihsYqlxbTkgx+r23/jRmf/7GYnV2tbVWUrImxFhKry3ZaZIkJrTVXpvWutOXfimJ2XvMgz3/g67UdexGJhbWbQDJPzRiYppUEZKhyKUSFcvAobFEY0RDnUw6HqS6Pi3vvsf+Sj7vy9D3j41k86ef9Zjx5Gq9VKn3G2bUyN2WzUNhuLVVoMo6nSauDsnPXg0LxzbN0MyTSkDN9Ra01mqipVJSK01gzD4MzOzKN/+MWuuv7VvOT5+vHj0eO4AcM+BszosTFJgbkZ2VSwDpYYcWzC5LwZZwcH0rHqpo9+qu5++3s98CcfsffV++3EZH+2NGXaXY2GagoZVNDDoQrfEOXQUA5FMbVms7vjmde/xuyfvJ5rnm49O27CsGIxQyASG4eqIaxjVBgxuDiVlFJpUjMrYkKioRV1hrvucs+7fsfn3/37LvvcvU4my6EzH22yHFVhGlIUYx/Ne1hMTW/p3Hxjf75xus46Ni6cWg7W69Hiyc/05Dder/38q02PvzIGhO+WyXJ92s4dd/rK//zrHvjATXYW3TLPWA6T2diMmxDZTK2JahadjHRmTra0mJpWjqQV8xw8IMVznuYZb/wZuz/9cnnloy0tzC2MGyRmrBpLjCbHskgMA9FcjAodgaE7kAxp0nRNYF4opr5vrIkv3+uut/yWu37jP7ri9L7WgkhH0YqxN71xbgwVjFnGSkNNKJvW9WiaXQ+OM9e85qc96p//Ks+62ldicNJg7pJLHjmiqlyQQqQJIQ0KYa2hmSfWmKGxiaXZZsmffKzu+I0bnfmzm51crW1Vla2IsBURqsp3W2aKCK01VaX3rrXm3Iljdl/8Is984+vEj7yInZl9M81oUUg0KhxIISnnRXNec0HK0YX/vkL4tjom5wUGNIStpDp9zUMPW3/sE27/3T/0lQ/d6sSXHvLETbM3DM7kRt8b7LdUQxjHUd9fGfdXju3tWfXJZuDcjKk5NOvsbZohmYaUQSuiHKogg0KLEFmqp9LU2NTOjJ2ZB47veMm/+B/48Zdx5RWWWrRhzwxxFjPM6DHpSsNoIBvBOlhhhp0JEwIjq4HRxrBeuecd76mvvueP1Kf/Sn7pi44f25GP3vHAgw86FTtmvdnKoIIMChW+RRThvCE5O5tZPPPpnvmv/jk/+L085lGmYWHZOR4OVXMg0YUDhRisNYURg4tTYSNtRTWzRHfeSDW6pXG57+H3/IFP//u327398x6bpZvUUDZFDwLl2wvfXqG3tDXkaOxhnmSU1TjZDN1mtjEmJ9cLZ85M9i9/tGe84XVO/vIb+J4nhvlIjArpvIYoFMJ5kcpWsxUOFMIFmNTyYXH737rvf/l3HviTm83mk1Xt62PanS/U/oZqNsMoisVERdqfpR7MsmnlSFo2Q+erjZ3nf69r/8n12iv+sbrscvtmRjPzCYWRdbDCTNrJJDE0orkYFRINUQ4kQUdptgZEsdmcM8uJe77s7l9/u7t/67ddfnYpApGOohVDNj1YjSExq9IqMRElIpSQw477ZnNPu/51rvoX/4wnPMqDMTgujC655JEjqsoFKUSabKVRIaw1NPPEBgMGplga10s++NG6/W03OnvzLU6u1raqylZE2IoIVeW7LTNFhNaaqtJ711qzf/yYvRe/yDU/+zP8yIvYG50xSDMLozmioxCIJBCJQqApRxMOlKMLytc14WvKN3V6MswcqqDKoQo6CoHEYDJT5Jr1kp72P/hhn/jt33f203/psvvPufz0yslzkyE4u9MsRzKoSFuBIX1Db2SQ4VArxnRoak0Ui56GJCNlYz1QGAx2x7np9NKmyubYji/Hyt73PMH3vOoVHvMrv8LeHot5VBvQhAPpvKAifV1oFIJC1w1C9MYaMwRiw/oc99/n0//r/1YP/OGHPWET2umlc+uN6fJjcgizdTcmTYqiFRlUpN5YrdfGxVxrzTRNdIZhsDPueODUSTuvfIVn//KbeNITqGRnTgvViYGOspUCDakp5w0IF6eODRrmHZPzGusZK1upPXy/Y1980N+85R3ufOfvumq9dmyzEtL+EKZGFBW+rSiHwnmtfEMPevMNrQhpqDQkszbYLDfmsx3rxY67czI+/cle8OafNf7Mq9ndiZzNTW2UmDqLYJaYMKAlQ5qQmqYZC4VAOJrcsNnnw7f4yr9/r/tuupV+xnwWplwbiiEHqVmOTQq7Uxkq9ZYyHGiOqmUzj7k7l/tO/eiLPPfX3sQLf0BdfsrGzFRpT6OoRpcSA4ZsFBrCxascqnAgbYWtZqsjimbDes1n7nDnb77TV37/g3YfeMg4DkS6EKXpEbbGdKBMw4S06Ew9THvH3Hv5SU980xs8/VfezPFTemNoLrnkESWqygUpKlK3lUaFsNbQzBMbDBiYYmlcL/nAR+uzb7vR6VtucXK1tlVVtiLCVkSoKt9tmSkitNZUld671pr948fsvfhFrnnD6/iRF7A3Oh1hsjA32sEwIRFoGBKJslUGRxW+pvz/oFEo36oQVKeaQ71PtNCGwRpDo2F0IDf0NWfO8MCDHrrpI770559wz0c/yZfuc8WyHF+nvalEa/YXZT04kkJF05J5piHpLfVgMzi0t9hx5isP2Rt37VxxuS/V5IGTc0/9iZd4ys+8huf+gNw5Fq01/98lEo1sDhUKueTcw3zkpvrkW37DuVs/4QkW8tzGsrM5ecIaY67NqrRKQ9LKod5SBpvsxnFUVTKaiDD1Mu4srJ7yFI/51V929U/+JCeOsVkznzGE9XpltrOQKOclmm8KNISLU8cKI+YbdAeSGcuh2XfeCd34pQfcfeN7/NVvvctlX77fY9YrtTxnvZjZDERR4VAGrXyLKMJ5rYiiggwy6C31QKQhWXQWEzu1sNl0OQ6WOwtfbpO88go/+OqftPtz13P1VZGLuc2w0JHYwbjBhAEt1ZjWCoPQzBOFhnA0fcPqLB++2Zff8l73feQ2rZ8znxVTF8WQzdSa/WFQwaKXMVOTMlIZZTiSls0QM3dNa6de/lLP+9Vf5IXfz4nj1pqOHQRKSommIbI5FAgXr3Koh0NNCgeyEfQgMTOxWvHxz7jz7e9033/6kGOnzxgiiHRUhQrUYGvW6a2sxkQ6MYUpm9Xenq9c+SiP/aUbXPumn2N+ksCAcMkljxhRVS5IUZG6rTQqhLWGZp7YYMDAFEvjeskHPlqffduNTt9yi5Orta2qshURtiJCVfluy0wRobWmqvTetdbsHz9h78UvdM0bXsfLXsje4ExruoWZZhexQSHQMFAmoWyVAc1RhQPlaAod5e8L31SYMGD0TY1V0JX5Zm3UWE089DCf+ozl7Xf49J98yPqeL1vf/1W7UzrRRmOl1lNrzWRyQappRUhbvaVsKdFwYtxz35fuc+zEZYbLH+VOK5d93zN9/5tu4CUv4PjlarYTB/xdVaWqtNZ8Z4m0Wm3M57sCuS5NMi259x53/B//tu7505vsfv4ejx921LLrBpvdPctpY2hpVqVVGpImJXqjwqFhGOSqi2HGzswDy3MWjzrl8he9yJP+x3/Js57l0GbFzoLGark0/fH7YwAAIABJREFU7syJpnxT+KaGcPHqmDBgnJCIpLEamhUm6RSGM0vTBz/i9t+60dmP/oXHbzbq3Bl9NjM1AuW8CqJ8i/CtWvmGHkxDSlRLQzLrLDo7OVcV9vtks9hxem/04Lx50vOf6xlvvJ6XvZSdRazH0WS0Ncc4YULDkGpIa4VBaOaJQkM4mr5heYYPfcQX3/Je99/8MWMtzcZUm0kThmym1uwPgwoWvYyZmpSRyijDkbRsogZfrO7RP/Ujrv2nv8gPPk/t7NhoEgsESiKlpiGyORQIF69yqIdDTQoHshH0oDCa2N/nY5/0129/pwc+cJNT+0syiXRUhQrUYGvW6a2sxkQ6MYVeg9XentNPudqVb77BU65/LbMTBAaESy55xIiqckGKitRtpVEhrDU088QGAwamWBrXSz7w0frs2250+pZbnFytbVWVrYiwFRGqyndbZooIrTVVpfeutebciRN2XvxS177hZ3jZC9kbnI5mMrPQLDBMKAQGelBSSOeNvlsGByYkwnmBQDg0dSIYGsLXJIVIFYRiM7Hf+dxd/Pmn3f1nt7r/9s+a7r3PuFxp2c1ngxhYT5NJN0Qz610rR9KyiQpbvZVsk94SZShaMTOYetgfZh4YBp56te97/U879Zqf4LFXsDgRhpn/p8y01VrznaXC2dW+3cUxDbWctIaHT3PbLfWH//pfa3d+3mVnz3l0zNQ6VczUfNe59cowlqgyzxTlQKpgamQwFIs2l/sT42g9H325n3PZNU917fWvM7/+jVx+OdnJZDEj6NNkmI0K6Vs154WLWyHREIlEJI11NBP2+9plw9xwbsWdd/nqu37bp971Lo85fdax9WQjZdCKDN+iEL6zVkTRG1NLPaiWhmRM5r2Z9WYWM2dWS5uduTx5whdWZx174uN872tf4+Sbf55TJ6OPzSbmthrma4TzWqohbZQyGDRjotAQjqZv2D+tf/A/+8Kvv8eDt33czMpsTLWZDNG0HqbW7A+DCha9jJmalJHKKMPRVFMT9w3Nla9+uWf82pt53rPVYmGjKcwRKImUmobI5lAgXLzKoR4ONSkcyEYwhUOjiXPnuPUv3PH2d3r4Qzd71GbSNxsiHVWhAjXYmnV6K6sxkfY2lNH+3i7PvsaVb77BY1/5E8xOOjQiXHLJI0ZUlQtSVKRuK40KYa2hmSc2GDAwxdK4XvKBj9Zn33aj07fc4uRqbauqbEWErYhQVb7bMlNEaK2pKr13rTVnTpwyf+lLPetnX2f2w89nd/SgkOZmWGCezgumYEJKDWGruRCFdDQD5gh0dCQ6OgoTRgQGWyulG5J5lcGBqbNKPv1Z9/7xn7rrP99quvMex/ZX9qZuzEkbyLE5F5OzNVkOZYjmZIYxHUnLZsxQwXoo0zDprYtK82TsDgxi76S7VvvOXnGZ57z2NZ78uut46hPZWYRxRoz+rqpSVbZaa76TkhLLWhljYcSwmsji819w9394Z338Pe926uw5l00bO1lsSpgxzGymSc6IKvNMQ9Jb6o11c2jem51qZuuwHpoHhvLV46Mn/diLPONNv8Bzf4DFHoqh0cJWKRGh/H3hEaScVwhE2uqajk2lvWji3Dl68kd/4sP/5t+a/c2drsiiT1oRRYVvkUErMnxbrRiSDKYhTY0eRDFLxmScwnyY299f6ou54bKTvnD2YXlizxNe9lJP/5f/jKc+Mezu2k9imGkYNzRf01INaaOUwaAZE4kB4Wj6hnMPW/3xh3zh19/j9J9/yqJtjEOX642xDVoPU2v2h0EFi17GTE3KSGWU4Wiq2WzSg4u5J1z3Ck/+tV/k2meoxcJGU5gjUBIpNQ2RzaFAuHiVQz0calI4kI1gCodGE+fOccuf+y+/eaMzH77Vo6duWq+JdFSFCtRga9bprazGRNpZpWhzZ3cWjr34+a78xeud+McvZucylcQM4ZJLHjGiqlyQoiJ1W2lUCGsNzTyxwYCBKZbG9ZIPfLQ++7Ybnb7lFidXa1tVZSsibEWEqvLdlpkiQmtNVem9a605c+KU8aUv9ew3vN7sh3+Q3eZMhDSaaxaIjkJjanSU1NBsNeFoColyNIHBeR2JDRIdicQMg9RMmm5HaYKps1zxubuc/fin3P3RT/rqpz5ruvsexx5aOVXsFkOl3sp6YH8oq4H1LAzR7G66MR3JkM3YQzZWY9m0ieiGSrsTUewXpxc77lnMPO4fv8iLfuWXec6zGQd2d0NrRPN3VZWviwjfSWHSpVIYlXE9sUo+9Gd121ve6uyn/4vL+8Ysu7bZiGqimiEHqWzGQln01Ire0npgag7tTM18E3Zrbqn50qyrZz7RtW94pVPX/RRXXM24YGi+rjJpISKUbwp/RzkvXLwKiUCjS6StZrSVaIj1kt757F/7zP/+79z7pzc7de6sYxNjpm+ngigqHMpwqJwXmHeH1kOaGj2oYCjGZLYJszZYryc1juL4ngdWS+v5aHbNUz3nV95k74dfyqOuiFVPtdgVGCeGQKGl3lJHaQbNmEgMCEfTN5x50Nn/9EFf+PX3OPvxz9gdu6FNajOZDaOYmFqzPwwqWPQyZmpSRiqjDEdTzTSVB/d2PPm1r3T1r/4TrnmqaRz1NrO1cKAQqaTUNEQ2hwLh4lUO9XCoSeFANoIpHBpNnDvHrX/hjre/08MfutmjNpO+2RDpqMp5ZbA16/RWVmMiLZadceHsYu6xP/4yV/7iDcbnfS+7l8te2jwIl1zyiBFV5YIUFanbSqNCWGto5okNBgxMsTSul3zgo/XZt93o9C23OLla26oqWxFhKyJUle+2zBQRWmuqSu9da82546fsvPiHXPuG1/JDP8hOUyPaTGSjoztvwIBAJIVENRckXLhA0IOORHdemcwwV6I29CKLzYavPsgdf+XMzR/ziT+72cN33+NENqeK2f6Ks/uOjzOq65l6o2aDmg16NJmpTZNwNC2bMQc92IxdxmSoNGa36PRoTg/hvmM72j+61rNfd53HvPzlXH4FOYbZSEP4hqqyFRH+ewobqaTCwiTWnb/9ggf/4+/XZ977Pov77neiup5rmWk2m4mJYdkNs9FySFuznlqxGdJmYGpENbvTwNm1U/MT9tvgrl0e94qXevov/QzPfTaLy1TNRGu2enatNRGh924YBt9Q/r5w8SpMCGpkI5EaRiOFoFcaItlsuO+rzv7hH/n429/F5+922WpjZ0qt/D0ZtCKDCjIcKucF5j1tTY2psWlUMBRDMjdqvVRHa6YhrCNsxvDQiWMe9aof871v+jme8T3Rq/Sd4wpDZwwUWuqROkozaMZEoSEcTd9w5kGn/+D97v6//qPlp+6wN0stNmozmQ2jmJhasz8MKlj0MmZqUkYqowxHU01W8/DxPU9+/atc+cu/wFOfaDMMcpgLzB0oRCopNQ1RjUIgXLzKoR4ONSkcyEbQg8JoYn+f2z7uL9/+Tg9+8CMuX61V70S6EIUy2Jp1eiurMZEW69TGHWfmM096zStc8Ys38Kyns3OZngwzl1zyiBJV5YIUFanbSqNCWGto5okNBgxMsTSul3zgo/XZt93o9C23OLla26oqWxFhKyJUle+2zBQRWmuqSu9da82ZE6csXvJSz7nhdeKHns9OY0Ab6UFvpPNGDEk4UBQSFc5rSDQkGhINiYZEQ6Ih0ZBoSDQkGhINiYZEQ6IhfUNDIJoulSakQVFJn5iKPrG/5K679f/6t+563/ut7rzLfV/8klwu7QzNAvNkVIZK1VP1LiK0cS6GZj2l9XptvhgdVcsmalBBbx1pnpMxy6yzHAcPndz10FWP9qTXvtJTXv1TPO7x7F0eepPLru0NNIeqylZE+H+jsJFIm1o7JtjfcPPH6653vMc9N93i2MNn7Uj7uZat7OzsqM2knZ0s5nPLVioYM5GmgamxHhiyOZYz64f2ndq9wrn56IuXzT39ja9y1a9ez2MuYzip16BFo8o0TWazma1pmozj6FD59sLFKzGh0Uc2EqlhrlFNn1IGbcS5hw1Tcvtfuu3f/J/O/sWnXX76jOPrbquVbyvDod4cKlTQinlPWz2YBqZGoiGKnTZX68kYo8y06pNxsdCHcFffGF7wXD/2P/0rvv+5hOh7x/VoWmdABCL1oEulGTRjOi8QjqZvOP2Ah37/j33h199j+ak7HJuXFhu53ljM5mzK1Jr9YVDBopcxU5MyUhllOJLSRJt5+MQxT3n9qzz6zT/Pk6+yaYMc5gaMDhQilZSahqjmULi4lUM9HGpSOJCNoAeF0cT+Ph/7pL9++zs98IGbnNpfkkmkC1Eog8DY6a2sxkTa2ZSY7Tg9m3n6617jxJtv4GlPZnFKT4bRJZc8okRVuSBFReq20qgQ1hqaeWKDAQNTLI2bFe+/rW5/6zucve02J1drW1VlKyJsRYSq8g/VfbsL8SM/5DlvvN6pH3oBC87lxtAWFoJ1Z5jRqGAjTWgYMSB8XUOiIdGQaEg0JBoSDUkFkmpEUo1IqhGJgUiqEUk1IqmGpDsvEIhGJBqVZLLpLPfZJOfO8Tef85cf+5j7P/EZ/bZPO7WakEQhnZdEakUUrZpWtGqiaNVkUJEyHE01bRytlhvjwLHF3Hy1sX/mrK284jJ/u8P3vP5VnvKm1/KsZ6q2G73PjVMQGNEcSWFSQjeYxGbinns98N4/qL955/sMn7/HiU03VFqNZWpkpFmyMzEk66HpwVCpIk2NzZAympbNMQt9mYZh15lje4bnPc1zfu0X+LEfcKYmu/PLMNpqvil8TflvCxevxIRGH9lIpIa5RjVbFayk2bQyZOeuL7jzxve643d/z+X33O9RxWKcOfPwabPZzO584cyZM3Z3dky9y3CoN4cKFbRilikq9WimgR5UoJrAkE0UQ/kWhQd3BptnPNVTf/LHPO7613LlY2KdKfZOGFGdFmipo0ulGTRjoRAIR9M3PPxVX3zXb7v3N99n+Ju77AyT7Puip7ENWg9Ta/aHQQWLXsZMTcpIZZThSEozaVz1OE97w3V2briOq6/Ux5keo8DMgUKkklKzNWgUwsWtHOrhUJPCgWwEPZiqLKKzWnHTre54x7ud+fCtjp85qzkQ6UIUyiAwdnory1kiHZvCciqbEyc8+42vN3/zDTzpKmYnCIRLLnlEiapyQYqK1G2lUSGsNTTzxAYDBqZYGjcr3n9b3f7Wdzh7221Orta2qspWRNiKCFXlH6qvLhaueMVPeOorf9zsJd/P8RmbNYsFOdDR0ZIBA8J5PSlUc6gQKAQKgUKgECgEynnRKN9Zle+okkQhHGiEb6pkf0kbObvPZz/rSzff6rN/8Qlf/eI9ds6cc/VycmzTVaTeUiEjVZDhQGkVoppWtGpaEdVsVaQMR1Ka5TSZz+dmRS3X5psyn81M89H9O4PdF3+fJ1734/Z+6mXq5OXOGWNhYVxjg100R1JIDCb6hvWKj3+mPnfje3z5j25y/IGHHc+wtRrLZiAjzZKdKQ1Fj6YHFfSWeqTeUE2rZtiEGHadreDqx3nKT7/CFa//Sa59gmXMNDNNE85rzgtfU/6+QCFc3BIdQR+ZTApNmRuoRlGNDUZdm9Y89JD7//hP/OV732d580c9Zt3tLnYs9/fNh9HOfGF59pydnR3TNNnKoIIMChWENHaalJreyCDDgWarVdOSVoS01cqhM7PBl/YWnvzyl7nmF36W5/6jMDab2dw4jPqGcUDQI3WpNINmLBQC4Wj6hofu98V3/457f/N9hr+5y6JtVC5FT2MbtB6m1uwPgwoWvYyZmpSRyijDkZRmo8mrH+fpP3udvddfx9VX6uNMj1Fg5kAhUkmp2Ro0CuHiVg71cKhJ4UA2gh5MVRbRWa246VZ3vOPdznz4VsfPnNUciHQhytZga+z0VpazRDo2hVVnffy4a3/+eos338ATHs/8hArCJZc8skRVuSBFReq20qgQ1hqaeWKDAQNTLI2bFe+/rW5/6zucve02J1drW1VlKyJsRYSq8g/VcphZPOXprnjWtS675klWO4Oz01qLsFczYy99M+nBcsZ6SBW0ZN4Zisy0FUUFUVQQRQU5dRVEUUEUFUTRimm5EuU7mqbJdxLIzdpWhgNNIdCKIZll2imG5drpL93rq3fe5cz9XzFu0s4sRG40XYYD6bxU4UAhVKCa85rUEJoSlcLRFJaZxnE018Q6xabUbCZPnfTwo4973i+90exlL+QZT7KMWZzr3alhz7DCGsfQHFkhNkuy8+CDVu/7g/rkf3iP6Y7/6jF9MMuytRrC1EpFGiotehoTNeqN9cDUUm+pFUM2UU2fmto97v4hXPH87/O9/+yXeOFz2Q3nhrlBE5qGQHNeOFC+KXxDITwCFDqCGugmiaaMBjRbU8fA6EDfsFnJz3zGHe/9HV9+5+869eBpuzs7aurGaBbjzP7Zc/YWO3rvtjKoIINChQNpTEIqTYYDTaGi2YpyKKRWRNGkrdXQfGEzedTzv89zf+4G7Sd/lMsui97CMM4p39Ajdak0g2Z0IBEIR9M3PHS/L777d9z39t8Tf32neayFtZZliKb1MLVmfxhUsOhlzNSkjFRGGY4ko1lr6urHedobrnP8+uu46kqb2UwZBWblvEglpWZr0CiEi1s51MOhJoUD2Qh6MFVZRGe14qZb3fGOdzvz4VsdP3NWcyDShShbg62x01tZzhJpt4d1Z3PihGvf+HqLX7qBJ17FeFwF4ZJLHlmiqlyQoiJ1W2lUCGsNzTyxwYCBKZbGzYr331a3v/Udzt52m5Orta2qshURtiJCVfmHqgxidlKcPCkv27OcheW01jeTxcSsgs5mSKuBzUAGQ7LoDEnvXQVRVBBFBVFUkFNXQRQVRFFBFIGYUvOd9d59JxlpPa1spa2GphVRDMUiQi7X2mptN5rjs8GuEJtulWubeZha2gqpFSJFUeFQaiooTWp6hAqimFVplY6iEDuDs2fPWrQdx4+dcG6Z7t+sHbvmaa580Q94/A2v5hlP4dSxOCdMvZwYFmKNxBzNhdnfp3duv6M+9xtv87kP/KlTD59zeYxiUwrrIWSQUQaTMdOYDDkqnJundaNaGpLF1EQ1vc09OI72r3qsa179So//+Ru46tH62EzDTDivIdAQDpRvFZTz0nkN4SKXCARlcl5hQJPYTGUxhiicPcN84Cv3uuv3ft89b/0PhjvvtpjNDUnLMkaz3l/amS/oaSuDCjIoVDiQQoqiVXNes5WarQpfk0JqRUit2LTmXI084SpX/dSPeuzrr+Oap4fZXFbThvB1PVKXaJpmdKAQjq5veOh+X37v77n3N9+n/vJvzay02GhZxjaIiak1+8OggkUvY6YmZaQyynAkGc0qmrz6cZ7+huuceP11XHWlzWymjAKzcl6kklKzNWgUwsWtHOrhUJPCgWwEPZiqLKKzWnHTre54x7ud+fCtjp85qzkQ6UKVwdbY6a0sZ4m028O6szlxwrU/f73Fm2/giY9nPK6jIVxyySNHVJULUlSkbiuNCmGtoZknNhgwMMXSuFnx/tvq9re+w9nbbnNytbZVVbYiwlZEqCr/ULVsdmLXJgbnZmxmTW8petrpYTfCtEmbIa0GNoNDQ7GYmpb0ShVEUUEUFURRwRBNBVFUEEUFUQ4N5b+pqnwnGamPXQ8HmkPVbLVqAtP+ys44WAwjfZKrFdNkFGpoNvOmBw1RKTBkar4p0VtTmh70CBVNFLPqWqWjqEjDrDmz3NdirnaPOR2j1eWXeeqPvcz3vOonuPYZHNtjdxZdo1L1NMZINALh6DZFdr7yFfVHf1x//pu/ZfXX/9Vj26Ctu8iQ0fQIFQ4UMQndrLOzGVQ0pxdpNVCRZp29TRPVrBc77o5y8odf4LlvvMHsBc/nissYRqvOMDgUzmsIB8q3CgqJcl6gIVycyjdFOTA5FKUbdM1WbtgZUDhzhr0Zm3MevukmX/53b/fQx/5CTGk+jmLdzdugrzd2hhk9bWVQQQaFCgdSRmpKy9CqiWrOawoZVDiQRCKF0oqoUDV3em/P7AXP8+yfu1778R9lMYu+wTgaBod6pO7rmhnCBeobTj/g/t/5A/f+5vts/stfGWtpaJOhGKKJiak1+8OggkUvY6YmZaQyynAkGc0ymrz6cZ7xhuucuP46rrrSZpwpo4Yx/d/swfmzrgldGPjP9/s87/uec5e+vdILNMgqSEQhIog4bonjBBuFbiNJpslMqpLMTNXM/ClTU5mpmpoyyZgW4zWGxaAoy7hr7KYNoA0qArLv0N333nPe5Xm+3znvvaJJpeCHc6eqQ1d/PtdEEWWW9lIKTwLtqjlclUo4UUkwB1O3VcxsNvzug/7k4ptd/u0Hnbt8RToR5bSyqaAN9saZOdt6USgHFTYT84UbfNtPvd7y/nu5+06Gs2YkwlOe8uQR3e26NB1ltldGjbCVSMvCDgMGplgbdxve81B/6IGLrjz0kBs2W3vdbS8i7EWE7vZfqqHSuRpt5nJ5KLuxdTB0O5zDQaeqMmU5HtOUrhqag4mhmCN0NAKNQCPQIhKNQCPQCLR5NxNNB9F0EE0H0XQQTQfRdBBNh85Zj3QUnUjXpL3o0N0Wi4VhSD2X3bQRNVstloaDpSvrnRKyCS2aVKKdKHsdqaQOWqhILYUy9CyU0ym7aW04XNkYfEXqO+7yjO97lRe85kd46XeyWiJCYxhQpnljF2UxrgxSSKfSaGwm3v/H/fFfuOgT73y385ced2Ex2h2vGVd0YkDJbpWTjtlYnN8M5kiPHZTjBdllNXNuk/To0mL0lVvOe8bf/THPuve13HGHOndBSl3USCOQCH+p/bVw1YxGuSYxIHxzauyQGBs9uSrbZDBJV80cOFGYZsZimPjYR1z66Z/10V/+NZcfv+RwWDDNDnKUczsYF+bdJJsKOlw1h6vmLB2FNlYYmmEehROdOpiDylKBmNBCiWaoNG7SY8uVo299tufde49bf/J13HghGO3mslgkQQezUq5ZSOE6zTuOHvf4L7/TF37ul63/6E/EdMU4zEYhhZiYMh0Pgw5WcxurpFJR2qjCqUyR1pn66Xd43n33uPC6e7jrdttxIY32xnJNFFFmaS+l8CTQrprDVamEE5UEczB1W8XMZsPvPuhPLr7Z5d9+0LnLV6QTUU4rmwraYG+cmbOtF4WymtnOoW684IU/9Xqr++/l7jt1nlFIhKc85ckjutt1aTrKbK+MGmErkZaFHQYMTLE27ja856H+0AMXXXnoITdstva6215E2IsI3e2/VENxJpY6w9E4OzarKmOVw4nFXDLTNLT1GHbpqqE4nMhmFiqKTqLoJIpOotSMKDqJopMoOnWWcVgSRSdRdBJFJ1HCQBSdRNFJFJ3CLGsWylWdSC2QOshxaTvtrOeNdmIghlBV5rkc5jnRaa+j0Cgd/kq0Eyk6kLKJTu1E7FSW08gu0+7IcGZlc3DW9LTb3fI9r3D3f/MjvOzbOXvWZIxscotAFOPkcsxaOrQwSqfSaHzxUY/9yrv6g7/wC+YP/bHbtGWy2+3UsMAoa5BNdJmHnWmYLedy4XhhjvSVM2U9EsrhxIXjxOiLQ7jhe17mjjfc4+AHXsmtt9lYWs1B0yMzAolwov2nwlUzGoVGYIHwzWnGDolloSZXDW0bg50USBzs0GgMO8aJS4/z5l/2Fz/zJp//1GcsctDrrYMYDc0YKabyNR2umsNVc5Y5C21RYSyGeZTtRGphzjZnqaBiIholm9WUDneDK8sDn3zaBRd+4FVecv/fM3zbtzGM4WuCDmalXLOQwnWad2yPHP/Ku3z+TW935X2PsLtsHGajEE3OYcp0PAw6WM1trJJKRWmjCqcyRVpn6qff4Xn33ePC6+7hrtttx4U02hvLNVFEmaW9lMKTQLtqDlelEk5UEszB1G0VM5sNv/ugP7n4Zpd/+0HnLl+RTkQ5rWwqaIO9cWbOdrwslIOJ7Rzqxgte9IZ7Le+/l2fcofOMGQPCU57y5BHd7bo0okz2yqgRJok0FnYYMDDF2rjb8J6H+kMPXHTloYfcsNna6257EWEvInS3/1ItqgxXtsaD0dHhwpFZd1vF4NycxmlSmIa2HaggOgzNYkqJyazDqU1dOoimg2g6iKaDaDqIpoNoOoh2oqUSXaJTIjrpQOpg16WH1COSnTL3ZC86LetQ9qCCjtKoaFdFyU7RRJMd9qJTNhVMQ6ENRSjZzFmmZE5XRTMWQzF0+po5qGX4au249TbPfPWr3PHjr+G7XsbZQ49OU4yLQwfNuMMOQ7EqV2I2SQcGSynaXyqClso1iWi0a5JGdLGd+fDHfPTiL/af/7t3uPnLX/a0IfQ8yXFw1KWNokO0E61zMudsrHJ+kwiXluwGolnOaTWlbS58/mD04p/8cRfu+UFe8m2cu8Fsob66szi30AtmJSRKSqGQKKRWSmqlpFZIlFFKhUQhUUgUEoVEIVFI/38op9eYEVgWqlAMbCNNUmLEuEH4SxvrXjvQ/OEjPvl//F8+/Sd/ZrVr/fhlZ6Rhng1dIkJhTjrQ6ZrUUeYslKHJSos5hROd9uZkztLoKBVFtOyymNMNtbIZFj6cJV78Ai+5/6fc/EPfx003h3FBuyZozK4ZEK7TvGM6dvyrv+7zb3q7y//h/WJ9ySpaZNkbpjRHWo+phEW3cSZM9jpShVOZIh0PaX76nV5w34+58XX3cOedtuOAUWIs10QRzPbS4EmiXRO0shf20t6Mnts4zGw2+vce9KGff7P1bz3o/KUrOhHltLKpoA32xplpaOtFoRxMbOcw3XjBi99wr+U/vI+n326OM2YsEJ7ylCeP6G7XpRFlQiiDRpgk0ljYYIGkci23a979YD/ywEXHDz/shs3WXnfbiwh7EaG7PZEiQnfb6257EWHvzDw799ixgzMrnz1MjyeL5RmLOawub40zvWhzlEqiGSpFp45QTsSMcj06iKaDaDqIpoNoOoimg2g6iGZKdgMVDJXGYix8Os1lAAAgAElEQVSGSl9TQ9tOGwfnD0Vw+fLjVgcLq3HwlUcvWyzPqxw1OkMH3S2a6LKoFNp/rFHBlEwZhkpnd2WsliabsVxetvWi9JD6aONCLd26OCuOJkePXRHL0eK2W3x02pjvvM2zvvu73P13foS/+RLOnTHnENOwMEYYGpNrAgObKJO9tMCyUUUXA1OkSdoVh8k40cctDoKRdUyWx5fk0Vb/6rv6oV/8JVc++BFPn9KFudR6I4fBsdl2YBpKOxEluog2dDmbg+PLl4zDgcPloXnX1jPb5cpXVwue/ywvfcO9Dv/rH+LmG8gFRiYEvWRnQqKQUiFRSKWQKC1RSJRBCoVEIVFIFBKFRCFRSHvt9Art+gzSgFC0a4JGoYVElmu6CDpLbHd89kvqnf+v37r4Zlf+7GOed3DOue3GfOmSwzMLR72zG9gOzBGy01CjcQ60OYsoe9Ep23+mwlXtRJSvGYql0XY3G8+e87kh3P6aH/Ts/+kf8eynxzSsDBaiMbtqGohgcKIRTq8m1ld4+I989J//vMf+/cMOjy5Z1s5wMDjebqx6oaQp0xyhg+i2mskuc1LhVHaZLkvTM+70gvt+zG2vu4dn3Ok4F1JKLBqNQNAoDO2a8E2tEU6UE6WT2V7ai2II1JbjIz74Jz70wEWXf/W33DVzvNuoLKeVTQVtsDcUc7b1olSUczU42s6mGy/4jje+wXj/vfr2W+zirMaIwVOe8uQR3e26NKLM9sqg6TBFIo0ztlggqVzL7Zp3P9iPPHDR+uGHnd9s7XW3vYiwFxG62xMpInS3ve62FxH2DuZ25ujYcPbAx1btCzVbLs45qNHh8WyFbc4qiijRLOdE2uaonYiJmESnjhKdOkp06ijRqaNEp44SnTpKdOoo0amjRKeOEp06SnTqKNGpo0SnjhKdOkp0mpLtQGPoNBbjTCCbCjrK8fEVkeVwMRq1gxwsM8xTm6Q5RjKUE5n2cm6BcSYR3TqoKHNSUeZI21wYi/Pbspobk81i9viqbMbSYzrodPZKWx63Q0vL1VnraJ+p2dHdt7v9lS/33B/+fr79hdx6I8tlzMNCRxoQhXJNIpiCCTNGrBrz5KqBKdJWmrHCcodCYGSbZTkf8YE/duXt7+w/es9vmT/5JbdsOT+lYZ6JshvaZiybgTmLKEMxdAuFydCstoOxBxkrV4bRl5ejL5xZec5rftgL/s6PGL77pSyW9EAmO9cs2pQlUUgUEoVEIVFIFNJfqnZ9UodT6wjtdAKjcFUj0Ag0Ao1AI9AINOaJ9Ybf/wN/8PNv9aU/+EPPWE9uXK/FlcsOVmEzls3AZkhzhqi0qNFiCok5WmU5rUGwa2dy4dFFOHjFSzz7v/8pvu/l+sz5KIeyiclVNSBIJ6LoJJxOTayP+MCH/PlPv8lXf+chN1y5ZFk7cZDWu62FgR61NGXYJYnV1IZmzlLhVHaZLsWonnGH59/3Wre9/jXceZfjYRBSYNVo1yTtmmjXhG9a7ZpwYkIUQ9lKLQXGmQwndqyP+LMP+9N/ddHlf/frbt/O1rVTWU4rmwraYG8o5mxHiyLKwRzWU6ubb/LS+98g77+Xp91i61BjxOApT3nyiO52XRpRZntl0HSYIpHGGVsskFSu5XbNux/sRx64aP3ww85vtva6215E2IsI3e2JFBG6215324sIV0XoKOOdt/rcTYe+2G0xnnFg6czRbOg2ja1yQgsspwFpm4MOJ2ZiEp06SnTqKNGpo0SnjhKdOkp06ijRqaNEp44SnTpKdOoo0amjRKeOEp06SnTqKNFpL5psolP6a4WOslqtTLuN3G4cNsPxsctf+JJhPbn1wg2OLl0WESoQoSNFhL0solog21UVZU4aU6Y5wlDpzFQWNaNMWY6WbcoybXfOj4fOTmlel0mqs4eOzix9aTV47g//gGf+4Pfzyu9iNbLI6OWBrVFjgaFQrgkkc5QZJSWWjZ5oJHOkSWonmoMZ7ZooPc5ic2z3trf3R97+Dp/9wJ86d2V29vLWmTmcGUfzvLMd22Ysu2TOEko2YxHadp6cO3NWH21N23Z4eMFjGb64TFduv9Xf+l/+idUrvos7bzUPg51RYNlEo9GuTzudQHviBBKBRqARaAQagUagEWh0sdvwyU/6xC+905/+yrus/uIzbt1undlujbEzj2E3lO2Q5ghDpaFGyzlEM2WrLKc2MQ6DcVeuHCxcesZtnvXaH3H7P7iX258WPZwzYyx/pRGaKAyE06mJ9RF/+hEf/79/zud+/bddOLpsNe9Yhe08WVbSoznSlGGXJFZTG7rMSYVTmSJdzoW6+w7Pe/09br33x7jzTuthREgsG+2apF0T7ZrwTatdE05MiGIokzRLgXEmAzExbfjwR3z0Z3/BV9/8TjdfPjZHqyynlU0FbbA3zkxDO1oUUQ62bVuhb7nZd7zxDeKN93HrTbYOFRYYPOUpTx7R3a5LI8psrwyaDlMk0jhjiwWSyrXcrnn3g/3IAxetH37Y+c3WXnfbiwh7EaG7PZEiQnfb6257EWFvMw5u/NbnuPXl36Ff9C2uHB5gZTEPlld2FtXqIM056SjRLKcRaZuDDsKM8kQYi+WMQjiROpmDOeko2+3W2cXCsNlx6YrdX3zaH//O73v0459294036scfM3SpYE4igggRg2jMJfy1jlJBY440R0gcTG2sQqksu6SDebO17NG5xTnGpc9ujn0hJme+9ZlufelLvOie1/C853LzecYhdhnm8cBstOvJuRiNjdk1gSwdZZZIgcGJnlwVtDRLhcDYRGHCMFMbvvJln/4XP9Mf/dX32Hz2y+5YHFp89dhymp0/PLDebe2Gth3KNJQ5CGUoxnLVptvZs+dtL63NM6tzF3xxt3PppvNufvl3+q5/+g954XM4e+iSMBslRqwwzChPrHA6jXZ6gUCiEWgEGoFGoBFoBNqJxprLV1z5jd/zvn/zNpff+wG3rHdu6ZLTVudsSrYDLQyVskbLOezN2eYsp9W7drBamTZbu4OFzyzCjd/zN73sf/0feeELwuE5G2lANIMT5UTpKBEj4XRqYnPEJz7jU//nv/KpX3uPC8fHVrUxL1p3W8xBj+ZIU4ZdktpqLkMxJxVOZYp0lIN6xl2ed99r3fy613DX7TbDEiGwbDQCQbsm2jXhm1ajMDgxIYqhTNIsBRZFOBET045PftKnfu4XfeHirzj75UfFiCinlU0FbbA3zszZjpeloizXs8nArbf4jv/2p3jjvdx2s8mhXXMQhKc85ckjutt1aUSZ7ZVB02GKRBpnbLFAUrmW2zXvfrAfeeCi9cMPO7/Z2utuexFhLyJ0tydSROhue91tLyLsXVqNbn71Kz37x3+UV7+cc2eZgx02TQYjsohy1TQiGEai6EJ7QszYFYVEJgMSAwLrDYslm4nHjvjop3zu7b/mkd/4XcvHL3lary2nrQ7KX8qQOdqrKv+JTnsVdDBliGY5t6FLKB2Ua8ZKZmJYOlqufH7Rju+82d0/9Aov+MFXW7z0ZSwXpNglu2FlskAqs3MGY2NGI4ssHa2EwWiv7U32wl4iNco1864tahKJzRXb9/5hf/hnf97nfu9B45Wtu87eyKNXxG7n/OGB493WNDINZZelg6HLWIyFTttxIRYru6OtHFb68NCn10dWL3i2l953jwt/69XcfYfNYuFRbbA0YMAKA7Jdt0Aj0Ag0Ao1AI9AINCrQTiURM+F0GhF0EE0H0XQQTQfhRKARaAQagThm2vH+P/XIv327T777N5370mNuVZabrR5mHUxJYeg0zKOxwt6cbc5yWvPUDg8P7dYb88HCZzdr43O/xff9z/+EV7+S226LdS7sBVaFdqJ0lIiRcDo9sVnzxa/6wj/7F/7srW93y3pjVRu7LJEs5qBHc6Qpw25o2azmMhRzUuFUpkjHMein3+65973WTa+/h6ffYTMsEQLLRiPoKCXtDe2a8E2rURicmBDFUCappMRQhBNZTBu+8AVfvPgWn/m5f2f41GctF0mU08qmgjbYG2fmbMfLQllsZrNR33KzF//9+wxvvJc7bjM5tGsOgvCUpzx5RHe7Lo0os70yaDpMkUjjjC0WSCrXcrvm3Q/2Iw9ctH74Yec3W3vdbS8i7EWE7vZEigjdba+77UWEva8eLi2+57u98A2vd+aHXsViEVe2s0UPlhYEssgiylXzSAfD6JrJE6aaXdFIJIZUA1s0UlgpNhNbPL5uD77PH731HT7+e7/rW2rr3O5IVeluhYiQmWSo8p/q9DUVTBloYzF0yUYUnSoYjGajS3N5dLUwfusz3fX9r3L3D77C4gXP5oYLDBEdaSNtDWZ7YWWwxNiYXZMT2VohRS/szcFskggMkkqaSiqY57Kat3TzpS/5xFve1p/+pXfY/fnHrXbt5oNDfXktp8lyubTrybRgSuYs0QxdxmI505G2yzN2zbQr4+rQdlx4dAx3f+/LPf/+v8sLn8ONh+ZxdCSkpcAC6WsKiUKikCgkColCopAoLVFIFBKFRCFRSBQShbRXaAQagUagEWgEGoFGIDEgXIdGO50srJknPvVFj77zN33ozb9i8+GPuGk3We02FkPqLHPQQXQaKo1z2puGUuHUusK4XNjNkx4Glzdb21tu8m2vu8dNP/EaXvTcWK/OmIUBB4VCtI5Z5OjUemK75vLal/63n/bBi292y3ZtNW/sTMbFYJySTnOkOcOUbe9gKtnMSYVTqUhHnerpt3v+fa914fX38Iw7bceFlvZW7a90lJL2Bica4ZtWo5CI2YliKJNUUmIoImizmCcee9Tjv/hLPv7AW/XHPmE1tlBOK5sK2mBvnJmzrReloyy3ZTaabrzgRX/3dVZvvJdn3mV2aG4WQXjKU548ortdl0aU2V4ZNB2mSKRxxhYLJJVruV3z7gf7kQcuWj/8sPObrb3uthcR9iJCd3siRYTuttfd9iLC3lcPDhx+3/d60T+4z+LV36UXyzgqVrkwTmiMdExmLTD0gDQHjUB6YkSjiigidbCRttii7bW0dWaaHU7JNvjKpb78G7/jfW95m4MPf9CF4ytiLlVFzYYIEa0ztFThRNrLSnvRoYPt0PbGYuiS7aqKNGWYYrReLu1uOO/gOc9y16u+29O+7+U8/1mcWZCL6ExbaRJmqTBISywRhXaiyCLapIQ01MLelEwmeyPGTirtbadilQZl2Byzm/kP7+uH3nTR0e//ofOXrlhMbYVxbqrJUMk0lDmYs0SzKMZirNKRtsOBjROdDKP1YnTmGXf5Gz/6w/zYj3DbDZxdsUgCsaKC9cyQLJuh6CSKTqLoJIpOougkik6i6CQKAwqJQqKQKCQKiUKikNo1JSQKiUKikCgkColCuiZch8ZctK8vwtcVMyY2a67seO8f+9jFt/rMHzzk7JUjZ6bZIkNFmbN0OJGi01Bpr6NUOLUwkGEXs2kqB8PSpXHh7Itf6IX/8O/xt7/X9tyZ2FkKnCkUEllIp9YTuzXryVf+93/ufQ/8vKdtNg56sqm11XJh2AWdKtKUTOmqg6mkMkeqcCoV6WjCM+7w3Pte68Lr7+HuO23HgVjQLAPtqo5S9tLQrgnftBozBsTsRDGUWWppb2xXTT0bTVy57MrbfsXH/uW/Nf/5x6xill1OK5sK2iCaRbHLtl4UymrXZoPtDec9//X3OHv/vTznmQxnTRgQnvKUJ4/obtelEWW2VwZNhykSaZyxxQJJ5Vpu17z7wX7kgYvWDz/s/GZrr7vtRYS9iNDdnkgRobvtdbe9iLD31YMDq+95lRf//fssvv8VrBaxMxoRO0w4YI4yK4mxR4IJhcE1iUKikCgkColCopAoJAqJQqKQKCQKiUKikP5aKS3NmLDFjEJhiQMc2okrMzXwkb/oP3vrW3z2bW9169GRnma52xnmFl2GCJ1NDCpoaS86ZRMdOtgOrYNFlaEYmpa2Q1gP6fjg0OUzSze+6AVe/Lf/tsPvfQV33MLBkmGIxoxJW/csY2E0GBDVlhE0usgiaG2nDNIwLwimZKtQRiw7qSQ4Pl5bnD0w2nH5Mp//gsd/5/f7vT/7CxYf/bTbI+VUajc5GBdou5rFYrTurUZFSYzFODN0IR13mofBOCytq+wWo2e/9Dvc+uM/ystfShbnVnQRwXiWuTmeWSSLZiinFkG4Dum6ZLoukb6hCN9Q4ugKveDPP+Ho4lv82W/8tsVjjznXdE06ypxlDieSToGsVFmuR8Zo17N5ZHu8duvhBZfn2ZULN3j5P/1HvOHH9A1nYj0eCIODQmFAFNKpdTFvON75yj/7l977/7zJ7duts7W1no+tVkvjrpFKmjJN6URZzWVo5kgVTqWl4wl33e65P/la51//Gu6+02axELnUxSrRiNIo1wyd/kr4ptSYERiqaAxllloKDIVgU5NVNOsjl3/pHT72M2+2+9M/d1A7Y89OK5sK9GBvUczRjpaFcjBRPTg+e8Zzf+I1bnjjvTz3W1ic10F4ylOeXKK7XZdGlNleGTQdpkikccYWCySVa7ld8+4H+5EHLlo//LDzm6297rYXEfYiQnd7olWViJCZuts8zzLT0fnzDl/xSi/8ydfz/a8IBwvdowhMrhmRpZW9qNFVQQdRCDQCjUAj0Ag0Ao1AI9AINAKNQCPQCDQCjUAjmZVWSHslNWbMaAQGLOwsKpibRx/n45/oj/30P/eFf/8Hrnz5UTetDoybyarbmeXCPM+mnsxBR9IpOmUTHTq43Fvnzp0R28nuaO1wPBDL0eO18+UxxN13uuk7/4Zvf909vPSljAMV4eAMjTG1UmjpawZEo13TRZYOZm1WBmmsBc00MCmUEWMnlebtznCwUDFz5ZIMfOCP+70//TO+/OD73HF56+xuFv5jZU4ac9JORIlmaMaZoV01R5ojdTMPg+XZc276lrvd8uJv5TnPINrxmLZDaGmsNM5pOadU+mAwh68rInw9HYyLhQ5fVwyDb2hY+IaGwTc0JOHry/QNLUfC17dY+LoCkQg2zWc/z4Pv8+k/eND605+10uZ5p6NMyZy09DXRhOtTM3O0eRlGbbw8maSDpz/d9KLnecH/cD8vfXHM524wGawqmNnuji0PDwnXoZg3HG0c/4tf9N5/+bPOfvUrznVZ7y654Ybz+miLVNKUacqyt5pLNB2pwqm0tFyd8el58qx7/467//F/x7OebjeEHg4kRicaUVopaW/o9FfCN6XGDgOGKhpDaamkvZyIgW2wtGNzbPuu3/KxB97i6P0ftFhfsuyyFxH2utted4sI30g2FejB3qKYox0vCuVcD453Zb5wwe0//F+59f7Xy+/8doazBMJTnvKkEt3tujSizPbKoOkwRSKNM7ZYIKlcy+2adz/Yjzxw0frhh53fbO11t72IsBcRutsTrapEhMzU3eZ5lpmOz5139hWv9Pyf/Am+/xXhYIkByeyascjSWjhRA5Kgg2i0J0Ywx6QxICTtRNrrYFMlMlHKzoFBaOaJz32x1+94l4+959d9/AOPOLOd3Wy0miY5TdREps4yR2pEj6IZKnS03Rhki+1k7LCMheN5sj2zEnff4Xmv+WGLb3ue4eUv5ZabyFWwYEoaA8J/rl3TCEQRzMqsFVJY1mhvTiZlb1SGTpqeS4wj0zG7LY8+5rFf/tV+/y+8xfyRv3B7jQ6nGami7HVQQQUV/lLJJpuhSETTQQwLEWHXTBnyzMp4843ixvO+utvYDGmOsDdWWs5pMZPNnKWCbCrIpoJsKhiECrKpIJsKsqlAhG8kM309HUQMvpFhGHw9hRpCB9F0EE0H0XSQQgfRdBBNB9FUsBvDnL6uzPT1zJFqMVoa3SidX+/Mn/mCy5/4lLhy2eEw6p5VlCmZBlqqcFU20YTTC6M5yrRgEQyXN3bb2XDTzbbPfIYX/9P7xfe9gttvi8pR9kCji0zCdSh6y5Wto595s/f/zL928OUvOd+To81jzh4eys2MVNKUTIkoq7lE01JFOpVOw7D0uS53/8SPeuY/fiPPe5ZpHBgONBb2CmW2l/aGTn8lfFNq7DBgqKKRpSOVtJcTMbAODkxs16bf+j0ff9PbXHr4A8bHv2rZZS8i7HW3ve4WEb6RbFeVwd6imKMdLwrlbKXNrk03nHfrD77a0+6/1/Cyl7A4TyA85SlPKtHdrksjymyvDJoOUyTSOGOLBZLKtdyuefeD/cgDF60fftj5zdZed9uLCHsRobs90apKRMhM3W2eZ5np+Nx5Z1753V7wkz/BD7ySg0VUDzJGJgTGyaSVkhgNSLO0NzjRnhhRZrNEODEHlbQTSaAmlqOOsumtIQaBUIbNho/+RT/+rt/00Dt+zdHHP+OuWDq7m8TlK5aBbHMwJ43oUTRDhY7mcGm9OWI7Obc6NFT68tFlw203ueVlf8Nd/+jv8R0v4uZztjlGWVlZiS0KA9I3lojSmFFKI6Rlp70OStlLJaRr0rxZG4Zgu+H9f9QffNO/9rnf/D03Xjp2rsOiik4VpYMKOlzVrgnXDOWqaNdUGYbBMAxKmrtserbGdgi1HEyZ9qIZ5zQWiyLbVR0lmg6i6SCaDv8fe/AabHteFgb6ed/ff6299zlnd9MXLiIIXrDRiBcUT6NEvAQh3mgFWhMjFTOxZmpqpmYmVfNlvk5NVT4lH6ZSNZlbRluMzQTBSzQavDAYYlobjEqagIgDhPulu0+fffZa6/9/3zlrH20ghp7MYaq6uus8j2g6iKaDaDqIpoPu1q5XihgqfF4R4fNpLEkj0Ag0Au2qbo1AI9AILMGStOszZ3pYW5bF+Q63jLXzu1levmxV7XAayqIwJ0tSkSpoKZrRJXwBYrL0olZtPaU82dqd7syrQye33erLX/39bvve7+YvfVU4WFFJpkeFL0Bh4eSKKz/9C/7wnnsdfPSjLvTOldOHrMawXkJ0amk32CWiHCwlmpYq0nXplAsfifZF3/cyX/63X8sL7lDTZBlrhJW9Qlk0Aml0elR4QmrskJiq6CIRqaW9msnBJjgwi92G3/t9H/jHv+CTb/td+YmPOeyyFxH2utted4sIjyXbmTLsrYqKdjoVUc4tabtrp8fn3fySi57+N17l6OI3cnAziXDDDU8q0d2+II0oi70yNB3mSKRpwRYrJJWncnvKm+/rd95zr9P773e82drrbnsRYS8idLfHW1WJCJmpuy3LIjOdHB87uvObPf81d/Htd3K4ip1hMonFmR6zrdZK4MBAmqW9Ya8EGoFGoBFoBBqBRqARaAQagUagEWgEGoFGoJXShqKSCpak0Um6qlglyc5sUUIIrHvLySn/5t39zjf9kvf+1tscP3ji1m1Zn1xxPE3mZWuJsiQVrkrRaVSoaNN6ON1u9Lw4Wh9Iw4Mnl41bbvaUr/sqz37ND/Cdd3Lrhfj0sjDOOY7zpg0WTEh/USAQznSUQvtsKZAIe0UjCqlRUl15xGoMTk5t3vimfvvr3yDe/V63dchdSRQ6qKDDo6KdyfaoCo8agmrRLSJEhMrQOSzaBu2awKrIYlVEIwOFRCFRSBQShUQhUUiUiIFCopAoJEp3oJAoJAqpAh06iKaDaDqIpoMUOoimg2g6iKaDOVoj0Ag0Au2qbo1AI9AINDJCI9AINAKNQCPQCDQC20y7o7XTeTF2s/ORDquN7SxrMa3SsiyWYAmWpKUOV6W96BKuU6elWyk9lfU0jCrLdjb3cHLuvMOv+1pf88Ov5ru/g6N17HqR60MDvZQY6fqVtojLV2zv/RV/+Lp7xQc+4KbaubK9ZMJhD9G0yW6wG4VysLTo0FJFuh5ZyVw+luHWl32b5//4j/Kir+Po0BwTwmSvUBaNsDd68qjwhLRgQSpToYtEpJbOFIJtMClj3vDOd/novb/kA7/2G1af/LijKnsRYa+77XW3iPBYRtFBGbKZiiXb6VREubCk7czlo0PnLr7QM37sVW761js5uoVEINxww5NGdLcvSCPKYq8MTYc5EmlasMUKSeWp3J7y5vv6nffc6/T++x1vtva6215E2IsI3e3xVlUiQmbqbsuyyEwnx8cO7/xmd9x9l/z2OzlYxalhMpnKmTnLbFFK4sDAZEFhKJREIVFIFBKFRCFRSBQShUQhUUgUEoVEIVFIlL02XNXBgko6nQl0sw4dLMqshDaEycx2w7L05i2/43fvfZOTf/0uxw9edrzZeso0mZeNxm6UClelvay0F72IaZiXRXdbjbXtsphXk/lpt3rmd77EM171PXztHdGrA1sHJpOxcc1Aon2uQNBBoV0TSAQaOySmQheNLJ1ph1IOdrOYF971x/0n/8dP+3dveYtbH3zI4XbHNOmg0OGzpGiyifaoDpakpb2D1doyz5btTi9lipSZOsNeaRXOZBNNNtl0sFSpKCQKiUKikCgkColComROKCQKiUKiVLmqkCgkCmkvRiopmwqyqSCbCrKpIJsKsqkgmwqqSgfRdBBNB9F0kEIH0XQQTQfRZDMVgWwqyKaCbCoYQgXZVJBNBdnMyfZgWJJRrIKcZ+ZFKDmGqrIkLVW4Kp3pdCbKdesk07wsxE6sGFp36Eqnq7XLF27xortfY/3XX8PTbo15KrvV5NDQRabr1kop48oVyxvf7J33vN7pu9/jwnKqbWSVwx6iaZPdYDcK5WBp0bShIl2PrBS78qlpOHrJi3zNa3+Eb7uTC0dmE8Jkr1AWjbA3evKo8IS0YEEqU6GLRCRSI5rGJkhlPZ/y3vf79D/5FQ+84eed+/SnnKvZXkTY62573S0iPJZRdFCGbKZiybaZCuX8HHadLq/XVi98gaf/2Kvc9h1/maNbCQyEG2540oju9gVpRFnslaHpMEciTQu2WCGpPJXbU958X7/znnud3n+/483WXnfbiwh7EaG7Pd6qSkTITN1tWRaZ6eT42OGdd7rj7rvkt1/kYB2nhpTW5cyczGalDawNIS1oBNLs8VA+Y7iqkkraNcFuKb0KmaGQCCXtlU2dOEVFht4AACAASURBVJR87KH+2Jt+xQd+9bfs3vU+5x5+xHG3jNJR5ixLskTaG5Wiqe3G+fPnndbsZLdxtD4ih9PNzoMjnP/ar/aVr3y54+/5Lp5+e3QeWEymUwwMhL8oaCwo1yQGotEIToPAQWF2VTHKMtIOhXMWPvWIk1/99f6jn/5Z3vMeX7TbmS8/wsGBXYYOOjwqK2UzmmhnOliCJZkj7aVJVNMtuk1CNt1NL8Y0+XMVJX2uJahw3bI9pu72WDqH9gXo9lgiwuczirG0bJ9XRPh8KriybOQqjDFE0/NsWRZnRpJpr6S97BRNdqqgo1S4Pp2m9dqyLJY61bHYZYkIo4Y51h7pta/4zu/0tNf+Nb7xa8KFlcvaoWH4wrSyKNPphl95q/e87v/04O//gaPtZWNq5q3DHqLpSLtkNwrtYCnRqQ0V6XqMSmPmU9PgG7/GV/3oDzl62XfwlGO7HiLSZG+2t2iEvSHpdCY8IS2YMZSpi0IiEqkRxZJskNrhfMqHP+r0Db/qd3/qZxx/+tPO1WwvIux1t73uFhEeyyg60MPeVCzZNlOhnNtRuXJ5WvGC53vaa1/l6S/7To5ucWZCuOGGJ43obl+QRpTFXhmaDnMk0rRgixWSylO5PeXN9/U777nX6f33O95s7XW3vYiwFxG62+OtqkSEzNTdlmWRmU6Ojx1d/BZ3vOaHxLdf5GgVW2lgzM70xE5pDEydNIIOwl55PDQWFAZSClc1HSzYoVCYsMLkqkKWS8qBxfp0x7v+tE9+4Z/74G++zfKn7zddvuRwShVlN8qSLJH2slMWuZmdu3DeZbNHdhsHBwemGJaTncsRrtx6i1u++et82au+17lvvciF8zF3yhoiqEEjlPQZCwotNQIDU6NQGJwkicMFM7oYbFdskMp5Cw+8z7tf/8b+0C/+M7d88pO+ONvu8mUn62E3Ugl/LpHFaEalaGcqWYI52WVqaVkYMVkFU6Rssssk0DabDUoFHVSUDmcaY6xU+Ly62+eTTbQvSEd6LBHhscTSsl237vZYIsLnFWUVixxEhKVbad1t0UoLAyE6ZROdRqXo0NHmUSpcn045TbpbLBvb2NhMpTOsaqVrbZkPrb7sy3z5D/+Qox/6bp5xczwsnDNMvjCt7JT1bsdv/p4P3/tzPvIv/5XVyUOm0Xq3cdhDNB1pl+xGoR0sJZq2UpGux6i0XsInx3D6guf5iru/3+3f+3Juv9WmwhiTyd5sb9GuCUPSrkrCE9KCWQmsuygkIpEaUczBNhg4qFM+dYk3/ap/8b/8I0cf/7gLy2wvIux1t73uFhEeyyg60MPeVHS0K6tCOdo204HL08ry1c/ztNe+yhe9/K9wdAuNFcINNzxpRHe7bu2aKIu9MjTCLJGmwgYrJJWncnPKr9/X/+an7nXl7fc73mztdbe9iLAXEbrb462qRITM1N2WZZGZTo6PHV38Fs9/zV18x0UOVrEzmYKYXTMxo5SBUelR4ZooGoFGoBFoBBqBRqARaAQagUagEWgEGoFGoBHMKKQUPqOxoFFoJFaYCo3kJDjdXHLrWHOy47fe1u97wy84eccfGR/7pPPZKspulO1giZTNVGkqxtKmg7XLZqe9WK1WcmljW8bReR/ZbtWznul5P/i9nn7XX+WLnhEO1kzDgkTZK43yGYmQEuGqdk07syQnGDi3w+yqYmK7YqOwdfzwZVd++x39rn/8Bp9+6+94+ubU7QfDbnfF6TTZZrgmZRMYxWiyUjYVVLAkc7JEqmD0JA2p9FJimUUzZRojqdZBRemgonQ406jymLrb5xNNZgrXrzo8lojw+USTTfj8qsrn064a6XqlEsuGXpTWEcYYxmqyCMuy6HImO0Wn0USnbCqYsyzpuvWuGclYnMbOZioR4fyyMuaV2K08eO7Is175Cs/88R/m+c+Nk4m1A4HhqvbYwn9QK1s7B7vi9x7w4de/0Yff8lbrBx90EIvanJhyONNpSSoQJbvpQCJdj1FpVenBTKd3PMeX/eD3uf2ul/OMp7rSYTUdmtpVRbiqzAiMThqRhCekBTMGpkKXM5GEM40dKpgwLRsub/mnv+6t/+B/du7DH3Q8b5FECHS3ve4WEf5cuyaQ7XN1ig6jWbJtphlltSvT6sgjY81XPc8z//oPuu17Xs6Fp9g1q8kNNzypRHe7bo1GlCVcVYZG2EqkdWODCYOKU7k55c339QP33Ovk7fc73mztdbe9iLAXEbrb462qRITM1N2WZZGZTo6PHd75zZ7/mrvEd9zJwUFsDUMas2smZqWUgdHoJJLwGY1AI9AINAKNQCPQCDQCjUAj0Ag0Ao1AI9AI2udX/qJEuKrRaKqIFVEbPvTRvvKWf+Ejb/rnHv7d33d85dS5w5VP1okrWY6Ob1KnW6uHtm49d+xk3lqSOcuSZBPNVKmFGocuHaxNX/5cz/+BVzj4vldw203RB2HJYapgXuyizKvUVvbWmKqpoFBIDJbBqbKVGsPi5t1gh3nLKJvzk9nsvIV/9wmf+Ec/1w/87Js89aFLbp3Spe2D5oklU0eKJjtlM4rsFM3osFeopLAkHc6MIrRsZ6J9RpRoOjyqPbmEL0z7AkX5D4n270nRzmQ7U8GcLOm6ZDNVWYLL67QZzKOsFm7acLRLq3Hg471Yv+gF7njt3bzs2zh/Lk6WMKa1NaL9xwtn2l4pO2MpPvQJH/rZN/rj1/+igw9/3NNXg+3Gdpp1uKqMSqNSBZuJxlSE65OV1lYuj2H+0me6+SUv8iU/8aM886k20wEmB5UsCAzmcFWZGo1IwhNSY4eBUSi0awaSLRplcaTZLlye+Zfv8Bv/4z/wlPe+2+GlTzKtrNZryzyLCCuTzWZjNR2ooIMOV5VsRjnT4Ux0yqaCjrIdM9HG0oxhPrygv+RLfOWP/oj1973cctOx0zEcYHLDDU8e0d2uW6MRpYNShkbYSi0dNLYYGFScys0pb76vH7jnXidvv9/xZmuvu+1FhL2I0N0eb1UlImSm7rYsi8x0cnze4YsvuuPuu+RLL3JwEFsrQxqzayZmpZShjQ5nYtIIT2CFnTMnK6bcWi873vun/dAbftn7fvHX+NMPunm1sl0ttoppJXaLc6flaKycVlmCJUsHoUSzWhJp6XR5rGyf8hRPv/hCX/Lq7+Pi13N8GJVkDSSDGbPU2grTgiVYXJOYyjw4UbYSaWXn5nnFzlULU5lXhNk4uezKb9/f7//Jn/PI237fU7c7BxYP56k+HHZLiSY7RTMqBbJDtEe1VFE6UkVpKZTsFsoNj48lPSrbmWiy/b+qoIMK12VUmYo5efggbUbq4GDh5tNyNLNsdj49tXres33FK7/XhVd+H8/54thOh3paWSPaZzQCjfAXhTNtr1RtjW4+fcmH3vhP/cnP/ILV+z7oiyrYnbiyLkuWVKYlHcxpiXR5HZZo6yK7XI+sNPXkkQie9Qw3f+sLPfs/ey3PebrN6lBbO6xkRmAwp6vK1K4qTIQnpMaCwFhQaNcMerDRaG3nqAeb5nTh9x/w1v/pHzr+o3c4evATKsNYTebtIoX1WFt2s8hJBZUUUslmFNks6cyotFdRlixzFtEsM7kyr4/0M7/YV/+1H7b6oR9Qt9/kkuE8Jjfc8OQR3e26NRpROihlaISt1NJBY4uBQcWp3Jzy5vv6gXvudfL2+x1vtva6215E2IsI3e3xVlUiQmbqbsuyyEwnx+cdvviiO+6+S770IgcHsbUypDG7ZmJWShna6HAmJo3wBFbYYMU8sd1dcW7C6Ybf+4P+yC/9qvf88q8799Al54JVht086yhjDLUs1j0hLVkaHSUwLSk7leE0h4/UbHnm0zz/+1/uS77/5XzlczlYhZjIgbS4ppoJ0Si0awKjLFFmzNJOSO2mSmb0zISxsOz4yMe98ydf3x9546+57eMPu31Z9HzFyWo2jg7Mm1l0Ctdkpb3wGY2K0NEIHa2EjhbthsdJBxUele1R0R5TB9GMLuH6ZJepWILL67TNRFhVu7At64Xa7pwerX3ipkNPufhCf+lHf4Q7vzmcO28bae2q9h8vfJayzFsjmpOtS//sN7z7dW80/+G/dfvpbNTGdl3mLKlMS1otqaXL61DRVkV2uR5ZaZIerjY//TbHd3695/0Xf4vnPcd2dWgWzvWa2TWDOSll7aouTIQnpEYhm2gsaAQGnWyxKOycM9g0G7z7T7zzp19nfstvOvzkx3QwTZPt6c4QDlZr3W0pKuigg+gSGOVMhzOj0t6SZcmyRBHNMivDMh06vf2pvvqHX+P4b/wIT3uKB4ULwuSGG548ortdt0YjSgelDI2wlVo6aGwxMKg4lZtT3nxfP3DPvU7efr/jzdZed9uLCHsRobs93qpKRMhM3W1ZFpnp5Pi8wxdfdMfdd8mXXuTgILZWhjRm10zMSilDGx3OxKQRnsAaV5p1MNhsr1hNIc08dKm9813+4H//GQ/93h8697FPeer60DJv7XJnPr+yWxZH88qotAQdpaMERqVoRq7V+sCHTq74+Drc/o1f66v/6ne57VtexJc+J4zJslpLSTcVInyuQLiqXFMai7SVAkeuKmxOWQ8UDz7Ie/6kf/sf/iOX/q/7fZm1c7srls0V87kwK1kpOz2q016FMx2uKh2poujUUUgVZLvhcVJBuyb8f9MYzVQlXJ/sMpol2I40RyKMbgczU5do4vi8988b83O+2Df8jb/u5u99BbfeEj1Nwp9pBBqBRqB9rvBZSi076artbH7rv/Sun/45D/+rd7j1kVNHPdusFhVFlKlYzZMKrkzDkm1VZJfrkZVGDA8ti81TbnL+m17ga/7rn+AFX2k7rWwNF3rNgsZgTkpZu6oLE+EJqVHIJhoLGoFBJxuUws45g22xDT78MR990y/54M/+tMOPfUQaDtZry+lWVTlcrUWEbbUKOuggugSynakgm1Fpb8myZFmiiJa1qE67PPDITTf7irte6el/+8d41tM8HJw3GW644ckjutt1azSidFDK0AhbqaWDxhYDg4pTuTnlzff1A/fc6+Tt9zvebO11t72IsBcRutvjrapEhMzU3ZZlkZlOjs87fPFFd9x9l3zpRQ4OYmtlSGN2zcSslDK00eFMTBrhCawxI13Ti03uTBmGHZce6U//09/w7tf/Avc94FmdVmZX4tSlm4cl0uEl1kvaJR2lo+xlMyp1h9XReZeqfax3trc/xW1fc4dveNl3mV7xV7jpfMxjZZJ6NwsTgUCwJAvaXpkwFNXEMEdaEOhu5o2DMdhs+cCHfPzXfrP/6I2/ZPzxBz37YK0vX9J24tzkkUcecX66IDvtVdBRKmh0UOGq0pIoOomiUyA7RYcbHh/tsVX4vFKLLuF6lT/XUkfSIbRoRpfuxXThvA9dueLSTcfueOUPeO6rf5DnfWk4WDFWOgg0Ao1AI/x72mdEUQtd7Gbe8Uf++HVv9NHfepubP/WQmwanuVNRRMlivUwaV6aho01FKNel0yonl5bZyblzDl/wlb7+7/ynfNMLzOsDp4YL1ixoJHNSygqhMHmiahQSUVhcE0iWZIdS2s6hYWwXluThU7vf/E33/72/5/BD/85U6fjggHmxLIsxhsYcrYJ2TfgznUTZyy6j0t6SLFnmLKGtgt22LKsjDx8d+aK/8l2+7Cf+Fs//UptpshbCDTc8eUR3u26NRpQOShkaYSu1dNDYYmBQcSo3p7z5vn7gnnudvP1+x5utve62FxH2IkJ3e7xVlYiQmbrbsiwy08nxeYcvvuiOu++SL73IwUFsrQxpzK6ZmJVShjY6nIlJIzzBNXbF3BwM82BjtjU7XK44et+H+0/v/SWXfvG3XPjQRx1sTm3jik8dF9PK+ZOV9TLssnWUDleVbLLZXt44OH/Bsl57JNOnsi03n/eXXvItnvUD38uLvp5z50KhkkIiWJplYkZjYKWMLqoR5GQbzCisLA5q5tOP8Ifv6t//317n02//1256+MSt62Fz+SFjzerowMMPP+x4XBCdOqigoyxBh6tKBR2FFO1MtjOBsUzCDY+X9hdVONPhTAfR/oNCuX6lw5lpSSQdOqhoHUUvYlo5qXbp6Jybv+kbfO2rf5CXfAs3nw8jdaTPVkifK/yZ9u8p5h1d/PGf+OC9v+D9v/zrLnzo456SnOZORRElmvU8qWCXQ0UbTSjXa+TKlWon6wPjK5/rG/+rn+Bbv1GfP+fE5JyVKBSSOVkwKYmQnsga0WiUawLJEuxQCmWNabdQyYz77ve7/8N/L//kfaYrOzcfnLOa27LsGGnuMk+hXRM+S6eOEko2o9LekixZ5iyhHebk9MpGHlzwqYO14xd9oxf8zddy5zdw7hDphhueTKK7XbdGI0oHpQyNsJVaOmhsMTCoOJWbU958Xz9wz71O3n6/483WXnfbiwh7EaG7Pd6qSkTITN1tWRaZ6eT4vMMXX3TH3XfJl17k4CC2VoY0ZtdMzEopQxsdzsSkEZ7gGruZOVgPy8RlnCjDqdsuXRFvf6A/9U/+mY//1m/Lj31Extblg53K4Xg5Z9SwRFuydLiqhDIq1XZnGmvLNJnH5JHB5Wi3PufZbrv4Tb74tT/Ks54ZVmsklQwkO1SyuGZgrUQX1XSQkzm5gtIOLQ6WHe/+gPktv9P3/9Tr1fs/4HhZ3HS4dmV7SWdbHa1tTzcO60D00NGWoLJ0lHZVlGsaIZpoEtHolK7qdMPjI1zTrqmgw5kKZxrh/38dpRE4mNOoRJiT7WhLllWGzWZnWh85WR+4fPvt7vj+V3jaq1/JM58RDlaWTJ+tET5XIlzVPldjd4WBj37CJ9/wy/74jb9s/Z73u0Wbc2vJskRJrObJ3pxDR4smlOsWw1a7MtbiuV/sm/7L/4S//M3cdrNHTI4cGI0FyZwsCGUgpfAE1q5plGsSwRLsUEpoK23sZmGwBP/23f7o7/5du3f+G/2Jh906DqwrWMpulK1SKxrZKRud9pako4Qyiui0t0SqLEuWsDgaKyeXLjs8f4tPTyv9/Od5wY+82uF3fQtPvZ1IpBtueLKI7nbdGo0oHZQyNMJWaumgscXAoOJUbk558339wD33Onn7/Y43W3vdbS8i7EWE7vZ4qyoRITN1t2VZZKaT4/MOX3zRHXffJV96kYOD2FoZ0phdMzErpQxtdDgTk0Z4YuuahWRJmp12ug5XkLjZ1urStv38P/cHP/kzlve8201ZlthSbcyT7GGJtiQdhRIYXQ7Hgapyup31mDhcu7wsejVsn/3FXvzf/jd81fN56u0hB1rHYJ12aNcEBoaii24EPenkkaCVc3am0w1v+9f9qV/+DR/6tbfqD3/MYS7OnT9wUldsa2uahpRiN4kOonWUCjoK5ZoWyCY6ZBOdoumgw1WFRCFRSBQShUQhUUgUEoVEIVFIFBKFRCFRSBQShUQhUUgUEoVEIVFIFBKFRCFRSBQShUQhUUgUEoVEIVFIFBKFRCFRSBQShUQhUUgUEoVEIVFIlOhE6UgVpaWKQuooJAqJEp0opGvS9eooS5TR6XCXVkuqCHNyumq7LOspXfrUg266cIvTsfL+Zfa8l32nO/7Wj/H8rwjH5/U02SvXtM8I16Rron1GO9OnV8Rh8vDDHvr5X/Wue3/eeOd73bqb1SjLmC1BNlOlaJZIHYRyvRodzNLO0M96phf+5z/Ot9/JM29zyXDk0OSqGcmSzAglMaTwBNdoNMI1yYIZjbYYQi5bUyed/N8f8K6///dduf8d5g9+wi09XFhS12Ke2mmUZeVMdhrlqtSYBxVldBldoiZ7S6TKsmSJLufH5NJDl1y4cJsHV8OVZz/bV7/6Lje/4tt59hcxVkS64YYni+hu163RiNJBKUMjbKWWDhpbDAwqTuXmlDff1w/cc6+Tt9/veLO11932IsJeROhuj7eqEhEyU3dblkVmOjk+7/DFF91x913ypRc5OIitlSGN2TUTs1LK0EaHMzFphCeyQtFYJhrJPDhB4xAHn/4kH/lE++3f8fuvu9eV97zXU9dDnO4cHF5wut0pJQ9WOsp2eyqwGpOsRXaKpqUKlkiVfOLwgG96oW+4+9XOf9tLWGcYycHKVjqdF+emYSDKnymiiEawTE63i/loCLOjOpWfeND2F9/S9/3Dn3TLRx9003ZHzOZcbKeyREktOui16EATpV0VJbqk1t1SyA7R1Nyy08gUq8nGxpJNB9F0EE0H0XQQTQfRdBBNB9F0EE0H0XQQTQfRdBBNB9F0EE0H0XQQTQfRdBBNB9F0EE0H0XQQTQfRdBBNB9F0EE0H0XQQTQfRdBBNB9F0EE0H0XQQTQfRdBBNB9F0EE0H0XQQTQfRdBBNB9F0EE0H0XQQTYfUogOtI1S0FjpaCR1ttVqrWtRcWhlSBNFBNRLpenSUOctojraT1ZIqwpycrNqSJXoRc1n14PC8B1drV26/1de88nvc9uM/xvG5WEYYY2hs5p0xhoj05wLpmmif0ShEWZYrhua3f8/v/IP/Vb79XW6+csW0CkvO5nRmqpRNSWeiXK/G6bJz4fhmlx4+0c94uhf8zR82/cB386zbnI5DaWUtmRH0YIdWAispPIG1a9rnShbMGoESWCGq2S1cvuyRn/3HHnjDz9u954OeNY5Ml0+NbnVh5cHTS/pwZW+9MCpFpyXZjNDRpp6NLlGTvTnTkqWjRJdzOdiVzekib3+a903hua94ma/87/4O6+DwiJzccMOTRXS369ZoROmglKERtlJLB40thv+HPTgNtjwvCwT9vO/vf865mTezNqpYBUHFYnHBFs0ut8KWdkHRatESbVunF+3omZ6J6YmJiZiv83kmYiL6w/QyLgxKA622DS0uoA4qSJUCDSo7slhCsVVRWZn33nPO//++UzezbYLoifmQREyB5PMwqDiR2xNed2+/86WvcPSWNzu/3TnV3U5FhFMRobs92qpKRMhM3W1ZFpnp6PyhgzsuuP3uu+SdF9hsYmdlSGN21cSslDK00eGKmDTCF7JC0aiJRiOZBzMCuTuyunTEO97dH/zlV/nEH9zj/KcesjnZMw37ZTb3Iqchk9L0IoVRpBKdoj0idbjiofXKJx/3OF9y57e6/buex9d8FTcchGmyjQlhwigUGokxWzTCWCaSS/bWFuua+dP39Ide8ss+/lu/75YHLzs77yzZ9tNsO6gooz0ida9UkE1YnAqzRHSLatO0kkIVy9J06qYUq1ZRrvv/XyLaFR0UOuig0MHJyYmIMOWwWa2k0EuJbhGhJNK16ChLlNFs5smopId5lO1gPxapxDJb1WB94KGYHJ877/bnP89j/+6LefrTwsHEGARzLSKHU6WFcGq4KtpVjUYj2feJVS/c+zZ//C9/Tr3pT9x48cg0lSXLnKWDaUmj0elUZblWjb3ZwcFZ20tbyy23+rIf/F7nfuj7eOaXOplW0tpKitlVEzMW5dQkDV/A2lXtMwLBgtJaoCSGR3QzL+L4xPK63/Aff+GVLr/l3Z5k4+zlnejZcjh5qI4tqyGxmZmK6EkFx1PoaFPPRpeo1JGWSEvQUUI5K4ylbU8WcfPNPhA88Tu+1bP+5/+RcxvO38CYXHfdXxfR3a5ZoxGlg1KGRthJLW0aOwwMKk7k9oTX3dvvfOkrHL3lzc5vd051t1MR4VRE6G6PtqoSETJTd1uWRWY6On/o4I4Lbr/7LnnnBTab2FkZ0phdNTErpQxtdLgiJo3whaxQruiJQrkqkOySVKbe89DFXl7/Jh/497/l5I/+1OrBh4hZRCmtu0W0MQbd5nlnHUMimmjSVdEcTSv3j0k89Us8/Tvu9Pi7vocv+9IwhV2mnM6YGgsKgcSY7TTC2Kcx0vH2sjMWuhz/2mv7zf/HS9z00Qedf+iSzbLYj7IbZTu5YiqPSHMMHUSTFtGE2Wiy27KU1WpFrs1LWzJMqzOWDvPuxCbKMLvu0RHtig4KHVTQ4Yru1kuZIh1MKzUv9tud0UwHGydVlnRNOgolmtUyiU4Mc5Y5qVxEtOjFVNRYu1jp8mrlKc/5Ok974Qv47udz07kwkkQ3GRZUl4h0argq2lWNRiM5yZ2D3vP2d3nHz7/S9nf/yMHHP+kgy5JlO5XCqshOo9KpjlLhmnSUZbSphzgJJ2fPuvHOOzzlJ3+Yb/pax9NkOLCSYkZjsCR75dRKGr6Atf9S0K4qny3RWi9lbI94x5/5k3/9cz7+O/d60jbduJ2Zd/aHw+XY261a4OwuTcWoyZwcT2HJtq7Z6BKVOtISaQk6yuhyppmKebeoczf6gMUtdzzXc/7ZP+UpT+Lmm5gm113310V0t2vWaETpoJShEXZSS5vGDgODihO5PeF19/Y7X/oKR295s/PbnVPd7VREOBURutujrapEhMzU3ZZlkZmOzh86uOOC2+++S955gc0mdlaGNGZXTcxKKUMbHa6ISSN84WqUcmpICgvaVck2Sg/CYlM7/vKTffJbb/DBX32dh//snab9JefWaUSa51nVbGQ6VfvZGEN0yU6hRDOabHY5eXgMnz6zcuPXPsuzv/+7jed9C7fdElYbctBJoV2VyLJTrtiV9bRme5la+MSnfOhn/69+9ytf5Wmxtn7oklUvdqPsBnN6RFrPqYJ9DhUlMXqRTXYJ5VRVMa3sOh0vpabJODg0S/PJsTPLbOpZdqoo2amiZKeKkp0qSnaqKNmpomSnipKdKkp2qijZqaJkp4qSnSpKdqoo2amiZKeKkp0qSnaqKNmpomSnipKdKkp2qijZqaJkp4qSnSpKdqoo2amiZKeKkp0qSnaqKNmpomSnipKdKkp2qijZqaJkp4qSnSpKdqoo2amiZKeKkp0qSnaqKNmpomSnipKdKkp2qijZqaJkJ0p0EqWlitJSRelIlLMHh+bdiV5YBfat9zursXbmzMbxslNZrk2hnMqe6MRQUTroWIQS0bpbj8nxMlyaufUpT3Xbt9zh1n/8X/HkJ4b0iCaQoYNFC+FUPq6YNgAAIABJREFUuiraVY1GYXCcizN2vPeD/uKXXu2hV/2u/OBHnBmlYnGyKkswFVMxKpE6SoVr0lFqIvaLc/OBizHZP/vpvvanf5zve57dZkhnDCn2aEx0snWqrKThC1j7jHBF+4zw2RqtdbexO+HjH/Huf/Ez7nvV73jcxb3bdq33W0ebdrJu26lkc7hLq4VRkzm5vBoqF+uajS5RqSPNmZagoqyqrOfFgaF3ZX/mrA8nZ77mmb7hp/8B3/AcbrmZaXLddX9dRHe7Zo1GlA5KGRphJ7W0aewwMKg4kdsTXndvv/Olr3D0ljc7v9051d1ORYRTEaG7PdqqSkTITN1tWRaZ6ej8oYM7Lrj97rvknRfYbGJnZUhjdtXErJQytNHhipg0wheuxt5VA8MjFhQag5NemMJscWAxbRfef39/7Jd+w/tf+zrzB97tMVPbTCu9lGVfsslM/1kUnULJJptsV+wjXBzt5Nab3fT1X+0Z3/8C7vw21ptQxZlDAu2qoJVSTg3JyQkRnOz06/7v/qNffKWTt7/TkzBOTkSX/WBOlkjRab0E0nZQUUYzejGa6CJKB7neOO52udvJNFkOzqqDM04Eu70bKqxrFpU6S1TqLFGps0SlzhKVOktU6ixRqbNEpc4SlTpLVOosUamzRKXOEpU6S1TqLFGps0SlzhKVOktU6ixRqbNEpc4SlTpLVOosUamzRKXOEpU6S1TqLFGps0SlzhKVOktU6ixRqbNEpc4SlTpLVOosUamzRKXOEpU6S1TqLFGps0SlzhKVOktU6ixRqbNEpc4SlTpLVOosUUmU7EQpqbO0VFFIlGGoZW9UWmdY98S8t+xL1mxyIiyuRXYJpYPFZInEkF2ySQu911NYtGWsLIajk8W587fYPOvZnv4//Dd87bPCeqIWRjCl6hKZylXpqmhXNRqF5OFR1k5s/vJ+F3/99e5/2ats3/E+5wdLLk5WZQmmYipGpWyWpMI16Sg9tTreu9V5n672wJMe66t/6scc/sSL9Jm1xcYk2aExMLFFY4XhC1iXK8IVLf2V8Ij22YLGgmne8fAn/fnP/4IP/9vfdMtHL3r8jppPXBw7Jxt2qzaa89u0WRjLZDe4vBqWXGxqNrpEpY40Z1qCijK6bE72DsdK7jlZb3x0NVm+7Eme86M/7Oz3PJ/bbmW1ct11f11Ed7tmjUaUDkoZGmEntbRp7DAwqDiR2xNed2+/86WvcPSWNzu/3TnV3U5FhFMRobs92qpKRMhM3W1ZFpnp6PyhgzsuuP3uu+SdF9hsYmdlSGN21cSslDK00eGKmDTCF64FMxqJgVFoNJIl2Ss7i+zZuZo4Kf2mt/d7Xv0ffPx1r3HDpYdltZWkQlQbmVarle0yO9VBNNmEMppRRO3s1iufmML+cbf68u/6257wQy/iqU9htQrrlTlSuWogEQrlVF8+FpHc9xHv/9cv6Q/8zuvd8vCRs0fHNlEqyj7TEqkijQqbeXJqO5UlymhGL6byiCLKEmmZJpeTuOFGh1/yJAdPfILlzBkn02TE5MxcRpdoOoimg2g6iKaDaDqIpoNoOoimg2g6iKaDaDqIpoNoOoimg2g6iKaDaDqIpoNoOoimg2g6iKaDaDqIpoNoOoimg2g6iKaDaDqIpoNoOoimg2g6iKaDaDqIpoNoOoimg2g6iKaDaDqIpoNoOoimg2g6iKaDaFdEu6KDDiponzHv9zY5mYSVtOm0Pz7xkfv+0gMf/IAbTx52sOxdi+wyVVmS7ZjMMZBGsaqyqoXeq1U4jlLTMPKM3cls44zdk5/s8T/19zz++XfymFtCzawGGZaajdWkUUhXRfuMwkLj4pp05PyDF/m9e33gX73Cw3/8NjdMoWNxtGIeZSqmYj2nU0tS4Zp0lBolt7Pb+pxPz3zklvO+/Mfu8oR/+CM88TaLlWFih8LAxDZorDB8AesiXNEoKREe0Wi0qwKBYMHoPccP+ti/e5UPvew3bN59n8edLGLe+tQ4sTto+ymMbue24cycRqV9DJfWacmyqa3RRKWONMewZKtg9OxgWw4j5Z7tau2TZzcu3nazp7zgOzz1R3+EpzyJ1cp11/11Ed3tmjUaUTooZWiEndTSprHDwKDiRG5PeN29/c6XvsLRW97s/HbnVHc7FRFORYTu9mirKhEhM3W3ZVlkpqPzhw7uuOD2u++Sd15gs4mdlSGN2VUTs1LK0EaHK2LSCF+4FmzRGJgweUS7KsqMnUUaAptu5uDBS330+2/0sX/zUv3ed3vok5+2zuHsOLDMsyjGamXXiw7aI6JFE81oppqtllmsJw+O9OmDtTPPfIYv/9vPd8Pzvo2nfWk4WDmR9q5aY41YiigS2y0Pn5j/4A/7np95qeN3vscTM7n8sPXEEuwydaSoYVVpM08K26l0zkaRFqsFUSrKPtNRtOODtdu+8nZf+a3fwlc9m8MzZHKwYSkCjUAj0Ag0Ao1AI9AINAKNQCPQCDQCjUAj0Ag0Ao1AI9AINAKNQCPQCDQCjUAj0Ag0Ao1AI9AINAKNQCPQCDQCjUAj0Ag0Ao1AI9AINAKNQCPQPlvQQftssZRYb1ia/UxMXD72obe93Qd//w02f/anbtluXYtRZepSwaXVZJ8DaSrO7stULWJnGTycezVN1qtDddzWR1x87G22L/gOz37xi9z8jK8My8x6IlmWnbFZaxTSVdE+o7AwNw9vmBw7f3LCvX/iL//3n/epN9zrhil0LI5WzKNMxVSs5xSYkwrXpKMsuVgvPG4+9MB+dt8NZ936fd/uyX//h2y+6hmMM0ZP7FCYMLENGisMX8C6CFc0ComQNArtqkAgWTDsmR92+bdf78O/+Brbe/7MYy4em2r24Gpne6ZtJ6ZqN5yEM3OaljTncHGdliyb2hrdooaONMewZKtg9OzsnjPNtOd4TB46f+gjhxu3fMvX+/qf+gc84xmsV6677q+L6G7XrP0npcMjSmiEnURaN3aYkFScyO0Jr7233/3SV7j01jc7v9051d1ORYRTEaG7PdqqSkTITN1tWRaZ6ej8oYM7Lrj97rvknRfYbGJnZUhjdtXErJQytNHhipg0wheuBXsUBgYGwqnSKBzvTqzXBxLb4xOHqw0G7/vzfvAVL/PAH77Jx97zAYdLuml9hu3WbrcTq2FJliARTTTZRIdhMWpHhP1q4+EcHjp36PBZt3vmC1/g7Hd+O7ecj+1YOZEKZ3DgEXs05ksk/uJ+H/13r+l3/cp/sPnYJzxuDH1ymbFYgl2mjjRqGJVW8ySV/SgVZclGmYrRZTT7TMfTcPn8OY//puf6shf9AM/5WlYr5goHayJI130+CFeFqxrzwrRiabY71htKP/i2t3vfr/+my7/yao8/OhZdRPkr0a7ITld0uiJKhSuyy1RlSU7GZDcSYVrSmblM1SIXNdrDvbOMdGZzTp+UvLR4+IbzHvi6Z/mmf/QTzl14LptVWG9I9iez1ZlJB4VEKFd0EmgszM3lFcPWuf2et7/Xff/bv3b/69/g5kDsnazKkiUqrYrNnAJzUuGadJQ5y6bTrfOBh7azjx5u3PC8C5744z/gpgt/g3M30Sv2aCQGc7JgwvCFrPyV9hkhaTTaZwSCDsJMHdn98Vvc99JXe/C33+TGBx6y0R5e7+3PpH2X0Rzu0npJo9ISnExhyTb1zmh0qkgtLUFHGc2ZZl2hd7OTHC7fcOhjg5u+7lme+09+muc+l4ONRiERHtH+kyJc0f5KinZVuO66zyvR3T4njSiNUFQTYY5U0rqpmZwQLLbGyTGvvaff9ZKXO37bWx3udk51t1MR4VRE6G6PtqoSETJTd1uWRWY6On/o4I4Lbr/7LnnnBTab2FkZ0phdNTErpQxtdLgiJo3whatRPiMRPlv7bOER7artnne/sz/4yn/n3a/5HTc+dOyJ04E4PnJ5d0kepP0oFWW1pKmYlkl0IFWWeVBVphimgzMuVfjkiid86wVf+aN/h696OrfdEhetHFncZOOgcIzyiCPs+IM/6je+5GWO3/5ut53MDndbm57NsViy7DMtkaLT6DAqTcWUYT/aJ/PEfgrn1gdWx+XMpb2DzaFPdts99Qme+uLvdcuLvpfbblFzR+YBBoks1z2KwlXt/912x2pNo4pIHr7U7/yVV/n0z/2C8f4/d/ON58zLid1u62CzsT86cfbgrN6RnaLDqY62ZFmynBrliiXSkuiUyCKVq8qStFMpOo3ieBqmL32i277tb7r1R1/EV3x57GKy5MoZjyh6opBKKNoj0hJpwQrbKkum0ScO9sGH7vfRf/5/uu93Xu/w0kPG/sS8KrEeqtpyMjtYVs6sN3a9V+GaVLBMaTMm8ycecsONt/j0evjI+QPP/ocv9oSf+FEOzujciA4ajaBGay2l8NdY+y+FK1phLz5yv0/+7C95z7/5JWc/9Qk3rYdLY1EjjBpGTbICqaKENnomSkkdRKdT2VT4z3peZKZF20Xrc2fdf+khNz/5Sb7xn/33fPd3c3hoq4lQTe7LZiRzMYpsnWVBScMwKl0RCNdd93kjutvnqpVToViaCEumRVo3NZMTHZStcXLMa+/pd73k5Y7f9laHu51T3e1URDgVEbrbo62qRITM1N2WZZGZjs4fOrjjgtvvvkveeYHNJnZWhjRmV03MSilDGx2uiEkjfBGbZ7bbdu9bvfdXf8tH/+Ae476PudHicJOmTbo8X1YYzbSk0Sk6tWFOTsaiqmzmdDBW9kv4VO9Nz3iaJzzvgif+2A/ypU+I3fqMvZVJmnaMi8UmWR7mk/f71Gte12/91deYPvRRt87l7G5rpVS2yrIbaQmyJ9GMGqYqq6Y36ePT3qVYHIyN9fHi3OW2WR+6eLB2y/O+0RN+7IXc8bXms+dia3JoMGMgXPcoaBQa4ar0GeGqebc3rVZOLbudsV6r7c7HX/+GfvDnf9HFe95kM8J6LObjEwfTMO8Wq7GSyzBqiE6nOsqSi3mUjhKdotO1qGCr3PZN3+CJ//DH+NZvjmV9gxOcLWpPrhEeMQtNB9IcacHAtvZGrmTvrff46Kd84uf/jfe9+tccPviA9f5Y56yTJULMrOfJNIbqVlmuRQX7MWzGpB686Ny5GzyUfOzMyrN+/Ic8/sfv5nGPY7XRUjQajUErIX2xamWP9QMPePhlv+pdv/hK474PuWHFPhbVYVpWRg1l0sGcJWJvs+xls8+hImW7YpTPsleMNGu7KHlm49MPX/SYxz/WV/+Tf8ILvodbb7UdQ0e4Ys9BYL8wFTnrwR4tDcNUE41EuO66zxvR3T5XrZwKxdJEWDIt0rqpmZzooGyNk2Nee0+/6yUvd/y2tzrc7ZzqbqciwqmI0N0ebVUlImSm7rYsi8x0dP7QwR0X3H73XfLOC2w2sbMypDG7amJWShna6HBFTBrhi1jN7PYcn7R73urPfvnVPvoH9zp38ZLHCFPtZJZKlmBJdCJFhwr2UwhtfVI2sZKGB+edi+fP8uVP8vU/ebczz/1qvuyp0WNtsdJY7VG4/CD3vKnv/ZVX+ei9/9EtD5+4ZW4Hu63NSHMslixzpiXInkQzLcPoEsvedLj2YM4u12I91qY9m5MQB2cd3XyDr/3Ju/nB7+TxN9uvNrFYO2h6T6wQrnsUNMpnS1eFz9jv91bTyqn9yYnVZkMEf/6hPnrlL/vTX/oV8wOfdMt6pY+PrTN1t6qWsRY1jE7RdJR5LOYxK4xO0elaNC6eHNk86ys85cd/2E1/5we46bGxzTSKEa4Kj5jRQiAtUmPgaL8Vq42VxWo7c/HI/Ku/7q0ve6X80Iedr60wW3qxRJhikjWxlM4gyrWoYJ9pHUNePnZwcNane+/+9fDUH/xeT3/xD/GsZ7I5oNMV7YpOjyghfbFqZcF0dFm/6rf92S+83PYdf+LGXsQI8zyLXtFDdqqgoojF1HunlhhaynbFKFdkU0EHS7AkOyXXK58+uuSmW272NX/vx3nhC3nqk82bjVk4FcWmsJtZNWPWyR4tDcNUE41EuO66zxvR3T5XrZwKxdJEWDIt0rqpmZzooGyNk2Nee0+/6yUvd/y2tzrc7ZzqbqciwqmI0N0ebVUlImSm7rYsi8x0dP7QwR0X3H73XfLOC2w2sbMypDG7amJWShna6HBFTBrhi1gXDz/Ees0DD/Wnf+f3vP/XXuf4T9/jxgcvOb/dOshQWbZT2Q72mToYlU7to22mlfXJYpo5szpwXOWBaBdvPHTTN3yNZ37fd1nfeQc3nIvKNI+Nxmae+cv7PPDvX91/9B9+w/7DH/H4Cue2e+v93sF6ZbtsLckcqYLsSRarZcgu87I1nV07sTiu2Zn1IULtw8nBgcNn3+4r/8GP8W3fwMGI/Wqjra0bhUS47lHQriqfka4Kn7Hf762mlVPLbici5GrF0RG//fp+67/6Vx54x7s9YVpbHx0bFtNq5Wi/E2NDD6slhVNlHot5zAqjU3S6Fo2e0qWbzrnhO77NV/7ID/M1z7GsVjEvTIPRCBaFkk6lkK5ojuedXq0NZbU9kXPw+/d650t+wcffeI/HZ9tEm5etfbccK9GTmhc5XLPGDqtIm/1iGmsP1s79m+Gx3/EtnvmiH7D5lm/mzFli0oGFGDRKSSl8cWqlMPZbfv+Pvf+lL/epN7zR+eNjZ9ZpnmdlolP2cNWisnTMOpoeSNEEsokm2xWdYY5mpO0ys5lcPj52cP7Q7S/4Xmd+9G6+6plsDmyxIHGwYF4YRZbOskebDGGqiUYiXHfd543obp+rVk6FYmkiLJkWad3UTE50ULbGyTGvvaff9ZKXO37bWx3udk51t1MR4VRE6G6PtqoSETJTd1uWRWY6On/o4I4Lbr/7LnnnBTab2FkZ0phdNTErpQxtdLgiJo3wxaxQ9MJuywc+3H/523/gL379d03v/JDHb8uZ7bGKdrQqxyuOV2UJVpWi2c17Z9cHxnY2Tsq53JDD5ebo7MbFm8976rd/iyd9/3fx1V/J4Sa2q+HY5Mb9kXjDH/eHfuXV3vXGN9lcPnbbMoyjY+uabTYrJ8veEsyZTo2ajGKqIbosuZOrtN/vVYfN+tA208MRjm467+tf/CKH3/k8nv40NlMsuUayY0wIhOseBe2qQvps4TP2+70RKceg2zzPpmliv+O97+73/szPue93/tCtJ3vnLh2Z5p3p8IyHdzs1TfQwVRpFKEsuttOsg6lSdLoWjWm9cn8vPOsZvupHftiN3/Od3HxzXN6XXKUzHhEsSqOQmDopBEvvbccKJeYTZ5bBez7g/pe90p++/Jc9UTjMhXlv14slkhhI0SVcm8a+yWrnpIjhYs8+eTBsvu7ZvuKF3+PWF7yAm24iVzqpIpNyqqQUvliV0nI/8473+PDL/62P/NrrHHzyU25eDb2UOVNJo0Iiui1ZttNsSbLTqBRNIJtosl010lyLXE22816PtK3ZtF55zN/8Rk/6x/+Ib3wuq5VdpNlVZxuLR8yMRUfZo02GYaqkkQjXXfd5I7rb56qVU6FYmghLpkVaNzWTEx2UrXFyzGvv6Xe95OWO3/ZWh7udU93tVEQ4FRG626OtqkSEzNTdlmWRmY7OHzq444Lb775L3nmBzSZ2VoY0ZldNzEopQxsdrohJI3zxauyVxd4BYp75k/f0+3/5NT75G79n8+GPepyVYXa8WhyvynYqSzCaaJYuZ9cH8mTP8ewwNqLDbOjDMx7IsH3czb7iu/+Wx7zohTzt8eEgXY7JYe184p//bH/8t3/Px9/3525ozu5KHJ9YRclMS7YlWGI4NWoyFdMyiEWvF90lTmYRg7HxaVy6+bx8+lPd8T/9dzz1ydx6U5jW2sqykHtyjUC47lHSKKTPFj5jWRa9lGm1cqqrqBKaT33Up3/ztf2eV/6a9Qc+4qaHLpm2J6ZzZ1yad3aroaXVMowqiYrFdpp1MFWKTtcswqeWve3jnuDpL3yBJ/3du3nql8Qu0z6GQ1ctwaLMmKR1YfGImVU6FvYYZocL7n9Q/+Zve+O//Fk3PvSQM8eXrXpR2km3OdPIlaxFuDaNjjRvT9w4Hehux8GDm7R72lM8+fl3etqPvphbH8PBoU7mJsIVoaQUvnh1L2KZ+cv7Pfhrv+l9r/hV3vtBt0WatJPRKhiVRjG6zKNcWjEP1nMaTTSBbKLJdkVm2s57q83adt7rDBVUt/GMp3vGP/2v5fPvZLOyy2GWTp1BFHomWmdZUNIwjEoaiXDddZ83ort9rlo5FYqlibBkWqR1UzM50UHZGifHvPaeftdLXu74bW91uNs51d1ORYRTEaG7PdqqSkTITN1tWRaZ6ej8oYM7Lrj97rvknRfYbGJnZUhjdtXErJQytNHhipg0whevBcdms8WB4cDC5V27563u+6Vfd9/vvtHNl44dzIvK2X4s5lGWKKKcGmNYj0lv93LP4Vixb8tMnjl0PMJfnBy78Wue4Tk/9P18+9/kiTeHg4n7Ptp/+r/8r3Zvfrvdpy86PyZjuzNVWeVwst+K9aSCMpyalslopmXoWPRmUfPsYNtWeeAEHwviq77c4779mz35p3+CgzWHh7EYoia9MBKFCeG6R0m7Kvx/W5ZFRMhMp5b9bGRz/BDv+0C/72de7qE/+GOP+cRDxtGx6XByuWfb1bBEWi/DVCWazsVuzDqYKkWna9XdjoVLB2c95sJzPfMnf4Q7vp7Ds7EzWTeaTnbYYYWDGVUsMweTS1H2wmQ4b+biMW9+u/f8ny8xv/u95vvucw7rg41tL461HMNYWrh202rl+OFLblifsSyL/eDienjwlps87psv+Oqf/ike/zhuuFFPae8zwmIyhC9e3Yuo4tLD5jfc690veaVLf/Q2j93O1l1OxmLJslpSNqsqu8HFDXOyWtKqiCaQTTTZrogIu93O+syB3bzXGXIMu3nv+ImPdfs//mnnf+AF3HjOvllWGwsOMBpV5KKjLChpGEYljUS47rrPG9HdPletnArF0kRYMi3SuqmZnOigbI2TY157T7/rJS93/La3OtztnOpupyLCqYjQ3R5tVSUiZKbutiyLzHR0/tDBHRfcfvdd8s4LbDaxszKkMbtqYlZKGdrocEVMGuGL14ItGm0njo4dTmuOlva7b/T+f/8aH/nDP3bjdmdTe6NnYlFROkpHI0SEZT+bcjhcn1UnO/uj2WqzsTl3o/se/rTtzTd6/Dc+x9Ne8Ld4/rewnMSHXvfafvAXflW/+8/ZzQ6nSe+2Nqu11Wry0MMXjc1aRyjp1LRMRjMq0HbTTiyL8/OwWZ/30Fw+suL8t3+jZ774LtPfusNJzTEObhAm88nsYFoTKEwI132eWpbFGMOpeZ5N0+TUsizGaJYjLh73X/yLl7rvVa/1mI8+YH3xounM5CTKdjUsEaZKo8uoJspuzE6NTtHpWmWzjOGB41l++VM8/e/9kFu+69t58uNjmQ6Mnmg62WGHFQ6WYinmPQcbD5vtczKkQ2Xa7nn/h9z/0pf71Bvv8dCfvdMtEW684ZxdLR6uWWSainDtDg4OXHrwIec3G/M8W8ZwaT18YrNx2zf+Dc/5b/8pT34it9zManKCQCiUlUn4YlYsC8vMn7zDu37mZR54/ZvcevHE2drb5mzJsqoyFdOSdoNPn2GfaTOzKqJdMdoVo1wRONlunT171nbeO7XarB1tT1y65SZf8fd/3C0v+kEe9xid7NZnLFhj8ogqonS0BSUMaVRSGAjXXfd5I7rb56qVU6FYmghLpkVaNzWTEx2UrXFyzGvv6Xe95OWO3/ZWh7udU93tVEQ4FRG626OtqkSEzNTdlmWRmY7OHzq444Lb775L3nmBzSZ2VoY0ZldNzEopQxsdrohJI3zxWrBHYGDa7+n4f9iD92/Lz7pA0M/nfb/fvc+pU1W5koQEiFyD3B3FMl6I4oWRi0SBeMFbdzO9pmf1zOr5C+a3WfPrrNU9ba92dRtbMSoXAVGwGppGFDMiJAFJELlDQm4klao6++y9v+/7mdrnqDENzvRUfkjSOc/DtOauu9Pnv+TP/92viy/fpdx5jyOLpSMDxWTS9EpHCzL8ndKL2ilZRAx2p7Q+uiUvudCVL3+Zy97wOubhU+94hwfe+x89ZXetJEUX6Zy0kUGLkEFXlKT0QU1qDxkpt5NpcmSviDL3QClOX36Jy1//I57xs6/nOU+zZwyqYjBLdIQDxaEnqNQ1zXDqAT7x2bzjV3/dN/7zzZ4aoS0Xhu25XU2LULKo2ZVMYtJLtxFZRBbnK6dma37EmdXaffPRxT/2/V78j9/My14QXVFim1IJVsEaA+at0zoFlVUMluiYY2uaOLvH+z7gw//qVxy58+su7ml1+rStnS2L0imhrAnnrwp9asag1rCamoewvuQS/elX+p5f+iW+/3u46DjbMyvFXl/ZKoPQDQbhSSxpewt1VrjnG3zwoz70f/6K7S/f6elHjtidzhCT2lNJxh5WpTi1VawL84mxE2lfTftq9w/qYd/926NLf/xVnvW6H+fal6Obdo46k92RGIyI3okuIzV0oRrUjkRBOHTocSMy06OVuo3QaUmEVoqmmCV9ogxk0C3VvQUnb847brzJ4tZP2FmtbGSmjYiwEREy02Ot9y4ilFJkptaaUordYzu2rj3hmhuuV647wXweK6OqqJMDA5Ou66pUM+yLQSI8eSWWjbFSGxqi0xvLBffdl/f/8Uf99fs/6NTNt7qqpcuGwfr0Q/bawtaxI5bTZF3ohY4M+2ovSlJa1XqydcRyrOZXXuaaH/geeWTbLR/5Y+74rOOrlZL+To+UEToySMWBovSiJJFBNH3sVrsLl8wv1Ovc16bJzne8yHN/+U3GV3yXdsmFcdZoUAyKWUeiOBAOPZbSw8J/lXSgYdJtLc/ymS/nXW9/jy/+/vtt3/OArVwbS7EOWkEWoquZwoQu0jkFxfmqnYiqTd0Ds2L2nS/w4je/QX3l93PkaKhHiIFgCiYUzFonG4FtbALCAAAgAElEQVQaJoMVGkZs9c7eko/d4pO/dqPTH7vNBWfPGvb2jLVYV6bshqzC+RuiaOuVohvrYOrN2aRdcJH1FZd5/ute59jrX82VVzAvVhEm3UzRsxljFJ7EkpxWYig8+BB/8Zdu/tf/TrvlL10etPUZxVrNrnRKFqtSnZkNWmE+dTWJJBwoSaR9JX1LPTg1H9WXvdjzr3+d+et+nO1RzkZnMTMwrc1qRSdoSEUoakeiIBw69LgRmenRSt1G6LQkQitFU8ySPlEGMuiW6t6CkzfnHTfeZHHrJ+ysVjYy00ZE2IgImemx1nsXEUopMlNrTSnF7rEdW9eecM0N1yvXnWA+j5VRVdTJgYFJ13VVqhn2xSARntxW6zSrwYREx9ApjVxx5935md99ly/+3vsd/dq9ruhhXOzq055hPphKMRVaoQWtdBlEUnsRrSuq2fyI03tLZ3tz+TOeYTh+3N1f/pJji11b0yTDvo4snSx6kIEs/lZksVES0WVpdnf3XHLsKRZ1dGcJz//J17j8LT/H0y6xN9+OpWpUzFG7A4Fw6LGWvrXwCOmbrTHhiM5d9+h/9rG89Td+2zc+dosr62BYrWUJGUyFjiLVnAzZRZKKHsX5mkW13lsayujsLJy+4kJXv/pHXPnG1/PsZ4e6TR1ttCARqDmRSbGvGTV0BObOWS352l3uf/fvu/1tv2d21z0u7J29pZgVq6kZ68yjMUSxXi+FblarjUVPbeuoxUUXuuTaaz3rLb/Ec75NDt16NtcxInszlNGTWjoQncWSr9ztC7/x2+58/wft3H+/rWnXkEs1uwPFOkbLOkhh6KlmFx5W0t+J9A86M45OP/Uy17zmVZ5yw09y1RVsz5xJtmKUUzfWgomgIRWhqIlEIBw69LgRmenRSt1G6LQkQitFU8ySPlEGMuiW6t6CkzfnHTfeZHHrJ+ysVjYy00ZE2IgImemx1nsXEUopMlNrTSnF7rEdW9eecM0N1yvXnWA+j5VRVdTJgYFJ13VVqhn2xSARntx6ozinYUIms5BjF9bsLbVPfTq/8K6TvviHHzD/6j2umo92Ipw985CyNdOCVuhBK/ToNkpSexEYh22r1drpM7u2jhw13zlqtXvWtqbmJBU9uoyiR0fxLWWxkUHoojfqIIct38hQnv1tvusXf1b5iR9jZ4jdOjcp5pghugOlS4Ti0GMofWvhEdIjdSSWOIJYrPji5/OOf/drbn/PH3pOzA0PnbEVVcfeSIu0MeRke+oimUrRozhfW+PM7qnTtrdmVrPB12Lt4u/+Di/55Z/j+76P+U6ocxuZRCIQE9E0G0U1krTwd+o0sXuWm2/2kX/1b6zv+GtX9OD0aVvz0XK9UoYZivNVStFWS6mZDYMqrHu3LHNnjxx15CUv9qJ/8c958fNkbdbbW7pizElJosw8mWXrohYtu9o6uytn3vt+f/mbv2vv9ttd2pe22pKYZNANelQ95zZqptD9Q0r6liLZHarTx4676hXf6+o3Xc9LX8SxI3YzzYaZikjndKJrSIONIR0Ihw49rkRmerRStxE6LYnQStEUs6RPlIEMuqW6t+DkzXnHjTdZ3PoJO6uVjcy0ERE2IkJmeqz13kWEUorM1FpTSrF7bMfWtSdcc8P1ynUnmM9jZVQVdXJgYNJ1XZVqhn0xSIQnuURHR0dgoBXkSp3WtJY+/imf+I2b3P3hj3rKsrksi9Xph5Rx0Iq/0fUgwzldBrVW61UTUQ1l1KeuZFFr1acmSkeXil66VNBRRFLSI/TSJTKIpO+tXHDJU9y5u3D/fPD817/W1T/9k1zzLH1nHquY6ZhhSKRzuixdR1GE4tBjJH1r4RHSge6R1mu2BvTOQw/48tvelre89Xc87f6ztu8/42iGjrMz1jX1YNYnO6uuJqtStFKcr61xZvfMadvzUZ8P7lrsqs96upe8+Qbbr3stl1wRxjmJjo6CYTJpGkIxy5HmQKEVqs7iLF/4vFv+r3/r/j+92aW7K7NTZxydzbTWTKXoUZyvUop1W8lshlrMkb1Y98GpcWb+whd48f/4Fq77bsaw3KoYDX2tRsVAeNLqnVJYrZtZqazX3Popt934G+768Ic9dXHWzrQgmqkwRdWNZtNc7QVNL923kgjfWkmWtToz23b8RS/w/De8VvzYD3HhUVMpoowKIpGd0jWkwUZFJMKhQ48rkZkerdRthE5LIrRSNMUs6RNlIINuqe4tOHlz3nHjTRa3fsLOamUjM21EhI2IkJkea713EaGUIjO11pRS7B7bsXXtCdfccL1y3Qnm81gZVUWdHBiYdF1XpZphXwwS4Uku0ZEIhH1Z6NlpS1Xn1IN5+j9/xGffc9JDH7/N8fvPOJZEKTYCJbvQbWR0raAUe9PK1Nkat2wNW3LV9FVDZ6haSRkhI8kgUmSITCUJBxK9dD1oQU366aULLrvcF5YLefXTfN8//WXllT/AzhHt6JGYFIFZIp3Tia5Fk4qqCsWhx0D6h4VHSAe6hxW0PYYZAuvTTv/Zn+Wnf+dt4qN/6cJ7Tzu66jYemrMYUwvmbXLhsqvJshbrUpyvWR2s10u1ELPq1Hpp99hRT3vVj3jGm36Kl7w0cnZUJBIdhRwnS03TDQbzPjIhUWijfXV5mgfu8/Xffae//v0/NP/S1x07u7ATgyosMrVSnK9E14iuYMs5PfRWnRpm4rnP9dyffK0jb3gNlxy3N6QSM7NpTa0YCE96q2U3Gwut8/W7ffV33uav3/0uF33tTsdXC62uTYVFHZU+2lnODb1opcnoNnrYlx4pg0iPEJiiWsSgP/UKz/yJV7n0l36GSy5iNppayExjKfaVriEVGxWRCIcOPa5EZnq0UrcROi2J0ErRFLOkT5SBDLqlurfg5M15x403Wdz6CTurlY3MtBERNiJCZnqs9d5FhFKKzNRaU0qxe2zH1rUnXHPD9cp1J5jPY2VUFXVyYGDSdV2VaoZ9MUiEJ7dMMumFQEEk0t9o9AV9yd335JkP3+wL7/kjy49/2s5iLUpRMo2doXdD7wK9dOvCOtKqpFVPtYyOzLZNeyuWk9lsZl3oQY8io5NF6EoWJbvaKTZSD6bStcJUuqEX28uizbecunDHFdd9r6ve/CZe+DyGMdpsLlERzYGYKGkyoahGoTj0GEgHEuGbhX3pYd2BREXsoTKNDO0M996Vd7/7fb74a293yV0PObq7tvHgFruz1IJ5m1y86IbOYizWpThfmc04Vqv1UqlVHQd3t0l58Qtd86afdNHrXmu9fSzGGOmYUJnmk10T0sxgq41M6Ki0GYloZ9XFGf7sL3zq19/qoZs/4dLVZGvZzYbRIrt1Kc5XzxSVHl3NNLamZlX66PQ4d/ryy21/90u9+H/4BV7wHMuSoszM2kQUYiA8aaVzkt6ohb7YU4LVf/yAT//WTfrH/sJFy4VW11aFs+Oo9tFFZ7eNrVgPa610Gz3sSwcy7OtBSY8QSYuixejecXDZj/6AF/3P/4yrruDYjqmF3rtZrfaVLtEUG4GCcOjQ40tkpkcrdRuh05IIrRRNMUv6RBnIoFuqewtO3px33HiTxa2fsLNa2chMGxFhIyJkpsda711EKKXITK01pRS7x3ZsXXvCNTdcr1x3gvk8VkZVUScHBiZd11WpZtgXg0R4csskMYV94ZyJMVEQnb6iNtZrPv+VvOd9H/CVk39i76+/6PhqZXtqhs6QXe2d6DJokfZ6E1szU9KEsYym1SRbt3PsqL3l0n+ph30lCUSmmva10k2Fde0ii4vGC9xzds/47c/yoje8VvnRV3DVFcznsTIoqIiOjjJRUtMlqlEoDj0G0v+7sC89UnegOmdFFpYDcmFrWmsf/Ej+6f/+L1161zccO71Qsjk97/ZG1qWbNS7YY+wsa7GuzktJ2npy5Oi2U7unREkXHT3uq2fO2L3ics/9qde76i1v4eixULdITBho825hEsKAeR+ZkAhyRkO1EtMeX/qqT//rf+tr7/tPnrbqdh7YdWQ+czq6VSn+vnCgJJH+ni6DHmTYl406DHpN+qSum5lq1kdnZzP3HJlbPvvpvv9f/DPD97+cWmSdiRaoFP/fwn+b0r7sXZYig7Onzzo+n3PrbT77H37TfX/0Ry5e7spYW9dur46GNjq+mJu1YqpNK91GD/vSgQz/oEj75vMjPn/6tGPXfpeX/6//nG+7miuvlEEEmgND17BGKOaJRCAcOvS4EZnp0UrdRui0JEIrRVPMkramjmTQ7BkWC07enLffeJO9226xs1rZyEwbEWEjImSmx1rvXUQopchMrTWlFLvHdmxde8I1N1yvXHeC+TxWRlVRJwcGJl3XValm2BeDRDiU6EgHAgXhnER2emfqtORLX8vb3nfSX/3+H7rq819y2d6eoQYltbbWdcMwmM0Hy721cE6GFoMWxVTCVIqMrmQz9m5sRUnnFOvCcqAHmamvJ8fr3LwWq2mt1dC2ijNTNwxH3TN1z/nh7/fsf/RmXvBstsdodW6lKsKA2pGITnQZqQtFEYpDj5H0sPBfJT1sapOogyUGab5OPveVfOCt7/TF977P1r1fNyzPciSYFYvWDFkcyblpsWYMPZyX2os6FV2znq8pXVmvrUvRLrnM4ulXeclb3mLruuuY74SGjpFlTKah2SqjgvA3svgmywX33eueD/+JO37rbeJTn/G8ZTGb1h6cp2WlR7FRkkhqUjslu+JAj64H60IvKTIMraBY12JjbAyd+cSyhnvGbu/qK3zbT73K03/q9Vx5FXVOG/W9STkyEP7rhX3pQHgCy05rZLca51ZY7q1cMsy48157736vj//6r5k9eI/aFmrpVj3Ny5ajfcfembPG2Uwv3beS/mGBkt3WUJydDU5fernLXvlDnvHzP88zn6ElNdARGLtldHuKQbEzoWNAcejQ40ZkpkcrdRuh05IIrRRNMUvamjqSQbNnWCw4eXPefuNN9m67xc5qZSMzbUSEjYiQmR5rvXcRoZQiM7XWlFLsHtuxde0J19xwvXLdCebzWBlVRZ0cGJh0XVelmmFfDBLh0EaiIx0IFOe0LqLQ0dGwu5df+PgnfP3Df2zvHe901dmzautyWiu1q7VohWlaqVHULGoPcjCVYlnDYigyuqoZ22R7Kkp3TrGuLIZiKvbVlo4pakvL5VKO1XIrPCSs5sfE5Zd78at/1CXXv5qrnsJ8iFWZWSlGRcWQSAdKl7qOogjFoSee1HXdhMmgYmuNe89Y//4f5e3vfKf22c8Yz37DbGjKjNVEKaOxHDGtJhGI7nzUXmz1uaZZzVayTmK1Z9m6vnOhM5de5iX/+Jft/PArueJpIRGoGJmCIRFdoukC1Tk5kEhMjWll7xOf8KnfvMnpD33Ut9172rHWnNmp9gZ6FH+rdmpSO0N2kc7pMpgKraSp2DdOFcVUqo3ai7F1s8ZU0wNDc/8Fcxf/0Pd46U+/ge/4TmY75JyCQHhYIpAI3yzsSwfCE1jv9DVTs9w6Yon1lC6J4P6zfOg/u+233+rU7Z+0td61XcO0WtsettRp0PYmMYbzVXNS2tJqnDl9wSUu/r4f8Kxf/AVe9hJGB9YIzCd70kI1U+ys0TBDcejQ40ZkpkcrdRuh05IIrRRNMUvamjqSQbNnWCw4eXPefuNN9m67xc5qZSMzbUSEjYiQmR5rvXcRoZQiM7XWlFLsHtuxde0J19xwvXLdCebzWBlVRZ0cGJh0XVelmmFfDBLh0EaiIz0skNNkqAMNHR2Je+/P5Wc+49P//leVv/qsfud9Lsji+Gw0TStnrawHlFCS+RRqH6RiVcLeUEy1E83Qu601NZ1TTIXFQC9EC0disN2CxcrU13I2WM6Lb5Tw0NELPf3Ed3vBT76Ol7+Uo/MwFlOdW0qjqqJ2Dytd6jqKIhSHnoi61K3RDQpmDbudP78lv/r2d7jvo3+i3n+3eV+a12LZJl01jDt6T3onuvNRezFvgyat52tKF31lb2qWZfTg0Qtc/erXePbrXsd/952MJWwMKGQQiegSTRcoiBxIdPRGdO78uq+89bd9/u3vcukX73H5ODpTJ6tKhkeonUhqEklBj64HrdDCvtoLihbVRu3F0LuhM5V0dsadsdafe7WXvvH1rnjNa7j0MvrIfPT/W/hvR3Z6k6ul9fZRawd2Gs5O/OWnPfCe3/OJ9/yeneXCBUPRFktHxi3ToimqjK6H81JzYr2wGkan5sfMX/Idnv1zP+34K1/JBXMdpSEwTpbSUjUojkzoGFAcOvS4EZnp0UrdRui0JEIrRVPMkramjmTQ7BkWC07enLffeJO9226xs1rZyEwbEWEjImSmx1rvXUQopchMrTWlFLvHdmxde8I1N1yvXHeC+TxWRlVRJwcGJl3XValm2BeDRDj0txId6UAgezNEpaN1FDpa5767c/nHH/LXf/AHvvHRT7pyGlxaBqfPPOhMXZpffNSZ9VLtHFkXs0bkYCrsjmFZydKU3m1PDN05xVRYVnoQE8eHudliksu1YRzldvWQ7p4hLK++2ktf8xoXv+ZVXHEp8xpmg6mMltnNo6iI7kAgJg2JqgjFoSeibmPZJ1FmCoZVZ8Ld9+Ty99/nM+95l/zSl2yfPWNnqKberBo5znUpsgvnp/aiTkVmsx7Wcki1dE1YZvXQbFs+63le9sY3OvbqV3HxBSHoIyWQ/kaXQdMFCiILio1crUXF6TN23/t+n/qNm4x/+TlPG+fOrna16DYy6GFfSfsiKYgkg44MepBB7cVGi4JQexHZ1SQjrbcGd/c93zi27epXvsLL3vzzvODbZR31+Vz1NxKBRCARSI8U/hvS6U1fr/X5Ec2BecPexH338sEPOvlvfsXWA/e7RBGLPTvj3PLs2ny+bZVrPZyXYjLmZCqD+43Wz3iWK1//E555/Wu5+qnWGIsDZbLCWjEo5g0dFcWhQ48bkZkerdRthE5LIrRSNMUsaWvqSAbNnmGx4OTNefuNN9m77RY7q5WNzLQRETYiQmZ6rPXeRYRSiszUWlNKsXtsx9a1J1xzw/XKdSeYz2NlVBV1cmBg0nVdlWqGfTFIhCe5RNiX6A6kA5ndGIXEupGIat/yLKfuzft+/w986e0fMPzVV120Oyltz+5W148MFrFUk2PLYmtN7YNWODuG5ZCm2kV2WxNjt68Fq1ps1M6xOlNOLcWqOXL8qNUQ7m177t2ZO/6KH/TCn3i14drvZnseSmd7blJMGFET6UAgJpMDVRGKQ09E3cY0TWKYKVjuLm2NI4s9/uz/zk/e+Bv2PvVp87vvdUkdVGEvm73ZqAVD78L5Kb0YeshMa0utNmUIhlHm6GyM7h+2vPD617vqZ9/I866OPisW0k6pNASiy6DpSCFUhSwE02ptKFiv+Nit/uqtv+2B//RnLlzsmrUmTDYy6EEGsujh75Qs/ks9PCwLAkXJ7kDqNe3NR/f0yfY1z/XyX/w5sx/7YS44ZhHFTFUQSAQSgUT4L6RHCk9gnexy6gwzgkxKQ5tY7vHnf+6j//pX7H36dpcsJ/O9te0YTMvJeGTLqjetOC8lu/mQJuHUNDh14aUu/KFXeNHPvlH9zheZxqL6W5OOSVEVQ0eiIBw69LgRmenRSt1G6LQkQitFU8yStqaOZNDsGRYLTt6ct994k73bbrGzWtnITBsRYSMiZKbHWu9dRCilyEytNaUUu8d2bF17wjU3XK9cd4L5PFZGVVEnBwYmXddVqWbYF4NEeJJLDwsSHelAZjdEEc7pSUui2JcTucdnP5cPvvNDPv/uP1K+cJdLtmbWs8l9iwcNO4Mhu51lsT0x9KJFsTuE5ZCm2tFtTdROQQumUvRgptgxiAcWorF9wTEPTiv3Wlo+46me8ws/77LrXsGzriaEsTAbNSSGdKAjEGRM1g6MilAcegJK53R6pwwEe8u1rbGyXvLlr/rCjW/Nez/8p+KOL3pKhu1arUo6sxVaMLRU0nkpvZjXUSSr3LPsK1kpw6gaLbL4xjpc+b3Xet4vvIkfvFYeHeMsjuZAd6CQ0TUdKYSqkIWg965orCfuvsc33vYud7ztXabPf9GVs7mxTzYSGfQgFT3IIBFZbARKL/5Wq5ON2gtZ9KgyugOpTSt1a9tDvVlecrFnvf7VrvzpN/Ccp1mW0aAoir+vo3ik8DfSI4UnuG5fL/5OS3JNW/O5z/vy297h8+896ei9D7qoUZcrpRSlVsuSWnFeSnZjpIa9PnPfbMvwspd68c+9wbFX/aA8OtfQUVF0XVEUkQ6EQ4ceVyIzPVqp2widlkRopWiKWdLW1JEMmj3DYsHJm/P2G2+yd9stdlYrG5lpIyJsRITM9FjrvYsIpRSZqbWmlGL32I6ta0+45obrletOMJ/Hyqgq6uTAwKTruirVDPtikAhPculhQaIjPSxQnJMphH3pnE5Zs1ilj93u7nf9R1//yEeV+x8gl1bL04Z5MfRua+pmrai9aMGyFqtKK11Jxt6NnY5WmIp9Qy+OlZk8tacoyrEdd+6etjg+c8GJ7/Lt//ifiJe+mGNHQySzKoNVY6jU7kAiEGRM1g6MilAcegJKZKd1ojAUk41maCvO7lqe/Eh+7vfe68yHP+bi3T1HS7UukzPbRathWHclnZfSixrVWIvMZtF2LSOVoRr7qPew6jPtqitd9YYfd9mbXsMzr4iFajtHmgOFVrqmI1WhKmTReio1hM60ZnfJhz7kL976Ng9+/FZXrZrt9WQjwzldBq3QglT0cE5RksgiMtSOSFOdbNReyKJFldG1QmQaW1OEVefMzlHb3/1S3/7mN6o/fK1pNhdGFH9fIjxSQTgnPVJ4wkpM2Q1RREdDRZC5Etm4+17+/BYf+Ze/avj8V1zRi/7AKTtHt+21pWkYtOK8lOxCk+mcI+4R9p5xlWve+DpXvem1XPUUq6i6YkR1ThYbGfaFQ4ceXyIzPVqp2widlkRopWiKWdLW1JEMmj3DYsHJm/P2G2+yd9stdlYrG5lpIyJsRITM9FjrvYsIpRSZqbWmlGL32I6ta0+45obrletOMJ/Hyqgq6uTAwKTruirVDPtikAhPYumbBYmO9LDMLjONpQrnJFObGIqhNe59KH3sFp999/t9/sN/bHb2tKdfcMzq7ClD78beRZIGPZhK0YKMLjCfuoKOVlhX+2KVjo9HOLuiDtrOti/tnuKqiz37NT/uqht+huc8hyIUsrDuLPfWjh4ZRUciHAgyurVuY1SE4tATUKKjd321Elsz61qkLnNpq3U+97X8yq+/zd3v/oDj9z/oaJ9Muba73U01DC2UdN76qtuazw3S3rS0KF0dB2OGWIUxtny9Fhf/+Cs895fexHc8P9bzI8Y+sE5qpdBK13SkgkEli6l1dSjWvZmtl/TOrZ/06Xe8ywM3f9zRr97l+LLZCN1GRtcKLWhRZNAVJam9KsnYih7dNKxldEMbyKKV0IJWUsnueBmszy6VLM5sze0++xme/abXuuQN/z2XPQWjNNjoDqSHhQPFgUjfLDwhJZZ9MpZBbVgnY1BYx9qo89AZvnKXP/3f/g+rT33WM1V7X7/bpRced3rvjDaOWnGeuhpJC7VsuXc9OXXBMc/+iVd55pt/iuddrW1tWatGRXVOLwQtSFSEQ4cePyIzPVqp2widlkRopWiKWdInykAGk4Vxd8HJm/PTN95k+clb7axWNjLTRkTYiAiZ6bHWexcRSikyU2tNKcXusR1b155wzQ3XK9edYD6PlVFV1MmBgUnXdVWqGfbFIBGexNI3CxLdgfRI4UBBR6LvLc1q4dRD+dDJD/rkO99t9ck7HD9z1sXJkN1UunVhKoO0UWzU7EoyNkLXgql2q0oqjgxbHrr3QRfvHGc+d3Y2ustKPPNy1/3Tf2L4sdcwn4dCojtQEIlEIhD2ZXRNt1EVoTj0BJRIpAOFVXSTje6Ixr2nPfSuk3nnO95vdftnHVmcNR/S3nyyu17YKjORxXnLoiRDdi265UAGY2PWiqFV92aK73qha37hp2z/6Cu4+MIwzZiSYaDQSjfpSBWDShbr1SSGgcqgs1py6pSHTn7Ix3/rd2x99osuWq7lupmVMBuKxWJh3dfmx3Ys26RFkVFEMraqJGMrRLeuaxld7QNZTCW0QotUsxt291yyc9zeqV27W3Nfv2jH9ve8zMv/+T/iRS+kbhGDjcTeemU2zqSHBYoDkb5ZeEJKrFFRGzoClWVMqjS0iS/d5Z63v9dnf+8Pbd95jwunyTAtjbNqt3etOG9VKkJfs1uLvWPHlGue5VlvfI2LfurVbI92FdvmIgvrxlC1QtONinDo0ONHZKZHK3UbodOSCK0UTTFL+kQZyGCyMO4uOHlzfvrGmyw/eaud1cpGZtqICBsRITM91nrvIkIpRWZqrSml2D22Y+vaE6654XrluhPM57Eyqoo6OTAw6bquSjXDvhgkwpNY+taCRHcgfbNwoGCaCCtDTnz1zjz7gQ/72rvfb/eWv3TpmiEni7FbDizroAVDK4bO0KnZ1XRO14L10K0qidpCTMXRrR27wt052bvsmGf/yPd57i//Ik9/jjaOkR4WqOlAelggukTXURRFOPSElEgHErVbYUJiS1cXjVs+k5/79zf52oc+4inrlW1Lu9MZW1ujadVRnK9URDL2rgfLwTnd0Jk1ZuuwtzVz7+UXuexHf8Azf+lnedbVoY+UmX2VKbqmI1UMgj7IRGWNIg1txd7S6s//wmfe8wfu+6MPu3B3zzzTmJRpEtlkSZPUamiFVFAMrRh6mLWCbjWsZXS1Fz2KrmqFHqlmN99bOz6babtrZ4bqvgt21Bc9z/N/5icce+UPcuwSSqUUgpadKDa6FMJGdSDSgUQ4EJ6QEg2B2tARGLqljW4uOXXG8uSf+OTv/J7FLZ900XLpaG96W+rDoIfzFj2VUuhpHWExn5uueopve82PecrP/CRPvUwbqjBTemHqDFUr3ZTNLEbh0KHHj8hMj1bqNkKnJfUgpFEAACAASURBVBFaKZpilvSJMpDBZGHcXXDy5vz0jTdZfvJWO6uVjcy0ERE2IkJmeqz13kWEUorM1FpTSrF7bMfWtSdcc8P1ynUnmM9jZVQVdXJgYNJ1XZVqhn0xSIQnsfSthX3pQPew9LBA7QjO9JWjNdlbcOun895/+5vu++CfunB3beiTM/Nud2QxDBLzqZh1hsbQCV1G14L10K0qLbDsjm7tMIUzEe4dw4Uvfb7v/kc38APfx/aFsSqj4kCgINIjJQLRbaQDoTj0BJVIDyvdhAkdc9QlHtxz96//Vt7yO2936dmzjixOWT50j4suuMB6Sj2K85UIjK3owVTI6Ep2Y+9iOZlfdLEvrBfKC6/xPf/L/8T3fg8xhK0tOipTdJOONGAQ9MFGFtbo2MqJac1X7nT6o3/mL371P6h33mO7pSNCObtrexzMxurBs6fE9qhFaAVZDG0w9DBrBU2rK60kWaWiRZXhnDTkZD518wxFeKh1p44fsXrqZS679rs85+d+hudeQx2RjPX/YQ9enG0/z8IwP+/7/dZae599jo4ulmXwBRvbCAOJwQGOhUkExLEBE6MQEAVCiyctHaYzmel/kH+gncw0TadT0tqBWr5wSbgYG2FIgMGoxKWWJRnfsLHxBV90OZe991rr931vz9obrLiElJGmI53qPI8TQUcphJ3mVJRThXAqXJMKHQ3RUQi0Ye3U0hCbzoc/4eNv/9c++qvvdPbhhz0rmS9f0hZLIzxhNXeZqTJkaw5ruLK/9Jxv/zYv+od/n7/zSvZWxMo8M42ghWrDZsyWuRSuu+7pI6rKk1WGnTDoRYSeqUvLYszkRAWzI4vDI+69rx5601us3/8+B5uNnaqyExF2IkJVeaqNMUSEzFRVeu8y0+G5A3t3XHD73XfJOy+wWsXGQpPa7NTEbBiGprQKJ2JSCM9w5a8WTpRTw6lyqqGOySXHyaqOxPGae/9tffiNbxMPfNjZx65Is0srDhccT0mlvW2z6rQqbRCGimFO5jZsGoVppDOLfRcfu6KfOWN72y1e9Oq/7dlv+CFuPs/522ITC82p5s+Vx4X/wPDl0nXXsPK4GLqhMEwWiKPBzPjt369//7a3O37w/c4+/Dl7Vx510Jq5rfRMT0ShgiimkXYKPRGz0OV6tjp34PPrjc1znuMbf+RH7N31er7y2dGrtGlJMscw63YmTBWMyYlkHQwsa9aqc3TMBz/iof/lTT79nj/g0cuetVyaLl9xkOnMaunRi4+Ig6U56RF22phMPS17CGXkRs/So+mRStppRdZsb5S+2djb2/PIvLU9e9bF5dLy+c914Sf/S77r1eytqE5LMgi6QaS/kE5FOVUIp8I1qfy5IsqfGyQzBqoPq0ouH1v/5m9578++2dEffdBXjq3F0ZEhkZ6oHGmuoVrXlgu1nT3Suxu+9nbP/bvf4fxP/Ai33MxiZbMty2xOtGHbNxZtz3XXPZ1EVXmyyrATBr2I0DN1aVmMmZyoYHZkcXjEvffVQ296i/X73+dgs7FTVXYiwk5EqCpPtTGGiJCZqkrvXWY6PHdg744Lbr/7LnnnBVar2FhoUpudmpgNw9CUVuFETArhGa78vwsnyqnhVKKvmSYE1od86lM+cc/P1Sd+4Vfc9tgV+8cbaXZ5wfGCOVKrtLdtlt2fK2GoGHowt2GbhbBXk722cvGRQ3H+vPbVz/fS132H/NG7OLMKZ87rudAkBpUYSGIgleEvhKRQTgXCddeo8h8awnBqYmDGjM9+rj71a+/0/rfe4+ynP+klEfpjj9ms9mxz8kQUKoao1EaKCokeZW6zkV2rWe/d1PZtz93k4Btf4YU/8eN82zfHtrFoC4JNDLMuMWGqYCQjSTaNjqrZmSi2M5/9vM29v+W+t/6CL3zojz13dcb+lStWm62zq8nx9lgt0tyGOdKI0EaaRlr0lDWIrRFsWphjMiK1wTRoNVsY1ttj05k9V/pQ+2dcnId25gav/NEf5Ud/mGffShQ1WDSSuc/aNBlOpVNRThXCqXDtKl8uhp3CkEYxbbqo4mMf88E33+NPfuNeN37hC27qpbqr0hO1zKVNnx3G2nLVnOnh0tGam5/lzMv/hhf/Nz/JN9zO2Rusi1WkE2Or69q057rrnk6iqjxZZdgJg15E6Jm6tCzGTE5UMDuyODzi3vvqoTe9xfr973Ow2dipKjsRYSciVJWn2hhDRMhMVaX3LjMdnjuwd8cFt999l7zzAqtVbCw0qc1OTcyGYWhKq3AiJoXwDFf++sKJ8rgYGBi4eJH7318Pvfken/2N33bbPDswMBwvyqYFlaY+ObMNrZiTESWLEbOejBx6lMBim/bbytimeX/f9itv9Zy/863O//D38eLnh+VZpoUTNagkBpKgMJxKhKTQEUiE665BhYFyKsyaqwpjopxao4bD3/vd+p1/8T+aHnrIN2nmhx92uLdn0yZPRKFiIOVIbYRWqWJYT1vb1k2rcvjoRbcuztu0Mx696dn+xht+3Oof/4i+v4g2EGximHWJyTBVoycjCTYLBubRHWSJ3nn0Ih/7Ux/5mTf70O/8vhvXs7NXjiyvXHGmhWkR1jHbJnOmQlSYRlr0lDWkrifHU9jGhNQGq06rmZpto5tXzbYlbenocHamnfGcb/t2t/7kG/jGb2C5oG9ZLQjmvjUtFwoD6VSUvyxcmwrlRCUDaQgDiVTYrodlSw4vOfz1X3f/295q+7773XQ8W8QkKj0hlZYxmVu55IqW5fyYzOvZPO07ft5zveDHfshNr/kuXvRC6wwrQVHbtVgk2ZCuu+7pIqrKk1WGnTDoRYSeqUvLYszkRAWzI4vDI+69rx5601us3/8+B5uNnaqyExF2IkJVeaqNMUSEzFRVeu8y0+G5A3t3XHD73XfJOy+wWsXGQpPa7NTEbBiGprQKJ2JSCM9w5a8vfJlCxzRjjY99zOVff3d94FfeYfPhj7g5hoXZyG6bjAhtpNU82d8G0noatllaUTHrScXQo7Rib9vkzF6ecTnTxZvOiq95gVu/61t95fe/jtueE6aFE1UIFBEEHWUnBVolhY5AQ7juGlToGE41s+aqjj45EehojA/+UT3ws//KxXf/lhd+5ov2jo5d2d+zbpMnolAx7OSYtBGmkSqGw+XWdtqqVYmjjVs3K0eb5rGDm9121+s866d+VHvpi2MaCDYxzLrEZJhGoyeVBPOCGTNWusUYHB5y+ZhffZc/fMe9rnz0T5x79LL9o0Mr3f5qcjQ2ttMwR+qRosI00mKQNbTqenC0aDY5UWkanNnSzObastc84pjVSo3kkNuW5z184y1u/a/f4Cte9xpuvpF5y2pBMsZWLhcKA+lUlL8sXJsKA0FPCmHWXFVJpUp6pyWxXfOhD/jU29/u0+94l+lzDzsTS1HpCalkO7SzK4/moZrXbu4st03vC4/ceJP1Hd/k6/6LH3Pu277V0WJh31VFra+IvRWRSNdd93QRVeXJKsNOGPQiQs/UpWUxZnKigtmRxeER995XD73pLdbvf5+DzcZOVdmJCDsRoao81cYYIkJmqiq9d5np8NyBvTsuuP3uu+SdF1itYmOhSW12amI2DENTWoUTMSmEZ7ByqhD+I4YvE6h0Iiist+wFDmd+79/Xh372rT71e7/nhuNjzz6zcLS9rKKbkxFh0dOip/1tM4LDBXPSqoSBYadiaMVB7jl85JK9xRmXqlw+d8bF82fki77ChX/0Q/a/97tZLkIh0okMgi7tpBTlVCEG0olw3TWq0D2uGaIGIxlJUEkECp/7jMu/8Zv1kbf+vOm97/esbC4nc6YssnxJD1+mlS8ZQaFiCKdiTNoIrVLFcLTottPWHFs3LFfOXObwaNjeeIu9C3/LuR94rVu/49s4d3NoqRvKztAQlVQ6UVSjYx5DCxYxmDvHa/7PB3z8F97hT3/n9+194WE3zFvLmq0WzH2jxzBn6pEIUWnRU9aQup4ct2abKSu1YjUPWUOvWZ5d+fz6ouWZA7UpjrvnH9zqocuX3fYTP+Jr/tGP8PznYbC3ojHPZVqGxw3lVLiq0olw7SoMBJUMpCFcVWnneBCNGsNedR59xOEv/6oH3voLth/+mGdtmQZz0nMoBKZBFlFO9KRQkaKIIoujK0fO3nLe5eXa0eElN27ZH5PYNo+eOfCnz322V/2Tn3Lutd+lzu6LaUmVvj7WViukLxNOhROFgfS4cFU5Fa77/1ghUAiUU+GqciroHpcIf678ZeFpK6rKk1WGnTDoRYSeqUvLYszkRAXdsenwkHvvqwffeI/NA/c72GzsVJWdiLATEarKU22MISJkpqrSe5eZDs8d2LvjgtvvvkveeYHVKjYWmtRmpyZmwzA0pVU4EZNCeAYrdKcSQcUwkAiDKoQvqaQGGUSoKrEtPv4ZF9/57vqTd/yWzQc/4tzRkbOLYVMbc5utGyPISlNPy06PdLgIPVl2plGmQashyokp0qYPhVpMDpWjZO/mm2y/6rm+5id/3NmXf7245VkhJycWC2tpYA8xY3aqDRbDJaVwRjNJ112rhi8pV6WdCrYYSMNybDhe8+CH62NvusefvOvfOj+GPo4tqqw6yxFaTGpKx7p1n03TpBWLPrRy1TAn68mJRaeNVIFKOyMYOYwYKgajNI1p4VHD0fkDL3/da9z8j/9zvuK2mJcHppqYEU6sg2hONEMbrhpU0thIDDlfNh3O/NK/88D//vM2H/ljiysX9fnIDQcLi00XBlKPsM00TBa9CUNF13PokSqIcqIVUVQMIxjBCLJSFNNIF5fN+NqX+Fv/1Rt41bext8fZMzZBdKYgBmLQujJ0idBMwv8PlFPD4wLJjA1m3QL7NTjc8rFP+tQv/4b73/pzXvrokcXhRYd76XjJuroz09K50YxLR5bZjGDdmJMeITEN2qAVPcrRYhCzVS+rOSx6OpwWHr7pBme/+Rt97Y/+Q/mqCyyXtIWdmglXlVOBQCCoGDo6QtppaIXhVCJc9ySVv9pAYiAxnGqFbRHBgke3RxaLpUnTlElQKKcKhUBSQXj6iaryZJVhJwx6EaFn6tKyGDM5UUF3bDo85N776sE33mPzwP0ONhs7VWUnIuxEhKryVBtjiAiZqar03mWmw3MH9u644Pa775J3XmC1io2FJrXZqYnZMAxNaRVOxKQQnsEK3alEUDEMO0MiqhC+XBCBwSjWM+99oD749l/yxd/+P+x/7hE3zltnl+FwHNu2YT0NPYmRWrHsqUdat9CTqbMYLEZpg0ChLSbrPutJTs287babjb29PZvn3Ga86hVe8Pe+w43f8s0c7EcV8/6+rWbu5YYIOmanpqEWw0XdkA40S+m6a9HAcGKkU0mywYyOhdmeLUdbPvV5l3/51+sP/82vOf7UJ53L2X7vDjZMc2makeFoKpsoEaEN9udhGowY5uR4MZBWc2qDEfSkUEGUExGh19CDvmyumG0X6RtfdcH5H/khvuWbYj77LFNvzEkgOUwkaZh008AYaLS0jjTb2TroG/7gox75uV/x0Xt/UzzyefvL0OZjq95NY2gj9QjrNunRZKWdEZ0YnoijKa1vPuel3/NaN/2Du3jpS/Vp33qVpqB1WiEGbavQMTQLk3BtKwxkER3lVGBijbVCmQyredY2wcUjD//We7z/zW/3nD/6iNVjD7typpnPNMfz2jS4sRYW626aS0+OJrYt9CCKZU+taDWMKNvGiGEaw2Kw6GmO9IVk8bVf7YV3fa/z3/ManvcV5KTnQgbRUSgEAomgYtgaSiIFGlphOJUI1z1J5T9u+I8rTIWjmWliybFCCGQNi0gKhXKqnEoEwtNOVJUnqww7YdCLCD1Tl5bFmMmJCrpj0+Eh995XD77xHpsH7new2dipKjsRYSciVJWn2hhDRMhMVaX3LjMdnjuwd8cFt999l7zzAqtVbCw0qc1OTcyGYWhKq3AiJoXwDFYYKOQgKV8uXFX+A6UkEaJm5i2PXvLoO95d733LL8oPfcKzNrNz8+xgSlfq2KYN2zaMICu1waKnCuZMPWhFFFFOVAwV5GKy2W5FNNM0MXfbo7VJ2J496wu33Oz53/kqL3n9a3j513GwikOBhaVmmjGcCjTksDHsLKSQrrsWDQwnKilXJcEczNgaFtirDevOlQ1/cH899LZf8KHf/m1fsRzObrb2N2XRS3XmZLNMY9HMo2uDvZlpkIY5OZqcWM0pixH0pFBBFIHM1MewNVhOrtTsitkLX/Y1vuq1r9Z+6C5ue27ojTE5kayDSsIw6VqhBhqZNtJA2Fpttjy25jd/1x/8r//K+iMf9azlpF981F6jVWnDVaFHmmMyZxhBqxKGJ+K4pYurZnX7S3zLj/0Yr341iz3rxVJbOTG5qgbRMZQ0NCnthGtXoSPQBgYKgcYcHBsKC4P1sb1asE0++Mc++a9/xeV3/jqf/bTtFFYHK+v1sXG8cS6avZzUdtaD9cQcqSdZTCO0QRQVpScVQ9bQBsue5kwPY/3sm93y7d/q9h+4i2/5JpZLx4NptTANFArhVCAQw4xhJyUaojCcSoTrnqDy1zP8Zc1V2+HEIs1OVQ05SsvmLylfLj3tRFV5ssqwEwa9iNAzdWlZjJmcqKA7Nh0ecu999eAb77F54H4Hm42dqrITEXYiQlV5qo0xRITMVFV67zLT4bkDe3dccPvdd8k7L7BaxcZCk9rs1MRsGIamtAonYlIIz2CFcioG4UQh/LlKYlBJlQpE6JjGzOEhf/ShevBt/9ofv/t3PfvKxi2bLq9csTeldW5sGnMOI8hK02A5p0APeqJShRM96DmMZGCeZ02zmhaWFWw2sodqC5fb0vyCr3Dba77d83/gu/naF5pziu1gL8+IjoFAID0uBpWE665JQxkooTFclQQ9mHGs29OsasvRhm3x6c/VZ3/+l7zn53/es48uOr8+djCH5QgxynF1m72FsZps+ywH+zOLThrmZN2cWPSUxQh6Uk4FsshMYwyb0cVq4SiHS/Pa+due5YZveYWv/ic/xQtfHHJJLUgEG1TQDGFoCoNqROpSoW83VqMzBh/+uD9589t8/N3/zv4XH3GuzzK6VsM0SlRQadvS4ZQqWPUhyxOyzXRpGQ7Pn/M1r32t5/3gD/GSl7Ja6BMzGsLQdKcCqaSdcO0qbJGYBgYKgaSSY6WUNOS8texJTx67wh/8oQ//y3/p0gc+YH3l0I1nD0zb2Xx4ZBnsT0u9dz2HTUsjGIFKrYgKWa4qI6gYWg1RtEo90nFbuHL2jPiq53vZ67/X2bu+jxvPWWexWJrQyuMKgRh2CsNOSkQ5VU4FwnVPUPnrGf6yRGDebMkwtYkxGEVrBILyuHBVYSAQCE8rUVWerDLshEEvIvRMXVoWYyYnKuiOTYeH3HtfPfjGe2weuN/BZmOnquxEhJ2IUFWeamMMESEzVZXeu8x0eO7A3h0X3H73XfLOC6xWsbHQpDY7NTEbhqEprcKJmBTCM1wNp9KXBMqXKRQqKKemecvlS8avvqt+5+2/6PCDH/PCtm/v6NB88aL95cI6u+00bJMKpp6mkZZzajXsjBhGpG1jBJtGD3oSmfo8i3lYRbOvmcYwjTRVYzP5/FQOv+6rfOXfv9MLvve7eMkLQyyMSmlFORVOFQYCiXDdNagMw0BpGoVKO5V0HGOBlcHhETVx5djhb/123ff2t/PAH7rlyhVnezqbC1XleMwOF2nsLWyqa4O9mWUnKlWwbk5Mw4kKRlBOBbJIYYyh12A56cvmsc2RPLOSL3mRV/y3/0R7+cs5dz7kwqhUjSoiSDszCgMNKSSFgRjElkcvqt/7A+/9V2/16Hve6/nLld6PtBqmMbRBK9YtXVwxIp3ZMg1PyJxciXJltbB60Uv8zde/3sE/+H7On3NUXe2vFJphZQhXVSJVOBGuXR0zAsvCwHCqIdlgNmuY0LadkWyKz3/RZ//nf+FTv/v7Hv34J9262HNj4XijdCLURM+hR6pwoqSdqBQVssqJGBhOpSGNaNaLPVcODtz2ym/x4h//Yb7xZZxdeLSGM7GUCCTCXxi+XDpRThUC4bonoTxxA7Nh9K19jUr6IIIMxsxyqaM71dBc1Z1KhKeVqCpPVhl2wqAXEXqmLi2LMZMTFXTHpsND7r2vHnzjPTYP3O9gs7FTVXYiwk5EqCpPtTGGiJCZqkrvXWY6PHdg744Lbr/7LnnnBVar2FhoUpudmpgNw9CUVuFETArhmW44UemvFIyiwpeMYnF4xJ991hff9DP173/lnfYuHrotJu3ykZg3lnsLm5htkrk5MfXJsrPoaTEGhhH0YNvYtDQnczKCxWKh5i7nIXtZKIsRWrGa02qTjqbJJ85Pjl7yXC+86+950eu/l2fdEtvtbLF/Dg1JoVAopxrCddegMnQDZdIoVPoLPelOLRDbme2gFx/4UH3kne/06X/zc84//EVnj8vZXGiRDsfW5Tb0vcmsZKW9mWUnR6pgTkbQhhMV9PAlgTbIcmLTZ7lasFq4vD22SbZfeZsX/9h/5ivuvJOvflFYLGyqkWGBKKdi1pVuJzSpVTJQSI4c2a/OJz/jo296q4++/VfcerS1HBuL0bUxtBoC68bFFRXpzCYthidkBJso29XSo23pK195wcve8AZe/nXGshyvzpgRhjNohZEEgh4kwrWpY+vUCjEwUAg0erCujSkmaZjmzmZLW7FeG+/4VR/8tXf6s/ve7/zh7JbOqg/DcFzHxir1cCJdVWkEI9JOjpQVQmGoGEZQEimqGW3pcjWLr36Br/+h7zf9wPdw675LydK+nUAikAjDiUIhknIqPC5c9ySUJyYwGzYYtXa2L5jx2BWWSw5WxvZYHpwxo6OQWBiiO5VJeFqJqvJklWEnDHoRoWfq0rIYMzlRQXdsOjzk3vvqwTfeY/PA/Q42GztVZSci7ESEqvJUG2OICJmpqvTeZabDcwf27rjg9rvvkndeYLWKjYUmtdmpidkwDE1pFU7EpBCeucrOsBOSQnlcOFHhxEAiMM/DdPES7763PnjP2/zpAx9wU0z2rhxbzN3+cmHd1/qUtq30DFEs+mTRWfY0jYGh59CTOdK2pR70dCIzTRUCMQ+qi+qiWPZ0ri9Um3wuu88fLJx5xdd56ete7YZXfSu3PSucOWc2mTRGUigkAuG6a1QZtgbKQhOuGulLgh70ogWtsB0MPPyIy/e9px74n/65c5/6tMWjV5wzmaTjMbs8ddtVMydRYX+bFp1ppJ05UyEMOxX08CWBNmhFRJjnWbWUe0tHfWutO7z5vNUrL/iGu15v/1WvDHtLcy4NYYEYTuVsVmaE0KRpJB3lxGPLrX3D8uIll37r93zyrb/si7//XjePsjfPmo5ZBZtWrixdFfa2aRrpicopbDJdGimf93xf872vcf71r+UlL7BeTI41gTPSNNARaPQgEa5NHVsMrNAKHeVUorGprYyGYcxbiwqRE9s1H/+oP/uld/j4r/2O5Sc/7+ZLa2elPg2X+6GxCj1KK6LICj2ZI41IbaQ2QqvC0HPoSY+UlfYtjG3adDa33uzmv33Bc3/s73PhZbbTpOwpaSecaoYmKRQKhUAgqHAiXPdklP+08FcoegxHZmnrzHrJnz3i0T/+hHO33KS99EW0wSJtMDCQWBjawEBLIj2dRFV5ssqwEwa9iNAzdWlZjJmcqKA7Nh0ecu999eAb77F54H4Hm42dqrITEXYiQlV5qo0xRITMVFV67zLT4bkDe3dccPvdd8k7L7BaxcZCk9rs1MRsGIamtAonYlIIz1yFYdhJKQrlcUEFA+lUFArHGx571Gf/+39WH//1dxoXr3j2mRvMX3zUKsLZc2c8/Nij7C/MSc8QIy17mgarObUaKoYRw5z0SHOmCl8yNsNySlM2VaXXbMRQQY5yzsLmaGNbaXNmz6Wbz2ov+2ovuuu73fw9f5dzB1GxEBbURDnRk0JDuO5aVIatYWchhatGOlEIKrlyNFssJ8tGdBTWW/P731f/1z/77+x/9I/Fnz3izBz2NeuxcWUqfa/ZZIliNYdlT9NIUcyZdrKGEVTQw5cE2mASUthutypo+yvrPjses6Mbz7n8vOd65T/6UWe/5+9y7mzUYmUrLQZRTuVsE8xKCpM09aQ7MW+7zUGTZnubQz7+KRd/+Tf9wf/2FrdeXju33QpblbNtDnMrcxIVFj1lpScia1hM6Wg7q2nPxdW+xde91Cve8GO8+lWu2LB/3tCckdpAR6DRg0S4NnWsnVpiKgwMBAJRKsMwdMPcN1Ztqbnq8DLRPfpL7/TxX/wN/YGPuuFzl9wQwaocjSPraago06ANokJPtplGpKw09dCq7PQceg5zpFacrZXt5S01OTzYV1/3VV5y9/fZe/3fMW46J6azumZ4XKJJURgoFAKJoIKBRLjuiSr/aeH/oXxJxezYxrJm7bFQ7/+Ihx74gGe/8AVu/Y4LLJtqbDEwDDuTshwYQUsiPZ1EVXmyyrATBr2I0DN1aVlUJxojyrA2rde86z11/0//jP6BBx1sNnaqyk5E2IkIVeWpNsYQETJTVem9y0yH5w7s3XHB7XffJe+8wGoVGwtNarNTE7NhGJrSKpyISSE8cxW6YWeSFAqFQNDDierUPFtMSac+93nx8Y/Xe/7pP3X205+2vXTZfjRnY6HGrPduG0MtmjkZEbLS1NOys+gpDT1nFw+vuOmWm1WbfPbzX3DDuRvdfMN5n/vUZ+xNS3vLpSyubA5ts4szC7VotmOWo1h3Z2sh2sqjfXb5lvNu+c5v8YLX3mnv2+/g3EHIpW0PvRamqekorBCuuxaVYWvYaVJz1UgnCoGgguFUuqoY89CuXK75LW/2hz/zM9Z//GlfdXCzfvGSXrPp/L5H1odqb7Kz7GHR07KnnZJGkDWMoIIeviTQBtMgy4kRjKAnc3Jp2RzeeqsXv+a7PO91r+Xrvzbs71lXaj1MmRRytgmGQpikqSfdqcG8doMAyAAAIABJREFUx8BYX7I3D97zPg/+9M86fM/73LyeZW6NNtusqBym7TB6l7FAeiKyhta7neXqwBdq+OK5fV/13d/lxT/+g7zspS6PYbG8wVJyXELQqMZIEuHa1LHFwBKTqwaGU4FEUIaO4VRisuXSo3zhMY/83Lt86Off4exnHnGud9txaHFm4XI/JMo0hkVPUaGCdUsjUhupjdCq7PQc5qTn0EY6Oxbamv3pjEeq+8TZ9OxXv9LLfuIf8oqvp+3bzKUtlkq6sjmyWq4sTPpmYzkt6R6XSCoYSITrnqjCQPpy4VT1ITLtzNutabGwU/MsptJjrfXBQ5/xgV/+DX/6mc/6W3/vO938mr/DslQ2Hd1Q6JiUVWEgG5GeTqKqPFll2AmDXkTombq0LKoTjRFlWJvWa971nrr/p39G/8CDDjYbO1VlJyLsRISq8lQbY4gImamq9N5lpsNzB/buuOD2u++Sd15gtYqNhSa12amJ2TAMTWkVTsSkEJ65Ct1Amlw1UAgnKtkWo5e9KeiDudMHn/ozn/iVX63PvPXNbvjCF/WjI6to9nJSVXp1I8Oc9AgVKYpppEVnGikMNQ3r6kY2oplHiQpn2tLSZBytraYmImz61nHr+iocxtbRdm3vzL62LedGs+oLV47XHo0yXvQ87etf5BU/9Y958Qs4fz56LGw1YbKzOZ6d3ZuE665FhW5gCKm5qpJCIRBO9KA8bhTLwyu8+9froTe/zRf+8CHP6s3elWOqi/3JpXGsFs2Isuxh0Vn0SaBH2skaRlBBDyqcyKINpkEWgUJPejAnx1Pz+ZZufPk3+OYf/2G+8zvYX8UsTNPSPA9TS2KYDV0JoUltJAOFwoIerpq1vuVjn/XYL/6aj93zyw6+8JixvqIWs+NF18faDT3tL5aOexmRnoisYVGltrNpWrqc6eG9Zv9vvsxLfvD7nPvOO7nlWUxL+kRHIKiGIFy7OmYUJjTEcKqcCgQVw0BHOdUMkzUXj7nvAZ/8hV/z6d/8PXuXL9nfT3M/UjELZRosOlGhgk1LJeVIWSGUnTmHCnoO0+DsPKmjbs/C0XLhT1clv+GFvvbu1zn/2u/kpmcTC6ZQkTbKEBYmRjdpDJRTiaCSgUS47okopwbSlwunxtxla05UEeHEGJjJQz7/KL/7kPe+83c8fHzkjh98vbOv/dvmnLXFyrAzdMxoyspVA9GI9HQSVeXJKsNOGPQiQs/UpWVRnWiMKMPatF7zrvfU/T/9M/oHHnSw2dipKjsRYSciVJWn2hhDRMhMVaX3LjMdnjuwd8cFt999l7zzAqtVbCw0qc1OTcyGYWhKq3AiJoXwzFUYTrVCoRAIerDF5vjYDXtL5sGly8SC9z9Uv/k//HNnHny/85cuij4so5ki7YwqNaWNoUfaySIrtcE0yGKOrXZm5bH12izsn73B8eFaP9y67YabbB+7bCFlDSOHecW85Chnx2OW0ySxP9L+mMS2HG+H49Xk4g0Hvub7X+vW73yl+LZvZm8vjiyFyULKQaTrrlGFYdhJhKsqnSinBhJBDwoDA3ubtf+bPTj9tr2sDwT/+T7Pb+99pnsvXEAcUAsncDYQvIEUAWcTJyJKmZia+k2tXqvfdb/oP6RXv+l0VRJJTDlrSZxHtExiNIYwO4IGkOly4d5zzt779zzfPvsclVhZq15ArwUs7ufjtlvy3k982u2f/Yrh7gccHdO0dcsyWg5prF1i6AydoQ1K0qJYqdmttEILMuwrSUmGTu0EEq3QglaY1+IR4eSRLcf+7R868gfv5cihsDaVZWLRulkt6FLXpSJQRBYSSZ9TpiiMpRmyc3KHv7vJD/+vDxhv/6FT991jOgt9LS22H3F40RxZ23KyN60Uj0XJbhYhl6PM1CYTJ2o4ccamZ155uQvf/S4u+k2GKSMmEyqClk2tgeKpKrF0oKAi7EkHEuFAkGhoSISuaoZx5N5TfPHrvvUnf273Jz9x1tpg/shxa5OiaoZO7ZQMPWhRpKL2gkDqQS9dD3u6obMxVnab6IzrM/dNw4OHJp7/ht9ywXt+n1dfxHSGZFKNpWqKUTczGBIN3YGCQhY6CsJpj0U60D2qOBB+oafMFPZE8Su90+f0bb7zD37+6b9xy998T5511GX/4d+YvelSO2W0PsxQrKRubiWt2ZNBFBRPJpGZHq/UrYROSyK0UjTFNMlGVHqkbm6Yz/nct/KGP/6AdstNNhcLK5lpJSKsRITM9ETrvYsIpRSZqbWmlGL70Ka1S4+54JqrlCuOMZvFwkRV1NGBgVHXdVWqGfbFIBGevhIdBZFIJIIsLJH2ZDOTLBuPbHPipO0vfS2/+l/+xNGf3+XIfG4SRRUiyUwZhVKMkXrYF4gsaqcmkd1iXJpsrjtV2Mku1jeUOpHzZrIM0zGVxVLtDV0bulbTOCGnYbFsIkLpaRjTpsGsTsnqwcIDZ677V7/7Os9/z9t46Yv06SzmvVqPDRKBcNpTVOpWwi9k8WsaolMKQUNDYpZLHrzf+LVv5nc/+EknvnuTZ4/Vel+aL3eU9cEimizd0KjJ0AqKFsXKpHcrrdCCDPsiqUntlKSkfa3QglYYoyhrM/f05rzfudyL3v8+Xv1yDm9FDoMFKqoudCQZhD2DfZ2229VaqOxamg3EvHHX/R78wMfc8/Vvufe22xyehs2tiX7ypMnJU9aHqd0SWikei5JMS6jBuFxQi+1a3NNHGxde6CVvfYsz3/kuzj6H2UxGiAk9Um9zQx1QUDwVJToS4UBB2JP+paChIZEYc2lrbCyCH/zYTz/yCT++/hvivvtMth+2GWGSo6ETaV8qehSyqD2stEIvqUW3UrMbOrOxmESxXDTjbHByVv28z53xkvO94nffYu31b+D8f8Wk0pdyY91CWGJiMLOnoyFRUMhCR0E47bFIdL+uOBB+IdEaUYigNXpSK23B8bs9/PFP+9HHv+743Q86/IoLXfQf3ive+Fq7tVhT6YVEMC+kboawUlA8mURmerxStxI6LYnQStEU0yQbUemRurlhPudz38ob/vgD2i032VwsrGSmlYiwEhEy0xOt9y4ilFJkptaaUortQ5vWLj3mgmuuUq44xmwWCxNVUUcHBkZd11WpZtgXg0R4ekuEPR2JsG8sNCSK0XS+w7Kx6Hz3xrztv37MXX/3HVvH73e4d5NS6Slbsy+LHuRQpAOBkt1KTSLJ1o2FdmjLg7lwshQvePnLnHX0Ge764U8s7ntI2V6YLJdmESKX5uPCWEeT2VTLELUYezPu7pp2NuqaaeNUpvsnYesVF3j2W690zut+m/PPD7MJfcIwJQrhtKeqdCD8QvcriWZPJyoliaLpmmJqyWLOTbfmrX/+CXd84XrnnNi11UbjYttkY2IRCx2T7EqnZLHSoliZNgJjoQUZ9KAkJamdmkTa14NWaEEGkzp1IsLuM5/pZVe9wxnvew/nnBknc1TW1hUMuiE7DYFCi0GiIhoSQa8p26hmMh+5/ttu/fRn/fArX7PxyEnP2Fy33pbi1Cl66sOgFY9d6zbWZtpy17I3MR2cGLvxzLMdfsUrXPi+P+Q3L+KMw3LCrmZSQ7XQW1PrOoqnri4d6FaKlYKwJ/2aDBo6EsueNkuI5cj2nJtvdvuHP+ZHX/mKI9tzW8ulWRuVtK+HPUVJIouSoWNZaSX16Eoy6d2kYzFa29gyH5e2s+trEydzNN3ccuSlFzr/qt9XrrycQ+uUZpxNtDqxVBVhiiHRkAgUstBREE57LBIdiXCgOBD2pAOtUaqVtr2jDhOGgcUO3/1rP/qzv3TXZ79tbXbImZdf4vx/83vKGy+xXac2VFqhFYJxwkI3RUUonmwiMz1eqVsJnZZEaKVoimmSjaj0SN3cMJ/zuW/lDX/8Ae2Wm2wuFlYy00pEWIkImemJ1nsXEUopMlNrTSnF9qFNa5cec8E1VylXHGM2i4WJqqijAwOjruuqVDPsi0EinCbRPaqwCDq2c24riulil8WSk0vtI5/I6//iI2YnHrF+6mGbhSL05SgbEWGl965OBj38Ssnul2qyHoOTy6WdIxvuy6Xl0cOufOfbzV76Coubb/E3n/mK8b7jJie3nVEn1mvoi12j0TAMWqdMJ5TQ2lK0UUmGlsZO31j30Gyqvvj5XvSm1zvzTVfy3OeE6QRBnaI47Sko/bqwp/uVRE90slCSKAQNRRNtyf3HPfDJL+WtH7nO5Ef/5PDuXG+7JtOwLKOMrmZXOiWLHvQoIpk2Ai0YCxn0oCSRDJ2ShAOJVmjhwGKUG1vumVTnXXmlF/1v/ysvfG6c6HOxuaViops2tE6gsiiDjglqelSQ2UR2WufeB9z3hS+79aPXOXXjLc6aj86aVCW61pYyih4es8VyabY2IUd9uTCUajSYT9btHD3HS972dme+8x289AWsczKXhghrlnIcxbCOwVNX90sNqfilQLUnPSpIdDQkArFcmujszD3yyU/5zrUfMvnZ3Q5v71pvzUqPLhUrQy9KhsiiBfOhG0taqdnNWjd0xsXSdGPNTrDdlmJSDTExdB7Z2vTsd7zTc97+Vl72YmZVr2k5mVoYjLpNxTTRHAgEColw2mOV6EiEA8WBSI9qjVJJ+vaOsr5u38/v8uCHPugnn/gri7+/05FznuXQlcc88z1vEm/8Tacmmw6rLAtjodBmzFFRdVURnlwiMz1eqVsJnZZEaKVoimmSjaj0SN3cMJ/zuW/lDX/8Ae2Wm2wuFlYy00pEWIkImemJ1nsXEUopMlNrTSnF9qFNa5cec8E1VylXHGM2i4WJqqijAwOjruuqVDPsi0EiPM0lEulXsrAIRsxzx1YMpn3OIzv84+35w7/4iB9+8WvOSibj3FoEPbVxVLMaarUyjqNaq7QnupUe3YFu0ouNVsxLuH8Wjm9OnXPRK73qfe/mwpdz771+9onPuusfbnbi1h/YmndnT6eGcck4KqVY9E6pYmCYFD26ZW8yU9SijWG3pcXahq2XXuCFb3uD9TdfwXnnRNYqzFCc9hSUSAcCQepWQrcvkUm3J6mFsC8x9rnJWPjm9/L2az/uxDe/Y/3kKdNYSnNZux5d0UUSWWTQoijJbCTQglYYC4lASYZO7QQSPWiFHpRkWHZ9OnNfGay/6hVe9e/+ULniMsujm3EyioqZbjaidQKVeR2MGDJNIyyT7MwqktaXqpHeuP0H7v30V9153Rf1237kTCE2B8u2UITw2KQ9pZqPc9MhDUHuLpQcxHTLg9MNLniZl7/vautvvUI/ummnNKHbsCCTWMPgKSnt6fYFDc0vFQUVkUiPCgQNDYl57w6VJuZzbrnNfR/7K//0lW8o/3SXjbFZ6UGPIpKhhZpEFmNhe9KNNZVk6N3G2A2djl3NfK0aC701m6YOt+rennZe82rnvel1nve7b+Q5z2At7JRiNLXUbSqmiIZEIFBIhNMeq0RHIhwoDkR6VGuUSmK+YDplsfDTr37Fzz7wXwz/cKsjdy3MzjiLf/0a5/3bdyhvudSDirPMWBSWhYJ1dh0omCA8uURmerxStxI6LYnQStEU0yQbUemRurlhPudz38ob/vgD2i032VwsrGSmlYiwEhEy0xOt9y4ilFJkptaaUortQ5vWLj3mgmuuUq44xmwWCxNVUUcHBkZd11WpZtgXg0R4GkskEuFAR2EsjFjqZpambc79D1l+6vN548c+bf79H9tsXZFKIVrXlqOJwWw6tbJYLJRSJHqQYU+3L7qhFbGzMDl8xE8tnDz3DK/8/bd61jvexrOeZU/46T1512e+6Oa/+hL/dK9zhEOLhbK7q0QwW7OzXIjW1GnVa9rto1a6yTCTu6OtjcOWy+L4wOGLX+3Ca97O71zEkUORky3NYLAnPSpIdAcKwp50IEiE054wiXQgEKRuJax00oFEJoEIgoZTuXBY5ft3+8mffjh/+ldfsvHgQ46Uri9OMaSM0aMKWbRCyWLSupq0oBV60IOSRFKTSErSgwx6kAhsRHFqPjpVpvrznuuct1zp+e95O694UZxQFNU6hiU6AkM3LzTFDAUN45jWalhpRj2XSjR1PvKt7/n+Bz/m/q/+tY2T2yZrxbhYmNViJcO+SGpSexE6WbTStUIPv1LSvvWNLQ8+9IDZWrWxPrXz0CNyTJsbRz08rLlrMvXK91ztmb//u7zkuWxNzKUwmijChCx+TXQUdKn458Ke9KjwxEl7un1BQ6KjKAIFkUiPCgQSnd1Gm1J1a32H3Tnf/K4f/skHPfC337O1XChSJBlEMnRqDzUZCzsDYyGkSe/WRmpnsjbz4MmH5NZMXZ/ZObVtLYsz65rjY3PnxiFnvvYir/3D93LZb7JR7UbqdUNiwICaSAfCnk4gC+G0/x8kmgOBak92lo2hojNfUibcebe/+8sPuvcTH/O8E9vOnk/sDGuWr32Zl/ynP+T1F3tQddSM5cASBWvMESioCE8ukZker9SthE5LIrRSNMU0kQiaTizV3R153fV587UftrjxBpuLhZXMtBIRViJCZnqi9d5FhFKKzNRaU0qxfWjT2qXHXHDNVcoVx5jNYmGiKurowMCo67oq1Qz7YpAIT2OJhkBFoiFRyMoJSxO7NsfG7T9y3//7wbzz81+18fBJ60M4lV0Lhl7UTu1FTXtCRwat0MKvKUlgotidTt01dBuvvtCxf/cH6u/8a2ZDGJeUafrxT/30c1/x/es+p97xU8+vg63duQfvv1ff2GRSTRSRTcvUa+pRZKZZDiZZ1RycrMXxram1l77AS3//zWZvf6s842g8rNoYi0mgIzCwQHdgoqv2pH0ZdBRFOO0Jkx4V/gfd/8yIHaxpJsdPadf/Td5w7Uec+PvvOWscbbZR5BJNK7QIFLKgWqk9iW6lB+lR4UBJv9LDrxmCbAwxcWJ9jYte6lX/yx/w+kvt1CGqNdNeGB2o9KCXJqRqIB1IBwoNTZcWZjly33E7X//vfvSpL7j/2/9g45FtZ86mehu17MahmEwmhrFzam5jLLYmU/PlaD6kU9NuPpDRlc6sMWnFSg9a6TI60oFqjImd6YblWWf7javfbe097+KcI9o0bQ9TiUOI3kkHAtGJInVN0R0oGBQS3YGC8MRJB4L0L4VfSI8KBxoWqGxPecTChnDIgtvv5Ns3uOkvPu7EzbdZ70tnbGw49cjDqnTG2qad7W0TgxahBa3YVzPVTk0iyejGwrLSo+thT5cGY5+Yn3GGs6885gXX/D4XvZK1iWWvog5+qSNRMeiM3b5aiOK0xyCRnXSgso2GggmmvdMagz2d7R0eafrXv+uv/+zPuP0mRxZz08Vgd2vL2m9f7MX/9mquuMRurdbM6IURgYEWFAfCk09kpscrdSuh05IIrRRNMU0kgqYTS3V3R153fd587YctbrzB5mJhJTOtRISViJCZnmi9dxGhlCIztdaUUmwf2rR26TEXXHOVcsUxZrNYmKiKOjowMOq6rko1w74YJMLTWKJ3+2ohMXrUhEfMbRjV48ed+MyX8o4//4TFP97sjHE0nQxOljAWhl7UztCLkvaEjlboQY8io4ss6EoWkZShejC7+XPOcf5b3+C5730X5z+P6TSWmAhO7mTeeKs7vvJVd3/tG+JHdzo6nztUBvNsupSZMlOWUIo9RWmpjNRelFJtF47X4JlHPe+1r3bkstdae8PrzM84GrM6Zez0YBJU5plEWBlQdf9cIhSnPTWN2MbMaLZo3P6jvPNDH3fHF79s7e57ndlGkz4ijYUWoUfBoPRwIInusYpIMXbrOTg5qXYufJ4Xv+9dNt/xFs46Gtk2RC+kfTnQCoOOjkIW0oFEYQyalaWZkd1tbv+Rez7/dXd+8Xr9R//k8LKp40LXLYcQpRh6mC7T1hhmitaaeU2PzLr5QCvd0FgfGTqRRQZj6VrpMuiRSoZusMiqbR1xzqtf43nveidX/jZnrHlwIEp1GLV30oFAdILEEmmlqKiKSDQHKsJTU8MOJsxnnELoDlkaTpzkB3e6579+0p1f/6b5z+5x1tpEbUsWC5Na6F1RpaIHicggUskQmWr6ha4VFrUbC2Ptai82l1PHpX7hC5z/jjc7+ubX8/znMV2nFC1oSAcqhmz0TqJWojjtMchO7ySiUJljRCgG3WS5ECXRCMw7f3ejO//ys+786tds7TxgrS1pU9uHtmxcdrEL3381l1+iTapqnURDoJBB2JMITzqRmR6v1K2ETksitFI0xTSRCJpOLNXdHXnd9XnztR+2uPEGm4uFlcy0EhFWIkJmeqL13kWEUorM1FpTSrF9aNPapcdccM1VyhXHmM1iYaIq6ujAwKjruirVDPtikAhPY4ns9kUh0R2oZLAwN+sjt/zA3//nD+SDn/+6Mx464WgNFdtoUdSkJKUX4UCiBxmk0COVDCFFhpVSZ+4a5zaPvcrF//4PuPIyNtZDnaCQGBvLebrtdnd97vO+/4UvG+64y7PK1HTetb60rRlrlxEGYTYy7ZQWWhTzabU7FCeyWdbi0Nlnq897rpf/0ftNX/0KnnF2GELvTUymQpB+JQvdgYLQSXsK4bSnoIbtXFqPMIyNB09YfvEr+Q8f+rhTf3+jZ0WYLZdqdsvKstCjYFB6KEmPJLrHKiLF2E2yOhkcP/cM5775d7zwmncpr3pliHWtV6URQQ5Esaejo6DQHUgUWtCQuknOlbGxM+c7N7r7us+78xt/y10/d3RMs8LuwDI7JUyimI2UsVvpwXzoetCjK8mkUdOeItFK10qXYU+KDGnQotqdbNg+cthL3vQm5/7HP+I559gtjbU1M0T6hW5f2NeQ6A4UVEUkugMF4ampY44JbWBEYmYpFgtOzbn+b/34k9e54+t/7dB84czZoM93jOPCdDo1pn2JDCILusii6GonHEi00rVCC0oWm3XNfdu7Hjq07pzf+k0vfdfbDL99GWeewTBolYaCQE30xGhfrShOeyw6vTtQCHsKYV9iYW5Q5HjKkIUHtz3y4U/7zgc+arj75w7XuWkfaVPbh7ZsXHaxC99/NZdfok2qap1EQ6CQQdiTCE86kZker9SthE5LIrRSNMU0kQiaTizV3R153fV587UftrjxBpuLhZXMtBIRViJCZnqi9d5FhFKKzNRaU0qxfWjT2qXHXHDNVcoVx5jNYmGiKurowMCo67oq1Qz7YpAIT3fdvl5IBIIW9nRlsStas/PZr+Tf/um18ubbndO79bYQyQKpiCRQevHP9SCjo6CLLIouskhhHNYc35w47+1v9Nw/eg8vfoEMEcM6qn1tQWks5+mWW93xmS/52Rev135wh2e2QW2jnWnos5CZymJpY8laFhS70e3MBsu1iXmmcdmt5WC5uemc3/5t/+oNVxhe91scWg/TatGbaV2noSNQyUJDoOqkPYVw2lNQYtFGs1roS7a3ufm2vPXPP+zuL13vWYvR+qldk94tajeWYiwFRemhJD2S6B6riKR1Q1aP6O5fG6y/5uVe9gdXO/K7b2FtM8YyMBJJrQhER5cKiugOJAotaOjSkHNDT+ZLHniY6//aTdd93j1/+13nndp1pA7apNhuSwtdGapIsjU1Q0lEd6CLpCCySEUPWul6dKIjlR4oskyciurEZOrsiy7yyj94L5dezKENJoU6SIR/rktF16VHBYoi0q8LT11JdiJQSHv6QmSwWHD/ccvPfMk/fuS/2f7BD50dYegLy+XcbH1qsWx62FNkdLIIXckidLUXkZS0r0eXQQ97iklMPDKOTpbB8LzneMHrX+fst7yRV1zAxpqcFA0V0ZFIxCiDKIPTHqtOdiIR5MCIRGBgOzqaDQseeJhv3+SH//UTfnb9t52VXbSTanba1PahLRuXXezC91/N5Zdok6paJ9EQKGQQ9iTCk05kpscrdSuh05IIrRRNMU0kgqYTS3V3R153fd587YctbrzB5mJhJTOtRISViJCZnmi9dxGhlCIztdaUUmwf2rR26TEXXHOVcsUxZrNYmKiKOjowMOq6rko1w74YJMLTV6LpKmIs9lVasNQNmmG+4PY7/PRDn8rvf+7zNh447oxs+vykoRTKVCoiHYjuX+ooSnaRRdFFFotSnYqpjVdd4IL3v5s3X86RzRhjYjAj0RnHpeVkaX0IlvN00+1+8qnP+dkXv2F2xz02lqNxFobpQE9lsbAxprVhYuzNdu9OTWmTiVoHw5K1eTfG1MOHNpzz2tc4//dex2W/wTPODpOBsWKgOVBRyEJH1R0oTnuKSiSi0xfkyIPH875PfNoPP/xp0zvuceb2wqw1rXSLwrIWPai9iER0j0dEWCnJTqaHdO28Z3nxVb/n2de8m/POi3GY6SgYugPRZTRdRVETiUSQhYaOqqt9ZLlkt/HTu9z7uS/5/l993sYtP/DMLGI62O2jHUuthj4pMkK0rnZmjaFTu32tkOhRJFrpMjrRRaaaRIY0eKQ1883D8txzHL3o1S541+9x8W9Qg411rRS/VBzo/qWC0P264qkq0dB7Mx2TMhDozWg02LMcuek293z0r/zky18x3HufLV2UpVKKRW96IAvRyUJ0JYvIrmRRkpJEUrJYCSS2+1IdpnoOtqczmxe82PlvfJ21t1zJC5/PbKIFNdGRCHrQohuiCKc9Nh3NgaAPzNFRMeWh0lXNoT7n1h+5508+4u4vf8Ps+EnTNjfmrn1tavvQlo3LLnbh+6/m8ku0SVWtk2gIFDIIexLhSScy0+OVupXQaUmEVoqmmCYSQdOJpbq7I6+7Pm++9sMWN95gc7GwkplWIsJKRMhMT7Teu4hQSpGZWmtKKbYPbVq79JgLrrlKueIYs1ksTFRFHR0YGHVdV6WaYV8MEuHpq2HUVQxjoWPCIrqlbkMTp5Z8/ut58wc/7vj3/tHmctdajnrbMamD6JUsejgQXfqF6CIpOllEUhyIZLdO/HyYuPCdb3PuH72bl7+QtWksTE2zsEAlBx42Cs1hI7tj+s4/evib33H7p65THjjCLR9uAAAgAElEQVRhsbNtEqz1NCybGabTQYu0naOdTEqYxsQsq7Vl6oqHM83POWLr4pc5/62vM/mdSzl6NJSZvuxKnZIOFBSy0K10RRFOe0pKNGQ3DgtDNJZLi2/8Td72gY+6/2t/6znLtLVoWunGwqLSCrUXkYju8SqlaL1rUcyz297Y8IzLL/Piq9/FFce0tY1YKgqmHSOGJkvXVStVIZEOBC1oKKjZxKltysCy8fff87Mvfs29n/yMIycelvOlEmQJ86EbZ1VOB8vl0qSzvmQ2UtO+sdCiSKEHGSljFLqQaqckwzDz8O5SP7zl4enUw4e3XPS2Nzv3qnfxzLM5fFgbBv8zxYGw0v264qmq6UYdzWxRiIl9lWWgjyaSB07wzW/74aeu8/O/+bb1nZM2Km25S6ky/A8SYSWSgtKLktReBGqnFea5NMzWTFr1yDLtbB1y9JLf8IJr3snrLmM2MB3Ial9HYSx0TBBOeyxS1zUrRYg2MEeiYsZD0U3Nbewu5Be+7ub/+0+1W37grMlg9+QJfUKLQpvaPrRl47KLXfj+q7n8Em1SVeskGgKFDMKeRHjSicz0eKVuJXRaEqGVoimmiUTQdGKp7u7I667Pm6/9sMWNN9hcLKxkppWIsBIRMtMTrfcuIpRSZKbWmlKK7UOb1i495oJrrlKuOMZsFgsTVVFHBwZGXddVqWbYF4NEePpqmOsGTJdITFnolppNI9+/x4kPXZd3Xvcl+U93meRcLU0dkp4sKxkyUg8yuoxuJXSRFCkylPQrPTg5mVme/0Kvft97TH73Ss4+EsvZVDMzs2dODLTKNkbdum4tlzx4Kv3sbnd//BMeuvEWD97yQ5OHTjnSwiRTRmMSWg1dkk2MTDLUGFShB2px3Ghx9AxnXPxKz3/zG0x/6xjPOjd6KUqZkBiRKKjMC4kJqtOekjpGZLOYNTRTS358Z97z0c+5/UOfdta9Dzs8H4lmLN2i0gq12xcevyjFIpdKGUx69VDr1l7yIs986+ud/e/fqx09I5bDusCsYTkyYGBUrFRFJNKBoAVLFFTk7o6hDoydB45z661+8KfXGm+5ze5P77XVw8Z0aqE7NWnGtcEil2pnY8msMWnFyrLQougRMshIjEJXM9VOSUqpxmQxnXmkVscnxZEXvsBvvvn1yuWX85KXsDYhSHSkA+FAQfilbiV1FKF4qmq6hbmJYshKK2Shsig0zKQyX3L3vcYvfNkNH/24xU9+7IjUt08aSvEvRJeKlR72lQylF7UXNam96NGZFmNvpn2iZfFQVOOzz/Xct77Oub/3el72ItbWGCZEsZJYOjBBOO2xSN1SUzCojIXRgYEcmOvW2jb/cIuffuw6D3zmyzZ//oCt2i3HuXktWlTa1PahLRuXXezC91/N5Zdok6paJ9EQKGQQ9iTCk05kpscrdSuh05IIrRRNMU0kgqYTS3V3R153fd587YctbrzB5mJhJTOtRISViJCZnmi9dxGhlCIztdaUUmwf2rR26TEXXHOVcsUxZrNYmKiKOjowMOq6rko1w74YJMLT14i5bsBsiexMGKNpRrOx8Zn/nnd+5DMe/tb3zB45acxThrVqmIbd7R1r1kWGVlIrXQ96dEUXSc0U6RdCBl3RgwfWZs57+9s8/93v4jUvp2YsZ2uaiQlqR6cNzNEwwZqRRWN7N918g3u++g0//sI39Tt+7pwFG5GWfWmMZm40lDDJVFuKRkRoNWR0kd2ypIez2DnzDGdddsxL3vF7hmMXcfRoqBMSIzoCA/NCYoLqtKekjiUK88loYama29hd8OVv541/9lG7377RmbtNNaJZDF0P+yIJj09mKrXa6XPTqA7FzIPbO/o5z3DG5cc8/3//T/q5Z0U/dEQ3mC6Sccm0MDAqVqoi7Ol+JQvbi26YFoFIJr2TWC45ccLdf/5n7vvmtzz8ndudPecZ05k2Lh23MF8Ly9qtzBqzkUkrVsZCiyIjrGSkyC50RTN0IrvlzsKwtmZbaGsz8/V19y12nPeyl3rl+/+Qt7yJ9XWiUBE0JAIFkR4VXaLrVopBeGpKo7m5iaIaGIM2MGUejKhY653dHW6+1Q1//F888HffcfZiqTz8iEmmgkhKpn3RdbRCj6IHMhQMbVA7Qy/o+oST29tmMbG+ddjDy3TfEA695mWefcWlzn3/e9mYsj7TylQqugMFFeG0x6LpmqZgyEorJII2kBgseeAhD378Orf+5ces//gOh7dPynHH2uaanV60qLSp7UNbNi672IXvv5rLL9EmVbVOoiFQyCDsSYQnnchMj1fqVkKnJRFaKZpimvSRMtAjNbsmu3M++9/z7/+fP5O33WJrufRk1nsXEUopMlNrTSnF9qFNa5cec8E1VylXHGM2i4WJqqijAwOjruuqVDPsi0EiPH01zDHopotOJrOOjgX3P+LktZ/OW/7ik+L2nzhva8uOXUtLw3q12F1a6zMrraRWurHY0xVdZDI202FiPl8oQ7V++Ijj29seme9YPufZLv8//w/1kks49yjDJFodjIqK7EyQQQ/7CiLRRvqStpN+8BMPfOrLbv1vXxI/ucd565uGyvGH7rN5aENoYrnUx1G2LmuxnBZ0s0grY5k6MZl6cGvD2ite5qXveYez3/xGJtPICJEDaV/2bj5QSjFBOO0pqWOJ3u2us9CEhUPZuO2n+aP//Jfu+czXHT6xbSObbHO748JkY6pOilOnTplN1oTHLnsoQxhrZ1yabXdlWJNnnOH+c8/y/7EHb9+2lvWBoJ/f+37fnGvttQ8cBY+oRPGQaFDMFjEeoyRlLDFBExOvalT1TfVtX/Wf0Tc9hj2qUlaplc5ZjaKiMRg1aiJRAygeEFEEOQjsvdaac37f+/56rb2SUI5KxuiBF0KF53nuv/9tF7759Vx8UTRVbYUk21osR7MjoagOpH+SQUP3qIrqQGLe5wd3+O7v/6Hv/PGNTt19xtOnEPsr66GJ87b92MpcGDpDZ9GIJKPoioyQCIkudDWbmkR20bpZsBj1cemRebIfYefii5TLn+sl//E/8uzLuPACBtRCKZojBZEeFV2i6Q5Vg/BENaOhSwMqio6GdGRAXe+yv8vNX3Xzf/5v7v70Zz1r3LaYJovWjXWwKKHPk/V6LQfq9tJ+n/UoWoRIah/UZGhFYGordRwogylZ9bReLm3OO+nshSdc+3/+Hzzn6Tz9UnNd2KgoqgONZfWkx6jpZk0Vhv3ZZjNbnDpugz2TE0Ldn/jCzW77z+/z/b/8jItzcuFYzOszFFpdar3SFvZPnrBzzVWe9+7rufpKbayqbRINgUIG4UAiPO5EZvpppe5Q6LQkQitFUyySPlMGeqRmZVytueFzefN73iu/cZvj0+TxrPcuIpRSZKbWmlKKvRM7tq4+7Yp3Xqe89jTLZWyMqqLOjgzMuq6rUs1wTgwS4V+vho0u+myroTXqzBDsnuH2u/Lu3/tjP7rxry3vecAlx7c9PO9aW1tsb2mbydgXIpkLrTZzcWBWUDJt1VF0dlf7Wq1ye8sj82Q8dcLJl/2i5/+HfydeeAXHj4dSZBlNjhQM3ZHuUYFATvQVjzySbvmu+z/11+656Ys2373L9jQ5Voo27YvSlUhKyghKmCL1NlnMs8zUy2C3jh4cR+1pl7rk6l9y6dUvd/HpX+LUqbBYIkjUStBaqjU86QkqMaF3661ibTZZudCBux/w4w9/Km/9wJ8avnePU1N3vKSzqzOMYdwa7a1XFjEKj11vlCG0IZV5tlzNikHf3nH/eSc9811vc8lb3sTzfy6USlZUzAxFQyIUBeFAOieDjkT3kyqqiXbGwzd9zl1/+An7n7/Fxfc+4vyWNjl5pO1ZnxhMtYskkrFT0oEiHaoSIYWuZBe6mimyK6WYpkmWqo+DdYZV64Zj2zaXPMV5b3ij51/7Zl78QoZgWnPqhIxiPTfLoYpEIpyT0TXdoWoQnqg6JnTNYDY6FCiOTJ1aqGa1rfju9z1ww42+8+FP2nzru86f02KalHk2tGYsYTFUU3ar3GhjNVVaVIdqH5RkbFVkko2BqVaTbtNotcrtY/aOb3nOr7zWM3/tDfzSL+rL6qEpbY0nLdHW3WJZPOmxSazNRkWdC9JmCBvNbHZedm650+rjN/n2n/65/TvucHzRVWttXhnHQfaF1oO2sH/yhJ1rrvK8d1/P1VdqY1Vtk2gIFDIIBxLhcScy008rdYdCpyURWimaYpH0mTLQIzUr42rNDZ/Lm9/zXvmN2xyfJo9nvXcRoZQiM7XWlFLsndixdfVpV7zzOuW1p1kuY2NUFXV2ZGDWdV2VaoZzYpAI/3olGtJsTPSZtiaSe+63+ovP563v/WNu/57zp+bE1ujH+2dMNo4dO6ZNs6GNDs2FuTatODCrSc10bNwyTZPVnObF6JHSPSw988Uv9Py3/Krx13+VSy+llCBkVA09qUHt6OgeVVAQMxrzzDrT7Xd48KOf9s2PfUre+QNPiUGs96RmPTQ5BtU5tc3K3A1zl8lmMVjVwcO92V0sLZ56qcWznuHqd/6m8cUv4JmXhHGwmVkMSxoSFeFJT0SJhmQzMuk29p2niDMrbrk9v/r/vN/9n/+y8x/Z89Rj23bPPGjTVhantq2nSc0isnjMZrKmVpsB21Ojh3VW929vO/8Nr3b5dW8xvOo0x3dCBHUgEKSio/iXdUcS3aOKLuyrDz/ozMe/4Lt/cIPNl25x4arZju7s5ox2bDQNsxaIrvaidsKBLKgORSbRlexCVzIdGhfVarUyd8blUi/VZmqm7Ha3jznzzMuc/s23O/9X38yF51GSnSW12vQ0lioc6AhHomu6Q8UgPFF1eqN0G9VscKhgmUSyP1MWDnRLa3Z3+c73nf3YZ9zy5x+XP7jHyakZp9k4TbaEraGac2Nv3mhbxaYyR9WD2ge1M7SqJrWEptkb0hTpUCoiir1hMD3tYi99x9ucetuvcunF1hli2LFQSEfCkx6DREdJoiG63brRdVu68eGz9v/gE37woRs98uWvOhXJMu1uzgiz5XIp5qL3oC3snzxh55qrPO/d13P1ldpYVdskGgKFDMKBRHjcicz000rdodBpSYRWiqZYJH2mDPRIzcq4WnPD5/Lm97xXfuM2x6fJ41nvXUQopchMrTWlFHsndmxdfdoV77xOee1plsvYGFVFnR0ZmHVdV6Wa4ZwYJMKTMhuRQqNNrDd89fb83gf+2Pc+/hk7D5913jBYFM6szorKscVSm2bRRxnMhVaaVhzoht7VZFRMU9MXW9qxbT/Mtd3l6MW/fI3n/NZv8Iqr2FpGZmhREDr6nLZq0JBIRwKB0ikdhd7pjf1N+vtvuueGv3D3pz9nvuMu55WQfWNdJm2ga6LNtnuxHYNh7qZkPYZpHKyl/da0YWGzs+3pr3i5Z7/2VXbecA0XXRTKIHsIC+cMCE96okrmjkrHnBtbUmmdBx7Oe/77n7nlD//M4o67PXf7uPXZH9u0PfW8Y6Y2qy1EFo9V6cVsljEr0W0lkcU0hwdL1S6/3Iuvv86Jt17L0y4JQ6FWEuFAkf7/60h0JCZrx8185173fehG3/vQjeZv3enU3OwsqvW0q5Vurl2PrmQRSU1kEVkQSEUX6UCXpSMNw2B/s5aZFuNSraPWmtbSfh39+MQpp170Qlde+yviza/j5DEWgzmburWNIhzojgSia44URXii6mR3aBPFrDhUsUgCGTTMulFTV3vMwW3fdv9HP+nrN3zC9iO7luuNnd5tb5pcr6RJjMWqpE1lLqEHpQ9qMs5VQY1i0uxH12sqhYI+p1WmfvGFjv/8Cz3nrW+2/Suv5/gOBvMmDVtbBMKTHqukN0o40Ozbs12DMw9bffGrvv/+P/fQTV+0uP8hF5933NlYObvZMyxHQxQ1Qza0hf2TJ+xcc5Xnvft6rr5SG6tqm0RDoJBBOJAIjzuRmX5aqTsUOi2J0ErRFIukz5SBHqlZGVdrbvhc3vye98pv3Ob4NHk8672LCKUUmam1ppRi78SOratPu+Kd1ymvPc1yGRujqqizIwOzruuqVDOcE4NE+Fcs0RxoNkOqJnWeuP8RPnRjfum9v69//17HptliQM5aa5a1WEY1b5ow6IWp0EvTg5LdkF3tDAarzaRtbVkfP+aH0Xnqxa56y7UuevvbuPQSlstYZ5MxIIRU1s04DDRHCqJTEJ1EIAfz1PTcWAwDq3W65Xb3fPhGd/7lZ7W77zFOa6V2ZQyRTU4bx7LaqVus09zTfm3aolBC713OzbpW+1tLF738JZ5z7Rsce9VpnvqMMIz0gcCA8KQnoIYZDduIdCQnorPa8IUv5xf+0/vs/dXNnt7SYrWn2ZhPDja9GVtVsnisBoO5bcy5EaVbVkoZ5BTOGjy0teOKt/yap/zO9bz4+WF71IJq8E+CdKR7VEE4kH5SkGiYpC1NbCa+/T0PfOIm37zhE6Zv3en81i2mlZpNK11Gl+Gc0guK0ot/FLpDGV2PLoOoxdSaiDCUIrIoLRVVjgu7w7Z7M138shd76e++g1f/Eluj1Ng6hsGhSCQC0SU6iiI8gSWCGd2RgupRzaFu0Nnfo4ysZ77+Td/+gz/1wFdu8cgddzovw4WZnDmr9Mlie2FltqnMJfSg9EFNxrkq6Jh7M0cXlWEoSqQ2zVa9q+df4P6huOCqK73kd97Fy69kuZSbWewcI4LwpMci0dFRETPWTGu+8vduef+fWH3uK8r37nZBFse2lx7c7FnFbNzeMk2T7VpkQ1vYP3nCzjVXed67r+fqK7WxqrZJNAQKGYQDifC4E5npp5W6Q6HTkgitFE2xSPpMGeiRmpVxteaGz+XN73mv/MZtjk+Tx7Peu4hQSpGZWmtKKfZO7Ni6+rQr3nmd8trTLJexMaqKOjsyMOu6rko1wzkxSIR/xRIzCrt1MpgtNxtuvjXv/68f9O0bbnSipUGzbyM1C2yrhjlFo6nmwlzJaHpQsxt6V3uxPWw5u1rbHxceXg5+fHLbpa94qave/laufiWLY2G5sFeaSQjFAsv1JKLSUTDQStccSguHQpsHvZDBIjrzxHpKX/xb933+S778Z39u8cgZw2rlxFCMQk4bpTeLsmXRt2zmbhMbSlNqKpHKPJuF/VJN559y8sqXet61b1Zf82ouuCAsRut5tlwMnvTENGMfgZ1GpCOlS5PojR/+KO963x+5+49ucOz79zrVmxiaR5bNHGnZBiWLx2owaH3S25rSGVOt1dAGk4WHNtUFL7/S5e/6Dd70y1xwPKZSjCqJRCBoSI+qiHQkkQhHAkHDtJ5s1aBP3PUDd/3ph337wx833/5dzxhGW21C10rXwjkliyOFLMKhji6DVroWtELUIhKtM6Xa0iJGw7DQY+GHm7XVJee77Fd+2XPf9mu87OdZLvRSZIyKIhKJcE5GdygUT1TpSEfxk7r/QXY10NFnEiVYTXzhb33nox9zy198xvjAw55WBtvrjTqv1Rrm2s0lzSX0oPZB7Qy9KBlmYc4uelNLqjWUmnrvNr2bF0sPtKZe+lSXv/71nvqWX+MXXsz2gloohfCkxyKxjwWqAzPziju/54EPfsTffeCPnLzvIRdOHB9HvXdnNhvzWMRyaZrWlrXI3mkL+ydP2LnmKs979/VcfaU2VtU2iYZAIYNwIBEedyIz/bRSdyh0WhKhlaIpFkmfKQM9UrMyrtbc8Lm8+T3vld+4zfFp8njWexcRSikyU2tNKcXeiR1bV592xTuvU157muUyNkZVUWdHBmZd11WpZjgnBonwr1jHBgNnhkmxtnPmrAf/5ON593/5oPjW92xFl7V5OFaa5niMxqlbrJtlWVgJc6EVMpoe1OwWrSu9WNaF/bnbHRceXAymZ13qJW+91sVvvZanXEofws6W/SE9YlZV29jZNFqQGFJbsKebMeA4QrWeBzFQUR3oM33Njx9Id93tW3/6EXu33m7z9e/aOrPnGFKz6hvdaLCjZlX6rOSamJRoMpou1eW2M1m08y5y3i/+oqe9+VcsrrlKf+YlcRbHhMGTnog2OIMBpxo2KKi0ulGjcXbFJz+b3/nPf+jsl77iwmyizO6ruywGy2lUsnisSi9kEznpZdLGlCUMrSp9qdmxe/4FnvLrb/L0d13HC58d61ItFVoninMKDc2RoqsIBzoSWfyTcKSjs16kRTTRVnztNnf+8Ufc+xeftXPXvU5umpqzHt1U6eFIFhQUJbseDnSt0INWmCKpRUSIuSszY4ZFDyWLrV7tDtXd29XeZZd62pte7QVveZPhBVdQF5qKoibSkUB0R4onqobmyKIjHSnMQdO1nG3HIBo6AtHtVnYyeeBhPvvX/v7jn/Kjm2+xdd+DTm4m231W+qQNqUWaS+hB7YOhM7aCsCmDzLSYJ4OuRKMw124TofUw16X14hiXPtUlr7nGM9/yJl7yArZHonrSY9SxxsA8MrQV377D9z9+o/s+fKPp69+ys9k4bzHqvZvnWS1LPYr9CMZQc5K90xb2T56wc81Vnvfu67n6Sm2sqm0SDYFCBuFAIjzuRGb6aSW6ruo0BK0UTTGiz9RKjzRbWazXfPRzefN73iu/cZvj0+TxrPcuIpRSZKbWmlKKvRM7tq4+7Yp3Xqe87jSLZWyMqqLOzsmBpuu6KtUM58QgEZ7A0k8K0v+oOxR+UjoSWdhbszXarSvDvGt5132++5/+3/zB+z7kGeskZm1RPFQ3Wk07sVD2VpZ7s+PLHXs9TJVWuhYpo6vZjb2rvTClqS6sj+14cGdpfNHlTr/reuX1ryJqsMVytB552FpV7Si25qQliYF5SPuYdQOOI1Qbg8TgQEulT0InN6zX6Y673PfJm9z58b/U7rjbefNsO5n6rPc0T8VQF8bSZU7ShmjoSk91LnpZ2svB2VMn7bzy5Z711jc5/uqX6U+5MMLoUHhUOtJREA6kf5JBc6QiPOlnYYMzWOBEw15nURhY18mgq5uZr30r73nP+9318U+7uE2G2LhnfshyZ1vdVLUXgfTPC/+8ksRMRMratKFb1UZPW5tQ58GJYxe6c7Vy7HWv9OL/8Lu88qXa1nYUVZu7oQzOKSQ6EoGiCwcSiUQW/ySxwZL1wMraDoZpzee+7L6Pfdrtf/QRF+1Pjs2TMJtL10rKoAepiixq9w+6DFphLqwzZSUiDMKW0bKHOnVlakpnsxjdU7v7tkdbL32RF/6bN3naa17NM57GMGoGiUB1INERKKQj4R91FHQU6VHhH6Qj4WemoTmySDQECnPQdF2zrTJ1NjPLLQYeytmxKBbrDT+6z+qvv+yWj37Cg1+62fEze84v3aI3PTdIPZCBgkIWBDGKZGyT0mei69G1ihJ6C2VxzN7Eg1ENV1zu8l99vUt/5TX83DM5tmNWVIQDiSDRPao6kB4V/teQjoRzEl1XPCocyOJ/kmiO9A0//pGHP/83vvxf3m/zhZu94OQpbfeMxVjs7u0hnDpxgc3UnVnPtk9sa/O+njNtYf/kCTvXXOV5776eq6/UxlG1JNEQKLSgOtRRPN5EZvppJbqu6jQEcym6IpIhnLPpG1GaxbzSPnhTfu33PmC+7TYnN5PHs967iFBKkZlaa0op9k7sWL7qtOe/4zrD607LxTLWRoNiaEhyoOm6rko1wzkxSIQnsERzpKDQdImOogsUhCOJjnSomDHqqjUPPcynP5O3//c/M33+qy5ap8y0Gnl4i02hZnFs6k6uu6ENNmW0rsU0zFrpWmkiu0XvaqJVw85J39vbs3vh+X7+ndd55m+8hWc/ncUyZKUULWiOVNRE784pZNDQUTAgsVEcGlAd6I5kJxurvfT9H3jw83/jjhv/0iN/d6sTD55xca+Wulx0u21lPWB7YR1pWq9ttepU2ba9YtEHWRceXoQfnRiNL362F77tzbZ/7c2cujBWZbBIiiNz0BypGByYHSldK+w6ckwxeNLPQsOMiqEhUcjS7WPQLTaNh/b5s0/mV/7bB2zu+LbjddYXa6WS+5QcRJLhnxXpnHCkpHNqZ+y0YHfBeuhasGicXHdbczFtmv2T23af+wzP+LdvcvFvvZ1LLo5VFqVuGxHpfxYkun/UFYQDiUQvdAxsCiuTKuxo/PABvnO3u/7rHztz89esvv0dJ2u3fXy0ant2rcRikH0UvVp0hkbNItEKc2Fdi1a6Hoyd5czWzNbcHVoN3bqEXhdWi6VHFkvLyy/z82/7dcf/7b/h5JZ5HOwZHBqkYxlsEOSCSVdREA51FHSp6B5VFJFIRwLhZyI9KhxIR4JER0E4kB4VNDRM0k5P7j9j9xN/4fYPf9SZ2261dfaM432yrbNaGTvjuLSO4kybrbdG29vHlEc2hu5Al5Fa6f5RIDddiSrHpf1S/XhZ7DznWa588+sMv/pGnvssu8tjtlBap89iHGyw1lSjiqUDHd2RSgbhCSzRHSlk0HRNF9KhIg0KWchA+EkTbcMDD9n72y/7xp981A8+8znnndn17PMusDr7MNG1cKCILEqvIgu6qW7UYTCvi71TJ1z0hle77F2/wSt+wTwuVKNIdARZ6LqqO1JQPJ5EZvqpJBl0FF20TjCXQUNJhqBj6htRmuW80j54U37lv3xAv/U2JzeTx7Peu4hQSpGZWmtKKfZO7Fi+6rTnv+M6w+tOy8Uy1kaDYmhIcqDpuq5KNcORQQbhCSzRkKgoNF1zqCsIFCkEEiHR0RQTaq5tzRPf/Lbvv+/3875Pfcb5P3zI1tmVUkfrgYeWg6kSyfbcnVwztGJTRutaTMNsKl2WJrJb9K4mcy+mxZYHxtGJX3iRl/zO9cbXXMN5O5G1CgXFY9HQkBhQE4lEIJAze7v84Af5yBf/zg9u/IyH/+Zrdn70iAsKZWu2tnFGtyoptpcWw9K4SuXs5MRcDb2IqM7W7t6haU856WmveIkLfunlTl37Vi56ShgKhR70YEaTlsKQaI5U5uj2HDmmGDzpZyURie5I7WasMck1CZwAACAASURBVGDZOruNv/rb/M4f/JF7v/QF4+6DxrIySLWP5CCSDOf0oKSfEEk4UpJIarKcu7ny0HKwrmSwbN2pFdtzl3328Bjuv3DHBa99lRf87m9z5Usjt7ZtLAyoDiTSo4IMGrpD3aGK6kCio2Eo5sK+hrDULdaNHz7A393qhzd80vdu+qyts2ccX3bTZtfavrIcZR9FhrEVQyeyONSi6IVNIQPRlc6isWws5y6D1VbaSDVH3Wi3F/mUizz11a/0tNdfzRtfw5KHx4KlpWLLgRUKuWCjG1D9g+zOCRIdqQgURTjQHQmEJ6QZ+xixtbvh3vv1z33e33/kIx782t87vnvWBT0tpklZz1qmvr3Qt485M7BebZxq1diZCnNJrThn7JROnVNEiDpaBw9nUy845Tm/8CInXnmVxbvebj513FAWzgkaZjRFQcHCgY6OQHEkPHEluiOFDBq6GalgbpNFqSJDb0VVqeGc1ok99vf4yq1u/9DH3ftXX7K4/8dOTBvWK4tatNK1KDKofVA6Y6tEtykbZRzM62Lv1AkXveE1LnvXdbzipeZxUI0i0RFkoZsVhEMFxeNJZKafSpJBR9FF6wRzGTSUZAg6pr5RSrOYV9oHb8qv/d4HzLfd5uRm8njWexcRSikyU2tNKcXeiR3LV532/HdcZ3jdaRbLWBkNimF2Tg40XddVqWY4MsggPIEl0pEgg65LRwLVoU4vRCcLgSAxYZz3xdT47GfzM//X/63fersr6jHtgYeUOtpUdsfBVIlk2bqdidqZY7SpxVRnU00lu5rd2LuSxRSDH/VmfenFrvjVN3nGb72dy5/DUCPHUUT1WCWaI4MDHelIQTjQaRPTxL33Z970177x0U/68d/dajxzxnbf2FpWc3Z765Woxc72MaWnzZmVY4ul7CFrtarhoT7brd3i4guMT3+Gl1//uxZXvozLnhIWYVNTi0ERCkYH0pGgIdF1BVURnvSzkohEOlK6WTcrChYd+43v/tDqox/LWz/8Ift3fstxG4velFiSRSAdySDSTwg/qSS1M/ZuLuwNg/XgnEXrdiaWczfU8EhJP1hQf/4KL/6ddzrv2ms5dSLWihqjQEE4kB4VNKRHha76Bx1zo1Zqsc5GsJCiJfsbdtf8xV/6+w/9ufu++jVbZ886Gc0iuz5txDBK4R+loocDRToSjpSkJCWpnVY6y2KaJqUPwmB/DvvL0fjcZ9t+4fO86H//91xyAad2zKVqQqgWjjRHqgPZSSQCgSDR/aOiIPwvImnrrg7JvOG++z345x/x7Q9/3Prr33TBanLBMIi525v2TbUajm+bhd3dXTt1W0nmQiupBaIbOrUz9KL2EGUwleKRebJfw/ZF5/GsZ7jyf/t34gU/xzMuZSw2kSaMBlVRE4lwJJBIRwLhiSv986I71DUhUEzZVFWJ4lBsNmx2uf2b7vrYp9xyw6e4827PGLfs9Gb18MMW2wutdHMpMog+qEntVWQ31Y06DOZ1sXfqhIve8BqXves6XvFS8zioRpHoCLLQzQrCoYLi8SQy008lyaCj6KJ1grkMGkoyhHPWfaOUZjGt9A/dlF/9vQ+Yb7vNyc3k8az3LiKUUmSm1ppSir0TO5avOu0F77hOee1plstYGQ2KYXZkYNZ1XZVqhiODDML/GhLdoe5QQTiQhexkQUdBJwrRtZzU3rnnPvd/8EP51ff9ga277/GscYuzeyjmUqyGogWRDNktGrXTopoLm5oyuprd0BkbGUXf3vG9Nhle9Dwv++3fdOzNb+Dk8chMsbVDeMwSHQWRSHQECi3oUulrtSebiXvuT1/4sm99+q/86Gu3yLvvdf4wWNair9bm1b5BGsdRHYv93k2RchxZLGwyrKdGqdr2jkuueInnvv7V6huv4RkXhEW1VxlsqajpnBYkOgoGnXSgEJ70s5IeFd2hpmuKgmFuTNhb8ddfylvf9373/e2XnL9Z2W5dqHoUJenhJyTCv6x2anYZrOtgKs6pne25G7KrwTQO7qlp79KneO5br3XZ9W/nWc+K/TYbt07oqCiI9JOCRHek6A6FfzB3SkGhN01Th4HszDPzzL0/cuYzf+WrH77B/q3fcMkczpub+ZEzylj0YCrMhRZFhnNqL4ZOTSKd0wqJVkjUIbTVxtCLoS7NyV6GzckT5ksucOXbf92xV5/mistZVnvTRmzvCINDAyoikUgHOgrRCQSJ7lDxPyoIT1AdawwYOrlhf487f+Chj37SHR/7tHb7d11cikUppmltt61kMJQQUUWrWqEFrXQZzqmdmix6iJmIIutgg93WtLHYO7Hjwqte4cVvvVa88VUcG+znLBdblpZqR3ekIMggHOiOBMITUqI7Uh3oSCQCgUJD0zXNKASqA3v73PVDj3zkBjd/7JM2d93tgtVke72x1bvFUE05mQpzKVpQclCToVV0c9mow2BeF3unTrjoDa9x2buu4xUvNY+DahSJjiAL3awgHCooHk8iM/000pGOoovWCeYyaCjJEM7Z9I1ammFa6R+6Kb/6ex8w33abk5vJ41nvXUQopchMrTWlFHsndmxdfdoV77xOee1plsvYGFVFnR0ZmHVdV6Wa4cggg/DElei6RDhSFOFAOpJIpJ8UDnTmNb3xuS/m37z/963+7muOPfBjW6u14+OoZ2hRtCgIpKKLdKBjkNgMHd3QWTQWrZhKsXds249PHXPRG6/x/N++nhdewTCGrNRKIDxmqQuF7khHoDAHs0NNaWuLbEzJ3jp98W9996++4J7P/q36oweNu/tOCdu9aft7YujqyW33T2ftFTY11GFhEUt1LoZ1koNVGVzw81d46puvsfXLv8TzLgs729KoKwo6GhKBEdG6c0ohPOlnJR0JB7p0qOuKQyVDbDa0zh135vfe/wF3fuIvnPjR/U7OTUaVQSQZfkIPStLDv6hkd6gbZDgQSDW7ml3brJXtbWci3L+9dOoVL/OLv3W94epf4thWzMsts6KgojqQ/mdBOtI9KtqkRCWRaEnpsqauK9FENu65z703/qW7Pvpp7dZvO++BfSfmSZjMtVsPrCubSga1M7ZiOTN0atKCqRabympwzjIL+xu1F4txVBWrTJuhWh/bNlz2VJe9+pXOf+Nred7lnNg2jwt7ioYdxcKBRCIdSQQCgaAhdd2jRkV4gurY74yFRffw6hEnFoMyd269w+6NN7n9gx9X7rlP7J1xbKhKZVrvqj2NW1ummRZFC1rpMhzoIhk7W6qcumxdqaMoo6kULdJ+HZwdly5/wzWe+rY38bIXc8EJWRcYRUdzpKAg/IPunCyEJ6SGWRdYKHTMSAQKE9pA02TOtqOoZlpyz4/MH/2U73zkU+78ytdcVKqnDFumB38sp5WTp447M61tKnMpWlByEMnQK7oeG3UYzOti79QJF73hNS5713W84qXmcVCNItERZKGbFYRDBcXjSWSmn0aiO1J00TrBXAYdtVPDOevcqKUZNiv5oZvyq7/3Ae222xyfJo9nvXcRoZQiM7XWlFLsndixdfVpL3jHdeJ1p1kuY2NUFXV2ZGDW0YVUM5wTg0R44ko0XUdBoCok0qPSkXAkHemdPrG76973vj9v/oM/cdHDZ+zs7ts88pALzj9lvZlRRBYlA6lH10qXQe30YC7OWc4sWjG2Yl2re8ei/vzPufxdb3PeW6/lxEnKGHpxTiA8Zqk7FFlIJALBJtjPNESouj7tOVYqc+PMmXTLt9z5kU+794t/56Hbv+MpydMWS2W1ZzOdNW+x2qnOlGYvkqy2+8KxebC1KqKnOYrd4wvDC5/tOde+wc4bX8OznxnGpSyDHqEhEaioDnRkpxTCk35W0jkZdF1xqAvFoaaIPiu98dDDdj/6ifz6H/2Z/pWvO7G/No7VvySDSDKc08M56UiGA12g9iKykCEj9dKV7HqbDOPSpgzubbPNM5/uxW//dU/7zet4+lMix9HaIFBREQ6kI4lwJEg0dEdKnwxRaUgHCoWs3Vq3MRvNtrPzgx956EOfdOsffIRbv+fSqBZWsszWlfXQzYUeDJ1FYzkXi/+PPTh92rasDwR9/M7zuu77Wd6Fl0VEUIjiijFCaxA3UDSaVelOm2h194dUTdV86ar5T6Zqqmbmw3T3TLqnkplOOqNJXOIuGhUVTRMFFAURF0DWd3me576v6zx/8ywqoZN8IR/krfY4GpG0wqoWewM7o33F8V7Zm0XvhloN0tyaVpgXC6eHymXPceWbX++yd/0WL38pm6PTJaWlTWHhJxLp7wuHMmi6jo7AoKjOUx3rTqUN3a7JGIOlmSd2ufcBD//Zh/zg81/2+F13ORVcfPyYMq+s9s4RIWOhRdFL14IenehKUpONMsh1l1NDUepCqaMezKXYU+yc2HTRDdd60Xt+h199DZsjOTCMdHSEIwXRpe5AKCjOR0036Q4sDaKhIREo7CIHh4q1DY258fDD+l33+Nv//Q+553tWjzzmRC0urEvWa/O0K2uYBtaVOaoM5KAmpVclu7ms1WEwr4qdk8dd/NY3u/K97+a1v2IeB9UoEh1BFrpZQThQUDybRGb6p0h0R4ouWidoZdBQOzUcmvpaqU1d7/Hnt+bf/uEfm+66y7Fp8mzWexcRSikyU2tNKcXO8W2br7veS9/zbnHT9SyXMeVoiCImBAZmHV1INcOhGCTC+Ssx6eiKoiKykJ4u/H2J1lntcsfX887/+P/4/q2f9bypO6Zb7Z4xLpem1kUWi7mIDCL16FZD16Or6VALShbLxjgPag87w8Jjp7ZddPPrvfDf/HNe/QpzXcRstJEhV8QS4RlJdN2BmoVEIhDMwU5LtYYDLfeMrdmsA73z+Ll0x3c8dOsX3Xvr58X3f+jivbWt9Y427ZjKmgsWdmvaK6G3YjlXm/Noa6qiN31z8KTJemvL9kte7PlvfoPNN76el7yQ41sxl8GMgoqajgSpC8Uv/BylQy1IXUXoZCGYFSuzMWeL1vjbb+Z9/+k/+/EHP+3YmTMWNYSupL+nByXpQQY9HEpHWqFFV5PlXAy9kKGXNNUuoytSwWLc8ujcPLgcvOCmG73iX/0e1/5y2F5YqQ4EKgoiC4l0JBzKQsPsyKAb7Gvo9hUKc2VXt9I1u05iY0q+fq9H//JTvv/J27T7v+/YfMbYJ1NlLl2GQ0PvFo2xURNZtMKqFnsDq6E4cGwelbmji9LpTbZJEWIx2I3idK3Gq6501U1vctFbb+JlV3PqmDmqMPhvFUQ6ko4EgqZr6LpQDIrqPJXIps+zFpRxlLqQ6rRmd+LOb3voY7e6/6Of4gc/dFE2y5xNbaW1ppYNPYpWukQrHd2BIg1RlAwxk41QlVJl0FGWo4d2zuqXXuLqt7/VJb/+a1zzUi48aR4WGiqGjo5A6eZoOkZVKM5HTTdpDixV0QsNiUJWVkFHxdKK9cSTj3vytq948LO3+dFffMxz9ibD3A3zbNnTohZdWvVJG4p1pUWVQfRBTWqv6OayVofBvCp2Th538Vvf7Mr3vpvX/op5HFSjSHQEWehmBeFAQfFsEpnpnyLRkai66N2BVgYNQ6MUh+a2FkNT13t84Nb82//4x6a77nJsmjyb9d5FhFKKzNRaU0qxc3zb5uuu97J/+W5uup6NZbQclShicmRgjo4upJrhUAwS4fyVuqY7EIpqXy9+JsigOdJRURD2rWcefNgTH/xwfvMvPqLdc59Tqz3HhzCZndndsVhuiiyWczV0MtJcut2xa6UbezrQhZrFci5qr+Tg9GI0/vJLXPrOm5z8/d/g4lMemafYHE7YTnJFLBGekUTTHaiKSKSfaYUZDelIlapulEzJrnTHXb7/Vx/3gy/cxn3fs7131onoxto9sT7NoujDoCuGebDMwdY86JFOlx2xOZrWnFZtXf1iL3nn222982ZedBUbY8xRBAoiEcy6jlERfuHnJh1qQeqqLuzrhShWwblcmfrk0jry2GkP/Z9/nPf+0Qcce/S0Re4ZenOgpH9QD4dacSiRQY9uLtRka10MvSC0SKuBVmbRZtG6k1snnOvh/tXaiVe/0mt+/3fFG6/nistiHqruSEGgZnGoIx0pKMxYOzJg1EXrdPsqlXVJe8Is0S2tbU+dPXznhx59/1/5m7/8oONPPmpz3lMQmYpu6N3QqdnVJJJUTIWpFnNhXYrIsDkXRciBjKa3FX2yKNVYB3urWR475ok6OnvBCZe/6Y1e/Lvv5uUvYVEZBy2KVHSkIxWBmo4kAtE1zLoDC4Nwfkpd0x0YFJlpFiLoWGjsznz5a+77/z7kR7d+Qf3Rg7b7ZDmGWiitkkUGrXQ9uowuIx3I1g21GqLKHrLZV5QMPVLva20szsUoLrvMVW9/qwvf/Tu87EVsDPaiOrBEdGSndHM0TbFQheJ81HSz5sBCFVnoDmWhBRMKljq7Zzhzjm9/x3c/9DF3fvijLnzsSRfMaZlFlco86b0rY1U2FnbmtRahRXGg5KB0xh46prpWh8G8KnZOHnfxW9/syve+m9f+inkcVKNIdARZ6GYF4UBB8WwSmemfItGRqLro3YFWBg2LdCg7YqZM4txZ+YHP5Df+6E+t777LsWnybNZ7FxFKKTJTa00pxe6xbVuvu95L/sXv8NYb2FiGWJonhhkDBubo6EKqGQ7FIBHOX6nrugNVIZHFoSCDCXsoKOi9WZZiFOxNfOPO/Or/8r968PNfceUw2jx3Vts7p2wtTEFX1F4s52roZKS5dDuLrpVu6GljXFivJ33dbcem1sMqB+sLTzr5hutc9Qfv47qX2l2UmGwIxXLNoqIgPCMNTZcYFNW+RDoStCDRHAkUBGpiZ6JH+v4P7H76Vnd/5GPO3HWn47u7LhyqatKmtQxqHfWkz6GoYnPwmNOypO22NLfBTiwNL3i+K95xs4tvfiOvegVVGAcZ1YGzq11tSJt1w6CofuHnJhE0B7qqk+iFUpzRZFQztq0td9Z89c58+D/9F9/68MecNNmsqU8zPW1sbNC69XptHAY9Uw+HWnEokUGPbi7UZGtdjK0gzCWtBlqZld7UTGMLvS48XgdnThz3wl+70Qt+/z285IXh+KaGpisGB6KlGoUMEomCwhysHamouqoIRxINM3atLQ2WujrNzMG68zd3+sHnv+jrf/YnLlyv1dWanV0bc3e8jpa6PjfNLCO0QpaqRdEkWURnzOrAujZznWU0Yjb0riZjH029Wi+WdreO27nolJMvf5lXvuMtyk1v4tjIOJiFhqZoCMWIATWRCESXaLoD1SCcn2bdWndgUxFZHGjBhNAt+8Rq5qtfd9+fvN+Pbv2CzTOnHWtd392zUUfzNBnG0ebW0t561xNnnhA1HLvgpNW0diTIIrI4EFmIbm67lsulbumMQbnySpe/5Y0u+fW38aqXWhfmYami2tf21AgKHdWI4nyUurPrs5aLTVWYp663YrExmNEQ2EBMK3b2uO0rvvvBj3jwK181PPqYzdXK2LvaKbpIREq0QouQgSwOlD6oSe0hI63LJIaqrau9UyddcvONrnjfLVx7jWmsBguR6Aiy0M0KwoGC4tkkMtMzlY40R6oueneglUGiNEpB0nNS6szZs/zlZ/PO//tPrO660/Y8eTbrvYsIpRSZqbWmlGL32Lbt113vxf/id3jL69jciLQQGUyOLGjRpS6kmuFQDBqq81mXOlJkJZGFcGguTNjDgIKi2UhiteKHD+l//eW8/Y/+X09+45tesNywWJ3T1nvK1tKqNb1UtQ+Wc6hJjzSXbjV0rTSlp+UwWu+sVNWx5QlPriZnh8H4S1e56jdvdupd7+SFz3NuiGg2BIaZzYrwjDXMukRRVFT7EukpQQbd0xWEfVNy+mz6wQ+tv/xV9336M574+jcsHn/CBcFibqLNeu9aFIZqFnbL7EzdERGO96WxL8xzsbd1zMZLr7Z5zUv80m//Oi9/ISePxZzdKtO42JCY+2SrLIVf+LlJBA3FLOxL9EIpdoM1ZmxpNtcz9/0oT/+XD/rbP3u/jccfcqw3fW4Cy2GUrcu5GcdRa82BHmTQg0QGPboW1GRzKoZeEFqwGlIrs5pdzVSnTh09GYMzmxte8LrXuvJdv8mbXs+FJ0Jh6rOoCx2RjFFoSCQClTmY0VFRdRT/kEC1LzvThEpPnjzDd7/rh3/1cQ99+XYPffNbjq/TJXW0XK3E3lotXa9hLl2vIYNQRRalhUDtVQtWQzMNs7k2zEp2i8aiDXIOcyysFktnl5vG5z3XC657tYtf+yrlTa/houMsF2ZhrUgDiqbbUgyJdCQQXeo6ikE4P826la5jUzEoJBmsHam6oa158FHuuNMDH/2kBz53m/HHT7h4sVBb09crrTWRqQ4hIrXSKayy6UEKXVGyOFCzCLPe9gzDoJYNe31werG0eOGLvPA33+6Ct9/IL11uLyZ70sa4qUiDJuYm6kCMKM5PXepmDaFYSHQkprnbKpR55pFH+dodvv+Jz3j4S7erP3zYVpv1mNBFekqkFA5kIItAZFF6UZPSQ0Za1UkMVVtXe6dOuuTmG13xvlu49hrTWA0WItERZKGbFYQDBcWzSWSmZyodaY5UXfTuQCuDRMzUgrRvpq7Z2eODn8s7//CPre660/Y8eTbrvYsIpRSZqbWmlGL32Lbt113vxb/7bm76VTY2ggURzI4MtOhSF1LNcCgGDdX5rKMj6ZW0rxAI1sGM5shCt9SZG7sr7r437/3DP/Lg5z4vf/yI52wsDetdclYWo915FmUkB0MLxYHUSjeXrpVGpo06Wu/sWdRNW9sXeOD0WWcvOObyN97gpb/3Lq57JSe3YyeCWDiQjY1KQXhmGmYkCgoqwr6O9JRwJPxMCxoiGfvMeuLBH2f7wpfc89FPevirf2PzsSediuKYqs9rk1mrYV1ZlWZe0lqzyGojlspU7E1Myw2rkye98B03ee47buL6V7GosZNpGDdUxbxaWS43/cLPUZLhUJhJR7JQij3sILCBzWnm3JrPfCG/9kd/ZPeOrzmxu0umsVQlybmJZGNcmOfZgR5k0INEBj26AzUZWlF7QchgKinLrERXWhOtyzrayep0KS68+mrPe/ObnfzXv8fll4aB3idtHHUhFFVREx0dgUIrzEgMjnQkEoGKwb6pE4WOPhEYg8DUuPtbHv3op935qVutHviRC86tbe2tbcxry3Gw6nt6Ca10Sqi9GISxFaUXmUyF1ZCmYbauTUZXsxs6G62KOcjBOgbnOtNyYfuyy9QXXu7q3/9ti1e9lEsvZaxWQcZCUyU2FIN93VNKR5cIg/NV0026jqIoiopqXyJoumwrQ+DMOfnFr7n7/R/25Je+bvP0Obl3zmYleuqrlbGk5XKUmXamXRaDFrQoMuwrDtRehNloNk2TutiQ45bHzq49OVRXvOY1rr75RpvveifHBtPJDWuDwBK1oRdqpRTnr671SeuUYdQVBzKbpWCaePxJ7bbbfeujn/DYF2+3ePARF87NRg3nhmYu/hsdxYGSRBaBkkQWJYkko1uXJoaqrau9UyddcvONrnjfLVx7jWmsBguR6Aiy0M0KwoGC4tkkMtMzlY40R6oueneglUGizJSCpLeVsmjsrfnzz+R//ff/Sf/2PbbnybNZ711EKKXITK01pRS7x7ZtXHedl73vX3LT9SwXMbdqGEZmRwZa6VIXUs1wIGPQURDOVx0dSa8kslAQrIMZiWI2zGtjL0yNx09z+x35pf/5f5Pf+75h2nViKEy7hsI4jvbWMzHoBoSfiSajy2h6sDUutbNrQ91g65hvnz2tv+gFrn3PLS5+929y8SnGIWb7yqhhTsZgRHhmEpOnFASqfYlE93SB4lALnlyvbS8WFrrY3WVqPHk28wtf9u1PfMYDn7vNidXaybnbjDTPK7vznlyEsrmkhNV6bc5uWRYWBlZd9GJvsbC+9CKX33SD5/7Or/HqV7BYRkahpagjUQm/8HOSjkTaN5OORNGimLDbWRSWGPYarfO9B/Le//wnfvCB99t89BFFOLbcZG7m1dpYqrEOcm4O9CCDHiQy7OtCF1mULCILWWV0JDELDV3vXdTBuozOrruNCy+x9cpXuPp/+re89EVhcyCaaVF0RSoKFgodzZGCwjpILBxpaEgEBtTEzgqFYSRQmrVZHwYbOqd3uf8Hznz+y+7+5K2evOMuWzs7LizFhm6a9/ToMroDQ1aDMPYq0ButMNVuXbupdj1SQels9ipmxhikaqc1q55iY8vuRceduOHVfumm19t84w2c2GZRrYVel6gGxWBfRyIQnSARivNVoukamqJgwGBfd2jusxhIaWhrHn6CO77thx/6jPs+93nnHnrABYvB8WFpbE2sV6LNDnRNH6u50IIM+4oDkUXNbnMMZ8+e1UuxfewC6zk8ubtSTl7k2NVXuuZ3f5s3XMeVz9GG6sy8cnLYFlMhg6FQivNS+pnUTLppnpXebA4L5omzK2673T0f/pgHv/QVi4efcHHrjrU0zSt7y2I1dLLo0VEUnSwCJSlJSSLtKw6UpJVujqbUqq2rvVMnXXLzja543y1ce41prAYLkegIstDNCsKBguLZJDLTM5WONEeqLnp3IMugISZqoNParrqJvRUf+Ez+13/3h/q937E9T57Neu8iQilFZmqtKaXYPbZt47rrvOx97+HGX2VjGdM61bJUeji0pJUudSHVDAcyBh0F4XzVpS4kvZLIQkEwB2upSBs6U2N3zelzfO3r+eNP3ur+j37K5rmzSjTFJNvaGN0iRq2lzFGLYi6hh0NFM+SsR2rS5rhh2Emz4tyw4bu1Of7G13jdH7zX4nWvZTGGFkSlVArnpBCWqJ6ZRPf3FYR9iUQiEQgEGXSs5tliGByYds/ZLIXEY6fT1+9y91982ON/e5ed++93MtN2Zd47RzTbm9vaxDR3e7WJyhAMLW32QdTRY73LKy7z3Dff4Hm/+Q5+5ZUsF0GlDpRC+IWfg0R3pCZyJhEo+hVRowAAIABJREFUxaxomDsbhdpwbmZR2DvrsY9/PO/7d//efM+3mZoTx46xmvX1ZFEHpaWSDvUggx4kMgjd0LuSTGWQClmFrmYq2bGmpMksh6Wso53dZhg2eP5VXvVv/0euv45LToWRNqQpiq4IaUMVHR2JQGEuDg2JJAsNDYGKmmiNlkQhUItZsxfdMopxNTN3HnrUE5+51bc/casz99xjfPxJi70dx0pRchLZFUciQolBJNG6DFrQCi3IcCiSMauSFFUpRetp6k0PdjeWHtscXXbtq13ztht53T/jec9hMeilaGVUjKp9HYlA6RIdRRHOX4mG5siAmuhIlKaVMOuirS16ZbfzhTvc97FPuP9Lt8rHHjHsTk7W0Xan7+wqvVtujPb6rAWt0MK+oiSRoUi1ptW8khnGcWkRozYzq84tB8d++eVe+ls3i197MxedIDBuMldashgpzk+JOalBMLVdEQz2TY1HHudzX/a9Wz/ve5//kuHRx104DDYztfXK3Ju+HPSgKzI6CrrIoqB0ShJ+qsugB4muqbVq62rv1EmX3HyjK953C9deYxqrwUIkOoIsdLOCcKCgeDaJzPRMpSPNkaqL3h3IMuioiY5E6ZQVeyve/+m88z/+sdU377Y9T57Neu8iQilFZmqtKaXYPbbt+Gt/1Yvecws3Xc/GMsRCziEmjBhopUtdSDXDgYxBR0E4P6Wu6woiCx1ZCBQyWPXZRinME6uZHz7Mnd/JRz7z1+755K1OnT5nK2erMpn6rjQbMy3noqpaDuZSrGo1ly6Sqlm2GWmVzVhHW9Ng3YpHarXzgks995Zf89J/+VtceYUeJcpUiYEsDOwUGjYx+KdLdE8pCPsSiUQ4UmiOVPTezVItVdFF76w605S+eofv/NXHffNTnzY8/phLIo2rXbnas2kwtKWsg/UyzbVpZua15cwgRNnwZIT1pc/x3Buud+VvvpPX/jO2t0JBHQi/8HOQaAjUjj47VMhSTIqGIRkbOnYbm5VY63d+PR/6P/4vj3zurz35+BMu2DrG3MTULMugrdaGUpWkBxkOtXAodMvWHdirg7kUsqrZLRslm2x7LIu9mLVa1XHDvEedwuqiSz3nlnd53m+8jVe8OCxpQzeValKEtKEaEg2JQKEVCmJ2pJCF5kig2tc7PWmdUqhV102RIsIik5ZMjR8/qn3ldt/8xCc9/LW/kQ//2MVRLadZmWeRTSv0EvowKFKZu+InsqDoip/KpCQRDqWmSXStjM6sm7zwlFOvfoWr336T4U2v4/JLGUcZRZSRLKQjgWDWHaiKcH5LTwn7spOOFLo0ZbeIKhomPHqa++/3g498wA++/GU/uvs7tqfu0sWW5dzUeTaUokutdHOhB7IoKD1ksNcny+VoEOadPWXdbC421XFhZ6ge31rYfuVLPO8tr3fBG27ghVcxjqhkMoyE81NijYro5ETFeuK791t95W98+y8/afWte/UfPeSCKDbH0d561ypm42JDNocyQkaSQaTIEJlqUtKhHmR0LWjFvi6yqWXU1tXeqZMuuflGV7zvFq69xjRWg4VIdARZ6GYF4UBB8WwSmemZSkeaI1UXvTuQZdBREx2J0ok9vv9DZ//8M3nPn/453/uu7XnybNZ7FxFKKTJTa00pxe6xbfHyV7jyt97hgre9gcsuC3VJYoWKgVa61IVUMxzIGHQUhPNT6pouUBU6sjgUKI70md097v2es1+4PR/76ted/vq3nLvnXpeNC2OZnY6VvbIyjNS5W+ymzbLQcjCVYmeo1kN3YNGarXkW0m6kmLnAlpXqkeXCiTde5/n/5hYbr7/WtL0VXbWcB+bC1FkWO4tiLR0TBs9QIh0JMuhIhK4g7Es/UQgaZlQMHatJG0IZBxNaaxY9Vft2d9PXvua+T93q0a/9V77/gI3Tpy13dy2mYpknlDqaxmZvWFvFyhRrcjbM6UQ9Zr1K5+ZBu+x5Tr3p9S5/51vVf3aN+cKTsVgs/MLPR2JCRW3I2aFCK8WsyGQjMWFCYMl6mC0efTj9yQd870//zAP3ftfmYqlMzSKLzXFh9+w5yzL4qQyHWjhUs9uYuwzOjYN1KaiG3m1NDNm0vieW1ZkymSqLYZNVWOyxc/xCp3/5Gtf9q9+39ZYb2KjRhmZvqJoqsFQs7JuRjgRZCfsaOgoKCs2B7kD1E3PT56aUwjig6Nn1UvSeFhrriccf5yu3e+DWv3b2G3db3Xe/Y3uTcT3rOVuXtB7CegwRYTmnsVN7KFmUPpCBIoMpOyX06LpZ14gugtKr7bZ0Vjhz8Qlbr3q5y25+vYtueA0veAEbW0RFIR0JWjDrDiwU4fyVCPs6OqJTOkFDl7Q0dKIsSHQSMa356m12P//X7vrcbZ687wHbO5MTjcXcRO+iFK3QggwiQ0lqL6bK2TJZLpe218m5HXU9WY4LNkY7w+D0WJzeWNq46ipXvvkNLnn99bzwSvNFx7Vx0wLhPJVoSARyxe45q+/e5we3ft4jX/iq6Y67nTq958R6tlGqdWlOW9lZhsW4YXGuGzstih4dBV3JomYXSSQZqRVa6eZCi+5A6c1YRm1d7Z066ZKbb3TF+27h2mtMYzVYiERHkIVuVhAOFBTPJpE9HQrSke4pxZHwlHSkIx0JVJ3ZvkIlg0isO5G0FY8+ZLrrW/noX37KvR/6uOPzyrI3z2a9dxGhlCIztdaUUrStTU8cO+75b32Ty952o+Gal3DJZcHAnCwqlQz7urAvEczoGBXhH5eeLuxLTxf+ydLf1VHQURwIf196StiXSEcSOdOSJx7ne9/Px2+73Tc/+mnn7r7XBavmQsWw3hWlezJ2zaXb2ByZmrIz2xyWslfrWuwNYS72paF3W3NXslOLvb217Y2TdselR04cd9W73+6yf/3Puepy52KfamsembG7x+ZovRHW0oZq8I9LTxf2pSPpKUEG3U91B6qnS0VHQ8HQG4IoMpg8JabJ2DvTKt31Tfd/5K888OnPih/9yKmpOdGK2Kuip5XZyp71oosFY6lqS5vrUKdBz4XTi6XTz7vE5vWv9vzfeItTb/hVNrdDLX4mikRzJFAQ6Wky6CgIf0f6h4WfSU8J//1KTKioiT47VFNTNUUkY8cuOpYYOVs4Np3lU3+dP/wP/8FdX7vDsSyGVXOsVMcWG86dOW2sVUcGPewrEoHaWfRZD3aHwVSKFIbO5pyG3vVcKxujM7G2ymY5birrNO6F3e0T7jt1gTf/D3/g5G+9jQu2wtDsLRcmA4oFlonmKYVWKIgZiUBBkEHX/VRB+Il0JItM5qQMVPvamnnizFlu/xsPf+HLvv7nH3Zqd21rdyXmtaaZSzcPoVcGoXQWLQytWLRBZJCDDNY6Q9XqrGWT2URpBsU4p+2+1OrgQenRrWrrV17uZb/+NqfedANXXM44UqtmkJ4uUB3onlL8t9I/Lvx8JcK+hkR0SpfBhIKqiFaYkxJUVoVFn8XOWb7zHac/+wXf/uxtdr55n81ze060bpgbvaFrhR6UJLIoSYswL0atNYv1bEPYGKqItDuv7UyzsrnlbE9nSjU8/wqXvel1rnzbm5RXv5wLTxIVA+lpMuhIRwIFkYjuSPEPSQQSgUT4x3RPk4VwKP3Dwk8kGjpyZues6Vt3u+ezn/WDW79odc93PG/VXdKLjbmbVmt7NbXN0c7IPM+OtcHQQgY9HCpJJDWJpEg96MFUu7kwl+7AOKdal3Za2L3whEtufrOr33sLr7pGG6oSC5HoCBRSF7ojBcXPQ6I70FEUXSCypUOFhoZ0oDsQqCh+quhIdKz6nmVZWNg3FzoSlURUtMbOWZ58TPvcF/LOP/sL7SvfcMGc5mh6OG/NLe0e37T9mld58W+9Q33jDTzn0lCXlEJiRkdFoZvtlNlgMCgGxaFEdD+V6EgHikC1r6MjUBCesXSk69KRrisKulAcKI6E4mcS3aEstCBQ+lpMjfXEeubzX8r7P/QxP77jGzzyuGFnZaOnjSFkm/XoWiGj+6naibSvyKBFkWFfF0lNht7Z2bV18kKPDsWDG6NTb7jeq9/3Hq6/Ti4WsRtVxbKjIxGd2q3ntXHcEIpDieh+KtGRDhSBal9Hd6QgEA6lpwt/XzrS0HQHKkJRPF1kY72i9fTjR+z81Sfc9qfvd+7b97l8uXSsreXujpYMi1FEaNNsmKtlVMMcWuvKuLC7MXooJmcv2HTVDdf6pZtvMtz8dja3QilEUIu1Yu3IgBG1oSNQmaKZpYVB9RPpKelIeEqQ6EgECsJ/nxLdT3V0R9KBIkQv9MKMgsI6mCtbrXP33Tl96C/d/pFP2r3/+06tu+3GZnbLsdppaz2YSugFWUQWQy9K2tf16OZSZNhXRFKzi7Svy6AV0pHIoiY7w+j0yQtd8ppf8dL3/i7XvpIho21umIdNO605Xqsh0RwpKLO1dGBhJD0lHEpPCX9HerrZkcBgX2e95sw5Tp/z2Ac/5tsf/7QHv3y7i4XLj2+L9a7VekcbiydrkyUsJxbraqNVyxiEUStMQitdL/Z1JbuxN0MndFEGe9MsSzFvLp1bLJUXPNdLfuNttt/1Ti6/2DSG0zEKWwYssZz9xERNMqSUGWRRhupAojuSjnQHuoKqCM8C6SnRHUhHQiE9JWiOVBNtzY+fdO7WL/r2Rz7hia/eYfnEaack064SqQxFRJh609azsSxsLja1FRnMhbl0raQDQ++WczFOnU4ro93N0RMXbtl82Qu9/DfeYnz7TVx4kT5sKDmQfmYamNAcWaBKQ+9EEolKFgcy/ExHQUdBR/F0kX5iJtOhCBSiSHSspjSM4VAyrdcWdTAOhd5Z75LJ3sQXb/fND3/Ej77yNfHjRx3vs43eDb0raV/RA1kQMpKYpb+riKT2oiaLOphXe+bs6mI0D2Gvz3pJy2FpWLEzdz8q3cYrrnbNe29x0Ttu5tKL9DoKC2FfQ6IgHImO4uelYdJ1XVUMuorIlg4VZjSkA10g/P/swem7ZVd9IOb3t9be55x7b1VpQhIIMYp5FBgQMiDE6GDjtNOdTvIh8Yf8hZ1ud7cxg5gMEgiBQIDAaELzUJJquvecs/dav9StY1zW43Y7KX/g0UO/LxUFoUg7HenYLBAtlT4gvMLRmpo8+Xie/vo3PPqVr5kf/I3rz22cqOFCZ6pelWrvDuro5TY5fXJl//3v9pYvfdHVd36a194U2bpY7RNIhEu2MckIxwaD6qK0k4hOkOhIdEVFdVFHt1MRrkz6BxldQ0PqKEIXioqCUEg7gaRtqQNZuLCeLYdmLNhMPPc83/penv7RTz1z7/3mZ543rNdqa2owjqM5mh6uyKJ1B3Noi9HTYzh747Vu/vxn3PK//lve/nYWY2QtZkQSDfOsRBNjJVw0EEg7iegEiY5EV1RUF3V0OxXhisy6rS4xKkZEFhJBCxKDmTZxtE4PP+78937ooe/e7cyvHjS88IzrFkWNwfZoY2jF/rhn6NXmaGss1SzlIsxjcXo+cr5vXf3a663e+Tbv+b/+b977bq67JpRiE7NcHGjYZrcfxTLRkCgozEHDgIJwUdpJrxR2gkRzWUX4w5XoSN1OR6oIF7WkFxRqIchg21le2HDuZf7TX+V9/+m/uvDQY6492joxNeM8KdFNlW3tplp0oWRRshhbRWpBL92VmEr13Gayetub3f5//m/8xZ9yaj9yOdrEnk2mgwhDR7NTOrXZ6BKjUVVckcSERKUNNFTU9YbDDc++YP2De/3d1+7y4k9/ZnnmjGuCZdtat63t/kIrLFo19mLsVc3Qpm6aZ3Wx1ALRHau9K9LQ6dHlcjBNk7FXEeEw03pvZfWetzq49T3e+O+/zFveIE+cclbIHOzFYNnYXmgWJ4LS7ASKVDT/VPjHuoJQvFrNODRbYTE3HnvS4Q/u88zdP/DCj+93+NvH3LC3VNZHtGY5jEop5nk2z01MxV5dkcVmYDN0c3FRGht7c3cylkzNnN2h7sUx9etOueF973Twofe5/s//gpvfyDCwnSiF/aVtcHa7tbdYCFQMKNlEdgqyopAI//+knZyJhkIEMUh0l223qbXmYG8QdrbbtUXv5MxvH3f4w/s9/f0fefknPzc/9YyD7cbeUGQ2rXRzKY7VPiidsVWi2w6TVhoZiouyCNReRJJzUyKUWsVQdWnTZl1TykBbuFCrCzeccuMdt3nnv/syt76X1cocgzAqiI60EwiE36uGWUcXqKhSZE+CRENHIlBQES5KpJ1A2Mkus8tSdaGjYJg7rfP8y/z2yXzx29/2wFe/6ujhR1xfuSqYDi8ow8qrV5fBtnBeOFwdOPm2t7nljk+57o47ePtbWQxhf2kbdAQqBl2bZ7UuSKRXCgQZdCQC1UWJtBMIV6ZjtjOQhQ2ariuKblAMqIl0WZDB3CmFmpgaOtstv3nY+sc/yZ/+p7/WnnhGPnva/jzbr1VpjUi1Vi1nPVyRsXf7WU2607VoN97odbd/zOu++DluvZWrT4XFKAu9FolAdVF2ElFIpFcKBBl0JALVRYm0EwhXpOkm3bFRUV3Ui0uCFswI3dDXytzZzLzwcq6/8W2//sZdXvrRva6emzqn2tKYYSyj3rttm7Uaegk5VlGLObtp2qgR1qsDV3/gY97xpT8xfO52rj8ZhzFpyz0LSwvEjEQgUMjwDzqKnXBR+ucFieayivCHKdF1x6p/rDuWik2fDWXhWJFKDxId5w556gm+8tf54698w9EjT7hmnp2Yu7JZS7O2qKbabWuRQmQx9GJsVWSaC710VyIVk8FLi8Gb/+xz3vCX/5733hLTcunQCsUeFg0zEhXDbBMpMaqq4or1dKxHyHBJdVHrzDPbxvMvyLvv8au7vun5+38qTp92VYYTpcrDI5mplyqHIoaqZYhM2bohi5pEuqSV1IIMWul6Cb3PFlnVrHoPG2z2Vg6vOuGWOz/p5k98nI99mGuuIbppudSjCCyykZ0SUtEVDR0NFYGKwUWJjuwESiG8as3z1lALrTHPnD3Hz37mt9/5nqfv+4n1w4/ZX2+dnLtlhNLTZpp0SR0MRsd6uChluKgLx7paR3NrMopeiqO5WWtWJ0+pN77W6z7xaTd+8o/5yPs4ubDNWS5Xqqoi0iUZNDtFKr3TCyX8N6VXCv9t2YlOFBlFQ0dBRXR0l0UnGjqt89AjTn/n+37+tW86/6uHnTp76NTUHOgWJWz7ZK7dXIpj0Qc1GVpF1+oko4ukuCiL3+nBNDXDOKq1yt6V7IpQsInqxTmVG29w9Qff7R1/+nk+/ykOVoyDjVGoCoZ0WdDsFITfk3RRJxGdcEn0TMc60mWBgkikf956y2rQSrHVNGmFYTtx5pD7f53Pfv3bfvP1u7Rnn3PdslotwmZzZHN0wX5dCa9OPVjnxFCsxhNaHZ3Zpn79dd752c+6/n/6LO94A9eejO0wOELFSjFkkRfWYm9FIJF2wk5xSQbdTkH4e4lw5TomOxUDG8x2AgsMLupIBIIMmp0+TxaSlmwm7n8gH/3Gtzz7k5+68MhjVuePrDZbJ0q1KCF701ojguh6uCK1U+ZZ1GI7LGz2Vtxwo+ve/x43ffIT3Ppe3vDasBwYqllxLFAV09HauFy5JJF2wk5xSQbdTkH4e4lwxZqu6UgLlUQvBII5WOuKYjBb9Im5sZ15+LHsP/25R7/yNS/9/EEXnjnt+tW+k3VwePacqc9Wp/admzfaSCtkplUZHMTS2Fm38HyuXP2B97v5S59w9Z0f55bXM5SQA1lpxSWBQhY6ip3usoJwUfqnwiWJjrRTEf4wJbruWHVRRy8ECnNwaBYGFdE29jYzZcm2c/ol67/6j/ncj37stz/5qXjpjGsbBxjapEc31bQdujmKHqH2YujF2KrINBd66a5E6cX+6oQnjy5YffR93v+X/45P3861V8c5C5PiQLXsmJEIVFrtmm40CFcm0dARqEkJdDt9pjXWRzz3HL/6lUe/8W2/+dvvixdecvOw7+SZtTo3m8pmkdYlzZGGEvbGBUdbtRdDpwdzKabKttCKi7oayUzpaYyFYViYe3HUU7/qlKvefotb7vwUn/5j3nwTe4PNUDRhmV2ZZ7OQdaBUiUQiUDAiOjo6EqVTC8WrU6J3eiOSaPTG+pBfPWz+9UN+/B/+K08+qz39vNVma79WYylSM0uzcGzo1OxqktF1TEO3xlYXw2gxrow99G03zmle7Dk8eZ3r/ugD3vKnd4jbb+X6U2YpDGpZ0AqBQKEFkUQnEhXRXZJIO+mVwk4g/CPF76Sdbqfg6HBtf29F72zWtJnFSOs8+luP/5evevbeH3vmgV86ONp4XR3tT7PYrKWm1TQVplp0lBzUZGhVZCcmoivp7xUdGbTCLJRaZe/6NKvSiXGpZjgfxW9rceNH/8g7P/spi0/exptuYjnaBL2sFCFQUex0NDsjwu9JonUSBaUTRcyZ0mWBgnBRIpF2EmEn7HQUWunOTxfsjYNFdp56Qfvpg/nI//M15+//pfboU64dqmHk7NFZR2V2cPKEWE9KelXqQVsNNkdry7nYr3vmFi7UQXnTTZbvvsU7//cv84438YYbY63azLNVWVha0BF20j9V7ASCtNPtFIR/hY7ZTkVlRkOgoiaaywpZmJAotsacmTqnz3D/L/Oxu/7W0z/6ienpZ+1tJot5smjdGCnQ2iQzKaGUoocrUpJs3RCFOth0zrWuX3uN133kg677yAcdfO6TvOn1YVmt59m6pxN7p1RFn7paC4n0TxU7gSDtdDsF4cqlrulCqioNWQgU5mCNjtCNmpXONLHecG6d7v6RZ7/+XQ/d80OLc0dOTl0/f06NbnX1njP9yDwUG7O2nSzncLKsHLRimkOcusGz2bSbX+Ntn/uUG/7ss7ztzSzG6NuNsjqBwSWJgiCDhm6nIOwUhL+XCP8g0V1WEP4wJZouUBOtkAhUNsEFKYSi2cvJYkoubPnVI+af/SLv/6v/bHr6GdPzp+1Ps1MYe1N0MYRNNHNhKuFY7cXQi7FVkWku9NJdidoZpnC6beU73uytf/5513z587zzFjku46VpcjCeMqA2dDuBguJfpWGjOzYoBqnM4ZLqok5OZGeeOHuO++73d9/4jt/+8D710WfdclTtT920YLNM53PjcF4rlYPFUpma2hl6SMW2FnMUU6UHNbtaQ2aapqZ29urKOIW2SSdOXOWleTbcfJO3fvEO5Uuf4l1v4tToqFQLC0UxJ13KqIrLCiqioyORSAQGFK9Oibmj0WdzScNYyZmp8fJ5fnC/p75/r0e+fbftE0+6rgxODVWfttbbtRwrurGzaF1NenRzYT2kzaI6ylkT9mLhoI+W625xNJt7MV11rTMHC6t3vclbv3CHg8/+MTffyFDllGKxTxbSTqAwoRVCRxcoCBSEV0p0JDoSqWiKwBK1oyFQyMJGoglb9cKRoS5Zd37wYw/+zV2eu+/H+tPPKucvuH5cuCYG/cIF0/ZQGUMbq21lqkVHyUFNhlbV7EIT2f1OBhm0oBVa0EvQuz43o8EyqmjdC8HRu97hPX/+Ja/5zKd4w02cWMg6OCwhLBQEKgKJjhlFNyqq35PEjERB6ZQipkwdBYGCSKR/XthJpJ0yo9Fmzp7z/Fe+lr/8j1/hwcdce27r1HqybN1kcpSz9SLV5ULdNuHVqQdtKAZhPOryaGtRl8r+vjPLwRN1dt0n/shNn77N6z7/GW64LpRRzinKyiXh/5tAkOhIOxXhCiXSZYGwk+hIpJ1ApQUzqm5wyHbLS+ed+dp38tdfucu5Xzxk7+wFB1Oz6LOSXcmUmsxUhFKKUoq5Nz1csXEcte2kzqGUYjt15yv9+mu5+QZv+twnveaTH+N972U5hB6MSwyknfQvCwSJjrRTEa5M6rquSJGVjl4IFObCBlvHuoqlbjQrvbPtvHyY7nvA439zl8fvuZennnN1ny01vW+th1kui7mGnJs6sWjhYK56K/r+KUdlcFjoN1zt5ts+4uYvfZYPv5eT+2EYKJUsKCSCHswuChKBgrBTEP6ptNNREP5wpa4hdDUHGhJBDmywQUqjjYOeHE48+mS+9F++6pdf+5bt089ZHq3ttWZfWLZZzlu9z2IM25rmQivh2NAGQ2dsRSRz7Xq4IrUzdA6lcyf3Ld5zizd87g7XffpTvO0WFmNkGTVFoCA6EolAQbgiDRvdsUExSGUiM/WashZbG0tVteVww7kjnnjGc9/6roe/+h2rXz5u/9xGG7q6Klpptu1I5my5KGpLBdGLjKor5hi0CEWy3RoXVRurll3v3bJXy20Yt2HRil5G5xeD9euudXDb+7z+C58wfvz93PgaylIa7RS9k0kpFBelnUTaSTuBivDqlJ3tlmGg0qVZqooq2c5sGj970Et/e4/H7/mhFx/8NadfdiI4ubeyza2S3dhZtK5md2xb02ZgWlbrPpszjb06aIODuVptU/bicKjOj8XR3mDxlpu96bOfdN0X7+Ttb2EcUYgFvRIIFDaVCUVHUxBCRaDYCUXqOhINKXU01ayo2MfQMCNQydod6brZSjO0xgvn+d79HvrP3/DkD39kvHDOcprsdw6CupnM6yO1pvHEnsOcbCpzqTpKDmoytGroXc1GdMc6MsigBT1o2SVKKWIYtdbMUxcRzp464Q3/7n/xxi99nve+h0VFdzQO1KWOioJqJ9HQdAWjovo9STQ7geKSmLI5ForqokQiEXaCDP9N66ONvaGSybTlscedv/ue/OXffM1T9/7YzXXp1NSMm5l5UmtVlqNNT0fbjXFRvZr1xv5iaZDmo43snXFhOxYvle7FcXDdB97r7Z//jKs/8XHe+CaWy3DRXMIwDBLdKxVEIl0WZNDRdAVVEa5Mw2RnwJBo6EiXBQoKghY0LHLihSd55pk886MH/Prr33b6vl/Ye/mC6xR7UdQgS2qFlrNIhijGKCLCem56uCKJxWJlu94YW7M3LJQI56fJudKdO7EQb3wFub1sAAAgAElEQVS9Gz/2IW+/89N84L1cdU2oC6K6pBaJ7pUKIpEuCzLoaLqCqghXJnVdV6TISkcvBIKsbLBGR0HFqCtmwzQrWXn5XPrpLz3xje948Qf38dTTVufPis2hMtBK14dCLShiTkMrog6eO3fo1DXXOihLZ84fmU6e9LqPf8hN//MXuP1DnFpGX45yWCkxiCyOZTAnGSTCTkHYKf5l4Q9X6jqKLnIgkQjmQkPDoFu0LS++xK8fzfN3/8Aj3/y+Z372C9eOK+PcLDMtMPSu9a3eZ21IrTIVMsKxoQ2GztiKY610PVyx1TjopXp5u3V2HJ265a1uvv02r7nzU3z4g+wtog3VWtGxwDIx26korkhiYxYYFEWRnZ6p15BYmyyFQRo2h6hsO088afuDn3jyq3/r8NEnnHv2GcO8cVC60jZKn9Uhzb3LIBUUkVX0Qe2hJnXa6jVtFkUuB3MhW7eci4McbZ4/49SJq/Rx6cl57fSp0TV/9D7v+tKn7X/8j7jpJrl/UsRAFhITAsVOIBAIMuh2CsKrVddzFlHsFBSXJDHNBNYTTz9r+vGPPfT1b3nqvvstXz7nmsVCOzqnaoZO7V3N7lgrqRWmSIksRfQwZlgarbLIUj1/5iXLkyeUOjqTyetucPMnPuq1X7iD97+LU1cxrIiRKC6pbAozwrFZRSgqCsLfy0J0iY6G1DU0xayo2MfQ0BCoXSvN2kbR7fWZx59z9q4fePwr3zbd/7D9c0cy1sboFkmdZ33ait6UcZDL6jBnU6VFdSz6YOjUXg29q5lE16LrhRYuiaQgWuq9K+NCH0dn2sZhdNe8/rX23v0ub/nLv+Q97+bkATX0UmzLIJGoqKh2Gjq67tioqH5/0k74e0nM2RyrConusiALDR2JQEGg6nS0xoUNDz+Sp79ylwe/9lXtyafduKjy7DkxTUqksYx676ZtE1HVxSij6+FVqSR7w8q5M2d1zclTB2qtLlw4Z+7Ug325t+d0Um662dvu/KTXfPELvPvtLIdQg1o0RUO6LFBRE+myQqLpjlVFuDJbrJHYw6JjRkMiUFFQEUj0TmI64r4f5ON33eVX376bp0+7YeLklIbtrGS3jVkbmEvRsou5q8Ki0XuX46iHK5IuKlWfmzHTqhSlp+28sYmwPVh6eQiHV5103Qc+6H1/8nmrj9zGddeGOrAYGWiKhnRZoKIm0mWFRNMdq4pwZVLXdQWh0NELiUBhKjRMSHRpFCp6zqq07MHRlH72S6f/+mseueubPPWsa0ta9Ga7vmDqkzJUPYo2dxHVMC5NEfR00EYli8OWNlefct3HP+i6T37U6kt3cGIvcn+lDXtCURSRCGZ0O8VlYaf47wt/yLp0rAsFRaK7rG+2xhJcuMADP8/H//qrHv3W9+STz7iqF3tR9e0s2mwoDKUQ3axppZsLraSMIIuhF7Uz9KIkrXQ9XKHucH3ByZNXiSzOrWfbujS+/vVe98mPufHTn+DOj7M/xKZUG4MBCwyznYLiCnXzPKtDCFWiKyY7HV0qwmC2kMydubGdWE/86H7P3vMDf3f3vTZPP+PUdmN/2hrmtZpNjy6DFkXJovRqbIOhh6FxYjm6sD10LmbTWGyGrrVmoThZVq6qezbn16a52S6XXqzdhYOF17zv7a79yIe8/i/+Ddddx4lTRCGD1ikDQxAoCFrQkGgoGFG9OqVu0l2SKec0loVSyLDTiexMEy++zC8e9Nx37/HY3fc698ijTuRk2WZDT0Pvhk7NLnSkll2MA6WYWtNaOlbKoErjULQ5RVRb4aXsttde7bW3f8TNn7jN/he/wHLBYo9hQZADWyQKii5QFOGiRHqlQJDoukRTzHaWGBKJ7JSGLW3LZqM/9JhHv/V9T3/9bv3vfuv6M5NTwoX1GcMYBqFkN9RQSrHpk/PbtXKw0iO0KCKpfVA7Qw81qT310k21mwo9CAyNRWcvBm3btFIdjuGp3Dg8ufSW2z/krZ/5jPHP/y37B2TXSpHjoKGhYERBJIJEQ9MFRkX4/UhMSFQEahI9m2ORhUS3U8jChBmJJlXdKIy6yGTbONzw87/LJ//rVz31nbuVp592YrMxzBuldq2kFmQQWUUWYyuOtdL18KpUkqEVGUy1y+gymkiGTu1h3ib7+45WJxy95hrX336bt/zpF3j/O9hbhL2FdTZZB2HU0FEwYIHoSISdQtMdK4pwZbZ42aSqTioWHVskAhUDc7Dpk6FNljEydZ54xvzAL/LBv/oP1g8/ZP3Uc05M3VW9GraT3ia9pmkspprmEo4NnbGxaEUkcylacUUSGcWxyC50NZuSLmklTMPC2cLRqaudfPvbvPVTd7jm9o/xxtezWoT9hVbCVkpVKjoqttvZVYtBdCTCTqHpjhVFuDKpa7pAVUj0QtoJFFrQkC4LJGYMWM4zh0fpV7/x8je/6eFvftfZB3/lOmG13RozlQhzdtu5y6EYFyubaW0cBgtLbWrmmbZciWuusr7+Gm/78887edsHufXd2nIRW0VVLXLQN1uxWph0mWmI6ndS6r2rpTpWvFL4H+iOtZw1ocSoI7HIFD052vLiS/zk/nzwq1/3wn0/sXzxJfvrDRfW9hcrkUQiUiKja6VrpZsLPUhFJDWL2qlJJBn0cEUyuoxOT3t9MFpYb9O5UpU33MTb3uiWf/NF+x/9IG9+XcxlcG67MZTRiWEpEuGfNc+zYRj8s7IzIzqlyMJWMbusYsDgouxkJ9MlfebokCefcua+Bzz2vbu99LOfq8+fdjBN9rIr86xnExHGMigt2DD2YhwG+qQFm6HbVqbatUIktTN0SgsaLap5HFgu5Wr04ol9J+/4pLd84o9dfesHOXmSKCwGhqJvt+yt9EJDQ6IjpYqVUL06Nd2sOzYYVBd1JIIMelATvbPdcrThySe9/L17PHr3PV76+S/E6RcN28l1i5WDXuXhBWWercbBZp6Me0tzDRfa1jaJxcBQld6Mh1vjMGjjYC0ddvpy33D1NfKaa9365T9Vb30f77qFE/taqXIcHOtTWgxBt5OYkBgQmBEoCATCTmG77upekeiOzUZNtImz5zi/MX//Xg9/63vOPPiQ/twLyplDi7k5qKHmJHSRiO5YRmpBK/QI3bGiJEMb1GToIZLMrte0GZhr6DUNwrhuFkezqyzN22Y7DM4ejJ67ask7bvLOP/uM6//kT7jxDdQ9ggyaywK120kEAkHTHSuK8PuRmJAIFFREzyZclIWOtFNohTW6naqrZjFtLAQ9ePm8fu/P8qFvfNtz991v8cRzTh0dOSUtanM0b0y121ZaFLIqWZRelKSX7tWs9KIHvXQ9OtHU7JYzQy9WMeoWzkXxwjg4uuk1bvjIh7z9s3cYP/xerr8mLIqOC71pdVQtHYtkL6gdiURBkNEdC8WVmnFk5wRixoyOigVnc6uWwaBZZudw4rGnrb93Xz59zw8d/fIB+fyz+vlDB4pVhD5vtSBXo8OYTZWpUJKxhUVjOReRzKVoxRVJZBQdGV3oiqZkN3Yii9Vyz1FWL+Pcak+88SY33/YRb7nzDj70XgZhf0EUaxxJYakKI0bUjkSiIMjojoXiSiWajq4qwkW9kEg7geKSDLrLGiYkltmN88zRYXrkUS9+57ue+P4Pnf3Fr+1dOLJ3NFkKVeq960HUIrMpY6FUbU7ztqMYFidsTuyZb77B1R+/1Ru+dKd663tYDLHezFZGxgWlaEnvXUSICBkhhH+seKXwP9DJJFLDlLMSg4WL5mS95ZnTpnvuzb/7+l1O/+wBy5fPOtVmBz3V3rQ5/E6PLoNEK10rtOgy6IqCyKJ2AiXp4V+hq2PRNlvLuVjFQp85bGG66oTtja8xvOcW1932QTfe8XHe+sawKNJglkKlU6M41lqTmWqtSin+RQ1TJzpDkZWNYrJTscDgoo5EQXQzQlNtmDtnzvGzX3n6nns986P7nf/Nw9pzL7jp5Cl5eCSmZlkHYx3knNo0672r46CVLtFK10qXQY90bIiq904P2UNEVeugltH51crz117tmve+2wf++DbDrbfy2tcwFlYLVoNtFLNiY9YxKAZFRcGI8OqUaLpjoSiIdEnayaSEnWlLT6YNzzylP/KYh/7mG17+xYNe+s3j9tdbN8TCycaw3RqkWWMx2I7pMJq5FH0otr3J9dpVnaFU03J0pFtPKVXLxUm5d2D5+pvc+JEPufZP7uSD72I1urA+UoeF1XKfzYSgDoRXCpelyzr6TCaLkcK2bYhmUYPWeO40jz7p2b/5tsNfPuz8rx/WXzqjtJne9JG9sbI5UrP7nQx6pBRakOGiIpLai6EXtTP0QCqVuYb1Imyymcxq52DL/lSsjtL+3knnSvhtbB2+/SZv/PKd3vRnd/CudxCnZAyOdZfVRNpJJAKBQHQ7xe9LoiOl3ulSZBE9m3BRLyTSTmEurBEI3aBZmJkb6zUvnjd98+78zbe+55F7f2zvwpHro1gdrtXtkf2haNG1YFuZS2hRtCgoSjL0Lrw6JeZS9HBRV7Or2Q09LRpDJzJMPayHhcPVwrO67akT3vzhD3rzJ25z4jO3c9NrwjAgnW3dsDwpFYkVho5uJ1AQXSIUVyrRdQXRCx2JQlY2OJuH9mJ0wizOH/Kz3+TR937iqe/8wIs//YWDo/OW08ZQqtVikNmsp7U2FuVg6Vzfmgs9qJ2hh0UrFnMRmAs9XJFERtHRSpfRia72tGwMnXEmY7Qpo5el58ei3vxat9z+UW/6+EfU2z/Mqf2wXDJUW8VslIrAAkNHtxMoiC4RiiuV6LpjBeGiLC5JpFcKrxS0INGyqTkbAvPEk0/lhft+4qf/+avmh5+wffRJe4drVw8LB7WKllqfGbo2oA6aMLemzy4q5hiciRQ3vdaNt93qHV/8rPLRD3L1fhgKHWWFwe+kJMLvdK9U7IT/gU66qBNM241xHGgzR43fPJwvfecHHv3O9zxz3/2u2c5uWC0M263cHqlRMEg7Pbpe6GiFDBI9/IOSLgk7kcWVKtmthmpztFZ6WI4rNav13B0K69XCuf2lxS03e+MdH3fT5+7g3bewHCJrWAsrK6H4nczUWhMRaq3+uxq23SUjBg4Vzc6IlYsaup1KK0xousFkYRaZbLY8/bz1jx/w8F3f9ey991s8f8bBpjnRu2WE3rttn8w1lMWgZRJd7dTsanaRZKRWyFrNUheyh5pF6QxZzGVwOsPR3tKpt77JOz99u1N3foJ3vJmTKxbV2uBI14XBYKkYURO9Uwrh1Sld1AlS0dDsBEbEhLDTZjQGlM56zU8e8MI993n0uz9y9JvfOvnieVdt0kHvlgPn28Y0pKOh2RZyUQ3DIDM5WtufUinFZllMJWx76r0ocxExOspi+brXuuljH3bT5z7JH72fG65mUYiBDBTZix5kYca2sZmo1SUDxmAMhkB0dCLJjk7rHG14+DFn777PSz/5hdP3PmB4/iX13AXLWlgW69psKsNYjZuNmqSdHmR0FB0FkUVJSjK2oiQliSQHWg3rgW102z6pLR3k6GQujGtaDF7M5sz1V7nm87d75//xZW57t7kssC8UxU6knbSTSDthJ+yEnfD7kZgapVBCFiZEz4YiOhKJQGEOZse6+v+yB6dPml11gpif3zn3vm9mVqmqtG8IbYCEQGJrQYMk9u7pdjvsnghHzDf/ef7icNgRdszE9DT7KkBCUoMEaBfaSqVSqaoyK/N97z3n51xAQmbGMS5mjOXgecxi76IhRqaZl16x88Of5jP/9lsuPfuivXPnXLWx6XgJ0/kLYr1ybLlQdB1zKebCXIqpMJeiJMvWlfS+1INVLXpQsxs6i9YNnZpdJBHV9t5KHxfK8WO2I1yYJ8OJE5a33OSj/93fuOLT93LXh1kMoaTdGMSwIVQDakd3JBAopC4Uly3J9UoMI1kcChTmYDYpWFhz/oLdnz2Rp7/5Q28//IR49hXL8zuOBTWbuhgNi2plsjPtmmuIjcFal+FQZBhaUZOhFQcy6OGypaIFrXQZ9nU1GVu3aNR1ykYsN+TxLeeks2Zx9SnjB2704L/519xxK3feHjYWLKo5RmuBwVKoHd2RQKCQulD8KVL3h0JxKB1JpPcK7+oYaNhte2oNm/a1mYvb+fb3Hvbawz/32x88bH7xVVfPXFlGm71p88oUTSudErIWvVSZqXd6Cz2r9TCYT17hqo/f5a5/+Jr6tYc4tYy+npWNqzAQCIQjwXqejMOoe1dxJPyFtK+TjfVESXqyWvPo4/nGTx/x63/+rvWLL1ue33bjsWOuGAZ7Fy+Y1ysbGxta0pFBBh0Z9CDDH0nvFVmEy1OSBeb15MBiY9NQqmnu1vNsKsVeVNuLarj1Jrc8eL+bv/IA936EK4+FusCG1kJEKKX4vd67iBAR/pMapu7QgIGVojkyYJHo6AgUWmGFdGCSVqJ1x+pA67x9ST72S+ef+LWn//23lTfeFG+eM06TcSAq80DWtO6pdsbGondj62p2GbRgXZlL0cK+orRQOkMjeohhtBPp7SHETdf54Jc+59Z/9RXu+QjHlmxt2RNSFaqlEFmYk+yMlfD+lGgIVNaYkagYEXuzMgx0RCdn85CmUizM6t7Ei69aPfyEV3/0iPM/f1J7+bSt9WRrrKJ2q5jsmUylUYtFHQyK0lOsVg60UrWhyBoo+kQ2olerKObjx5y4+053/cPfGP72Ia49gc5iEwOduRStVDNmdEcKBgxYILLTZ3TaihJMOHOWJ37llR//zGs/edT2My+4tg2Wq5Ux07AczEO4lJNL0ZRSLFpXs+tRZHRdkdFRRFKSmpSkJLUXkYQjGd1at670oVCSHpa9WhpsLo97+ezbLh0/5oNfecCt/8Pf89n75DXHXFQtbRhQEOlIelcivFc6EgiEP4/EaqYOFFTWiCnTgcG+jo5AoQUN1aTmzHpie5fnXsq3v/19L37/xzz7W+POJa01UZKess02YnBsuTDtrZSkBz2YSjFV5uLQsnUlvS/NhVUtMhgbY2dsXU2HEuPWhp3V2qX1Si/FOI6iDoqwMw6GD93quk/d6wMPfYFPfpwTx8IwmCNkWRqj0NEdCQStOFQQLlNimimIgrRuEyWUSMPckbz2ugs/eTRf++HD3nr0CV581anV7MqyVIXem7nQR6Zo9nKtZVJCjeJATb9TyILiQOj+FKnIoPud6EpSktq5YrlpZ2dX6914bMu6cmG1sldTXnGFjds/6ENf+GunvvJFPnw7m4uwry0WlA3Vvo7uSCBoxaGC8CdIR4JE1x0oCPuyoJMFHQWdKOgkAsEs7fYms9mqgyE727s5/eLXXvrBw8488pj10y8Yzr7txKrZHFLT9ZxFT2qRY2g1tCh6p667zWGLHFxajhZ33eaWr37Osa99ljvvDPMGZUEkmSxGajjQs4tSHOiOFEfCXxxo81ptnQjWE2+c4ec/z+e//0Nv/suT1q++anM12Zy7ZWJuepssxg2bW0s7l/ZkdD3IoCv+UEkiyaAHGSR6OFR7ES5PSWonM2UJZah6oM1qL2opUnEhuwu1yBuudvX99/nQl79g+Kt7uf76MFxh6vTejeOolOI/W6J1EgWVhnQkUO3LQjpSaGiOZN8zlEFzpGZX142dNdt71t/+gdOPPu63P3vE9Pppx4ZuOYRp3rNa7RqHTWNnbCxbt2jU7A5MhT1Nq2GuVURVktKoLdTsYpodO3XcpcXgt+tdF6/YcsNn7nP3V7/k2H0f57bbGAbqQGKaURhGaqEUwvtToiFQWWPWJSoGXe7uGYcFBgK1mIM1KpZ9Yj3z5ts8/qTXfviI04894eLzL+lvv+XqY1tKzqJ0dPosW1d0JQZNiJ60bojCUPUa5ih672Lqhhi0Oaw2FpYfuc3NX/ysk5+/j1tu4OobGBcsF5TBHMUKk6qjY8AGRl3NRp+ZZvrMvObt8zz7qu3Hfun0Tx53/lfPiLfOW86T0NFFDXUctEytNQVDqXrv6FoUGV2Pgo6iJDUpnZKEA90filrsTWstZ+NioYwLc2umnloZzItNO4uFaz5xn3v/9X/LQ5/n5Kb1WMwxGlBR7Uukd4Uj4UgiHUlHCsKfR6I1ErXK7GZd7GU6MKAmOgJBhn1dzHtkZ2/NL3+Tp/+Pf++FH/xEef2MU5d2bfSmCXuaLFUZBpGpTc2oqEkkGbRIc6WFQ0PvwvtTD9alyGDoDJ3aQyQZtMK6N8PmQmaaV2s1u61hYZC25+78YsmN17np/k/64Fe/xOc+yckTYRylKgwk0pGCwoyOEeEyZad1h2ox9VmWsIhgTlYTz//W7g9/ms9/+zu2f/O05cULNtYryzYbelEtTK3ZzaYNtEXI6PQUbbaMauxE2le0KFphjiKDoXfh8qXiQKRDJcMfqrWa50kPhmHQ+mS9XlvUol5xwmuryYkP3eGm+z/pms9+hs98nGuvCeNIDGQlkY4UFGZ0jAiXKZGOBBl0XXpXRegoZEch/E5HynmWUZQ6aoqOqbMoDK2zeym9+LLzjzzmpW99z5mfP25x9oJThc2hyj7JuWlBG1IvQQmls9FGZdUMvViPC+e2Bu3W69z+Nw+47mtf44672TweAr0hGQeKI0GiO1IcCX9xoPdZ6VhPvHaGH/04n/vmt535xS/Uc+dsZrMhRZu1aUYxDKOSxdQaNXVk+J3iQCQlqekdHa3Qg1YcGloRLl/PUEqhhN5nvU1Kb5aqRalWq8m4dcylWpzuK3tXnfLB++9z95ce4L77+PBHw2LpQGtNZhqGwX++7j0S4T3SgeIPhSM5rcU4aEhFR0VtmDpnz/GbZ5195KdeefRRbz39a6szr9nM5vhiQ+2DoYexMfY0dEKXaKW7lLMsVS9VRlEj1F6UXow56/MOpYvNLXuL0evrte3F0g0f/5jb/up+1332fq6/jptuYLmgFkpQCgVZCO9Pie5IpelmXUqhC4yIDLp9hTLIoCGQczcE5saFizz/ovNP/MJzP/iR04//i/HcBcemyZa0NYyGwtQnvc96FGWxqc9dmbvSu4jQa+rh0Fiqtjeritzccn4Ml05uOXHfh13/yY+74ZOf5qqrueZqjh+jjtSiR5gi1RgMktboM6uJnR22d9jbMz3/nIsvvOTsL5528TcvyJdPG7YvORZsLkc788pcu7nQpTJ1taVlr2oUvYYWZISM1IWMFBmKVDo1KelQjy6DFg4tl0urvT2myWKxEFHttuZSSZc2l94o3PHgA+77u79TP/0prruGxYYcmFBREPYlEuFIkOjeVe3rSAQC4c+oO9DnFBGiFLGT6cCAEZFIhN+ZWV3izBnzr5/N17/zI69872FeOu3q3o27F4yRchi0YdSGwRzFapqsV7ON5VJJSlLSvu5IOtBL936VDhQZyHCk6EGiFXYuXbJ1bMPmYsE8qevJqCvzbJrTVLbsbG5qN17txKc/5oYvfd6Jz3yCm24KwxKDQ+lIIQsTEgOqy9XJTqQ9KVEVi0zOvM1vfptv/rtvufjYk3ae+rXF3o6tJb2sXMpdc2dsW1K1F91cu6yhVBatW8xpY2LRqEkPVrVYDaxqkVj0rqTLlopIxh5Kp2TRgx5Mle1ppSyrxWJUsxvWkzKtbfQ01KW9YcvZobp01XFXfOoeH/ybLzn513/F9deHhsWWQ+lIIQsTEgOqy5SYHakozLrmQHcgUKQqkAgdiS51s0EYspADvThUmJtDQ8F6j1dfy/zpz730wx85/4unlDfO2tjeM/ZmNbCOpkVTOoveLXu1VUa727tWyK0tl5bV3mLhyltusnHPR930j/9ovPNOcfVVoaA3SjAUJCUkuiPFe4W/sLMjn37Rmz/+WZ793o9ceuopy3Nnbc0rcqY0bSxEFWWgF9NqtlqtbGwtZNDDkQwFpRe1U7OIdKgHU+16MBWHxl6UdFl6FKtACZGptFltzdi7IUIV9qa1urkhFwvn++xc6xZXnXLbPR+18Yl7Xfmv/1Hcfptaa9g3TZNhGESE1ppaq/+UhtmRhS4SHYnoFFrQ0BUHBsVgX0Oiz0hayDow0sKhedVtFKx2Of2a9thjXvzOd5x+5BHD2XOuKkt5cVYzRNqXDmR0rdCCOVIqjoQhq9KL2gt1kos9F7bfQrV1/JQsmy6um77cMlx9nWvvvtvxO25z9Sc+xkc/xI3XslHNNax1m0bh/Sm9KxzoaJg1XZO6QNGEolr2UWmYHOqRYhkUwkRbcfoN53/6uHM/e9xbP/655StnlDfP2WrdsDHoA3sxmyKU2CSLyEY2MTdDdjW7IozLhfO7O1a1GK+4wqqws7cyLjdt3HCDEx/7qPG6a1132+3GOz7ITbdw1QnGBQVZyM5qj3Nv88rr2ku/de6Vl01nzzn//EtWp9+wevMtdTXZ6E3tk8yu1xTLqhV6JnMzrhkbiyloneVCL3RFK10qMrrIInS1UxCZMmila0ErXQYbdZSrydhYlGqeu+3e7J3YsLrhKuWuO9z1d3/j5Bcf5MRJ2QaxuUVHoJBB2Jd+pxMkJqQDRaCi2tcdCYQ/i4ZJl9KAUTATu5k6Cgoqqn290xu7O+zt8cjj+bP/5X/z+o8ecc3u5DqjcfeSsUxam/RSzSWsWrfKUJdLm8eO2dvZEyhJSUp2IZV0qJWuh/evLA5kkEKPItGDDIZF1aZZTpPSJ6O0EMagxmBeV+tx6eyYLpzYcupTH/exf/V1m5/7DNdeG8YNaqUUggwauiPVkeJI6A5l8R8VDqUDHV2XWjaLCFrn/I69H/wsT3//Ea/8h+/ZPHPO8Ut7Ti6rHCcXpx3bw9qwscneaBiWWk1rXdPVSIselq0b192iEUisa7EaWNUisehdSZctFZGMndJDyaIHPVhX5pGsobVZn/Zs9HQiBsvWzevOcMylcXB+rC6e3LS4+w4ffOhzbnrwAT58B8MYaiUGGQ51FHQkAgVhX3pX+GPpSCDRHCkoNF1DOtAFCsK70pGO3bbjWN0wqKadSV+l5X1s2EoAACAASURBVNYWAwpZyE7pM/PEzqX02BNe+Pb3vPnYL8z/8rQreuqL0EsXvaut2Zq7ZRbz7sqwuTQvRtu92dPFuFDK4Mxy4cTffs3ND37ezff/FadOhlocWowEgvR/1f1eZHEoHErvFX4n/bHw/ymJsC+9I4OOdKCriETvtGS95vkX8qVvfs9v/v0/W//qGTfO3VU6q12LZbXqa1MlazG30Fo3lNHGxobVtIfUhQPFvixKUjs1i99LTLXrQSsODa0Il6dHsRupB7WnIbtNYVFC9K61ZliMLu5e0mpRNzftNS6s9mwev0LceqtTf/93bnzgC459/G6GEqIxDpoiEYqCSO8VNEyOjLqa6EgESteimNFQMCgG+xrSuwLBak0fKAOJgoWZ9Ypzb/Prp1348cOe/+FPbT/9vCt3ZpsToutoJWXQggzUIjNFR0+1F7UXJULGbD1eErWLRlulmgtDXeoWdnu4GGFx041OfewjrvrEXU7ce5fFh27hhitZLjGQ1aFAFofCe6Uj6V3hSHR/sixEJwvRyUJ0shCdLEQnC9HJQtAcqfZlRyNmdDPWuiYUC4NiaWDG7MiAgZW0tmehWJo5d4Fnf2vnOz9x8fGnvPX4k/qZtwylqzWsNZlpzKKUQVT7UvbZ0JqhdxFcmlZic8O8rPZ6pzEYLOewl+Gt5aCdPOHEdde6+pabXX3LBx279hqxtamX4tKlS2qmYZq1i9sunn7dmy+97M2XX7F+800ns6p7a4O0tRjVQmuz2cwYdttELUophsZGDpY91Imcm1KqFkUrtOhaIYNISqaaRCK6RCvMhVa6SBZzM85pKKMog4vz5Hyh3Xwtd97ic//jv1E+fg83XU9dallVAw0NC0QnC9FJhEOJho5EKCqqfd2RsK97R/h/qEjv1VHQUbxX+ENdz5WSnbkzJed2xJSpYUZHwVI3zGv2Vrx6Rn7ju/mrf/qmi08/Z/PSnkWbDD2NJbQ+6cigh31FIqP4Q5EORSK6P5T+/6LI8I7uXUUXSehKOhRJVfUoWi12FRdrsXHbze7+26869rUv8ZHbWQ5hsbQ2SkfKhEoWEoGqq7pDWcjCCiPCoalRRzJoutRFzhY9WTdOn7H9ze/ms9/8nktPP2t464KtabZsTc2uBxndXOhByYKiI8O+7kBNIqlJJCXpQQYtyKAHtfsvIlB68Xs9yCCDbl90JQld7dSk9KJkVVRZi93gfOniluvd/vWHXPXVB7jvLm1zjNXiuGZpVNSJccLA3kgLFhga0TqCMRyK7j2y+E8K0pHuQFf83+soCPuykI4Egkz7UvRGJom55c5zz7n4xFOe/5/+Z8vTZ+y+9bYyTY4FW8IwT3Jaywi5CH0Y7GYzZVIGpVR7i8GFE8dc8aE7fOxLDzr51a9x/fVhMVJGajE3hopktZrVmoZFaJreu9EShSCDpuuOFFSEfVlI7xUIf16JoHV6MCRhX3eoDaywZ21QbEiL3tltrNZ8//t54fvf9y8/etjqjbNOZnGsp7pai2kyDAO6DHqQih72FQcyuj+SRaCkP9KD9K5w+RIZRUfRRRIo2UU6lOFQD1KRQVdksKqjduJaN336k27+b77M5z/NVVthWW0bdNVgsMAwI5AoDjX7ikMFkd4rulR07yoI+9KRcCgdaejeVVF15k5L5pnzF5179DGnf/RT+d3vi1detb29bVwubGxtUcI0TeZ5VmtVhMhUWoqeSlKjUJhirUVXk8hibEXJYmyBYmphJ9LFjWK69qSte2514/33ufH+e7nzdk5dT12iEIFCLxSEI51shH0FiUTrLBHdnywL0clCdLIQnSxEJwvRyUJ0shAIf6CTiPR7ie5AKAiFRC/oaAQKiY5qX++sZy7s8i9POf39h7366GNWr7yubu8Y5sliWtuammo2F1rpZqlXopIRpjbLKDKKqho6tRd1Dj3CNBZThEknKkNVlkvDOKrjYHt7W7auzbOYZzWphWUZjIH1rCQhRToSXTqSQQ+HSlKSkkQy9GIxh8hirt1c0ly7HmR0keR6NhSKKoNeQg7FLIzr2dWts5qtNha2Nza8rts+ddyND3zWbV9+yMm/+zrLgaFqBoSCUEiEfZ0s6N4R/iOKdyQS2UmEI4HwxzLJ9I5E0EohinSkK5ouFAdSqkJBa2jdYigi0Gb23mb7Amff4sVXvPWr58TObho2mDFh1GxlZ3uHZ1/I7W98x/mf/9JbP3+Ss+ds6Ep0vaSoRY8i/cXlqrWSaWxFky5NzXpr09bdt9u65yM++A9f556PcPXV0evg0jptjAtDOrQuJALVrPqdXlDoSAQKGQhmM7qaqbTkwjbPPJ9v/+RRr/z4Zy7++jecPesYxt6FLtK+Ih0ojnTvV5HFqBo6iwyZaXuabG8W44c+aPjY7T70j3+v3n0nN98Se0aRC8sMJnT2NmlYYkh0dJQkUNJ7ZPGO8P+q3rtSigN7e3sZL79q8fgvPfvv/smzjzzm5NxdZdTOnVOnlSuOb9pb72oDc6FFkUFmyNZNPe2Wrlx7ysm77vaBz3/Oyc9+ljvu5PgV0aKaMwyLUJKwL0iT0B1qI1moZNDQdIGCwb5EFhLhSDgS/qyykUELBAOiI5GsostarM2K2fHe2Gs89yq//FW+9r//ry4+96w3X31d7RxfbBiEmJraKUk4kuhBBj28/2UVluo11zj2ybtd/+XP8oVPc9tNkcNoV9GTRSwtEh0zmSkHyhD+FImO9F4dBYGQSgaJlggS5y/qLzxv99vfsHr6aS89+7zzZ87K3V2LxrG6cGwcbZ89ZzlUy2FUSmit6TnLTBEhIhzo4VBJai+GTu0s6qBhO5qLY9g7tWH8wDVO3vkB9eab3frg15QbP8A1VzMMqAwDpUj7ikORaOSqi0zGSkHtRHf5ikOJQCKQCCQCiUAikAiEy5edbOiUwYGmSgRqx6Vd5s5bF/jFk177wY+9/NgTdl87bfPSrhOrXcciGYrJbHdamzQxDoZFNbXuQFHUTmkhstBD9BRjyEyZ6UBEqLWqtaq1Wq/Xeu9673rvDpRSlFKUUrTWXK7ai0ULkbSS5tLNhYxOdKWzKFVJtK51lJB10KIYptm4vWNjc9PFjdEbQ9i77hrX//X9Pvy3X1M/8XGuvpJh0CI0FASq3ysOJQKJQCKQCCQCiUA6kt07wpHwjvR7KYRD6XeKuXW9hIgwR+pSoihCqEKRrGdDRxnpaJ2zp3nuSV563su/ftqZZ56398abYnuVxgUFtRF95tIOT/wyT//kZ5775++K104bzp632ZqNoWjRNE0phR7CX1yORA7M82zoxaIszBm2s9s9vml15UkfeOhzbn3w85af+wwnrwyZjAuiELRwqDgwC79XyOJATzJRiaT1WS1NsW/VOb/NU7/Op7/7fb/98U/NL79qc+eSzfVkqxY1u9AdSEWGfcWByC68P6Wil6K1ZsywHAZ97nba7NJysD51has+9XF3fPmLNh96gOuvD2VgOZqDCYHAgJpIJLJr2dVx8I70x8J/VZkpIhyYpkkpRa3VoWni3Nn06M+99J0fOf3YU/rLr9rc3nOsNWOwbistZ1OkGKpaqypET62ldZvtLUZ7V2wZPniLG//6s2774he5525Onog2jlYoCAzIaWXIpAz0gUBBIYPuSEEkEolwJMhwKPwZJTl1atEqDYHA0BzK6LJ0KQ1txV7j5Tfs/PMP8+lvfdPF3/xS2T6vzN3WYmmMKtaz6GlZBlr3h1qhh0OJ8P6ViixLb8+z1anjrvnkx9z6lQccv/9T3H5b2FgSodcqVQcKwr50JPxJEt2R9K5wJKSS4dDU6EkZHGorzr3KC8979Ze/8sYvn3bpNy9qr5yxfHvHsb3uZIQxU5Q0Z7MbK1NpcqyGUi1WFMyFdWVdyCgO1E5NhjI6sDtNLva1PlaLK6/QT11p6+6PufHee117zz3cdAPXXsvGyFit56YvRqUUBypqItEdqWT4kwUSgUQgEUgEEoFEIBFIBBKBRCARSAQSgUTYl/bNSKJqmBWJwIA6d3pn3dibePY50+P/4vknnrD3/Et2nnzSiamptRpqqBH02bxemefZxubCgZ6hBz1Dl7oiMg0lyHQgM/1eRIgIBzLTgcx0ICIciAiZ6bJlkRESPVIrXQaRXc2uJhtZ5JSidRRRBr2EXopW6EOxk93OcrR5ywfc/uADrv7aV/joXWwuGSt10IKGgkC1Lx0JJAKJQCKQCCQCiUAiSHRHEh2J9F7hSKA4UhENgaAFMxIrK9FmV9SFyM6EqbM7ceasfOYF51541tu/ecr2ay9787ev2j37ls11E1OmPjWLuRO4eFE+8lj+5hvf8cZjT4jXz9jYXTnWu41qX7Oa1lZmQymGVoS/uBw96GNYrVaisVFHQ1mYIqyH0e7Gwu6JY0597C53f/XLNh/4PFdfGYZBzrM+juoweEd0dKQUusHUGKpD85ys92wsgtJYJ6+e44kn89ff+4EXHv259tppV7TuVKbFPImcHekySMWBrigo2b1f9WAeBqtpLZLNcWFRqt5SE6Zx4XykE3d+yJ1ffNCxr36Jj9zG5hg7Q8gyGlGS0lMRIhzJJDu1Et4rvSv8V7VarSwWCxGh9+5AKcWhNrF3kdbTsy87943veO5bP7R+8RXLS5cs12ubi1GfJlNOItIQRRGGUgyl6p05ird1b4+DfvP1brz/r9z59S9afPJerrky1iXs9KaUwTGjIdHQkggCBYFCOhL2daQjgSCD5khF+DNJdBTWwYyOIi1bV8O+ZNpDYzXz9It55ls/9PI3H7bz/HM2yp6Y99TOGEXMXV9Phig2h4V5npV0qAetkN4V3r96FGVjy/Y8uZQhTp1w/LZb3fyZT7vmoc9z38fYGMKi2G1Nq9VGjAI16eumLCrhT5KOdO9V0ObZUAeHerKaiCAKMbPszHu8cV7+9jW7T77g7KO/cO6Jp6xffNWpnsZ5LdpaRupjl0OaC9HTxprIYqqsKlNhrg6VxF6zLINFqTLTujetEONg3txyphebN93kujvucO3dH3Hq3nu45y5OHWcsDNXUuym7cVgqQrUvmdazYTloCCQCiUAikAgkAolA+tMFissT6Uh0qZjQ0ZGoGOzbnQy7uwwjiZ1LPPuM+ZnnPP9P37R++RVvvf4GuyunFqPjwyBWa/Puro2hOjBLPZgqcyEVB8ZM4b0yU2Y6EBEiwoGIcCAzHchMEeFy9WAqRY/QIx3panY1GTrD1EULg1DqqJdilalFsbccnFtWF5aD626/3ae/+hXLhx7iAzezWDAOjCELzZFAQaQ/WQYdie5IIv2xcKQge8oMtTMEEoFCFvu60MlGm5kaF3d55XV+/bTXn/qNN55+waU3zth743V1WitztyFslSIyJ3pj1Tn9Fj97LJ/59g+8/tNHza+fdmUZbGQz1FRKWPW13WlPLwyl2mhVTX9xGeZCXxbreWLuahZDJ3shqnlY2JZWVxxz9X33+OjXv2x88H5uuDZsDNQlRocC0YkupSY0xV5rlnVU7FuvLYp9E33ihVftfeMn+cqPfu6Zxx+Tb19wVam2sGiTmg1dRteDDFLRFSWDSCW7kt6XWtAWo70+61INCuocljM1RrUsnd7d47pr3Pm3X3H1f/83fPIjnNyIlcFSpRckmUQgyCQQ4VCQjoR96V3hv5rMFBH+Y7KvhYlpZmrp9bP6D3/myX/6lrd+8ZTl9q4royjTyiIZasrWTfPKgUVdGLKaO1NwMdOZbPr1V7nxC/e76aG/duqLn+PaqyLHpT2BakMVMyZUBAIF4b0awpFA0ILZkQXCn0miI1gX1mhYSJuS1pjXZLK7y6+eyef+7Tc89x++a/O359y0tWEnL1jnWukpkprUzqJUi2G0Xq/9XgYtyPCOSML7Uw/WQxXDoPTB7qrZS4594ANue/Dzrvzcp3ngM5zaDBsLew4MBmHo9PWsLAfCfxHpj03rtXEchXAokUhULuRaLdUxySp5+zxPv2j9xC9deOZZLzz8U3H+vNy+aGxrm0MYKn2aTau1jXHpQCu0IMOhSGoyzkVkOpARWg1zZa1bZ7EYjzm/mq3GauPmG536yB2uu/ce13zqXu7+MFccYyhEmKReQimjECgOdBR0FHQUdBR0FHQUdBR0pMsXKAiXpyAcaZjRkOiOFAwYOjWT3uhJn9ideOwJu7/4pad+8jOv/+oZ3nrbqcYp1fHeldVaJF03VVoN8xDmGiJCnWdViAgR4UBmykyZ6fdKKf5Q792BiHC5erAuRStkEGlfV5OhM3RGRWmh1kHWwW52F6fJXIqdE5tevmLphk9+whe+9hXHP/t5Tp6gJ4sNloVKC9KRmv5P9uD8V9fELgz75/t9nvd9zzl3mX284A1vUBtsDDYBMyauk5CIsiSKGtKqitqmRQlK/5VWkaL+kEaKEoWmSpoVVSzBlAIhxMbY4HU8Y8949u3OvXPvPcv7Ps/z/faeczIzcWFcZQiaTsXnI9xSCOfCq9cIL+nwTbqJJvw7jUahEVjoacYiVgMDamJZePpJnnjS8f0PePqLX3HlKw84fvJpcXxibwm2kzHSGGnUshfR03WW5upNu0/+Zj/wC590/YsP2ly74WDaGZZJJjWwxGIyK8SQVsMot2Vof+xVWIJjkxjSECmRczG1XEIYGVduZLh5sLZ519u8/RMf9cY/9cN8xztYbYKLBAJRZFm0WVikwiiNFuNuRxfLxFe+2A//+m959uf/remhJ+2uX3PnZt/l1Wg+uqm2x8YxxSosQQUVbhmd6RDaUIjyelTBVK0HlvVAhqqSc9lMbX9Kl8YLjuZytReH99zh0g990Dt+9BMufPSD3HlXqA0GEpnOVNHIdCYQLM4lor0s/JGb59mpcRy9qJXJJHsxzgtzcO1m+/yXPPKLv+yh3/iUfOY5eydbF7td3qyNyTRt7WqxGtaywny8NQwr496eG8vsSk/qzfdYvecd3vOj/6nbP/Ih3v2uMG60kRhEYUE4lwg6nIl2rtDOJZIFs3MjBq+RxuLM4cASbRBWynpZmGamhSvP2n3hi/2VX/2/PPup37N5/HlvvLlY9+LoYHESs6EYMg3CIFiKahGhw5kKKqhwJptowuvTnNzsrfWwdsGabZuPF9Nm3+rtbxHvfKvv/C9+kve/h7fcG1ajXTNP5WDYEAiEV6+9LJxpLwv/TrUzEc40kmM0xoW1W5aZaeHqVZ591rXf/DduPPSwp7/8JTcfeVTevGmvyqbbOLeDYSWaJehwLko02ezlaJlm8zyTIVajGsJJzea5XN67zeHJzkmG5WDP4Xqtbr/sTd/9Pm/93g+6+N3v481v5J47GZMxTV2WTGkwGJ1KFBKFRCFRSBQShUShUV6dxNCEP6SgsWBBY3GukUgkBkTNMjEvTFuefNrJl77qkc98ztOf+5Kjr3/D+soLLm7L3eu1YVnoxRxlTmpMyxAyU0yTjBARIsK/r7tVlYhwKiKc6m6nultEeLUac6YK/54yNEMRWMdKNZWD3ZBemHYOu4yXL6o3v8HF+/6Ed973UXd/6HvY7FPNsGI1kHT4JtHOtXPhXCPQCDQCjUAj0Ag0AuH36XAmmmUhg3BLO9do5xrlXBfLws0bPPEYzzztuS99ydWHH/LsV77q5KmnrI+O7VXZb1ZG3WmI0SDM884yb0U/8w2eecb1z3yxH/7kv/bCZ77swrVDd8VgL9puPrFkOck25SIzZTLEKKuZWrQ/9ip0cLJs5TCwGkSEaIZmPYVxSSuDkyrP9eLa/mj1nW/zth/+AW+/78O8+73c9faQSSKKLIs2C4tTadA2y8Jux5Urlq/c31/+17/umU9/1nD/k247XOxnurhaiVpM2yNds1ilSqYsHamdGkUTHbLbqVBej7JZdpNcjXZ7g3lsUzII67ntTeTNxcWDi6Zx5bHdsecurtz2ofd5z4/c567v+zD3vCVcvMT+SCZJVclKIp0JOlmcKoGh0Ygk/JGpKt2tu53KTKcigggny2Q1DAaljm4axhXbqf3ulz36S5/07Kc+qx97Wlx53kUcbEZVs6lLDGmotOwmmwr7q7UUjmpyfRWuX1g7eN97veEHPuKej32Ud72bi5fCat8y0hgbQWNBOTdgaDTKuUSyYFZOjdLgNdIoloXjsckwKnsWDrfcOOaxx9z43d/tz//ar3vmS192+42dt8Xa5Re2jq6/YLn7gu1Yhqa7RaNbz4uaF+N65VQFjQ4qvGQowuvTnGU7Fku5OA0uWltNadejG3ujFy5fcPsPfsgb7vuI237o+3nzvSEHxhU50giEV6/9fuH36W6nQtCtu0UljXamquWIcaEXlomb13nkMc/93uc99/mvOHzoEcszVww3juwf7ly6cWK1lEqmZE6WLB3OpKaKaoMwRshM3a2auRZyNK43ely7sdu5sZS4fJvVvfd40/ve57bveJeL3/NdvPtt3HbAimVMEaPskU4agUagEWgEGoFGoBFJ+MNpfzgxO5dIgkahsaCawhCEU4WymGww9MKNIx570s3PP+ip3/mca5+/3+6xJ12eyt5uJ+eZebIoItQQIkIo30p3+6OSTXTKpqJ0eEk0HYTBTtsOo+Mx3RxT3H7Jm9/7brd/93/izT/2o7zlTaz3qKaT1dqp7clkc7CiEWi0c41wLtAINAKNQCPQCDQCjaSTRTlVvlmiejFGSkGj0ahiLo63bCe2W46Pee6qeuhhT33pK1546CGHTz5huvK85cZ1+1EubkajtkyTqqbXMgeZqaNVzaIf/rInfuEX+4u/8Kv6a094481223a2nnbGCLuxnOTiOMusjckqUuxaT7NxveePvXrrDKUdW+yUirKS9iqsp7Bfo3ku02pw82DjyXXZvul27/r4D3jvn/4RvvdjYTUSiCLLos1CO5XWFjkXN4/Ub/9O/+7P/7xHP/1pm2eueeNJuN0g5zJtj8W8WG9GuUpTtMlsTlqqSEOlaIYKop0rr0dDc9CDDm7k5DjLdizDMBiL9dT2prRsZzms1cEFzw/l+t7gtve+3d0f/IC3//hf5O67ecPtYZU6qWbogQ4ayZIsTpUBQ6MRSfgjs9vtjOMoM72oqlQVGeSgnAuz1bJju+Xmtt04cvh//KJnP/t5z/7el+S1a/aL7JlaRIQhRqtIw25iu7Wptt6s7DJcs7iyHuy9+13efN9H3fsnf5j3vY/Lt4X1YE4GFBY02rnEgKGcawSCDibl1EoKr5FG0zgKhmBlNswLz1zluef7ys9/0jc+91lPfOXLNsdbdyyLg8OtOycO9vY90yeWVVKtlkV3W+UgM6WwdKlwpsKZChqBoQivT3MW+2nantg/4UIN9pe17nSUKy8crDyS5Q0f/bBv/9M/7M4PfYC3vTVcPCBHJydbewcbfyjtDxbOdLdTEeFFjdZyDo4wYsTAEizpltnSJ/YjmBduHPL406YvP+ix3/28J+9/UD36lDueet6FadbSkmVJlmgdbil6MUYahKxFziWqjYIxzclUi5oW0Wmz2Tes9207XJsWddtl7r3T5e94l3s/9F1u/+7v4Nvfwu2XGJIenGkEGoFGoBFoBBqBRiDSfxSNQCPQCDQCjUAj0Ai3zIRbkk4kAkk4FwhEKaUFyoLCqIzLwlRcO+SBhy2f+aznv/ygR37ns/ZOttbbhelEzKW7nIoIsQrdrbt1t+7W3SLCqczU3U51t1MR4VRE6G6v1lCMlbLdUirocKZRQeVoi5PVYLu/Z7m8745vf5vvvu8+fuhP8I63sF4xrJxL5oUYydE3KxTaufKSRqARaAQagUagEWgkAlleEs61c+Vco5p5YTcxzUwT167bPfGUZ772kBceecLy9LOmp581P3nFcvWqi7UY550xWI+harZdToiw2eyZZpalTctCtmEM0b/2y/7N3/m7feVzX3HH0eLu43Z709sdq3Y8tu1YdgONsdJmZm8mm+2QlvTHXoWx2Mx0cDyW7cg0lFOrhf2ZizXIqfUwOl6NnszJjYtrR7dv/Mjf+B9sfuIvhb2VM1FEaUxohLTuYrvwyGMe/+f/sh/4pU/y+BNu2y0O5rJeWjRDlzNRCvNQlkgVVKRTQ6WhGCvQlqSjvB6NxWYup7Yj25E5y5JEMxSrDkOl7LTEYDekKdNu4Nn9fe/883/e3T/4EXd9/AfDOh0tO+vVvnFuDDQGlmRyqowYu6gkk/CaaBTaucCg6Il5Zpp45vnuz37Ol3/l1z32258Rz113R4dLHXraGVcruuQ8y2Unt5OxyjCGYX3guZNjJxcvmd70Brd98APe8Yk/Zf1DP8hdd4ahWS0WLNJOKYNBCCQ2iPLNklYKKYXXzu5ksdob7BBY147txAOP+NrP/uN+9Dc+Ze/oSJ8cGqZje1X2a7E/F9W2Q1oyncr2B6pwpsKZChqBoQivTxVlNy6iy2ZhM6fNHLJHi8HJuHZtvXLtwsb8ljd6+8c/5r0//ud419vDarAkQ6Q/lPathTPtZeXc4JYJjUQiWZwqlFSim7lYipOZx57w1IMPmr7+iGd/6Vdsrjzv5vVDy25rlYPNkEYtllksi2hGbSgGIXphWuxy0QeDpcu4sOrByiB7VEs46XCcg8O9le2lC/re21x61zu89Xu+y53f9z288+2MTaIRaAQa4ZYg0Ag0Ao1AJIFGoBFoBKoJNAKNQCP8v+v2iqJI5zrodKaTTgRDOhPIJhCIQmKgmpMd1czFzWOefY6rL/Dbn/Hspz7tkS/cb9xtXVpt1Hanq6zXa9OyU+E1MRRjpWy3lAo6nGlU0MPKjd3ODWXvjW/wnu//kDv+5H28//3cewcX1qxHOp3pcKbTmQiUM9FEobxkKWcagUagEWgEGoFGoN1SdNJuaS/p9pKliWBeuHnElSuuPvGkp598yvbqVdcffkgeHpmv3TRfu264fmh1PDnYzvaXtqmWXUSrYMmyZFmCDgZrpXW3xYIS/S//RX/u7/49V770gNu35bzUqgAAIABJREFU7Y5du2iwOzm2rNltwnZkGohmM6f9mf3JmZMx7QayqSCbCrKpIJsKsqkgmwqyqSCbCrKpIJsKsqkgmwqyqSCbCrKpIJsKsqkgmwqyqSCbCrKpIJsKsqkgmwqyqSCbCrKpIJsKsqkgmwqyqSCbCrKpIJsKsqkgmwqyqSCbCrIZiws7Zw7XHK3KyaoUVt32JvZP2mpuw7Ayr0bP1c7NvcGNCyuf+Bs/Y/yv/mv2N+FUlFOtLCjUstjbLeyaB77uyX/+c/3QL/6y9RNPu6wNYzgVzdBuKaeWLEtQkZZEp8BQaSjGCrQly5JkU0E2FWRTQTYVZFNBNhVkU0E2FWRTQTYVZFNBNhVkU0E2FWRTQTYVZFNBNhVkU0E2FWRTQTYVZBPNWOVUJYUlSwcdzvRSSNHpVFYiVPD83p7l+77Pt/2Zj/v2n/wR7rwY22xhbT03PdBI5pGdc6Oy7qKQSaTXQmNxbkA02i0zFnpm2nH1ap985au+8Zuf9uynfk994wmXru8c1GK37KyHlEOLmqwibLLFydbJ0dbtd9zj2rR4ttPRHbe7/MEP+PaPf9xt932Ut9wT+pCLG6QdTrp1rK2kxIgB0WjnAlHOpdfSMpErjroMPdubJo4nPv15n/3bf6+Pv/iAveMjMZ+I3slkjMVYTbVh3KhI2V5RhTONDiqcySaa8PrUUeZciDIUY6XVwlBhqNESg5PYuBLcuO2Ce3/wI973F37M8H0fCHddsqxGifAfQfuDhTPtXKGdCwztXJQXtZeFW5aimhwozAs3D7l2VX3+cw6/9jUPf/F+Tz34sN2zz1ud7BxU2nS5vLdn6GIpllkvJbUhUo/lsI51LwaDdYVVp7EHWakiLePKyTi6meFoPejLl+y/4W53fNub7d97h/GOC6axRYXOFhU6W1TobNmps0WFzhYVOltU6GDc39DplWSmV9JBZ2ivbBxHryhKjOlUdohO2USnodKp7lBBY8nS0pKlg5Jyc8mylGGZHSQXhhU1cXzC0RGPP+H5Bx/07EPf0IdHxu1sOjxmXmzGlRpahddENtEpm4rS4SXRdLAaN+YMy2bP5u473f3ud7rwnndy1x2sR9czbMcUFU4Fsp2JZpp32i1RCh1FlA6iGYrwyqZp8kqGLnk8GbotjWg6tKKDaFH0sqjt7OTo0PXnX3D1ynOuXrlqvnnDxXlnPU9yLuNUNgubZk9aVRiWJlqjgyVYkg4KNc8iQkWJCBEt+p/80/7q3/0Hrnz16y5XuDy1Pelkd2wa23bddgNLpGz25rQ/cWFy5nDFbiDQCDQCjUAj0Ag0Ao1AI9AINAKNQCPQCDQCjUAj0Ag0Ao1AI9AINAKNQCPQCDQCjUAj0Ag0Ao1AI9AINAKNQCPQCDQC64VL20S5ueZwXU5WZU6y22Zmf8dqbptcM65cnXcO1xytwn0/89f5q/+dvrCJcKqcK4vUGKSYZ04WHnjItX/yL/obv/DL9p98yoVoxyvmLEMTTbYzFVSwRKpwJpuh07gwljPzUJYg0Ag0Ao1AI9AINAKNQCPQCDQCjUAj0Ag0Ao1AI9AINAKNQCPQCDQCjSVLNtkMxdBE00EHU1JBRcommqHS0FzdbDzzlrd6x4//iPf+1E/wpjviJFNY2cxNDzSSeWTr3KhsqigMSaTXwoIZgXVhRjs3zgxtazIoo7lPvvSgp375Nz37G5/RX35UXrlmHYv1Js0xO5mPUPbXo003xzsXVvt2U7g+l+uxsr3jTne97/3e+7Efsv+RD/Bdb2U/Q44Mg47RZNDShDUGDI32sigCnYTXTtPBYU820VbLwo0tv/pb/Zv/0/9sfOQpl7Y70ZMeZr0KNRRKVFj1aKj0Siq8pJ3rcCaa8PrVUTpKRWsEhmIs1ksYapT2XZlmz2/W7vi+D3nvf/7jVj/8kfBtd5mHNEjhD6cR/h/ay4J2rtDOldJKayEEBqQUbumknZudG72s0Nd5+gk373/Ytfu/7vjBR+0eftL0xBV17QV189CqW2bIaB0lM2WmYWzzdCSijUI0USGaUYgYTHNZYjA1x8tiW/QwGvbWVuu160cv6CjRqaNEp44SnTpKdOoo0amjRKeOEp0auVrp8IpWq5VX0ugMHV7ROI5eSSHHdCo6DE02WWlostP+/r5TFTQqUkfpYIrB8bhn2616wWw1hCEXYyyyyl0XDizHR6YbN/XxCYdbvZ2MHdarlaVnFV4TjTlThX9PGZqhCOwOt4ZxZdzbN1y8YHXbZQ72HfbiaDuLJRCynQmn2ouqZh1UlA46yqkKstneOBTtFU3T5FupeaIWHYmydBBFp+gFKbUhRmOyMgolOq1qFic3DBbDsJKZYkg6neog2i3pXIh2JtuZCOeidLfuRfQ//Ef91b/3s5796tddLPaXthFOphM9chxlGqhgaDZz2szsz84cj0wD0XQQTQfRdBBNB9F0EE0H0XQQTQfRdBBNB9F0EE0H0XQQTQfRdBBNB9F0EE0H0XQQTQfRdBBNB9F0EE0H0XQQTQfRdBBNB9F0EE0H0XQQTQfRdBBNB9F0EE0H0XQQTQfRjMWlbTp1tOJoXU7GMg8li1VxUGnYtXWOYly5MU92YzoZ+cGf+WviZ37acrAfg1u6nAkWtDQgluJ44asPuPqP/0U/8oufdPD4kw5GrsZkN5ShGYpANC0tyRJ0OBPNUGloxnJmyVJBNB1E00E0HUTTQTQdRNNBNB1E00E0HUTTQTQdRNNBNB1E00E0HUTTQTQdRNNBNB1E00E0HUTTQTRLMg3l1GZmtbAuot2S5qTGtBtYwpmhGYvVwvX1xu693+HtP/ZnvfEv/wR3X4zDZLCxNzc9UEh2K7bOrc02hcKQRHotLJiQWC+YUQiMzGN5wU4IK+XSsmv3P+r43/yeJ/7PT7nye18QN28YY7YMi8VkWbbU5CDSpWE03zixirX1+pJptXG128lm3+1ve7tL3/nt3vqX/ixvvIt77g6rFePAsLITdhXWwygxIBrtZVFIwmuj0QiOYrFWxtpxOPFrn+lP/49/y/DAI26bZmMUY9utF1O2SlQbtwyVXkmF/58rHWVOlmzRZVXszWk9D0YbhzPXDw7c+eEPedtP/QQ//P3cezl2w2AlhVevUc6lc+GW9s2CRqGdW5S2KCRCCAxSSuGWdq6dabc0EXRStgYTu+aFY568wtcetXvgYYePPeHphx62u3nd0bVrtoc35Txb52CUBouejgwZhiFEtVoWUS2UFLLTmCsZg+y0LK3KmYgQY6O8WiWUlE0F2VSQTQVjpAqyqSCbCrKpoIdQXllE+FY6nIkmkUU2QxPNvFu8qIMOZ0paIqwv3WkSJrO5F7OdJWYxkFkOj27YH9fGCLGb2c1WkfZilJl2tfNaqWCXaUk6iHZLGZqxGAvTYmWUOehhNI+DbYRtt2Wa7RuNhU6inGunOsqpinKqo1S4pXSkaPbGlez0SqrKK4kuke1F1e1UBd3tVE2z7pbNIKQwZhqGwarZLDsZVIYpmKKdRNl2m7pkjk5lp2jGCtkMTTQ5ppcV3aL/2c/1N/7+P/DE/V+3N5e9abEOlmkyrNKcLEmHM+OSxmIsZ+YsS5JNBdlUkE0F2VSQTQXZVJBNBdlUkE0F2VSQTQXZVJBNBdlUkE0F2VSQTQXZVJBNBdlUkE0F2VSQTQXZVJBNBdlUkE0F2VSQTQXZVJBNBdlUkE0F2VSQTQXZVJBNBdlUkE02mzmd2g5MQ9kNLFmGZijGoreTMUbGlZvLTq9X5tXow3/9p/lv/4rlYD+GRheNpCMtWLpt5mIqHnzI8//05/qRX/xXDh5/0n6Uo3WYB7IYmqEItNTBlDQ6nMku2YzlTAcVZFNBNhVkU0E2FWRTQTYVZFNBNhVkU0E2FWRTQTYVZFNBNhVkU0E2FWRTQTYVZFNBNhVkU0E2FWQzJdPgzGZmVawXhnJLmpOtMg3M6Uw0QzMWh6uVfsd7vPM/+zNu+y9/grsO4jBDWDuYgx5YMLBbsUVhY7ZXKAxJpNfCghmBdWFBITCyS45xYjKa3SnFSfHMC+23PueZz3zO45/+lBtPPWZ3cuTypX37q8Hu8Lo+Orafg32DmNsQI+PG4dxuzmV14UDcc4dL3/1u3/bhD9p8//fzljeHcSCDvT1WexY0BkQ71wgvC6+NxoQVh7EzYM/E8ZZf/53+1N/823zhAXdMsz3NwMkwmbJM0RSbGgyVKnxL2f5AFV7XhmJJ5izzUGhjlc3MehkM8+C4R4cHF9zx/R/ytp/6Se77CHdfisPkIDfCq9MotHOBRLilfbOgUWgvKqGcapTUTqUXzUtbDyExNBqFRlIxy2wWLMVcHB7zwg1uXufK8649+ojH73/Ata8/oq+8YLh+xPVjdXRTZhuy5MCgBYZqoYxaLGUlrYwCuYSaS1TYxWK7Zs7y6qUKsqkgmwqyqSCbCrKpIJsKsqmgun0r3e2VdIQKdMomEF0S0aS2Htf+IC1lpeXmZGVgHCzZ5pj00Az0GKZpa71eiwjLbhJLWQ2jNKgqorxWKpgyVYSKdq4MXYZmLPYNzGS16rBEmDMZV2I1WpZFh1tSRaFQOtzSqkqHc1HKLVGy06llV8Krk826W7Yzi9Yo7UUXL17U3SxlWRaW0kuJauOyuFBkMyfzMNgN7FZhTpYhVJVTWWloxmK1kO3M3FQwRspoKUT/o3/SX/r7/6snHnzIZjdb72Z7jXmyWa/MtagoS9CBToHscCq6ifLH/sNlp+hwagmWbBWIEs3QZczBvJ1FDGocnfSs12vzanTfX/tp8dP/jeVgP4ZGlTOROpnQ2LhlO/O1hz3+j/9ZP/Tzv2T9jccc9GJap8qSxarISi+qZAmWYElnUolmKMLr2xLM6cx6YSzGStlUsESYBuZkCWcCQ7Whw/Gwlt/2Nu/6sT/nrr/yk7zp9jjJlcVgb2KokcLAbs0JGiuzg0JhSCK9Fhrl3OCWci5YghkLGsuyddBh7GRqrt1ojz/u5q/8iod+67c88IXPW02ze/f37VcZtjurXqwi1TTrbsOwUrEyd1uK3Xp0bTO68zve5R0f/l6XP/y9vP87ufOOsF4xrnSmci4RbmkvC6+dxoSRk1yU2drOeHLCb3y2//Xf+jviC19zz7TY75ZdTmK2i1mHM6NRdqrwLWV7SbSXdFDhdSmboVIF01CmLGKRymZmtaSx1w4rvLDZuO1DH/Cen/oLfPwHuPdynETYGIX0ajQWlHOJQCLa7xc0Co3A0F7SwYJCoxEIJAZEo9DODVSTS1NFBhYUZrq5esXy5DOmp67oJ55z86HHPHv/11x79HGxOxa7nXm7FcvOSlsFqy5DF7udoRmE6KRad+gOFaUP1qYsr6S7fWvpVDYVZFNBNhUMQgXZVJBNBdlUYCkVZFNBNhVkU8EgVJBNBdlUkE1FEulUtHPRsgnl1LKbvCjaSzpSFpt5sM7BMAxkW6KVRWc7VbEoVFFVMkfDMNBpnmeR7TXTqSM0KtqSpYPoMnQZmtzOzIxC5qilqYtxFOvRdtppVDjT0SrKuSKDKFFJlFPZzkSzXu9pKdAINALtlm6NQCPQCGSzxtAUSjtVQWmnjo+PRYQh0jAMxkhDpCFCFnm8iG5LMCfTGHo16JEe0jRNTqUyNGMxFNFuSfO4Vm6pZlkMTfTP/m/92z/7Dz399UfsL6x3W/tLy+3OwbiyLIsKKpmSirAES6Shy1ht6PLH/sNVpBY6nIlugewytDOrYXQyL2oI1iuHXZZxtMXH/vu/6sLf+Ov6YBNR6HImUic7zEhtfztbvvqg+//3f97f+Ff/yv5jT7pNW6qcGouhGSpEO7Mk08ASLNk63FKiSSWaodLrWTiXnU6V0EGhIvWYlnAmkM3QJStth9Ft7/5Ob/uzn3DhL/8ob74jjodRGR0sKZZkwcBuzTEKG7ODQmFIIr0mGl0ESzBJExoDRmwKCwrTwtCskyxOjtvXHuLf/rYv/Mqveep3v2h97Ya7Y3A5RlmL4+NDsU4xDmoImSkMlml2PJVls+9oveLuO9z9gfd7xyc+ZvWR7+Wee0IGBxcs4SWJ8P8RjQnJdiw7k8HkoI5tf+23+1f/5v9i9cWHvWE7u1RkLSazsugMMaRlbhXpRe2bhXPZzkST7SVLUuF1KSsNHXSahsU8FGapjVWGSutxz43iymrt8vd8l/f/5b9o/MTHuOti7GKwkkJ6NRoTGoFEIBHt9wsahcaAmNEI5xJBB4V2rrWuIko2KTCqIJt0S3tZFDFbejZk0Zhnbpzw6FN2X3vYyaNPOXzwYdOzV1x98klHz18Rh4dW02w1TXLeubBZ06WDylQZliEskRK5tGyvqLt9K1XOZFPB/80evDVrmpjlYb7u5/3W6p6RNJKFMDIbxWZjDE68BYGRTdmVs1TlIFWpyql/Uo7yJ5JTp+JU4koldoELgoRsvAk2yMiANoiNpJnpXut7nzvdvSSNxraEmalEhp7rmrJhyoZDbJiyYcqGqRd6ruembJiyYcqGQ2yYsmHKhimbMTk0g/WgXshiXS4XX5f6JqPhaU/t6YWejmKXc3WvHt08dp6nLcfNxXHcWKNGEve9951y7Lg9I+Wcus66Ds2SNcvtHHo9HeK43Gp4cj2dGZc5HNeV0nhmbWjWc5s1M0alMa0gZeqZuNuqERRBERTdVQRFUMSDy8RzDaueW6zacByH57LVlq3dldYaN7evYLR1Oj2oTE3XeZ5kUawXslLOXMzj19y3XE89T2mlv/gpv/o//k/9/Gd/06uN2+t6dK48eer2uLg54rkzXIfrjDOcM9J1u+toveePbsV1xnNTYh3LUdJ6ruXJec/lkEePvHGe7oen5+ln/u7f5b/82zy+iWLXCxkd7rEY3O7yuS/4V3//f+tnf+7nvf/3v+y7bm7s/Z0pRzmWox50nLPOjHPWho1n6rmxUo6OP65SjvVCExuKM6PhDNf6mjXlKClHeXpc+PCf9gOf+Cnv/69+lg+9kq8c3OSRx3twhmK4XniKxa31qMuJY8j4jih2Cdfhzrj34IJHOJ6QYBEc9FJPw80+dTx9wu9+uX7h0/6fv/f3fekXPu39X33D+++u9o3XHUdcXrlxznr96RO769XHjz2ai/Mad8ubGV+eeuO1V7zvh3/YD/6tn/HRv/Uz/OiP8OgmLge5aHxDPFPUgyCcnlvPjRXjhSLoEOpBvAvFE9zwZu456nDv9rz6vf/rH/fv/ff/g/7zX/fd9/X+s4497V49dxzhGOeOxjestxsPUi+kXhgsGhp/LKUje2DsrM2pWbGOrnTUxRv4yqNHPvKX/qKf+O/+G6/+7b/Jh94XE45bjHeiOLEYBIP4mnq7eKFYHJ65ooi3DIJQnKpOYzxYDEbLlKkHQWg4rdPidFgXyxVnuS53y2d+i1//jK/883/hc7/2a974wu/oG1/l9Sfy9Cl7qtO56xzuL3EdriLn+sAebk/f0u76dtLx7bT1raRMvSttbHzNajyzHqy2vlm85TqcN+O+V911LLczLmK6snWZG/f39ypubh451dO7q1VzubV79Z1ydDy+H1POWddjneGc9WDdzOH+7k7PdbncKp6c92pc5nB7jqOeWRua9dzGM2t3TQmmpKQMFjkuanwrbX17a0NbDW1tqLdrq63nJpFEjTevNIdMXTKiji57eu4ynlmbeq5ZsoozF2/24ioOMTMe3dxKP/NbfPWrPd980/n03pRLkFCcp28IxYaGlFHpes8fXcMaz43nVurtWhINZ2PV3FxcHj+yr75ifvAHuUzU24ViMTjv7p2vv+765S93v/q6eXrncp6Ou6ujK/V2HbIYzXpu4xumXkj9idOM59a/bzxIuZuY115zfPiD8pE/FbeHM+Ps6cZFhHqhw+lBcFjqmSG+c+qFhsXpweBAiqIIgnCi1tO7J9533PDlN+uTn/b5//3/9Ll//EvufuM3HF/5slcu4+bCOt3f37N1e9y6ydiTXsZ9Ymc8Tbx+OVw++t0+9tMf970//ZN8/K/x4Q/F7eFsdG4cc8jSpyQIDnrhDnVVVzfqYih2SMiFcKI4EO9QcY/B4P6OY7i78zu/+Cn/7B/9XP/g1/+NV6+nR9d1u1dHV0rUc3X4o0i9TeOPsaE3dMh6UM+lNJyJ1++f2lce+Z4f+SF//qf+upsf/9H44Gscw6MbjvFO1dvFf5wininqLfEgvqH+XYvxdfE19SBeKNZ6bqx4pihazuXNN71wf/KlL7n7zGd9/jd+w1e/9HvON56a+IaGM5xDcVlevavb07fU1reSkq13o7veuXW93ml8zfqj2LCqWakXUsaDlN31llFv2dDWu3Gep3fqKMeO1DOroWHja1avp7eM5zZemDLLeLD+HVnfbOobUhru70/fThLfzu5a/77GC+d5+nelXmio8c3iuZV6S9bX1TOp585Ebh67lvXMzeHxq69I78viemWXhISWlsS3t2QpgiIogiIogiIogiIogiIogiIogiIogiIogiIogiIogiIogiIogiIogiIogiIogiIogiIogiIogiIogiIogiIogmJSRTe2HMNx4Tg4hviWzvM0M57bXed52l1J3GTMuXQpgiIogiIogiIogiIogiIogiIogiIogiIogiIogiIogiIogiIogiIogiIogiIogiIogiIogiIogiIoZrx+99TNK4/d3t76uvM8JTEz/iS74g4HHl2XL36p/vVnXD/1af/m537e53/ln8kf/L73JR4fI1u9npzryDiOw3mp8zylY8OT63rz5sbt937Uoz/7A77/Ex/3wb/6l/nPf5zbm8jhdDHHiGeuHhzscJdVV4c6rMPXdHDg4rmGxSDehSuCxXU5hl3eeMMbn/23fWzNLj3ZZZeiRcgQdMjSIUuHLB2ydMjSIUuHLB2ydMjSIUuHLB2ydMjSIUuHLB2ydMjSIUuHLB2ydMjSIUuHLB2ydMjSIUuHLB2ydMjSIUvHgxsvdLB0yNIhy80N1ycUr73Cd38377sNwzFcDo7xclrOK0467PL6Ha9/lacnXTZ0MWQxZMnQ5b50vWP17ux6V3olS4csHbJ0yNIhS4csHbJ0yOIgS4csHbJ0yHIiS4csHbJ0yLIhS4csHbJ0yNIhS4csHbJ0yJILWTpk6ZClQ5YOWTpk6ZClQ5YdLB2ydMjSIcuJLB2ydMjSIcsOWTpk6ZClQ5YOWTpk6ZClQ5YOWTpk6ZClQ5YTWTpk6ZClQxYHWTpk6ZClQ5YTWTpk6ZClQ5YOWTpk6ZClQ5YOWTpk6ZClQ5YOLcoc3F6kdyf1ICHxQst5chy+vSUogiIogiIogiIogiIogiIogiIogiIogiIogiIogiIogiIogiIogiIogiIogiIogiIogiIogiIogiIogiIogiIo4pkQFMG5KBkmzBDfUltJ/AcV5+mFIiiCIiiCIiiCIiiCIiiCIiiCIiiCIiiCIiiCIiiCIiiCIiiCIiiCIiiCIiiCIiiCIiiCIiiCIiiCIjgO4m12VxJJ/IlXrGeW6z339/W533b3j37eb/7fn/Rbv/Ap87t/4PLV171vDrfHRa9XL9wczOnp9alsXB491o3Xr6cnGXevPvbqxz7m+3/ir/m+n/0Ef+HP810fise3erl4isXgggPZsicHUs+dqGDEOIp6EMQ7Ug8Wgz3rCFq6tHTZpUuLxVLPDHMw6JClQ5YOWTpk6ZClQ5YOWTpk6ZClQ5YOWTpk6ZClQ5YOWTpk6ZClQ5YOWTpk6ZClQ5YOWTpk6ZClQ5YOWTpk6ZClQ5YO8cx4oYOlg8WQxXAsGea05X5ONZ57lEdivJzW9ekbjpDcoJxB2YMuHbJ0yJIhi2GWWeKdq++8LB2ydMjSIUuHLB2ydMjSIUuHLB2ydMjSIUuHLB2ydMjSIUuHLB2ydMjSIUuHLB2ydMjSIUuHLB2ydMjSIUuHLB2ydMjSwdLB0iFLhywdsnTI0iFLhywdLAZLhywdsnTI0iFLhywdsnTI0iFLhywdsnTI0iFLhywdsnTI0iFLhywdsnTI0iFLhywdsnTI0iFLhywdsnTI0iFLhywdsnToci2LICGk91cSMgRFUM+UIiiCIiiCLkERFEERFEERFEERFEERFEERFEERFEERFEERFEERFEERFEERFEERFEERFEERFEERFEERFEERFEERFEERFEERFEERz4SgCOqZsiWYC/Efpa222mor5TjihSIogiIogiIogiIogiIogiIogiIogiIogiIogiIogiIogiIogiIogiIogiIogiIogiIogiIogiIogiLIoaqt55JI4qVQXD2YxUmv3D3hc1+s3/qC3/5f/oEvfupX/O6/+FWvPL332s2to+s8T5l1ufD07k3ntS6Pbj26PHI2zo3rXHwV85GP+OCP/ojv++mf8IG/+ZP88Mfi0cWTiTu3isd45JkritDzKY9u3BvrweAGuXpwIN6R4vR2u6fz/t4Rbm8v7EkXSz2zqAdhLjaDoAiKoAiKoAiKoAiKoAiKoAiKoAiKoAiKoAiKoAiKoAiKoAiKoAiKoAiKoAiKoCqk0qBmQ0pD6u485eZQh6u6s65OXNwY7zMuxstpsSiLLju0LM7FkCKkJKQIU3tZ13jHRrwbVe/GuHgQFEERFEERFEERVD1XBEVQBLUtiqAIiqAmB4qgCIqgCIqgCIqgtkURFEERFEERFEER1DSkNKQ0pDSkNKQ0pDSkNKTSoAiKoAiKoAiKoAgqGRRBERRBJYMiKIIiqN2iCIqgCCoZFEERFEERFEERFEERFEERFDFbzpNdEgwqbRVBERRBERRBERRBEasIiqAIiqAIiqAIiqAIiqAIiqAIiqAIiqAIiqAIiqAIiqAIiqAIiqAIiqAIiqAIiqAIiqAIiqAIiqAIiqAIiqAIiqAIiqCIrxvfzu76uiSSeLtVBEVQBEVQBEVQBEVQBEVQBEVQBEVQBEVQBEVQBEVQBEVQBEVQBEVQBEWwMZDiAAAgAElEQVRQBEVQBEVQBEVQBEVQBEVQxINd2mprZsyMr9tdM+NPrOLqwcG6unf1aHA9eXrWr37Gk5/7JZ/5h//YG5/5DX7/D/QrX+G8et9lPLrhvH/ibpccjhnduOyY3Ngefv+8evMDr/rgj/15H/3Zj/vTP/VX+NH/jI98KF/NjXuHm9bN3XqUR8SD0lvucHpw4ILjRBDEO1JcS1vHRD04e0pqsJ6rt6x6EIPDGC+jRS1WDNZhsMZYa1GscVqncVo1DrzPuHg5FafFinFYOnTZoScOshiyGGYxmnWPVe9UfCcFFy+zeHfGyyvW4cTVg/Fc7vb0dbtrdz03M2ZGW99W1nv+/5HEGF+31sVF/OHaSuKbFfe995537iY34j/sPE/HcfgTqzg9OLiGK4KLdTx5wobf/EJ98tM+/8lP+/wv/xO//69/XV5/wwcv8fh65yarl7E4S67rsuPSwxh3HW8+uvXGB17xxvd8yPt//M/5oZ/9KR/6+F/nB74vnRsx3J/shcvF150HJ9aDweDimSLenaK0K8co1nOrOFVRLGp9XYyLw+HlVKxijcE6DFY6WMnh7NVVbGod1umKdH0gtw4vp+KNvdescbgJFxexnDivHDdkMWRtxlo1WM+tNcZaY6w1xloRa42x1hhrjcGKA4vBYrAYLAaLwWKwGKwKFoPFYDFYDBaDxWAxHlyodyzxUot3J769+k9Xsa6oKqoq11a9XVXEe/7TFgziD9fWNzvP09l1ublV73kngkG8vHavMhfPLYrFWe7eeMMHX3mV6z2/+3v1q7/my7/0aV/45C/7g3/1Gfnil9x+5fe8f8LlYOLaq8FxjaOkow7nzY2vHHzR6f61V3zff/Fjvuev/WUf+cRP87GP8cHX4rjg4ObiisV4EA+KRRHcIN6h4vSW80Q5hokXJopFsagHBy6L9XIKgqAerAf1lqA4PIgH8VIr7lEEg2AQb1csikVx4FJ06ZClQ5YOWTpk6ZClQ5YOFoPFYDFYDBaDxWAxWAwWg8VgMVgMFoPFYDFYjBfqPe95Zw6eZl2t54JBnt7fyXGYjK+rinjPfxqqzvP03HEcIqp21+0c/jDneWprZsyMr6sH6z3vVHYl8Vxbbc2MJP6kK+6t5w7DsksONhR3Z73/iFyv3D2tf/s5PvVP/Ot/+HM+/8lPeeULX/Lq9V5a1+sdPV0al2W2Xn31Va9/9U13W/O+x+5vDq9befzY+ZEP+zN/46d9/8d/wvz1v8KH/1Q8uuVy4xpOBIOjXthw4oqxbozDO1S8/oTbx8SDLjNe6HKMF4JQb0mxqJfXeEtR1IN6Sz0YjAdBEC+l4h7FYFu2DnEc8dyuFzY0LIpi8Lg4vXOt75wQ7069O/XujJdbfXvx/52D13PnFIcRMUhb73nPe97zR3Xiaj13MQZZL1yHEycGt2ru77heeePN+he/6uk//af+5f/8v3rzs//W61/8Ha+UDz961eOO3j11vXvq0aNHVt13nV2bccyNJN6ci997/6s++GN/wQ//rb/h/Z/4OD/yQzy+jcuNJ+G8crlw8aBY1FrrsYt4h4pdL3T8oeLtgtAQFEERFEERFEERFEERFEERFEERFEERFEERFEERFEERFEERFEERFEERFEERFEERFOstg3imqG8t3hIvrXqwGG+JtysWxaIeBDdIvXPxnj/miqAIiqAIiqAIiqAIiqAIiqAIiqAIiqAIiqAIiqAIiqAIiqAIiqAIiqAIiqAIiqA4/fvSrff8MRbvTr3n3YiXVnFajGB8TTnDYhHPnGvOOzdH2Hvur/W5L/jqP/g//M4/+ec++8u/4slvfsH7n9x5reNVcUxd954Zjnru2JGzcq6nxv0HP+R3bw43f+ajPvbTP+Gjf/sT/PiP8aEPxuD2xhXncj3vXS4Xl8RYVePw7qwXOt6mHtRb6i3F0IPTFYPFYDFYDBaDxWAxWAwWg8VgMVgMFoPFYDFYDBaDxWAxWAwWg8VgMVgMFoPFYDFYDBaDxWAxFjWeiweDYDyI9/yRFEERFKFY1IPFIB4MFoPFYDFYDBaDxWA9KIIiKIIiKIIiKIIiKIIiKIIiKIIiKIIiVq0YtWLUilErRq0YtWLUilErRq0YtWLUilErRq0YtWLUilErRq0YtWLUilErRq0YtWLUilErRq0YtWLUilErRq0YtWLUisFisBgsBovBYrAYLAaLUYvBYrAYLAaLwWKwGCwGi8FisBgsBovBYrAYLAaLwWKwGCwGi8FisBgsBovBYrAYLAaLwWKwGCxGcBjqbdKtF4qgCIqgCIqgCIqg3vOdFMQ7U9R73o0gXl71QsOJE8XgwFEU5fr0Db1wuT2c1sU9X/py/bN/6bd//pM+94v/1JN/+euOL/2BD7Reu7348utfMZfIJXKM2dOcdbnWzuF1F18O97ePvfL93+u7/uKP+d6f/Cse/eRf5c/9QNxEH914KlY9cjg8c+I8ubkh3pETV6ueG8/Fg2AQDOKZeksRzqzTiaAIiqAIiqAIiqAIiqAIiqAIiqAIiqAIiqAIiqAIiqAIiqAIiqAIiqAIiqAIiniuLoogHowHwfgPi/e8UG9XBEVQxINQb1kPiqAIiqAIiqAIiqAeLAaLwWKwGCwGi8FisBgsBovBYrAYLAaLwWKwGFerRqwasWrEqhGrRqwasWrEqhGrRqwasWrEqhGrRqwasWrEqhGrRqwasWrEqhGrRqwasWrEqhGrRqwasWrEqhGrRqwasWoERVAERVAERVAERVAERawiKIIiKIIiKIIiKIIiKIIiKIIiKIIiKIIiKIIiKIIiKIIiKIIiKIIiKIIiKIIiDhx7YRHfkG69K/We76Qg3pmi3vNuBPFyKhahwz2uKC644LiiiGdO9zndH7yJuPNhz7x5X5/5bddf+hW/9Y9+we/88q84P/9FN0/vPL4Je2+zDpWtnFc3jTkOb14jjx5zeeQr1hs3t97/gx/zQ3/nE177mZ/gB76H7/pQvPIIF93KORgvHMN4R048tU7PjfEgGATBIBhviQe11npZ1cU3iwfjQXxNvV0RxMutHhRBERRBEW8XFKHenfWdtlgvq/HurZfT4ZnzwnoQL6Rb7/ljLN6des+7ES+vYhE63ONqPXfBjZUnJ8cFYXCMp3iCdfXI6dXi7srnf7d+5Vd96Rd+yWd/8Zf8/q/9mg8k5smb5nrvduLo2vs7OdfMePT4/e6u67y7utt6MtEPvub2Y3/GfP9H/aX/9r/mh/4sP/C9cdywuJabx8yFC+IdOXGP04N4MJ5bQTwYI94yiGe61MspvslgMVgMlg6WDpYOWToEg3h5FVk6ZOmQ/5c9OH+2szoPBf28a31773N0JDQgRiFAzNgGPMR2nOSmqvuH7v6Lu7rqdm7fys117HgCG7CZxSgECIGms8/e37fe1jkbLBOTVLXTJSvWep5GFqKRhWhkIRpZiEYWB9J/buG65raVSH+a0GUhbYQD0TJ1/3mF/5jU/UeE21w6kMGkaRpS1RREJhMa6oxSTcGIRKJMo0VONOyt09vvuPzjn/jgl897++e/EJ9dsljuOToMDtUqxzXrSUQY5jPr9aRMqcwGUxTXNFcrl7dm7vvOc+7/3red/Lu/5cknmc3DMKMUSiEQ/iSJCQ3FV4XmDxX7GgoainBdFhKJQCKQCCQCiUAikAgkAolAIpAIJAKJQCKQCCQCiUAikAgkAolAIpAIJAKJQCKQCCQCiUAikAjXNX8kkL4qfb1SCLex5v+T9FVZHEgEEoFEIBFIBBKBROj+3NJGIpAIJAKJQCKQCCTCRiARSAQSgUQgEUgEEoFEIBFIBBKBRCARSAQSgUQgEUgEEoFEIBFIBBKBRCARSAQSgUQgEUgEEmEjfEWMmVL3n1GgIPxpEg2p+1MECsLtKbG2UVGNSIxoSJOQikmIrIZpUKYgUTDQgnGczGdJWzOuOXc+vfaGV/7P/2rvjbftvf2exZVrtqemjKOaDMPg2nJXGQbz+VwZqr1xz7W9lSmKaWvu/O7SySef9vCP/trdf/0Dnv0m994dFjNX2+RQqcKfKNGQCF8VzYFofi+SDCLJIApZHEgEEoFEIBFIBBKBRCARSAQSgUQgEUgEEoFEIBFIBBKBRCARSAQSgUQgEUgEEoFEIBFIBBKBRCAamj+UCP+G9AcKCuE21qTm3xO+RrquoBBIBBKBRCARSAQSgUSQuj+naP7jAolAIpAIJAKJQCKQCCQCiUAikAgkAolAIpAIJAKJQCKQCCQCiUAikAgkAolAIpAIJAKJQCKQCDJ8oflSjJlS959RoCD8aRINqftTBArC7WnChMQcYSQTjWhoRsVk36Cqhiys0RAYyMqE1bhUs1nMgvXE3iqdfc/6pz/3xj/+2JXXzvLpRfXq0nayPZvJcW01rbSYlGEQhdaakkEZtLpwtc6sjx135BtPOPX3f+Poj77P6XtZzMNQUQhS8aVwXSKRNgKBYEJBTGgIN0Tze6X5Wum6QhQZbnMjChqKpimKpikKGgqaUNBQbBS3s9TQUDRNUTRNUdBQ0ISChoKGYqNIf7qm+3MqiPQny3Bba77UfClapu4/r/Afk7r/iHD7ShsN1b7mhmZfotlXFEW4rvm9qZCoCI1WyEaiNdqUPvzQtZdf9v7PX3D+X35p9/V3HN0b3TPfsrx8QYmJWYhajOPaNI62VFvzLdOaVmd25zPXFgvtvpPuefYbHvwvf8O3n+HE8bCzTQ2j0FQFtdGurtXFjAmJioGs7GpS2hE0BMKB1Hwp/IEsJBJZCBSE21xDQUORmlCkJhQ0FDQUNBTdlxqK1IQiNaGgoaChoKGgofj/Q+r+nEL3H5H+WGSmruu6my01k2bfoNDQigOBQGAaWa/S715z/n/81Af//Au7r501XPzMkTKK9a6cmmFWzII2Tqwng1DrTCvVElek5Xxu+9673P3ow+ZnHnby//jfOf0Adx4NQzFGs4owj7khMWKNhmgMaZqHZThwCOGGRNP8oYJQHMhCIm0UhK7ruu4WEJmp67ruZktN0xREFhpaIRAojDkZIpjW7I3p3Me89Kpz//hj7/z8l5bvv+3QtHZItcgwjKNcjUqlzmauTivjrBiHandq1o2oM9vbO/LIHU599wfufPab5j/8No+dDjvVqgx2hRAOqYaGyUYbjZX1UBTFIpEI1zXCvy+LPxK6ruu6W0Bkpq7rupuvSU1IWiXRCoFCFpbThKas9yymJIO9Mb30O8tf/NIL/9d/1S5c0C5esrU3ukOxSIYSWk2X1tesZ0XOK1Hti5E6MZm7WrYcefSMe3/wrLt+9F2efYL77oxxVlzOZhZzg8GgqAhkpimbnJpZnZEIN0RDIZo/VnRd13W3pshMXdd1N1+TmpC0SqIVAoWpsIuCqqnTnmHdSCxX6eNP+ed/8d4vX3D2F782nv/YyRwcKUUsd+2trqlbg7E0U6FFUxsxNdZpGkMuDlvWGcePOPL4GXd//znHfvAc33icE0fiSmFlrqkCO4ot140YkyEoSDeEG8JGOJCa5oaiCF3Xdd2tIDJT13XdzdekJiStkmiFQGEqrNBshNGWVFpjalzZ5fNr6bU3ffqLF7z3/K9devWs8eOP7UzNHUO1iNRyrbWRaEgRKTNlFvPZYbvryXJivbNlduo+x599yj1/+31bzz7BIw/G3taWpcGELdUhhRUmzBH+fYEg7Wsa0kZVhK7ruu5WEJmp67ruZktN0xQpstLQCoEgKyvstmaVk0WtthSDpmpc3qVUri3TxxfsvfyK1//nP/vg+d+Yf3LRXWMaPr9sa1qbmUQ04yythzQOKaOarjVDVjNzU4TdGLRjR8wefVh5/CEP/m9/b3j0tNnp+yJnW1JRVNaFcWRrkOFAuC5tpI2wEaR9TUNqQlEUoeu6rrsVRGbquq672VIzaQJVoaEVBwLBGlOhIe1L07RyqC4MGmNjSsaRq1fSW+9476c/894//cTl377m+JWlY+PoUEvVyjqaZVlZ1klipy0MrZipImZ2V5NLrdndOWR153FHvvW4U3/9fXf/zQ948BTbh0IpRNCSeTXZV+wrNsJ16YYg7Wv2NU1BGHRd13W3hshMXdd1N1tq1pp9M0W4rhUSiUCQhQnNDQWBgtDQWE9kSxc+NT7/kk9/9aLX/9t/N/v4U8Nnn9lJFvPU2mSVazWb+V4zMzCbGSNcmZrllOrikNmhO1xZT+rJk+7+xlMe+Nvv84Pv8vA9YVGYFftGYWrNUAYUU0ulVOGGgpQim30RaWPQdV3X3RoiM3Vd191sibWGpiqq67LQkG4oDmRxoNlIjL6UtLWtEkwjn19JH5yz+8JLPnnxZed/8bzle+9b7C5tZ1pgK0JZrrTWTPMqtreog9XItLdmFbQqhy31zuO2H3vI9nNPOvadJw3PPs4D94RSyCaTmC1QpWISxpaGUuwLFES6rqHZGAhd13XdLSAyU9d13c2WmDQNFQWRhUQifVWxEQgmjEgExrZWpUUJYaRNfHYxvfuBT379oo9+9rzPn/+d9u45x5bNsdlClsnuemkVjaGqdaa1ZrYOg2IrtizHyZXWXN2aW99zzLGnH/PgD7/j6HNP8c0n2JqFGIhCVIaBqCbFiEBBRaTrGtkI1w2Eruu67hYQmanruu5mSzTNlwpCIZFIpBsCgXAgg5WNQNNMbVJKSM1kZSHNpyld/JxXz7r6kxec/8nzrv3urNXFi3I+oSkRhsRqFOvJdhkcWmyRYYq0l8XlnFyKph3edvz0KYfOnHLmf/kbwxOP8dDDYRiIQhmYz2QppqiajYrqumw0G6UQuq7rultAZKau67o/t0Rofq8hCxoKGqUQTSpoVlMzq1UI+xomjJo9K4NqZmVrb80606dXeOkNF/77//TG88/75MI5sdqzs5oczeKOkbpcMY6m0uzmaJxXZXsu62BcT6blaBHVeHjH7oMnnf6r7zn9Nz/i8cc4eTLMZswHbVyLQ4etbRRUhMaUZFIHQtd1XXcLiMzUdV130yXSRiBIzb7whXRdIwvRiCIxIVBdl6m1RlRRigkT0kYxGtYrJSrrkeWU3jxr7+xbXv7x//D5W2+7+to7tj+76p4s7lAZV8bcs94qdkvThmIYBnVKZXeyWDXjMPduTBanT7n3qSedeu5ZW99+jicf4+iRMBsYijGqCYGK6rpppCXDjNB1XdfdAiIzdV3X3XSJyUZBkNE0+5qCsC8RSJMwoaFgnkgkk5CKQBEiMaIiXTeRa+aFSNar9IsXXH3hZe/97NeuvvKm4aOLtnavWUyTWU1lq7o6LS3bKCqzDGXNvKHMLOvcJWG5vW04fcrRbz3l5HeecfK5ZznzcLShWM0HWQYFFRWh0ZKohK7ruu4WEJmp67rupktMNgqCjKb5UlNsBBINExIVdT2KKNSBKPblRCQSiUQgJ7mo9jS7mpmlw3stffgpr73l6vMv+uhnv3bxlVfVzy7bKc24XhrHJYXZvKpBTE1t1BhUc1dHrtRiub1lefSI+ZlT7v/hX7n3u8/ZfuabbM2jLWbMZlJVEArphiB9VbgufVU0aaOhKG5o9jU3FBthXyF9Vei6ruu+EJmp67ruzyLdEA6kLzXhq9JGQ0H4QhbCDYn0VYFgwqRJXN277PhiW6wyffQpv37Fxz/9pXM//6XPXn/DXbOZvHqF9VItqRi1Nqk1bM/myjpoIRXr5Fo0u4fm4p4Txvvu8tDf/427v/9dnvkGs3lko822iEFB7k1KqQxMwWSjoCQl0WxEozaTNGlSUVWhSA1Nk9K+Zl8oCqoQCllINAQKQtd1XXddZKau67rbzYhdGztS2d3j8jK9+4HxNy/5/JXX/OYf/h+zK1fNVkvb2cyyaeOSaTSUQktlCrMoijRNk2VrVttze0e2re8+4fgz33L6Rz90+LlneeRMmM0ZZi5+fsmxo8fsa40xkdQgECjhhtLQTCaThmJmhqJpUtOk1HwpUBQhVIUsJBoCBaHruq67LjJT13Xdbaslq5EatIlx5NKV9MH7Pv3JT33421ec+81vjOc/cbxxJKr5ajJOK9NQjJFmikUtoqVptdbGNNXq4t6ePH7Ckccec/f3v+3uH35X+eZT3HMiLOauCamYKeaJCWkjyIE1mo3QDJoqHWgzwkY0NCnta24oAkUopBtC13Vd94XITF3XdbedxO5EVAbXTZSGkZxY7aX1xIsvevuffurDX/3G+t3z5p/v2tpdiTYZS7M2qkEN6pRiuTafWMTMfL5weWyubC+Md58Ujz3g+Le/5cx/+b763De1RcRobq7QgjUyKJWBsbDChIIBg6ZmoxWyEDbCdY1oDkQi7EvFRvGHQtd1XfelyExd13W3nYbdRilU1GaVe9Y11WCmqdMeq0yffMaLrzj/z7/ywa9ecuXtD7ly2XZJkZNSiEhlnORqz9YUDsVgbrBqzV4dXNmau7hVufekU9/+hpPf+ZYTf/dDjh8Nh3aIYEqr1pjNGBZSkTYKKqrrEonmj4XrGqWhEA4kmiLdUBG6ruu6fZGZuq7rbjsNaxsFNe2VNGomqdlT28qRMmdv5No6vfMRv3nV2Z//yke/fcXy3XfMlnvkZFGLOWbTaN7SIqrVtV2ZyWxuWixcqVyplCOH5V13evh//TtHHn/MHc88zX13h/nAEEaDUUEIRVVURPqqhvT1ohEIBImmmNwwQ+i6ruv2RWbquq677STSgbE1UzTqYNLQTNa2DQaN3SVZmIK9Kb32pisv/9a7//CPVu++7/NzH4gruw4JW5Hm2USkGKq1USpyKKIMMlNOabdWe8fudPSpRz30o+868t1v8fiDHD8SZnMrgQHVTBEK6euljUT4qnAgg4bJDTOEruu6bl9kpq7ruttNYkwiHBjRclSiqAKTGJuhFhKZrCcCU6ZrS1542fTzX/ndT/7Fpbfetbi663BLta2ZRus2ilnIklprSkuzFuqUVoqLrZqOHjE/fY8jTzzs2HNPufPZJw2PneHEsVAHVAyoZPGlDBoSgYJINyTC72XQkG6oCF3Xdd2+yExd13W3mwkjEoGKikikjbQRCBvRJKKt2d1L5z/mpdd8/NNf+OhXLxnf/9D8yq5hXAlNa2tjW0uTWR3MSyhTWq3Tus6t60ybz6wWgzx+xM4jDzn1g287/szTPPUodxwOi7mMKgwotGLfqtDcUFAQWC1Xtrfm/lD6UrMvFF3Xdd1GZKau67rbzYQRiYKKmkgk0kYgUBgxYcJgNB+XjCOXl+m98/z2DZ8+/6IPnv+1z954y2w9OVTD1hBqprbaY1yb1cF8se3q3tokxBRaDeMwcMdh9YG7xQP3OP2jH9h+7CHliTOcOB6iUgqrZnday/lcHbbsm0zW41qt1TxmCsJGQfhCIpqNouu6rtuIzNR1XXc7ShvhuvTHEoFgQqK5oVgZTLTGlFy5ml4/69Nf/sbF377qo1+9xEcX1EtX3FEGO7OZmEar1cqUzbC1MK1HZWxqBFmssDcf7O1sqQ/c6/ATZ9z13Wcc/daTPHg/J4+F2Ywo1uvRbLYlhYY1EsVgX6AgUBBpI5sDUQhd13XddZGZuq7rbjtpIxtR/JFwIG00NxQbTUOzNqnSYBLjlD66wLkLPv3Hn/r0hZdd+PXv+PSSQ1OqUyOaGmwvqmlcK2MzRDFkmKZJizDOFz5ZLe3dcYgH7nHkG4+5+6+ede+3v8GjD7K1HXIggihkUgdTFJNirRkM9lUEaiKRzYFSCF3Xdd11kZm6rutuO4lsaCgEwoH0h4p94QuJtDFODMW6NCvNhNBsWZlduZYu7vLKWZd/9qLzz7/o49+9bvfjTx2ZzZw8smO8/ImY1pRQa8hMuR6VVszKDOHyNLpci+Xxw2aPnHLs2afc9cwT7njgAfMnnma2CEMlk6GytZBRrRVNsS9QMbgu0ZoDpRC6ruu66yIzdV3X3X4a6brmQLiu+HdlQUMhMaKispT2TAKDtGVSxomrY3rvQ14968pvX/XBS684/8bbVh+dc2Jamq33RKXOZ2qkaT2K9WTIsFXmSp1ZDYPPcvRppPGOQ46fOe3Iww+6/9lnHHnscR57lMPbYRgYKsNgijAqUrGvYIZItOZAKYSu67ruushMXdd1t5vUTPY1gYJwXdpIJMJGuK4QDcWBVkgkVk0rTZkPREMjk9ZYr7iyly5d5q13nf3JL7z7039xz+WLysULlleuKBhKKNI0TTLTuk2GOjObLUQLy2sr42pyeLEj7zrhk1N32vnmEx597hmHHn+Ue+/hjsNha2FdQw4LTbGvYIZINBsFoeu6rrsuMlPXdd3tJrHWpKYqqiYUstEKGgoaCqWhEE0qDmQRiYbJRkE247iSA7P5QCZ7K9YTU6aPLvDmWR/+w//t6tm3fPTWu9aXL9vKZh4hplEb17a35vau7Yqp2Zkt7JQtdTWxO7pUw0fHDrt0ZNvszuNOPvaIh3/wPXd89zlO38/2IswrZTAJqQjFvupfSV8vfKHZl5qNRAgD6Y8lAonw9ULXdd0tJTJT13Xd7SjRNEURGgoaWdBQ0FCIRhaiofi9tJE2wg3huuZAIhsNDeOU3nybc+d9/NLLXv/Zr3z821eUi5ccTY6VMFuvlGltVtMwhKmtLddLUYut2Y5cF9emZr2YceyI9YmjDp253yN/+0NbP/we99/H9iIMc+rMSjUaTDYONUoS6YZA2AhEQ9OMmoamaYpqsE0rfi+R/m1hIxAIXdd1t4zITF3Xdd1N1hpj4+puOnfetVff9Onv3nDpldd9/trr9s6dc3IYlOWuul4ahonC3rhrNJpldbzeYVqlZTR7s+rykMbDh2w/eMr2Q6c8+N1v23niMZ54kqPHQq3GEqa6JTEgUBBpI7FmmiZ1qxKIEZPRJE1SKorBFjmQNtJGuiEQbggboeu67pYSmanruq672RrZaMnUuLZM5z/l9dd9+KvfuPDKKz4/e1Z8dslw5aqtNjpUq9LWYppMrYDEjOUAACAASURBVMntHasI0dK6TabWTLXIxbZxa277vnscfughJ55+0vHHHxMPnebeu8PONrPBbkl7QlUMqjlqIpFIG4FolCY1k2ZfNaCgCF8v0ZBoSBuBGULXdd2tITJT13Vdd3OlZndaKiUssohsjI0r19IH5/jwvPd+/FPL98659MZZy3PnDVevOZxhZ5ipw+D88jKLQW0hx1FtDMNMKYNVhKvZrA9tqSdOOvzQA+75xhPufepJTp/i5LFw6i7TbI4QwjSlUNUaIm2kr8okJwK1mHy9tNFspCYVTUNRMSiqruu6W0Nkpq7ruu7mmrDWNE1oitEckY2xsdxLn1zkrXd89ovfeP+Xv/b562/z2WXzVTPLJoZmPlRV1VZ7pnFUhH3jlMaC+dw4X1gNRW5vOXrvPR56/HGHHn1Q/dEPuO8ujh8NdaAWa2mvhBaDEAoGzBEjGtYoWJCl+VLT7Es3NBspEVIiFMwUoei6rrsVRGbquq7rbq7EyiQFmiaFSZFmJmUcSVxbpw8/5fW37f72dR++/KoPXn3Tlfc+cKKync0QRRFKm8iUOSmJWqyn0apNWoYpipgPDh3ekcePWzz9lDuefsLJZ7/JYw9z4miYV2aDpWqJUMwwxzBhxGhjC7WhoEkbzb6GguZfKzZCQdF1XXcriMzUdV3X3Xx7u0vzxUApJs2IJjFquVL2RodmC0asW/rkEq+/5e0XX/bZS68oL70qPrrg2rWraimGErTRIM1n1VCK3auXrddr24stW1tbMtN6uWcXV+bbtu+/38knH3XiqcdsP/6wePh+Tt8X7jxmL6pWZsKgYJ6Y0GxUhI2wEb7QUNBIJNJGIlAKoeu67pYQmanruq67yRJT2hits8lZlUgbIQ2obWTdiIHVOl24yDsfWP/4X3z24u+8++ZZ62tX1dVaW+6Zt9HOMGjLpZppXkIpjOs9q9WeeR1s7exYtZmryZXKeOyInUcecPKZp935zactHryfJ54Is4H5gjqQg99LhBsC4UAifCGRaEikjUBF0XVdd0uIzNR1XdfdZInmhuJARtOQaDYKAgWhObBep/c+4I03ffLCy957+Xeuvvshn16ydW1pe93MxzWrpZppNg/NZHfcM5kMw2CIGWUuS7WUrmbj8GFHHnzQHQ+eduq7z3H/PTx4Otx7FzvbzIqpVCkMBhrjRBnIINFsFFREQ6Ih0ZBYoOi6rrslRGbquq7r/gzSvy1INCQmJBoSC6NhusZqlT7+jPc+dPWVN51/4bfOvfCyK2+/53it6u7SkKOteVVKs25rLSelFKZmWo+KYjEs1DqzTpbCchisj+w4/sSjHvjBd9zxnWc4c5qTx8KhBaUyzShzAsGECQ0NiYKalImhIZAIVBRd13W3hMhMXdd13c2VWCNREaiua25IBIIM1mho9jXpqm0Uwbqlz67y9gfWb7xj/f6HXv6nH5suXDR++qmyXJpNa7NsBqkOoW5Vy+U1uTfZKoNDZS6nZr1Oey0tZ8Xq0LbpxFHl3pOOPHbGA88+7ei3n+HhM8Q8bG0TKCzXazkfpJkJaaMiUFAasyBcF7qu624ZkZm6ruu6m2vCGg0FAyoikWhuCBQymNDQsLIWRhXbimiNvTFd3ePa0vSrF1x5+10fv/yaz86etb5wgatXlb2VbCt1nrTJrDE06rqpYzOvg8XWIesIV7P5vE2uDMGxo46fvt+9j5yxePABJ7/3Pe4/FU7eyWygYigyikvjnmHY0YQvVRQkSmNeCF3XdbeGyExd13XdzTVhRCJQURGuazbSDWEjHMigYdLsSwSqpoxrsbem1HThIq++5fKrr7v81tsuv/u+S+9+4OqFj8W4NJgsajWvRR2bcblUWpqVSqYoRSszYwmjlHVQ5gt7O4cc+fa3HHnsjNNPPMFDp7nvrrCzxTAw7nHosFGxsq8qin2BxAKh67ru1hCZqeu6rrv50leFL6Qb0tdL1nujGKoyCy2YkAhUDDkyJnvrdPESH53n7Ds+ee0Nl95516WzZy0vfOzaZ5+p0+RQrRZCnSZ1HJWkpANj0loTZVDqYLVY+Gwoyoljjp26z4lHHnLXE48YnniUh05x/GgYBoZKGTShCaGi2FcQuq7rbg2Rmbqu67qbLDEiEQhUBImGtBEoCNeljYbmhiCRQRQCV68s7WzP0WgTbWS1TJ98woef2P3J8669cdb7b77p8vnz4tJV8709W9lsCdPursVsZrZYKPPBKO1Ok+W41sa0U+Z216PVfBAnj5ndf7fDj5x2z7PftPP0Y9xzL0cOh6NHmQ3EQLouKJWohK7rultCZKau67ruJmsYkQgUFAQZTGg2CgIFkTYSKxQbgbARNgoCSY5LsolZRWNvSucvcu4T3n7Lxd++4v2XfuvTs2fFpSt2pB1FXY9yNRqnlQO1GIbBogyGdbNcr7Rh0A4tXI50uaTFffc4euYhJx5/1IlHHjF/6ikeuD/MZ5RCFIZKqRQbUfxrqfj3NTRhX/G1svh3RSOLf1P4I2kjdF33lyQyU9d1XXeTJdINYSMcSH8sfCFtpK8KG+FrNDc0WrJek43VOn14zuq9cy689ZZ3f/Oij3/3mr0Pz9u6unR4nU4Mg8OqstwTy7WpNJe3qmlWzLOopShTmqa0Hie70tadJw133eXwmQcde+yMOx49w5kHeeC+cMcOkSzmDpRCJqXaN7ZGGYQqfb2wltYKQhECxYEMB1pBIf2xaEQji6+I4kDYCAfSRrNRELqu+0sRmanruq673TTraWVWK9lYrdjdTZeuWH9wzu5753zw619bvnfOtTff4ZOLhiu7tleTI1HNt+Y+K6OVUV1NhmmyaGFeqplBK9U0G1ybDa4t5lZHdwz33u3Yow+7+/FHbN1/r+H0/dx9Mhw5QsE0EsHWllQ0IRUUgYKciESgrqRRUf1ehswUGZRCFgeyOJA2ArWhofiKLL4ibCQZfi90XfeXJDJT13Vdd/sZx9EwFLLRkmyMjXFKly7x0Se8ddYnL/7OJ2+85er7H9q98Il2Zdew3HP/9payXmnrUWuNaPaN0ihMtbqmuSYtS5WHtiyOHrNz4oRy/Ki7v/Ut87tPOnH6lK0H7w+n7mU+MARRrDJEFCWLOgVTIYNEQUVpBMKBRENKIXyp2Aj7mkmxhwlFESgIBAoCBeEL6atC13V/QSIzdV3XdbefbEQgaeNacV0E08jukjpw5Vr66CM+umB6730fvPaGt159xfLs+45/9rmd1Z5A1FBryEzrtraeRkphGChFK1WLsE7G5FpUw513y6N3OHr/ve554oz7vvGU2SMPcfyOMKscO0YpKAgmTEFUCgIV4UCGAw1pX7PRNF9K+5qwMphQEAhUFAQqAtV1ifRVgdB13V+IyExd13XdbSj9XmuUsJGYJnKiJa0xNfZW6f1zLrz+umtn3/H+P/w3s88v2bt0ybi3NJ+arRrmmGcqiTbKqWmSLFqQwRgzV3dD2TmsHjpkvTXIIzsOn77fqWeedvyJR3n8UY4dDseOMq8MxSgtc9KympW5Aw2NghrUIIovNJNmQpOaZrKvYGZfsRGoCBQECsJ1aSORCARC13V/ISIzdV3XdbefNhGBcKCFAwWBnJoIZKMhkym5tpsufc5vXrR6+6x3XnvN+TfPWn70sXL5mvl6ZbFaOxLVMI7qNKlJjRAR9k1RTRZaDEZp2ZqrOWk72w7de6/tU/fafvi0xQP3OP7ko+ZnHuCeE+HItixhbS7NhI1AaRTXBeEL0SQmTZMamqaoBoNwQ/FV4QvpqxJhI3Rd9xciMlPXdV13+2mTjUJDw5g0Kf5f9uDtya4rPwzz91trn0s30LgSIIczw5E0iiyXbJcr5bzYSeXdlVulKirFcWwrefHfGj/4fpFkjWZ4A0EADTT6ds7Ze62f0X1INjGkpak8qIac/X0RalBc6XabrYL1cqVEoY3stun1K372M8//8184+YtfOP/5Ry4//MT07IVbm52DXbNuzbqlZVB618adTe/cvuVinARWywPDYm3butOpuShpt14bfvCO27/1Y7d++mO3fvJDR7/1Qwc/ei+884jhkGHFUIkgSHvd24oufE0vTEg3AoFAIOyFt4XZbPY9FJlpNpvNZr95MpFEkEFDQ9q77KNVWShuhL2qGaaJNtEbm136/IXxT//cp//m3zj92S+c/cWHFqcX6slri/MLq3FyKKyQJZwZtdINZWFRBm3sdmNTlmvL27edjDvb5dLlqtoeLNV37nnwkx96/3d/6s4HHxh+/w+4dRBuHXK4Zr2kIoqdxOBKVVRvdDQkOtJeoiAQKCj2AuEr6UaYzWbfJ5GZZrPZbPabqPtSoisSHenbhb2KmmiITjZ65+I8nZ5ydu7F//cvfPKv/62n/+rfWxyfeNjC4W40nG/EtLNYhaltZFSLxUJGsd2NRl3UhSmZhDHTJFhUi/WB1cEt0+GBo7/xe27/zk88+oPf52/8lHfvh4MFNewiZD0w6fRinYM6BZMbBdVeuJbZZQlKUkLLdKVEQXelZdPHyXp5YDabfX9EZprNZrPZb5qOjkS4kuj20pUifFNRhDc60l7xhc5uy3bDxWV69YqPnjj5t//BL/7Fv/T0T/5Uvjp1R7qdW7m7IIthGEQtMskIy2GQPZQIRYge+tTk1LTWXEbY3b9nvHfb8p0HDn/0nqPf/S2P/tbvW//B3+TRw7CbuHWESh/oSEzYNY4q0fVMGahVoiN1FE3TW1OSoYYaVbEXitls9v0RmWk2m81mv2k6GjqKbxfekvayoNCRrvVCKWQQiey0id7YbNKnT1z+/BeOP/7E68+fWbw89vpf/mvl5MTm/EIbJ9G6QVrVwapWbbtTeiotha4KNYpSil7DRQwuI21LGFcLw7377nzwIw9+53cc/OA9D37v9/jJB+HxuwwLlgtKoXC5vVQPFiapabpEFYqmaZqVtYLQhbRQVCEUEmE2m32PRGaazWaz2W+ajoaOgo7iW6W9DF/JwbUk0RFBKW4kemPc0iaGknIyffbU6V/8XP75z/Snnzv+9DMvn3xu8+KVfnaubLaW0+jOsDKMTYyjaJNBiqBESFxkk3UQZZClyhi05UoeHNit1x7//n/jzm/9tts//Yn6g8fKew/Du484ukVlO220QpSqqFLRkYqUUiqKQQhFRfVGD5kpajGbzb4/IjPNZrPZ7DdNlzoSISTCtfQrKFoWEUQSiY5E2kssEIhOdE3TdNvzE0dqOj72+uMnXn/4ifMPP3X54RPbjz/TXxwbP3vmcJqspm5VWNUistMnu2w2uoxi6JQWFq1YxFIMC32x8LJNpvu3LX/yQ7d+7wP1g3fFew8dffC+e+//IGJYc3iLgzVRKEFBFFd2rcmoSqmqKoRQSHthNpt9j0Rmms1ms9lvntR9Xfgl6Ws6CtFR0O2mJoZqYSCRSKS9XbIKClNPUzRRitRdKVggps7paXpxwmfPXP78I7tPPvXRv/xX8uUru+cvTK9PlHFrSJYllEiL1VKfGruu7poyMnSqopcwrRaO28b21kp9/MD2zsrZqjp4dN/9H/7Qb//u33br3kP18SPu3Q0HBxysOTqgBLVQClGI0KeQQa3VbDb7/onMNJvNZrPfPIlur9gL35SudBRdR1FM+jSqQ6AipEFzI+xFo3gjMHVaQyEqCyQ6OtrE+Wl68ZyzMz75yOmf/Innf/afnX76xO7FC9P5ueFyZ71Jiwy1hFqrUoormU3LbnV44HJ7YTeOejC2yXYc1cWgHt013nrX8v4jd99/z73333X0o/csf/IjfvIjHj0IgYMl6xVDQTVFyqhKUBBms9n3RWSm2Ww2m/3mSXQUf7XuRiJ0NSciUXSMPU1CKQsFPYnOuiDRsWsEaiUQmOidsrTXJ8Yd0bm4SM+f8dln8pPPvPjoE88+/Mj4+TPbP/vYajNq0ySzKdlVqUg1uz7urGpRMmmTQVoORREucnAcBy6GlayDcriyfvDA0buPHb73WH1w1zu/+zuGd+7z/rvh3YfcPqKiFiKIguIt4S2JQCKQCG9Lex3pbYGC8EYikQgU0tvC16Qb0cmCjuIr4VeSCCTC16RvF2bfe903FV9Kf7nwK0jfLmi+qdgLX5O+XfqGyEyz2Ww2+82UCH+19E2h+7pUXOn2ir3wRrqRboRvyk4iO5m0iUymll6dOH7yqfHJ56Z//5/Es2OvPv3M6ydPtZcnFputw9asdXU3CRM5yZi00rWSMrptrablkU2GmFJNlrFSYpClmiLcee8HDn/4rju//SOrH72rvvNQeeeO8vid8OABD96lLGgNSVRZQoZrUego6CjoKGiNoSCYMKGjY9JdqagYdMsMGjJoqFgUOxR7oSsIX0ikL3SyoJOFQCneEm4kGb7SUdBR7EX61YTZ905H901F2uuKK2mvu1FQEekvlwhf6L4SbNFQ7IUiUFEQ3kgkEol0I+2lvSAy02w2m81mv44yU2tNKUUpxZVpmgxnZ+n8nCef2f3s51787BcuPnpi++Rz09NnvD7VTk4MOVkWFgNRQ4/Rru1sM523FKU6qAu3ysoqB6WFPjZjsstiXAy2t5amo5X66L47P3rfo9/6kdW77zv44KfK0V3l/t1w9x6Ha6q9bPow6FLrZAkRodYiUBDpKy1o6OhIqQqBiopIdPRGYKgme2Gv6MLXpC90sqCTxbUoBBKBRCAR/mqJQCKQCN8UZt87HR1pL3wpFVe64kvpbYFiL9JeeFv6mu4twYSGUHypIOwVhDfSXrqR6Ehvicw0m81ms9mvq967zFRr9ZWc6CPjyG5Ml1tevOLPf+7pv/8Tr//iF/rzY+3Fsctnz/WTE8upWZdqVYtSil5TD7SuT01rKTOJSq0Obx3ZTM35dmeryWFhOFhZHxzo60N5dM/ho8ce//aP3fudD/jgfd57l4d3wp1DlgO1ECEVTegdDT0tS6CThUgSmSgEhiBoQcOEhkTFGjXthbekvW4vdRR0FFUXvZCdLEQnC4FE+KZ0I1D8asLse6dL3Y3iS6F4S3pbIsigo/g2HQXd27orodALaS8QCBIdiYZER6Lbq1ihphtJZKbZbDabzX7d9d713u11w1BkjmKayKAluym9PuX1BX/653YffuTpf/hTL3/2kfbshXq5EdtJnUbraCIneph603tXSlGXC3VYuLy8VMqglEItQtWym3ajsae+WnK4Ntw5Uu7fUR/et3r/sVs//qHh8Tse/N2/xa1b4eiIW4dEoQQGex2dRBYy7VUCrVNDizAOTGjoGHCU6PbCjUCQ6Eh7HWmvYtDp3pZ+daUQvim9Lcy+ZxJd93XFlSK8kfbSXiLdCBQyJhR/le5K96Wq0AppL+wFggw6GhKJjkRHQdUVXVFQBCIzzWaz2Wz262a326m1qrX6VukLTetd6EoJMmmdXUsvXvLJUz55avvhUy9/8bFnP/vI5ukT8fRTt/ukxmAoRBI9lQh0rTXXSmjBFJ0SlCJqkdk0zdi6bUtTVsPtWw4ePlTv33f04x+rDx84+OEPHP34R4b3H/PO/XDvPsvKdMlioFaikAVJTxTKgJD2IsggEomGtBf2wl7YC4QbQdrrrnQ3uuKbwi9LhFRQ/LLwV0h7YfYdlWhuBIq98EYikUikG4mC0imNDNfCf0WRflnxpUh7iUDaS3vpmwrbMpmkEK4Ug8hMs9lsNpv9uum9iwhXMlNEiAjXkn42KusFlSyM6JjsRE+HpYqWTJ3Lll6d8ukz00ef2H32md0v/lx/9dLJsxdOX7yweX0mLzbqOCpT9+DOEb3J3k19NPVJ90YJtXSX568sazEMS1Ulq4yFGJbaau3lOMo7R4Z3Hlg+fmT5g0duv/fYnfceqw+OrB4/tLh7O9y/y63blEIEEQjqgEoW17q9jkRxI5AIpL3wTWGvMKHpKOjCjaLbS+FtBd2ViuJLxdvCf0XaC7PvqERH2gsUe+GNRCLtJdKNQHRKI4PwS4prgSyEtyS6GwWR9hKJtJdINxKVNmyNOgqKrorMNJvNZrPZr6vM1Ht3pZQiIujYIl3rfbId6OtBR8eoKbq14iCJHjRsp7S75PQ5n3/m2YcfOv7wY5unx/qLE16eirMzJx9/athOFuNkiVUtailyGvW2s4zRIqi1osgMu3Gym9hmqqsDU62mxWBXqlwsDAeHDu4dibtHPvjv/o68d+To4X31wX3uHXH3KNy9w+EBw8AwoKCgksW1CBl0bysIX0h76UYiUZgKkxvhRuj2uuJtgXSloPhSeFuxF35J2guz77BEt1fciPS29E1pLyay+EogEcW1QCL8agLpm9JeIBETsUUiNINURWaazWaz2ezXTWa6EhG+YUx60FFRyIEdttjqBsWVARUDKqo3shMjbcNul7aN80s+e+bk5x+6/PRzr37+C9unL1x++tT06rXl1Cxbyu0oN2furEKMO9M0yaSUYhgGJQalDMZxFGXQg7E1u3HUoxgWC+1w7cUijEdrq9tHDu7fcfjuI/d//EMPf+snDt59JH76U4YSFksWCxYDw4JSKaRiFL5UFFfCXlFcCV9IN4KGdCN8m+6/rkiEb1fshV+S9sLsuyy9JcO36r6pINIbHcU3JMJfKoPubcXbQrfXvaU3pi06pVAqMYjMNJvNZrPZd1WiI+11NwoCBZH2EkELUkcXUtFFNna7NDU+e8rJOU8+d/7zj738s5978ee/8PKTz4zHx+4vB8O4k72L7BZR1KAIgzSUqo1b47ilp1KKOhQRYVvDsbBbFKGKOijLlWF9oB4eyIO1g/fetX780L3f/rG7P/mRxfuPeedBuHeX1YI6EBWpS8Ug7XWk4koXrqQvFVVRGzHZC1Q3wl74pkwtu1Kr7o3sIkIIX+rZ1Si+TWbKTKUUs++wbi98JcO1ju3YxVBEuNYQ9goCYS+RqAg3wtt6p6AXmq7pAgWBkAoCRQqdDHQSiUw2W1rSks+fcPs2j98VmWk2m81ms++ShhFNVxWhq4qKSCQS6W2BRCDIQkNHR9eFUZisFabG+Sa9OOHZS56/5MVrzs98/h//k4vnz7148tTZ8TGXG+veLTMNvavjzqoWq0otoU+jqe201oxCHhxoMRiE6CFbykypGGu1rQN3bxneua++c0e/f8Td2xZ3b8tbh+7/5Lct79z14OGjqA8fcHSLWoiCTq1E0lPLrhWiFKUsVZVpIL0t7AW7zdaVLCFqUWpVa/hKpt67zBQRaq2+rvfuSkS4EhFm3xOJRCJ8pSct6dHVWnQkEt1e2mtSCAWBRLiSZBqiuBJJ9HSllhBBYrQVmiJUVzqtM3V6pyyYRs4vOT01vT51/vo0z1+firML7cNP1eTT7bkf/52/4/H/8N9HZKbZbDabzb5LJlzoUlcUS91SER0dHb2QCAQCYS8x2qsoqChMQdeFVDVF0jvjyDSl7cQ48fOPjc+OnTx5avP5c9Ozl9rnz10+eWo6PrY9PnYYrGsIk9Z3uqbWUOvCxenGEINlqRaxMAi1kxl6ssum18G4HOyGsK1FWw/q4Vo/PHDw+H31zm2379135/49B/fuWd2/w7273D4I9+5ye83REesFpVC8EURw0VguWSxci+JaKQSJho5EoiNRsfZG62S6khEiQu9dZiqluJLhK6UUaS/MvrMSHeFtgaBLXbjSXekaUpNIoRt8KVAQqLqKNKlJiULaSySyYaR3xi2bHZeXnF7w+kw7uzS9Ost+fmF6fW7z8pXLk1MXr165PD3TLrfOnj130UYvF8Xf+1//ob/xj/5IZKbZbDabzb5LJmx1XbdQDLpBoaGjIX2hUBAoCCRGdFQEAgUFwXacqJRKuJL2usEbu2SzS5uR8wuOT/joE5e/+Mj26edef/wRZ6cuX7xw/vKl7dmJ7KNlLQ7qwq1cqGOnddFT6SkSPWWGxWIhg0natmbMpgUxVLlcmoa1Piy0KFoNuVpZ3zty9O4j64d3rd55YP3wrsN3H/PwHrdusVqE1ZqDJQ8eUQvhjULB1AgMg6lPsha9FL2ErkghDAasEt2NcCN8JaXMFBEyCOFKmH2ndd8U9qKTSYS97usSDU2iKT0VoYY3gt6ZOpKetMZ2x/mF6eyci3PD2Dk7z+n0xOXpuenszOXJqYsXx8bX515+8kRsd2I7iu1OGRtTZ2q0rpbi2fbSy8PBP/jHf+TH/88/EZlpNpvNZrPvkkRH0YVCdnoh0b2tIFDIoKGjIZIBgzc6Et2NQKAiugkNFUMv9E56ozGNbDZps2G34/kxT5+5/MWHTv/iY5dPnto+P7Z9+UqeXri9G9lsbbdbrTVlCMMwKItBBLvdzhBFiRCRoqcrgcjCZlLrQtSFnW7Tu13FaiUPV9piIQ+XyuGhxdGh9Z077j5+x6P33hOPH/CjH3D3Fke3w3rFMLBccXBAKRSUIArVG0WXumJQ5PlOZKVWShDhWqAEJVwL19Lbwux7IcneRSY6Ap2puxaFEq6lL3R0sruWScc0cnnJdkMd2Gw4u+D0dXr12tmrl85enaivzpz/u5+przc2F2d2u50cR32abC8vTLudIYI2idZFdrUUixIiQmRRLXw+bh0frfz9f/pH3vnjfywy02w2m81m3zmJ9E1pLxAIEh0NiYYJBRULDN7o6Eh0BAIFkXphkijKLg0lqAhaG4mulkLvTJ3tmF6d8fqU49d89szmo09dfvbUk//w7/Tz185fnxovL+TU1N7V7EpPQ+8GLBWLoEgFkdSWbLtlqepiMAm73ux6NxVarc7HUavVVKupEIuF1eGBw6M78s6BV+ui3rvj3jsP3X/8jjsPH7r16BEPHnB0m0fvhmVlsSCCtLeoxAILovhKeCPJJFALYS9Ie03KTIsoZt9NiW4vpMguIshOR08SHd0bnUR2pmTakknbMTW2W07PefF5Tk+fu3h17NlHH5tOz5y/fGlz+tp4sdE3W20cLTfNvdOmXo7GcSSbUopaQ0SIbNbrpd6b7B1dRCiFiBA95LTwDxTQ1AAAGABJREFUCs/vrv23/9f/4cE//SORmWaz2Ww2+85Jb2lB2uv20o3wtuJKl9KVEPaKsFfshS+kvcSIAYFA0Fqa+igzrYYqBJKOnmRPJ6/l65dOP/2Z8eWx06fPnX/61PjZc7snz+w+P+blqUerA7Hdye2lttvSJleypIiwWC313vTeZZJBLQsxLJQYtEwRocSgB62l3Tgax2bbJ+VgJZaDYb2yuHXL8vYtw61bysGBvlpa3L1rcfu21b271kd3LI9uWx3d4e4RR3fCD99ntWYxUAqSTGoQoU07UYuoVdQi7TWp925Zqtl3U2JjRFgoKsIbvTN1po7KNHK5Y7ths+PinIst5xd58fOfKefnNudnNmentqfnLl+9dP7ilen0xKrTLy/18zMxjZbCqhZDhszQy6D1LjPJVJJSKEGJ1Med7JPoKaRSiiJdiV6UOHBWVz67t/S3//B/8+Cf/KHITLPZbDabfeekr7Qg0ZH20l7YCxSEvaqjS0XTpCKFtJdCoKAI1RuJtJdIstOjK7VQ6Eh7DV1qvSuRRAgUo5Upbc+04xPT8Sv59MTmyWd2n3wun584/fiJfvra5uWJzekr43YnelMqiwhl3KrZRYRSipLVlZxSa81QFvQuM0VSSlVKEelaKUXvTUcLeqlaraZSbCPspOFwbXV01/LwwLA+sDw8dHB0S7tz5PLRQ/32kVtHt61v37I+PLA8PDAcHkZZLpQH91hUliuWC0oQ3kgyKYXwheIt4Y1wLZCFcCP8ior/P9LburcVhDfSry4RSASC9LbwLdK3yvCX6P4y4WuyoLuWvtBJpC+ka2kvumuJRGtcbjk74+yC843d8bF+sc3p7Mz4+tTm9ZnzkxPnr17rZ+e8fKGfnDp9/cp0uTVI61KtSlhk6puNMo5q65YlrIZqkHKcXLbRZr3ShkEVrmSfRE8lUpGWpYiesk8iqZGu9dR7kW3lbL327N6BP/jD/9mjf/aPRGaazWaz2ey7LN3ovl3xtnClo0gdxZXuRnEjfCF9U/hK+qaOgo6CriuudCHJzq6lywsut2x2Lv7zz5x//rkXH33s7POndmcX2sWF8fzC8uTMu2c7w+mZ8/Nz4zgqhWEYRARStqaUohRf6K7UUpRSTLumlCIiJHrvWnYtw5UMpuyuRCkWi4W6WCil2JXiVQ19vbY6WFsc3rI8OrS+c9fB/XvK7UP3fvBYrlfq4aHFrVvKrQPWa5aLMBQiqYWhsliyXDAsWQyUgcUSgSCKa5lEITB4W4bMlOlaqRXFWzLJ4krPSUSQxbUSrqSQQdrrSKQbBYtOeCO9Le2lbwp7QS+0oLhREL6Q9tLbEsEYXQvXQgjpRld8KV0J3ZWUQqgtyKQXir1EdqaR7ZbWGUe2G7YbxlGOOzE2Np3W09S4vOTk1OXLly6PX+pn5158+kR7fWH76sR0dibGUc1UhZpdnZJplK25UgqlFNkn2bphqDJTZHMlIkWSmaZIdbkwRcrWlbSXjZ70po2TIYpaKEJkKkJEiLJwuQubw1v+rJ/7H//5H3vwz/9YZKbZbDabzWZ/fRJTIgh71RvZxDQyNfqUtjsuLtlsOT/Xnx07/uyp9vlzp//mP6qnZy4uLkybS22c9N1O227kdqv0FL1Z9C56V5LSm0hkip4iQi0LUVJEKEJEiEitNTVCRLrSezdNk2k32vZJLJb6MCi1yjpotchF5eBQXw4us8vFQhysDYeHlrdvWx4eWByuWQ5uPXqgL6vlYm1168Dq4NDi4NBiuRbLpXj8HrUyLMKwZDkwLKmVGowbalIGSqEO1EIZCG8UAhlIMgl0bySLwV4Q9sIbhaC1pISMItHtJUqy9Ea6kfbSXthL3xR0IxEiQkS4lkh7UyMCQQTpbTkRboS97K7tNkRQEEHv9E7vjJ04YDcxTewm+sQ4stmkcWf38cdMk+niwu7i3Ob8zPbi0m57qWwn5588VbaT6XJru7nQNzt9tzWMk9q6W8uFvtlwuWHcGZJFFCXStah673rvIkIMISJkpt67qTdfqUUpRIQv7abRlSKUUpRSlFJUQXRaiJJK0lrTp6b3LjP1snBw54HXy6U/HU/9/X/2f3rv//2/RWaazWaz2Wz216s3IlB8JXR0Mumd3umdlvTO5WW6uGR7yeHAxWvjyxPnL144//zY688+d/HkuXZ84vXHn1puRqtNsx67dQtDa2JsTKNFqWTTM/Q+yUxN86U6FD1TapoUkWqtFouFRakuXp+qUSghM02dLnWVEjZTk4oeRBnUxaAuVoZhkItqU1MfiqiDuhgMi5VYDgwLvYQRMQzKcmVYri3XK4vlWl0u5KJ6/JMP5KJaLFeG9UrcOuBgzXodFpUPPqAGw8BQqEF4IwiMW0qgUAq1EN4o9oIIorgW9iJci/SWTNcyXYviWqZrPcl0LToR6L6S9nonEcW1tNeTTNdakpWOtNcbrdMbmbw+oXd2Wy4uOT3Lzclr5xdn4nRj8+FTw8Vou9nYbbam7ca0uTRtd3LcWZYQrTE2bbfVxq1pN+rTTrZutVjq02i32ZrajtYNJQzDYKgh20jvCopUh1CjuNKlqTBJkZRSDKUogtZlphIhkpJEkpmKG0OsXOlSZmpSZuqZMlND1FBKkeFaRylF1oXjzej8YOmzIf2Df/JHfvrH/0hkptlsNpvNZn+NEmkvSGSkvS50kUlvTBNTJ5NSiELFsqN7I223nF5ycqYfn4rTc9Ozl/Lk1O7ZK+PxK+PxqcvjE69fvjSenorLjTJNWmuuVESEEokue1eyy0ytj7J1ESyHwaIWdjuDVGsVETJDZuodWaxWK713vaepN3romQLpjUXVpJ6pJWN2U3ZTMknD+kAOhWFQF4M6LJXFoA6DXqocBoZBXS4Mq6VhfaAerFgOcrGwbZNpUZTlSj1YqeulxXqlLJZyUd1/9xGLMNSl5XpluVyG9YphQa3cu0+tDAtqJQJJ90ZidC2TTDLJJNO1qbmWSSY9ySST7IwjvdM7rTE1pompydaN4yh7zz5OpmkybnfGcdRaM4zd5bOXhrFrrWnTpG+3cpz0qSm9qUnpTbYux53dZjRtLm23W3U3OdhO6m60202mcauNkz5Ook2ydb1NBqkKVRiCUooS6UoORXojuhtpr5t6QxcRoqSva5mmSEq4UoQqRKJ3etJDSYoQPWTv9BQRUtGzyDqICD3ohY6og17CqOslKGESWu+aFBFaLTYZ2r0j24d3/b3//X/y4//lH4rMNJvNZrPZ7K9RovtK6rrUAtGJlNKgKAhXOonWCbbbjYgwlKrUQhR6p6Nn6tjteHnCyYl8febs9StnL0+0kzPTR0+UswsXZ6cuzs7szs7tzi6M5+dyu7XorIX1MFhIdUrZRm2c6DuGhi6iighfatllD02KCBFBCZFkoKfS0y2DmvRMPYqeqQddakHLrgW9FoksQQlXQhU5yAxXEplk0DJlFBEhazEMS4vVUl0sLFZLw7A0LRhvL01DMSwXlsul1erAYrVUFwu1VreOjihFrQtlqCJCz9R71yQlNOlKZspMmSl6yky9d9d6ykzRU2bKTCW7YTcpPfXetdbk1LRx0lqTvRvHkdZN02TajdpuNI6jaZpk70pvsnVa16cmx0lvozJ2pae23anZDRlKpoVqKKEIOXSXZTLFJJPILjNFUkoxRKEn0RWhJOFGRDjfXoha1ChKKQp6n7TWZKaD1dqVzBTZ9d5lpiJcWUQREa5EkknvXcniWha1FDWKzJCZoqdSil4XXiv6UPUapt6NPU2ReqlaDWW9ZrWwWK8Mtw4tD9eW67XleqWu1u48eKgfHWr373j37/4t8Td/V2Sm2Ww2m81mf40SHR2RFDLoEVLXsctRjaoowpWOLntXelrUA7o3uhudRKRrfaJ1ShKFyNSx3XF8wqtTjo9dPD92+vy58+cvXL54ZTo94+xCv7g0vT41nZ2LzSjapPRU22TIneyjzJRBjUFUXxnbpJRCKUopIoLoemPRmnI+GXoXUSkpIighImQEJfQgg4zuSkdmKlnUXIhOZshsMkOToqcelFJci+pKRMggVGPhYtGMQxChlKKUQSlFliDCbjcppVCLEpUSMlNm6r27kpF0b6RMb6RMQipRiZSdImWS2UWGIh3UqnY3MmWmbF1mWtbBtUyZ6Ur0lJl6sOujDCKJTJHUTulNTe4e3BJT16YdUxNTF0mJMA3d6WJnHCiluBJJRChDVUqx22wRMlNm6v+lPbhZkiOxzgN67s2sqm7MHzjywqGQ3/+hvLMVIYuiSA0HQHdXZd7PqK4BQJBDejfe1Dkzkkji6nQ6SqImrgpdi6VKVck+rirMDDOu1l6s1bJTRrQk9ow9pZamV+dtU90sq5mx7bFldLfL4cgPb83Dg8ObB+vhoI8n9XCwPr5Rp4OHH36wfPPG6ftvffP99x7ffm/54S3ffsvDiW++YcHpyHdveDhVJXF3d3d3d3f3Gwq2IehiKYodwY64iYgopZWrFctTSHnVodDooob2Kq7GIEaURXR2LhfO59iGbed84cOZp2f+9d88//4P/vN//6uf/u3/eP7Tn11+/tnL+yfH90/++5T1wwfPz89ethd20pFEEofD4ioZVzMjdplS2X13eKMzaLL7pDKu9rn4pBNV5ZPC7GVR0ouqqF5Zmi7BZXYjdjGJPeyJJFL0YRUkkcTViCSmqCpVpapQVEniVcI+iEohEh8FpcTSqxhSWlCISknFtm3SsShVpapclZu5bKpKK1WlqizdqsoUH5bY26tFqbCEFkvYXs46dGhlqbJU627V48PlvV5L9+pqm5GEXnS36kaboqpISVFVKtRlVwkTSSxK1WKp1t0uL5tlWay1SiL7uOpuy7I4b5u9IlU2cTFmWdXpJMejd5eLfjyq00mtB1lX1sVyOsrjo/zwvfWH73z/9q0ffvwn37596/RPb/ndj3z/DY9vWFcOK9U0emFZ6C7VFNZmbZNRSdzd3d3d3d39hoJ9CLroothEsIvS4qbcDPZt2HbfHg4EQaFQbgpFMAhiNz4pjBgtjj4KZtiHCR+e4/mZ5xe2nfPGTz/J7//D+ff/4fw//5f608/+60//6aeffvL0/oPLy5PtfDHbxXE9kF1tI9k1WnS3VZmXi0LFqyV0RmGZ6IoOi2i0aFSVCnvGVaZMDdrYjZYaukyhy1VqUVVSVJXtfPFJVemQLn8tiauUm7QyqkrHZ618ZcYnVaXis73HpUKXqnLVylUSV61cNZL4pMJe7EvZmyRqIokKMTocltVVV7lKoiZmhomD3aEXy3KwJ/Z9t80uWroMBqkWV23Kqw6LsihLNbW42hIzYx9mxnI4WtfVaDNjzyiLWcp0maVM8WJMlTmt6s0jp5N/+h//4vD9t7758UePP/7O4w8/eHj7Az++5bvveHzgdOB0ZFlRLAunI+uhVLEsVFFN+ajoYoaXM/vO4yNLOycqibu7u7u7u7vfWMZNU8TNIL5Wvmg342vtpnwUf2EI4osi3ca4aqNcBUOGIIOQYYbLOfad84Xf/5GnF55fzPOLnM/2pxf78xMvL/b3z7yc7e+fPb/72dNPP3t+97OXp2dzvvjzv/9BbWPfNrNd9MSKUy0ORV0ulj2WjGVYMiosiVcdakhTQ1oZNEZVuar4SmOwzS7lVVWpkPJZ9s0nVeWqqtBSI2sbN0k0kviklauOv7E352bv+KTja4mrqlJVOiRxVROHnQ4JcZMiiSm6W4pxU1VSXq3D8RLr+KgFqbaLvVpQy2Kwd5tEqg2SctXdUgym2t7sVbZm6/Y0m1lXdThaT0fHN28c3jw4PpzUYXX65o3lzcmbb7/1ze9+8M3bt47ffcc3b+R0VL97y/HAw4nHE2/e8HjieEBRSvlFU6hGU0W1aIPdTRA0jj4Kih07Kom7u7u7u7u739q4aVfx6ypu4otiK3Y3hXY1Fq0MaYxXQXytm/JZXA3GiIgSN+Nqtxkj+3hcjgj7sE3sO3s4nzlf+Okd542XC09PfHjm6UnOZ9l2z+8/mMvm/Pzi5f0753cfvLx/Jx9eOF/sT0/q5cX53Qfn90+25ydz2SwJxrY/q4rFoivWlK6yDKuynS+WxJqyKq10lUWZYta2FzWRxFUSSRSWpXRI4iqJqySmeJlNUFWqSlepKlXlai6bq4q/sTdbj71oDBqDdjMzqsonrVSVq3U4bSzxUQvSZYopUmRpKTYxRYoR0q4elyNpSdlFtBGbMsXuo27L4aiPB+vxZDkcrOtRlvbm+29laX04WE9HTif9cOR4tB3amx/euqzF8ahOR308WB6O+rCqdfHdj7/jdOB04s0Dj294eOB4ZCmqWJayNN2m2IvSiEUUol2NEldttKsgvhg3jfa3Kom7u7u7u7u731aMm3ZV/kLcxBfjiybNxbhqnwwaozTGr2mt0gTlazWCyehiXEV8MRglgnHQFpQhmGGGCYNgD9slJlSYjQyXjZdn3n3w8v6d/d2TeX7x7o//xdOzy/snz3/+s5f3H2xPL3I5y2y2y7Paz7KF81kum3rZ1GW3XnbHYd2iLrt62eT8IudNtt2I81pmKR2vWrmqisL5fNahKq66SlWpKlfLsvikqizKJ1XFxFX5dUGKCikqpKh4tSyLJGbGzEgiiapSWIYOuxixKZvYm11kWWVtdVj16WA9HKzHg16PLsf2rsvlsFrXo+WwWg9Hy/GgDke1tGU9si6W48nx4eRwOjk+nBwOJzksjm+/k+NiORydHh+sD488PnA8cVj45lvWhbVZDyzN2lRRmKGrLAvdVFM+aspHhRaMFn9tMMpNNNpV+ceCHUGh3FQSd3d3d3d3d7+tGDftqvwivoibuImbZu+xGVfl/6190gqLJig3cVNeJVEVNMZf2nHGiEIprbSxoIxSCPHREMRNoUKVm2Gwh8s5tkExmGEfXi48v/D0ge3s+Q//rvbN9nJ2eX4xTy8uz0/q+aIuu6c//klddvN8Nk8vLs/PtqcXc77Y992275KYGZkxM7JvzEjisKwYNZFEIdklUcHLLgkT+76bGTPDRBLrumpfVEhR8arjH1qWRRJJJNHdutu6rixta3SxNOuil4OsLUvLUvrxUa2L5XR0ePPg4fGN4+ODw+nofDp4+Jd/th0Pjsej0+Oj48OD9fGB4wOHle/f0sWysjTrQje90MXliaXolXVhWUqvFMpHTaHKZ+WjFlxsopRy1a5aBJEpVaXTrqqoUIVidzW+aO2Lii/ia8W5CAqNQiVxd3d3d3d39/9Z3NT4LD5qf6PGs7G7KbR2VSg3jUKj/CJNjQ2DdlNolCZugiCIrzXK1wpFsIsY45MSN4UF5aaN8lEQBM/P9MKyMj4aJmwb+4XjEgkzzM6+sw+zeTU7CQn7zmzswwxbeNo471wuvLzYn56cz2eX81m2i6cPH8xsZtvt54vtcrFtZ9u2qX3Uh419ZB/7vtu2zb7vZt8lUVU6PquQouLVEir+rm3bVJVeF+u6Op1OTqeT0+lkTquHf/5v9uPi+HByfHjw8OYb3jxyeuCw8vBAF4cDy8K6sC70ytJeLU03y4F1pYtSCikKCQmKhEREPZ7clM/SxM0lVFGF8mpCioqcysVoN4XWykdB3ATBIEi8OpV/KG6C+FqzN0GhUagk7u7u7u7u7n5j8etq/LUYNAZtjF1j0K7aTWmfNMov4otit4mb0q4apYmbuAnGTdwEhfKLSCJdLCVFsCMYjLgqnJRCYzIypYyqRQtVXsVNxq8qX9R4VXEzPonxSREX7Nh3LhuXFy4b+0ZChgkJ+8a+M8OECXuxh4QZEmZISJghvggKcRP/2AxVVLEuLAvryrpyXFh2+6EthwOHA6cHjkeORwrVlKIplF+0V3t8VkW5KTe9+CS+GO0qvlZolI+CuAmCuAkaK5u4qkQSFSpUopaVIL4WFBrl74u/r0h5VUG8qiTu7u7u7u7ufkPx99W4ijEIRkQhoqxYpxkfta8Uyk2hvIqbQaNsiJvySbTRroJxM24KhQqH8lniVZW/ER+FiVeF9ivKTXk1Yd/HlpGELt2ttQMqJF4lVLxKdn1YfCU7ic+qvKoiqCE+CsFsKCoE8dH4rNpniVfxSVzF31dNISgE5YsqrxISkpKQUDgeKH+hvaryatxUU4XyqhAEQflaoci2SZWrFFXlplVRfkUhpHw2voibwuKj+KLGX9q2zasu3a3E1aC1ShOUr9X4NXEzaJQmCILwfwHGkb7xrizKPAAAAABJRU5ErkJggg==\",\"boxArea\":\"7059.09\"}]","mockupCreationType":"single","no_of_lines":"1","raceway_depth":"2","raceway_height":"6","width_of_line_1":"120","width_of_line_2":"0","width_of_line_3":"0","width_of_line_4":"0","height_of_line_1":"66","height_of_line_2":"0","height_of_line_3":"0","height_of_line_4":"0","backer_offset":"2","backboard_cabinet_depth":"2","material":null,"application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","no_of_letters":"2","perimeter_of_sign":"74.16","nested_area":"68.63","occupied_area":"20.68","avg_char_height":"Greater than 24 inches","width_of_sign":"120","width_of_smaller_line":"20","other_dimension_of_sign":"66"}},"timestamp":"2026-01-26 04:34:12"} 
[2026-01-26 04:34:12] local.INFO: API Input Data Collected {"data":{"user_id":null,"request_data":{"sign_width_or_height":"120","sign_depth_or_thickness":"3","sign_type":"Premium Face-Lit Letters (Metallic Trim)","mounting_type":"Flush/Stud mounted","profit_factor":1,"no_of_lines":"1","raceway_depth":"2","raceway_height":"6","width_of_line_1":"120","width_of_line_2":"0","width_of_line_3":"0","width_of_line_4":"0","height_of_line_1":"66","height_of_line_2":"0","height_of_line_3":"0","height_of_line_4":"0","backer_offset":"2","backboard_cabinet_depth":"2","no_of_letters":"2","perimeter_of_sign":"74.16","nested_area":"68.63","occupied_area":"20.68","avg_char_height":"Greater than 24 inches","width_of_sign":"120","width_of_smaller_line":"20","other_dimension_of_sign":"66","material":null,"application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","neon_color":null,"uv_printing_needed":null}},"timestamp":"2026-01-26 04:34:12"} 
[2026-01-26 04:34:12] local.INFO: Looking up SignType {"data":{"sign_type":"Premium Face-Lit Letters (Metallic Trim)"},"timestamp":"2026-01-26 04:34:12"} 
[2026-01-26 04:34:12] local.INFO: Retrieved Material Formulas {"data":{"sign_type_id":3,"formulas_count":39},"timestamp":"2026-01-26 04:34:12"} 
[2026-01-26 04:34:12] local.INFO: Retrieved Variables List {"data":{"sign_type_id":3,"variables_count":12},"timestamp":"2026-01-26 04:34:12"} 
[2026-01-26 04:34:12] local.INFO: Price Map Constructed {"data":{"price_map":{"material501803":3.6821,"weight_material501803":0.629,"material501880":2.4107,"weight_material501880":0.503,"material501060":2.2179,"weight_material501060":0.378,"material500730":2.7786,"weight_material500730":1.481,"material500198":1.5893,"weight_material500198":0.588,"material501913":1.45,"weight_material501913":0.553,"material502468":0.3821,"weight_material502468":0.008,"material501842":0.7964,"weight_material501842":0.035,"material502204":15.2893,"weight_material502204":0.559,"material502203":25.32,"weight_material502203":0.739,"material502206":0.2786,"weight_material502206":0.054,"material166":2.3214,"weight_material166":0.28,"material167":5.1786,"weight_material167":0.38,"material168":12.0,"weight_material168":0.56,"material169":18.5714,"weight_material169":0.76,"material170":0.6071,"weight_material170":0.008,"material171":0.25,"weight_material171":0.008,"material500611":0.0062,"weight_material500611":6.2e-6,"material500214":0.0025,"weight_material500214":2.5e-6,"material501055":0.0155,"weight_material501055":1.55e-5,"material502098":0.0286,"weight_material502098":2.86e-5,"material502079":0.0163,"weight_material502079":1.63e-5,"material502350":0.0254,"weight_material502350":2.54e-5,"material501680":0.0076,"weight_material501680":7.6e-6,"material502131":0.0271,"weight_material502131":2.71e-5,"material800007":0.0,"weight_material800007":0,"material502428":1.7679,"weight_material502428":0.021,"material500379":0.132,"weight_material500379":0.09,"material500419":0.16,"weight_material500419":0.11,"material502106":0.13,"weight_material502106":0.16,"material502567":0.13,"weight_material502567":0.21,"material502564":0.18,"weight_material502564":0.35,"material500154":0.4,"weight_material500154":0.38,"material502074":0.8,"weight_material502074":1.0}},"timestamp":"2026-01-26 04:34:12"} 
[2026-01-26 04:34:12] local.INFO: Variables Price Constructed {"data":{"variables_price":{"variable6":1.1,"variable7":1.2,"variable9":0,"variable28":0,"variable29":0,"variable30":0,"variable31":0,"variable32":0.75,"variable33":0,"variable34":0,"variable35":0,"variable36":0}},"timestamp":"2026-01-26 04:34:12"} 
[2026-01-26 04:34:12] local.INFO: Final Variables Merged {"data":{"variables_count":192},"timestamp":"2026-01-26 04:34:12"} 
[2026-01-26 04:34:12] local.INFO: Initialized items collection {"data":{"count":0},"timestamp":"2026-01-26 04:34:12"} 
[2026-01-26 04:34:12] local.INFO: Merged material items {"data":{"formulas_count":39,"items_count_after_merge":39},"timestamp":"2026-01-26 04:34:12"} 
[2026-01-26 04:34:12] local.INFO: Merged variable items {"data":{"variables_count":12,"items_count_after_merge":51},"timestamp":"2026-01-26 04:34:12"} 
[2026-01-26 04:34:12] local.INFO: Sorted items collection {"data":{"items_count":51,"first_item":{"type":"material","id":81,"expression":"if(avg_char_height == avg_char_height_greater_than_24_inches , material501803 * nested_area * variable7, 0)","dense_weight_expression":"if(avg_char_height == avg_char_height_greater_than_24_inches, occupied_area * weight_material501803 , 0 )","name":"Aluminium Sheet 2.5 mm 1100 Grade 4 ft x 8 ft Pakistan","var_name":"material501803","price":"3.6821","description":"Aluminium 10 G / 0.134 inch - Corrosion-resistant, and Durable for Sign Back.","sequence_no":1},"last_item":{"type":"variable","id":9,"expression":"totalCost * variable6","dense_weight_expression":"totalDenseWeight * 1.1","name":"Total Cost","var_name":"variable9","price":null,"description":null,"sequence_no":51}},"timestamp":"2026-01-26 04:34:12"} 
[2026-01-26 04:34:12] local.INFO: Initializing MathExecutor {"data":{"variables_count":192},"timestamp":"2026-01-26 04:34:12"} 
[2026-01-26 04:34:12] local.INFO: MathExecutor variables set {"data":{"variables_count":192},"timestamp":"2026-01-26 04:34:12"} 
[2026-01-26 04:34:12] local.INFO: Dense weight computed {"data":{"name":"Aluminium Sheet 2.5 mm 1100 Grade 4 ft x 8 ft Pakistan","dense_weight_expression":"if(avg_char_height == avg_char_height_greater_than_24_inches, occupied_area * weight_material501803 , 0 )","itemDenseWeight":"13.00772"},"timestamp":"2026-01-26 04:34:12"} 
[2026-01-26 04:34:12] local.INFO: Formula executed successfully {"data":{"name":"Aluminium Sheet 2.5 mm 1100 Grade 4 ft x 8 ft Pakistan","expression":"if(avg_char_height == avg_char_height_greater_than_24_inches , material501803 * nested_area * variable7, 0)","result":"303.2430276"},"timestamp":"2026-01-26 04:34:12"} 
[2026-01-26 04:34:12] local.INFO: Dense weight computed {"data":{"name":"Aluminium Sheet 2mm 4 ft x 8 ft Pakistan","dense_weight_expression":"if(avg_char_height == avg_char_height_less_than_24_inches, weight_material501880 * occupied_area, 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-26 04:34:12"} 
[2026-01-26 04:34:12] local.INFO: Formula executed successfully {"data":{"name":"Aluminium Sheet 2mm 4 ft x 8 ft Pakistan","expression":"if(avg_char_height == avg_char_height_less_than_24_inches , material501880 * nested_area * variable7, 0)","result":"0"},"timestamp":"2026-01-26 04:34:12"} 
[2026-01-26 04:34:12] local.INFO: Dense weight computed {"data":{"name":"Aluminium Sheet 1.5 mm 4 ft x 8 ft Pakistan","dense_weight_expression":"weight_material501060 * (  ( if(sign_depth_or_thickness >= 2.5, sign_depth_or_thickness, 3 ) / 12 ) * perimeter_of_sign )","itemDenseWeight":7.00812},"timestamp":"2026-01-26 04:34:12"} 
[2026-01-26 04:34:12] local.INFO: Formula executed successfully {"data":{"name":"Aluminium Sheet 1.5 mm 4 ft x 8 ft Pakistan","expression":"material501060 * variable7 * ((

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

) * perimeter_of_sign)","result":49.3438392},"timestamp":"2026-01-26 04:34:12"} 
[2026-01-26 04:34:12] local.INFO: Dense weight computed {"data":{"name":"SS Sheet 14g Brushed Silver 4 ft x 8 ft Pakistan","dense_weight_expression":"weight_material500730 * perimeter_of_sign * 0.35 / 12","itemDenseWeight":3.203403},"timestamp":"2026-01-26 04:34:12"} 
[2026-01-26 04:34:12] local.INFO: Formula executed successfully {"data":{"name":"SS Sheet 14g Brushed Silver 4 ft x 8 ft Pakistan","expression":"nested_area * material500730 * variable7","result":228.83438159999997},"timestamp":"2026-01-26 04:34:12"} 
[2026-01-26 04:34:12] local.INFO: Dense weight computed {"data":{"name":"SS Sheet 22g Brushed Silver 4 ft x 8 ft Pakistan","dense_weight_expression":"weight_material500198 * perimeter_of_sign * 1 / 12 * 2","itemDenseWeight":7.2676799999999995},"timestamp":"2026-01-26 04:34:12"} 
[2026-01-26 04:34:12] local.INFO: Formula executed successfully {"data":{"name":"SS Sheet 22g Brushed Silver 4 ft x 8 ft Pakistan","expression":"0.75 / 12 * perimeter_of_sign * material500198 * variable7","result":8.839686599999999},"timestamp":"2026-01-26 04:34:12"} 
[2026-01-26 04:34:12] local.INFO: Dense weight computed {"data":{"name":"Acrylic Sheet 5mm White 4 ft x 8 ft Pakistan","dense_weight_expression":"occupied_area * weight_material501913","itemDenseWeight":11.43604},"timestamp":"2026-01-26 04:34:12"} 
[2026-01-26 04:34:12] local.INFO: Formula executed successfully {"data":{"name":"Acrylic Sheet 5mm White 4 ft x 8 ft Pakistan","expression":"nested_area * material501913 * variable7","result":119.41619999999999},"timestamp":"2026-01-26 04:34:12"} 
[2026-01-26 04:34:12] local.INFO: Dense weight computed {"data":{"name":"LED Module 0.4W UL Cool White 10000K China","dense_weight_expression":"if(application == application_interior, 0, occupied_area * 10 * weight_material502468 )","itemDenseWeight":"1.6544"},"timestamp":"2026-01-26 04:34:12"} 
[2026-01-26 04:34:12] local.INFO: Formula executed successfully {"data":{"name":"LED Module 0.4W UL Cool White 10000K China","expression":"if(application == application_interior , 0 , nested_area * 10 * material502468)","result":"262.23523"},"timestamp":"2026-01-26 04:34:12"} 
[2026-01-26 04:34:12] local.INFO: Dense weight computed {"data":{"name":"LED Strip UL Cool White China","dense_weight_expression":"if(application == application_interior, if(ul_mandatory == ul_mandatory_yes, ( weight_material501842 / 3.2 ) * perimeter_of_sign, 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-26 04:34:12"} 
[2026-01-26 04:34:12] local.INFO: Formula executed successfully {"data":{"name":"LED Strip UL Cool White China","expression":"if(application == application_interior , if( ul_mandatory == ul_mandatory_yes , ( material501842 / 3.2 ) * perimeter_of_sign , 0 ) , 0)","result":"0"},"timestamp":"2026-01-26 04:34:12"} 
[2026-01-26 04:34:12] local.INFO: Dense weight computed {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","dense_weight_expression":"if(application == application_interior && perimeter_of_sign / 3.2 <= 5, if(ul_mandatory == ul_mandatory_yes, weight_material502204 , if(ul_mandatory == ul_mandatory_no, 0, 0 )  ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-26 04:34:12"} 
[2026-01-26 04:34:12] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","expression":"if(application == application_interior && perimeter_of_sign / 3.2 <= 5, if( ul_mandatory == ul_mandatory_yes, material502204, if( ul_mandatory == ul_mandatory_no , 0, 0)), 0)","result":"0"},"timestamp":"2026-01-26 04:34:12"} 
[2026-01-26 04:34:12] local.INFO: Dense weight computed {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","dense_weight_expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 5 && perimeter_of_sign / 3.2 <= 10, if(ul_mandatory == ul_mandatory_yes, weight_material502203 , 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-26 04:34:12"} 
[2026-01-26 04:34:12] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 5 && perimeter_of_sign / 3.2 <= 10, if( ul_mandatory == ul_mandatory_yes , material502203 , 0), 0)","result":"0"},"timestamp":"2026-01-26 04:34:12"} 
[2026-01-26 04:34:12] local.INFO: Dense weight computed {"data":{"name":"Power Supply 15A-10+5","dense_weight_expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 10 && perimeter_of_sign / 3.2 <= 15, if(ul_mandatory == ul_mandatory_yes, weight_material502204 + weight_material502203 , 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-26 04:34:12"} 
[2026-01-26 04:34:12] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 15A-10+5","expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 10 && perimeter_of_sign / 3.2 <= 15, if(ul_mandatory == ul_mandatory_yes , material502204 + material502204, 0 ), 0 )","result":"0"},"timestamp":"2026-01-26 04:34:12"} 
[2026-01-26 04:34:12] local.INFO: Dense weight computed {"data":{"name":"Power Supply 20A-(10A+10A)","dense_weight_expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 15 && perimeter_of_sign / 3.2 <= 1500, if(ul_mandatory == ul_mandatory_yes, weight_material502203 * 2, 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-26 04:34:12"} 
[2026-01-26 04:34:12] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 20A-(10A+10A)","expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 15 && perimeter_of_sign / 3.2 <= 1500, if(ul_mandatory == ul_mandatory_yes , material502203 * 2, 0 ), 0 )","result":"0"},"timestamp":"2026-01-26 04:34:12"} 
[2026-01-26 04:34:12] local.INFO: Dense weight computed {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","dense_weight_expression":"if(application == application_exterior && nested_area * 10 <= 70, weight_material502204 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-26 04:34:12"} 
[2026-01-26 04:34:12] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","expression":"if(application == application_exterior && nested_area * 10 <= 70, material502204, 0)","result":"0"},"timestamp":"2026-01-26 04:34:12"} 
[2026-01-26 04:34:12] local.INFO: Dense weight computed {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","dense_weight_expression":"if(application == application_exterior && nested_area * 10 > 70 && nested_area * 10 <= 140, weight_material502203 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-26 04:34:12"} 
[2026-01-26 04:34:12] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","expression":"if(application == application_exterior && (nested_area * 10) > 70 && (nested_area * 10) <= 140, material502203 , 0)","result":"0"},"timestamp":"2026-01-26 04:34:12"} 
[2026-01-26 04:34:12] local.INFO: Dense weight computed {"data":{"name":"Power Supply 15A-10+5","dense_weight_expression":"if(application == application_exterior && nested_area * 10 > 140 && nested_area * 10 <= 210, weight_material502204 + weight_material502203 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-26 04:34:12"} 
[2026-01-26 04:34:12] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 15A-10+5","expression":"if(application == application_exterior && nested_area * 10 > 140 && nested_area * 10 <= 210, material502204 + material502203 , 0 )","result":"0"},"timestamp":"2026-01-26 04:34:12"} 
[2026-01-26 04:34:12] local.INFO: Dense weight computed {"data":{"name":"Power Supply 20A-(10A+10A)","dense_weight_expression":"if(application == application_exterior && nested_area * 10 > 210 && nested_area * 10 <= 21000, weight_material502203 * 2, 0 )","itemDenseWeight":"1.478"},"timestamp":"2026-01-26 04:34:12"} 
[2026-01-26 04:34:12] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 20A-(10A+10A)","expression":"if(application == application_exterior && nested_area * 10 > 210 && nested_area * 10 <= 21000, material502203 * 2, 0 )","result":"50.64"},"timestamp":"2026-01-26 04:34:12"} 
[2026-01-26 04:34:12] local.INFO: Dense weight computed {"data":{"name":"Wire 18g UL UL Certified Red & White China","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no, 0, weight_material502206 * 2.5 * no_of_letters )","itemDenseWeight":"0.27"},"timestamp":"2026-01-26 04:34:12"} 
[2026-01-26 04:34:12] local.INFO: Formula executed successfully {"data":{"name":"Wire 18g UL UL Certified Red & White China","expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no, 0, material502206 * 2.5 * no_of_letters )","result":"1.393"},"timestamp":"2026-01-26 04:34:12"} 
[2026-01-26 04:34:12] local.INFO: Dense weight computed {"data":{"name":"Non UL 5A Power Supply","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 <= 5, weight_material166 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-26 04:34:12"} 
[2026-01-26 04:34:12] local.INFO: Formula executed successfully {"data":{"name":"Non UL 5A Power Supply","expression":"if(application == application_interior  && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 <= 5, material166 , 0)","result":"0"},"timestamp":"2026-01-26 04:34:12"} 
[2026-01-26 04:34:12] local.INFO: Dense weight computed {"data":{"name":"Non UL 10A Power Supply","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 5 && perimeter_of_sign / 3.2 <= 10, weight_material167 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-26 04:34:12"} 
[2026-01-26 04:34:12] local.INFO: Formula executed successfully {"data":{"name":"Non UL 10A Power Supply","expression":"if(application == application_interior  && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 5 && perimeter_of_sign / 3.2 <= 10, material167 , 0)","result":"0"},"timestamp":"2026-01-26 04:34:12"} 
[2026-01-26 04:34:12] local.INFO: Dense weight computed {"data":{"name":"Non UL 15A Power Supply","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 10 && perimeter_of_sign / 3.2 <= 15, weight_material168 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-26 04:34:12"} 
[2026-01-26 04:34:12] local.INFO: Formula executed successfully {"data":{"name":"Non UL 15A Power Supply","expression":"if(application == application_interior  && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 10 && perimeter_of_sign / 3.2 <= 15, material168 , 0)","result":"0"},"timestamp":"2026-01-26 04:34:12"} 
[2026-01-26 04:34:12] local.INFO: Dense weight computed {"data":{"name":"Non UL 20A Power Supply","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 15 && perimeter_of_sign / 3.2 <= 1500, weight_material169 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-26 04:34:12"} 
[2026-01-26 04:34:12] local.INFO: Formula executed successfully {"data":{"name":"Non UL 20A Power Supply","expression":"if(application == application_interior  && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 15 && perimeter_of_sign / 3.2 <= 1500, material169 , 0)","result":"0"},"timestamp":"2026-01-26 04:34:12"} 
[2026-01-26 04:34:12] local.INFO: Dense weight computed {"data":{"name":"Non UL LED strip","dense_weight_expression":"if(application == application_interior, if(ul_mandatory == ul_mandatory_no, ( weight_material170 / 3.2 ) * perimeter_of_sign, 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-26 04:34:12"} 
[2026-01-26 04:34:12] local.INFO: Formula executed successfully {"data":{"name":"Non UL LED strip","expression":"if(application == application_interior , if(ul_mandatory == ul_mandatory_no , ( material170 / 3.2) * perimeter_of_sign , 0), 0)","result":"0"},"timestamp":"2026-01-26 04:34:12"} 
[2026-01-26 04:34:12] local.INFO: Dense weight computed {"data":{"name":"Non UL Wire","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no, weight_material171 * 2.5 * no_of_letters, 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-26 04:34:12"} 
[2026-01-26 04:34:12] local.INFO: Formula executed successfully {"data":{"name":"Non UL Wire","expression":"if(application == application_interior  && ul_mandatory == ul_mandatory_no , material171 * 2.5 * no_of_letters , 0)","result":"0"},"timestamp":"2026-01-26 04:34:12"} 
[2026-01-26 04:34:12] local.INFO: Dense weight computed {"data":{"name":"Epoxy Primer Pakistan","dense_weight_expression":"(  ( occupied_area * 2 ) + (  (  ( if(sign_depth_or_thickness >= 2.5, sign_depth_or_thickness, 3 ) / 12 ) * perimeter_of_sign ) * 2 )  ) * 40.49 * 0.66 * weight_material500611","itemDenseWeight":0.0129963376752},"timestamp":"2026-01-26 04:34:12"} 
[2026-01-26 04:34:12] local.INFO: Formula executed successfully {"data":{"name":"Epoxy Primer Pakistan","expression":"( (occupied_area * 2) + ( ( ( if( sign_depth_or_thickness >= 2.5 , sign_depth_or_thickness , 3) / 12) * perimeter_of_sign ) * 2 ) ) * 40.49 * 0.66 * material500611","result":12.9963376752},"timestamp":"2026-01-26 04:34:12"} 
[2026-01-26 04:34:12] local.INFO: Dense weight computed {"data":{"name":"Master Thinner Pakistan","dense_weight_expression":"(  ( occupied_area * 2 ) + (  (  ( if(sign_depth_or_thickness >= 2.5, sign_depth_or_thickness, 3 ) / 12 ) * perimeter_of_sign ) * 2 )  ) * 40.49 * 0.13 * weight_material500214","itemDenseWeight":0.0010322115700000002},"timestamp":"2026-01-26 04:34:12"} 
[2026-01-26 04:34:12] local.INFO: Formula executed successfully {"data":{"name":"Master Thinner Pakistan","expression":"(( occupied_area * 2) + (((if( sign_depth_or_thickness >= 2.5, sign_depth_or_thickness, 3) / 12) * perimeter_of_sign) * 2)) *40.49 * 0.13 * material500214","result":1.03221157},"timestamp":"2026-01-26 04:34:12"} 
[2026-01-26 04:34:12] local.INFO: Dense weight computed {"data":{"name":"Epoxy Hardner Master Pakistan","dense_weight_expression":"(  ( occupied_area * 2 ) + (  (  ( if(sign_depth_or_thickness >= 2.5, sign_depth_or_thickness, 3 ) / 12 ) * perimeter_of_sign ) * 2 )  ) * 40.49 * 0.2 * weight_material501055","itemDenseWeight":0.009845710360000001},"timestamp":"2026-01-26 04:34:12"} 
[2026-01-26 04:34:12] local.INFO: Formula executed successfully {"data":{"name":"Epoxy Hardner Master Pakistan","expression":"((occupied_area * 2) + (((if( sign_depth_or_thickness >= 2.5, sign_depth_or_thickness, 3) / 12) * perimeter_of_sign ) * 2)) * 40.49 * 0.2 * material501055","result":9.84571036},"timestamp":"2026-01-26 04:34:12"} 
[2026-01-26 04:34:12] local.INFO: Dense weight computed {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  (  ( if(sign_depth_or_thickness >= 2.5, sign_depth_or_thickness, 3 ) / 12 ) * perimeter_of_sign ) * 2 )  ) * 22 * 0.426 * weight_material502098 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-26 04:34:12"} 
[2026-01-26 04:34:12] local.INFO: Formula executed successfully {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte , (( occupied_area * 2) + (((if( sign_depth_or_thickness >= 2.5, sign_depth_or_thickness, 3) / 12) * perimeter_of_sign ) * 2)) * 22 * 0.426 * material502098 , 0)","result":"0"},"timestamp":"2026-01-26 04:34:12"} 
[2026-01-26 04:34:12] local.INFO: Dense weight computed {"data":{"name":"Matting Agent (P565-554) 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  (  ( if(sign_depth_or_thickness >= 2.5, sign_depth_or_thickness, 3 ) / 12 ) * perimeter_of_sign ) * 2 )  ) * 22 * 0.234 * weight_material502079 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-26 04:34:12"} 
[2026-01-26 04:34:12] local.INFO: Formula executed successfully {"data":{"name":"Matting Agent (P565-554) 1L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte , (( occupied_area * 2) + (((if( sign_depth_or_thickness >=2.5 , sign_depth_or_thickness, 3) / 12 ) * perimeter_of_sign ) * 2)) * 22 * 0.234 * material502079 , 0)","result":"0"},"timestamp":"2026-01-26 04:34:12"} 
[2026-01-26 04:34:12] local.INFO: Dense weight computed {"data":{"name":"Hardner (922) 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  (  ( if(sign_depth_or_thickness >= 2.5, sign_depth_or_thickness, 3 ) / 12 ) * perimeter_of_sign ) * 2 )  ) * 22 * 0.21 * weight_material502350, 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-26 04:34:12"} 
[2026-01-26 04:34:12] local.INFO: Formula executed successfully {"data":{"name":"Hardner (922) 1L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte , (( occupied_area * 2) + (((if( sign_depth_or_thickness >= 2.5, sign_depth_or_thickness, 3) / 12) * perimeter_of_sign) * 2)) *22 * 0.21 * material502350, 0)","result":"0"},"timestamp":"2026-01-26 04:34:12"} 
[2026-01-26 04:34:12] local.INFO: Dense weight computed {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  (  ( if(sign_depth_or_thickness >= 2.5, sign_depth_or_thickness, 3 ) / 12 ) * perimeter_of_sign ) * 2 )  ) * 22 * 0.12 * weight_material501680 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-26 04:34:12"} 
[2026-01-26 04:34:12] local.INFO: Formula executed successfully {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte , (( occupied_area * 2) + (((if( sign_depth_or_thickness >= 2.5, sign_depth_or_thickness, 3) / 12) * perimeter_of_sign ) * 2 )) * 22 * 0.12 * material501680 , 0)","result":"0"},"timestamp":"2026-01-26 04:34:12"} 
[2026-01-26 04:34:12] local.INFO: Dense weight computed {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  (  ( if(sign_depth_or_thickness >= 2.5, sign_depth_or_thickness, 3 ) / 12 ) * perimeter_of_sign ) * 2 )  ) * 22 * 0.41 * weight_material502098 )","itemDenseWeight":"0.02023532368"},"timestamp":"2026-01-26 04:34:12"} 
[2026-01-26 04:34:12] local.INFO: Formula executed successfully {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte , 0 , (( occupied_area * 2) + (((if(sign_depth_or_thickness >= 2.5, sign_depth_or_thickness, 3) / 12) * perimeter_of_sign) * 2)) * 22 * 0.41 * material502098 )","result":"20.23532368"},"timestamp":"2026-01-26 04:34:12"} 
[2026-01-26 04:34:12] local.INFO: Dense weight computed {"data":{"name":"2k Adjuster (P190-376) Binder 2.5L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  (  ( if(sign_depth_or_thickness >= 2.5, sign_depth_or_thickness, 3 ) / 12 ) * perimeter_of_sign ) * 2 )  ) * 22 * 0.21 * weight_material502131 )","itemDenseWeight":"0.00982084488"},"timestamp":"2026-01-26 04:34:12"} 
[2026-01-26 04:34:12] local.INFO: Formula executed successfully {"data":{"name":"2k Adjuster (P190-376) Binder 2.5L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte , 0, (( occupied_area * 2) + (((if( sign_depth_or_thickness >= 2.5, sign_depth_or_thickness, 3) / 12) * perimeter_of_sign ) * 2 )) * 22 * 0.21 * material502131)","result":"9.82084488"},"timestamp":"2026-01-26 04:34:12"} 
[2026-01-26 04:34:12] local.INFO: Dense weight computed {"data":{"name":"Hardner (922) 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  (  ( if(sign_depth_or_thickness >= 2.5, sign_depth_or_thickness, 3 ) / 12 ) * perimeter_of_sign ) * 2 )  ) * 22 * 0.3 * weight_material502350)","itemDenseWeight":"0.0131496816"},"timestamp":"2026-01-26 04:34:12"} 
[2026-01-26 04:34:12] local.INFO: Formula executed successfully {"data":{"name":"Hardner (922) 1L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte , 0 , (( occupied_area * 2) + (((if( sign_depth_or_thickness >= 2.5, sign_depth_or_thickness, 3) / 12) * perimeter_of_sign ) * 2 )) * 22 * 0.3 * material502350 )","result":"13.1496816"},"timestamp":"2026-01-26 04:34:12"} 
[2026-01-26 04:34:12] local.INFO: Dense weight computed {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  (  ( if(sign_depth_or_thickness >= 2.5, sign_depth_or_thickness, 3 ) / 12 ) * perimeter_of_sign ) * 2 )  ) * 22 * 0.08 * weight_material501680 )","itemDenseWeight":"0.00104921344"},"timestamp":"2026-01-26 04:34:12"} 
[2026-01-26 04:34:12] local.INFO: Formula executed successfully {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte , 0, (( occupied_area * 2) + (((if(sign_depth_or_thickness >= 2.5, sign_depth_or_thickness, 3) / 12) * perimeter_of_sign ) * 2 )) * 22 * 0.08 * material501680)","result":"1.04921344"},"timestamp":"2026-01-26 04:34:12"} 
[2026-01-26 04:34:12] local.INFO: Formula executed successfully {"data":{"name":"Paint Miscellaneous [Fixed Cost]","expression":"0.2 * ( formula104 + formula105 + formula106 + formula107 + formula108 + formula109 + formula110 + formula111 + formula112 + formula113 + formula114 )","result":13.62586464104},"timestamp":"2026-01-26 04:34:12"} 
[2026-01-26 04:34:12] local.INFO: Dense weight computed {"data":{"name":"Vinyl 3630-26 3M Pakistan","dense_weight_expression":"weight_material502428 * occupied_area","itemDenseWeight":0.43428},"timestamp":"2026-01-26 04:34:12"} 
[2026-01-26 04:34:12] local.INFO: Formula executed successfully {"data":{"name":"Vinyl 3630-26 3M Pakistan","expression":"nested_area * material502428","result":121.33097699999999},"timestamp":"2026-01-26 04:34:12"} 
[2026-01-26 04:34:12] local.INFO: Formula executed successfully {"data":{"name":"Packaging/Box Making","expression":"variable32 * nested_area","result":51.4725},"timestamp":"2026-01-26 04:34:12"} 
[2026-01-26 04:34:12] local.INFO: Dense weight computed {"data":{"name":"Corrugated Sheet 5ply","dense_weight_expression":"if( ( width_of_sign > 0 || other_dimension_of_sign > 0 ) && width_of_sign <= 30 && other_dimension_of_sign <= 30, (  ( 2 * nested_area ) + ( 3 * nested_area * (  ( sign_depth_or_thickness + 2 ) / 12 )  ) / sqrt(nested_area)  ) * weight_material500379 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-26 04:34:12"} 
[2026-01-26 04:34:12] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 5ply","dense_weight":"0","result":0},"timestamp":"2026-01-26 04:34:12"} 
[2026-01-26 04:34:12] local.INFO: Dense weight computed {"data":{"name":"Corrugated Sheet 7Ply","dense_weight_expression":"if( ( width_of_sign > 30 || other_dimension_of_sign > 30 ) && width_of_sign <= 50 && other_dimension_of_sign <= 50, (  ( 2 * nested_area ) + ( 3 * nested_area * (  ( sign_depth_or_thickness + 2 ) / 12 )  ) / sqrt(nested_area)  ) * weight_material500419, 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-26 04:34:12"} 
[2026-01-26 04:34:12] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 7Ply","dense_weight":"0","result":0},"timestamp":"2026-01-26 04:34:12"} 
[2026-01-26 04:34:12] local.INFO: Dense weight computed {"data":{"name":"Corrugated Sheet 9 Ply","dense_weight_expression":"if( ( width_of_sign > 50 || other_dimension_of_sign > 50 ) && width_of_sign <= 60 && other_dimension_of_sign <= 60, (  ( 2 * nested_area ) + ( 3 * nested_area * (  ( sign_depth_or_thickness + 2 ) / 12 )  ) / sqrt(nested_area)  ) * weight_material502106, 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-26 04:34:12"} 
[2026-01-26 04:34:12] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 9 Ply","dense_weight":"0","result":0},"timestamp":"2026-01-26 04:34:12"} 
[2026-01-26 04:34:12] local.INFO: Dense weight computed {"data":{"name":"Plywood Sheet 5mm 3 Core 4*8","dense_weight_expression":"if( ( width_of_sign > 60 || other_dimension_of_sign > 60 ) && width_of_sign <= 70 && other_dimension_of_sign <= 70, nested_area * 2 * weight_material502567 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-26 04:34:12"} 
[2026-01-26 04:34:12] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 5mm 3 Core 4*8","dense_weight":"0","result":0},"timestamp":"2026-01-26 04:34:12"} 
[2026-01-26 04:34:12] local.INFO: Dense weight computed {"data":{"name":"Plywood Sheet 7mm 4 Core","dense_weight_expression":"if( ( width_of_sign > 70 || other_dimension_of_sign > 70 ) && width_of_sign <= 90 && other_dimension_of_sign <= 90, nested_area * 2 * weight_material502564 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-26 04:34:12"} 
[2026-01-26 04:34:12] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 7mm 4 Core","dense_weight":"0","result":0},"timestamp":"2026-01-26 04:34:12"} 
[2026-01-26 04:34:12] local.INFO: Dense weight computed {"data":{"name":"Plywood Sheet 8*4 Mersawa 6 core 9MM","dense_weight_expression":"if( ( width_of_sign > 90 || other_dimension_of_sign > 90 ), nested_area * weight_material500154 * 2, 0 )","itemDenseWeight":"52.1588"},"timestamp":"2026-01-26 04:34:12"} 
[2026-01-26 04:34:12] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 8*4 Mersawa 6 core 9MM","dense_weight":"52.1588","result":0},"timestamp":"2026-01-26 04:34:12"} 
[2026-01-26 04:34:12] local.INFO: Dense weight computed {"data":{"name":"Wood Lar 9''x132''","dense_weight_expression":"if( ( width_of_sign > 60 || other_dimension_of_sign > 60 ), 4 * sqrt(nested_area) * (  ( sign_depth_or_thickness + 2 ) / 12 ) * weight_material502074 , 0 )","itemDenseWeight":"13.80720423869"},"timestamp":"2026-01-26 04:34:12"} 
[2026-01-26 04:34:12] local.INFO: No formula, default result applied {"data":{"name":"Wood Lar 9''x132''","dense_weight":"13.80720423869","result":0},"timestamp":"2026-01-26 04:34:12"} 
[2026-01-26 04:34:12] local.INFO: No formula, default result applied {"data":{"name":"Miscalleneous (10%)","dense_weight":0,"result":0},"timestamp":"2026-01-26 04:34:12"} 
[2026-01-26 04:34:12] local.INFO: No formula, default result applied {"data":{"name":"Where Wastage magnification factor for Sheets consumption is taken as","dense_weight":0,"result":0},"timestamp":"2026-01-26 04:34:12"} 
[2026-01-26 04:34:12] local.INFO: Formula executed successfully {"data":{"name":"Flush/Stud Mount","expression":"if(mounting_type == mounting_type_flush_stud_mounted, 1, 0 )","result":"1"},"timestamp":"2026-01-26 04:34:12"} 
[2026-01-26 04:34:12] local.INFO: Dense weight computed {"data":{"name":"Standard Raceway (6x2)","dense_weight_expression":"if(mounting_type == mounting_type_standard_raceway_6x2, (  (  (  ( width_of_line_1 + width_of_line_2 + width_of_line_3 + width_of_line_4 ) * raceway_height * 2 ) + ( raceway_height * raceway_depth * 2 ) + (  ( width_of_line_1 + width_of_line_2 + width_of_line_3 + width_of_line_4 ) * raceway_depth * 2 )  ) / 144 ) * weight_material501803 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-26 04:34:12"} 
[2026-01-26 04:34:12] local.INFO: Formula executed successfully {"data":{"name":"Standard Raceway (6x2)","expression":"if(mounting_type == mounting_type_standard_raceway_6x2, variable7 * ( material501803 / 144 * (  (  ( width_of_line_1 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_2 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_3 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_4 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  )  ) + 2.7 / 144 * (  (  ( width_of_line_1 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_2 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_3 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_4 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  )  )  ), 0 )","result":"0"},"timestamp":"2026-01-26 04:34:12"} 
[2026-01-26 04:34:12] local.INFO: Dense weight computed {"data":{"name":"Flat Backer (2mm)","dense_weight_expression":"if(mounting_type == mounting_type_flat_backer_2_5_mm, (  ( width_of_sign + ( 2 * backer_offset )  ) * ( other_dimension_of_sign + ( 2 * backer_offset )  )  ) / 144 * weight_material501803, 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-26 04:34:12"} 
[2026-01-26 04:34:12] local.INFO: Formula executed successfully {"data":{"name":"Flat Backer (2mm)","expression":"if(mounting_type == mounting_type_flat_backer_2_5_mm, variable7 * ( material501803 / 144 * (  ( width_of_sign + ( 2 * backer_offset )  ) * ( other_dimension_of_sign + ( 2 * backer_offset )  )  ) + 2.7 / 144 * (  ( width_of_sign + ( 2 * backer_offset )  ) * ( other_dimension_of_sign + ( 2 * backer_offset )  )  )  ), 0 )","result":"0"},"timestamp":"2026-01-26 04:34:12"} 
[2026-01-26 04:34:12] local.INFO: Dense weight computed {"data":{"name":"Backerboard Cabinet (2\")","dense_weight_expression":"if(mounting_type == mounting_type_backerboard_cabinet_2_inch, (  ( 2 * (  ( width_of_sign + ( 2 * backer_offset )  ) * ( other_dimension_of_sign + ( 2 * backer_offset )  )  )  ) + ( 2 * (  ( width_of_sign + ( 2 * backer_offset )  ) * backboard_cabinet_depth )  ) + ( 2 * (  ( other_dimension_of_sign + ( 2 * backer_offset )  ) * backboard_cabinet_depth )  )  ) / 144 * weight_material501803, 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-26 04:34:12"} 
[2026-01-26 04:34:12] local.INFO: Formula executed successfully {"data":{"name":"Backerboard Cabinet (2\")","expression":"if(mounting_type == mounting_type_backerboard_cabinet_2_inch, variable7 * (  (  (  (  ( 4 + 2 * ( other_dimension_of_sign + ( 2 * backer_offset )  )  ) + ( 2 * backboard_cabinet_depth )  ) * ( width_of_sign + ( 2 * backer_offset )  ) * material501803 / 144 )  ) + (  (  ( 4 + 2 * ( other_dimension_of_sign + ( 2 * backer_offset )  )  ) + ( 2 * backboard_cabinet_depth )  ) * ( width_of_sign + ( 2 * backer_offset )  ) * 2.7 / 144 )  ), 0 )","result":"0"},"timestamp":"2026-01-26 04:34:12"} 
[2026-01-26 04:34:12] local.INFO: Total Cost formula detected {"data":{"item_id":9},"timestamp":"2026-01-26 04:34:12"} 
[2026-01-26 04:34:12] local.INFO: Formula calculations completed {"data":{"total_items":51,"successful_calculations":50,"errors_count":0},"timestamp":"2026-01-26 04:34:12"} 
[2026-01-26 04:34:12] local.INFO: Summed initial totals {"data":{"totalCost_before_formula":1279.5040298462402,"totalDenseWeight_before_formula":111.7937765618952},"timestamp":"2026-01-26 04:34:12"} 
[2026-01-26 04:34:12] local.INFO: Total Cost formula executed {"data":{"formula":"totalCost * variable6","computed_totalCost":1407.4544328308643},"timestamp":"2026-01-26 04:34:12"} 
[2026-01-26 04:34:12] local.INFO: Total Dense Weight formula executed {"data":{"formula":"totalDenseWeight * 1.1","computed_totalDenseWeight":122.97315421808473},"timestamp":"2026-01-26 04:34:12"} 
[2026-01-26 04:34:12] local.INFO: Total Cost result added to calculationsResults {"data":{"variable_id":9,"result":1407.4544328308643,"dense_weight_expression":122.97315421808473},"timestamp":"2026-01-26 04:34:12"} 
[2026-01-26 04:34:12] local.INFO: Preparing boxes for bin packing {"data":{"sign_type":"Premium Face-Lit Letters (Metallic Trim)","objects_count":2,"totalDenseWeight":0},"timestamp":"2026-01-26 04:34:12"} 
[2026-01-26 04:34:12] local.INFO: Processing flush stud mounted objects for 3D bin packing {"data":{"objects_count":2,"sign_depth":"3"},"timestamp":"2026-01-26 04:34:12"} 
[2026-01-26 04:34:12] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-1","width":60.08,"height":47,"depth":"3"},"timestamp":"2026-01-26 04:34:12"} 
[2026-01-26 04:34:12] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-2","width":110.35,"height":63.97,"depth":"3"},"timestamp":"2026-01-26 04:34:12"} 
[2026-01-26 04:34:13] local.INFO: 3D Bin Packing API response received {"data":{"response":{"response":{"id":"1769402053_2f4b12adce6ddc5df78f771b32bfc280","bins_packed":[{"bin_data":{"w":110.65,"h":64.27,"d":6.6,"id":"unique","used_space":70.08,"weight":0,"gross_weight":0,"used_weight":100,"stack_height":64.27,"order_id":null},"image_complete":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260126/94265f377778be24bc31cba535d322e1/1769402053-3915-5138619.svg","items":[{"id":"item-1","w":60.38,"h":47.3,"d":3.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260126/94265f377778be24bc31cba535d322e1/1769402053-3912-4258809.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting 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":110.65,"h":64.27,"d":3.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260126/94265f377778be24bc31cba535d322e1/1769402053-3914-7626499.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}}]}],"errors":[],"status":1,"not_packed_items":[]}}},"timestamp":"2026-01-26 04:34:13"} 
[2026-01-26 04:34:13] local.INFO: Box added from packed bin {"data":{"length":6.6,"width":110.65,"height":64.27,"denseWeight":0},"timestamp":"2026-01-26 04:34:13"} 
[2026-01-26 04:34:13] local.INFO: Shipping rates calculated {"data":{"boxes":[{"size":{"length":8.6,"width":112.65,"height":66.52},"quantity":1,"denseWeight":1}],"cheapestShippingCost":2247.75,"rawShippingRates":{"data":[{"career":"dhl_small","boxWeights":[{"size":{"length":8.6,"width":112.65,"height":66.52},"denseWeight":1,"volumetricWeight":211.5,"higherWeight":211.5,"quantity":1}],"totalHigherWeight":211.5,"DS":338.40000000000003,"rate":2721.205,"tariffAndDS":3059.605,"fuelSurcharge":"0.2975","gst":"0.1600","DdpService":0,"overweightSurcharge":105,"overlengthSurcharge":22,"isRemotePrice":0,"totalShipmentCost":4796.159185499999,"totalShipmentCostFormula":"((tariffAndDS (3059.605) + overlengthSurcharge (22) + overweightSurcharge (105)) * (1 + fuelSurcharge (0.2975)) * (1 + gst (0.1600))) + DdpService (0) + isRemotePrice (0) = 4796.16","warnings":["DHL Not Available (Width exceeds 148 cm)","DHL Not Available (Height exceeds 148 cm)","Extra Charges: Weight too high for Single Box"]},{"career":"dhl_heavy","boxWeights":[{"size":{"length":8.6,"width":112.65,"height":66.52},"denseWeight":1,"volumetricWeight":211.5,"higherWeight":211.5,"quantity":1}],"totalHigherWeight":211.5,"DS":338.40000000000003,"rate":1522.2,"tariffAndDS":1860.6000000000001,"fuelSurcharge":"0.2975","gst":"0.1600","DdpService":0,"overweightSurcharge":105,"overlengthSurcharge":22,"isRemotePrice":0,"totalShipmentCost":2991.53676,"totalShipmentCostFormula":"((tariffAndDS (1860.6) + overlengthSurcharge (22) + overweightSurcharge (105)) * (1 + fuelSurcharge (0.2975)) * (1 + gst (0.1600))) + DdpService (0) + isRemotePrice (0) = 2991.54","warnings":["DHL Not Available (Width exceeds 148 cm)","DHL Not Available (Height exceeds 148 cm)","Extra Charges: Weight too high for Single Box"]},{"career":"fedex","boxWeights":[{"size":{"length":8.6,"width":112.65,"height":66.52},"denseWeight":1,"volumetricWeight":211.5,"higherWeight":211.5,"quantity":1}],"totalHigherWeight":211.5,"DS":211.5,"rate":2051.335,"tariffAndDS":2262.835,"fuelSurcharge":"0.3250","gst":"0.1600","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":3477.977395,"totalShipmentCostFormula":"(( tariffAndDS (2262.835) + overlengthSurcharge (0) + overweightSurcharge (0) ) * ( 1 + fuelSurcharge (0.3250)) * ( 1 + gst (0.1600))) + DdpService (0) + isRemotePrice (0) = 3477.977395","warnings":["FedEx Not Available (Width exceeds 150 cm)","FedEx Not Available (Weight exceeds 66 kg)"]},{"career":"fedex_flyer","error":["Package doesn't come under dimension","Weight is higher then 2.5 kg"]},{"career":"ups_5kg_selected_countries","error":["Weight is higher then 5 kg"],"warnings":[]},{"career":"ups_usa","error":"No rate available for weight greater than 71"},{"career":"dhl_usa","boxWeights":[{"size":{"length":8.6,"width":112.65,"height":66.52},"denseWeight":1,"volumetricWeight":211.5,"higherWeight":211.5,"quantity":1}],"totalHigherWeight":211.5,"DS":338.40000000000003,"rate":"1955.70","tariffAndDS":2294.1,"fuelSurcharge":"0.0000","gst":"0.0000","DdpService":0,"overweightSurcharge":105,"overlengthSurcharge":22,"isRemotePrice":0,"totalShipmentCost":2421.1,"totalShipmentCostFormula":"(((tariffAndDS (2294.1) + overlengthSurcharge (22) + overweightSurcharge (105)) * (1 + fuelSurcharge (0.0000))) * (1 + gst (0.0000))) + DdpService (0) + isRemotePrice (0) = 2421.1","warnings":["DHL USA Not Available (Width exceeds 97 cm)","DHL USA Not Available (Height exceeds 97 cm)","Extra Charges: Weight too high for Single Box"]},{"career":"ups_zones_selected_countries","error":["Weight is higher then 25 kg"],"warnings":[]},{"career":"ups_zones","error":["Weight is higher then 25 kg"],"warnings":[]},{"career":"sea_mode_oa","error":["Weight is higher then 5 kg"]},{"career":"sea_mode_ob","boxWeights":[{"size":{"length":8.6,"width":112.65,"height":66.52},"denseWeight":1,"volumetricWeight":211.5,"higherWeight":211.5,"quantity":1}],"totalHigherWeight":211.5,"DS":0,"rate":2247.75,"tariffAndDS":2247.75,"fuelSurcharge":"0.0000","gst":"0.0000","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":2247.75,"totalShipmentCostFormula":"((tariffAndDS (2247.75) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.0000)) * (1 + gst (0.0000))) + DdpService (0) + isRemotePrice (0) = 2247.75"}]}},"timestamp":"2026-01-26 04:34:13"} 
[2026-01-26 04:34:13] local.INFO: Product cost factor determined {"data":{"sign_type":"Premium Face-Lit Letters (Metallic Trim)","productCostFactor":1.66},"timestamp":"2026-01-26 04:34:13"} 
[2026-01-26 04:34:13] local.INFO: Final API Response {"data":{"sign_width":"120","sign_height":"66","sign_depth":"3","sign_type":"Premium Face-Lit Letters (Metallic Trim)","sideViewImage":"https://api.signize.ai/mockups/flush-stud/flush-stud-face-lit-channel-letters.png","mounting_type":"Flush/Stud mounted","combined_production_cost_usd":1410.0,"total_production_cost":2340.0,"totalDenseWeight":0,"totalVolumetricWeight":211.5,"bin_packing_result":{"response":{"id":"1769402053_2f4b12adce6ddc5df78f771b32bfc280","bins_packed":[{"bin_data":{"w":110.65,"h":64.27,"d":6.6,"id":"unique","used_space":70.08,"weight":0,"gross_weight":0,"used_weight":100,"stack_height":64.27,"order_id":null},"image_complete":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260126/94265f377778be24bc31cba535d322e1/1769402053-3915-5138619.svg","items":[{"id":"item-1","w":60.38,"h":47.3,"d":3.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260126/94265f377778be24bc31cba535d322e1/1769402053-3912-4258809.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting 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":110.65,"h":64.27,"d":3.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260126/94265f377778be24bc31cba535d322e1/1769402053-3914-7626499.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}}]}],"errors":[],"status":1,"not_packed_items":[]}},"shipping_rates":{"data":[{"career":"dhl_small","boxWeights":[{"size":{"length":8.6,"width":112.65,"height":66.52},"denseWeight":1,"volumetricWeight":211.5,"higherWeight":211.5,"quantity":1}],"totalHigherWeight":211.5,"DS":338.40000000000003,"rate":2721.205,"tariffAndDS":3059.605,"fuelSurcharge":"0.2975","gst":"0.1600","DdpService":0,"overweightSurcharge":105,"overlengthSurcharge":22,"isRemotePrice":0,"totalShipmentCost":4796.159185499999,"totalShipmentCostFormula":"((tariffAndDS (3059.605) + overlengthSurcharge (22) + overweightSurcharge (105)) * (1 + fuelSurcharge (0.2975)) * (1 + gst (0.1600))) + DdpService (0) + isRemotePrice (0) = 4796.16","warnings":["DHL Not Available (Width exceeds 148 cm)","DHL Not Available (Height exceeds 148 cm)","Extra Charges: Weight too high for Single Box"]},{"career":"dhl_heavy","boxWeights":[{"size":{"length":8.6,"width":112.65,"height":66.52},"denseWeight":1,"volumetricWeight":211.5,"higherWeight":211.5,"quantity":1}],"totalHigherWeight":211.5,"DS":338.40000000000003,"rate":1522.2,"tariffAndDS":1860.6000000000001,"fuelSurcharge":"0.2975","gst":"0.1600","DdpService":0,"overweightSurcharge":105,"overlengthSurcharge":22,"isRemotePrice":0,"totalShipmentCost":2991.53676,"totalShipmentCostFormula":"((tariffAndDS (1860.6) + overlengthSurcharge (22) + overweightSurcharge (105)) * (1 + fuelSurcharge (0.2975)) * (1 + gst (0.1600))) + DdpService (0) + isRemotePrice (0) = 2991.54","warnings":["DHL Not Available (Width exceeds 148 cm)","DHL Not Available (Height exceeds 148 cm)","Extra Charges: Weight too high for Single Box"]},{"career":"fedex","boxWeights":[{"size":{"length":8.6,"width":112.65,"height":66.52},"denseWeight":1,"volumetricWeight":211.5,"higherWeight":211.5,"quantity":1}],"totalHigherWeight":211.5,"DS":211.5,"rate":2051.335,"tariffAndDS":2262.835,"fuelSurcharge":"0.3250","gst":"0.1600","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":3477.977395,"totalShipmentCostFormula":"(( tariffAndDS (2262.835) + overlengthSurcharge (0) + overweightSurcharge (0) ) * ( 1 + fuelSurcharge (0.3250)) * ( 1 + gst (0.1600))) + DdpService (0) + isRemotePrice (0) = 3477.977395","warnings":["FedEx Not Available (Width exceeds 150 cm)","FedEx Not Available (Weight exceeds 66 kg)"]},{"career":"fedex_flyer","error":["Package doesn't come under dimension","Weight is higher then 2.5 kg"]},{"career":"ups_5kg_selected_countries","error":["Weight is higher then 5 kg"],"warnings":[]},{"career":"ups_usa","error":"No rate available for weight greater than 71"},{"career":"dhl_usa","boxWeights":[{"size":{"length":8.6,"width":112.65,"height":66.52},"denseWeight":1,"volumetricWeight":211.5,"higherWeight":211.5,"quantity":1}],"totalHigherWeight":211.5,"DS":338.40000000000003,"rate":"1955.70","tariffAndDS":2294.1,"fuelSurcharge":"0.0000","gst":"0.0000","DdpService":0,"overweightSurcharge":105,"overlengthSurcharge":22,"isRemotePrice":0,"totalShipmentCost":2421.1,"totalShipmentCostFormula":"(((tariffAndDS (2294.1) + overlengthSurcharge (22) + overweightSurcharge (105)) * (1 + fuelSurcharge (0.0000))) * (1 + gst (0.0000))) + DdpService (0) + isRemotePrice (0) = 2421.1","warnings":["DHL USA Not Available (Width exceeds 97 cm)","DHL USA Not Available (Height exceeds 97 cm)","Extra Charges: Weight too high for Single Box"]},{"career":"ups_zones_selected_countries","error":["Weight is higher then 25 kg"],"warnings":[]},{"career":"ups_zones","error":["Weight is higher then 25 kg"],"warnings":[]},{"career":"sea_mode_oa","error":["Weight is higher then 5 kg"]},{"career":"sea_mode_ob","boxWeights":[{"size":{"length":8.6,"width":112.65,"height":66.52},"denseWeight":1,"volumetricWeight":211.5,"higherWeight":211.5,"quantity":1}],"totalHigherWeight":211.5,"DS":0,"rate":2247.75,"tariffAndDS":2247.75,"fuelSurcharge":"0.0000","gst":"0.0000","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":2247.75,"totalShipmentCostFormula":"((tariffAndDS (2247.75) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.0000)) * (1 + gst (0.0000))) + DdpService (0) + isRemotePrice (0) = 2247.75"}]},"cheapest_shipping_cost_usd":2250.0,"totalCost":4590.0,"productionResults":[{"material_id":81,"dense_weight_expression":13.00772,"result":"303.2430276","sign_material":"Aluminium Sheet 2.5 mm 1100 Grade 4 ft x 8 ft Pakistan","description":"Aluminium 10 G / 0.134 inch - Corrosion-resistant, and Durable for Sign Back.","sequence_no":1},{"material_id":82,"dense_weight_expression":0,"result":"0","sign_material":"Aluminium Sheet 2mm 4 ft x 8 ft Pakistan","description":null,"sequence_no":2},{"material_id":83,"dense_weight_expression":7.00812,"result":49.3438392,"sign_material":"Aluminium Sheet 1.5 mm 4 ft x 8 ft Pakistan","description":"Aluminium 14 G / 0.074 inch - Corrosion-resistant, and Durable for Sign Returns.","sequence_no":3},{"material_id":84,"dense_weight_expression":3.203403,"result":228.83438159999997,"sign_material":"SS Sheet 14g Brushed Silver 4 ft x 8 ft Pakistan","description":"Stainless Steel 14 G / 0.075 inch - Trim Cap","sequence_no":4},{"material_id":85,"dense_weight_expression":7.2676799999999995,"result":8.839686599999999,"sign_material":"SS Sheet 22g Brushed Silver 4 ft x 8 ft Pakistan","description":null,"sequence_no":5},{"material_id":86,"dense_weight_expression":11.43604,"result":119.41619999999999,"sign_material":"Acrylic Sheet 5mm White 4 ft x 8 ft Pakistan","description":"White Acrylic 5mm / 0.196 inch - Ideal Light Diffusion for Sign Face.","sequence_no":6},{"material_id":87,"dense_weight_expression":1.6544,"result":"262.23523","sign_material":"LED Module 0.4W UL Cool White 10000K China","description":"UL Certified Modules – 12V DC, IP65, 0.72–1.2W per module","sequence_no":7},{"material_id":88,"dense_weight_expression":0,"result":"0","sign_material":"LED Strip UL Cool White China","description":null,"sequence_no":8},{"material_id":89,"dense_weight_expression":0,"result":"0","sign_material":"Power Supply 5A UL Certified IP68 Everylite China","description":null,"sequence_no":9},{"material_id":90,"dense_weight_expression":0,"result":"0","sign_material":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","description":null,"sequence_no":10},{"variable_id":28,"dense_weight_expression":0,"result":"0","sign_material":"Power Supply 15A-10+5","description":null,"sequence_no":11},{"variable_id":29,"dense_weight_expression":0,"result":"0","sign_material":"Power Supply 20A-(10A+10A)","description":null,"sequence_no":12},{"material_id":93,"dense_weight_expression":0,"result":"0","sign_material":"Power Supply 5A UL Certified IP68 Everylite China","description":null,"sequence_no":13},{"material_id":94,"dense_weight_expression":0,"result":"0","sign_material":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","description":null,"sequence_no":14},{"variable_id":30,"dense_weight_expression":0,"result":"0","sign_material":"Power Supply 15A-10+5","description":null,"sequence_no":15},{"variable_id":31,"dense_weight_expression":1.478,"result":"50.64","sign_material":"Power Supply 20A-(10A+10A)","description":"Power Supply – 12V DC, total 20A (10A + 10A), 240W, UL certified.","sequence_no":16},{"material_id":97,"dense_weight_expression":0.27,"result":"1.393","sign_material":"Wire 18g UL UL Certified Red & White China","description":"Wire 18 Gauge (Red & White) UL Certified – 18 AWG stranded copper, 300V, PVC insulated, UL-approved.","sequence_no":17},{"material_id":98,"dense_weight_expression":0,"result":"0","sign_material":"Non UL 5A Power Supply","description":null,"sequence_no":18},{"material_id":99,"dense_weight_expression":0,"result":"0","sign_material":"Non UL 10A Power Supply","description":null,"sequence_no":19},{"material_id":100,"dense_weight_expression":0,"result":"0","sign_material":"Non UL 15A Power Supply","description":null,"sequence_no":20},{"material_id":101,"dense_weight_expression":0,"result":"0","sign_material":"Non UL 20A Power Supply","description":null,"sequence_no":21},{"material_id":102,"dense_weight_expression":0,"result":"0","sign_material":"Non UL LED strip","description":null,"sequence_no":22},{"material_id":103,"dense_weight_expression":0,"result":"0","sign_material":"Non UL Wire","description":null,"sequence_no":23},{"material_id":104,"dense_weight_expression":0.0129963376752,"result":12.9963376752,"sign_material":"Epoxy Primer Pakistan","description":null,"sequence_no":24},{"material_id":105,"dense_weight_expression":0.0010322115700000002,"result":1.03221157,"sign_material":"Master Thinner Pakistan","description":null,"sequence_no":25},{"material_id":106,"dense_weight_expression":0.009845710360000001,"result":9.84571036,"sign_material":"Epoxy Hardner Master Pakistan","description":null,"sequence_no":26},{"material_id":107,"dense_weight_expression":0,"result":"0","sign_material":"Paint (P425-950) Jet Black 1L Nexa Pakistan","description":null,"sequence_no":27},{"material_id":108,"dense_weight_expression":0,"result":"0","sign_material":"Matting Agent (P565-554) 1L Nexa Pakistan","description":null,"sequence_no":28},{"material_id":109,"dense_weight_expression":0,"result":"0","sign_material":"Hardner (922) 1L Nexa Pakistan","description":null,"sequence_no":29},{"material_id":110,"dense_weight_expression":0,"result":"0","sign_material":"Thinner (P850-1491) Fast 5L Nexa Pakistan","description":null,"sequence_no":30},{"material_id":111,"dense_weight_expression":0.02023532368,"result":"20.23532368","sign_material":"Paint (P425-950) Jet Black 1L Nexa Pakistan","description":null,"sequence_no":31},{"material_id":112,"dense_weight_expression":0.00982084488,"result":"9.82084488","sign_material":"2k Adjuster (P190-376) Binder 2.5L Nexa Pakistan","description":"High Quality Gloss / Satin Paint – PU or solvent-based, gloss (70+ GU) or satin (30–50 GU) sheen.","sequence_no":32},{"material_id":113,"dense_weight_expression":0.0131496816,"result":"13.1496816","sign_material":"Hardner (922) 1L Nexa Pakistan","description":null,"sequence_no":33},{"material_id":114,"dense_weight_expression":0.00104921344,"result":"1.04921344","sign_material":"Thinner (P850-1491) Fast 5L Nexa Pakistan","description":null,"sequence_no":34},{"material_id":115,"dense_weight_expression":0,"result":13.62586464104,"sign_material":"Paint Miscellaneous [Fixed Cost]","description":null,"sequence_no":35},{"material_id":121,"dense_weight_expression":0.43428,"result":121.33097699999999,"sign_material":"Vinyl 3630-26 3M Pakistan","description":null,"sequence_no":36},{"variable_id":32,"dense_weight_expression":0,"result":51.4725,"sign_material":"Packaging/Box Making","description":"Custom Packaging with 3–5 ply corrugated boxes with inner foam/styro and stretch wrap.","sequence_no":37},{"material_id":568,"dense_weight_expression":0,"result":0,"sign_material":"Corrugated Sheet 5ply","description":null,"sequence_no":38},{"material_id":569,"dense_weight_expression":0,"result":0,"sign_material":"Corrugated Sheet 7Ply","description":null,"sequence_no":39},{"material_id":570,"dense_weight_expression":0,"result":0,"sign_material":"Corrugated Sheet 9 Ply","description":null,"sequence_no":40},{"material_id":571,"dense_weight_expression":0,"result":0,"sign_material":"Plywood Sheet 5mm 3 Core 4*8","description":null,"sequence_no":41},{"material_id":572,"dense_weight_expression":0,"result":0,"sign_material":"Plywood Sheet 7mm 4 Core","description":null,"sequence_no":42},{"material_id":573,"dense_weight_expression":52.1588,"result":0,"sign_material":"Plywood Sheet 8*4 Mersawa 6 core 9MM","description":null,"sequence_no":43},{"material_id":574,"dense_weight_expression":13.80720423869,"result":0,"sign_material":"Wood Lar 9''x132''","description":null,"sequence_no":44},{"variable_id":6,"dense_weight_expression":0,"result":0,"sign_material":"Miscalleneous (10%)","description":null,"sequence_no":45},{"variable_id":7,"dense_weight_expression":0,"result":0,"sign_material":"Where Wastage magnification factor for Sheets consumption is taken as","description":null,"sequence_no":46},{"variable_id":33,"dense_weight_expression":0,"result":"1","sign_material":"Flush/Stud Mount","description":"Sign to be Flush/Stud Mounted to the wall.","sequence_no":47},{"variable_id":34,"dense_weight_expression":0,"result":"0","sign_material":"Standard Raceway (6x2)","description":null,"sequence_no":48},{"variable_id":35,"dense_weight_expression":0,"result":"0","sign_material":"Flat Backer (2mm)","description":null,"sequence_no":49},{"variable_id":36,"dense_weight_expression":0,"result":"0","sign_material":"Backerboard Cabinet (2\")","description":null,"sequence_no":50},{"variable_id":9,"dense_weight_expression":122.97315421808473,"result":1407.4544328308643,"sign_material":"Total Cost","description":null,"sequence_no":51}],"productionError":[],"request":{"sign_width_or_height":"120","sign_depth_or_thickness":"3","sign_type":"Premium Face-Lit Letters (Metallic Trim)","mounting_type":"Flush/Stud mounted","profit_factor":1,"no_of_lines":"1","raceway_depth":"2","raceway_height":"6","width_of_line_1":"120","width_of_line_2":"0","width_of_line_3":"0","width_of_line_4":"0","height_of_line_1":"66","height_of_line_2":"0","height_of_line_3":"0","height_of_line_4":"0","backer_offset":"2","backboard_cabinet_depth":"2","no_of_letters":"2","perimeter_of_sign":"74.16","nested_area":"68.63","occupied_area":"20.68","avg_char_height":"Greater than 24 inches","width_of_sign":"120","width_of_smaller_line":"20","other_dimension_of_sign":"66","material":null,"application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","neon_color":null,"uv_printing_needed":null},"TATDays":21,"testDenseWeight":122.97315421808473},"timestamp":"2026-01-26 04:34:13"} 
[2026-01-26 04:34:13] local.INFO: API Epic Craftings Calculation Ended ======================================================================================================== {"data":null,"timestamp":"2026-01-26 04:34:13"} 
[2026-01-26 04:34:14] local.INFO: API B2 Sign Calculation Started ======================================================================================================== {"data":null,"timestamp":"2026-01-26 04:34:14"} 
[2026-01-26 04:34:14] local.INFO: Incoming Request {"data":{"sign_type_name":"Premium Face-Lit Letters (Metallic Trim)","sign_depth":3,"mounting_type":"Flush/Stud mounted","sign_height":66,"sign_width":"120","dimensions":[{"id":"50e36824-b9c0-49e7-857a-322575941c6e","height":47,"width":60.08},{"id":"0e306de0-302d-4e55-92fc-c0150e9d8fcc","height":63.97,"width":110.35}]},"timestamp":"2026-01-26 04:34:14"} 
[2026-01-26 04:34:14] local.INFO: Validating Request Payload {"data":[],"timestamp":"2026-01-26 04:34:14"} 
[2026-01-26 04:34:14] local.INFO: Request Validation Successful {"data":{"validated_data":{"sign_type_name":"Premium Face-Lit Letters (Metallic Trim)","sign_depth":3,"mounting_type":"Flush/Stud mounted","sign_height":66,"sign_width":"120","dimensions":[{"id":"50e36824-b9c0-49e7-857a-322575941c6e","height":47,"width":60.08},{"id":"0e306de0-302d-4e55-92fc-c0150e9d8fcc","height":63.97,"width":110.35}]}},"timestamp":"2026-01-26 04:34:14"} 
[2026-01-26 04:34:14] local.INFO: Fetching Sign Type {"data":{"sign_type_name":"Premium Face-Lit Letters (Metallic Trim)"},"timestamp":"2026-01-26 04:34:14"} 
[2026-01-26 04:34:14] local.INFO: Sign Type Query Result {"data":{"found":true,"sign_type_id":3},"timestamp":"2026-01-26 04:34:14"} 
[2026-01-26 04:34:14] local.INFO: Checking B2 Module for Sign Type {"data":{"sign_type_id":3},"timestamp":"2026-01-26 04:34:14"} 
[2026-01-26 04:34:14] local.INFO: Sign Type B2 Module Result {"data":{"has_b2_module":true},"timestamp":"2026-01-26 04:34:14"} 
[2026-01-26 04:34:14] local.INFO: Fetching Unique Returns for Sign Type {"data":{"sign_type_id":3},"timestamp":"2026-01-26 04:34:14"} 
[2026-01-26 04:34:14] local.INFO: Unique Returns Found {"data":{"unique_returns":{"Illuminate\\Support\\Collection":[2,3]}},"timestamp":"2026-01-26 04:34:14"} 
[2026-01-26 04:34:14] local.INFO: Processing dimensions block {"data":{"return_value":2,"raw_dimensions":[{"id":"50e36824-b9c0-49e7-857a-322575941c6e","height":47,"width":60.08},{"id":"0e306de0-302d-4e55-92fc-c0150e9d8fcc","height":63.97,"width":110.35}],"sign_height_raw":66,"sign_width_raw":"120"},"timestamp":"2026-01-26 04:34:14"} 
[2026-01-26 04:34:14] local.INFO: Calculated sign dimensions {"data":{"sign_depth":2,"sign_height":66.0,"sign_width":120.0,"tax_factor":0.0887},"timestamp":"2026-01-26 04:34:14"} 
[2026-01-26 04:34:14] local.INFO: Fetching max heightOrWidth from B2SignProductionPrice {"data":{"sign_type_id":3},"timestamp":"2026-01-26 04:34:14"} 
[2026-01-26 04:34:14] local.INFO: Max heightOrWidth found {"data":{"maxHeightOrWidth":"36.00"},"timestamp":"2026-01-26 04:34:14"} 
[2026-01-26 04:34:14] local.INFO: Initialized result array for dimension calculations {"data":[],"timestamp":"2026-01-26 04:34:14"} 
[2026-01-26 04:34:14] local.INFO: Dimension Calculation {"data":{"dim_id":"50e36824-b9c0-49e7-857a-322575941c6e","height":47,"width":60.08,"ceilHeight":47.0,"ceilWidth":61.0,"biggerDimension":61.0,"priceRow_found":false,"priceRow":null,"defaultShippingRate":1800},"timestamp":"2026-01-26 04:34:14"} 
[2026-01-26 04:34:14] local.INFO: Dimension Calculation {"data":{"dim_id":"0e306de0-302d-4e55-92fc-c0150e9d8fcc","height":63.97,"width":110.35,"ceilHeight":64.0,"ceilWidth":111.0,"biggerDimension":111.0,"priceRow_found":false,"priceRow":null,"defaultShippingRate":1800},"timestamp":"2026-01-26 04:34:14"} 
[2026-01-26 04:34:14] local.INFO: Base Production Cost Calculated {"data":{"result_items_count":2,"baseProductionCost":1004,"result":[{"id":"50e36824-b9c0-49e7-857a-322575941c6e","height":47,"width":60.08,"depth":2,"price":502},{"id":"0e306de0-302d-4e55-92fc-c0150e9d8fcc","height":63.97,"width":110.35,"depth":2,"price":502}]},"timestamp":"2026-01-26 04:34:14"} 
[2026-01-26 04:34:14] local.INFO: Max PSU Height Fetched {"data":{"maxPSU":"45.00","signHeight":66.0},"timestamp":"2026-01-26 04:34:14"} 
[2026-01-26 04:34:14] local.INFO: Sign height exceeds max PSU, using maxPSU as PSUValue {"data":{"PSUValue":"1.002"},"timestamp":"2026-01-26 04:34:14"} 
[2026-01-26 04:34:14] local.INFO: PSU Cost Calculated {"data":{"PSUNumbers":3.0,"PSUCost":148.47},"timestamp":"2026-01-26 04:34:14"} 
[2026-01-26 04:34:14] local.INFO: Total Production Cost and Tax {"data":{"productionCost":1152.47,"taxFactor":0.0887,"tax":102.224089},"timestamp":"2026-01-26 04:34:14"} 
[2026-01-26 04:34:14] local.INFO: Box Calculation Details {"data":{"breadth":72.0,"boxDepth":8,"oneBoxCapacity":-1.0,"noOfBoxes":-120.0,"noOfFullBoxes":-121.0,"noOfHalfBoxes":1.0,"widthOfFullBox":-1.0,"widthOfHalfBox":-1.0},"timestamp":"2026-01-26 04:34:14"} 
[2026-01-26 04:34:14] local.INFO: Calculated Shipping Weight {"data":{"shippingWeightInLB":-2486.3309352517986,"shippingWeightInKG":-1127.5877257377772},"timestamp":"2026-01-26 04:34:14"} 
[2026-01-26 04:34:14] local.INFO: Fetched Shipping Rate from DB {"data":{"shippingWeightInKG":-1127.5877257377772,"shippingRateFound":false,"shippingRateRow":null},"timestamp":"2026-01-26 04:34:14"} 
[2026-01-26 04:34:14] local.INFO: Final Sign Price Calculation {"data":{"baseProductionCost":1004,"PSUCost":148.47,"tax":102.224089,"shippingRate":1800,"miscellaenous":0,"signPrice":3054.694089},"timestamp":"2026-01-26 04:34:14"} 
[2026-01-26 04:34:14] local.INFO: Initial TAT Days Set {"data":{"sign_type_name":"Premium Face-Lit Letters (Metallic Trim)","TATdays":7},"timestamp":"2026-01-26 04:34:14"} 
[2026-01-26 04:34:14] local.INFO: Final dataResults entry added {"data":{"sign_type":"Premium Face-Lit Letters (Metallic Trim)","sign_width":"120","sign_height":66,"sign_depth":2,"totalCost":3054.694089,"TATDays":7,"baseProductionCost":1004,"productionCost":1152.47,"PSUCost":148.47,"tax":102.224089,"shippingCost":1800,"uniqueReturns_count":2,"objects_count":2},"timestamp":"2026-01-26 04:34:14"} 
[2026-01-26 04:34:14] local.INFO: Processing dimensions block {"data":{"return_value":3,"raw_dimensions":[{"id":"50e36824-b9c0-49e7-857a-322575941c6e","height":47,"width":60.08},{"id":"0e306de0-302d-4e55-92fc-c0150e9d8fcc","height":63.97,"width":110.35}],"sign_height_raw":66,"sign_width_raw":"120"},"timestamp":"2026-01-26 04:34:14"} 
[2026-01-26 04:34:14] local.INFO: Calculated sign dimensions {"data":{"sign_depth":3,"sign_height":66.0,"sign_width":120.0,"tax_factor":0.0887},"timestamp":"2026-01-26 04:34:14"} 
[2026-01-26 04:34:14] local.INFO: Fetching max heightOrWidth from B2SignProductionPrice {"data":{"sign_type_id":3},"timestamp":"2026-01-26 04:34:14"} 
[2026-01-26 04:34:14] local.INFO: Max heightOrWidth found {"data":{"maxHeightOrWidth":"36.00"},"timestamp":"2026-01-26 04:34:14"} 
[2026-01-26 04:34:14] local.INFO: Initialized result array for dimension calculations {"data":[],"timestamp":"2026-01-26 04:34:14"} 
[2026-01-26 04:34:14] local.INFO: Dimension Calculation {"data":{"dim_id":"50e36824-b9c0-49e7-857a-322575941c6e","height":47,"width":60.08,"ceilHeight":47.0,"ceilWidth":61.0,"biggerDimension":61.0,"priceRow_found":false,"priceRow":null,"defaultShippingRate":1800},"timestamp":"2026-01-26 04:34:14"} 
[2026-01-26 04:34:14] local.INFO: Dimension Calculation {"data":{"dim_id":"0e306de0-302d-4e55-92fc-c0150e9d8fcc","height":63.97,"width":110.35,"ceilHeight":64.0,"ceilWidth":111.0,"biggerDimension":111.0,"priceRow_found":false,"priceRow":null,"defaultShippingRate":1800},"timestamp":"2026-01-26 04:34:14"} 
[2026-01-26 04:34:14] local.INFO: Base Production Cost Calculated {"data":{"result_items_count":2,"baseProductionCost":1004,"result":[{"id":"50e36824-b9c0-49e7-857a-322575941c6e","height":47,"width":60.08,"depth":3,"price":502},{"id":"0e306de0-302d-4e55-92fc-c0150e9d8fcc","height":63.97,"width":110.35,"depth":3,"price":502}]},"timestamp":"2026-01-26 04:34:14"} 
[2026-01-26 04:34:14] local.INFO: Max PSU Height Fetched {"data":{"maxPSU":"45.00","signHeight":66.0},"timestamp":"2026-01-26 04:34:14"} 
[2026-01-26 04:34:14] local.INFO: Sign height exceeds max PSU, using maxPSU as PSUValue {"data":{"PSUValue":"1.002"},"timestamp":"2026-01-26 04:34:14"} 
[2026-01-26 04:34:14] local.INFO: PSU Cost Calculated {"data":{"PSUNumbers":3.0,"PSUCost":148.47},"timestamp":"2026-01-26 04:34:14"} 
[2026-01-26 04:34:14] local.INFO: Total Production Cost and Tax {"data":{"productionCost":1152.47,"taxFactor":0.0887,"tax":102.224089},"timestamp":"2026-01-26 04:34:14"} 
[2026-01-26 04:34:14] local.INFO: Box Calculation Details {"data":{"breadth":72.0,"boxDepth":8,"oneBoxCapacity":-1.0,"noOfBoxes":-120.0,"noOfFullBoxes":-121.0,"noOfHalfBoxes":1.0,"widthOfFullBox":-1.0,"widthOfHalfBox":-1.0},"timestamp":"2026-01-26 04:34:14"} 
[2026-01-26 04:34:14] local.INFO: Calculated Shipping Weight {"data":{"shippingWeightInLB":-2486.3309352517986,"shippingWeightInKG":-1127.5877257377772},"timestamp":"2026-01-26 04:34:14"} 
[2026-01-26 04:34:14] local.INFO: Fetched Shipping Rate from DB {"data":{"shippingWeightInKG":-1127.5877257377772,"shippingRateFound":false,"shippingRateRow":null},"timestamp":"2026-01-26 04:34:14"} 
[2026-01-26 04:34:14] local.INFO: Final Sign Price Calculation {"data":{"baseProductionCost":1004,"PSUCost":148.47,"tax":102.224089,"shippingRate":1800,"miscellaenous":0,"signPrice":3054.694089},"timestamp":"2026-01-26 04:34:14"} 
[2026-01-26 04:34:14] local.INFO: Initial TAT Days Set {"data":{"sign_type_name":"Premium Face-Lit Letters (Metallic Trim)","TATdays":7},"timestamp":"2026-01-26 04:34:14"} 
[2026-01-26 04:34:14] local.INFO: Final dataResults entry added {"data":{"sign_type":"Premium Face-Lit Letters (Metallic Trim)","sign_width":"120","sign_height":66,"sign_depth":3,"totalCost":3054.694089,"TATDays":7,"baseProductionCost":1004,"productionCost":1152.47,"PSUCost":148.47,"tax":102.224089,"shippingCost":1800,"uniqueReturns_count":2,"objects_count":2},"timestamp":"2026-01-26 04:34:14"} 
[2026-01-26 04:34:14] local.INFO: API B2 Sign Calculation ended ======================================================================================================== {"data":null,"timestamp":"2026-01-26 04:34:14"} 
[2026-01-26 04:34:15] local.INFO: USA Workshop Calculation API Started {"data":{"request":{"sign_type":"Premium Face-Lit Letters (Metallic Trim)","sign_depth":3,"mounting_type":"Flush/Stud mounted","sign_height":66,"sign_width":"120","shipping_weight":211.5,"shape":"rectangular","dimensions":[{"id":"50e36824-b9c0-49e7-857a-322575941c6e","height":47,"width":60.08},{"id":"0e306de0-302d-4e55-92fc-c0150e9d8fcc","height":63.97,"width":110.35}]}},"timestamp":"2026-01-26 04:34:15"} 
[2026-01-26 04:34:15] local.INFO: Validation Passed {"data":[],"timestamp":"2026-01-26 04:34:15"} 
[2026-01-26 04:34:15] local.INFO: Input Parameters {"data":{"dimensions_count":2,"shape":"rectangular"},"timestamp":"2026-01-26 04:34:15"} 
[2026-01-26 04:34:15] local.INFO: Resolved Default Data {"data":{"sign_type_map":{"sign_type_halo_lit_letters":"Halo Lit Channel Letters","sign_type_face_lit_letters":"Premium Face-Lit Letters (Metallic Trim)","sign_type_face_and_halo_lit_letters":"Face & Halo Lit Channel Letters","sign_type_single_sided_lightbox":"Fabricated Lightbox - Single Sided","sign_type_double_sided_lightbox":"Fabricated Blade Sign -  Illuminated/Double Sided","sign_type_flat_cut_acrylic_letters":"Flat Cut Acrylic Letters","sign_type_flat_cut_aluminum_letters":"Flat Cut Aluminum Letters","sign_type_single_sided_push_through":"Fabricated Push Through - Single Sided","sign_type_fabricated_letters_non_lit":"Fabricated Channel Letters - Non Illuminated","sign_type_2d_blade_sign":"Flat Blade Sign","sign_type_3d_blade_sign":"Fabricated Blade Sign - Non Illuminated / Double Sided","sign_type_neon_sign":"Neon Sign","sign_type_marquee_channel_letters":"Marquee Channel Letters","sign_type_open_face_neon_channel_letters":"Open Face Neon Channel Letters","sign_type_mirror_infinity_channel_letters":"Mirror Infinity Channel Letters","sign_type_metal_on_acrylic":"Flat Cut Acrylic with Metal Pasting","sign_type_neon_acrylic_sign":"Neon Acrylic Sign","sign_type_double_sided_push_through_cabinet":"Double Sided Push Through Cabinet","sign_type_standard_face_lit_plastic_trim_letters":"Standard Face Lit Letters (Plastic Trim)","mounting_type_flush_stud_mounted":"Flush/Stud mounted","mounting_type_standard_raceway_6x2":"Standard Raceway","mounting_type_flat_backer_2_5_mm":"Flat Backer","mounting_type_backerboard_cabinet_2_inch":"Backerboard Cabinet","avg_char_height_less_than_24_inches":"Less than 24 inches","avg_char_height_greater_than_24_inches":"Greater than 24 inches","raceway_height_6":"6","raceway_height_8":"8","raceway_height_10":"10","raceway_height_12":"12","raceway_depth_2":"2","raceway_depth_3":"3","raceway_depth_4":"4","raceway_depth_5":"5","raceway_depth_6":"6","raceway_depth_7":"7","raceway_depth_8":"8","backboard_cabinet_depth_2":"2","backboard_cabinet_depth_3":"3","backboard_cabinet_depth_4":"4","backboard_cabinet_depth_5":"5","backboard_cabinet_depth_6":"6","backboard_cabinet_depth_7":"7","backboard_cabinet_depth_8":"8","material_aluminium":"Aluminium","material_stainless_steel":"Stainless Steel","application_exterior":"Exterior","application_interior":"Interior","ul_mandatory_yes":"Yes","ul_mandatory_no":"No","paint_finish_gloss_satin":"Gloss/Satin","paint_finish_matte":"Matte","neon_color_simple":"Simple","neon_color_rgb":"RGB","uv_printing_needed_yes":"Yes","uv_printing_needed_no":"No","trim_type_trimless":"Trimless","trim_type_with_trim":"With Trim","fabricated_finish_original_colors_matt":"Original Colors Matt","fabricated_finish_original_colors_gloss":"Original Colors Gloss","fabricated_finish_silver_mirror":"Silver Mirror","fabricated_finish_silver_brushed":"Silver Brushed","fabricated_finish_golden_mirror":"Golden Mirror","fabricated_finish_golden_brushed":"Golden Brushed","fabricated_finish_bronze_mirror":"Bronze Mirror","fabricated_finish_bronze_brushed":"Bronze Brushed","fabricated_finish_bronze_antique":"Bronze Antique","lightbox_type_light_box":"Lightbox","lightbox_type_cut_to_shape":"Cut to shape Lightbox","return_color_black":"Black","return_color_white":"White","return_color_blue":"Blue","return_color_brown":"Brown","return_color_yellow":"Yellow","return_color_teal":"Teal","return_color_orange":"Orange","return_color_golden_brushed":"Gold Brushed","return_color_match_logo":"Match Logo (Default)","shape_rectangular":"Rectangular","shape_cut_to_shape":"Cut to shape","shape_round":"Round"}},"timestamp":"2026-01-26 04:34:15"} 
[2026-01-26 04:34:15] local.INFO: Sign Type Lookup {"data":{"sign_type":"Premium Face-Lit Letters (Metallic Trim)","found":true,"sign_type_id":3},"timestamp":"2026-01-26 04:34:15"} 
[2026-01-26 04:34:15] local.INFO: USA Workshop Module Check {"data":{"sign_type_id":3,"has_module":true},"timestamp":"2026-01-26 04:34:15"} 
[2026-01-26 04:34:15] local.INFO: Initial Price Lookup {"data":{"shape":"rectangular","price_found":true},"timestamp":"2026-01-26 04:34:15"} 
[2026-01-26 04:34:15] local.INFO: USA Workshop Price Found {"data":{"base":"object","price_per_inch":9.0},"timestamp":"2026-01-26 04:34:15"} 
[2026-01-26 04:34:15] local.INFO: Calculating Production Cost (Object Base) {"data":[],"timestamp":"2026-01-26 04:34:15"} 
[2026-01-26 04:34:15] local.INFO: USA Workshop Calculation Completed {"data":{"production_cost":998.73,"dimensions_count":2},"timestamp":"2026-01-26 04:34:15"} 
[2026-01-26 04:40:38] local.INFO: Image-to-Text API Request Received {"data":{"request_data":{"sign_width_or_height":"230","user_input_dimension":"width","sign_image":{"Illuminate\\Http\\UploadedFile":"C:\\xampp\\tmp\\php784D.tmp"}},"file_present":true},"timestamp":"2026-01-26 04:40:38"} 
[2026-01-26 04:40:38] local.INFO: Validation Passed {"data":{"sign_width_or_height":"230","user_input_dimension":"width"},"timestamp":"2026-01-26 04:40:38"} 
[2026-01-26 04:40:38] local.INFO: Prepared Query Parameter for Image-to-Text API {"data":{"query_param":"banner_width_ft","query_value":19.166659},"timestamp":"2026-01-26 04:40:38"} 
[2026-01-26 04:40:38] local.INFO: Calling Image-to-Text API {"data":{"file_name":"Screenshot 2026-01-05 095050.png","query_param":"banner_width_ft","query_value":19.166659,"file_size":13961},"timestamp":"2026-01-26 04:40:38"} 
[2026-01-26 04:40:38] local.INFO: Trying Image-to-Text server {"data":{"url":"https://edgebased.codeblue.agency/docs/process-image?banner_width_ft=19.166659","file":"Screenshot 2026-01-05 095050.png"},"timestamp":"2026-01-26 04:40:38"} 
[2026-01-26 04:40:40] local.ERROR: Server FAILED {"data":{"url":"https://edgebased.codeblue.agency/docs/process-image?banner_width_ft=19.166659","error":"Server responded but data invalid"},"timestamp":"2026-01-26 04:40:40"} 
[2026-01-26 04:40:40] local.INFO: Trying Image-to-Text server {"data":{"url":"http://imagetotext.marke-ter.online:8002/process-image?banner_width_ft=19.166659","file":"Screenshot 2026-01-05 095050.png"},"timestamp":"2026-01-26 04:40:40"} 
[2026-01-26 04:40:41] local.INFO: Server succeeded {"data":{"url":"http://imagetotext.marke-ter.online:8002/process-image?banner_width_ft=19.166659"},"timestamp":"2026-01-26 04:40:41"} 
[2026-01-26 04:40:41] local.INFO: Image-to-Text API Response 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\",\"scaled_width\":27.58,\"scaled_height\":43.83,\"exact_perimeter\":136.98,\"approximate_perimeter\":128.87,\"convex_hull_perimeter\":121.22,\"perimeter_pixels\":278.12,\"approximation_points\":8,\"original_contour_points\":67,\"shape_analysis\":{\"perimeter_to_area_ratio\":0.1649,\"compactness\":0.5565,\"aspect_ratio\":1.59}},{\"index\":6,\"position\":{\"x\":0,\"y\":0,\"width\":82,\"heig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\"}}"},"timestamp":"2026-01-26 04:40:41"} 
[2026-01-26 04:40:41] local.INFO: Detected Objects from Image-to-Text API 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","scaled_width":27.58,"scaled_height":43.83,"exact_perimeter":136.98,"approximate_perimeter":128.87,"convex_hull_perimeter":121.22,"perimeter_pixels":278.12,"approximation_points":8,"original_contour_points":67,"shape_analysis":{"perimeter_to_area_ratio":0.1649,"compactness":0.5565,"aspect_ratio":1.59}},{"index":6,"position":{"x":0,"y":0,"width":82,"height":88},"actual_filled_area":724.05,"bounding_box_area":1750,"image_base64":"iVBORw0KGgoAAAANSUhEUgAAAFIAAABYCAYAAABmt6D9AAAVnklEQVR4AeXBD1TV9f348ef7w70gCAFqDTQt04lz2h//tDJrpnZKnU6bWqa5GtofM/8s/8P9A/ciamCZWUTnoOZ0CTVLY9PUbEYbdlKPmRomtgku/4J/eAOXy/28fnTOr3M6He+9qPxRv4+H0lrTnGpqaigsLOSbb76hurpaqIdWrVrRr18/2rdvr0JCQrgaKK01zam0tBSn0ykbN26koqKC+mjXrh1Op5Nhw4YRFRWluAoorTXNRUTYsmWLpKamsnfvXkzTpD4MwyAxMZGpU6fSsWNHVYfmprTWNJeKigqWLl0qOTk5nDhxAhGhvu666y5SU1Pp168foaGhimamtNY0lwMHDmC32+WTTz7B4/FwKW644Qbmzp3LuHHjaN26tapDc1Jaa5qD1+slLy9PMjMzKSoqQkS4VMOGDWPu3Ln06NFDhYSE0JyU1prmcOLECdxut7z//vucO3eOy9G2bVucTifDhw8nKipK0YyU1pqmJiIUFBSI0+nkiy++wDRNLodhGDz99NNMmzaNjh07KsMwaC5Ka01Tq6qqIisrS9566y1KS0sREX5OKYVSChFBRPCne/fupKSk0L9/f1q0aKFoJkprTVMrLi7GbrfL5s2bqaqq4mLCwsKIjo7mwoULVFVV4U9ERATTp0/nT3/6E3FxcaoOzUFprWlKPp+PjRs3Snp6Ovv370dEuJj4+Hh69erFvn37OHr0KCKCPw8++CA2m42ePXsqq9VKc1Baa5pSeXk5ixYtkrVr13LmzBn86dOnD2PHjmXjxo0UFBTg9Xrxp3Xr1thsNkaNGkVMTIyqQ1NTWmuaioiwe/du7Ha7FBQUUFtby8UopRg5ciTPP/88f/vb31i3bh1lZWX4o5TiscceY+bMmSQkJCjDMGhqSmtNU/F4PLzzzjuybNkyjhw5gohwMVarlenTp5OYmMinn37KkiVL+PbbbxER/OncuTNut5tBgwYRHh6uaGJKa01TOXbsGE6nUzZs2EBFRQX+tG7dGpfLxaOPPsq3335LcnIy//rXv/B6vfjTokULZsyYQWJiInFxcaoOTUlprWkKpmmybds2cblc7NmzB9M08adHjx6kpaXxwAMPcO7cOVJSUnj//fc5d+4cgfTv3x+73U7Pnj2V1WqlKSmtNU3hwoULLF26VFasWMGJEycQES5GKcXw4cNJSkqiW7du+Hw+Vq1axdKlSzly5Agigj+tW7fGZrMxatQoYmJiVB2aitJa09hEhAMHDuBwOOSTTz7B4/HgT2hoKNOnT2fSpEnEx8ejlGLXrl3Y7XY+//xzvF4v/iilGDNmDDNnziQhIUGFhITQVJTWmsbm9XrJy8uTzMxMioqKEBH8iYuLIzU1ld///vdERkbyg/LyctLS0nj33XcpLy8nkNtuu42UlBQefvhhWrZsqWgiSmtNYzt58iRut1vee+89zp07RyD9+vXD4XBw9913Y7FY+IHP5+Ovf/0rmZmZHD58GNM08cdqtfLcc88xefJk2rdvr+rQFJTWmsYkIhQUFEhqaio7d+7E5/Phj2EYTJw4kalTp3LrrbeilOJHX331FTabjR07dlBTU0Mgffr0wel00rdvX0JDQxVNQGmtaUyVlZVkZWVJdnY2paWliAj+xMbG4nA4GD16NDExMfzU+fPnWbhwIWvWrOH06dMEEhUVxZw5cxg/fjxt2rRRdWhsSmtNYyouLsbhcMimTZuoqqoikD59+pCSkkLfvn2xWq38lIjwwQcfkJ6ezsGDBzFNk0CGDh3KvHnz6NGjh7JYLDQ2pbWmsfh8PjZu3CgLFy7k66+/RkTwxzAMnnrqKaZPn85tt92GUoqf+/bbb0lKSmLbtm1UV1cTSHx8PCkpKQwfPpyoqChFI1NaaxpLWVkZixcvlrVr13LmzBkCadWqFQ6Hg9GjRxMdHc3FaK1ZsmQJK1as4OTJk4gI/hiGwaRJk5g6dSq33HKLqkNjUlprGoOIsGvXLpxOpxQUFOD1egnk3nvvxeFwcO+992KxWPBn8+bNuFwu9u7di2maBNK7d29SUlLo27cvoaGhikaktNY0Bo/Hw6pVq2TZsmV89913iAj+hIaGMmnSJKZMmUL79u1RSuFPaWkpycnJ/P3vf0drTSBRUVHMmTOH8ePH06ZNG1WHxqK01jSG0tJSUlJSZMOGDVRUVBDIzTffjMPhYPjw4URGRhJITU0N2dnZvPHGGxw9ehQRIZAhQ4Ywf/58evTooSwWC41Faa1paKZpsnXrVklLS2P37t2Ypok/Sikefvhh5s2bx1133UVISAjB7Ny5E4fDQWFhIV6vl0Di4uJISUlh+PDh3HDDDYpGorTWNLSKigpeffVVWbFiBSdOnEBE8CciIoIZM2bw9NNPExcXh1KKYM6cOUNaWhq5ubmUl5cTiGEYTJgwgRkzZnDbbbcpwzBoDEprTUMSEQ4ePIjD4ZBt27bh8XgIJCEhgZSUFAYNGkR4eDj14fP5yM3NJSMjg0OHDmGaJoF069aN1NRU+vfvT3h4uKIRKK01Dcnr9ZKbmytLliyhqKgIEcEfwzAYPXo0M2fOpGvXrhiGQX0dPHgQm83G9u3bqa6uJpDw8HCmTZtGYmIi8fHxqg4NTWmtaUgnT55kwYIFkpeXx9mzZwkkNjaWuXPn8sQTT9CqVSsuhdaajIwMVq5cyalTpxARAnnggQew2+307t1bWa1WGprSWtNQRITPP/9cXC4XhYWF1NbWEkifPn1wOp3cd999WK1WLoWIsGnTJtxuN/v27cPn8xFIq1atSE5OZsyYMcTGxioamNJa01AqKyvJysqSt956i2PHjiEi+GO1Wnn66ad58cUX6dixI0opLtWxY8dITk4mPz8frTXBPPbYY8yePZsuXboowzBoSEprTUMpLi7G6XTKP/7xD6qqqggkPj4eh8PBiBEjiIqK4nLU1NTw9ttvs3z5co4ePYqIEEiXLl1wu90MGDCA8PBwRQNSWmsags/nY8OGDbJo0SK+/vprRAR/lFIMHDiQ+fPn06tXLywWC5dr586d2Gw2du7cSW1tLYG0aNGCadOmMXHiROLj41UdGorSWtMQysvLefnll2XNmjWcOXMGEcGfiIgIXnzxRSZOnEh8fDxKKS7X6dOncbvdvPfee5SXlxPM/fffj8PhoHfv3spqtdJQlNaaKyUi7N69m9TUVNmxYwc1NTUEkpCQgNPp5KGHHiI8PJwr4fP5yM3NJSMjg0OHDmGaJoHExsaSnJzMmDFjiI2NVXVoCEprzZXyeDysWrVKXn/9dY4cOYKI4I9hGIwaNYpZs2bRtWtXDMPgSh04cAC73c727duprq4mmD/84Q/MmTOHrl27qpCQEBqC0lpzpUpKSnC73fLhhx9y4cIFAomJiWHu3Lk88cQTtGrVCqUUV0prTWZmJitXruTkyZOICIHccsstpKamMnjwYFq2bKloAEprzZUwTZMtW7bIggUL2L17N6ZpEkivXr1wOBzcf//9hIaG0hBEhM2bN+Nyudi3bx8+n49ArFYrzzzzDC+88AIdOnRQdbhSSmvNlaioqOC1116TnJwcjh8/jojgj8Vi4amnnmLatGl07NgRpRQNpbS0FJvNRn5+PlprgunZsyepqan07duXsLAwxRVSWmuuxP79+3G5XLJlyxaqq6sJJC4uDpvNxqOPPsoNN9xAQ/J4PGRnZ/PGG29QUlKCiBBIZGQks2fP5sknn+TGG29UdbgSSmvN5fJ6vaxbt05eeeUVioqKEBH8UUrx4IMPkpycTO/evQkJCaGhFRYWYrfb+eKLL/B6vQTzyCOPkJycTI8ePZTFYuFKKK01l+vEiROkp6dLXl4eZ8+eJZDw8HBeeOEFnnnmGdq2bYtSioZ25swZ3G43eXl5nD17FhEhkLZt2+Jyufjd735HZGSk4goorTWXQ0QoKCgQt9tNYWEhtbW1BNK5c2ccDgeDBw8mPDycxuDz+cjNzSUjI4NDhw5hmiaBWCwWJk2axJQpU7jllltUHS6X0lpzOSorK8nOzpasrCxKS0sREfwxDIMRI0Ywa9YsunfvjmEYNJaDBw+SnJzMp59+SnV1NcHcddddpKamct999xEWFqa4TEprzeUoLi7G5XJJfn4+lZWVBBIdHc3s2bMZP348rVu3RilFY9Fak5GRwcqVKzl16hQiQiCRkZHMnj2bJ598khtvvFHV4XIorTWXyufzsXHjRlm0aBH79u1DRAjkjjvuwOl08tvf/pawsDAak4iwadMmXC4X+/btwzRNgnn44YdJTk7m9ttvVxaLhcuhtNZcqvLycjIzM+Uvf/kLp0+fRkQIZNiwYTz77LN06tQJpRSNraSkhIULF1JQUIDH4yGYm266CafTyYgRI4iOjlZcBqW15lKICLt27cLlcsmOHTuoqakhmDvvvJPu3bvTsmVLmoLH46GwsJAjR45QU1NDMIZhMG7cOF566SU6deqkDMPgUimtNZfC4/HwzjvvyOuvv05xcTEiwvUgISEBl8vFgAEDCA8PV1wipbXmUpSUlLBgwQL54IMPOH/+PNeLFi1a8OKLLzJp0iTatm2r6nAplNaa+jJNk48//ljS09PZvXs3pmlyPbnvvvtwOp306dNHWa1WLoXSWlNfFy5c4LXXXpMVK1Zw/PhxRITrSUxMDHa7nTFjxhAbG6u4BEprTX3t37+f1NRU2bp1K9XV1VyPxo4dy+zZs+ncubMyDIP6Ulpr6qO2tpbc3FxZsmQJ33zzDSLC9ahLly643W4GDBhAeHi4op6U1pr6OHHiBIsWLZLc3FzKy8u5XrVo0YIpU6bwzDPP0LZtW1WH+lBaa4IRET777DNJS0ujsLCQ2tpaArFYLERGRmK1Wrka+Hw+KioqqKmpoT769u1LSkoKvXv3VqGhodSH0loTTGVlJdnZ2ZKVlUVpaSkiQiDt2rXj3nvvJS4uDsMwaG5aa3bs2MF3331HbW0twURHR5OcnMzjjz9ObGysqkMwSmtNMMXFxbhcLsnPz6eyspJADMNgyJAhTJo0iU6dOqGUorlprXnzzTf58MMPKS8vR0QIZsSIEcybN49f/epXKiQkhGCU1ppAfD4f+fn5snDhQr766itEhECio6N56aWXmDBhAm3atEHVoZmZpil5eXm8/PLLFBUVYZomwbRv357U1FSGDBlCZGSkIgiltSaQsrIyXn31VVm9ejWnTp1CRAjkjjvuwG638+CDDxIWFqa4ShQVFYndbmfbtm1UVVURjMViITExkalTp9KhQwdlGAaBKK01/ogIu3btwu12yz//+U9qamoIxGKxMG7cOKZPn07nzp0xDENxlaiqqpLly5eTnZ3N//73P0SEYO644w5cLhf9+vUjLCxMEYDSWuOPx+Nh9erVsmzZMoqLixERArnpppuYP38+Y8aMITo6WnGV+eyzz8Rms7Fnzx5qa2sJJiIigjlz5jBhwgRuvPFGVQd/lNYaf0pKSliwYIGsX7+eCxcuEIhSivvvv5+kpCTuueceLBaL4ipz8uRJSUlJYf369Zw7d476GDx4MDabje7du6uQkBD8UVprLsY0TbZu3Srp6el8+eWXmKZJIKGhoTz//PM8//zz3HzzzaoOV5va2lrWrVsnGRkZHD58GNM0CaZdu3a4XC6GDh1KZGSkwg+lteZizp8/z/LlyyUnJ4fvv/8eESGQDh06YLPZGD58OJGRkYqrVFFRkSQlJbF9+3aqq6sJxmKxkJiYyNSpU+nQoYMyDIOLUVprLmbfvn243W7ZsmULHo+HQJRSDBkyhDlz5nDnnXcSEhKiuEpVVlayZMkSycnJ4eTJk4gIwdx+++243W769etHWFiY4iKU1pqf83q95OXlyZIlS/jmm28QEQKJjIxkxowZPPXUU/ziF79QdbhaiQjbtm2TlJQU9u7di8/nI5iIiAhmzZrFH//4R2666SZVh59TWmt+7vjx4yxevFhyc3MpLy8nmF//+tfY7XYGDRpEixYtFFe548ePi9Pp5MMPP+T8+fPUx6BBg7Db7dx+++3KarXyc0przU+JCJ999pmkpaVRWFhIbW0tgYSEhPDYY4/x5z//mYSEBAzDUFzlamtrWbVqlbz66qt89913iAjBtGnTBqfTyciRI4mJiVH8jNJa81OVlZW8/fbbkpWVRUlJCSJCIK1bt2bOnDmMHTuW2NhYVYdrwd69e8Vms1FQUIDH4yEYwzB4/PHHmTVrFp07d1aGYfBTSmvNTx0+fBi32y0fffQRVVVVBPOb3/wGm81Gv379sFqtimtERUUFmZmZsnLlSk6dOoWIEEznzp1xu90MHDiQiIgIxU8orTU/8vl8fPTRR7J48WL27t2LiBCI1WolMTGRKVOmcOutt6LqcI0QETZt2iQul4uvv/4an89HMGFhYbzwwgs8++yztGvXTtXhR0przY/Kysp45ZVXZPXq1Zw+fRoRIZCbb76ZpKQkRo4cSVRUlOIaU1JSIg6Hg/z8fCoqKqiPe+65B7fbTe/evZXVauVHSmvND0SEPXv24HK5ZPv27Xi9XgJRSvHQQw8xb948evXqRUhIiOIa4/V6WbFihSxdupT//ve/iAjBREdHk5qayqhRo4iJiVH8f0przQ+qq6tZs2aNLFu2jMOHDyMiBNKyZUumTJnCxIkTiY+PV3W4Fu3Zs0eSkpL497//TU1NDcEopXj88ceZNWsWv/zlL5VhGPxAaa35wdGjR1mwYIGsX7+eiooKgklISMBms/HII48QHh6uuEadO3eO9PR0Wbt2LWVlZYgIwXTq1Im0tDQGDhxIRESEoo7SWmOaJlu3bpX09HS+/PJLTNMkkJCQEEaMGMHMmTPp3r07hmEorlGmaZKfny9ut5sDBw5gmibBhIWFMXnyZJ577jnatWun6qC01pw/f57ly5dLTk4O33//PSJCIDExMcycOZPx48fTpk0bVYdr2dGjR2X+/Pls3ryZyspK6uPuu+/G7XbTp08fQkNDldJas3//fnG5XHz88cd4PB6C6dmzJ8nJyfTv35+wsDDFNc7j8ZCVlSVvvvkmpaWliAjBREVFkZyczNixY2nVqpVSZ8+eJS8vT1555RUOHjyIiBCIxWJhwoQJTJ06lU6dOmEYhuI6sHPnTrHZbHzxxRd4vV7qY9iwYSQlJdGtWzeljhw5wuLFi+Xdd9/l7NmzBBMXF8f8+fMZNWoU0dHRiuvE2bNnSUtLk3Xr1lFWVoaIEEzbtm1xuVwMHTpUqV27drF8+XLZuXMntbW1BNOjRw8mT55Mr169sFgsiuuEaZps2LBBcnJyOHbsGCJCMBaLhXHjxjF27FjUf/7zHzl48CBlZWXUR1xcHF27diUmJkZxnTl+/Ljs37+fCxcuUF/t27ena9euKK21cGkU/zcI9aOo8/8AlnzD8H8pMbIAAAAASUVORK5CYII=","scaled_width":40.39,"scaled_height":43.34,"exact_perimeter":163.97,"approximate_perimeter":153.23,"convex_hull_perimeter":137.85,"perimeter_pixels":332.94,"approximation_points":8,"original_contour_points":187,"shape_analysis":{"perimeter_to_area_ratio":0.2265,"compactness":0.3384,"aspect_ratio":1.07}}]},"timestamp":"2026-01-26 04:40:41"} 
[2026-01-26 04:40:41] local.INFO: Nested area calculated {"data":{"nestedArea":8211.3503},"timestamp":"2026-01-26 04:40:41"} 
[2026-01-26 04:40:42] local.INFO: Mapped objects from Image-to-Text API 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"},{"id":"6ab20f45-58f8-455d-8c68-79f3f1b0f079","height":43.34,"width":40.39,"perimeter":163.97,"area":724.05,"image":"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"}]},"timestamp":"2026-01-26 04:40:42"} 
[2026-01-26 04:40:42] local.INFO: Number of letters detected {"data":{"noOfLetters":7},"timestamp":"2026-01-26 04:40:42"} 
[2026-01-26 04:40:42] local.INFO: Perimeter calculated {"data":{"exactPerimeterSum":1016.76,"perimeter_in_feet":84.73},"timestamp":"2026-01-26 04:40:42"} 
[2026-01-26 04:40:42] local.INFO: Actual filled area sum calculated {"data":{"actualFilledAreas":[417.81,616.35,290.83,404.35,841.32,830.89,724.05],"actualFilledAreaSum":4125.6},"timestamp":"2026-01-26 04:40:42"} 
[2026-01-26 04:40:42] local.INFO: Occupied area calculated {"data":{"conversionFactor":0.00694444,"occupiedArea":28.65},"timestamp":"2026-01-26 04:40:42"} 
[2026-01-26 04:40:42] local.INFO: Average character height calculated {"data":{"avgCharHeight":40.3142857142857},"timestamp":"2026-01-26 04:40:42"} 
[2026-01-26 04:40:42] local.INFO: Original image dimensions and ratio {"data":{"originalWidth":469,"originalHeight":95,"ratio":4.936842105263158},"timestamp":"2026-01-26 04:40:42"} 
[2026-01-26 04:40:42] local.INFO: Calculated sign dimensions {"data":{"widthOfSign":"230","otherDimensionOfSign":46.59},"timestamp":"2026-01-26 04:40:42"} 
[2026-01-26 04:40:42] local.INFO: Image to Text processing completed 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BHhVmitMcagrLV8XH9/P9u2bZM1a9bQ1NREEASEiUQijB49mlmzZvHss8/y9a9/nSFDhnArRIRz586xa9cudu7cSX19PX19fYgIN0trjTEGZa3lOhGhoaFBfvnLX3LgwAGuXr1KGKUUY8aM4cknn6S0tJTi4mIyMzP5rNrb29m1axebN2/mxIkT9Pf3c7O01hhjUNZarvN9n82bN8vatWuJRqOICGHy8/N5+umnef7555k0aRLp6el8Xrq6unjzzTfZuHEj9fX1xONxbobWGmMMylrLdefPn+ell16S/fv3c/XqVcJkZmbyyCOPsHjxYqZOnUpmZiafN8/z2LRpE5s2beLy5csEQcBAaa0xxqCstVwTBAE7d+6UlStX0tjYSBAEpKKUori4mGXLlvHd736X3Nxcbpfz58+zYsUK9uzZQ09PDwOltcYYg7LWck13dze//vWvZfv27XR2diIipJKdnc1zzz3HwoULKSgoQCnF7RIEAXv27GH58uU0NDSQSCQYCK01xhiUtZZramtrWbRokRw9epR4PE6Y4uJiVq9ezcMPP0x2dja3W3t7OytWrGD79u10dXUxEFprjDEoay0iwvbt22XlypU0NTUhIqQSiUQoLS3FGENhYSFpaWncbiLCu+++y5IlSzh79izJZJIb0VpjjEFZa+nr62PlypXy+uuv097ejoiQSn5+PqtXr2bOnDkMGzaMO+WDDz6gvLycyspK+vr6uBGtNcYYlLWWaDTKokWL5MCBA/T39xOmpKSEtWvXUlJSQkZGBndKPB7n1Vdf5Y9//COe5yEihNFaY4xBWWupqqoSYwzHjx8nCALClJaW8tJLL1FYWIhSijupsrKSRYsWce7cOYIgIIzWGmMMqre3l61bt8qqVas4f/48IkIqkUiE5cuXM3fuXEaMGIFSijupubmZsrIyjh07RjweJ4zWGmMMqquri1deeUU2btxIa2srIkIqw4YNY/369Tz22GMMHTqUO62np4cXX3yRt99+G2stYbTWGGNQbW1tLF26VLZv305nZydhCgsL2bBhAw899BBZWVncaYlEgt/85jds2rSJjo4OwmitMcagotEoP/nJT2Tv3r1cvXqVMNOmTWP9+vWUlJQQiUS4GzZu3Mjq1atpaWlBREhFa40xBlVXV8fChQvl0KFDxGIxwsyYMYNXXnmFe++9l7S0NO6GvXv3snjxYqLRKCJCKlprjDGoY8eOsWDBAqmuriaZTBLmySefZPny5RQVFaGU4m7473//y3PPPcfZs2cREVLRWmOMQR08eJAf//jHcvz4cYIgIMzcuXNZsmQJY8eORSnF3XDixAnmz5/P6dOnCYKAVLTWGGNQlZWVUl5eTm1tLSJCmLKyMioqKigoKEApxd1w5swZHMfhxIkTJJNJUtFaY4xBVVZWSnl5ObW1tYgIYcrKyqioqKCgoAClFHdDNBrFcRyOHTtGIpEgFa01xhhUZWWllJeXU1tbi4gQpqysjIqKCgoKClBKcTd8+OGHOI6D67rEYjFS0VpjjEFVVlZKeXk5tbW1iAhhysrKqKiooKCgAKUUd4PneTiOg+u6+L5PKlprjDGoyspKKS8vp7a2FhEhTFlZGRUVFRQUFKCU4m5oa2tj3rx5uK5LLBYjFa01xhjUe++9Jy+++CInTpxARAjjOA4/+9nPGDt2LEop7oaLFy8yb948jh49SjweJxWtNcYYVFVVlSxcuJD333+fIAgI88wzz/CrX/2K8ePHo5Tibjhz5gzz5s3j+PHjJJNJUtFaY4xB1dTUsGDBAjly5AiJRIIws2bNYvXq1RQXF6OU4m44efIk8+fP59SpUwRBQCpaa4wxqLNnz6K1lsrKSnzfJ8z06dN59dVXmTJlCpFIhLvhyJEjvPDCC5w5cwYRIRWtNcYY1JUrV6ioqJBdu3bR09NDmAkTJrBhwwa++c1vkpmZyd3wz3/+k4qKCqLRKCJCKlprjDGojo4Ofvvb38prr72G53mICKkMHz6c9evX8+ijj5Kbm8udJiL86U9/4ve//z2tra2ICKlorTHGoHp7e9m0aZOsWbOGaDSKiJBKJBJhxYoVlJaWMmLECJRS3EmxWIxly5bx+uuv09nZSRitNcYYlLWW/fv3y5IlS6irqyMIAsLMmzePiooKxo0bh1KKO+nDDz9Ea82//vUv+vr6CKO1xhiDstbS2Ngo5eXl/Oc//yEWixFm+vTpvPzyy5SUlJCRkcGdVFNTwwsvvMDJkydJJpOE0VpjjEFZa+nq6uIXv/iF7Nixg66uLsLk5+fzu9/9jjlz5pCXl8edEgQBW7ZsYfny5XzwwQeICGG01hhjUNZakskkr732mqxZs4YLFy4gIqSSlpZGaWkpxhjGjx9PWload0JnZydLly5lx44d9PT0cCNaa4wxKGst1/zvf/+TiooKqquricfjhJk8eTKrVq3i4YcfJicnh9tNRDh8+DA//elPOXnyJIlEghvRWmOMQVlruaajo4Ply5fL3//+dzo6OgiTnZ3Nj370IxYsWMDYsWNJS0vjduru7mbdunX85S9/ob29HRHhRrTWGGNQ1lquCYKAnTt3yqpVq2hoaCAIAsJMnjyZn//858yaNYthw4ahlOJ2SCaTHDp0iGXLllFTU0M8HmcgtNYYY1DWWq5rbm6WpUuXsm/fPqy1hElPT+fxxx9Ha820adPIzs7m8xYEAc3Nzaxbt44333yTrq4uBkprjTEGZa3lulgsxl//+ldZt24dTU1NBEFAmBEjRvDss8/iOA6TJk0iMzOTz4uI0NLSwpYtW9i0aRPRaJRkMslAaa0xxqCstXzc2bNnZcWKFbzzzjv09vZyI1/+8peZO3cuTz31FEVFRWRlZfFZBUFAa2srb7/9Nhs3buT06dPE43FuhtYaYwzKWsvHxWIx2bVrF2vXrqWuro5EIsGNFBUV8dRTTzFnzhyKi4sZMmQISiluRTwe59KlS7zzzjts2bKF2tpafN/nZmmtMcagrLV8UktLi2zYsIGtW7fS2tpKEATcyLhx45g5cyZz5szhq1/9KiNHjiQjI4OBCoKArq4umpqa+Mc//sGePXtoaGggFotxK7TWGGNQ1lo+SUSorq6WtWvXUllZSW9vLyLCjYwYMYKSkhJmzpzJgw8+yJgxYxg+fDg5OTlEIhE+SUTwfZ+uri7a29s5duwY+/fvx3VdWlpaSCaT3CqtNcYYlLWWT9Pf3y/79u3jD3/4A9XV1fT39zMQSimKioqYPHky999/PyUlJYwbN46cnBzS09NRSiEiJJNJ4vE4V65c4f333+fkyZOcPHmShoYG+vv7SSUnJ4dYLEYymSSM1hpjDMpaSyrd3d3y1ltv8ec//5m6ujpisRg345577qGoqIhRo0aRnZ3NkCFDSEtL45qrV68Si8Xo6Ojg3LlzXLp0iXg8Tpjs7GymTJlCY2MjnZ2diAipaK0xxqCstYRpa2uTv/3tb2zdupUzZ87g+z63QilFVlYWSimuicViJJNJBio9PZ2SkhJmz57N5s2baWpqIggCUtFaY4xBWWu5kWg0Krt372bbtm3U1dXR19eHiHCnpKenM2nSJJ5//nnuu+8+Fi9ezKlTpwiCgFS01hhjUNZaBuLKlSuyb98+tm/fTk1NDV1dXSSTSW63zMxMJk6cSGlpKU8//TSdnZ2UlZVRW1tLEASkorXGGIOy1jJQnZ2dUlVVxc6dOzly5AgXL17E931EhNshLy+PyZMn8/3vf58nnniCe+65h8bGRhzHoba2liAISEVrjTEGZa3lZvi+L6dOneLgwYPs3buXs2fP0tbWRiwW4/OSlZXFyJEjeeCBB3j88ceZMWMGI0eOJC0tTdXX1+M4jtTW1hIEAalorTHGoKy13Cz5SFtbGzU1NRw+fJh///vfXLp0ifb2dqy1BEHArcjNzSU/P5/CwkJmzpzJt7/9baZMmUJubi7qI3ykvr4ex3GktraWIAhIRWuNMQZlreVWJZNJuXz5MnV1ddTX13PkyBEaGxvp7e3FWsvVq1fxfZ9EIoGI8HHp6elkZmaSk5NDbm4u2dnZTJo0iQcffJD77ruPadOmMWrUKCKRCB9R/L+mpiaWLFkijY2NBEFAKj/84Q+ZP38+ylrLZyUfaW9v59y5c1y+fJnW1lbOnTtHc3MzLS0tdHd3k0wmuS4tLY0hQ4bwxS9+kYKCAiZMmMDo0aMZO3YsEydOZMSIEUQiET6i+ISenh6OHTsm3d3diAipTJgwgeLiYpS1ls9TEARiraW1tRXP8+jq6qKvrw8R4TqlFJmZmeTl5ZGfn8/o0aPJy8sjPT2djygGTkhN8RFlreUOEFJT3Eb/BwvHIgwBmDerAAAAAElFTkSuQmCC","scaled_width":27.58,"scaled_height":43.83,"exact_perimeter":136.98,"approximate_perimeter":128.87,"convex_hull_perimeter":121.22,"perimeter_pixels":278.12,"approximation_points":8,"original_contour_points":67,"shape_analysis":{"perimeter_to_area_ratio":0.1649,"compactness":0.5565,"aspect_ratio":1.59}},{"index":6,"position":{"x":0,"y":0,"width":82,"height":88},"actual_filled_area":724.05,"bounding_box_area":1750,"image_base64":"iVBORw0KGgoAAAANSUhEUgAAAFIAAABYCAYAAABmt6D9AAAVnklEQVR4AeXBD1TV9f348ef7w70gCAFqDTQt04lz2h//tDJrpnZKnU6bWqa5GtofM/8s/8P9A/ciamCZWUTnoOZ0CTVLY9PUbEYbdlKPmRomtgku/4J/eAOXy/28fnTOr3M6He+9qPxRv4+H0lrTnGpqaigsLOSbb76hurpaqIdWrVrRr18/2rdvr0JCQrgaKK01zam0tBSn0ykbN26koqKC+mjXrh1Op5Nhw4YRFRWluAoorTXNRUTYsmWLpKamsnfvXkzTpD4MwyAxMZGpU6fSsWNHVYfmprTWNJeKigqWLl0qOTk5nDhxAhGhvu666y5SU1Pp168foaGhimamtNY0lwMHDmC32+WTTz7B4/FwKW644Qbmzp3LuHHjaN26tapDc1Jaa5qD1+slLy9PMjMzKSoqQkS4VMOGDWPu3Ln06NFDhYSE0JyU1prmcOLECdxut7z//vucO3eOy9G2bVucTifDhw8nKipK0YyU1pqmJiIUFBSI0+nkiy++wDRNLodhGDz99NNMmzaNjh07KsMwaC5Ka01Tq6qqIisrS9566y1KS0sREX5OKYVSChFBRPCne/fupKSk0L9/f1q0aKFoJkprTVMrLi7GbrfL5s2bqaqq4mLCwsKIjo7mwoULVFVV4U9ERATTp0/nT3/6E3FxcaoOzUFprWlKPp+PjRs3Snp6Ovv370dEuJj4+Hh69erFvn37OHr0KCKCPw8++CA2m42ePXsqq9VKc1Baa5pSeXk5ixYtkrVr13LmzBn86dOnD2PHjmXjxo0UFBTg9Xrxp3Xr1thsNkaNGkVMTIyqQ1NTWmuaioiwe/du7Ha7FBQUUFtby8UopRg5ciTPP/88f/vb31i3bh1lZWX4o5TiscceY+bMmSQkJCjDMGhqSmtNU/F4PLzzzjuybNkyjhw5gohwMVarlenTp5OYmMinn37KkiVL+PbbbxER/OncuTNut5tBgwYRHh6uaGJKa01TOXbsGE6nUzZs2EBFRQX+tG7dGpfLxaOPPsq3335LcnIy//rXv/B6vfjTokULZsyYQWJiInFxcaoOTUlprWkKpmmybds2cblc7NmzB9M08adHjx6kpaXxwAMPcO7cOVJSUnj//fc5d+4cgfTv3x+73U7Pnj2V1WqlKSmtNU3hwoULLF26VFasWMGJEycQES5GKcXw4cNJSkqiW7du+Hw+Vq1axdKlSzly5Agigj+tW7fGZrMxatQoYmJiVB2aitJa09hEhAMHDuBwOOSTTz7B4/HgT2hoKNOnT2fSpEnEx8ejlGLXrl3Y7XY+//xzvF4v/iilGDNmDDNnziQhIUGFhITQVJTWmsbm9XrJy8uTzMxMioqKEBH8iYuLIzU1ld///vdERkbyg/LyctLS0nj33XcpLy8nkNtuu42UlBQefvhhWrZsqWgiSmtNYzt58iRut1vee+89zp07RyD9+vXD4XBw9913Y7FY+IHP5+Ovf/0rmZmZHD58GNM08cdqtfLcc88xefJk2rdvr+rQFJTWmsYkIhQUFEhqaio7d+7E5/Phj2EYTJw4kalTp3LrrbeilOJHX331FTabjR07dlBTU0Mgffr0wel00rdvX0JDQxVNQGmtaUyVlZVkZWVJdnY2paWliAj+xMbG4nA4GD16NDExMfzU+fPnWbhwIWvWrOH06dMEEhUVxZw5cxg/fjxt2rRRdWhsSmtNYyouLsbhcMimTZuoqqoikD59+pCSkkLfvn2xWq38lIjwwQcfkJ6ezsGDBzFNk0CGDh3KvHnz6NGjh7JYLDQ2pbWmsfh8PjZu3CgLFy7k66+/RkTwxzAMnnrqKaZPn85tt92GUoqf+/bbb0lKSmLbtm1UV1cTSHx8PCkpKQwfPpyoqChFI1NaaxpLWVkZixcvlrVr13LmzBkCadWqFQ6Hg9GjRxMdHc3FaK1ZsmQJK1as4OTJk4gI/hiGwaRJk5g6dSq33HKLqkNjUlprGoOIsGvXLpxOpxQUFOD1egnk3nvvxeFwcO+992KxWPBn8+bNuFwu9u7di2maBNK7d29SUlLo27cvoaGhikaktNY0Bo/Hw6pVq2TZsmV89913iAj+hIaGMmnSJKZMmUL79u1RSuFPaWkpycnJ/P3vf0drTSBRUVHMmTOH8ePH06ZNG1WHxqK01jSG0tJSUlJSZMOGDVRUVBDIzTffjMPhYPjw4URGRhJITU0N2dnZvPHGGxw9ehQRIZAhQ4Ywf/58evTooSwWC41Faa1paKZpsnXrVklLS2P37t2Ypok/Sikefvhh5s2bx1133UVISAjB7Ny5E4fDQWFhIV6vl0Di4uJISUlh+PDh3HDDDYpGorTWNLSKigpeffVVWbFiBSdOnEBE8CciIoIZM2bw9NNPExcXh1KKYM6cOUNaWhq5ubmUl5cTiGEYTJgwgRkzZnDbbbcpwzBoDEprTUMSEQ4ePIjD4ZBt27bh8XgIJCEhgZSUFAYNGkR4eDj14fP5yM3NJSMjg0OHDmGaJoF069aN1NRU+vfvT3h4uKIRKK01Dcnr9ZKbmytLliyhqKgIEcEfwzAYPXo0M2fOpGvXrhiGQX0dPHgQm83G9u3bqa6uJpDw8HCmTZtGYmIi8fHxqg4NTWmtaUgnT55kwYIFkpeXx9mzZwkkNjaWuXPn8sQTT9CqVSsuhdaajIwMVq5cyalTpxARAnnggQew2+307t1bWa1WGprSWtNQRITPP/9cXC4XhYWF1NbWEkifPn1wOp3cd999WK1WLoWIsGnTJtxuN/v27cPn8xFIq1atSE5OZsyYMcTGxioamNJa01AqKyvJysqSt956i2PHjiEi+GO1Wnn66ad58cUX6dixI0opLtWxY8dITk4mPz8frTXBPPbYY8yePZsuXboowzBoSEprTUMpLi7G6XTKP/7xD6qqqggkPj4eh8PBiBEjiIqK4nLU1NTw9ttvs3z5co4ePYqIEEiXLl1wu90MGDCA8PBwRQNSWmsags/nY8OGDbJo0SK+/vprRAR/lFIMHDiQ+fPn06tXLywWC5dr586d2Gw2du7cSW1tLYG0aNGCadOmMXHiROLj41UdGorSWtMQysvLefnll2XNmjWcOXMGEcGfiIgIXnzxRSZOnEh8fDxKKS7X6dOncbvdvPfee5SXlxPM/fffj8PhoHfv3spqtdJQlNaaKyUi7N69m9TUVNmxYwc1NTUEkpCQgNPp5KGHHiI8PJwr4fP5yM3NJSMjg0OHDmGaJoHExsaSnJzMmDFjiI2NVXVoCEprzZXyeDysWrVKXn/9dY4cOYKI4I9hGIwaNYpZs2bRtWtXDMPgSh04cAC73c727duprq4mmD/84Q/MmTOHrl27qpCQEBqC0lpzpUpKSnC73fLhhx9y4cIFAomJiWHu3Lk88cQTtGrVCqUUV0prTWZmJitXruTkyZOICIHccsstpKamMnjwYFq2bKloAEprzZUwTZMtW7bIggUL2L17N6ZpEkivXr1wOBzcf//9hIaG0hBEhM2bN+Nyudi3bx8+n49ArFYrzzzzDC+88AIdOnRQdbhSSmvNlaioqOC1116TnJwcjh8/jojgj8Vi4amnnmLatGl07NgRpRQNpbS0FJvNRn5+PlprgunZsyepqan07duXsLAwxRVSWmuuxP79+3G5XLJlyxaqq6sJJC4uDpvNxqOPPsoNN9xAQ/J4PGRnZ/PGG29QUlKCiBBIZGQks2fP5sknn+TGG29UdbgSSmvN5fJ6vaxbt05eeeUVioqKEBH8UUrx4IMPkpycTO/evQkJCaGhFRYWYrfb+eKLL/B6vQTzyCOPkJycTI8ePZTFYuFKKK01l+vEiROkp6dLXl4eZ8+eJZDw8HBeeOEFnnnmGdq2bYtSioZ25swZ3G43eXl5nD17FhEhkLZt2+Jyufjd735HZGSk4goorTWXQ0QoKCgQt9tNYWEhtbW1BNK5c2ccDgeDBw8mPDycxuDz+cjNzSUjI4NDhw5hmiaBWCwWJk2axJQpU7jllltUHS6X0lpzOSorK8nOzpasrCxKS0sREfwxDIMRI0Ywa9YsunfvjmEYNJaDBw+SnJzMp59+SnV1NcHcddddpKamct999xEWFqa4TEprzeUoLi7G5XJJfn4+lZWVBBIdHc3s2bMZP348rVu3RilFY9Fak5GRwcqVKzl16hQiQiCRkZHMnj2bJ598khtvvFHV4XIorTWXyufzsXHjRlm0aBH79u1DRAjkjjvuwOl08tvf/pawsDAak4iwadMmXC4X+/btwzRNgnn44YdJTk7m9ttvVxaLhcuhtNZcqvLycjIzM+Uvf/kLp0+fRkQIZNiwYTz77LN06tQJpRSNraSkhIULF1JQUIDH4yGYm266CafTyYgRI4iOjlZcBqW15lKICLt27cLlcsmOHTuoqakhmDvvvJPu3bvTsmVLmoLH46GwsJAjR45QU1NDMIZhMG7cOF566SU6deqkDMPgUimtNZfC4/HwzjvvyOuvv05xcTEiwvUgISEBl8vFgAEDCA8PV1wipbXmUpSUlLBgwQL54IMPOH/+PNeLFi1a8OKLLzJp0iTatm2r6nAplNaa+jJNk48//ljS09PZvXs3pmlyPbnvvvtwOp306dNHWa1WLoXSWlNfFy5c4LXXXpMVK1Zw/PhxRITrSUxMDHa7nTFjxhAbG6u4BEprTX3t37+f1NRU2bp1K9XV1VyPxo4dy+zZs+ncubMyDIP6Ulpr6qO2tpbc3FxZsmQJ33zzDSLC9ahLly643W4GDBhAeHi4op6U1pr6OHHiBIsWLZLc3FzKy8u5XrVo0YIpU6bwzDPP0LZtW1WH+lBaa4IRET777DNJS0ujsLCQ2tpaArFYLERGRmK1Wrka+Hw+KioqqKmpoT769u1LSkoKvXv3VqGhodSH0loTTGVlJdnZ2ZKVlUVpaSkiQiDt2rXj3nvvJS4uDsMwaG5aa3bs2MF3331HbW0twURHR5OcnMzjjz9ObGysqkMwSmtNMMXFxbhcLsnPz6eyspJADMNgyJAhTJo0iU6dOqGUorlprXnzzTf58MMPKS8vR0QIZsSIEcybN49f/epXKiQkhGCU1ppAfD4f+fn5snDhQr766itEhECio6N56aWXmDBhAm3atEHVoZmZpil5eXm8/PLLFBUVYZomwbRv357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"},{"id":"6ab20f45-58f8-455d-8c68-79f3f1b0f079","height":43.34,"width":40.39,"perimeter":163.97,"area":724.05,"image":"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"}],"no_of_letters":7,"perimeter_of_sign":84.73,"nested_area":57.02,"occupied_area":28.65,"avg_char_height":40.3142857142857,"widthOfSign":"230","otherDimensionOfSign":46.59,"width_of_smaller_line":20},"timestamp":"2026-01-26 04:40:42"} 
[2026-01-26 04:40:52] local.INFO: Validation Passed {"data":{"user_id":null,"request_data":{"sign_width_or_height":"230","user_input_dimension":"width","sign_depth":"3","sign_type":"Fabricated Blade Sign - Non Illuminated / Double Sided","mounting_type":"Flush/Stud 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\",\"boxArea\":\"1750.50\"}]","mockupCreationType":"single","no_of_lines":"1","raceway_depth":"2","raceway_height":"6","width_of_line_1":"230","width_of_line_2":"0","width_of_line_3":"0","width_of_line_4":"0","height_of_line_1":"46.59","height_of_line_2":"0","height_of_line_3":"0","height_of_line_4":"0","backer_offset":"2","backboard_cabinet_depth":"2","material":null,"application":null,"ul_mandatory":null,"paint_finish":"Gloss/Satin","no_of_letters":"7","perimeter_of_sign":"84.73","nested_area":"57.02","occupied_area":"28.65","avg_char_height":"Greater than 24 inches","width_of_sign":"230","width_of_smaller_line":"20","other_dimension_of_sign":"46.59"}},"timestamp":"2026-01-26 04:40:52"} 
[2026-01-26 04:40:52] local.INFO: API Input Data Collected {"data":{"user_id":null,"request_data":{"sign_width_or_height":"230","sign_depth_or_thickness":"3","sign_type":"Fabricated Blade Sign - Non Illuminated / Double Sided","mounting_type":"Flush/Stud mounted","profit_factor":1,"no_of_lines":"1","raceway_depth":"2","raceway_height":"6","width_of_line_1":"230","width_of_line_2":"0","width_of_line_3":"0","width_of_line_4":"0","height_of_line_1":"46.59","height_of_line_2":"0","height_of_line_3":"0","height_of_line_4":"0","backer_offset":"2","backboard_cabinet_depth":"2","no_of_letters":"7","perimeter_of_sign":"84.73","nested_area":"57.02","occupied_area":"28.65","avg_char_height":"Greater than 24 inches","width_of_sign":"230","width_of_smaller_line":"20","other_dimension_of_sign":"46.59","material":null,"application":null,"ul_mandatory":null,"paint_finish":"Gloss/Satin","neon_color":null,"uv_printing_needed":null}},"timestamp":"2026-01-26 04:40:52"} 
[2026-01-26 04:40:52] local.INFO: Looking up SignType {"data":{"sign_type":"Fabricated Blade Sign - Non Illuminated / Double Sided"},"timestamp":"2026-01-26 04:40:52"} 
[2026-01-26 04:40:52] local.INFO: Retrieved Material Formulas {"data":{"sign_type_id":16,"formulas_count":26},"timestamp":"2026-01-26 04:40:52"} 
[2026-01-26 04:40:52] local.INFO: Retrieved Variables List {"data":{"sign_type_id":16,"variables_count":7},"timestamp":"2026-01-26 04:40:52"} 
[2026-01-26 04:40:52] local.INFO: Price Map Constructed {"data":{"price_map":{"material501803":3.6821,"weight_material501803":0.629,"material501880":2.4107,"weight_material501880":0.503,"material501060":2.2179,"weight_material501060":0.378,"material500730":2.7786,"weight_material500730":1.481,"material500198":1.5893,"weight_material500198":0.588,"material500813":0.525,"weight_material500813":0.446,"material500572":3.35,"weight_material500572":3.65,"material500611":0.0062,"weight_material500611":6.2e-6,"material500214":0.0025,"weight_material500214":2.5e-6,"material501055":0.0155,"weight_material501055":1.55e-5,"material502098":0.0286,"weight_material502098":2.86e-5,"material502079":0.0163,"weight_material502079":1.63e-5,"material502350":0.0254,"weight_material502350":2.54e-5,"material501680":0.0076,"weight_material501680":7.6e-6,"material502131":0.0271,"weight_material502131":2.71e-5,"material500379":0.132,"weight_material500379":0.09,"material500419":0.16,"weight_material500419":0.11,"material502106":0.13,"weight_material502106":0.16,"material502567":0.13,"weight_material502567":0.21,"material502564":0.18,"weight_material502564":0.35,"material500154":0.4,"weight_material500154":0.38,"material502074":0.8,"weight_material502074":1.0}},"timestamp":"2026-01-26 04:40:52"} 
[2026-01-26 04:40:52] local.INFO: Variables Price Constructed {"data":{"variables_price":{"variable100":0,"variable101":0.75,"variable102":0.8,"variable103":1.1,"variable104":1.2,"variable105":0,"variable106":0}},"timestamp":"2026-01-26 04:40:52"} 
[2026-01-26 04:40:52] local.INFO: Final Variables Merged {"data":{"variables_count":163},"timestamp":"2026-01-26 04:40:52"} 
[2026-01-26 04:40:52] local.INFO: Initialized items collection {"data":{"count":0},"timestamp":"2026-01-26 04:40:52"} 
[2026-01-26 04:40:52] local.INFO: Merged material items {"data":{"formulas_count":26,"items_count_after_merge":26},"timestamp":"2026-01-26 04:40:52"} 
[2026-01-26 04:40:52] local.INFO: Merged variable items {"data":{"variables_count":7,"items_count_after_merge":33},"timestamp":"2026-01-26 04:40:52"} 
[2026-01-26 04:40:52] local.INFO: Sorted items collection {"data":{"items_count":33,"first_item":{"type":"material","id":332,"expression":"if(avg_char_height == avg_char_height_greater_than_24_inches, variable104 * material501803 * ( nested_area * 0.7 ), 0 )","dense_weight_expression":"if(avg_char_height == avg_char_height_greater_than_24_inches, weight_material501803 * ( occupied_area * 0.7 ), 0 )","name":"Aluminium Sheet 2.5 mm 1100 Grade 4 ft x 8 ft Pakistan","var_name":"material501803","price":"3.6821","description":"Aluminium sheet 0.098\" – Durable, corrosion-resistant, suitable for both indoor and outdoor blade faces.","sequence_no":1},"last_item":{"type":"variable","id":106,"expression":"totalCost * variable103","dense_weight_expression":"totalDenseWeight * 1.1","name":"Total Cost","var_name":"variable106","price":null,"description":null,"sequence_no":33}},"timestamp":"2026-01-26 04:40:52"} 
[2026-01-26 04:40:52] local.INFO: Initializing MathExecutor {"data":{"variables_count":163},"timestamp":"2026-01-26 04:40:52"} 
[2026-01-26 04:40:52] local.INFO: MathExecutor variables set {"data":{"variables_count":163},"timestamp":"2026-01-26 04:40:52"} 
[2026-01-26 04:40:53] local.INFO: Dense weight computed {"data":{"name":"Aluminium Sheet 2.5 mm 1100 Grade 4 ft x 8 ft Pakistan","dense_weight_expression":"if(avg_char_height == avg_char_height_greater_than_24_inches, weight_material501803 * ( occupied_area * 0.7 ), 0 )","itemDenseWeight":"12.614595"},"timestamp":"2026-01-26 04:40:53"} 
[2026-01-26 04:40:53] local.INFO: Formula executed successfully {"data":{"name":"Aluminium Sheet 2.5 mm 1100 Grade 4 ft x 8 ft Pakistan","expression":"if(avg_char_height == avg_char_height_greater_than_24_inches, variable104 * material501803 * ( nested_area * 0.7 ), 0 )","result":"176.36080728"},"timestamp":"2026-01-26 04:40:53"} 
[2026-01-26 04:40:53] local.INFO: Dense weight computed {"data":{"name":"Aluminium Sheet 2mm 4 ft x 8 ft Pakistan","dense_weight_expression":"if(avg_char_height == avg_char_height_less_than_24_inches, weight_material501880  * occupied_area, 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-26 04:40:53"} 
[2026-01-26 04:40:53] local.INFO: Formula executed successfully {"data":{"name":"Aluminium Sheet 2mm 4 ft x 8 ft Pakistan","expression":"if(avg_char_height == avg_char_height_less_than_24_inches, material501880 * variable104 * nested_area, 0 )","result":"0"},"timestamp":"2026-01-26 04:40:53"} 
[2026-01-26 04:40:53] local.INFO: Dense weight computed {"data":{"name":"Aluminium Sheet 1.5 mm 4 ft x 8 ft Pakistan","dense_weight_expression":"weight_material501060 * (  ( if(sign_depth_or_thickness >= 1, sign_depth_or_thickness, 1 ) / 12 * perimeter_of_sign )  )","itemDenseWeight":8.006985},"timestamp":"2026-01-26 04:40:53"} 
[2026-01-26 04:40:53] local.INFO: Formula executed successfully {"data":{"name":"Aluminium Sheet 1.5 mm 4 ft x 8 ft Pakistan","expression":"variable104 * material501060 * (  ( if(sign_depth_or_thickness >= 1, sign_depth_or_thickness, 1 ) / 12 * perimeter_of_sign )  )","result":56.376800100000004},"timestamp":"2026-01-26 04:40:53"} 
[2026-01-26 04:40:53] local.INFO: Dense weight computed {"data":{"name":"SS Sheet 14g Brushed Silver 4 ft x 8 ft Pakistan","dense_weight_expression":"( occupied_area * 0.55 ) * weight_material500730 * 2","itemDenseWeight":46.673715},"timestamp":"2026-01-26 04:40:53"} 
[2026-01-26 04:40:53] local.INFO: Formula executed successfully {"data":{"name":"SS Sheet 14g Brushed Silver 4 ft x 8 ft Pakistan","expression":"( nested_area * 0.55 ) * variable104 * material500730 * 2","result":209.13521904},"timestamp":"2026-01-26 04:40:53"} 
[2026-01-26 04:40:53] local.INFO: Dense weight computed {"data":{"name":"SS Sheet 22g Brushed Silver 4 ft x 8 ft Pakistan","dense_weight_expression":"( 0.75 / 12 ) * perimeter_of_sign * weight_material500198 * 2","itemDenseWeight":6.227655},"timestamp":"2026-01-26 04:40:53"} 
[2026-01-26 04:40:53] local.INFO: Formula executed successfully {"data":{"name":"SS Sheet 22g Brushed Silver 4 ft x 8 ft Pakistan","expression":"( 0.75 / 12 ) * perimeter_of_sign * variable104 * material500198 * 2","result":20.19920835},"timestamp":"2026-01-26 04:40:53"} 
[2026-01-26 04:40:53] local.INFO: Dense weight computed {"data":{"name":"Aluminium Sheet 2mm 4 ft x 8 ft Pakistan","dense_weight_expression":"occupied_area * weight_material501880 * 2","itemDenseWeight":28.8219},"timestamp":"2026-01-26 04:40:53"} 
[2026-01-26 04:40:53] local.INFO: Formula executed successfully {"data":{"name":"Aluminium Sheet 2mm 4 ft x 8 ft Pakistan","expression":"nested_area * variable104 * material501880 * 2","result":329.8994736},"timestamp":"2026-01-26 04:40:53"} 
[2026-01-26 04:40:53] local.INFO: No formula, default result applied {"data":{"name":"MS Square Pipe Round 1.5\" swg 16 Pakistan","dense_weight":0,"result":0},"timestamp":"2026-01-26 04:40:53"} 
[2026-01-26 04:40:53] local.INFO: No formula, default result applied {"data":{"name":"MS Sheet 5mm 4 ft x 6 ft Pakistan","dense_weight":0,"result":0},"timestamp":"2026-01-26 04:40:53"} 
[2026-01-26 04:40:53] 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":0.0165130034982},"timestamp":"2026-01-26 04:40:53"} 
[2026-01-26 04:40:53] 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":16.5130034982},"timestamp":"2026-01-26 04:40:53"} 
[2026-01-26 04:40:53] 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":0.00131151665125},"timestamp":"2026-01-26 04:40:53"} 
[2026-01-26 04:40:53] local.INFO: Formula executed successfully {"data":{"name":"Master Thinner Pakistan","expression":"(  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 40.49 * 0.13 * material500214","result":1.31151665125},"timestamp":"2026-01-26 04:40:53"} 
[2026-01-26 04:40:53] 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":0.012509851135000001},"timestamp":"2026-01-26 04:40:53"} 
[2026-01-26 04:40:53] 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":12.509851135},"timestamp":"2026-01-26 04:40:53"} 
[2026-01-26 04:40:53] local.INFO: Dense weight computed {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.426 * weight_material502098 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-26 04:40:53"} 
[2026-01-26 04:40:53] local.INFO: Formula executed successfully {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.426 * material502098 , 0 )","result":"0"},"timestamp":"2026-01-26 04:40:53"} 
[2026-01-26 04:40:53] local.INFO: Dense weight computed {"data":{"name":"Matting Agent (P565-554) 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.234 * weight_material502079 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-26 04:40:53"} 
[2026-01-26 04:40:53] local.INFO: Formula executed successfully {"data":{"name":"Matting Agent (P565-554) 1L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.234 * material502079 , 0 )","result":"0"},"timestamp":"2026-01-26 04:40:53"} 
[2026-01-26 04:40:53] local.INFO: Dense weight computed {"data":{"name":"Hardner (922) 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.21 * weight_material502350 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-26 04:40:53"} 
[2026-01-26 04:40:53] local.INFO: Formula executed successfully {"data":{"name":"Hardner (922) 1L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.21 * material502350, 0 )","result":"0"},"timestamp":"2026-01-26 04:40:53"} 
[2026-01-26 04:40:53] local.INFO: Dense weight computed {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.12 * weight_material501680 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-26 04:40:53"} 
[2026-01-26 04:40:53] local.INFO: Formula executed successfully {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.12 * material501680 , 0 )","result":"0"},"timestamp":"2026-01-26 04:40:53"} 
[2026-01-26 04:40:53] 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":"0.02571077938"},"timestamp":"2026-01-26 04:40:53"} 
[2026-01-26 04:40:53] 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":"25.71077938"},"timestamp":"2026-01-26 04:40:53"} 
[2026-01-26 04:40:53] 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":"0.01247825733"},"timestamp":"2026-01-26 04:40:53"} 
[2026-01-26 04:40:53] 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":"12.47825733"},"timestamp":"2026-01-26 04:40:53"} 
[2026-01-26 04:40:53] 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":"0.0167078406"},"timestamp":"2026-01-26 04:40:53"} 
[2026-01-26 04:40:53] 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":"16.7078406"},"timestamp":"2026-01-26 04:40:53"} 
[2026-01-26 04:40:53] 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":"0.00133311904"},"timestamp":"2026-01-26 04:40:53"} 
[2026-01-26 04:40:53] 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":"1.33311904"},"timestamp":"2026-01-26 04:40:53"} 
[2026-01-26 04:40:53] local.INFO: Formula executed successfully {"data":{"name":"Paint Miscellaneous Cost","expression":"0.2 * ( formula340 + formula341 + formula342 + formula343 + formula344 + formula345 + formula346 + formula347 + formula348 + formula349 + formula350 )","result":17.31287352689},"timestamp":"2026-01-26 04:40:53"} 
[2026-01-26 04:40:53] local.INFO: Formula executed successfully {"data":{"name":"Packaging/Box Making","expression":"nested_area * variable101","result":42.765},"timestamp":"2026-01-26 04:40:53"} 
[2026-01-26 04:40:53] local.INFO: Dense weight computed {"data":{"name":"Corrugated Sheet 5ply","dense_weight_expression":"if( ( width_of_sign > 0 || other_dimension_of_sign > 0 ) && width_of_sign <= 30 && other_dimension_of_sign <= 30, (  ( 2 * nested_area ) + ( 3 * nested_area * (  ( sign_depth_or_thickness + 2 ) / 12 )  ) / sqrt(nested_area)  ) * weight_material500379 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-26 04:40:53"} 
[2026-01-26 04:40:53] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 5ply","dense_weight":"0","result":0},"timestamp":"2026-01-26 04:40:53"} 
[2026-01-26 04:40:53] local.INFO: Dense weight computed {"data":{"name":"Corrugated Sheet 7Ply","dense_weight_expression":"if( ( width_of_sign > 30 || other_dimension_of_sign > 30 ) && width_of_sign <= 50 && other_dimension_of_sign <= 50, (  ( 2 * nested_area ) + ( 3 * nested_area * (  ( sign_depth_or_thickness + 2 ) / 12 )  ) / sqrt(nested_area)  ) * weight_material500419 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-26 04:40:53"} 
[2026-01-26 04:40:53] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 7Ply","dense_weight":"0","result":0},"timestamp":"2026-01-26 04:40:53"} 
[2026-01-26 04:40:53] local.INFO: Dense weight computed {"data":{"name":"Corrugated Sheet 9 Ply","dense_weight_expression":"if( ( width_of_sign > 50 || other_dimension_of_sign > 50 ) && width_of_sign <= 60 && other_dimension_of_sign <= 60, (  ( 2 * nested_area ) + ( 3 * nested_area * (  ( sign_depth_or_thickness + 2 ) / 12 )  ) / sqrt(nested_area)  ) * weight_material502106 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-26 04:40:53"} 
[2026-01-26 04:40:53] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 9 Ply","dense_weight":"0","result":0},"timestamp":"2026-01-26 04:40:53"} 
[2026-01-26 04:40:53] local.INFO: Dense weight computed {"data":{"name":"Plywood Sheet 5mm 3 Core 4*8","dense_weight_expression":"if( ( width_of_sign > 60 || other_dimension_of_sign > 60 ) && width_of_sign <= 70 && other_dimension_of_sign <= 70, nested_area * 2 * weight_material502567 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-26 04:40:53"} 
[2026-01-26 04:40:53] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 5mm 3 Core 4*8","dense_weight":"0","result":0},"timestamp":"2026-01-26 04:40:53"} 
[2026-01-26 04:40:53] local.INFO: Dense weight computed {"data":{"name":"Plywood Sheet 7mm 4 Core","dense_weight_expression":"if( ( width_of_sign > 70 || other_dimension_of_sign > 70 ) && width_of_sign <= 90 && other_dimension_of_sign <= 90, nested_area * 2 * weight_material502564 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-26 04:40:53"} 
[2026-01-26 04:40:53] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 7mm 4 Core","dense_weight":"0","result":0},"timestamp":"2026-01-26 04:40:53"} 
[2026-01-26 04:40:53] 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":"43.3352"},"timestamp":"2026-01-26 04:40:53"} 
[2026-01-26 04:40:53] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 8*4 Mersawa 6 core 9MM","dense_weight":"43.3352","result":0},"timestamp":"2026-01-26 04:40:53"} 
[2026-01-26 04:40:53] local.INFO: Dense weight computed {"data":{"name":"Wood Lar 9''x132''","dense_weight_expression":"if( ( width_of_sign > 60 || other_dimension_of_sign > 60 ), 4 * sqrt(nested_area) * (  ( sign_depth_or_thickness + 2 ) / 12 ) * weight_material502074 , 0 )","itemDenseWeight":"12.585264752435"},"timestamp":"2026-01-26 04:40:53"} 
[2026-01-26 04:40:53] local.INFO: No formula, default result applied {"data":{"name":"Wood Lar 9''x132''","dense_weight":"12.585264752435","result":0},"timestamp":"2026-01-26 04:40:53"} 
[2026-01-26 04:40:53] local.INFO: Formula executed successfully {"data":{"name":"UV Printing","expression":"nested_area * variable102","result":45.61600000000001},"timestamp":"2026-01-26 04:40:53"} 
[2026-01-26 04:40:53] local.INFO: No formula, default result applied {"data":{"name":"Miscalleneous (10%)","dense_weight":0,"result":0},"timestamp":"2026-01-26 04:40:53"} 
[2026-01-26 04:40:53] local.INFO: No formula, default result applied {"data":{"name":"Where Wastage magnification factor for Sheets consumption is taken as","dense_weight":0,"result":0},"timestamp":"2026-01-26 04:40:53"} 
[2026-01-26 04:40:53] local.INFO: Dense weight computed {"data":{"name":"Rod Mounting","dense_weight_expression":"weight_material500813 + ( 0.09 * weight_material500572 )","itemDenseWeight":0.7745},"timestamp":"2026-01-26 04:40:53"} 
[2026-01-26 04:40:53] local.INFO: Formula executed successfully {"data":{"name":"Rod Mounting","expression":"material500813 + ( 0.09 * material500572)","result":0.8265},"timestamp":"2026-01-26 04:40:53"} 
[2026-01-26 04:40:53] local.INFO: Total Cost formula detected {"data":{"item_id":106},"timestamp":"2026-01-26 04:40:53"} 
[2026-01-26 04:40:53] local.INFO: Formula calculations completed {"data":{"total_items":33,"successful_calculations":32,"errors_count":0},"timestamp":"2026-01-26 04:40:53"} 
[2026-01-26 04:40:53] local.INFO: Summed initial totals {"data":{"totalCost_before_formula":985.0562495313401,"totalDenseWeight_before_formula":159.12637912006946},"timestamp":"2026-01-26 04:40:53"} 
[2026-01-26 04:40:53] local.INFO: Total Cost formula executed {"data":{"formula":"totalCost * variable103","computed_totalCost":1083.5618744844742},"timestamp":"2026-01-26 04:40:53"} 
[2026-01-26 04:40:53] local.INFO: Total Dense Weight formula executed {"data":{"formula":"totalDenseWeight * 1.1","computed_totalDenseWeight":175.03901703207643},"timestamp":"2026-01-26 04:40:53"} 
[2026-01-26 04:40:53] local.INFO: Total Cost result added to calculationsResults {"data":{"variable_id":106,"result":1083.5618744844742,"dense_weight_expression":175.03901703207643},"timestamp":"2026-01-26 04:40:53"} 
[2026-01-26 04:40:53] local.INFO: Preparing boxes for bin packing {"data":{"sign_type":"Fabricated Blade Sign - Non Illuminated / Double Sided","objects_count":7,"totalDenseWeight":175.03901703207643},"timestamp":"2026-01-26 04:40:53"} 
[2026-01-26 04:40:53] local.INFO: Processing flush stud mounted objects for 3D bin packing {"data":{"objects_count":7,"sign_depth":"3"},"timestamp":"2026-01-26 04:40:53"} 
[2026-01-26 04:40:53] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-1","width":28.57,"height":32.01,"depth":"3"},"timestamp":"2026-01-26 04:40:53"} 
[2026-01-26 04:40:53] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-2","width":29.06,"height":33,"depth":"3"},"timestamp":"2026-01-26 04:40:53"} 
[2026-01-26 04:40:53] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-3","width":15.76,"height":42.85,"depth":"3"},"timestamp":"2026-01-26 04:40:53"} 
[2026-01-26 04:40:53] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-4","width":34.48,"height":43.34,"depth":"3"},"timestamp":"2026-01-26 04:40:53"} 
[2026-01-26 04:40:53] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-5","width":27.58,"height":43.83,"depth":"3"},"timestamp":"2026-01-26 04:40:53"} 
[2026-01-26 04:40:53] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-6","width":27.58,"height":43.83,"depth":"3"},"timestamp":"2026-01-26 04:40:53"} 
[2026-01-26 04:40:53] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-7","width":40.39,"height":43.34,"depth":"3"},"timestamp":"2026-01-26 04:40:53"} 
[2026-01-26 04:40:54] local.INFO: 3D Bin Packing API response received {"data":{"response":{"response":{"id":"1769402454_d6572350ec204d4c2d9b9a5ac138b420","bins_packed":[{"bin_data":{"w":23.1,"h":44.13,"d":40.69,"id":"unique","used_space":66.4914,"weight":0,"gross_weight":0,"used_weight":100,"stack_height":44.13,"order_id":null},"image_complete":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260126/ae23b03b6e34c284be7c0a4bae44c1c0/1769402454-2722-7098863.svg","items":[{"id":"item-5","w":27.88,"h":44.13,"d":3.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260126/ae23b03b6e34c284be7c0a4bae44c1c0/1769402454-2717-4004809.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting 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":27.88,"h":44.13,"d":3.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260126/ae23b03b6e34c284be7c0a4bae44c1c0/1769402454-2719-5418053.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting 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":34.78,"h":43.64,"d":3.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260126/ae23b03b6e34c284be7c0a4bae44c1c0/1769402454-2719-5691378.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting 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":40.69,"h":43.64,"d":3.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260126/ae23b03b6e34c284be7c0a4bae44c1c0/1769402454-272-1453275.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-3","w":16.06,"h":43.15,"d":3.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260126/ae23b03b6e34c284be7c0a4bae44c1c0/1769402454-2721-6320599.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting 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":29.36,"h":33.3,"d":3.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260126/ae23b03b6e34c284be7c0a4bae44c1c0/1769402454-2721-4820387.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting 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":28.87,"h":32.31,"d":3.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260126/ae23b03b6e34c284be7c0a4bae44c1c0/1769402454-2722-6719138.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}}]}],"errors":[],"status":1,"not_packed_items":[]}}},"timestamp":"2026-01-26 04:40:54"} 
[2026-01-26 04:40:54] local.INFO: Box added from packed bin {"data":{"length":40.69,"width":23.1,"height":44.13,"denseWeight":175.03901703207643},"timestamp":"2026-01-26 04:40:54"} 
[2026-01-26 04:40:54] local.INFO: Shipping rates calculated {"data":{"boxes":[{"size":{"length":42.69,"width":25.1,"height":46.38},"quantity":1,"denseWeight":175.03901703207643}],"cheapestShippingCost":1937.8316447726497,"rawShippingRates":{"data":[{"career":"dhl_small","boxWeights":[{"size":{"length":42.69,"width":25.1,"height":46.38},"denseWeight":175.03901703207643,"volumetricWeight":163,"higherWeight":175.03901703207643,"quantity":1}],"totalHigherWeight":175.03901703207643,"DS":280.0624272513223,"rate":2249.764490224748,"tariffAndDS":2529.8269174760703,"fuelSurcharge":"0.2975","gst":"0.1600","DdpService":0,"overweightSurcharge":105,"overlengthSurcharge":22,"isRemotePrice":0,"totalShipmentCost":3998.790193493233,"totalShipmentCostFormula":"((tariffAndDS (2529.8269174761) + overlengthSurcharge (22) + overweightSurcharge (105)) * (1 + fuelSurcharge (0.2975)) * (1 + gst (0.1600))) + DdpService (0) + isRemotePrice (0) = 3998.79","warnings":["Extra Charges: Weight too high for Single Box"]},{"career":"dhl_heavy","boxWeights":[{"size":{"length":42.69,"width":25.1,"height":46.38},"denseWeight":175.03901703207643,"volumetricWeight":163,"higherWeight":175.03901703207643,"quantity":1}],"totalHigherWeight":175.03901703207643,"DS":280.0624272513223,"rate":1259.6809226309504,"tariffAndDS":1539.7433498822727,"fuelSurcharge":"0.2975","gst":"0.1600","DdpService":0,"overweightSurcharge":105,"overlengthSurcharge":22,"isRemotePrice":0,"totalShipmentCost":2508.6154159078083,"totalShipmentCostFormula":"((tariffAndDS (1539.7433498823) + overlengthSurcharge (22) + overweightSurcharge (105)) * (1 + fuelSurcharge (0.2975)) * (1 + gst (0.1600))) + DdpService (0) + isRemotePrice (0) = 2508.62","warnings":["Extra Charges: Weight too high for Single Box"]},{"career":"fedex","boxWeights":[{"size":{"length":42.69,"width":25.1,"height":46.38},"denseWeight":175.03901703207643,"volumetricWeight":163,"higherWeight":175.03901703207643,"quantity":1}],"totalHigherWeight":175.03901703207643,"DS":175.03901703207643,"rate":1694.3819767440282,"tariffAndDS":1869.4209937761045,"fuelSurcharge":"0.3250","gst":"0.1600","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":2873.3000674338723,"totalShipmentCostFormula":"(( tariffAndDS (1869.4209937761) + overlengthSurcharge (0) + overweightSurcharge (0) ) * ( 1 + fuelSurcharge (0.3250)) * ( 1 + gst (0.1600))) + DdpService (0) + isRemotePrice (0) = 2873.3000674339","warnings":["FedEx Not Available (Weight exceeds 66 kg)"]},{"career":"fedex_flyer","error":["Package doesn't come under dimension","Weight is higher then 2.5 kg"]},{"career":"ups_5kg_selected_countries","error":["Weight is higher then 5 kg"],"warnings":[]},{"career":"ups_usa","error":"No rate available for weight greater than 71"},{"career":"dhl_usa","boxWeights":[{"size":{"length":42.69,"width":25.1,"height":46.38},"denseWeight":175.03901703207643,"volumetricWeight":163,"higherWeight":175.03901703207643,"quantity":1}],"totalHigherWeight":175.03901703207643,"DS":280.0624272513223,"rate":"1623.60","tariffAndDS":1903.6624272513222,"fuelSurcharge":"0.0000","gst":"0.0000","DdpService":0,"overweightSurcharge":105,"overlengthSurcharge":22,"isRemotePrice":0,"totalShipmentCost":2030.6624272513222,"totalShipmentCostFormula":"(((tariffAndDS (1903.6624272513) + overlengthSurcharge (22) + overweightSurcharge (105)) * (1 + fuelSurcharge (0.0000))) * (1 + gst (0.0000))) + DdpService (0) + isRemotePrice (0) = 2030.6624272513","warnings":["DHL USA Not Available (Height exceeds 97 cm)","Extra Charges: Weight too high for Single Box"]},{"career":"ups_zones_selected_countries","error":["Weight is higher then 25 kg"],"warnings":[]},{"career":"ups_zones","error":["Weight is higher then 25 kg"],"warnings":[]},{"career":"sea_mode_oa","error":["Weight is higher then 5 kg"]},{"career":"sea_mode_ob","boxWeights":[{"size":{"length":42.69,"width":25.1,"height":46.38},"denseWeight":175.03901703207643,"volumetricWeight":163,"higherWeight":175.03901703207643,"quantity":1}],"totalHigherWeight":175.03901703207643,"DS":0,"rate":1937.8316447726497,"tariffAndDS":1937.8316447726497,"fuelSurcharge":"0.0000","gst":"0.0000","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":1937.8316447726497,"totalShipmentCostFormula":"((tariffAndDS (1937.8316447726) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.0000)) * (1 + gst (0.0000))) + DdpService (0) + isRemotePrice (0) = 1937.8316447726"}]}},"timestamp":"2026-01-26 04:40:54"} 
[2026-01-26 04:40:54] local.INFO: Product cost factor determined {"data":{"sign_type":"Fabricated Blade Sign - Non Illuminated / Double Sided","productCostFactor":1.66},"timestamp":"2026-01-26 04:40:54"} 
[2026-01-26 04:40:54] local.INFO: Final API Response {"data":{"sign_width":"230","sign_height":"46.59","sign_depth":"3","sign_type":"Fabricated Blade Sign - Non Illuminated / Double Sided","sideViewImage":"https://api.signize.ai/mockups/flush-stud/flush-stud-fabricated-blade-sign-non-illuminated.png","mounting_type":"Flush/Stud mounted","combined_production_cost_usd":1090.0,"total_production_cost":1800.0,"totalDenseWeight":175.03901703207643,"totalVolumetricWeight":163,"bin_packing_result":{"response":{"id":"1769402454_d6572350ec204d4c2d9b9a5ac138b420","bins_packed":[{"bin_data":{"w":23.1,"h":44.13,"d":40.69,"id":"unique","used_space":66.4914,"weight":0,"gross_weight":0,"used_weight":100,"stack_height":44.13,"order_id":null},"image_complete":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260126/ae23b03b6e34c284be7c0a4bae44c1c0/1769402454-2722-7098863.svg","items":[{"id":"item-5","w":27.88,"h":44.13,"d":3.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260126/ae23b03b6e34c284be7c0a4bae44c1c0/1769402454-2717-4004809.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting 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":27.88,"h":44.13,"d":3.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260126/ae23b03b6e34c284be7c0a4bae44c1c0/1769402454-2719-5418053.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting 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":34.78,"h":43.64,"d":3.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260126/ae23b03b6e34c284be7c0a4bae44c1c0/1769402454-2719-5691378.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting 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":40.69,"h":43.64,"d":3.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260126/ae23b03b6e34c284be7c0a4bae44c1c0/1769402454-272-1453275.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-3","w":16.06,"h":43.15,"d":3.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260126/ae23b03b6e34c284be7c0a4bae44c1c0/1769402454-2721-6320599.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting 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":29.36,"h":33.3,"d":3.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260126/ae23b03b6e34c284be7c0a4bae44c1c0/1769402454-2721-4820387.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting 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":28.87,"h":32.31,"d":3.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260126/ae23b03b6e34c284be7c0a4bae44c1c0/1769402454-2722-6719138.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}}]}],"errors":[],"status":1,"not_packed_items":[]}},"shipping_rates":{"data":[{"career":"dhl_small","boxWeights":[{"size":{"length":42.69,"width":25.1,"height":46.38},"denseWeight":175.03901703207643,"volumetricWeight":163,"higherWeight":175.03901703207643,"quantity":1}],"totalHigherWeight":175.03901703207643,"DS":280.0624272513223,"rate":2249.764490224748,"tariffAndDS":2529.8269174760703,"fuelSurcharge":"0.2975","gst":"0.1600","DdpService":0,"overweightSurcharge":105,"overlengthSurcharge":22,"isRemotePrice":0,"totalShipmentCost":3998.790193493233,"totalShipmentCostFormula":"((tariffAndDS (2529.8269174761) + overlengthSurcharge (22) + overweightSurcharge (105)) * (1 + fuelSurcharge (0.2975)) * (1 + gst (0.1600))) + DdpService (0) + isRemotePrice (0) = 3998.79","warnings":["Extra Charges: Weight too high for Single Box"]},{"career":"dhl_heavy","boxWeights":[{"size":{"length":42.69,"width":25.1,"height":46.38},"denseWeight":175.03901703207643,"volumetricWeight":163,"higherWeight":175.03901703207643,"quantity":1}],"totalHigherWeight":175.03901703207643,"DS":280.0624272513223,"rate":1259.6809226309504,"tariffAndDS":1539.7433498822727,"fuelSurcharge":"0.2975","gst":"0.1600","DdpService":0,"overweightSurcharge":105,"overlengthSurcharge":22,"isRemotePrice":0,"totalShipmentCost":2508.6154159078083,"totalShipmentCostFormula":"((tariffAndDS (1539.7433498823) + overlengthSurcharge (22) + overweightSurcharge (105)) * (1 + fuelSurcharge (0.2975)) * (1 + gst (0.1600))) + DdpService (0) + isRemotePrice (0) = 2508.62","warnings":["Extra Charges: Weight too high for Single Box"]},{"career":"fedex","boxWeights":[{"size":{"length":42.69,"width":25.1,"height":46.38},"denseWeight":175.03901703207643,"volumetricWeight":163,"higherWeight":175.03901703207643,"quantity":1}],"totalHigherWeight":175.03901703207643,"DS":175.03901703207643,"rate":1694.3819767440282,"tariffAndDS":1869.4209937761045,"fuelSurcharge":"0.3250","gst":"0.1600","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":2873.3000674338723,"totalShipmentCostFormula":"(( tariffAndDS (1869.4209937761) + overlengthSurcharge (0) + overweightSurcharge (0) ) * ( 1 + fuelSurcharge (0.3250)) * ( 1 + gst (0.1600))) + DdpService (0) + isRemotePrice (0) = 2873.3000674339","warnings":["FedEx Not Available (Weight exceeds 66 kg)"]},{"career":"fedex_flyer","error":["Package doesn't come under dimension","Weight is higher then 2.5 kg"]},{"career":"ups_5kg_selected_countries","error":["Weight is higher then 5 kg"],"warnings":[]},{"career":"ups_usa","error":"No rate available for weight greater than 71"},{"career":"dhl_usa","boxWeights":[{"size":{"length":42.69,"width":25.1,"height":46.38},"denseWeight":175.03901703207643,"volumetricWeight":163,"higherWeight":175.03901703207643,"quantity":1}],"totalHigherWeight":175.03901703207643,"DS":280.0624272513223,"rate":"1623.60","tariffAndDS":1903.6624272513222,"fuelSurcharge":"0.0000","gst":"0.0000","DdpService":0,"overweightSurcharge":105,"overlengthSurcharge":22,"isRemotePrice":0,"totalShipmentCost":2030.6624272513222,"totalShipmentCostFormula":"(((tariffAndDS (1903.6624272513) + overlengthSurcharge (22) + overweightSurcharge (105)) * (1 + fuelSurcharge (0.0000))) * (1 + gst (0.0000))) + DdpService (0) + isRemotePrice (0) = 2030.6624272513","warnings":["DHL USA Not Available (Height exceeds 97 cm)","Extra Charges: Weight too high for Single Box"]},{"career":"ups_zones_selected_countries","error":["Weight is higher then 25 kg"],"warnings":[]},{"career":"ups_zones","error":["Weight is higher then 25 kg"],"warnings":[]},{"career":"sea_mode_oa","error":["Weight is higher then 5 kg"]},{"career":"sea_mode_ob","boxWeights":[{"size":{"length":42.69,"width":25.1,"height":46.38},"denseWeight":175.03901703207643,"volumetricWeight":163,"higherWeight":175.03901703207643,"quantity":1}],"totalHigherWeight":175.03901703207643,"DS":0,"rate":1937.8316447726497,"tariffAndDS":1937.8316447726497,"fuelSurcharge":"0.0000","gst":"0.0000","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":1937.8316447726497,"totalShipmentCostFormula":"((tariffAndDS (1937.8316447726) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.0000)) * (1 + gst (0.0000))) + DdpService (0) + isRemotePrice (0) = 1937.8316447726"}]},"cheapest_shipping_cost_usd":1940.0,"totalCost":3740.0,"productionResults":[{"material_id":332,"dense_weight_expression":12.614595,"result":"176.36080728","sign_material":"Aluminium Sheet 2.5 mm 1100 Grade 4 ft x 8 ft Pakistan","description":"Aluminium sheet 0.098\" – Durable, corrosion-resistant, suitable for both indoor and outdoor blade faces.","sequence_no":1},{"material_id":333,"dense_weight_expression":0,"result":"0","sign_material":"Aluminium Sheet 2mm 4 ft x 8 ft Pakistan","description":null,"sequence_no":2},{"material_id":334,"dense_weight_expression":8.006985,"result":56.376800100000004,"sign_material":"Aluminium Sheet 1.5 mm 4 ft x 8 ft Pakistan","description":null,"sequence_no":3},{"material_id":335,"dense_weight_expression":46.673715,"result":209.13521904,"sign_material":"SS Sheet 14g Brushed Silver 4 ft x 8 ft Pakistan","description":null,"sequence_no":4},{"material_id":336,"dense_weight_expression":6.227655,"result":20.19920835,"sign_material":"SS Sheet 22g Brushed Silver 4 ft x 8 ft Pakistan","description":null,"sequence_no":5},{"material_id":337,"dense_weight_expression":28.8219,"result":329.8994736,"sign_material":"Aluminium Sheet 2mm 4 ft x 8 ft Pakistan","description":null,"sequence_no":6},{"material_id":338,"dense_weight_expression":0,"result":0,"sign_material":"MS Square Pipe Round 1.5\" swg 16 Pakistan","description":null,"sequence_no":7},{"material_id":339,"dense_weight_expression":0,"result":0,"sign_material":"MS Sheet 5mm 4 ft x 6 ft Pakistan","description":null,"sequence_no":8},{"material_id":340,"dense_weight_expression":0.0165130034982,"result":16.5130034982,"sign_material":"Epoxy Primer Pakistan","description":null,"sequence_no":9},{"material_id":341,"dense_weight_expression":0.00131151665125,"result":1.31151665125,"sign_material":"Master Thinner Pakistan","description":null,"sequence_no":10},{"material_id":342,"dense_weight_expression":0.012509851135000001,"result":12.509851135,"sign_material":"Epoxy Hardner Master Pakistan","description":null,"sequence_no":11},{"material_id":343,"dense_weight_expression":0,"result":"0","sign_material":"Paint (P425-950) Jet Black 1L Nexa Pakistan","description":null,"sequence_no":12},{"material_id":344,"dense_weight_expression":0,"result":"0","sign_material":"Matting Agent (P565-554) 1L Nexa Pakistan","description":null,"sequence_no":13},{"material_id":345,"dense_weight_expression":0,"result":"0","sign_material":"Hardner (922) 1L Nexa Pakistan","description":null,"sequence_no":14},{"material_id":346,"dense_weight_expression":0,"result":"0","sign_material":"Thinner (P850-1491) Fast 5L Nexa Pakistan","description":null,"sequence_no":15},{"material_id":347,"dense_weight_expression":0.02571077938,"result":"25.71077938","sign_material":"Paint (P425-950) Jet Black 1L Nexa Pakistan","description":null,"sequence_no":16},{"material_id":348,"dense_weight_expression":0.01247825733,"result":"12.47825733","sign_material":"2k Adjuster (P190-376) Binder 2.5L Nexa Pakistan","description":"High Quality Gloss / Satin Paint – PU or solvent-based, gloss (70+ GU) or satin (30–50 GU) sheen.","sequence_no":17},{"material_id":349,"dense_weight_expression":0.0167078406,"result":"16.7078406","sign_material":"Hardner (922) 1L Nexa Pakistan","description":null,"sequence_no":18},{"material_id":350,"dense_weight_expression":0.00133311904,"result":"1.33311904","sign_material":"Thinner (P850-1491) Fast 5L Nexa Pakistan","description":null,"sequence_no":19},{"variable_id":100,"dense_weight_expression":0,"result":17.31287352689,"sign_material":"Paint Miscellaneous Cost","description":null,"sequence_no":20},{"variable_id":101,"dense_weight_expression":0,"result":42.765,"sign_material":"Packaging/Box Making","description":"Packaging – 3–5 ply corrugated box with foam/bubble wrap and stretch film.","sequence_no":21},{"material_id":582,"dense_weight_expression":0,"result":0,"sign_material":"Corrugated Sheet 5ply","description":null,"sequence_no":22},{"material_id":583,"dense_weight_expression":0,"result":0,"sign_material":"Corrugated Sheet 7Ply","description":null,"sequence_no":23},{"material_id":584,"dense_weight_expression":0,"result":0,"sign_material":"Corrugated Sheet 9 Ply","description":null,"sequence_no":24},{"material_id":585,"dense_weight_expression":0,"result":0,"sign_material":"Plywood Sheet 5mm 3 Core 4*8","description":null,"sequence_no":25},{"material_id":586,"dense_weight_expression":0,"result":0,"sign_material":"Plywood Sheet 7mm 4 Core","description":null,"sequence_no":26},{"material_id":587,"dense_weight_expression":43.3352,"result":0,"sign_material":"Plywood Sheet 8*4 Mersawa 6 core 9MM","description":null,"sequence_no":27},{"material_id":588,"dense_weight_expression":12.585264752435,"result":0,"sign_material":"Wood Lar 9''x132''","description":null,"sequence_no":28},{"variable_id":102,"dense_weight_expression":0,"result":45.61600000000001,"sign_material":"UV Printing","description":"Sign to be hung from the wall, using the mounting rods.","sequence_no":29},{"variable_id":103,"dense_weight_expression":0,"result":0,"sign_material":"Miscalleneous (10%)","description":null,"sequence_no":30},{"variable_id":104,"dense_weight_expression":0,"result":0,"sign_material":"Where Wastage magnification factor for Sheets consumption is taken as","description":null,"sequence_no":31},{"variable_id":105,"dense_weight_expression":0.7745,"result":0.8265,"sign_material":"Rod Mounting","description":null,"sequence_no":32},{"variable_id":106,"dense_weight_expression":175.03901703207643,"result":1083.5618744844742,"sign_material":"Total Cost","description":null,"sequence_no":33}],"productionError":[],"request":{"sign_width_or_height":"230","sign_depth_or_thickness":"3","sign_type":"Fabricated Blade Sign - Non Illuminated / Double Sided","mounting_type":"Flush/Stud mounted","profit_factor":1,"no_of_lines":"1","raceway_depth":"2","raceway_height":"6","width_of_line_1":"230","width_of_line_2":"0","width_of_line_3":"0","width_of_line_4":"0","height_of_line_1":"46.59","height_of_line_2":"0","height_of_line_3":"0","height_of_line_4":"0","backer_offset":"2","backboard_cabinet_depth":"2","no_of_letters":"7","perimeter_of_sign":"84.73","nested_area":"57.02","occupied_area":"28.65","avg_char_height":"Greater than 24 inches","width_of_sign":"230","width_of_smaller_line":"20","other_dimension_of_sign":"46.59","material":null,"application":null,"ul_mandatory":null,"paint_finish":"Gloss/Satin","neon_color":null,"uv_printing_needed":null},"TATDays":21,"testDenseWeight":0},"timestamp":"2026-01-26 04:40:54"} 
[2026-01-26 04:40:54] local.INFO: API Epic Craftings Calculation Ended ======================================================================================================== {"data":null,"timestamp":"2026-01-26 04:40:54"} 
[2026-01-26 04:40:55] local.INFO: API B2 Sign Calculation Started ======================================================================================================== {"data":null,"timestamp":"2026-01-26 04:40:55"} 
[2026-01-26 04:40:55] local.INFO: Incoming Request {"data":{"sign_type_name":"Fabricated Blade Sign - Non Illuminated / Double Sided","sign_depth":3,"mounting_type":"Flush/Stud mounted","sign_height":46.59,"sign_width":"230","dimensions":[{"id":"b8b22a61-307b-4931-8a27-39e9f2dc7112","height":32.01,"width":28.57},{"id":"4d637dcd-61cb-4e3b-b6fb-9be40c5de8de","height":33,"width":29.06},{"id":"7cf8cdee-3961-407f-a82f-b9d05a61feae","height":42.85,"width":15.76},{"id":"ff432582-63b5-48f9-b703-9507ec1b09b2","height":43.34,"width":34.48},{"id":"1565d77a-696b-4c90-a13e-fccef6b31297","height":43.83,"width":27.58},{"id":"c5ed0dcd-060a-4725-8145-653a4db2800c","height":43.83,"width":27.58},{"id":"6ab20f45-58f8-455d-8c68-79f3f1b0f079","height":43.34,"width":40.39}]},"timestamp":"2026-01-26 04:40:55"} 
[2026-01-26 04:40:55] local.INFO: Validating Request Payload {"data":[],"timestamp":"2026-01-26 04:40:55"} 
[2026-01-26 04:40:55] local.INFO: Request Validation Successful {"data":{"validated_data":{"sign_type_name":"Fabricated Blade Sign - Non Illuminated / Double Sided","sign_depth":3,"mounting_type":"Flush/Stud mounted","sign_height":46.59,"sign_width":"230","dimensions":[{"id":"b8b22a61-307b-4931-8a27-39e9f2dc7112","height":32.01,"width":28.57},{"id":"4d637dcd-61cb-4e3b-b6fb-9be40c5de8de","height":33,"width":29.06},{"id":"7cf8cdee-3961-407f-a82f-b9d05a61feae","height":42.85,"width":15.76},{"id":"ff432582-63b5-48f9-b703-9507ec1b09b2","height":43.34,"width":34.48},{"id":"1565d77a-696b-4c90-a13e-fccef6b31297","height":43.83,"width":27.58},{"id":"c5ed0dcd-060a-4725-8145-653a4db2800c","height":43.83,"width":27.58},{"id":"6ab20f45-58f8-455d-8c68-79f3f1b0f079","height":43.34,"width":40.39}]}},"timestamp":"2026-01-26 04:40:55"} 
[2026-01-26 04:40:55] local.INFO: Fetching Sign Type {"data":{"sign_type_name":"Fabricated Blade Sign - Non Illuminated / Double Sided"},"timestamp":"2026-01-26 04:40:55"} 
[2026-01-26 04:40:55] local.INFO: Sign Type Query Result {"data":{"found":true,"sign_type_id":16},"timestamp":"2026-01-26 04:40:55"} 
[2026-01-26 04:40:55] local.INFO: Checking B2 Module for Sign Type {"data":{"sign_type_id":16},"timestamp":"2026-01-26 04:40:55"} 
[2026-01-26 04:40:55] local.INFO: Sign Type B2 Module Result {"data":{"has_b2_module":false},"timestamp":"2026-01-26 04:40:55"} 
[2026-01-26 04:40:55] local.ERROR: Sign Type Without B2 Module Attempt {"data":{"sign_type_id":16},"timestamp":"2026-01-26 04:40:55"} 
[2026-01-26 04:40:56] local.INFO: USA Workshop Calculation API Started {"data":{"request":{"sign_type":"Fabricated Blade Sign - Non Illuminated / Double Sided","sign_depth":3,"mounting_type":"Flush/Stud mounted","sign_height":46.59,"sign_width":"230","shipping_weight":175.03901703207643,"shape":"rectangular","dimensions":[{"id":"b8b22a61-307b-4931-8a27-39e9f2dc7112","height":32.01,"width":28.57},{"id":"4d637dcd-61cb-4e3b-b6fb-9be40c5de8de","height":33,"width":29.06},{"id":"7cf8cdee-3961-407f-a82f-b9d05a61feae","height":42.85,"width":15.76},{"id":"ff432582-63b5-48f9-b703-9507ec1b09b2","height":43.34,"width":34.48},{"id":"1565d77a-696b-4c90-a13e-fccef6b31297","height":43.83,"width":27.58},{"id":"c5ed0dcd-060a-4725-8145-653a4db2800c","height":43.83,"width":27.58},{"id":"6ab20f45-58f8-455d-8c68-79f3f1b0f079","height":43.34,"width":40.39}]}},"timestamp":"2026-01-26 04:40:56"} 
[2026-01-26 04:40:56] local.INFO: Validation Passed {"data":[],"timestamp":"2026-01-26 04:40:56"} 
[2026-01-26 04:40:56] local.INFO: Input Parameters {"data":{"dimensions_count":7,"shape":"rectangular"},"timestamp":"2026-01-26 04:40:56"} 
[2026-01-26 04:40:56] local.INFO: Resolved Default Data {"data":{"sign_type_map":{"sign_type_halo_lit_letters":"Halo Lit Channel Letters","sign_type_face_lit_letters":"Premium Face-Lit Letters (Metallic Trim)","sign_type_face_and_halo_lit_letters":"Face & Halo Lit Channel Letters","sign_type_single_sided_lightbox":"Fabricated Lightbox - Single Sided","sign_type_double_sided_lightbox":"Fabricated Blade Sign -  Illuminated/Double Sided","sign_type_flat_cut_acrylic_letters":"Flat Cut Acrylic Letters","sign_type_flat_cut_aluminum_letters":"Flat Cut Aluminum Letters","sign_type_single_sided_push_through":"Fabricated Push Through - Single Sided","sign_type_fabricated_letters_non_lit":"Fabricated Channel Letters - Non Illuminated","sign_type_2d_blade_sign":"Flat Blade Sign","sign_type_3d_blade_sign":"Fabricated Blade Sign - Non Illuminated / Double Sided","sign_type_neon_sign":"Neon Sign","sign_type_marquee_channel_letters":"Marquee Channel Letters","sign_type_open_face_neon_channel_letters":"Open Face Neon Channel Letters","sign_type_mirror_infinity_channel_letters":"Mirror Infinity Channel Letters","sign_type_metal_on_acrylic":"Flat Cut Acrylic with Metal Pasting","sign_type_neon_acrylic_sign":"Neon Acrylic Sign","sign_type_double_sided_push_through_cabinet":"Double Sided Push Through Cabinet","sign_type_standard_face_lit_plastic_trim_letters":"Standard Face Lit Letters (Plastic Trim)","mounting_type_flush_stud_mounted":"Flush/Stud mounted","mounting_type_standard_raceway_6x2":"Standard Raceway","mounting_type_flat_backer_2_5_mm":"Flat Backer","mounting_type_backerboard_cabinet_2_inch":"Backerboard Cabinet","avg_char_height_less_than_24_inches":"Less than 24 inches","avg_char_height_greater_than_24_inches":"Greater than 24 inches","raceway_height_6":"6","raceway_height_8":"8","raceway_height_10":"10","raceway_height_12":"12","raceway_depth_2":"2","raceway_depth_3":"3","raceway_depth_4":"4","raceway_depth_5":"5","raceway_depth_6":"6","raceway_depth_7":"7","raceway_depth_8":"8","backboard_cabinet_depth_2":"2","backboard_cabinet_depth_3":"3","backboard_cabinet_depth_4":"4","backboard_cabinet_depth_5":"5","backboard_cabinet_depth_6":"6","backboard_cabinet_depth_7":"7","backboard_cabinet_depth_8":"8","material_aluminium":"Aluminium","material_stainless_steel":"Stainless Steel","application_exterior":"Exterior","application_interior":"Interior","ul_mandatory_yes":"Yes","ul_mandatory_no":"No","paint_finish_gloss_satin":"Gloss/Satin","paint_finish_matte":"Matte","neon_color_simple":"Simple","neon_color_rgb":"RGB","uv_printing_needed_yes":"Yes","uv_printing_needed_no":"No","trim_type_trimless":"Trimless","trim_type_with_trim":"With Trim","fabricated_finish_original_colors_matt":"Original Colors Matt","fabricated_finish_original_colors_gloss":"Original Colors Gloss","fabricated_finish_silver_mirror":"Silver Mirror","fabricated_finish_silver_brushed":"Silver Brushed","fabricated_finish_golden_mirror":"Golden Mirror","fabricated_finish_golden_brushed":"Golden Brushed","fabricated_finish_bronze_mirror":"Bronze Mirror","fabricated_finish_bronze_brushed":"Bronze Brushed","fabricated_finish_bronze_antique":"Bronze Antique","lightbox_type_light_box":"Lightbox","lightbox_type_cut_to_shape":"Cut to shape Lightbox","return_color_black":"Black","return_color_white":"White","return_color_blue":"Blue","return_color_brown":"Brown","return_color_yellow":"Yellow","return_color_teal":"Teal","return_color_orange":"Orange","return_color_golden_brushed":"Gold Brushed","return_color_match_logo":"Match Logo (Default)","shape_rectangular":"Rectangular","shape_cut_to_shape":"Cut to shape","shape_round":"Round"}},"timestamp":"2026-01-26 04:40:56"} 
[2026-01-26 04:40:56] local.INFO: Sign Type Lookup {"data":{"sign_type":"Fabricated Blade Sign - Non Illuminated / Double Sided","found":true,"sign_type_id":16},"timestamp":"2026-01-26 04:40:56"} 
[2026-01-26 04:40:56] local.INFO: USA Workshop Module Check {"data":{"sign_type_id":16,"has_module":true},"timestamp":"2026-01-26 04:40:56"} 
[2026-01-26 04:40:56] local.INFO: Initial Price Lookup {"data":{"shape":"rectangular","price_found":true},"timestamp":"2026-01-26 04:40:56"} 
[2026-01-26 04:40:56] local.INFO: USA Workshop Price Found {"data":{"base":"full","price_per_inch":21.33},"timestamp":"2026-01-26 04:40:56"} 
[2026-01-26 04:40:56] local.INFO: Calculating Production Cost (Full Base) {"data":[],"timestamp":"2026-01-26 04:40:56"} 
[2026-01-26 04:40:56] local.INFO: USA Workshop Calculation Completed {"data":{"production_cost":1587.2630625,"dimensions_count":7},"timestamp":"2026-01-26 04:40:56"} 
[2026-01-26 04:42:44] local.INFO: Validation Passed {"data":{"user_id":null,"request_data":{"sign_width_or_height":"230","user_input_dimension":"width","sign_depth":"3","sign_type":"Halo Lit Channel Letters","mounting_type":"Flush/Stud 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DhxIRESEoo7SWmOaJlu3bpX09HS+/PJLTNMkkJCQEEaMGMHMmTPp3r07hmEorlGmaZKfny9ut5sDBw5gmibBhIWFMXnyZJ577jnatWun6qC01pw/f57ly5dLTk4O33//PSJCIDExMcycOZPx48fTpk0bVYdr2dGjR2X+/Pls3ryZyspK6uPuu+/G7XbTp08fQkNDldJas3//fnG5XHz88cd4PB6C6dmzJ8nJyfTv35+wsDDFNc7j8ZCVlSVvvvkmpaWliAjBREVFkZyczNixY2nVqpVSZ8+eJS8vT1555RUOHjyIiBCIxWJhwoQJTJ06lU6dOmEYhuI6sHPnTrHZbHzxxRd4vV7qY9iwYSQlJdGtWzeljhw5wuLFi+Xdd9/l7NmzBBMXF8f8+fMZNWoU0dHRiuvE2bNnSUtLk3Xr1lFWVoaIEEzbtm1xuVwMHTpUqV27drF8+XLZuXMntbW1BNOjRw8mT55Mr169sFgsiuuEaZps2LBBcnJyOHbsGCJCMBaLhXHjxjF27FjUf/7zHzl48CBlZWXUR1xcHF27diUmJkZxnTl+/Ljs37+fCxcuUF/t27ena9euKK21cGkU/zcI9aOo8/8AlnzD8H8pMbIAAAAASUVORK5CYII=\",\"boxArea\":\"1750.50\"}]","mockupCreationType":"single","no_of_lines":"1","raceway_depth":"2","raceway_height":"6","width_of_line_1":"230","width_of_line_2":"0","width_of_line_3":"0","width_of_line_4":"0","height_of_line_1":"46.59","height_of_line_2":"0","height_of_line_3":"0","height_of_line_4":"0","backer_offset":"2","backboard_cabinet_depth":"2","material":"Aluminium","application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","no_of_letters":"7","perimeter_of_sign":"84.73","nested_area":"57.02","occupied_area":"28.65","avg_char_height":"Greater than 24 inches","width_of_sign":"230","width_of_smaller_line":"20","other_dimension_of_sign":"46.59"}},"timestamp":"2026-01-26 04:42:44"} 
[2026-01-26 04:42:44] local.INFO: API Input Data Collected {"data":{"user_id":null,"request_data":{"sign_width_or_height":"230","sign_depth_or_thickness":"3","sign_type":"Halo Lit Channel Letters","mounting_type":"Flush/Stud mounted","profit_factor":1,"no_of_lines":"1","raceway_depth":"2","raceway_height":"6","width_of_line_1":"230","width_of_line_2":"0","width_of_line_3":"0","width_of_line_4":"0","height_of_line_1":"46.59","height_of_line_2":"0","height_of_line_3":"0","height_of_line_4":"0","backer_offset":"2","backboard_cabinet_depth":"2","no_of_letters":"7","perimeter_of_sign":"84.73","nested_area":"57.02","occupied_area":"28.65","avg_char_height":"Greater than 24 inches","width_of_sign":"230","width_of_smaller_line":"20","other_dimension_of_sign":"46.59","material":"Aluminium","application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","neon_color":null,"uv_printing_needed":null}},"timestamp":"2026-01-26 04:42:44"} 
[2026-01-26 04:42:44] local.INFO: Looking up SignType {"data":{"sign_type":"Halo Lit Channel Letters"},"timestamp":"2026-01-26 04:42:44"} 
[2026-01-26 04:42:44] local.INFO: Retrieved Material Formulas {"data":{"sign_type_id":1,"formulas_count":38},"timestamp":"2026-01-26 04:42:44"} 
[2026-01-26 04:42:44] local.INFO: Retrieved Variables List {"data":{"sign_type_id":1,"variables_count":12},"timestamp":"2026-01-26 04:42:44"} 
[2026-01-26 04:42:44] local.INFO: Price Map Constructed {"data":{"price_map":{"material501803":3.6821,"weight_material501803":0.629,"material501880":2.4107,"weight_material501880":0.503,"material501060":2.2179,"weight_material501060":0.378,"material500730":2.7786,"weight_material500730":1.481,"material500591":0.9286,"weight_material500591":0.357,"material502525":3.2429,"weight_material502525":0.875,"material502468":0.3821,"weight_material502468":0.008,"material501842":0.7964,"weight_material501842":0.035,"material502204":15.2893,"weight_material502204":0.559,"material502203":25.32,"weight_material502203":0.739,"material502206":0.2786,"weight_material502206":0.054,"material166":2.3214,"weight_material166":0.28,"material167":5.1786,"weight_material167":0.38,"material168":12.0,"weight_material168":0.56,"material169":18.5714,"weight_material169":0.76,"material170":0.6071,"weight_material170":0.008,"material171":0.25,"weight_material171":0.008,"material500611":0.0062,"weight_material500611":6.2e-6,"material500214":0.0025,"weight_material500214":2.5e-6,"material501055":0.0155,"weight_material501055":1.55e-5,"material502098":0.0286,"weight_material502098":2.86e-5,"material502079":0.0163,"weight_material502079":1.63e-5,"material502350":0.0254,"weight_material502350":2.54e-5,"material501680":0.0076,"weight_material501680":7.6e-6,"material502131":0.0271,"weight_material502131":2.71e-5,"material800007":0.0,"weight_material800007":0,"material500379":0.132,"weight_material500379":0.09,"material500419":0.16,"weight_material500419":0.11,"material502106":0.13,"weight_material502106":0.16,"material502567":0.13,"weight_material502567":0.21,"material502564":0.18,"weight_material502564":0.35,"material500154":0.4,"weight_material500154":0.38,"material502074":0.8,"weight_material502074":1.0}},"timestamp":"2026-01-26 04:42:44"} 
[2026-01-26 04:42:44] local.INFO: Variables Price Constructed {"data":{"variables_price":{"variable2":1.1,"variable3":1.2,"variable8":0,"variable19":0,"variable20":0,"variable21":0,"variable22":0,"variable23":0.75,"variable24":0,"variable25":0,"variable26":0,"variable27":0}},"timestamp":"2026-01-26 04:42:44"} 
[2026-01-26 04:42:44] local.INFO: Final Variables Merged {"data":{"variables_count":190},"timestamp":"2026-01-26 04:42:44"} 
[2026-01-26 04:42:44] local.INFO: Initialized items collection {"data":{"count":0},"timestamp":"2026-01-26 04:42:44"} 
[2026-01-26 04:42:44] local.INFO: Merged material items {"data":{"formulas_count":38,"items_count_after_merge":38},"timestamp":"2026-01-26 04:42:44"} 
[2026-01-26 04:42:44] local.INFO: Merged variable items {"data":{"variables_count":12,"items_count_after_merge":50},"timestamp":"2026-01-26 04:42:44"} 
[2026-01-26 04:42:44] local.INFO: Sorted items collection {"data":{"items_count":50,"first_item":{"type":"material","id":1,"expression":"if(material == material_aluminium && avg_char_height == avg_char_height_greater_than_24_inches, material501803 * nested_area * variable3 , 0)","dense_weight_expression":"if(material == material_aluminium && avg_char_height == avg_char_height_greater_than_24_inches, weight_material501803 * occupied_area, 0 )","name":"Aluminium Sheet 2.5 mm 1100 Grade 4 ft x 8 ft Pakistan","var_name":"material501803","price":"3.6821","description":"Aluminium 10 G / 0.134 inch - Corrosion-resistant, and Durable for Sign Face.","sequence_no":1},"last_item":{"type":"variable","id":8,"expression":"totalCost * variable2","dense_weight_expression":"totalDenseWeight * 1.1","name":"Total Cost","var_name":"variable8","price":null,"description":null,"sequence_no":50}},"timestamp":"2026-01-26 04:42:44"} 
[2026-01-26 04:42:44] local.INFO: Initializing MathExecutor {"data":{"variables_count":190},"timestamp":"2026-01-26 04:42:44"} 
[2026-01-26 04:42:44] local.INFO: MathExecutor variables set {"data":{"variables_count":190},"timestamp":"2026-01-26 04:42:44"} 
[2026-01-26 04:42:44] local.INFO: Dense weight computed {"data":{"name":"Aluminium Sheet 2.5 mm 1100 Grade 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_aluminium && avg_char_height == avg_char_height_greater_than_24_inches, weight_material501803 * occupied_area, 0 )","itemDenseWeight":"18.02085"},"timestamp":"2026-01-26 04:42:44"} 
[2026-01-26 04:42:44] local.INFO: Formula executed successfully {"data":{"name":"Aluminium Sheet 2.5 mm 1100 Grade 4 ft x 8 ft Pakistan","expression":"if(material == material_aluminium && avg_char_height == avg_char_height_greater_than_24_inches, material501803 * nested_area * variable3 , 0)","result":"251.9440104"},"timestamp":"2026-01-26 04:42:44"} 
[2026-01-26 04:42:44] local.INFO: Dense weight computed {"data":{"name":"Aluminium Sheet 2mm 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_aluminium && avg_char_height == avg_char_height_less_than_24_inches, weight_material501880 * occupied_area, 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-26 04:42:44"} 
[2026-01-26 04:42:44] local.INFO: Formula executed successfully {"data":{"name":"Aluminium Sheet 2mm 4 ft x 8 ft Pakistan","expression":"if(material == material_aluminium && avg_char_height == avg_char_height_less_than_24_inches , material501880 * nested_area * variable3 , 0)","result":"0"},"timestamp":"2026-01-26 04:42:44"} 
[2026-01-26 04:42:44] local.INFO: Dense weight computed {"data":{"name":"Aluminium Sheet 1.5 mm 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_stainless_steel, 0, weight_material501060 * ( sign_depth_or_thickness / 12 * perimeter_of_sign )  )","itemDenseWeight":"8.006985"},"timestamp":"2026-01-26 04:42:44"} 
[2026-01-26 04:42:44] local.INFO: Formula executed successfully {"data":{"name":"Aluminium Sheet 1.5 mm 4 ft x 8 ft Pakistan","expression":"if(material == material_stainless_steel , 0 , material501060 * variable3  * (sign_depth_or_thickness / 12 * perimeter_of_sign))","result":"56.3768001"},"timestamp":"2026-01-26 04:42:44"} 
[2026-01-26 04:42:44] local.INFO: Dense weight computed {"data":{"name":"SS Sheet 14g Brushed Silver 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_stainless_steel, weight_material500730 * occupied_area, 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-26 04:42:44"} 
[2026-01-26 04:42:44] local.INFO: Formula executed successfully {"data":{"name":"SS Sheet 14g Brushed Silver 4 ft x 8 ft Pakistan","expression":"if(material  == material_stainless_steel , material500730 * nested_area  * variable3 , 0)","result":"0"},"timestamp":"2026-01-26 04:42:44"} 
[2026-01-26 04:42:44] local.INFO: Dense weight computed {"data":{"name":"SS Sheet 26g Brushed Silver 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_stainless_steel, weight_material500591 * ( sign_depth_or_thickness / 12 * perimeter_of_sign ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-26 04:42:44"} 
[2026-01-26 04:42:44] local.INFO: Formula executed successfully {"data":{"name":"SS Sheet 26g Brushed Silver 4 ft x 8 ft Pakistan","expression":"if(material  == material_stainless_steel , material500591 * (sign_depth_or_thickness / 12 * perimeter_of_sign) * variable3 , 0)","result":"0"},"timestamp":"2026-01-26 04:42:44"} 
[2026-01-26 04:42:44] local.INFO: Dense weight computed {"data":{"name":"Acrylic Sheet 8mm Matt 4 ft x 8 ft Pakistan","dense_weight_expression":"weight_material502525 * occupied_area","itemDenseWeight":25.068749999999998},"timestamp":"2026-01-26 04:42:44"} 
[2026-01-26 04:42:44] local.INFO: Formula executed successfully {"data":{"name":"Acrylic Sheet 8mm Matt 4 ft x 8 ft Pakistan","expression":"material502525 * nested_area  * variable3","result":221.89218960000002},"timestamp":"2026-01-26 04:42:44"} 
[2026-01-26 04:42:44] local.INFO: Dense weight computed {"data":{"name":"LED Module 0.4W UL Cool White 10000K China","dense_weight_expression":"if(application == application_interior, 0, nested_area * 10 * weight_material502468 )","itemDenseWeight":"4.5616"},"timestamp":"2026-01-26 04:42:44"} 
[2026-01-26 04:42:44] local.INFO: Formula executed successfully {"data":{"name":"LED Module 0.4W UL Cool White 10000K China","expression":"if(application == application_interior , 0 , nested_area * 10 * material502468)","result":"217.87342"},"timestamp":"2026-01-26 04:42:44"} 
[2026-01-26 04:42:44] local.INFO: Dense weight computed {"data":{"name":"LED Strip UL Cool White China","dense_weight_expression":"if(application == application_interior, if(ul_mandatory == ul_mandatory_yes, ( weight_material501842 / 3.2 ) * perimeter_of_sign, 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-26 04:42:44"} 
[2026-01-26 04:42:44] local.INFO: Formula executed successfully {"data":{"name":"LED Strip UL Cool White China","expression":"if(application == application_interior , if( ul_mandatory == ul_mandatory_yes , ( material501842 / 3.2 ) * perimeter_of_sign , 0) , 0)","result":"0"},"timestamp":"2026-01-26 04:42:44"} 
[2026-01-26 04:42:44] local.INFO: Dense weight computed {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","dense_weight_expression":"if(application == application_interior && perimeter_of_sign / 3.2 <= 5, if(ul_mandatory == ul_mandatory_yes, weight_material502204 , if(ul_mandatory == ul_mandatory_no, 0, 0 )  ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-26 04:42:44"} 
[2026-01-26 04:42:44] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","expression":"if(

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

  if(

    ul_mandatory == ul_mandatory_yes,

    material502204,

    if(ul_mandatory == ul_mandatory_no , 0, 0)

  ),

  0

)","result":"0"},"timestamp":"2026-01-26 04:42:44"} 
[2026-01-26 04:42:44] local.INFO: Dense weight computed {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","dense_weight_expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 5 && perimeter_of_sign / 3.2 <= 10, if(ul_mandatory == ul_mandatory_yes, weight_material502203 , 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-26 04:42:44"} 
[2026-01-26 04:42:44] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 5 && perimeter_of_sign / 3.2 <= 10, if(ul_mandatory  == ul_mandatory_yes , material502203 , 0), 0)","result":"0"},"timestamp":"2026-01-26 04:42:44"} 
[2026-01-26 04:42:44] local.INFO: Dense weight computed {"data":{"name":"Power Supply 15A-10+5","dense_weight_expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 10 && perimeter_of_sign / 3.2 <= 15, if(ul_mandatory == ul_mandatory_yes, weight_material502204 * 2, 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-26 04:42:44"} 
[2026-01-26 04:42:44] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 15A-10+5","expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 10 && perimeter_of_sign / 3.2 <= 15, if(ul_mandatory == ul_mandatory_yes , material502204 + material502203, 0 ), 0 )","result":"0"},"timestamp":"2026-01-26 04:42:44"} 
[2026-01-26 04:42:44] local.INFO: Dense weight computed {"data":{"name":"Power Supply 20A-(10A+10A)","dense_weight_expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 15 && perimeter_of_sign / 3.2 <= 1500, if(ul_mandatory == ul_mandatory_yes, weight_material502203 * 2, 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-26 04:42:44"} 
[2026-01-26 04:42:44] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 20A-(10A+10A)","expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 15 && perimeter_of_sign / 3.2 <= 1500, if(ul_mandatory == ul_mandatory_yes , material502203 * 2, 0 ), 0 )","result":"0"},"timestamp":"2026-01-26 04:42:44"} 
[2026-01-26 04:42:44] local.INFO: Dense weight computed {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","dense_weight_expression":"if(application == application_exterior && nested_area * 10 <= 70, weight_material502204 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-26 04:42:44"} 
[2026-01-26 04:42:44] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","expression":"if(application  == application_exterior && (nested_area  * 10)<= 70, material502204 , 0)","result":"0"},"timestamp":"2026-01-26 04:42:44"} 
[2026-01-26 04:42:44] local.INFO: Dense weight computed {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","dense_weight_expression":"if(application == application_exterior && nested_area * 10 > 70 && nested_area * 10 <= 140, weight_material502203 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-26 04:42:44"} 
[2026-01-26 04:42:44] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","expression":"if(application  == application_exterior && (nested_area * 10) > 70 && (nested_area * 10) <= 140, material502203 , 0)","result":"0"},"timestamp":"2026-01-26 04:42:44"} 
[2026-01-26 04:42:44] local.INFO: Dense weight computed {"data":{"name":"Power Supply 15A-10+5","dense_weight_expression":"if(application == application_exterior && nested_area * 10 > 140 && nested_area * 10 <= 210, weight_material502204 * 2, 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-26 04:42:44"} 
[2026-01-26 04:42:44] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 15A-10+5","expression":"if(application == application_exterior && nested_area * 10 > 140 && nested_area * 10 <= 210,  material502204 + material502203 , 0 )","result":"0"},"timestamp":"2026-01-26 04:42:44"} 
[2026-01-26 04:42:44] local.INFO: Dense weight computed {"data":{"name":"Power Supply 20A-(10A+10A)","dense_weight_expression":"if(application == application_exterior && nested_area * 10 > 210 && nested_area * 10 <= 21000, weight_material502203 * 2, 0 )","itemDenseWeight":"1.478"},"timestamp":"2026-01-26 04:42:44"} 
[2026-01-26 04:42:44] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 20A-(10A+10A)","expression":"if(application == application_exterior && nested_area * 10 > 210 && nested_area * 10 <= 21000, material502203 * 2, 0 )","result":"50.64"},"timestamp":"2026-01-26 04:42:44"} 
[2026-01-26 04:42:44] local.INFO: Dense weight computed {"data":{"name":"Wire 18g UL UL Certified Red & White China","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no, 0, weight_material502206 * 2.5 * no_of_letters )","itemDenseWeight":"0.945"},"timestamp":"2026-01-26 04:42:44"} 
[2026-01-26 04:42:44] local.INFO: Formula executed successfully {"data":{"name":"Wire 18g UL UL Certified Red & White China","expression":"if(application  == application_interior && ul_mandatory == ul_mandatory_no , 0, material502206 * 2.5 * no_of_letters)","result":"4.8755"},"timestamp":"2026-01-26 04:42:44"} 
[2026-01-26 04:42:44] local.INFO: Dense weight computed {"data":{"name":"Non UL 5A Power Supply","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 <= 5, weight_material166 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-26 04:42:44"} 
[2026-01-26 04:42:44] local.INFO: Formula executed successfully {"data":{"name":"Non UL 5A Power Supply","expression":"if(application  == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 <= 5, material166 , 0)","result":"0"},"timestamp":"2026-01-26 04:42:44"} 
[2026-01-26 04:42:44] local.INFO: Dense weight computed {"data":{"name":"Non UL 10A Power Supply","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 5 && perimeter_of_sign / 3.2 <= 10, weight_material167 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-26 04:42:44"} 
[2026-01-26 04:42:44] local.INFO: Formula executed successfully {"data":{"name":"Non UL 10A Power Supply","expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 5 && perimeter_of_sign / 3.2 <= 10, material167 , 0)","result":"0"},"timestamp":"2026-01-26 04:42:44"} 
[2026-01-26 04:42:44] local.INFO: Dense weight computed {"data":{"name":"Non UL 15A Power Supply","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 10 && perimeter_of_sign / 3.2 <= 15, weight_material168 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-26 04:42:44"} 
[2026-01-26 04:42:44] local.INFO: Formula executed successfully {"data":{"name":"Non UL 15A Power Supply","expression":"if( application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign  / 3.2 > 10 && perimeter_of_sign / 3.2 <= 15, material168 , 0)","result":"0"},"timestamp":"2026-01-26 04:42:44"} 
[2026-01-26 04:42:44] local.INFO: Dense weight computed {"data":{"name":"Non UL 20A Power Supply","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 15 && perimeter_of_sign / 3.2 <= 1500, weight_material169 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-26 04:42:44"} 
[2026-01-26 04:42:44] local.INFO: Formula executed successfully {"data":{"name":"Non UL 20A Power Supply","expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign  / 3.2 > 15 && perimeter_of_sign / 3.2 <= 1500, material169 , 0)","result":"0"},"timestamp":"2026-01-26 04:42:44"} 
[2026-01-26 04:42:44] local.INFO: Dense weight computed {"data":{"name":"Non UL LED strip","dense_weight_expression":"if(application == application_interior, if(ul_mandatory == ul_mandatory_no, ( weight_material170 / 3.2 ) * perimeter_of_sign, 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-26 04:42:44"} 
[2026-01-26 04:42:44] local.INFO: Formula executed successfully {"data":{"name":"Non UL LED strip","expression":"if(application == application_interior , if( ul_mandatory  == ul_mandatory_no , (material170 / 3.2) * perimeter_of_sign , 0), 0)","result":"0"},"timestamp":"2026-01-26 04:42:44"} 
[2026-01-26 04:42:44] local.INFO: Dense weight computed {"data":{"name":"Non UL Wire","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no, weight_material171 * 2.5 * no_of_letters, 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-26 04:42:44"} 
[2026-01-26 04:42:44] local.INFO: Formula executed successfully {"data":{"name":"Non UL Wire","expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no , material171 * 2.5 * no_of_letters , 0)","result":"0"},"timestamp":"2026-01-26 04:42:44"} 
[2026-01-26 04:42:44] local.INFO: Dense weight computed {"data":{"name":"Epoxy Primer Pakistan","dense_weight_expression":"(  (  (  ( occupied_area * 2 ) + (  (  ( sign_depth_or_thickness / 12 ) * perimeter_of_sign ) * 2 )  ) * 40.49 * 0.66 )  ) * weight_material500611","itemDenseWeight":0.0165130034982},"timestamp":"2026-01-26 04:42:44"} 
[2026-01-26 04:42:44] local.INFO: Formula executed successfully {"data":{"name":"Epoxy Primer Pakistan","expression":"(((( occupied_area * 2 ) + ((( sign_depth_or_thickness / 12 ) * perimeter_of_sign  ) * 2 )) * 40.49 * 0.66 )) * material500611","result":16.5130034982},"timestamp":"2026-01-26 04:42:44"} 
[2026-01-26 04:42:44] local.INFO: Dense weight computed {"data":{"name":"Master Thinner Pakistan","dense_weight_expression":"(  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 40.49 * 0.13 * weight_material500214","itemDenseWeight":0.00131151665125},"timestamp":"2026-01-26 04:42:44"} 
[2026-01-26 04:42:44] local.INFO: Formula executed successfully {"data":{"name":"Master Thinner Pakistan","expression":"(( occupied_area  * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) * 40.49 * 0.13 * material500214","result":1.31151665125},"timestamp":"2026-01-26 04:42:44"} 
[2026-01-26 04:42:44] local.INFO: Dense weight computed {"data":{"name":"Epoxy Hardner Master Pakistan","dense_weight_expression":"(  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 40.49 * 0.2 * weight_material501055","itemDenseWeight":0.012509851135000001},"timestamp":"2026-01-26 04:42:44"} 
[2026-01-26 04:42:44] local.INFO: Formula executed successfully {"data":{"name":"Epoxy Hardner Master Pakistan","expression":"(( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) * 40.49 * 0.2 * material501055","result":12.509851135},"timestamp":"2026-01-26 04:42:44"} 
[2026-01-26 04:42:44] local.INFO: Dense weight computed {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.426 * weight_material502098, 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-26 04:42:44"} 
[2026-01-26 04:42:44] local.INFO: Formula executed successfully {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte , (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.426 * material502098, 0 )","result":"0"},"timestamp":"2026-01-26 04:42:44"} 
[2026-01-26 04:42:44] local.INFO: Dense weight computed {"data":{"name":"Matting Agent (P565-554) 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.234 * weight_material502079 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-26 04:42:44"} 
[2026-01-26 04:42:44] local.INFO: Formula executed successfully {"data":{"name":"Matting Agent (P565-554) 1L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) * 22 * 0.234 * material502079 , 0 )","result":"0"},"timestamp":"2026-01-26 04:42:44"} 
[2026-01-26 04:42:44] local.INFO: Dense weight computed {"data":{"name":"Hardner (922) 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.21 * weight_material502350 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-26 04:42:44"} 
[2026-01-26 04:42:44] local.INFO: Formula executed successfully {"data":{"name":"Hardner (922) 1L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign  ) * 2 )) * 22 * 0.21 * material502350 , 0)","result":"0"},"timestamp":"2026-01-26 04:42:44"} 
[2026-01-26 04:42:44] local.INFO: Dense weight computed {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.12 * weight_material501680 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-26 04:42:44"} 
[2026-01-26 04:42:44] local.INFO: Formula executed successfully {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte , (( occupied_area  * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign   ) * 2 )) * 22 * 0.12 * material501680 , 0 )","result":"0"},"timestamp":"2026-01-26 04:42:44"} 
[2026-01-26 04:42:44] local.INFO: Dense weight computed {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.41 * weight_material502098 )","itemDenseWeight":"0.02571077938"},"timestamp":"2026-01-26 04:42:44"} 
[2026-01-26 04:42:44] local.INFO: Formula executed successfully {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte , 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.41 * material502098)","result":"25.71077938"},"timestamp":"2026-01-26 04:42:44"} 
[2026-01-26 04:42:44] local.INFO: Dense weight computed {"data":{"name":"2k Adjuster (P190-376) Binder 2.5L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.21 * weight_material502131 )","itemDenseWeight":"0.01247825733"},"timestamp":"2026-01-26 04:42:44"} 
[2026-01-26 04:42:44] local.INFO: Formula executed successfully {"data":{"name":"2k Adjuster (P190-376) Binder 2.5L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte , 0 , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) * 22 * 0.21 * material502131)","result":"12.47825733"},"timestamp":"2026-01-26 04:42:44"} 
[2026-01-26 04:42:44] local.INFO: Dense weight computed {"data":{"name":"Hardner (922) 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.3 * weight_material502350 )","itemDenseWeight":"0.0167078406"},"timestamp":"2026-01-26 04:42:44"} 
[2026-01-26 04:42:44] local.INFO: Formula executed successfully {"data":{"name":"Hardner (922) 1L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte  , 0 , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign  ) * 2 )) * 22 * 0.3 * material502350)","result":"16.7078406"},"timestamp":"2026-01-26 04:42:44"} 
[2026-01-26 04:42:44] local.INFO: Dense weight computed {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.08 * weight_material501680 )","itemDenseWeight":"0.00133311904"},"timestamp":"2026-01-26 04:42:44"} 
[2026-01-26 04:42:44] local.INFO: Formula executed successfully {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte  , 0 , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) *22 * 0.08 * material501680)","result":"1.33311904"},"timestamp":"2026-01-26 04:42:44"} 
[2026-01-26 04:42:44] local.INFO: Formula executed successfully {"data":{"name":"Paint Miscellaneous [Fixed Cost]","expression":"0.2 * ( formula24 + formula25 + formula26 + formula27 + formula28 + formula29 + formula30 + formula31 + formula32 + formula33 + formula34 )","result":17.31287352689},"timestamp":"2026-01-26 04:42:44"} 
[2026-01-26 04:42:44] local.INFO: Formula executed successfully {"data":{"name":"Packaging/Box Making","expression":"variable23 * nested_area","result":42.765},"timestamp":"2026-01-26 04:42:44"} 
[2026-01-26 04:42:44] local.INFO: Dense weight computed {"data":{"name":"Corrugated Sheet 5ply","dense_weight_expression":"if( ( width_of_sign > 0 || other_dimension_of_sign > 0 ) && width_of_sign <= 30 && other_dimension_of_sign <= 30, (  ( 2 * nested_area ) + ( 3 * nested_area * (  ( sign_depth_or_thickness + 2 ) / 12 )  ) / sqrt( nested_area )  ) * weight_material500379 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-26 04:42:44"} 
[2026-01-26 04:42:44] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 5ply","dense_weight":"0","result":0},"timestamp":"2026-01-26 04:42:44"} 
[2026-01-26 04:42:44] local.INFO: Dense weight computed {"data":{"name":"Corrugated Sheet 7Ply","dense_weight_expression":"if( ( width_of_sign > 30 || other_dimension_of_sign > 30 ) && width_of_sign <= 50 && other_dimension_of_sign <= 50, (  ( 2 * nested_area ) + ( 3 * nested_area * (  ( sign_depth_or_thickness + 2 ) / 12 )  ) / sqrt(nested_area)  ) * weight_material500419 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-26 04:42:44"} 
[2026-01-26 04:42:44] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 7Ply","dense_weight":"0","result":0},"timestamp":"2026-01-26 04:42:44"} 
[2026-01-26 04:42:44] local.INFO: Dense weight computed {"data":{"name":"Corrugated Sheet 9 Ply","dense_weight_expression":"if( ( width_of_sign > 50 || other_dimension_of_sign > 50 ) && width_of_sign <= 60 && other_dimension_of_sign <= 60, (  ( 2 * nested_area ) + ( 3 * nested_area * (  ( sign_depth_or_thickness + 2 ) / 12 )  ) / sqrt(nested_area)  ) * weight_material502106 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-26 04:42:44"} 
[2026-01-26 04:42:44] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 9 Ply","dense_weight":"0","result":0},"timestamp":"2026-01-26 04:42:44"} 
[2026-01-26 04:42:44] local.INFO: Dense weight computed {"data":{"name":"Plywood Sheet 5mm 3 Core 4*8","dense_weight_expression":"if( ( width_of_sign > 60 || other_dimension_of_sign > 60 ) && width_of_sign <= 70 && other_dimension_of_sign <= 70, nested_area * 2 * weight_material502567 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-26 04:42:44"} 
[2026-01-26 04:42:44] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 5mm 3 Core 4*8","dense_weight":"0","result":0},"timestamp":"2026-01-26 04:42:44"} 
[2026-01-26 04:42:44] local.INFO: Dense weight computed {"data":{"name":"Plywood Sheet 7mm 4 Core","dense_weight_expression":"if( ( width_of_sign > 70 || other_dimension_of_sign > 70 ) && width_of_sign <= 90 && other_dimension_of_sign <= 90, nested_area * 2 * weight_material502564, 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-26 04:42:44"} 
[2026-01-26 04:42:44] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 7mm 4 Core","dense_weight":"0","result":0},"timestamp":"2026-01-26 04:42:44"} 
[2026-01-26 04:42:44] local.INFO: Dense weight computed {"data":{"name":"Plywood Sheet 8*4 Mersawa 6 core 9MM","dense_weight_expression":"if( ( width_of_sign > 90 || other_dimension_of_sign > 90 ), nested_area * weight_material500154 * 2, 0 )","itemDenseWeight":"43.3352"},"timestamp":"2026-01-26 04:42:44"} 
[2026-01-26 04:42:44] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 8*4 Mersawa 6 core 9MM","dense_weight":"43.3352","result":0},"timestamp":"2026-01-26 04:42:44"} 
[2026-01-26 04:42:44] local.INFO: Dense weight computed {"data":{"name":"Wood Lar 9''x132''","dense_weight_expression":"if( ( width_of_sign > 60 || other_dimension_of_sign > 60 ), 4 * sqrt(nested_area) * (  ( sign_depth_or_thickness + 2 ) / 12 ) * weight_material502074\t , 0 )","itemDenseWeight":"12.585264752435"},"timestamp":"2026-01-26 04:42:44"} 
[2026-01-26 04:42:44] local.INFO: No formula, default result applied {"data":{"name":"Wood Lar 9''x132''","dense_weight":"12.585264752435","result":0},"timestamp":"2026-01-26 04:42:44"} 
[2026-01-26 04:42:44] local.INFO: No formula, default result applied {"data":{"name":"Miscalleneous (10%)","dense_weight":0,"result":0},"timestamp":"2026-01-26 04:42:44"} 
[2026-01-26 04:42:44] local.INFO: No formula, default result applied {"data":{"name":"Where Wastage magnification factor for Sheets consumption is taken as","dense_weight":0,"result":0},"timestamp":"2026-01-26 04:42:44"} 
[2026-01-26 04:42:44] local.INFO: Formula executed successfully {"data":{"name":"Flush/Stud mounted","expression":"if(mounting_type == mounting_type_flush_stud_mounted, 1, 0 )","result":"1"},"timestamp":"2026-01-26 04:42:44"} 
[2026-01-26 04:42:44] local.INFO: Dense weight computed {"data":{"name":"Standard Raceway (6x2)","dense_weight_expression":"if(mounting_type == mounting_type_standard_raceway_6x2, (  (  (  ( width_of_line_1 + width_of_line_2 + width_of_line_3 + width_of_line_4 ) * raceway_height * 2 ) + ( raceway_height * raceway_depth * 2 ) + (  ( width_of_line_1 + width_of_line_2 + width_of_line_3 + width_of_line_4 ) * raceway_depth * 2 )  ) / 144 ) * weight_material501803 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-26 04:42:44"} 
[2026-01-26 04:42:44] local.INFO: Formula executed successfully {"data":{"name":"Standard Raceway (6x2)","expression":"if(mounting_type == mounting_type_standard_raceway_6x2, variable3 * ( material501803 / 144 * (  (  ( width_of_line_1 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_2 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_3 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_4 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  )  ) + 2.7 / 144 * (  (  ( width_of_line_1 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_2 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_3 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_4 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  )  )  ), 0 )","result":"0"},"timestamp":"2026-01-26 04:42:44"} 
[2026-01-26 04:42:44] local.INFO: Dense weight computed {"data":{"name":"Flat Backer (2mm)","dense_weight_expression":"if(mounting_type == mounting_type_flat_backer_2_5_mm, (  ( width_of_sign + ( 2 * backer_offset )  ) * ( other_dimension_of_sign + ( 2 * backer_offset )  )  ) / 144 * weight_material501803, 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-26 04:42:44"} 
[2026-01-26 04:42:44] local.INFO: Formula executed successfully {"data":{"name":"Flat Backer (2mm)","expression":"if(mounting_type == mounting_type_flat_backer_2_5_mm, variable3 * ( material501803 / 144 * (  ( width_of_sign + ( 2 * backer_offset )  ) * ( other_dimension_of_sign + ( 2 * backer_offset )  )  ) + 2.7 / 144 * (  ( width_of_sign + ( 2 * backer_offset )  ) * ( other_dimension_of_sign + ( 2 * backer_offset )  )  )  ), 0 )","result":"0"},"timestamp":"2026-01-26 04:42:44"} 
[2026-01-26 04:42:44] local.INFO: Dense weight computed {"data":{"name":"Backerboard Cabinet (2\")","dense_weight_expression":"if(mounting_type == mounting_type_backerboard_cabinet_2_inch, (  ( 2 * (  ( width_of_sign + ( 2 * backer_offset )  ) * ( other_dimension_of_sign + ( 2 * backer_offset )  )  )  ) + ( 2 * (  ( width_of_sign + ( 2 * backer_offset )  ) * backboard_cabinet_depth )  ) + ( 2 * (  ( other_dimension_of_sign + ( 2 * backer_offset )  ) * backboard_cabinet_depth )  )  ) / 144 * weight_material501803, 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-26 04:42:44"} 
[2026-01-26 04:42:44] local.INFO: Formula executed successfully {"data":{"name":"Backerboard Cabinet (2\")","expression":"if(mounting_type == mounting_type_backerboard_cabinet_2_inch, variable3 * (  (  ( 4 + 2 * ( other_dimension_of_sign + ( 2 * backer_offset )  )  ) + ( 2 * backboard_cabinet_depth )  ) * ( width_of_sign + ( 2 * backer_offset )  ) * material501803 / 144 + (  ( 4 + 2 * ( other_dimension_of_sign + ( 2 * backer_offset )  )  ) + ( 2 * backboard_cabinet_depth )  ) * ( width_of_sign + ( 2 * backer_offset )  ) * 2.7 / 144 ), 0 )","result":"0"},"timestamp":"2026-01-26 04:42:44"} 
[2026-01-26 04:42:44] local.INFO: Total Cost formula detected {"data":{"item_id":8},"timestamp":"2026-01-26 04:42:44"} 
[2026-01-26 04:42:44] local.INFO: Formula calculations completed {"data":{"total_items":50,"successful_calculations":49,"errors_count":0},"timestamp":"2026-01-26 04:42:44"} 
[2026-01-26 04:42:44] local.INFO: Summed initial totals {"data":{"totalCost_before_formula":951.2441612613401,"totalDenseWeight_before_formula":114.08821412006944},"timestamp":"2026-01-26 04:42:44"} 
[2026-01-26 04:42:44] local.INFO: Total Cost formula executed {"data":{"formula":"totalCost * variable2","computed_totalCost":1046.3685773874743},"timestamp":"2026-01-26 04:42:44"} 
[2026-01-26 04:42:44] local.INFO: Total Dense Weight formula executed {"data":{"formula":"totalDenseWeight * 1.1","computed_totalDenseWeight":125.4970355320764},"timestamp":"2026-01-26 04:42:44"} 
[2026-01-26 04:42:44] local.INFO: Total Cost result added to calculationsResults {"data":{"variable_id":8,"result":1046.3685773874743,"dense_weight_expression":125.4970355320764},"timestamp":"2026-01-26 04:42:44"} 
[2026-01-26 04:42:44] local.INFO: Preparing boxes for bin packing {"data":{"sign_type":"Halo Lit Channel Letters","objects_count":7,"totalDenseWeight":125.4970355320764},"timestamp":"2026-01-26 04:42:44"} 
[2026-01-26 04:42:44] local.INFO: Processing flush stud mounted objects for 3D bin packing {"data":{"objects_count":7,"sign_depth":"3"},"timestamp":"2026-01-26 04:42:44"} 
[2026-01-26 04:42:44] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-1","width":28.57,"height":32.01,"depth":"3"},"timestamp":"2026-01-26 04:42:44"} 
[2026-01-26 04:42:44] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-2","width":29.06,"height":33,"depth":"3"},"timestamp":"2026-01-26 04:42:44"} 
[2026-01-26 04:42:44] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-3","width":15.76,"height":42.85,"depth":"3"},"timestamp":"2026-01-26 04:42:44"} 
[2026-01-26 04:42:44] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-4","width":34.48,"height":43.34,"depth":"3"},"timestamp":"2026-01-26 04:42:44"} 
[2026-01-26 04:42:44] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-5","width":27.58,"height":43.83,"depth":"3"},"timestamp":"2026-01-26 04:42:44"} 
[2026-01-26 04:42:44] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-6","width":27.58,"height":43.83,"depth":"3"},"timestamp":"2026-01-26 04:42:44"} 
[2026-01-26 04:42:44] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-7","width":40.39,"height":43.34,"depth":"3"},"timestamp":"2026-01-26 04:42:44"} 
[2026-01-26 04:42:45] local.INFO: 3D Bin Packing API response received {"data":{"response":{"response":{"id":"1769402565_fbbe1941760c41a236930c5aa702e180","bins_packed":[{"bin_data":{"w":23.1,"h":44.13,"d":40.69,"id":"unique","used_space":66.4914,"weight":0,"gross_weight":0,"used_weight":100,"stack_height":44.13,"order_id":null},"image_complete":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260126/e7f39ceff5bb0bbcf8e36b71eecc0176/1769402565-3022-1931830.svg","items":[{"id":"item-5","w":27.88,"h":44.13,"d":3.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260126/e7f39ceff5bb0bbcf8e36b71eecc0176/1769402565-3016-6564317.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting 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":27.88,"h":44.13,"d":3.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260126/e7f39ceff5bb0bbcf8e36b71eecc0176/1769402565-3018-9458454.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting 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":34.78,"h":43.64,"d":3.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260126/e7f39ceff5bb0bbcf8e36b71eecc0176/1769402565-3019-8884624.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting 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":40.69,"h":43.64,"d":3.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260126/e7f39ceff5bb0bbcf8e36b71eecc0176/1769402565-3019-6560660.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-3","w":16.06,"h":43.15,"d":3.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260126/e7f39ceff5bb0bbcf8e36b71eecc0176/1769402565-302-1960110.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting 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":29.36,"h":33.3,"d":3.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260126/e7f39ceff5bb0bbcf8e36b71eecc0176/1769402565-302-6922096.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting 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":28.87,"h":32.31,"d":3.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260126/e7f39ceff5bb0bbcf8e36b71eecc0176/1769402565-3021-7379608.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}}]}],"errors":[],"status":1,"not_packed_items":[]}}},"timestamp":"2026-01-26 04:42:45"} 
[2026-01-26 04:42:45] local.INFO: Box added from packed bin {"data":{"length":40.69,"width":23.1,"height":44.13,"denseWeight":125.4970355320764},"timestamp":"2026-01-26 04:42:45"} 
[2026-01-26 04:42:45] local.INFO: Shipping rates calculated {"data":{"boxes":[{"size":{"length":42.69,"width":25.1,"height":46.38},"quantity":1,"denseWeight":125.4970355320764}],"cheapestShippingCost":1835.5,"rawShippingRates":{"data":[{"career":"dhl_small","boxWeights":[{"size":{"length":42.69,"width":25.1,"height":46.38},"denseWeight":125.4970355320764,"volumetricWeight":163,"higherWeight":163,"quantity":1}],"totalHigherWeight":163,"DS":260.8,"rate":2094.1,"tariffAndDS":2354.9,"fuelSurcharge":"0.2975","gst":"0.1600","DdpService":0,"overweightSurcharge":105,"overlengthSurcharge":22,"isRemotePrice":0,"totalShipmentCost":3735.5076899999995,"totalShipmentCostFormula":"((tariffAndDS (2354.9) + overlengthSurcharge (22) + overweightSurcharge (105)) * (1 + fuelSurcharge (0.2975)) * (1 + gst (0.1600))) + DdpService (0) + isRemotePrice (0) = 3735.51","warnings":["Extra Charges: Weight too high for Single Box"]},{"career":"dhl_heavy","boxWeights":[{"size":{"length":42.69,"width":25.1,"height":46.38},"denseWeight":125.4970355320764,"volumetricWeight":163,"higherWeight":163,"quantity":1}],"totalHigherWeight":163,"DS":260.8,"rate":1173,"tariffAndDS":1433.8,"fuelSurcharge":"0.2975","gst":"0.1600","DdpService":0,"overweightSurcharge":105,"overlengthSurcharge":22,"isRemotePrice":0,"totalShipmentCost":2349.1600799999997,"totalShipmentCostFormula":"((tariffAndDS (1433.8) + overlengthSurcharge (22) + overweightSurcharge (105)) * (1 + fuelSurcharge (0.2975)) * (1 + gst (0.1600))) + DdpService (0) + isRemotePrice (0) = 2349.16","warnings":["Extra Charges: Weight too high for Single Box"]},{"career":"fedex","boxWeights":[{"size":{"length":42.69,"width":25.1,"height":46.38},"denseWeight":125.4970355320764,"volumetricWeight":163,"higherWeight":163,"quantity":1}],"totalHigherWeight":163,"DS":163,"rate":1576.5199999999998,"tariffAndDS":1739.5199999999998,"fuelSurcharge":"0.3250","gst":"0.1600","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":2673.642239999999,"totalShipmentCostFormula":"(( tariffAndDS (1739.52) + overlengthSurcharge (0) + overweightSurcharge (0) ) * ( 1 + fuelSurcharge (0.3250)) * ( 1 + gst (0.1600))) + DdpService (0) + isRemotePrice (0) = 2673.64224","warnings":["FedEx Not Available (Weight exceeds 66 kg)"]},{"career":"fedex_flyer","error":["Package doesn't come under dimension","Weight is higher then 2.5 kg"]},{"career":"ups_5kg_selected_countries","error":["Weight is higher then 5 kg"],"warnings":[]},{"career":"ups_usa","error":"No rate available for weight greater than 71"},{"career":"dhl_usa","boxWeights":[{"size":{"length":42.69,"width":25.1,"height":46.38},"denseWeight":125.4970355320764,"volumetricWeight":163,"higherWeight":163,"quantity":1}],"totalHigherWeight":163,"DS":260.8,"rate":"1503.68","tariffAndDS":1764.48,"fuelSurcharge":"0.0000","gst":"0.0000","DdpService":0,"overweightSurcharge":105,"overlengthSurcharge":22,"isRemotePrice":0,"totalShipmentCost":1891.48,"totalShipmentCostFormula":"(((tariffAndDS (1764.48) + overlengthSurcharge (22) + overweightSurcharge (105)) * (1 + fuelSurcharge (0.0000))) * (1 + gst (0.0000))) + DdpService (0) + isRemotePrice (0) = 1891.48","warnings":["DHL USA Not Available (Height exceeds 97 cm)","Extra Charges: Weight too high for Single Box"]},{"career":"ups_zones_selected_countries","error":["Weight is higher then 25 kg"],"warnings":[]},{"career":"ups_zones","error":["Weight is higher then 25 kg"],"warnings":[]},{"career":"sea_mode_oa","error":["Weight is higher then 5 kg"]},{"career":"sea_mode_ob","boxWeights":[{"size":{"length":42.69,"width":25.1,"height":46.38},"denseWeight":125.4970355320764,"volumetricWeight":163,"higherWeight":163,"quantity":1}],"totalHigherWeight":163,"DS":0,"rate":1835.5,"tariffAndDS":1835.5,"fuelSurcharge":"0.0000","gst":"0.0000","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":1835.5,"totalShipmentCostFormula":"((tariffAndDS (1835.5) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.0000)) * (1 + gst (0.0000))) + DdpService (0) + isRemotePrice (0) = 1835.5"}]}},"timestamp":"2026-01-26 04:42:45"} 
[2026-01-26 04:42:45] local.INFO: Product cost factor determined {"data":{"sign_type":"Halo Lit Channel Letters","productCostFactor":1.66},"timestamp":"2026-01-26 04:42:45"} 
[2026-01-26 04:42:45] local.INFO: Final API Response {"data":{"sign_width":"230","sign_height":"46.59","sign_depth":"3","sign_type":"Halo Lit Channel Letters","sideViewImage":"https://api.signize.ai/mockups/flush-stud/flush-stud-halo-lit-channel-letters.png","mounting_type":"Flush/Stud 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normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}}]}],"errors":[],"status":1,"not_packed_items":[]}},"shipping_rates":{"data":[{"career":"dhl_small","boxWeights":[{"size":{"length":42.69,"width":25.1,"height":46.38},"denseWeight":125.4970355320764,"volumetricWeight":163,"higherWeight":163,"quantity":1}],"totalHigherWeight":163,"DS":260.8,"rate":2094.1,"tariffAndDS":2354.9,"fuelSurcharge":"0.2975","gst":"0.1600","DdpService":0,"overweightSurcharge":105,"overlengthSurcharge":22,"isRemotePrice":0,"totalShipmentCost":3735.5076899999995,"totalShipmentCostFormula":"((tariffAndDS (2354.9) + overlengthSurcharge (22) + overweightSurcharge (105)) * (1 + fuelSurcharge (0.2975)) * (1 + gst (0.1600))) + DdpService (0) + isRemotePrice (0) = 3735.51","warnings":["Extra Charges: Weight too high for Single Box"]},{"career":"dhl_heavy","boxWeights":[{"size":{"length":42.69,"width":25.1,"height":46.38},"denseWeight":125.4970355320764,"volumetricWeight":163,"higherWeight":163,"quantity":1}],"totalHigherWeight":163,"DS":260.8,"rate":1173,"tariffAndDS":1433.8,"fuelSurcharge":"0.2975","gst":"0.1600","DdpService":0,"overweightSurcharge":105,"overlengthSurcharge":22,"isRemotePrice":0,"totalShipmentCost":2349.1600799999997,"totalShipmentCostFormula":"((tariffAndDS (1433.8) + overlengthSurcharge (22) + overweightSurcharge (105)) * (1 + fuelSurcharge (0.2975)) * (1 + gst (0.1600))) + DdpService (0) + isRemotePrice (0) = 2349.16","warnings":["Extra Charges: Weight too high for Single Box"]},{"career":"fedex","boxWeights":[{"size":{"length":42.69,"width":25.1,"height":46.38},"denseWeight":125.4970355320764,"volumetricWeight":163,"higherWeight":163,"quantity":1}],"totalHigherWeight":163,"DS":163,"rate":1576.5199999999998,"tariffAndDS":1739.5199999999998,"fuelSurcharge":"0.3250","gst":"0.1600","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":2673.642239999999,"totalShipmentCostFormula":"(( tariffAndDS (1739.52) + overlengthSurcharge (0) + overweightSurcharge (0) ) * ( 1 + fuelSurcharge (0.3250)) * ( 1 + gst (0.1600))) + DdpService (0) + isRemotePrice (0) = 2673.64224","warnings":["FedEx Not Available (Weight exceeds 66 kg)"]},{"career":"fedex_flyer","error":["Package doesn't come under dimension","Weight is higher then 2.5 kg"]},{"career":"ups_5kg_selected_countries","error":["Weight is higher then 5 kg"],"warnings":[]},{"career":"ups_usa","error":"No rate available for weight greater than 71"},{"career":"dhl_usa","boxWeights":[{"size":{"length":42.69,"width":25.1,"height":46.38},"denseWeight":125.4970355320764,"volumetricWeight":163,"higherWeight":163,"quantity":1}],"totalHigherWeight":163,"DS":260.8,"rate":"1503.68","tariffAndDS":1764.48,"fuelSurcharge":"0.0000","gst":"0.0000","DdpService":0,"overweightSurcharge":105,"overlengthSurcharge":22,"isRemotePrice":0,"totalShipmentCost":1891.48,"totalShipmentCostFormula":"(((tariffAndDS (1764.48) + overlengthSurcharge (22) + overweightSurcharge (105)) * (1 + fuelSurcharge (0.0000))) * (1 + gst (0.0000))) + DdpService (0) + isRemotePrice (0) = 1891.48","warnings":["DHL USA Not Available (Height exceeds 97 cm)","Extra Charges: Weight too high for Single Box"]},{"career":"ups_zones_selected_countries","error":["Weight is higher then 25 kg"],"warnings":[]},{"career":"ups_zones","error":["Weight is higher then 25 kg"],"warnings":[]},{"career":"sea_mode_oa","error":["Weight is higher then 5 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UL-approved.","sequence_no":17},{"material_id":18,"dense_weight_expression":0,"result":"0","sign_material":"Non UL 5A Power Supply","description":null,"sequence_no":18},{"material_id":19,"dense_weight_expression":0,"result":"0","sign_material":"Non UL 10A Power Supply","description":null,"sequence_no":19},{"material_id":20,"dense_weight_expression":0,"result":"0","sign_material":"Non UL 15A Power Supply","description":null,"sequence_no":20},{"material_id":21,"dense_weight_expression":0,"result":"0","sign_material":"Non UL 20A Power Supply","description":null,"sequence_no":21},{"material_id":22,"dense_weight_expression":0,"result":"0","sign_material":"Non UL LED strip","description":null,"sequence_no":22},{"material_id":23,"dense_weight_expression":0,"result":"0","sign_material":"Non UL Wire","description":null,"sequence_no":23},{"material_id":24,"dense_weight_expression":0.0165130034982,"result":16.5130034982,"sign_material":"Epoxy Primer Pakistan","description":null,"sequence_no":24},{"material_id":25,"dense_weight_expression":0.00131151665125,"result":1.31151665125,"sign_material":"Master Thinner Pakistan","description":null,"sequence_no":25},{"material_id":26,"dense_weight_expression":0.012509851135000001,"result":12.509851135,"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":0.02571077938,"result":"25.71077938","sign_material":"Paint (P425-950) Jet Black 1L Nexa Pakistan","description":null,"sequence_no":31},{"material_id":32,"dense_weight_expression":0.01247825733,"result":"12.47825733","sign_material":"2k Adjuster (P190-376) Binder 2.5L Nexa Pakistan","description":"High Quality Gloss / Satin Paint – PU or solvent-based, gloss (70+ GU) or satin (30–50 GU) sheen.","sequence_no":32},{"material_id":33,"dense_weight_expression":0.0167078406,"result":"16.7078406","sign_material":"Hardner (922) 1L Nexa Pakistan","description":null,"sequence_no":33},{"material_id":34,"dense_weight_expression":0.00133311904,"result":"1.33311904","sign_material":"Thinner (P850-1491) Fast 5L Nexa Pakistan","description":null,"sequence_no":34},{"material_id":35,"dense_weight_expression":0,"result":17.31287352689,"sign_material":"Paint Miscellaneous [Fixed Cost]","description":null,"sequence_no":35},{"variable_id":23,"dense_weight_expression":0,"result":42.765,"sign_material":"Packaging/Box Making","description":"Custom Packaging with 3–5 ply corrugated boxes with inner foam/styro and stretch wrap.","sequence_no":36},{"material_id":353,"dense_weight_expression":0,"result":0,"sign_material":"Corrugated Sheet 5ply","description":null,"sequence_no":37},{"material_id":354,"dense_weight_expression":0,"result":0,"sign_material":"Corrugated Sheet 7Ply","description":null,"sequence_no":38},{"material_id":355,"dense_weight_expression":0,"result":0,"sign_material":"Corrugated Sheet 9 Ply","description":null,"sequence_no":39},{"material_id":356,"dense_weight_expression":0,"result":0,"sign_material":"Plywood Sheet 5mm 3 Core 4*8","description":null,"sequence_no":40},{"material_id":357,"dense_weight_expression":0,"result":0,"sign_material":"Plywood Sheet 7mm 4 Core","description":null,"sequence_no":41},{"material_id":358,"dense_weight_expression":43.3352,"result":0,"sign_material":"Plywood Sheet 8*4 Mersawa 6 core 9MM","description":null,"sequence_no":42},{"material_id":359,"dense_weight_expression":12.585264752435,"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":125.4970355320764,"result":1046.3685773874743,"sign_material":"Total Cost","description":null,"sequence_no":50}],"productionError":[],"request":{"sign_width_or_height":"230","sign_depth_or_thickness":"3","sign_type":"Halo Lit Channel Letters","mounting_type":"Flush/Stud mounted","profit_factor":1,"no_of_lines":"1","raceway_depth":"2","raceway_height":"6","width_of_line_1":"230","width_of_line_2":"0","width_of_line_3":"0","width_of_line_4":"0","height_of_line_1":"46.59","height_of_line_2":"0","height_of_line_3":"0","height_of_line_4":"0","backer_offset":"2","backboard_cabinet_depth":"2","no_of_letters":"7","perimeter_of_sign":"84.73","nested_area":"57.02","occupied_area":"28.65","avg_char_height":"Greater than 24 inches","width_of_sign":"230","width_of_smaller_line":"20","other_dimension_of_sign":"46.59","material":"Aluminium","application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","neon_color":null,"uv_printing_needed":null},"TATDays":21,"testDenseWeight":0},"timestamp":"2026-01-26 04:42:45"} 
[2026-01-26 04:42:45] local.INFO: API Epic Craftings Calculation Ended ======================================================================================================== {"data":null,"timestamp":"2026-01-26 04:42:45"} 
[2026-01-26 04:42:46] local.INFO: API B2 Sign Calculation Started ======================================================================================================== {"data":null,"timestamp":"2026-01-26 04:42:46"} 
[2026-01-26 04:42:46] local.INFO: Incoming Request {"data":{"sign_type_name":"Halo Lit Channel Letters","sign_depth":3,"mounting_type":"Flush/Stud mounted","sign_height":46.59,"sign_width":"230","dimensions":[{"id":"b8b22a61-307b-4931-8a27-39e9f2dc7112","height":32.01,"width":28.57},{"id":"4d637dcd-61cb-4e3b-b6fb-9be40c5de8de","height":33,"width":29.06},{"id":"7cf8cdee-3961-407f-a82f-b9d05a61feae","height":42.85,"width":15.76},{"id":"ff432582-63b5-48f9-b703-9507ec1b09b2","height":43.34,"width":34.48},{"id":"1565d77a-696b-4c90-a13e-fccef6b31297","height":43.83,"width":27.58},{"id":"c5ed0dcd-060a-4725-8145-653a4db2800c","height":43.83,"width":27.58},{"id":"6ab20f45-58f8-455d-8c68-79f3f1b0f079","height":43.34,"width":40.39}]},"timestamp":"2026-01-26 04:42:46"} 
[2026-01-26 04:42:46] local.INFO: Validating Request Payload {"data":[],"timestamp":"2026-01-26 04:42:46"} 
[2026-01-26 04:42:46] local.INFO: Request Validation Successful {"data":{"validated_data":{"sign_type_name":"Halo Lit Channel Letters","sign_depth":3,"mounting_type":"Flush/Stud mounted","sign_height":46.59,"sign_width":"230","dimensions":[{"id":"b8b22a61-307b-4931-8a27-39e9f2dc7112","height":32.01,"width":28.57},{"id":"4d637dcd-61cb-4e3b-b6fb-9be40c5de8de","height":33,"width":29.06},{"id":"7cf8cdee-3961-407f-a82f-b9d05a61feae","height":42.85,"width":15.76},{"id":"ff432582-63b5-48f9-b703-9507ec1b09b2","height":43.34,"width":34.48},{"id":"1565d77a-696b-4c90-a13e-fccef6b31297","height":43.83,"width":27.58},{"id":"c5ed0dcd-060a-4725-8145-653a4db2800c","height":43.83,"width":27.58},{"id":"6ab20f45-58f8-455d-8c68-79f3f1b0f079","height":43.34,"width":40.39}]}},"timestamp":"2026-01-26 04:42:46"} 
[2026-01-26 04:42:46] local.INFO: Fetching Sign Type {"data":{"sign_type_name":"Halo Lit Channel Letters"},"timestamp":"2026-01-26 04:42:46"} 
[2026-01-26 04:42:46] local.INFO: Sign Type Query Result {"data":{"found":true,"sign_type_id":1},"timestamp":"2026-01-26 04:42:46"} 
[2026-01-26 04:42:46] local.INFO: Checking B2 Module for Sign Type {"data":{"sign_type_id":1},"timestamp":"2026-01-26 04:42:46"} 
[2026-01-26 04:42:46] local.INFO: Sign Type B2 Module Result {"data":{"has_b2_module":true},"timestamp":"2026-01-26 04:42:46"} 
[2026-01-26 04:42:46] local.INFO: Fetching Unique Returns for Sign Type {"data":{"sign_type_id":1},"timestamp":"2026-01-26 04:42:46"} 
[2026-01-26 04:42:46] local.INFO: Unique Returns Found {"data":{"unique_returns":{"Illuminate\\Support\\Collection":[2,3]}},"timestamp":"2026-01-26 04:42:46"} 
[2026-01-26 04:42:46] local.INFO: Processing dimensions block {"data":{"return_value":2,"raw_dimensions":[{"id":"b8b22a61-307b-4931-8a27-39e9f2dc7112","height":32.01,"width":28.57},{"id":"4d637dcd-61cb-4e3b-b6fb-9be40c5de8de","height":33,"width":29.06},{"id":"7cf8cdee-3961-407f-a82f-b9d05a61feae","height":42.85,"width":15.76},{"id":"ff432582-63b5-48f9-b703-9507ec1b09b2","height":43.34,"width":34.48},{"id":"1565d77a-696b-4c90-a13e-fccef6b31297","height":43.83,"width":27.58},{"id":"c5ed0dcd-060a-4725-8145-653a4db2800c","height":43.83,"width":27.58},{"id":"6ab20f45-58f8-455d-8c68-79f3f1b0f079","height":43.34,"width":40.39}],"sign_height_raw":46.59,"sign_width_raw":"230"},"timestamp":"2026-01-26 04:42:46"} 
[2026-01-26 04:42:46] local.INFO: Calculated sign dimensions {"data":{"sign_depth":2,"sign_height":47.0,"sign_width":230.0,"tax_factor":0.0887},"timestamp":"2026-01-26 04:42:46"} 
[2026-01-26 04:42:46] local.INFO: Fetching max heightOrWidth from B2SignProductionPrice {"data":{"sign_type_id":1},"timestamp":"2026-01-26 04:42:46"} 
[2026-01-26 04:42:46] local.INFO: Max heightOrWidth found {"data":{"maxHeightOrWidth":"36.00"},"timestamp":"2026-01-26 04:42:46"} 
[2026-01-26 04:42:46] local.INFO: Initialized result array for dimension calculations {"data":[],"timestamp":"2026-01-26 04:42:46"} 
[2026-01-26 04:42:46] local.INFO: Dimension Calculation {"data":{"dim_id":"b8b22a61-307b-4931-8a27-39e9f2dc7112","height":32.01,"width":28.57,"ceilHeight":33.0,"ceilWidth":29.0,"biggerDimension":33.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":59,"sign_type_id":1,"heightOrWidth":"33.00","return":2,"price":426,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-01-26 04:42:46"} 
[2026-01-26 04:42:46] local.INFO: Dimension Calculation {"data":{"dim_id":"4d637dcd-61cb-4e3b-b6fb-9be40c5de8de","height":33,"width":29.06,"ceilHeight":33.0,"ceilWidth":30.0,"biggerDimension":33.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":59,"sign_type_id":1,"heightOrWidth":"33.00","return":2,"price":426,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-01-26 04:42:46"} 
[2026-01-26 04:42:46] local.INFO: Dimension Calculation {"data":{"dim_id":"7cf8cdee-3961-407f-a82f-b9d05a61feae","height":42.85,"width":15.76,"ceilHeight":43.0,"ceilWidth":16.0,"biggerDimension":43.0,"priceRow_found":false,"priceRow":null,"defaultShippingRate":null},"timestamp":"2026-01-26 04:42:46"} 
[2026-01-26 04:42:46] local.INFO: Dimension Calculation {"data":{"dim_id":"ff432582-63b5-48f9-b703-9507ec1b09b2","height":43.34,"width":34.48,"ceilHeight":44.0,"ceilWidth":35.0,"biggerDimension":44.0,"priceRow_found":false,"priceRow":null,"defaultShippingRate":null},"timestamp":"2026-01-26 04:42:46"} 
[2026-01-26 04:42:46] local.INFO: Dimension Calculation {"data":{"dim_id":"1565d77a-696b-4c90-a13e-fccef6b31297","height":43.83,"width":27.58,"ceilHeight":44.0,"ceilWidth":28.0,"biggerDimension":44.0,"priceRow_found":false,"priceRow":null,"defaultShippingRate":null},"timestamp":"2026-01-26 04:42:46"} 
[2026-01-26 04:42:46] local.INFO: Dimension Calculation {"data":{"dim_id":"c5ed0dcd-060a-4725-8145-653a4db2800c","height":43.83,"width":27.58,"ceilHeight":44.0,"ceilWidth":28.0,"biggerDimension":44.0,"priceRow_found":false,"priceRow":null,"defaultShippingRate":null},"timestamp":"2026-01-26 04:42:46"} 
[2026-01-26 04:42:46] local.INFO: Dimension Calculation {"data":{"dim_id":"6ab20f45-58f8-455d-8c68-79f3f1b0f079","height":43.34,"width":40.39,"ceilHeight":44.0,"ceilWidth":41.0,"biggerDimension":44.0,"priceRow_found":false,"priceRow":null,"defaultShippingRate":1800},"timestamp":"2026-01-26 04:42:46"} 
[2026-01-26 04:42:46] local.INFO: Base Production Cost Calculated {"data":{"result_items_count":7,"baseProductionCost":3362,"result":[{"id":"b8b22a61-307b-4931-8a27-39e9f2dc7112","height":32.01,"width":28.57,"depth":2,"price":426},{"id":"4d637dcd-61cb-4e3b-b6fb-9be40c5de8de","height":33,"width":29.06,"depth":2,"price":426},{"id":"7cf8cdee-3961-407f-a82f-b9d05a61feae","height":42.85,"width":15.76,"depth":2,"price":502},{"id":"ff432582-63b5-48f9-b703-9507ec1b09b2","height":43.34,"width":34.48,"depth":2,"price":502},{"id":"1565d77a-696b-4c90-a13e-fccef6b31297","height":43.83,"width":27.58,"depth":2,"price":502},{"id":"c5ed0dcd-060a-4725-8145-653a4db2800c","height":43.83,"width":27.58,"depth":2,"price":502},{"id":"6ab20f45-58f8-455d-8c68-79f3f1b0f079","height":43.34,"width":40.39,"depth":2,"price":502}]},"timestamp":"2026-01-26 04:42:46"} 
[2026-01-26 04:42:46] local.INFO: Max PSU Height Fetched {"data":{"maxPSU":"45.00","signHeight":47.0},"timestamp":"2026-01-26 04:42:46"} 
[2026-01-26 04:42:46] local.INFO: Sign height exceeds max PSU, using maxPSU as PSUValue {"data":{"PSUValue":"1.002"},"timestamp":"2026-01-26 04:42:46"} 
[2026-01-26 04:42:46] local.INFO: PSU Cost Calculated {"data":{"PSUNumbers":4.0,"PSUCost":197.96},"timestamp":"2026-01-26 04:42:46"} 
[2026-01-26 04:42:46] local.INFO: Total Production Cost and Tax {"data":{"productionCost":3559.96,"taxFactor":0.0887,"tax":315.768452},"timestamp":"2026-01-26 04:42:46"} 
[2026-01-26 04:42:46] local.INFO: Box Calculation Details {"data":{"breadth":53.0,"boxDepth":8,"oneBoxCapacity":37.0,"noOfBoxes":7.0,"noOfFullBoxes":6.0,"noOfHalfBoxes":1.0,"widthOfFullBox":37.0,"widthOfHalfBox":8.0},"timestamp":"2026-01-26 04:42:46"} 
[2026-01-26 04:42:46] local.INFO: Calculated Shipping Weight {"data":{"shippingWeightInLB":829.6978417266187,"shippingWeightInKG":376.28020032953225},"timestamp":"2026-01-26 04:42:46"} 
[2026-01-26 04:42:46] local.INFO: Fetched Shipping Rate from DB {"data":{"shippingWeightInKG":376.28020032953225,"shippingRateFound":true,"shippingRateRow":{"App\\Models\\B2ShippingRates":{"id":13,"min":"321","max":"390","rate":"300","created_at":null,"updated_at":null}}},"timestamp":"2026-01-26 04:42:46"} 
[2026-01-26 04:42:46] local.INFO: Final Shipping Rate Used {"data":{"shippingRate":1800,"defaultShippingRate":1800},"timestamp":"2026-01-26 04:42:46"} 
[2026-01-26 04:42:46] local.INFO: Final Sign Price Calculation {"data":{"baseProductionCost":3362,"PSUCost":197.96,"tax":315.768452,"shippingRate":1800,"miscellaenous":0,"signPrice":5675.728452},"timestamp":"2026-01-26 04:42:46"} 
[2026-01-26 04:42:46] local.INFO: Initial TAT Days Set {"data":{"sign_type_name":"Halo Lit Channel Letters","TATdays":7},"timestamp":"2026-01-26 04:42:46"} 
[2026-01-26 04:42:46] local.INFO: Final dataResults entry added {"data":{"sign_type":"Halo Lit Channel Letters","sign_width":"230","sign_height":46.59,"sign_depth":2,"totalCost":5675.728452,"TATDays":7,"baseProductionCost":3362,"productionCost":3559.96,"PSUCost":197.96,"tax":315.768452,"shippingCost":1800,"uniqueReturns_count":2,"objects_count":7},"timestamp":"2026-01-26 04:42:46"} 
[2026-01-26 04:42:46] local.INFO: Processing dimensions block {"data":{"return_value":3,"raw_dimensions":[{"id":"b8b22a61-307b-4931-8a27-39e9f2dc7112","height":32.01,"width":28.57},{"id":"4d637dcd-61cb-4e3b-b6fb-9be40c5de8de","height":33,"width":29.06},{"id":"7cf8cdee-3961-407f-a82f-b9d05a61feae","height":42.85,"width":15.76},{"id":"ff432582-63b5-48f9-b703-9507ec1b09b2","height":43.34,"width":34.48},{"id":"1565d77a-696b-4c90-a13e-fccef6b31297","height":43.83,"width":27.58},{"id":"c5ed0dcd-060a-4725-8145-653a4db2800c","height":43.83,"width":27.58},{"id":"6ab20f45-58f8-455d-8c68-79f3f1b0f079","height":43.34,"width":40.39}],"sign_height_raw":46.59,"sign_width_raw":"230"},"timestamp":"2026-01-26 04:42:46"} 
[2026-01-26 04:42:46] local.INFO: Calculated sign dimensions {"data":{"sign_depth":3,"sign_height":47.0,"sign_width":230.0,"tax_factor":0.0887},"timestamp":"2026-01-26 04:42:46"} 
[2026-01-26 04:42:46] local.INFO: Fetching max heightOrWidth from B2SignProductionPrice {"data":{"sign_type_id":1},"timestamp":"2026-01-26 04:42:46"} 
[2026-01-26 04:42:46] local.INFO: Max heightOrWidth found {"data":{"maxHeightOrWidth":"36.00"},"timestamp":"2026-01-26 04:42:46"} 
[2026-01-26 04:42:46] local.INFO: Initialized result array for dimension calculations {"data":[],"timestamp":"2026-01-26 04:42:46"} 
[2026-01-26 04:42:46] local.INFO: Dimension Calculation {"data":{"dim_id":"b8b22a61-307b-4931-8a27-39e9f2dc7112","height":32.01,"width":28.57,"ceilHeight":33.0,"ceilWidth":29.0,"biggerDimension":33.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":60,"sign_type_id":1,"heightOrWidth":"33.00","return":3,"price":447,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-01-26 04:42:46"} 
[2026-01-26 04:42:46] local.INFO: Dimension Calculation {"data":{"dim_id":"4d637dcd-61cb-4e3b-b6fb-9be40c5de8de","height":33,"width":29.06,"ceilHeight":33.0,"ceilWidth":30.0,"biggerDimension":33.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":60,"sign_type_id":1,"heightOrWidth":"33.00","return":3,"price":447,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-01-26 04:42:46"} 
[2026-01-26 04:42:46] local.INFO: Dimension Calculation {"data":{"dim_id":"7cf8cdee-3961-407f-a82f-b9d05a61feae","height":42.85,"width":15.76,"ceilHeight":43.0,"ceilWidth":16.0,"biggerDimension":43.0,"priceRow_found":false,"priceRow":null,"defaultShippingRate":null},"timestamp":"2026-01-26 04:42:46"} 
[2026-01-26 04:42:46] local.INFO: Dimension Calculation {"data":{"dim_id":"ff432582-63b5-48f9-b703-9507ec1b09b2","height":43.34,"width":34.48,"ceilHeight":44.0,"ceilWidth":35.0,"biggerDimension":44.0,"priceRow_found":false,"priceRow":null,"defaultShippingRate":null},"timestamp":"2026-01-26 04:42:46"} 
[2026-01-26 04:42:46] local.INFO: Dimension Calculation {"data":{"dim_id":"1565d77a-696b-4c90-a13e-fccef6b31297","height":43.83,"width":27.58,"ceilHeight":44.0,"ceilWidth":28.0,"biggerDimension":44.0,"priceRow_found":false,"priceRow":null,"defaultShippingRate":null},"timestamp":"2026-01-26 04:42:46"} 
[2026-01-26 04:42:46] local.INFO: Dimension Calculation {"data":{"dim_id":"c5ed0dcd-060a-4725-8145-653a4db2800c","height":43.83,"width":27.58,"ceilHeight":44.0,"ceilWidth":28.0,"biggerDimension":44.0,"priceRow_found":false,"priceRow":null,"defaultShippingRate":null},"timestamp":"2026-01-26 04:42:46"} 
[2026-01-26 04:42:46] local.INFO: Dimension Calculation {"data":{"dim_id":"6ab20f45-58f8-455d-8c68-79f3f1b0f079","height":43.34,"width":40.39,"ceilHeight":44.0,"ceilWidth":41.0,"biggerDimension":44.0,"priceRow_found":false,"priceRow":null,"defaultShippingRate":1800},"timestamp":"2026-01-26 04:42:46"} 
[2026-01-26 04:42:46] local.INFO: Base Production Cost Calculated {"data":{"result_items_count":7,"baseProductionCost":3404,"result":[{"id":"b8b22a61-307b-4931-8a27-39e9f2dc7112","height":32.01,"width":28.57,"depth":3,"price":447},{"id":"4d637dcd-61cb-4e3b-b6fb-9be40c5de8de","height":33,"width":29.06,"depth":3,"price":447},{"id":"7cf8cdee-3961-407f-a82f-b9d05a61feae","height":42.85,"width":15.76,"depth":3,"price":502},{"id":"ff432582-63b5-48f9-b703-9507ec1b09b2","height":43.34,"width":34.48,"depth":3,"price":502},{"id":"1565d77a-696b-4c90-a13e-fccef6b31297","height":43.83,"width":27.58,"depth":3,"price":502},{"id":"c5ed0dcd-060a-4725-8145-653a4db2800c","height":43.83,"width":27.58,"depth":3,"price":502},{"id":"6ab20f45-58f8-455d-8c68-79f3f1b0f079","height":43.34,"width":40.39,"depth":3,"price":502}]},"timestamp":"2026-01-26 04:42:46"} 
[2026-01-26 04:42:46] local.INFO: Max PSU Height Fetched {"data":{"maxPSU":"45.00","signHeight":47.0},"timestamp":"2026-01-26 04:42:46"} 
[2026-01-26 04:42:46] local.INFO: Sign height exceeds max PSU, using maxPSU as PSUValue {"data":{"PSUValue":"1.002"},"timestamp":"2026-01-26 04:42:46"} 
[2026-01-26 04:42:46] local.INFO: PSU Cost Calculated {"data":{"PSUNumbers":4.0,"PSUCost":197.96},"timestamp":"2026-01-26 04:42:46"} 
[2026-01-26 04:42:46] local.INFO: Total Production Cost and Tax {"data":{"productionCost":3601.96,"taxFactor":0.0887,"tax":319.493852},"timestamp":"2026-01-26 04:42:46"} 
[2026-01-26 04:42:46] local.INFO: Box Calculation Details {"data":{"breadth":53.0,"boxDepth":8,"oneBoxCapacity":37.0,"noOfBoxes":7.0,"noOfFullBoxes":6.0,"noOfHalfBoxes":1.0,"widthOfFullBox":37.0,"widthOfHalfBox":8.0},"timestamp":"2026-01-26 04:42:46"} 
[2026-01-26 04:42:46] local.INFO: Calculated Shipping Weight {"data":{"shippingWeightInLB":829.6978417266187,"shippingWeightInKG":376.28020032953225},"timestamp":"2026-01-26 04:42:46"} 
[2026-01-26 04:42:46] local.INFO: Fetched Shipping Rate from DB {"data":{"shippingWeightInKG":376.28020032953225,"shippingRateFound":true,"shippingRateRow":{"App\\Models\\B2ShippingRates":{"id":13,"min":"321","max":"390","rate":"300","created_at":null,"updated_at":null}}},"timestamp":"2026-01-26 04:42:46"} 
[2026-01-26 04:42:46] local.INFO: Final Shipping Rate Used {"data":{"shippingRate":1800,"defaultShippingRate":1800},"timestamp":"2026-01-26 04:42:46"} 
[2026-01-26 04:42:46] local.INFO: Final Sign Price Calculation {"data":{"baseProductionCost":3404,"PSUCost":197.96,"tax":319.493852,"shippingRate":1800,"miscellaenous":0,"signPrice":5721.453852000001},"timestamp":"2026-01-26 04:42:46"} 
[2026-01-26 04:42:46] local.INFO: Initial TAT Days Set {"data":{"sign_type_name":"Halo Lit Channel Letters","TATdays":7},"timestamp":"2026-01-26 04:42:46"} 
[2026-01-26 04:42:46] local.INFO: Final dataResults entry added {"data":{"sign_type":"Halo Lit Channel Letters","sign_width":"230","sign_height":46.59,"sign_depth":3,"totalCost":5721.453852000001,"TATDays":7,"baseProductionCost":3404,"productionCost":3601.96,"PSUCost":197.96,"tax":319.493852,"shippingCost":1800,"uniqueReturns_count":2,"objects_count":7},"timestamp":"2026-01-26 04:42:46"} 
[2026-01-26 04:42:46] local.INFO: API B2 Sign Calculation ended ======================================================================================================== {"data":null,"timestamp":"2026-01-26 04:42:46"} 
[2026-01-26 04:42:47] local.INFO: USA Workshop Calculation API Started {"data":{"request":{"sign_type":"Halo Lit Channel Letters","sign_depth":3,"mounting_type":"Flush/Stud mounted","sign_height":46.59,"sign_width":"230","shipping_weight":163,"shape":"rectangular","dimensions":[{"id":"b8b22a61-307b-4931-8a27-39e9f2dc7112","height":32.01,"width":28.57},{"id":"4d637dcd-61cb-4e3b-b6fb-9be40c5de8de","height":33,"width":29.06},{"id":"7cf8cdee-3961-407f-a82f-b9d05a61feae","height":42.85,"width":15.76},{"id":"ff432582-63b5-48f9-b703-9507ec1b09b2","height":43.34,"width":34.48},{"id":"1565d77a-696b-4c90-a13e-fccef6b31297","height":43.83,"width":27.58},{"id":"c5ed0dcd-060a-4725-8145-653a4db2800c","height":43.83,"width":27.58},{"id":"6ab20f45-58f8-455d-8c68-79f3f1b0f079","height":43.34,"width":40.39}]}},"timestamp":"2026-01-26 04:42:47"} 
[2026-01-26 04:42:47] local.INFO: Validation Passed {"data":[],"timestamp":"2026-01-26 04:42:47"} 
[2026-01-26 04:42:47] local.INFO: Input Parameters {"data":{"dimensions_count":7,"shape":"rectangular"},"timestamp":"2026-01-26 04:42:47"} 
[2026-01-26 04:42:47] local.INFO: Resolved Default Data {"data":{"sign_type_map":{"sign_type_halo_lit_letters":"Halo Lit Channel Letters","sign_type_face_lit_letters":"Premium Face-Lit Letters (Metallic Trim)","sign_type_face_and_halo_lit_letters":"Face & Halo Lit Channel Letters","sign_type_single_sided_lightbox":"Fabricated Lightbox - Single Sided","sign_type_double_sided_lightbox":"Fabricated Blade Sign -  Illuminated/Double Sided","sign_type_flat_cut_acrylic_letters":"Flat Cut Acrylic Letters","sign_type_flat_cut_aluminum_letters":"Flat Cut Aluminum Letters","sign_type_single_sided_push_through":"Fabricated Push Through - Single Sided","sign_type_fabricated_letters_non_lit":"Fabricated Channel Letters - Non Illuminated","sign_type_2d_blade_sign":"Flat Blade Sign","sign_type_3d_blade_sign":"Fabricated Blade Sign - Non Illuminated / Double Sided","sign_type_neon_sign":"Neon Sign","sign_type_marquee_channel_letters":"Marquee Channel Letters","sign_type_open_face_neon_channel_letters":"Open Face Neon Channel Letters","sign_type_mirror_infinity_channel_letters":"Mirror Infinity Channel Letters","sign_type_metal_on_acrylic":"Flat Cut Acrylic with Metal Pasting","sign_type_neon_acrylic_sign":"Neon Acrylic Sign","sign_type_double_sided_push_through_cabinet":"Double Sided Push Through Cabinet","sign_type_standard_face_lit_plastic_trim_letters":"Standard Face Lit Letters (Plastic Trim)","mounting_type_flush_stud_mounted":"Flush/Stud mounted","mounting_type_standard_raceway_6x2":"Standard Raceway","mounting_type_flat_backer_2_5_mm":"Flat Backer","mounting_type_backerboard_cabinet_2_inch":"Backerboard Cabinet","avg_char_height_less_than_24_inches":"Less than 24 inches","avg_char_height_greater_than_24_inches":"Greater than 24 inches","raceway_height_6":"6","raceway_height_8":"8","raceway_height_10":"10","raceway_height_12":"12","raceway_depth_2":"2","raceway_depth_3":"3","raceway_depth_4":"4","raceway_depth_5":"5","raceway_depth_6":"6","raceway_depth_7":"7","raceway_depth_8":"8","backboard_cabinet_depth_2":"2","backboard_cabinet_depth_3":"3","backboard_cabinet_depth_4":"4","backboard_cabinet_depth_5":"5","backboard_cabinet_depth_6":"6","backboard_cabinet_depth_7":"7","backboard_cabinet_depth_8":"8","material_aluminium":"Aluminium","material_stainless_steel":"Stainless Steel","application_exterior":"Exterior","application_interior":"Interior","ul_mandatory_yes":"Yes","ul_mandatory_no":"No","paint_finish_gloss_satin":"Gloss/Satin","paint_finish_matte":"Matte","neon_color_simple":"Simple","neon_color_rgb":"RGB","uv_printing_needed_yes":"Yes","uv_printing_needed_no":"No","trim_type_trimless":"Trimless","trim_type_with_trim":"With Trim","fabricated_finish_original_colors_matt":"Original Colors Matt","fabricated_finish_original_colors_gloss":"Original Colors Gloss","fabricated_finish_silver_mirror":"Silver Mirror","fabricated_finish_silver_brushed":"Silver Brushed","fabricated_finish_golden_mirror":"Golden Mirror","fabricated_finish_golden_brushed":"Golden Brushed","fabricated_finish_bronze_mirror":"Bronze Mirror","fabricated_finish_bronze_brushed":"Bronze Brushed","fabricated_finish_bronze_antique":"Bronze Antique","lightbox_type_light_box":"Lightbox","lightbox_type_cut_to_shape":"Cut to shape Lightbox","return_color_black":"Black","return_color_white":"White","return_color_blue":"Blue","return_color_brown":"Brown","return_color_yellow":"Yellow","return_color_teal":"Teal","return_color_orange":"Orange","return_color_golden_brushed":"Gold Brushed","return_color_match_logo":"Match Logo (Default)","shape_rectangular":"Rectangular","shape_cut_to_shape":"Cut to shape","shape_round":"Round"}},"timestamp":"2026-01-26 04:42:47"} 
[2026-01-26 04:42:47] local.INFO: Sign Type Lookup {"data":{"sign_type":"Halo Lit Channel Letters","found":true,"sign_type_id":1},"timestamp":"2026-01-26 04:42:47"} 
[2026-01-26 04:42:47] local.INFO: USA Workshop Module Check {"data":{"sign_type_id":1,"has_module":true},"timestamp":"2026-01-26 04:42:47"} 
[2026-01-26 04:42:47] local.INFO: Initial Price Lookup {"data":{"shape":"rectangular","price_found":true},"timestamp":"2026-01-26 04:42:47"} 
[2026-01-26 04:42:47] local.INFO: USA Workshop Price Found {"data":{"base":"object","price_per_inch":7.0},"timestamp":"2026-01-26 04:42:47"} 
[2026-01-26 04:42:47] local.INFO: Calculating Production Cost (Object Base) {"data":[],"timestamp":"2026-01-26 04:42:47"} 
[2026-01-26 04:42:47] local.INFO: USA Workshop Calculation Completed {"data":{"production_cost":1975.4,"dimensions_count":7},"timestamp":"2026-01-26 04:42:47"} 
[2026-01-26 06:46:35] local.INFO: Image-to-Text API Request Received {"data":{"request_data":{"sign_width_or_height":"120","user_input_dimension":"width","sign_image":{"Illuminate\\Http\\UploadedFile":"C:\\xampp\\tmp\\phpC5E4.tmp"}},"file_present":true},"timestamp":"2026-01-26 06:46:35"} 
[2026-01-26 06:46:35] local.INFO: Validation Passed {"data":{"sign_width_or_height":"120","user_input_dimension":"width"},"timestamp":"2026-01-26 06:46:35"} 
[2026-01-26 06:46:35] local.INFO: Prepared Query Parameter for Image-to-Text API {"data":{"query_param":"banner_width_ft","query_value":9.999996},"timestamp":"2026-01-26 06:46:35"} 
[2026-01-26 06:46:35] local.INFO: Calling Image-to-Text API {"data":{"file_name":"Coca-Cola-logo.png","query_param":"banner_width_ft","query_value":9.999996,"file_size":75755},"timestamp":"2026-01-26 06:46:35"} 
[2026-01-26 06:46:35] local.INFO: Trying Image-to-Text server {"data":{"url":"https://edgebased.codeblue.agency/docs/process-image?banner_width_ft=9.999996","file":"Coca-Cola-logo.png"},"timestamp":"2026-01-26 06:46:35"} 
[2026-01-26 06:46:37] local.ERROR: Server FAILED {"data":{"url":"https://edgebased.codeblue.agency/docs/process-image?banner_width_ft=9.999996","error":"Server responded but data invalid"},"timestamp":"2026-01-26 06:46:37"} 
[2026-01-26 06:46:37] local.INFO: Trying Image-to-Text server {"data":{"url":"http://imagetotext.marke-ter.online:8002/process-image?banner_width_ft=9.999996","file":"Coca-Cola-logo.png"},"timestamp":"2026-01-26 06:46:37"} 
[2026-01-26 06:46:38] local.INFO: Server succeeded {"data":{"url":"http://imagetotext.marke-ter.online:8002/process-image?banner_width_ft=9.999996"},"timestamp":"2026-01-26 06:46:38"} 
[2026-01-26 06:46:38] local.INFO: Image-to-Text API Response {"data":{"status":200,"body":"{\"objects\":[],\"image_metadata\":{\"name\":\"Coca-Cola-logo.png\",\"saved_path\":\"uploads/20260126_064638_Coca-Cola-logo.png\",\"original_height\":2160,\"original_width\":3840,\"target_height\":0,\"target_width\":0,\"channels\":3,\"size_bytes\":75755,\"content_type\":\"image/png\",\"scaling_factor\":1.0,\"cropped_image_base64\":null}}"},"timestamp":"2026-01-26 06:46:38"} 
[2026-01-26 06:46:38] local.INFO: Detected Objects from Image-to-Text API {"data":{"objects_count":0,"objects":[]},"timestamp":"2026-01-26 06:46:38"} 
[2026-01-26 06:46:38] local.INFO: No objects detected. Returning zero response. {"data":[],"timestamp":"2026-01-26 06:46:38"} 
[2026-01-26 06:46:46] local.INFO: Validation Passed {"data":{"user_id":null,"request_data":{"sign_width_or_height":"120","user_input_dimension":"width","sign_depth":"1","sign_type":"Halo Lit Channel Letters","mounting_type":"Flush/Stud mounted","quotationId":"379","neon_color":null,"uv_printing_needed":null,"objects":"[{\"id\":\"132e0192-19ac-452f-bdeb-16a7ebb81886\",\"width\":1,\"perimeter\":1,\"height\":1,\"area\":1,\"image\":\"\",\"boxArea\":\"1.00\"}]","mockupCreationType":"single","no_of_lines":"1","raceway_depth":"2","raceway_height":"6","width_of_line_1":"1","width_of_line_2":"0","width_of_line_3":"0","width_of_line_4":"0","height_of_line_1":"1","height_of_line_2":"0","height_of_line_3":"0","height_of_line_4":"0","backer_offset":"2","backboard_cabinet_depth":"2","material":"Aluminium","application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","no_of_letters":"1","perimeter_of_sign":"1","nested_area":"1","occupied_area":"1","avg_char_height":"Less than 24 inches","width_of_sign":"120","width_of_smaller_line":"1","other_dimension_of_sign":"1"}},"timestamp":"2026-01-26 06:46:46"} 
[2026-01-26 06:46:46] local.INFO: API Input Data Collected {"data":{"user_id":null,"request_data":{"sign_width_or_height":"120","sign_depth_or_thickness":"1","sign_type":"Halo Lit Channel Letters","mounting_type":"Flush/Stud mounted","profit_factor":1,"no_of_lines":"1","raceway_depth":"2","raceway_height":"6","width_of_line_1":"1","width_of_line_2":"0","width_of_line_3":"0","width_of_line_4":"0","height_of_line_1":"1","height_of_line_2":"0","height_of_line_3":"0","height_of_line_4":"0","backer_offset":"2","backboard_cabinet_depth":"2","no_of_letters":"1","perimeter_of_sign":"1","nested_area":"1","occupied_area":"1","avg_char_height":"Less than 24 inches","width_of_sign":"120","width_of_smaller_line":"1","other_dimension_of_sign":"1","material":"Aluminium","application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","neon_color":null,"uv_printing_needed":null}},"timestamp":"2026-01-26 06:46:46"} 
[2026-01-26 06:46:46] local.INFO: Looking up SignType {"data":{"sign_type":"Halo Lit Channel Letters"},"timestamp":"2026-01-26 06:46:46"} 
[2026-01-26 06:46:46] local.INFO: Retrieved Material Formulas {"data":{"sign_type_id":1,"formulas_count":38},"timestamp":"2026-01-26 06:46:46"} 
[2026-01-26 06:46:46] local.INFO: Retrieved Variables List {"data":{"sign_type_id":1,"variables_count":12},"timestamp":"2026-01-26 06:46:46"} 
[2026-01-26 06:46:46] local.INFO: Price Map Constructed {"data":{"price_map":{"material501803":3.6821,"weight_material501803":0.629,"material501880":2.4107,"weight_material501880":0.503,"material501060":2.2179,"weight_material501060":0.378,"material500730":2.7786,"weight_material500730":1.481,"material500591":0.9286,"weight_material500591":0.357,"material502525":3.2429,"weight_material502525":0.875,"material502468":0.3821,"weight_material502468":0.008,"material501842":0.7964,"weight_material501842":0.035,"material502204":15.2893,"weight_material502204":0.559,"material502203":25.32,"weight_material502203":0.739,"material502206":0.2786,"weight_material502206":0.054,"material166":2.3214,"weight_material166":0.28,"material167":5.1786,"weight_material167":0.38,"material168":12.0,"weight_material168":0.56,"material169":18.5714,"weight_material169":0.76,"material170":0.6071,"weight_material170":0.008,"material171":0.25,"weight_material171":0.008,"material500611":0.0062,"weight_material500611":6.2e-6,"material500214":0.0025,"weight_material500214":2.5e-6,"material501055":0.0155,"weight_material501055":1.55e-5,"material502098":0.0286,"weight_material502098":2.86e-5,"material502079":0.0163,"weight_material502079":1.63e-5,"material502350":0.0254,"weight_material502350":2.54e-5,"material501680":0.0076,"weight_material501680":7.6e-6,"material502131":0.0271,"weight_material502131":2.71e-5,"material800007":0.0,"weight_material800007":0,"material500379":0.132,"weight_material500379":0.09,"material500419":0.16,"weight_material500419":0.11,"material502106":0.13,"weight_material502106":0.16,"material502567":0.13,"weight_material502567":0.21,"material502564":0.18,"weight_material502564":0.35,"material500154":0.4,"weight_material500154":0.38,"material502074":0.8,"weight_material502074":1.0}},"timestamp":"2026-01-26 06:46:46"} 
[2026-01-26 06:46:46] local.INFO: Variables Price Constructed {"data":{"variables_price":{"variable2":1.1,"variable3":1.2,"variable8":0,"variable19":0,"variable20":0,"variable21":0,"variable22":0,"variable23":0.75,"variable24":0,"variable25":0,"variable26":0,"variable27":0}},"timestamp":"2026-01-26 06:46:46"} 
[2026-01-26 06:46:46] local.INFO: Final Variables Merged {"data":{"variables_count":190},"timestamp":"2026-01-26 06:46:46"} 
[2026-01-26 06:46:46] local.INFO: Initialized items collection {"data":{"count":0},"timestamp":"2026-01-26 06:46:46"} 
[2026-01-26 06:46:46] local.INFO: Merged material items {"data":{"formulas_count":38,"items_count_after_merge":38},"timestamp":"2026-01-26 06:46:46"} 
[2026-01-26 06:46:46] local.INFO: Merged variable items {"data":{"variables_count":12,"items_count_after_merge":50},"timestamp":"2026-01-26 06:46:46"} 
[2026-01-26 06:46:46] local.INFO: Sorted items collection {"data":{"items_count":50,"first_item":{"type":"material","id":1,"expression":"if(material == material_aluminium && avg_char_height == avg_char_height_greater_than_24_inches, material501803 * nested_area * variable3 , 0)","dense_weight_expression":"if(material == material_aluminium && avg_char_height == avg_char_height_greater_than_24_inches, weight_material501803 * occupied_area, 0 )","name":"Aluminium Sheet 2.5 mm 1100 Grade 4 ft x 8 ft Pakistan","var_name":"material501803","price":"3.6821","description":"Aluminium 10 G / 0.134 inch - Corrosion-resistant, and Durable for Sign Face.","sequence_no":1},"last_item":{"type":"variable","id":8,"expression":"totalCost * variable2","dense_weight_expression":"totalDenseWeight * 1.1","name":"Total Cost","var_name":"variable8","price":null,"description":null,"sequence_no":50}},"timestamp":"2026-01-26 06:46:46"} 
[2026-01-26 06:46:46] local.INFO: Initializing MathExecutor {"data":{"variables_count":190},"timestamp":"2026-01-26 06:46:46"} 
[2026-01-26 06:46:46] local.INFO: MathExecutor variables set {"data":{"variables_count":190},"timestamp":"2026-01-26 06:46:46"} 
[2026-01-26 06:46:46] local.INFO: Dense weight computed {"data":{"name":"Aluminium Sheet 2.5 mm 1100 Grade 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_aluminium && avg_char_height == avg_char_height_greater_than_24_inches, weight_material501803 * occupied_area, 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-26 06:46:46"} 
[2026-01-26 06:46:46] local.INFO: Formula executed successfully {"data":{"name":"Aluminium Sheet 2.5 mm 1100 Grade 4 ft x 8 ft Pakistan","expression":"if(material == material_aluminium && avg_char_height == avg_char_height_greater_than_24_inches, material501803 * nested_area * variable3 , 0)","result":"0"},"timestamp":"2026-01-26 06:46:46"} 
[2026-01-26 06:46:46] 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":"0.503"},"timestamp":"2026-01-26 06:46:46"} 
[2026-01-26 06:46:46] 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":"2.89284"},"timestamp":"2026-01-26 06:46:46"} 
[2026-01-26 06:46:46] local.INFO: Dense weight computed {"data":{"name":"Aluminium Sheet 1.5 mm 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_stainless_steel, 0, weight_material501060 * ( sign_depth_or_thickness / 12 * perimeter_of_sign )  )","itemDenseWeight":"0.0315"},"timestamp":"2026-01-26 06:46:46"} 
[2026-01-26 06:46:46] local.INFO: Formula executed successfully {"data":{"name":"Aluminium Sheet 1.5 mm 4 ft x 8 ft Pakistan","expression":"if(material == material_stainless_steel , 0 , material501060 * variable3  * (sign_depth_or_thickness / 12 * perimeter_of_sign))","result":"0.22179"},"timestamp":"2026-01-26 06:46:46"} 
[2026-01-26 06:46:46] local.INFO: Dense weight computed {"data":{"name":"SS Sheet 14g Brushed Silver 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_stainless_steel, weight_material500730 * occupied_area, 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-26 06:46:46"} 
[2026-01-26 06:46:46] local.INFO: Formula executed successfully {"data":{"name":"SS Sheet 14g Brushed Silver 4 ft x 8 ft Pakistan","expression":"if(material  == material_stainless_steel , material500730 * nested_area  * variable3 , 0)","result":"0"},"timestamp":"2026-01-26 06:46:46"} 
[2026-01-26 06:46:46] local.INFO: Dense weight computed {"data":{"name":"SS Sheet 26g Brushed Silver 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_stainless_steel, weight_material500591 * ( sign_depth_or_thickness / 12 * perimeter_of_sign ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-26 06:46:46"} 
[2026-01-26 06:46:46] local.INFO: Formula executed successfully {"data":{"name":"SS Sheet 26g Brushed Silver 4 ft x 8 ft Pakistan","expression":"if(material  == material_stainless_steel , material500591 * (sign_depth_or_thickness / 12 * perimeter_of_sign) * variable3 , 0)","result":"0"},"timestamp":"2026-01-26 06:46:46"} 
[2026-01-26 06:46:46] local.INFO: Dense weight computed {"data":{"name":"Acrylic Sheet 8mm Matt 4 ft x 8 ft Pakistan","dense_weight_expression":"weight_material502525 * occupied_area","itemDenseWeight":0.875},"timestamp":"2026-01-26 06:46:46"} 
[2026-01-26 06:46:46] local.INFO: Formula executed successfully {"data":{"name":"Acrylic Sheet 8mm Matt 4 ft x 8 ft Pakistan","expression":"material502525 * nested_area  * variable3","result":3.89148},"timestamp":"2026-01-26 06:46:46"} 
[2026-01-26 06:46:46] local.INFO: Dense weight computed {"data":{"name":"LED Module 0.4W UL Cool White 10000K China","dense_weight_expression":"if(application == application_interior, 0, nested_area * 10 * weight_material502468 )","itemDenseWeight":"0.08"},"timestamp":"2026-01-26 06:46:46"} 
[2026-01-26 06:46:46] 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":"3.821"},"timestamp":"2026-01-26 06:46:46"} 
[2026-01-26 06:46:46] local.INFO: Dense weight computed {"data":{"name":"LED Strip UL Cool White China","dense_weight_expression":"if(application == application_interior, if(ul_mandatory == ul_mandatory_yes, ( weight_material501842 / 3.2 ) * perimeter_of_sign, 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-26 06:46:46"} 
[2026-01-26 06:46:46] local.INFO: Formula executed successfully {"data":{"name":"LED Strip UL Cool White China","expression":"if(application == application_interior , if( ul_mandatory == ul_mandatory_yes , ( material501842 / 3.2 ) * perimeter_of_sign , 0) , 0)","result":"0"},"timestamp":"2026-01-26 06:46:46"} 
[2026-01-26 06:46:46] local.INFO: Dense weight computed {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","dense_weight_expression":"if(application == application_interior && perimeter_of_sign / 3.2 <= 5, if(ul_mandatory == ul_mandatory_yes, weight_material502204 , if(ul_mandatory == ul_mandatory_no, 0, 0 )  ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-26 06:46:46"} 
[2026-01-26 06:46:46] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","expression":"if(

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

  if(

    ul_mandatory == ul_mandatory_yes,

    material502204,

    if(ul_mandatory == ul_mandatory_no , 0, 0)

  ),

  0

)","result":"0"},"timestamp":"2026-01-26 06:46:46"} 
[2026-01-26 06:46:46] local.INFO: Dense weight computed {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","dense_weight_expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 5 && perimeter_of_sign / 3.2 <= 10, if(ul_mandatory == ul_mandatory_yes, weight_material502203 , 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-26 06:46:46"} 
[2026-01-26 06:46:46] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 5 && perimeter_of_sign / 3.2 <= 10, if(ul_mandatory  == ul_mandatory_yes , material502203 , 0), 0)","result":"0"},"timestamp":"2026-01-26 06:46:46"} 
[2026-01-26 06:46:46] local.INFO: Dense weight computed {"data":{"name":"Power Supply 15A-10+5","dense_weight_expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 10 && perimeter_of_sign / 3.2 <= 15, if(ul_mandatory == ul_mandatory_yes, weight_material502204 * 2, 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-26 06:46:46"} 
[2026-01-26 06:46:46] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 15A-10+5","expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 10 && perimeter_of_sign / 3.2 <= 15, if(ul_mandatory == ul_mandatory_yes , material502204 + material502203, 0 ), 0 )","result":"0"},"timestamp":"2026-01-26 06:46:46"} 
[2026-01-26 06:46:46] local.INFO: Dense weight computed {"data":{"name":"Power Supply 20A-(10A+10A)","dense_weight_expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 15 && perimeter_of_sign / 3.2 <= 1500, if(ul_mandatory == ul_mandatory_yes, weight_material502203 * 2, 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-26 06:46:46"} 
[2026-01-26 06:46:46] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 20A-(10A+10A)","expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 15 && perimeter_of_sign / 3.2 <= 1500, if(ul_mandatory == ul_mandatory_yes , material502203 * 2, 0 ), 0 )","result":"0"},"timestamp":"2026-01-26 06:46:46"} 
[2026-01-26 06:46:46] 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":"0.559"},"timestamp":"2026-01-26 06:46:46"} 
[2026-01-26 06:46:46] 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":"15.2893"},"timestamp":"2026-01-26 06:46:46"} 
[2026-01-26 06:46:46] local.INFO: Dense weight computed {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","dense_weight_expression":"if(application == application_exterior && nested_area * 10 > 70 && nested_area * 10 <= 140, weight_material502203 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-26 06:46:46"} 
[2026-01-26 06:46:46] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","expression":"if(application  == application_exterior && (nested_area * 10) > 70 && (nested_area * 10) <= 140, material502203 , 0)","result":"0"},"timestamp":"2026-01-26 06:46:46"} 
[2026-01-26 06:46:46] local.INFO: Dense weight computed {"data":{"name":"Power Supply 15A-10+5","dense_weight_expression":"if(application == application_exterior && nested_area * 10 > 140 && nested_area * 10 <= 210, weight_material502204 * 2, 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-26 06:46:46"} 
[2026-01-26 06:46:46] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 15A-10+5","expression":"if(application == application_exterior && nested_area * 10 > 140 && nested_area * 10 <= 210,  material502204 + material502203 , 0 )","result":"0"},"timestamp":"2026-01-26 06:46:46"} 
[2026-01-26 06:46:46] local.INFO: Dense weight computed {"data":{"name":"Power Supply 20A-(10A+10A)","dense_weight_expression":"if(application == application_exterior && nested_area * 10 > 210 && nested_area * 10 <= 21000, weight_material502203 * 2, 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-26 06:46:46"} 
[2026-01-26 06:46:46] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 20A-(10A+10A)","expression":"if(application == application_exterior && nested_area * 10 > 210 && nested_area * 10 <= 21000, material502203 * 2, 0 )","result":"0"},"timestamp":"2026-01-26 06:46:46"} 
[2026-01-26 06:46:46] local.INFO: Dense weight computed {"data":{"name":"Wire 18g UL UL Certified Red & White China","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no, 0, weight_material502206 * 2.5 * no_of_letters )","itemDenseWeight":"0.135"},"timestamp":"2026-01-26 06:46:46"} 
[2026-01-26 06:46:46] local.INFO: Formula executed successfully {"data":{"name":"Wire 18g UL UL Certified Red & White China","expression":"if(application  == application_interior && ul_mandatory == ul_mandatory_no , 0, material502206 * 2.5 * no_of_letters)","result":"0.6965"},"timestamp":"2026-01-26 06:46:46"} 
[2026-01-26 06:46:46] local.INFO: Dense weight computed {"data":{"name":"Non UL 5A Power Supply","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 <= 5, weight_material166 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-26 06:46:46"} 
[2026-01-26 06:46:46] local.INFO: Formula executed successfully {"data":{"name":"Non UL 5A Power Supply","expression":"if(application  == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 <= 5, material166 , 0)","result":"0"},"timestamp":"2026-01-26 06:46:46"} 
[2026-01-26 06:46:46] local.INFO: Dense weight computed {"data":{"name":"Non UL 10A Power Supply","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 5 && perimeter_of_sign / 3.2 <= 10, weight_material167 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-26 06:46:46"} 
[2026-01-26 06:46:46] local.INFO: Formula executed successfully {"data":{"name":"Non UL 10A Power Supply","expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 5 && perimeter_of_sign / 3.2 <= 10, material167 , 0)","result":"0"},"timestamp":"2026-01-26 06:46:46"} 
[2026-01-26 06:46:46] local.INFO: Dense weight computed {"data":{"name":"Non UL 15A Power Supply","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 10 && perimeter_of_sign / 3.2 <= 15, weight_material168 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-26 06:46:46"} 
[2026-01-26 06:46:46] local.INFO: Formula executed successfully {"data":{"name":"Non UL 15A Power Supply","expression":"if( application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign  / 3.2 > 10 && perimeter_of_sign / 3.2 <= 15, material168 , 0)","result":"0"},"timestamp":"2026-01-26 06:46:46"} 
[2026-01-26 06:46:46] local.INFO: Dense weight computed {"data":{"name":"Non UL 20A Power Supply","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 15 && perimeter_of_sign / 3.2 <= 1500, weight_material169 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-26 06:46:46"} 
[2026-01-26 06:46:46] local.INFO: Formula executed successfully {"data":{"name":"Non UL 20A Power Supply","expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign  / 3.2 > 15 && perimeter_of_sign / 3.2 <= 1500, material169 , 0)","result":"0"},"timestamp":"2026-01-26 06:46:46"} 
[2026-01-26 06:46:46] local.INFO: Dense weight computed {"data":{"name":"Non UL LED strip","dense_weight_expression":"if(application == application_interior, if(ul_mandatory == ul_mandatory_no, ( weight_material170 / 3.2 ) * perimeter_of_sign, 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-26 06:46:46"} 
[2026-01-26 06:46:46] local.INFO: Formula executed successfully {"data":{"name":"Non UL LED strip","expression":"if(application == application_interior , if( ul_mandatory  == ul_mandatory_no , (material170 / 3.2) * perimeter_of_sign , 0), 0)","result":"0"},"timestamp":"2026-01-26 06:46:46"} 
[2026-01-26 06:46:46] local.INFO: Dense weight computed {"data":{"name":"Non UL Wire","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no, weight_material171 * 2.5 * no_of_letters, 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-26 06:46:46"} 
[2026-01-26 06:46:46] local.INFO: Formula executed successfully {"data":{"name":"Non UL Wire","expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no , material171 * 2.5 * no_of_letters , 0)","result":"0"},"timestamp":"2026-01-26 06:46:46"} 
[2026-01-26 06:46:46] 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":0.00035898434},"timestamp":"2026-01-26 06:46:46"} 
[2026-01-26 06:46:46] local.INFO: Formula executed successfully {"data":{"name":"Epoxy Primer Pakistan","expression":"(((( occupied_area * 2 ) + ((( sign_depth_or_thickness / 12 ) * perimeter_of_sign  ) * 2 )) * 40.49 * 0.66 )) * material500611","result":0.35898434},"timestamp":"2026-01-26 06:46:46"} 
[2026-01-26 06:46:46] 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":2.8511708333333335e-5},"timestamp":"2026-01-26 06:46:46"} 
[2026-01-26 06:46:46] 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":0.028511708333333333},"timestamp":"2026-01-26 06:46:46"} 
[2026-01-26 06:46:46] 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":0.00027195783333333335},"timestamp":"2026-01-26 06:46:46"} 
[2026-01-26 06:46:46] local.INFO: Formula executed successfully {"data":{"name":"Epoxy Hardner Master Pakistan","expression":"(( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) * 40.49 * 0.2 * material501055","result":0.27195783333333334},"timestamp":"2026-01-26 06:46:46"} 
[2026-01-26 06:46:46] local.INFO: Dense weight computed {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.426 * weight_material502098, 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-26 06:46:46"} 
[2026-01-26 06:46:46] local.INFO: Formula executed successfully {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte , (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.426 * material502098, 0 )","result":"0"},"timestamp":"2026-01-26 06:46:46"} 
[2026-01-26 06:46:46] local.INFO: Dense weight computed {"data":{"name":"Matting Agent (P565-554) 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.234 * weight_material502079 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-26 06:46:46"} 
[2026-01-26 06:46:46] local.INFO: Formula executed successfully {"data":{"name":"Matting Agent (P565-554) 1L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) * 22 * 0.234 * material502079 , 0 )","result":"0"},"timestamp":"2026-01-26 06:46:46"} 
[2026-01-26 06:46:46] local.INFO: Dense weight computed {"data":{"name":"Hardner (922) 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.21 * weight_material502350 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-26 06:46:46"} 
[2026-01-26 06:46:46] local.INFO: Formula executed successfully {"data":{"name":"Hardner (922) 1L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign  ) * 2 )) * 22 * 0.21 * material502350 , 0)","result":"0"},"timestamp":"2026-01-26 06:46:46"} 
[2026-01-26 06:46:46] local.INFO: Dense weight computed {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.12 * weight_material501680 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-26 06:46:46"} 
[2026-01-26 06:46:46] local.INFO: Formula executed successfully {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte , (( occupied_area  * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign   ) * 2 )) * 22 * 0.12 * material501680 , 0 )","result":"0"},"timestamp":"2026-01-26 06:46:46"} 
[2026-01-26 06:46:46] local.INFO: Dense weight computed {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.41 * weight_material502098 )","itemDenseWeight":"0.00055893933333333"},"timestamp":"2026-01-26 06:46:46"} 
[2026-01-26 06:46:46] local.INFO: Formula executed successfully {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte , 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.41 * material502098)","result":"0.55893933333333"},"timestamp":"2026-01-26 06:46:46"} 
[2026-01-26 06:46:46] local.INFO: Dense weight computed {"data":{"name":"2k Adjuster (P190-376) Binder 2.5L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.21 * weight_material502131 )","itemDenseWeight":"0.000271271"},"timestamp":"2026-01-26 06:46:46"} 
[2026-01-26 06:46:46] local.INFO: Formula executed successfully {"data":{"name":"2k Adjuster (P190-376) Binder 2.5L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte , 0 , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) * 22 * 0.21 * material502131)","result":"0.271271"},"timestamp":"2026-01-26 06:46:46"} 
[2026-01-26 06:46:46] local.INFO: Dense weight computed {"data":{"name":"Hardner (922) 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.3 * weight_material502350 )","itemDenseWeight":"0.00036322"},"timestamp":"2026-01-26 06:46:46"} 
[2026-01-26 06:46:46] local.INFO: Formula executed successfully {"data":{"name":"Hardner (922) 1L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte  , 0 , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign  ) * 2 )) * 22 * 0.3 * material502350)","result":"0.36322"},"timestamp":"2026-01-26 06:46:46"} 
[2026-01-26 06:46:46] local.INFO: Dense weight computed {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.08 * weight_material501680 )","itemDenseWeight":"2.8981333333333e-5"},"timestamp":"2026-01-26 06:46:46"} 
[2026-01-26 06:46:46] local.INFO: Formula executed successfully {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte  , 0 , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) *22 * 0.08 * material501680)","result":"0.028981333333333"},"timestamp":"2026-01-26 06:46:46"} 
[2026-01-26 06:46:46] local.INFO: Formula executed successfully {"data":{"name":"Paint Miscellaneous [Fixed Cost]","expression":"0.2 * ( formula24 + formula25 + formula26 + formula27 + formula28 + formula29 + formula30 + formula31 + formula32 + formula33 + formula34 )","result":0.37637310966666604},"timestamp":"2026-01-26 06:46:46"} 
[2026-01-26 06:46:46] local.INFO: Formula executed successfully {"data":{"name":"Packaging/Box Making","expression":"variable23 * nested_area","result":0.75},"timestamp":"2026-01-26 06:46:46"} 
[2026-01-26 06:46:46] local.INFO: Dense weight computed {"data":{"name":"Corrugated Sheet 5ply","dense_weight_expression":"if( ( width_of_sign > 0 || other_dimension_of_sign > 0 ) && width_of_sign <= 30 && other_dimension_of_sign <= 30, (  ( 2 * nested_area ) + ( 3 * nested_area * (  ( sign_depth_or_thickness + 2 ) / 12 )  ) / sqrt( nested_area )  ) * weight_material500379 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-26 06:46:46"} 
[2026-01-26 06:46:46] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 5ply","dense_weight":"0","result":0},"timestamp":"2026-01-26 06:46:46"} 
[2026-01-26 06:46:46] local.INFO: Dense weight computed {"data":{"name":"Corrugated Sheet 7Ply","dense_weight_expression":"if( ( width_of_sign > 30 || other_dimension_of_sign > 30 ) && width_of_sign <= 50 && other_dimension_of_sign <= 50, (  ( 2 * nested_area ) + ( 3 * nested_area * (  ( sign_depth_or_thickness + 2 ) / 12 )  ) / sqrt(nested_area)  ) * weight_material500419 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-26 06:46:46"} 
[2026-01-26 06:46:46] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 7Ply","dense_weight":"0","result":0},"timestamp":"2026-01-26 06:46:46"} 
[2026-01-26 06:46:46] local.INFO: Dense weight computed {"data":{"name":"Corrugated Sheet 9 Ply","dense_weight_expression":"if( ( width_of_sign > 50 || other_dimension_of_sign > 50 ) && width_of_sign <= 60 && other_dimension_of_sign <= 60, (  ( 2 * nested_area ) + ( 3 * nested_area * (  ( sign_depth_or_thickness + 2 ) / 12 )  ) / sqrt(nested_area)  ) * weight_material502106 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-26 06:46:46"} 
[2026-01-26 06:46:46] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 9 Ply","dense_weight":"0","result":0},"timestamp":"2026-01-26 06:46:46"} 
[2026-01-26 06:46:46] local.INFO: Dense weight computed {"data":{"name":"Plywood Sheet 5mm 3 Core 4*8","dense_weight_expression":"if( ( width_of_sign > 60 || other_dimension_of_sign > 60 ) && width_of_sign <= 70 && other_dimension_of_sign <= 70, nested_area * 2 * weight_material502567 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-26 06:46:46"} 
[2026-01-26 06:46:46] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 5mm 3 Core 4*8","dense_weight":"0","result":0},"timestamp":"2026-01-26 06:46:46"} 
[2026-01-26 06:46:46] local.INFO: Dense weight computed {"data":{"name":"Plywood Sheet 7mm 4 Core","dense_weight_expression":"if( ( width_of_sign > 70 || other_dimension_of_sign > 70 ) && width_of_sign <= 90 && other_dimension_of_sign <= 90, nested_area * 2 * weight_material502564, 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-26 06:46:46"} 
[2026-01-26 06:46:46] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 7mm 4 Core","dense_weight":"0","result":0},"timestamp":"2026-01-26 06:46:46"} 
[2026-01-26 06:46:46] local.INFO: Dense weight computed {"data":{"name":"Plywood Sheet 8*4 Mersawa 6 core 9MM","dense_weight_expression":"if( ( width_of_sign > 90 || other_dimension_of_sign > 90 ), nested_area * weight_material500154 * 2, 0 )","itemDenseWeight":"0.76"},"timestamp":"2026-01-26 06:46:46"} 
[2026-01-26 06:46:46] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 8*4 Mersawa 6 core 9MM","dense_weight":"0.76","result":0},"timestamp":"2026-01-26 06:46:46"} 
[2026-01-26 06:46:46] local.INFO: Dense weight computed {"data":{"name":"Wood Lar 9''x132''","dense_weight_expression":"if( ( width_of_sign > 60 || other_dimension_of_sign > 60 ), 4 * sqrt(nested_area) * (  ( sign_depth_or_thickness + 2 ) / 12 ) * weight_material502074\t , 0 )","itemDenseWeight":"1"},"timestamp":"2026-01-26 06:46:46"} 
[2026-01-26 06:46:46] local.INFO: No formula, default result applied {"data":{"name":"Wood Lar 9''x132''","dense_weight":"1","result":0},"timestamp":"2026-01-26 06:46:46"} 
[2026-01-26 06:46:46] local.INFO: No formula, default result applied {"data":{"name":"Miscalleneous (10%)","dense_weight":0,"result":0},"timestamp":"2026-01-26 06:46:46"} 
[2026-01-26 06:46:46] local.INFO: No formula, default result applied {"data":{"name":"Where Wastage magnification factor for Sheets consumption is taken as","dense_weight":0,"result":0},"timestamp":"2026-01-26 06:46:46"} 
[2026-01-26 06:46:46] local.INFO: Formula executed successfully {"data":{"name":"Flush/Stud mounted","expression":"if(mounting_type == mounting_type_flush_stud_mounted, 1, 0 )","result":"1"},"timestamp":"2026-01-26 06:46:46"} 
[2026-01-26 06:46:46] local.INFO: Dense weight computed {"data":{"name":"Standard Raceway (6x2)","dense_weight_expression":"if(mounting_type == mounting_type_standard_raceway_6x2, (  (  (  ( width_of_line_1 + width_of_line_2 + width_of_line_3 + width_of_line_4 ) * raceway_height * 2 ) + ( raceway_height * raceway_depth * 2 ) + (  ( width_of_line_1 + width_of_line_2 + width_of_line_3 + width_of_line_4 ) * raceway_depth * 2 )  ) / 144 ) * weight_material501803 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-26 06:46:46"} 
[2026-01-26 06:46:46] local.INFO: Formula executed successfully {"data":{"name":"Standard Raceway (6x2)","expression":"if(mounting_type == mounting_type_standard_raceway_6x2, variable3 * ( material501803 / 144 * (  (  ( width_of_line_1 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_2 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_3 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_4 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  )  ) + 2.7 / 144 * (  (  ( width_of_line_1 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_2 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_3 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_4 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  )  )  ), 0 )","result":"0"},"timestamp":"2026-01-26 06:46:46"} 
[2026-01-26 06:46:46] local.INFO: Dense weight computed {"data":{"name":"Flat Backer (2mm)","dense_weight_expression":"if(mounting_type == mounting_type_flat_backer_2_5_mm, (  ( width_of_sign + ( 2 * backer_offset )  ) * ( other_dimension_of_sign + ( 2 * backer_offset )  )  ) / 144 * weight_material501803, 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-26 06:46:46"} 
[2026-01-26 06:46:46] local.INFO: Formula executed successfully {"data":{"name":"Flat Backer (2mm)","expression":"if(mounting_type == mounting_type_flat_backer_2_5_mm, variable3 * ( material501803 / 144 * (  ( width_of_sign + ( 2 * backer_offset )  ) * ( other_dimension_of_sign + ( 2 * backer_offset )  )  ) + 2.7 / 144 * (  ( width_of_sign + ( 2 * backer_offset )  ) * ( other_dimension_of_sign + ( 2 * backer_offset )  )  )  ), 0 )","result":"0"},"timestamp":"2026-01-26 06:46:46"} 
[2026-01-26 06:46:46] local.INFO: Dense weight computed {"data":{"name":"Backerboard Cabinet (2\")","dense_weight_expression":"if(mounting_type == mounting_type_backerboard_cabinet_2_inch, (  ( 2 * (  ( width_of_sign + ( 2 * backer_offset )  ) * ( other_dimension_of_sign + ( 2 * backer_offset )  )  )  ) + ( 2 * (  ( width_of_sign + ( 2 * backer_offset )  ) * backboard_cabinet_depth )  ) + ( 2 * (  ( other_dimension_of_sign + ( 2 * backer_offset )  ) * backboard_cabinet_depth )  )  ) / 144 * weight_material501803, 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-26 06:46:46"} 
[2026-01-26 06:46:46] local.INFO: Formula executed successfully {"data":{"name":"Backerboard Cabinet (2\")","expression":"if(mounting_type == mounting_type_backerboard_cabinet_2_inch, variable3 * (  (  ( 4 + 2 * ( other_dimension_of_sign + ( 2 * backer_offset )  )  ) + ( 2 * backboard_cabinet_depth )  ) * ( width_of_sign + ( 2 * backer_offset )  ) * material501803 / 144 + (  ( 4 + 2 * ( other_dimension_of_sign + ( 2 * backer_offset )  )  ) + ( 2 * backboard_cabinet_depth )  ) * ( width_of_sign + ( 2 * backer_offset )  ) * 2.7 / 144 ), 0 )","result":"0"},"timestamp":"2026-01-26 06:46:46"} 
[2026-01-26 06:46:46] local.INFO: Total Cost formula detected {"data":{"item_id":8},"timestamp":"2026-01-26 06:46:46"} 
[2026-01-26 06:46:46] local.INFO: Formula calculations completed {"data":{"total_items":50,"successful_calculations":49,"errors_count":0},"timestamp":"2026-01-26 06:46:46"} 
[2026-01-26 06:46:46] local.INFO: Summed initial totals {"data":{"totalCost_before_formula":30.821148657999995,"totalDenseWeight_before_formula":3.9453818655483337},"timestamp":"2026-01-26 06:46:46"} 
[2026-01-26 06:46:46] local.INFO: Total Cost formula executed {"data":{"formula":"totalCost * variable2","computed_totalCost":33.9032635238},"timestamp":"2026-01-26 06:46:46"} 
[2026-01-26 06:46:46] local.INFO: Total Dense Weight formula executed {"data":{"formula":"totalDenseWeight * 1.1","computed_totalDenseWeight":4.339920052103167},"timestamp":"2026-01-26 06:46:46"} 
[2026-01-26 06:46:46] local.INFO: Total Cost result added to calculationsResults {"data":{"variable_id":8,"result":33.9032635238,"dense_weight_expression":4.339920052103167},"timestamp":"2026-01-26 06:46:46"} 
[2026-01-26 06:46:46] local.INFO: Preparing boxes for bin packing {"data":{"sign_type":"Halo Lit Channel Letters","objects_count":1,"totalDenseWeight":4.339920052103167},"timestamp":"2026-01-26 06:46:46"} 
[2026-01-26 06:46:46] local.INFO: Processing flush stud mounted objects for 3D bin packing {"data":{"objects_count":1,"sign_depth":"1"},"timestamp":"2026-01-26 06:46:46"} 
[2026-01-26 06:46:46] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-1","width":1,"height":1,"depth":"1"},"timestamp":"2026-01-26 06:46:46"} 
[2026-01-26 06:46:47] local.INFO: 3D Bin Packing API response received {"data":{"response":{"response":{"id":"1769410007_43ef11c4b72554cb81361f4fb1bb8c63","bins_packed":[{"bin_data":{"w":1.3,"h":1.3,"d":1.3,"id":"unique","used_space":100,"weight":0,"gross_weight":0,"used_weight":100,"stack_height":1.3,"order_id":null},"image_complete":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260126/da9185f39826dfebc6a96ce5a49b9bf0/1769410007-649-5276278.svg","items":[{"id":"item-1","w":1.3,"h":1.3,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260126/da9185f39826dfebc6a96ce5a49b9bf0/1769410007-6488-7242442.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}}]}],"errors":[],"status":1,"not_packed_items":[]}}},"timestamp":"2026-01-26 06:46:47"} 
[2026-01-26 06:46:47] local.INFO: Box added from packed bin {"data":{"length":1.3,"width":1.3,"height":1.3,"denseWeight":4.339920052103167},"timestamp":"2026-01-26 06:46:47"} 
[2026-01-26 06:46:48] local.INFO: Shipping rates calculated {"data":{"boxes":[{"size":{"length":3.3,"width":3.3,"height":3.55},"quantity":1,"denseWeight":4.339920052103167}],"cheapestShippingCost":65.02,"rawShippingRates":{"data":[{"career":"dhl_small","boxWeights":[{"size":{"length":3.3,"width":3.3,"height":3.55},"denseWeight":4.339920052103167,"volumetricWeight":0.5,"higherWeight":4.339920052103167,"quantity":1}],"totalHigherWeight":4.339920052103167,"DS":6.9438720833650684,"rate":"47.78","tariffAndDS":54.723872083365066,"fuelSurcharge":"0.2975","gst":"0.1600","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":82.36489987267274,"totalShipmentCostFormula":"((tariffAndDS (54.723872083365) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.2975)) * (1 + gst (0.1600))) + DdpService (0) + isRemotePrice (0) = 82.36","warnings":[]},{"career":"dhl_heavy","boxWeights":[{"size":{"length":3.3,"width":3.3,"height":3.55},"denseWeight":4.339920052103167,"volumetricWeight":0.5,"higherWeight":4.339920052103167,"quantity":1}],"totalHigherWeight":4.339920052103167,"DS":6.9438720833650684,"rate":"54.9","tariffAndDS":61.84387208336507,"fuelSurcharge":"0.2975","gst":"0.1600","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":93.08121187267275,"totalShipmentCostFormula":"((tariffAndDS (61.843872083365) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.2975)) * (1 + gst (0.1600))) + DdpService (0) + isRemotePrice (0) = 93.08","warnings":[]},{"career":"fedex","boxWeights":[{"size":{"length":3.3,"width":3.3,"height":3.55},"denseWeight":4.339920052103167,"volumetricWeight":0.5,"higherWeight":4.339920052103167,"quantity":1}],"totalHigherWeight":4.339920052103167,"DS":4.339920052103167,"rate":"44.23","tariffAndDS":48.569920052103164,"fuelSurcharge":"0.3250","gst":"0.1600","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":74.65196712008256,"totalShipmentCostFormula":"(( tariffAndDS (48.569920052103) + overlengthSurcharge (0) + overweightSurcharge (0) ) * ( 1 + fuelSurcharge (0.3250)) * ( 1 + gst (0.1600))) + DdpService (0) + isRemotePrice (0) = 74.651967120083","warnings":[]},{"career":"fedex_flyer","error":["Weight is higher then 2.5 kg"]},{"career":"ups_5kg_selected_countries","error":"SQLSTATE[42S02]: Base table or view not found: 1146 Table 'ecshipadminepicc_db.ups5kgselectedcountries' doesn't exist (Connection: mysql, SQL: select * from `ups5kgselectedcountries` where `country_code` = US limit 1)"},{"career":"ups_usa","error":"SQLSTATE[42S02]: Base table or view not found: 1146 Table 'ecshipadminepicc_db.ups5kgselectedcountriesrates' doesn't exist (Connection: mysql, SQL: select * from `ups5kgselectedcountriesrates` where `weight` = 4.5 limit 1)"},{"career":"dhl_usa","boxWeights":[{"size":{"length":3.3,"width":3.3,"height":3.55},"denseWeight":4.339920052103167,"volumetricWeight":0.5,"higherWeight":4.339920052103167,"quantity":1}],"totalHigherWeight":4.339920052103167,"DS":6.9438720833650684,"rate":"90.92","tariffAndDS":97.86387208336507,"fuelSurcharge":"0.0000","gst":"0.0000","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":97.86387208336507,"totalShipmentCostFormula":"(((tariffAndDS (97.863872083365) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.0000))) * (1 + gst (0.0000))) + DdpService (0) + isRemotePrice (0) = 97.863872083365","warnings":[]},{"career":"ups_zones_selected_countries","boxWeights":[{"size":{"length":3.3,"width":3.3,"height":3.55},"denseWeight":4.339920052103167,"volumetricWeight":0.5,"higherWeight":4.339920052103167,"quantity":1}],"totalHigherWeight":4.339920052103167,"DS":0,"rate":"93.29","tariffAndDS":93.29,"fuelSurcharge":"0.3250","gst":"0.1500","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":144.4506375,"totalShipmentCostFormula":"(((tariffAndDS (93.29) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.3250)) + 2) * (1 + gst (0.1500))) + DdpService (0) + isRemotePrice (0) = 144.4506375","warnings":[]},{"career":"ups_zones","boxWeights":[{"size":{"length":3.3,"width":3.3,"height":3.55},"denseWeight":4.339920052103167,"volumetricWeight":0.5,"higherWeight":4.339920052103167,"quantity":1}],"totalHigherWeight":4.339920052103167,"DS":0,"rate":"119.16","tariffAndDS":119.16,"fuelSurcharge":"0.3250","gst":"0.1500","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":183.87005,"totalShipmentCostFormula":"(((tariffAndDS (119.16) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.3250)) + constant (2)) * (1 + gst (0.1500))) + DdpService (0) + isRemotePrice (0) = 183.87005","warnings":[]},{"career":"sea_mode_oa","boxWeights":[{"size":{"length":3.3,"width":3.3,"height":3.55},"denseWeight":4.339920052103167,"volumetricWeight":0.5,"higherWeight":4.339920052103167,"quantity":1}],"totalHigherWeight":4.339920052103167,"DS":0,"rate":"65.02","tariffAndDS":65.02,"fuelSurcharge":"0.0000","gst":"0.0000","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":65.02,"totalShipmentCostFormula":"((tariffAndDS (65.02) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.0000)) * (1 + gst (0.0000))) + DdpService (0) + isRemotePrice (0) = 65.02"},{"career":"sea_mode_ob","boxWeights":[{"size":{"length":3.3,"width":3.3,"height":3.55},"denseWeight":4.339920052103167,"volumetricWeight":0.5,"higherWeight":4.339920052103167,"quantity":1}],"totalHigherWeight":4.339920052103167,"DS":0,"rate":493.3992005210317,"tariffAndDS":493.3992005210317,"fuelSurcharge":"0.0000","gst":"0.0000","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":493.3992005210317,"totalShipmentCostFormula":"((tariffAndDS (493.39920052103) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.0000)) * (1 + gst (0.0000))) + DdpService (0) + isRemotePrice (0) = 493.39920052103"}]}},"timestamp":"2026-01-26 06:46:48"} 
[2026-01-26 06:46:48] local.INFO: Product cost factor determined {"data":{"sign_type":"Halo Lit Channel Letters","productCostFactor":1.66},"timestamp":"2026-01-26 06:46:48"} 
[2026-01-26 06:46:48] local.INFO: Final API Response {"data":{"sign_width":"120","sign_height":"1","sign_depth":"1","sign_type":"Halo Lit Channel Letters","sideViewImage":"https://api.signize.ai/mockups/flush-stud/flush-stud-halo-lit-channel-letters.png","mounting_type":"Flush/Stud mounted","combined_production_cost_usd":40.0,"total_production_cost":60.0,"totalDenseWeight":4.339920052103167,"totalVolumetricWeight":0.5,"bin_packing_result":{"response":{"id":"1769410007_43ef11c4b72554cb81361f4fb1bb8c63","bins_packed":[{"bin_data":{"w":1.3,"h":1.3,"d":1.3,"id":"unique","used_space":100,"weight":0,"gross_weight":0,"used_weight":100,"stack_height":1.3,"order_id":null},"image_complete":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260126/da9185f39826dfebc6a96ce5a49b9bf0/1769410007-649-5276278.svg","items":[{"id":"item-1","w":1.3,"h":1.3,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260126/da9185f39826dfebc6a96ce5a49b9bf0/1769410007-6488-7242442.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}}]}],"errors":[],"status":1,"not_packed_items":[]}},"shipping_rates":{"data":[{"career":"dhl_small","boxWeights":[{"size":{"length":3.3,"width":3.3,"height":3.55},"denseWeight":4.339920052103167,"volumetricWeight":0.5,"higherWeight":4.339920052103167,"quantity":1}],"totalHigherWeight":4.339920052103167,"DS":6.9438720833650684,"rate":"47.78","tariffAndDS":54.723872083365066,"fuelSurcharge":"0.2975","gst":"0.1600","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":82.36489987267274,"totalShipmentCostFormula":"((tariffAndDS (54.723872083365) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.2975)) * (1 + gst (0.1600))) + DdpService (0) + isRemotePrice (0) = 82.36","warnings":[]},{"career":"dhl_heavy","boxWeights":[{"size":{"length":3.3,"width":3.3,"height":3.55},"denseWeight":4.339920052103167,"volumetricWeight":0.5,"higherWeight":4.339920052103167,"quantity":1}],"totalHigherWeight":4.339920052103167,"DS":6.9438720833650684,"rate":"54.9","tariffAndDS":61.84387208336507,"fuelSurcharge":"0.2975","gst":"0.1600","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":93.08121187267275,"totalShipmentCostFormula":"((tariffAndDS (61.843872083365) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.2975)) * (1 + gst (0.1600))) + DdpService (0) + isRemotePrice (0) = 93.08","warnings":[]},{"career":"fedex","boxWeights":[{"size":{"length":3.3,"width":3.3,"height":3.55},"denseWeight":4.339920052103167,"volumetricWeight":0.5,"higherWeight":4.339920052103167,"quantity":1}],"totalHigherWeight":4.339920052103167,"DS":4.339920052103167,"rate":"44.23","tariffAndDS":48.569920052103164,"fuelSurcharge":"0.3250","gst":"0.1600","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":74.65196712008256,"totalShipmentCostFormula":"(( tariffAndDS (48.569920052103) + overlengthSurcharge (0) + overweightSurcharge (0) ) * ( 1 + fuelSurcharge (0.3250)) * ( 1 + gst (0.1600))) + DdpService (0) + isRemotePrice (0) = 74.651967120083","warnings":[]},{"career":"fedex_flyer","error":["Weight is higher then 2.5 kg"]},{"career":"ups_5kg_selected_countries","error":"SQLSTATE[42S02]: Base table or view not found: 1146 Table 'ecshipadminepicc_db.ups5kgselectedcountries' doesn't exist (Connection: mysql, SQL: select * from `ups5kgselectedcountries` where `country_code` = US limit 1)"},{"career":"ups_usa","error":"SQLSTATE[42S02]: Base table or view not found: 1146 Table 'ecshipadminepicc_db.ups5kgselectedcountriesrates' doesn't exist (Connection: mysql, SQL: select * from `ups5kgselectedcountriesrates` where `weight` = 4.5 limit 1)"},{"career":"dhl_usa","boxWeights":[{"size":{"length":3.3,"width":3.3,"height":3.55},"denseWeight":4.339920052103167,"volumetricWeight":0.5,"higherWeight":4.339920052103167,"quantity":1}],"totalHigherWeight":4.339920052103167,"DS":6.9438720833650684,"rate":"90.92","tariffAndDS":97.86387208336507,"fuelSurcharge":"0.0000","gst":"0.0000","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":97.86387208336507,"totalShipmentCostFormula":"(((tariffAndDS (97.863872083365) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.0000))) * (1 + gst (0.0000))) + DdpService (0) + isRemotePrice (0) = 97.863872083365","warnings":[]},{"career":"ups_zones_selected_countries","boxWeights":[{"size":{"length":3.3,"width":3.3,"height":3.55},"denseWeight":4.339920052103167,"volumetricWeight":0.5,"higherWeight":4.339920052103167,"quantity":1}],"totalHigherWeight":4.339920052103167,"DS":0,"rate":"93.29","tariffAndDS":93.29,"fuelSurcharge":"0.3250","gst":"0.1500","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":144.4506375,"totalShipmentCostFormula":"(((tariffAndDS (93.29) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.3250)) + 2) * (1 + gst (0.1500))) + DdpService (0) + isRemotePrice (0) = 144.4506375","warnings":[]},{"career":"ups_zones","boxWeights":[{"size":{"length":3.3,"width":3.3,"height":3.55},"denseWeight":4.339920052103167,"volumetricWeight":0.5,"higherWeight":4.339920052103167,"quantity":1}],"totalHigherWeight":4.339920052103167,"DS":0,"rate":"119.16","tariffAndDS":119.16,"fuelSurcharge":"0.3250","gst":"0.1500","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":183.87005,"totalShipmentCostFormula":"(((tariffAndDS (119.16) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.3250)) + constant (2)) * (1 + gst (0.1500))) + DdpService (0) + isRemotePrice (0) = 183.87005","warnings":[]},{"career":"sea_mode_oa","boxWeights":[{"size":{"length":3.3,"width":3.3,"height":3.55},"denseWeight":4.339920052103167,"volumetricWeight":0.5,"higherWeight":4.339920052103167,"quantity":1}],"totalHigherWeight":4.339920052103167,"DS":0,"rate":"65.02","tariffAndDS":65.02,"fuelSurcharge":"0.0000","gst":"0.0000","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":65.02,"totalShipmentCostFormula":"((tariffAndDS (65.02) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.0000)) * (1 + gst (0.0000))) + DdpService (0) + isRemotePrice (0) = 65.02"},{"career":"sea_mode_ob","boxWeights":[{"size":{"length":3.3,"width":3.3,"height":3.55},"denseWeight":4.339920052103167,"volumetricWeight":0.5,"higherWeight":4.339920052103167,"quantity":1}],"totalHigherWeight":4.339920052103167,"DS":0,"rate":493.3992005210317,"tariffAndDS":493.3992005210317,"fuelSurcharge":"0.0000","gst":"0.0000","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":493.3992005210317,"totalShipmentCostFormula":"((tariffAndDS (493.39920052103) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.0000)) * (1 + gst (0.0000))) + DdpService (0) + isRemotePrice (0) = 493.39920052103"}]},"cheapest_shipping_cost_usd":70.0,"totalCost":130.0,"productionResults":[{"material_id":1,"dense_weight_expression":0,"result":"0","sign_material":"Aluminium Sheet 2.5 mm 1100 Grade 4 ft x 8 ft Pakistan","description":null,"sequence_no":1},{"material_id":2,"dense_weight_expression":0.503,"result":"2.89284","sign_material":"Aluminium Sheet 2mm 4 ft x 8 ft Pakistan","description":"Aluminium 12 G / 0.08 inch - Corrosion-resistant, and Durable for Sign Face.","sequence_no":2},{"material_id":3,"dense_weight_expression":0.0315,"result":"0.22179","sign_material":"Aluminium Sheet 1.5 mm 4 ft x 8 ft Pakistan","description":"Aluminium 14 G / 0.074 inch - Corrosion-resistant, and Durable for Sign Returns.","sequence_no":3},{"material_id":4,"dense_weight_expression":0,"result":"0","sign_material":"SS Sheet 14g Brushed Silver 4 ft x 8 ft Pakistan","description":null,"sequence_no":4},{"material_id":5,"dense_weight_expression":0,"result":"0","sign_material":"SS Sheet 26g Brushed Silver 4 ft x 8 ft Pakistan","description":null,"sequence_no":5},{"material_id":6,"dense_weight_expression":0.875,"result":3.89148,"sign_material":"Acrylic Sheet 8mm Matt 4 ft x 8 ft Pakistan","description":"Frosted Acrylic 8mm / 0.315 inch - Ideal Light Diffusion for Halo Sign Back.","sequence_no":6},{"material_id":7,"dense_weight_expression":0.08,"result":"3.821","sign_material":"LED Module 0.4W UL Cool White 10000K China","description":"UL Certified Modules – 12V DC, IP65, 0.72–1.2W per module","sequence_no":7},{"material_id":8,"dense_weight_expression":0,"result":"0","sign_material":"LED Strip UL Cool White China","description":null,"sequence_no":8},{"material_id":9,"dense_weight_expression":0,"result":"0","sign_material":"Power Supply 5A UL Certified IP68 Everylite China","description":null,"sequence_no":9},{"material_id":10,"dense_weight_expression":0,"result":"0","sign_material":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","description":null,"sequence_no":10},{"variable_id":19,"dense_weight_expression":0,"result":"0","sign_material":"Power Supply 15A-10+5","description":null,"sequence_no":11},{"variable_id":20,"dense_weight_expression":0,"result":"0","sign_material":"Power Supply 20A-(10A+10A)","description":null,"sequence_no":12},{"material_id":13,"dense_weight_expression":0.559,"result":"15.2893","sign_material":"Power Supply 5A UL Certified IP68 Everylite China","description":"Power Supply 5A–60W UL Certified – Input: 100–240V AC, Output: 12V DC 5A, UL certified.","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":0,"result":"0","sign_material":"Power Supply 20A-(10A+10A)","description":null,"sequence_no":16},{"material_id":17,"dense_weight_expression":0.135,"result":"0.6965","sign_material":"Wire 18g UL UL Certified Red & White China","description":"Wire 18 Gauge (Red & White) UL Certified – 18 AWG stranded copper, 300V, PVC insulated, UL-approved.","sequence_no":17},{"material_id":18,"dense_weight_expression":0,"result":"0","sign_material":"Non UL 5A Power Supply","description":null,"sequence_no":18},{"material_id":19,"dense_weight_expression":0,"result":"0","sign_material":"Non UL 10A Power Supply","description":null,"sequence_no":19},{"material_id":20,"dense_weight_expression":0,"result":"0","sign_material":"Non UL 15A Power Supply","description":null,"sequence_no":20},{"material_id":21,"dense_weight_expression":0,"result":"0","sign_material":"Non UL 20A Power Supply","description":null,"sequence_no":21},{"material_id":22,"dense_weight_expression":0,"result":"0","sign_material":"Non UL LED strip","description":null,"sequence_no":22},{"material_id":23,"dense_weight_expression":0,"result":"0","sign_material":"Non UL Wire","description":null,"sequence_no":23},{"material_id":24,"dense_weight_expression":0.00035898434,"result":0.35898434,"sign_material":"Epoxy Primer Pakistan","description":null,"sequence_no":24},{"material_id":25,"dense_weight_expression":2.8511708333333335e-5,"result":0.028511708333333333,"sign_material":"Master Thinner Pakistan","description":null,"sequence_no":25},{"material_id":26,"dense_weight_expression":0.00027195783333333335,"result":0.27195783333333334,"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":0.00055893933333333,"result":"0.55893933333333","sign_material":"Paint (P425-950) Jet Black 1L Nexa Pakistan","description":null,"sequence_no":31},{"material_id":32,"dense_weight_expression":0.000271271,"result":"0.271271","sign_material":"2k Adjuster (P190-376) Binder 2.5L Nexa Pakistan","description":"High Quality Gloss / Satin Paint – PU or solvent-based, gloss (70+ GU) or satin (30–50 GU) sheen.","sequence_no":32},{"material_id":33,"dense_weight_expression":0.00036322,"result":"0.36322","sign_material":"Hardner (922) 1L Nexa Pakistan","description":null,"sequence_no":33},{"material_id":34,"dense_weight_expression":2.8981333333333e-5,"result":"0.028981333333333","sign_material":"Thinner (P850-1491) Fast 5L Nexa Pakistan","description":null,"sequence_no":34},{"material_id":35,"dense_weight_expression":0,"result":0.37637310966666604,"sign_material":"Paint Miscellaneous [Fixed Cost]","description":null,"sequence_no":35},{"variable_id":23,"dense_weight_expression":0,"result":0.75,"sign_material":"Packaging/Box Making","description":"Custom Packaging with 3–5 ply corrugated boxes with inner foam/styro and stretch wrap.","sequence_no":36},{"material_id":353,"dense_weight_expression":0,"result":0,"sign_material":"Corrugated Sheet 5ply","description":null,"sequence_no":37},{"material_id":354,"dense_weight_expression":0,"result":0,"sign_material":"Corrugated Sheet 7Ply","description":null,"sequence_no":38},{"material_id":355,"dense_weight_expression":0,"result":0,"sign_material":"Corrugated Sheet 9 Ply","description":null,"sequence_no":39},{"material_id":356,"dense_weight_expression":0,"result":0,"sign_material":"Plywood Sheet 5mm 3 Core 4*8","description":null,"sequence_no":40},{"material_id":357,"dense_weight_expression":0,"result":0,"sign_material":"Plywood Sheet 7mm 4 Core","description":null,"sequence_no":41},{"material_id":358,"dense_weight_expression":0.76,"result":0,"sign_material":"Plywood Sheet 8*4 Mersawa 6 core 9MM","description":null,"sequence_no":42},{"material_id":359,"dense_weight_expression":1,"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":4.339920052103167,"result":33.9032635238,"sign_material":"Total Cost","description":null,"sequence_no":50}],"productionError":[],"request":{"sign_width_or_height":"120","sign_depth_or_thickness":"1","sign_type":"Halo Lit Channel Letters","mounting_type":"Flush/Stud mounted","profit_factor":1,"no_of_lines":"1","raceway_depth":"2","raceway_height":"6","width_of_line_1":"1","width_of_line_2":"0","width_of_line_3":"0","width_of_line_4":"0","height_of_line_1":"1","height_of_line_2":"0","height_of_line_3":"0","height_of_line_4":"0","backer_offset":"2","backboard_cabinet_depth":"2","no_of_letters":"1","perimeter_of_sign":"1","nested_area":"1","occupied_area":"1","avg_char_height":"Less than 24 inches","width_of_sign":"120","width_of_smaller_line":"1","other_dimension_of_sign":"1","material":"Aluminium","application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","neon_color":null,"uv_printing_needed":null},"TATDays":21,"testDenseWeight":0},"timestamp":"2026-01-26 06:46:48"} 
[2026-01-26 06:46:48] local.INFO: API Epic Craftings Calculation Ended ======================================================================================================== {"data":null,"timestamp":"2026-01-26 06:46:48"} 
[2026-01-26 06:46:49] local.INFO: API B2 Sign Calculation Started ======================================================================================================== {"data":null,"timestamp":"2026-01-26 06:46:49"} 
[2026-01-26 06:46:49] local.INFO: Incoming Request {"data":{"sign_type_name":"Halo Lit Channel Letters","sign_depth":1,"mounting_type":"Flush/Stud mounted","sign_height":1,"sign_width":"120","dimensions":[{"id":"132e0192-19ac-452f-bdeb-16a7ebb81886","height":1,"width":1}]},"timestamp":"2026-01-26 06:46:49"} 
[2026-01-26 06:46:49] local.INFO: Validating Request Payload {"data":[],"timestamp":"2026-01-26 06:46:49"} 
[2026-01-26 06:46:49] 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":1,"sign_width":"120","dimensions":[{"id":"132e0192-19ac-452f-bdeb-16a7ebb81886","height":1,"width":1}]}},"timestamp":"2026-01-26 06:46:49"} 
[2026-01-26 06:46:49] local.INFO: Fetching Sign Type {"data":{"sign_type_name":"Halo Lit Channel Letters"},"timestamp":"2026-01-26 06:46:49"} 
[2026-01-26 06:46:49] local.INFO: Sign Type Query Result {"data":{"found":true,"sign_type_id":1},"timestamp":"2026-01-26 06:46:49"} 
[2026-01-26 06:46:49] local.INFO: Checking B2 Module for Sign Type {"data":{"sign_type_id":1},"timestamp":"2026-01-26 06:46:49"} 
[2026-01-26 06:46:49] local.INFO: Sign Type B2 Module Result {"data":{"has_b2_module":true},"timestamp":"2026-01-26 06:46:49"} 
[2026-01-26 06:46:49] local.INFO: Fetching Unique Returns for Sign Type {"data":{"sign_type_id":1},"timestamp":"2026-01-26 06:46:49"} 
[2026-01-26 06:46:49] local.INFO: Unique Returns Found {"data":{"unique_returns":{"Illuminate\\Support\\Collection":[2,3]}},"timestamp":"2026-01-26 06:46:49"} 
[2026-01-26 06:46:49] local.INFO: Processing dimensions block {"data":{"return_value":2,"raw_dimensions":[{"id":"132e0192-19ac-452f-bdeb-16a7ebb81886","height":1,"width":1}],"sign_height_raw":1,"sign_width_raw":"120"},"timestamp":"2026-01-26 06:46:49"} 
[2026-01-26 06:46:49] local.INFO: Calculated sign dimensions {"data":{"sign_depth":2,"sign_height":1.0,"sign_width":120.0,"tax_factor":0.0887},"timestamp":"2026-01-26 06:46:49"} 
[2026-01-26 06:46:49] local.INFO: Fetching max heightOrWidth from B2SignProductionPrice {"data":{"sign_type_id":1},"timestamp":"2026-01-26 06:46:49"} 
[2026-01-26 06:46:49] local.INFO: Max heightOrWidth found {"data":{"maxHeightOrWidth":"36.00"},"timestamp":"2026-01-26 06:46:49"} 
[2026-01-26 06:46:49] local.INFO: Initialized result array for dimension calculations {"data":[],"timestamp":"2026-01-26 06:46:49"} 
[2026-01-26 06:46:49] local.INFO: Dimension Calculation {"data":{"dim_id":"132e0192-19ac-452f-bdeb-16a7ebb81886","height":1,"width":1,"ceilHeight":1.0,"ceilWidth":1.0,"biggerDimension":1.0,"priceRow_found":false,"priceRow":null,"defaultShippingRate":null},"timestamp":"2026-01-26 06:46:49"} 
[2026-01-26 06:46:49] local.INFO: Base Production Cost Calculated {"data":{"result_items_count":1,"baseProductionCost":0,"result":[{"id":"132e0192-19ac-452f-bdeb-16a7ebb81886","height":1,"width":1,"depth":2,"price":null}]},"timestamp":"2026-01-26 06:46:49"} 
[2026-01-26 06:46:49] local.INFO: Max PSU Height Fetched {"data":{"maxPSU":"45.00","signHeight":1.0},"timestamp":"2026-01-26 06:46:49"} 
[2026-01-26 06:46:54] 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":1,"sign_width":"120","shipping_weight":4.339920052103167,"shape":"rectangular","dimensions":[{"id":"132e0192-19ac-452f-bdeb-16a7ebb81886","height":1,"width":1}]}},"timestamp":"2026-01-26 06:46:54"} 
[2026-01-26 06:46:54] local.INFO: Validation Passed {"data":[],"timestamp":"2026-01-26 06:46:54"} 
[2026-01-26 06:46:54] local.INFO: Input Parameters {"data":{"dimensions_count":1,"shape":"rectangular"},"timestamp":"2026-01-26 06:46:54"} 
[2026-01-26 06:46:54] local.INFO: Resolved Default Data {"data":{"sign_type_map":{"sign_type_halo_lit_letters":"Halo Lit Channel Letters","sign_type_face_lit_letters":"Premium Face-Lit Letters (Metallic Trim)","sign_type_face_and_halo_lit_letters":"Face & Halo Lit Channel Letters","sign_type_single_sided_lightbox":"Fabricated Lightbox - Single Sided","sign_type_double_sided_lightbox":"Fabricated Blade Sign -  Illuminated/Double Sided","sign_type_flat_cut_acrylic_letters":"Flat Cut Acrylic Letters","sign_type_flat_cut_aluminum_letters":"Flat Cut Aluminum Letters","sign_type_single_sided_push_through":"Fabricated Push Through - Single Sided","sign_type_fabricated_letters_non_lit":"Fabricated Channel Letters - Non Illuminated","sign_type_2d_blade_sign":"Flat Blade Sign","sign_type_3d_blade_sign":"Fabricated Blade Sign - Non Illuminated / Double Sided","sign_type_neon_sign":"Neon Sign","sign_type_marquee_channel_letters":"Marquee Channel Letters","sign_type_open_face_neon_channel_letters":"Open Face Neon Channel Letters","sign_type_mirror_infinity_channel_letters":"Mirror Infinity Channel Letters","sign_type_metal_on_acrylic":"Flat Cut Acrylic with Metal Pasting","sign_type_neon_acrylic_sign":"Neon Acrylic Sign","sign_type_double_sided_push_through_cabinet":"Double Sided Push Through Cabinet","sign_type_standard_face_lit_plastic_trim_letters":"Standard Face Lit Letters (Plastic Trim)","mounting_type_flush_stud_mounted":"Flush/Stud mounted","mounting_type_standard_raceway_6x2":"Standard Raceway","mounting_type_flat_backer_2_5_mm":"Flat Backer","mounting_type_backerboard_cabinet_2_inch":"Backerboard Cabinet","avg_char_height_less_than_24_inches":"Less than 24 inches","avg_char_height_greater_than_24_inches":"Greater than 24 inches","raceway_height_6":"6","raceway_height_8":"8","raceway_height_10":"10","raceway_height_12":"12","raceway_depth_2":"2","raceway_depth_3":"3","raceway_depth_4":"4","raceway_depth_5":"5","raceway_depth_6":"6","raceway_depth_7":"7","raceway_depth_8":"8","backboard_cabinet_depth_2":"2","backboard_cabinet_depth_3":"3","backboard_cabinet_depth_4":"4","backboard_cabinet_depth_5":"5","backboard_cabinet_depth_6":"6","backboard_cabinet_depth_7":"7","backboard_cabinet_depth_8":"8","material_aluminium":"Aluminium","material_stainless_steel":"Stainless Steel","application_exterior":"Exterior","application_interior":"Interior","ul_mandatory_yes":"Yes","ul_mandatory_no":"No","paint_finish_gloss_satin":"Gloss/Satin","paint_finish_matte":"Matte","neon_color_simple":"Simple","neon_color_rgb":"RGB","uv_printing_needed_yes":"Yes","uv_printing_needed_no":"No","trim_type_trimless":"Trimless","trim_type_with_trim":"With Trim","fabricated_finish_original_colors_matt":"Original Colors Matt","fabricated_finish_original_colors_gloss":"Original Colors Gloss","fabricated_finish_silver_mirror":"Silver Mirror","fabricated_finish_silver_brushed":"Silver Brushed","fabricated_finish_golden_mirror":"Golden Mirror","fabricated_finish_golden_brushed":"Golden Brushed","fabricated_finish_bronze_mirror":"Bronze Mirror","fabricated_finish_bronze_brushed":"Bronze Brushed","fabricated_finish_bronze_antique":"Bronze Antique","lightbox_type_light_box":"Lightbox","lightbox_type_cut_to_shape":"Cut to shape Lightbox","return_color_black":"Black","return_color_white":"White","return_color_blue":"Blue","return_color_brown":"Brown","return_color_yellow":"Yellow","return_color_teal":"Teal","return_color_orange":"Orange","return_color_golden_brushed":"Gold Brushed","return_color_match_logo":"Match Logo (Default)","shape_rectangular":"Rectangular","shape_cut_to_shape":"Cut to shape","shape_round":"Round"}},"timestamp":"2026-01-26 06:46:54"} 
[2026-01-26 06:46:54] local.INFO: Sign Type Lookup {"data":{"sign_type":"Halo Lit Channel Letters","found":true,"sign_type_id":1},"timestamp":"2026-01-26 06:46:54"} 
[2026-01-26 06:46:54] local.INFO: USA Workshop Module Check {"data":{"sign_type_id":1,"has_module":true},"timestamp":"2026-01-26 06:46:54"} 
[2026-01-26 06:46:54] local.INFO: Initial Price Lookup {"data":{"shape":"rectangular","price_found":true},"timestamp":"2026-01-26 06:46:54"} 
[2026-01-26 06:46:54] local.INFO: USA Workshop Price Found {"data":{"base":"object","price_per_inch":7.0},"timestamp":"2026-01-26 06:46:54"} 
[2026-01-26 06:46:54] local.INFO: Calculating Production Cost (Object Base) {"data":[],"timestamp":"2026-01-26 06:46:54"} 
[2026-01-26 06:46:54] local.INFO: USA Workshop Calculation Completed {"data":{"production_cost":7.0,"dimensions_count":1},"timestamp":"2026-01-26 06:46:54"}