[2026-03-16 09:49:46] local.INFO: Image-to-Text API Request Received {"data":{"request_data":{"sign_width_or_height":"120","user_input_dimension":"width","sign_depth":"1","sign_width":"0","sign_height":"120","sign_type":"Halo Lit Channel Letters","mounting_type":"Flush/Stud mounted","size":null,"neon_color":"Simple","uv_printing_needed":"Yes","mockupCreationType":"single","raceway_depth":"2","raceway_height":"6","backer_offset":"2","backboard_cabinet_depth":"2","material":"Aluminium","application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","sign_image":{"Illuminate\\Http\\UploadedFile":"C:\\xampp\\tmp\\phpBF64.tmp"}},"file_present":true},"timestamp":"2026-03-16 09:49:46"} 
[2026-03-16 09:49:46] local.INFO: Validation Passed {"data":{"sign_width_or_height":"120","user_input_dimension":"width"},"timestamp":"2026-03-16 09:49:46"} 
[2026-03-16 09:49:46] local.INFO: Prepared Query Parameter for Image-to-Text API {"data":{"query_param":"banner_width_ft","query_value":9.999996},"timestamp":"2026-03-16 09:49:46"} 
[2026-03-16 09:49:46] local.INFO: Calling Image-to-Text API {"data":{"file_name":"Screenshot 2025-10-28 100019_enhanced (1).jpg","query_param":"banner_width_ft","query_value":9.999996,"file_size":6052},"timestamp":"2026-03-16 09:49:46"} 
[2026-03-16 09:49:46] 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_enhanced (1).jpg"},"timestamp":"2026-03-16 09:49:46"} 
[2026-03-16 09:50:03] local.ERROR: Server FAILED {"data":{"url":"https://edgebased.codeblue.agency/docs/process-image?banner_width_ft=9.999996","error":"Server responded but data invalid"},"timestamp":"2026-03-16 09:50:03"} 
[2026-03-16 09:50:03] local.INFO: Trying Image-to-Text server {"data":{"url":"http://imagetotext.marke-ter.online:8002/process-image?banner_width_ft=9.999996","file":"Screenshot 2025-10-28 100019_enhanced (1).jpg"},"timestamp":"2026-03-16 09:50:03"} 
[2026-03-16 09:50:05] local.INFO: Server succeeded {"data":{"url":"http://imagetotext.marke-ter.online:8002/process-image?banner_width_ft=9.999996"},"timestamp":"2026-03-16 09:50:05"} 
[2026-03-16 09:50:05] 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\":305.14,\"bounding_box_area\":478,\"image_base64\":\"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\",\"scaled_width\":17.41,\"scaled_height\":19.02,\"exact_perimeter\":116.8,\"approximate_perimeter\":114.57,\"convex_hull_perimeter\":70.79,\"perimeter_pixels\":436.04,\"approximation_points\":12,\"original_contour_points\":32,\"shape_analysis\":{\"perimeter_to_area_ratio\":0.5551,\"compactness\":0.1938,\"aspect_ratio\":1.09}},{\"index\":4,\"position\":{\"x\":0,\"y\":40,\"width\":72,\"height\":75},\"actual_filled_area\":183.49,\"bounding_box_area\":387,\"image_base64\":\"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\"}}"},"timestamp":"2026-03-16 09:50:05"} 
[2026-03-16 09:50:05] local.INFO: Detected Objects from Image-to-Text API 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s48sSTQUTILFPuG4yZphtRFgEwrr1ms73wuc9lUHqm6jrStuAdlAG8d3jxNE1DVgilI2bllRe8hnXnvQqKPuQMKBjLFKhr6Anvf/clvPWtf0jXtcQOVq/qMRnVzM8P6eqGmDq8QhYQBzHDzz3gMF784nM543lnYy0iocJE2UNEmDGWCXeLbN64wdatWQ8ChuKcpygKYtexNGkQYH5uQD0e4VRpusznbr6Zw5/wBBARjGXCfYMxk61FNQEtz33OM+zmbTdQKjMxQozgHBQevHdMNU0iC5SFw4WKz9/831n9wIeCOBB2UzDAgAQ4IE7AFjn11KPZcdutBAfOKf2yx8LCmEEVEDEsR0xAnBIz9AZzHLz6AWzZ+gVIBWgQE2UPEWHGWCbcLbJ54wZbt2Y9zkEmkFKkjUbhhSnLRszgAFVoMtz0ue38m5NPAXGCsUy4bzCWSaTLi3z7775mv/Yrp+FbsI4Z76BtwXsIDlQFEWXcJKbKwvFbz3oOb/6TSwGFBGgGU2Yy4IHIbgaMeP9738S73vUWqqqClPGiLCyM6FclKoZqwgBxnpghWmZhZ8eGDe/hN854PhDERNnDRFB2M5YJd4ts3rjB1q1ZjyoUvSGqSte1OOcZLS0RMxRBsZSZn+/TNB1Xf3Ybj3rCiaBeMJYJ937GXilOcEE580XPsG3brsFH6EbM9CpoGnAKhQcRAYVJbZhAKIWt197EQx95FFCABQgCKBjLDIhAAUhi6Y5v8bSnnUbXLjEZTfAK83MraMYTMon5QUUWUA3EnEAV9SWHPeBw3n/Zp8ENxPBkYUZwKLsZy4S7RTZv3GDr1qyn7Dl2LSWqMiAimBn7y7HDewGUa7ZdxxEnngTqBWOZcC+XmTGWpcT3/v5b9rjHH8mgDyRBTfnnsmVUFMi02aiGnkc86mg+feV2oAAUUEDBlAMYyySCRN78+ldw7Wc/xtLiHTgE5wIrBiswEpAREWI0Vh28mu/e+l0OWn0wlh2vf8NbOfaxp4NbIS0dBYGMoexmyoxwt8jmjRts3Zr1GNBEcAIqoE7ZJ5MjOA8YbL3ueo48+RRQFUyZEe7lMjMGWIac+MPXvNI+dNmfsrCYGFSAsZcPwgEUxMPCyPjk5R/lxFOeBhTs48GUuyQZEP7n3/43XnzWbzIZ345koSp7pDazatVKuq7BeU9d1wwHA0b1hHEz5qDVB/OLDz6cd7znclJWiaKIKI4CARQFA4S7RTZv3GDr1qxHFXxR0XWRqZwT+2RyBOeZ2bptG0eecgqIF0yZEe7FMpCZyR6ITO78rh17zKOw1OACpDYxJSLsT0WZkiBkMx78yw9h643/HQhAAWRAAQWUu2QQmwm+l3jjH6zjii0fZX44oGsmzA/myTkDmapfMR6NERF2LS3S6/Xo9/tk6/HOd1/GQw4/jmwqHeClh6Aouxkg3C2yeeMGW7dmPU2EuWHFZDwhG6iwj0BO4JSZq6+/lmNPOw3wgikzwr1YBjIYYApELn7Derv4oncwPy94H7DYMSUq7E9EmDI1yqrPhW/YwNPPeBEggLKPAspdMiBlcC1f/sJWzn/5WQSfCc6wmPAhkFNibm6OhYUF2ralPzdkqt/vk5Pn8Sc+mVe89o9AgkBJxgGKspsBwt0iWzZdZOf8pwtQFVIn+OBJKdF1iRAcIoKZEXMiBIeI45rrrufw4x8PogLKvV8GBGLDlDWL9uhHP4ylhQW6BqqegBj76/d6mBlOlWiZJjb83AMezPbPfRnCHOBB2I/yQxlgkJsRWgnnvvjZ/O+//wZLS7fR71WICLHrEBHUOYL3zM/Pc/sddxC8Z264itFS5k/feykH/dKRQE8gk1GUqQwod4ds2XSRnbv2AlIGHwomk5ay9BRFwXg8JkbwHkzAecWycPW2bRx10slk8aLcV2QgQqz55Ec22fmvPI+qB6kFETAOdOhBQyZ1zXA4YFy3uBA488XrWHPehdA5cAoCCLtlQPmhjGUxg3b85fbPcOGFL2MwMFLXklIiJ1DnCN6jTpnKKbM0GnHwqoOR5PiVX/0NXviy3wPtC1aCAAZIBpS7Q7ZsusjOXXsBKUPTQdXzNE0kGgx6HuccMUZcUKa6LnPVtddyzCmnksWLcl/Sgi3aaSccx45bvofliBcl50zZc+yTIRs5g3NCzMYDD3sQW664jnLuIeADZEAA4cczwIDIMjfmpWuezi23fBsh0jQNmOJdwHmPU6UoCpaWlhgOh8Suo+96pFxy0bs2cdAvHg70BGGZZEC5O2TLpovs3LUXUDegDmICp1CWga7rMAOnSqgCljNN03HlNVt5zJNOJ4sX5T7AgNyS2iVu2L7FXvGydVjK1HXLsO9pmojzHMArzM/PccftiwzmKp76757J697wNgiHgLGP8H8mQeoymhJSdGy94r386bvfQr9yNO0Ew6Pq8c4zlXJGRei6Dq9KrCd47fO8F5/H05/9InArBVH2Eu4W2bLpIjt37QXEBNnYqygCU2bGVJZMXWfM4Kb/ehOPOuEEsnhR7i0yy5R/wTLQgDX2a6c9jh23fZfR4ph+D9RBzkDiAL1KEYGcMxL6fHzz5/jFhxwNBDBA2E/mx7GsiADGbmOob+F3nvVU2vo2YtcgxYBx3XLIIQdT1zUpJrIZZobkiKQWF0rmVv48my69HKpfAFcJBjmDCIjyf0y2bLrIzl17ATFBNvYyAxEQARUlWkYdYMrV27Zx9MmnkMWLch9gEZqd/NftV9sLznw+6qAIEApmUgI1DtCvCmJq6fUqHnfC6Vz07k8AFT9e5q5kFGU3y2AtaMfH/+wiPvnxP2dQOcZtwtTjVBERFhYWcN7jnSN4ZTK6k5wz8ysPZe3Z6zn1aS8CKuFfSbZsusjOXXsBKUPK7CUC3nuCDzjvWFhawnnBsnDNdddx1Eknk8WLcl/QAq297IVncO311+JcZjgIxNRhgAg4djP2EvF4F1ixYgVvessfc/SJv0nG839LDbAI0nDbd77Oy887k8XR7TgFMyPljFlmbjhHTIkUIzl1rFoxwDnHjtvuZH7VYVx6+Q0gK+jqKKEsQbhbZMumi+zctReQMsQEIsy0CYJCWQZCCHSppa4j2eCmv7yZRz7ueLJ4Ue7NMstqvv7F6+0Fv3sG0SJFoSiZtos4D4OBx6KxTMGUqhqSk/DLv/RQ3vPRzSDzQI9/KXOgzA+nzFiEbgRF5v3v+i/csH0rliMLCzsZDgcsLCzQ6/UQUVQEFYPU4rxj18KYau4Qnv0f1vKs3z4LZE5yAnXcLbJ54wZbd+Z61EGOYAaq0GUICkURcEWgjR1t29FF+Oz12zjuiU8ii4pyL2HsI8wYHcJuNmL9Of/Rbv78Z2ljQ6+qGC+NmBuUhKC0bUvTJHq9QIqZqhogWSiLAeef/ypOfcazgApSAy5gsUV8wT6ZZQY5gWQQBwjLjGUecGAJUgNeueXbX+Gl565jYXEnqspg0KdpWsRg0O/TNA29MrC4805EhJWrD+LW23dx2EMO532bPoXJKkR7gvGjCQeQzRs32DlnrWcqdZABJ2DGXllAPcQEOcO27ddz7GmnkUVFuZfILBNA2M2om0VCUP7uW1+1//Bbp5PaBvHQ6ylelJgSBx20kp13LjDV6/VpmoayLPESAOUZz3gGqw8+lOwc2YwudqxatZqubZmRzNRoNEKdIwTFO082Y38WIylBUydWDOewlBBN1M0SH//4h+lyQlVp25b5+Xlu33Eb/cGAtm2pipKqDNy64xYGwzmkKOmvOoiXnvefOeHEp6E6Lxg/mnAAufKDF9u5a88nJmg7yAZlULqY2V8WsMzM9Tdt56iTTiaLF+VewCCzTA1QMEsgEcF4y5tfa5/+0LtxNGhQ+lUfcmZxccyKFSuoJy3B9wghMJ6MCEEpQwEps2LFCm65bQfBe1wR6LqO4XBIbFpmJDPV7w/IOdHFlpwSZVmyv9RFJpOWnzvkMG65ZQdFUVAUBU0c47wiDsyMSV0z6Pe54847KcuSFCNVWSKWMTPUO3aNRwwPWs0DDnskf/beq4C+YPxowgHkM5deYued/UraFpoWEjA/KBmNGlShLAMhBHYujplyCjfc/HkOP/7xZPGi3DtkY5kw09Zjej3ln/7xm/bsZz4V6+7AWcT7QAgeEWUyGYMpvV6f4CtUlaXRIl7Be+Xg1avZufMOuq5jOBxSliU+eHbcuoOiKFDjAKKGqkNEUBX2531gcXHE/NxqmqYDcbRdjfeKC55xMyamhHeOhYUF5ubmmIop0S97TEYjev0+42ZC0zUUg4rv76x5//su57jHPhnwQlYQ7ppwANm8cYO95MXryRkyIMKMGYiACDNdBu+Yuea66zjmlFPJ4kW5d8gsMzKQcXhiezvvuGi9Xf7JD1IVJeoc3jm8KiLKwsICMUWqXg/nCsajET4EQghMJksceuihdF3EeUc9qck5Mzc3JOVMEQpyjIxGIwaDAbGLdLGhi5HhYID3HhHhzp07QYV+v0+KxpRzATPDe89otIgGT4qRLjaIKClF+v05du3aiaqj6vWY1DVOPeo96pSdCwtUvT7Hn3Aqb3nre4DVgvRA2Ef4oWTzxg22bs16UgYMRDiACDNNAqdgGa69/lqOe+KTyKKiKPcGGTAymYyScWbUi7faM5/+GJrRHagvyQlyjKSc6VcVZoaqY6rf7xNCYDya0B8MmEyWEFG6rqMoCpqmoSxL2ralLEtC8CwtjQgh0HUdK1asYMeOHTzoQQ9i58478T7gnLKwsICqwxUeEcUso+qIXYfznvFoRFEUpBwpisDi4hK9Xp+5uSELC4uYZQTP0mSEU8V5j4onxkjKidWrVnPx297DI455ClAIOYMqICwzlgn7k80bN9i6NetJGTKgwgFEmPFB8c5hZmy9fjuPPP54Ml4U5d4gkzGWOSKg/Pkfv84u3fg2YjOh6BXkbOQukXOmKAKDwRDnlLbtKMuSrusYDPqMRmNyzvT7fUII3HnnHXgfCCEwmYzxPrBy1Upi1+FDYLQ0YjIZM+V9oG1biqIghMBkMsb7QNO1VP2KFBNTTdMQioLJZEwRCqaapqFX9WiahrZJOKf0+32899x2x504dTjncE5pm0QXOwb9Pqee/lTeeMkmoBLLCdGCfYxlwv5k88YNtm7NelKGDKhwABFmRMB5dlO2XncdRzzhRMALKD/7MpnMlJggkoAFe8ZTT2Hnjr9HiXQpo04J6nFOmdQ1c8M5vHeklJkaDPrEmIixo2kaplatWk3btqSUmEzGOOep65r5+XkGwwGjpRFd15FSxPtACIHxeMRUCAVN01CWJYvjJXq9ChHBzKjrCUUoqOuaoigYjSd45+m6iKqSUsY5T1mWpBRZGjWoE7xzqHM0dceUmVH05/jYp6/hlx52LJZFRHvsk1imgLCHbNl0kZ2z9gKKIrA06ugyBAV1yj6ZXhlIqSNG+OyN2zniCScCXjBlRvgZlgEFImQBadh+1WX2h6+/gEEVsBRp25aiKJhq25amaTjkkENYWFjgoINWMxqNcU7p9XosLCxSVRWj0RIxJsqypNfrEWNH27ZMVVUfEWFqcXGRwWBAXU/wPlDXNVPz8/OMxyNElJgTu3aN8EFYpswN5/j+7TvpV4Gm6bDMzPz8HKPRhH2UhBG7SEyGAFXVYzSqmUoCZ559Lue/6nVgpZAcuB4zEoEMBEDYQ7ZsusjOWXsBbQcxgwDeC6qOfTJVGYipJUXjszfcyOEnnADiBVNmhJ9hGTCydSgKeWJnPvtX+c53vkZROIqi4Lbb7qDf71GWJWaGWcY5T1EUTC0sLJBzotermEzGDIdzTKWUiDFSFAUxdsSYKIqCrusYDocsLS0x1e9XTCY1IQTquqbrOvr9iq6L5JxwITAaTwje0cVEEQpiSkzFLjGl4kkpUZYlS0s1+8tACCU5ZUbjjuBBRNm1K1MNoLeyz7btN3Hozx0O9ARTZqRlWQCEPWTLBy+2l649n6qqSDnQNg2TusE5fkAAo1d6UozEBNtuuJ4jTjwJxAumzAg/06JFnEVEMv9t65X2ut9/KdiElQetYMftt9HVHYNBn7IsydlwTmnbjn6/T13XeO8YjydUVY+UMlW/YuedO0kpMhgMyTnTdR1mxmDQp207pgbDAaOlESJCXdeE4GmahhgT6pTgA5NJTVGVxK7Dh8BoqaE/CCwudgz6jrpOCEpR9GiahpyFponsr6xKxqOGGKEohBACIo5dOyf0hkpN5rxXvpxzzno1rneQYI4ZaYEMlICwh2y5dIOds3Y9KUFZDDDL1PUEVWUvyVRFSUwtKRrX3ngjjzr+RFAVUO4NLEVEOrCxnf27Z/Dt//EVQmH40rG4uMSw6lMUBVNt26Iq5GyYGSlFqqrP4uIiZVnivWOq6yIpRUSEsixJKRNCYGrHjh0MhwP2EBHqusb7QNM0eO8wM/r9ATsXF/AuAErwgTt3LlKWnpQiqkpOEKNQ9vpM6iUmE6MsQQHNylSbDNSRYqLtjF7PMRolpkwgVFD2enz1a/8TF+bADYUpaYEMlICwh1x+2Zvs3LWvRQVSLsk5ki2REgyHBZAZL0UOXjEgdpnkjU9vuYqjTnwiiEoWZpQfLfPTowZ0LRSJb375WnvZy9egCEimrmvUMj4EqqogZ6Gua0SMGDuapmFubo6p8XjCVL9fEWOk1+sxmUxQdXjv2LVrFw984INYWFggxo6maaiqirbtiF1CRFCniCgpRkQEdY7RpMFJj7aN5JyYcs6TUkTVkROkJBS9QJcbRBNkiDX4BEUZmNSRmI2UmUkRVKEoHKqe8WKDC543XXIRZ7zgLLAgiAMiywIg7CGXf+iNdu5Z/5muBVQJQfFeUVW62IAYhVc8BV3XklX51BVXcdxJTwZRyQIGCKD8rMqQMtgir33l79oXv3QTTdMxHA6447bvMxgOGfYrING2iaZp6PdLRAQRYWFpzKRJzM+tBJRdiwsceuihNE3D1MLCAnODAV0XERFi7LBspJzx3pFSxntHTpkuduSUERWmlpY6Bv2CFD1mDu8cznuapiHFiKoj58RkEil6gc4miBrNBHoOfAQv0AExM5MSM86BGQT15GYvowAAAA8wSURBVDpTd5nDHn4YN33pr9BiHiQIRJYFQNhDrvjIm+2cNa/GOYjJ03WRbNDrQSgUyHQdDIclddeCCp/ecjXHPO50EC8ZMJYJP5yym/FTkqFe4tb//U373Rf8Jl1aJKfMlHOBqV6hdF2HkVBVJuMGHwJF6LFy1QN4zR9sICbPlDilrmvMjKqqaJoG8YqI0DQtIoKZ4Zwjxg7nPKlr8AohBFSVEAK33347ZkZTd/R6A8zAOY/3jqkYE06VlDPtpKUsS7o8RtQY9itee8H53PG971OPxpgKWSDFTM4gAr1eYGGhoyqACEVZMaZjwzvfwbN/50xQJ+zlAGEPueLDG2zd2vXECAqoCqLG/Io+S0tjEBgOCtrU0UbDFD695Woec/yTQbywW+bHU3YzfjosQlzgbW/8Pbt66ydZGu2iKDzD4YC6bhkMhuzceTs5R8peYH5+nu/fdgeqJWUx4Lf+/fP5T+dfCOaZEQUM8HTNiBmnmBlF6AFGF1uCL2naCWVRAgIYYGCZGDt8qIAMGFAAHVhmRoScIqoOkkHMUJaQGxCD3PHRTR/kNa94BcEppkZKkZyZUYVer2LHjgmDHgQnTBpDC+Ghhx/ODV/8MmhgNwEFlP3JFR95s533klejClgBZJCMWWZKFAQIZZ9JU9OlzFVXb+WYxzwJ8IJkZkRAlClrG6Qo+JcMUMDIObE/VU/OkSlVDxhdbAm+JOeIiLCHiHAgYSqlDucKzBJTIgIIUHPL3/2VnX3m87jt+99j9eo5mnZC27akBOoL6npC22Z8gH4/sLjYUZV9yD2u2fZ5hj//SxgFuwl3QUT40ZR/NQOygWT2ErO4tMgRD3sIzdIibZdwHgb9krpuUBUmEyNlCB7KAClBTNAabLz0gzz92c8GLSVaxItnf3LFR95s573k1agC5kEykCkKT8qRnCFnMJQQAqjxiU98iqNPeBKgAhkkQ86QjRmnHED4AQMUMMA4UAG0LCuADGTAAwkwDmAJxDFjCSyDFqSuxoWCfQxybe975x/x/vf+CUUo6WLLYOBJOZMitI3hCk/b1qQMIqACqQs865kv4NVvuBh8hYkK+xFjHxUOYOxHQfi/YywTlhkg2Jt/71X8yTsuQcmEUFDXDWbgvZCz4b2jKDx13ZAy5Agxw+NPPoErt28nongphH9GrvzoW+zcda9Cld0UyEzFFsoSqr5SlhULu8ZMiTfOWvsiHnDILzCVtQWJ3HrrrRxyyCEMh0Pa2PHPxZgYDgfcuXMnw8EQEWF/RVHQti1TRVEgIjinxJhQp6QY2V/OmV6vx1Rd16gqRVFQ1zWhKHCqdF2kix05trzjbW/BUgILqBpIRAQwR0pKzIqK0VlL20JVOnJXcukHruDhjz4F1AmiHMBYJoAI/7+SzDJlr67mlv/1d3bcUUfRCwHnPQtLE0RAFYoi4L3HLNHFFkuQo5ITUMBnrtvGY088jYyKciC58qNvsXPXvQp1gLFMwAHOQ1EoIQRyFnbtqjFgxUpox4CwTMAMnANxgEBRcABVqGuYG0A9Aec5QFFA2zJTFOBUCUXBZFJTlgVt27I/p8pwbo6ppcVFer0eXYyUZUnXdThVuhipJy1tBytWBBYXO1KEuWGJaCamjtiB4BlNIv1BiQaja1uaGo499ng2fepmSMJuAspdEkCEH0kyGD+cKT+UAJJZpkzlmJDcIoW317z0bD7ywcsYLTT4UvHeEWMiBCWlxHhiDIdgEXInZDNcFTj9157CpZ/cTBYnirI/+czHLrKXnn0B8ys843EkduA8+wgzRYCcAQFVqMewcqXivbA0SnjHPgL9vifnRE5GylCWnpwTU6qOlCLOKeNxxjkQBRVmQiGoCFPOO0QU7xx1XVOWJU3TsGLFCmJKjEcj+oMBseuY1DX9qmJpacwhhxzCnXfsou1ayrKk6xrUOUZLifm5itF4wv56ZUXTRaZ8WbCwNOKyyz7BY47/VXBDMBGEu2QCIsKPZfzrCD9EhljznW9/y05+3AmogZnRNC1FEWjbjqmy9DRtRAwckICycpg6brjx8zzsmONAvbCXIVd9/GI775zz8R4mNViGEMB5DmAGZSmA0TQwHCplWRJTZLTUUQYOIApOBeccokrsOsqyZKppGnxw5Jyoqj45J8wMEaNtW3IGVRBRnFOmRIQYE84pKWXMMiGUxJjoVxXZjKZpMDOaJhI7EIF+v0cInsXFJaqqIsaOlDJmBih7mEBTJ7JA0Sv5+Qc+iGuuvRENB0EOgjr2Z8IBRISfjMwyBTI5tmg2e/5znstnrriCoEJZluScaZqWqbL0NE1E2Cd4pcuZ557x73nn+zZB1RcQwICM/MUnLrFXnPtKMhA7EIFeTzEzlhlT6oSmMabKEnpVYCrFRBczveDYX8oJp4JzDlHFqdI0DVNlWdK2LTFlBv2KmBJOQZ0SY6JrO0RBRBARRJSUIs552jbivTDV78+RYsR5T9M05JSo64g6KEJB8CUxJdq2JaWIcx7vHfWkwXkHpuzRpUzbJUzAF47f/4P/wm+/cB0QwFQwAZQ9TDiAiPCTkTEzxFgmBgaf23qNPfeMZ1NPJohAVRQ0TYsAZelpmsiMMZMMBFi5Yo6/+upXmf/FX2A34Qfkmk+91V5x3itQJ6Ro+ODpV31GoxEzkjEzcgIRQCBnEGHGeQhe8arsISKIGGZGzpmUjeAd6hxTOSWqfh/vHKPxGO8cdV2TslEEz5SZYWZMiQhtmyhLz2QSKUvFzKiqAZPJhK5LqAplWTIe15Slp+sS3hWklImxoyxLFhcb+v2AmSEigLKHidK2NVkMV1Z8/Rv/QE4eDaVYMsQXgLKHCQcQEX4yMlOp63DOgwog7GanPPpY/uavv0oZhNIH2roFgarwTNrIjDFj/19zcBNqa1UGcPz/PGu973r3PvscInAQGQUSEpZYiK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","scaled_width":16.34,"scaled_height":19.02,"exact_perimeter":68.7,"approximate_perimeter":68.05,"convex_hull_perimeter":61.07,"perimeter_pixels":256.49,"approximation_points":6,"original_contour_points":13,"shape_analysis":{"perimeter_to_area_ratio":0.5911,"compactness":0.3095,"aspect_ratio":1.16}},{"index":3,"position":{"x":80,"y":42,"width":65,"height":71},"actual_filled_area":210.4,"bounding_box_area":331,"image_base64":"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","scaled_width":17.41,"scaled_height":19.02,"exact_perimeter":116.8,"approximate_perimeter":114.57,"convex_hull_perimeter":70.79,"perimeter_pixels":436.04,"approximation_points":12,"original_contour_points":32,"shape_analysis":{"perimeter_to_area_ratio":0.5551,"compactness":0.1938,"aspect_ratio":1.09}},{"index":4,"position":{"x":0,"y":40,"width":72,"height":75},"actual_filled_area":183.49,"bounding_box_area":387,"image_base64":"iVBORw0KGgoAAAANSUhEUgAAAEgAAABLCAYAAADTecHpAAAe3UlEQVR4AdXBC7zu5Zjw8d913ff/8Kxn7bXblSilRCkqaqThxZTTCIMQZSplHJNISJSJyYzTUDLSzIQZjEOKmqHXoSJShHQiOSVCKu32Xs/h///f93W9+3lWa7dX7XbxDp9P36+4O38c4/bMjAmViLcZiQEC0LZQBsgjPLf84MrL/bprruXy71/KL3/5S2644QZuuvFGVq1axU2//z1d11FVFVVV0e/P0OvNcN/73pdNN92EXXZ5KBtvuhk7Pexh3H/HncCyIAGkBDNwBwFUAeE2zlLC3SHuzh/HWEowy0yoAaZQKjSJ7174NT/77M9z8Xcu4pJLLuGWm8cUAYoAc8sKVq3umJiZUSZGI0OVKTcwAxFIGYJCl8EV5jaaYeedH8ozn/lsHvPox7Ldg3cGLYQy4G2DlCUggHNHwt0h7s4fxwBjwnEmBAUEyFz61a/6Jz/6n5x99he56cab0FiwetQQWFBEpkSg66CagdEQRKE/owwGBg4hgAh4hhDADGJQbumMFb2KibZrycm5/zb34/nPfz5PefrfsN1uu+FFECHgZATlNgoId4e4O38YY4GBs8Rw9Wo/44zTOeVf3sdPLr0c7yAoiEDQglHXUWmJWaI3W5FyS9tlJsoi0KbMRFEE2jYDgogwIQ5lWTIcjimLiDhrpZTIQKlgBjnAY/Z+MgcecghPf8YzQRVEhCUCd4e4O+vlTJkwpUAmE5gQaEcQCggljAf+3ne/m5NPPpnRaERqx2jONOPMRF0FLGVElAkVBQxRYUJEaNvEuqqqYDTqKKrAuMnEwFriIMIS7qDOVFYIdY9kxh6P/EvedOwxPOKRf4kEFWIBBAxlXcr6ibuzXs6UCVOOExASY6ILuIIo5515ph/1+qP4+TU/J4aIuxPEMc+kzpgoAmBskBhTJkyVZaTrEi7QJYiBJcRZQoQlirIiIxjQ5o79DzyAY4/7eza7970hloJEjAXKnRN3Z32MBcoix61DVIHMqut+62848rWcfvrpuDsigplTlgVVVTG/ep4YmDIDcRDhTokxZcJUDIqoMGoyohCUJcS5C0KXnXqmYtg0aFS22GpLTvqX9/PYJ+0NjiDKAuXOiLuzPsYCZcIAAWtB4Xtfv8AP2G9/Vt5wIxOWjZFBJdA51FHoklOVykTbGkUAd1BlKoSAiLAoNYkJE6ZUoSgKVo86igAiIMJa4kypKNmM2xNR3J1xdmb7NRln9aBhdnmPo45+A6963RtAEFCmRAHl9sTdWZ+MMxGYcCBDSnzyw6f6Ua97Pc38iEKVrjNCVHIy1iUKIuACKUEQEAFViDHStglVpsygjIFBm5nrVwwGDSEw5QLuIMKUqqJBIRlNZ/TqSNclFqlzK2GRCbTmFHXBcNRRVsorDjuU497+djCHohRQIIKAAcoCcXfWJ+OkZkxVlSw6+e3H+/FvfQvNyOkVStMZ/aqkaVoWGQtEmXIBEYiimBtmYAZVFWiazERVBXKbCVHpsqEK7ky5gDtTIqCqiAhiTspGDEo2w50pdaYUYcKFqdYdLZTUGRogRDjowL/lHe//AGgBWgiqgGKAskDcnfVzwMATWOY9x/+Tv+uf/pFSoGkMdaiqyKBJ1IWSOmPChCkRplxABKIo5oYZmDFVVYGJpskEoK4LVo07eoWSzZhwAXemREBV0aDkNhFjoOsyqmDGlDpTirCWCiZgOBoj2TqCQwjwhmPeyKGveg30lwkSMZQJZYG4O+tngENu+K8Pf8SPPPxwcpOpi0BqMhrAMsRCycmYcAcTpgILTMCdKRGIQdGgpJQwYyoIiDBlBq5MOQvcmRIBDaAaSU2iqgqGo466CuQ2M6EIEyqCuTNhOEVd0TQNvX6f8XhAFWB+DDN9eM9JJ/HsAw+GWIsRmVAWiLtzBwZ0YygD5591lu/7nH0Rd8RBhCkRplQUc8OMtRQQB3UwAXMo6shonEhApdAZ9CLkDIVCmyEDsxUMG8gCvVmlbQ0RiEEYjZwQIbfggLBgJkaKUEAyPDsm4GKMLTFTRZomQWAtEYgaGLeZZXOQC+G8Cy5km+13AekJDghT4u7cgRmI8LsrLvPHP/4J3PT7m3B31iXCEu6spYAYKGACLmBABowFVSVsscUWPPbRj2HnnXZi4002Ydttt2U8HtPr9RillqpX8/OfX8PPfvYzrrjiCr578cX86le/IXVQliAOuYUCKENNIODZyWTQTGeJWCg5Ga4ssXx2jvF4Hi8Nj7Dr7rvzuS9+FZhhDeFW4u7cgRmMhv70x+3Ft779HTJQKEtkllJhLXFQU0AxMVyMzBoRHr7Hruz91Kex734HsPnW24O3TEkAnAWCjYdoVeFtixQFmEMs+PkPruS0z3yKMz/3aS675Cc4MKuABSIlgUAm4TImRGgThAju3MYhZVABKWBmI+Gmlc4pp/4Lz9vvYAgzgjAl7s5tjCkzTjjuLf7Pb387bZeYUGXKjSlT1ksFcNaITJgYJvCa1x7BPs99FjvuugeQsWRorACRnFtCiIAy0TUjiqrHRGrHxLLGUos6UJQOHVjLReefz/tOOIlvnHs+o/kx7hCJiGScRF0HhqNMVUI2liiLgEQYNpn+nOJRqWfmuOT7P6Co+oRyRkARN2fCyYgIIPzixz/0R+3yMDQ7KSfMQFjKlCU6gzqCCAw6mO1XDEYNe+65JyecdCLb7PBgEAUUBMHZMOGOnLXcDAnq5Mzl3/0Oxx79Bi74+teoYqCsIvOrxsz1C1JOTIxbp9cLhBBJqWMwMOoZIRSOBCG5U/UqjjnmzRz8ssPBK0EKxLODQJcbcm6oq4oXHnCAf/H0M9HspJwwA+F2AkvkDLOzFfODBgRmN92Io990LC85/DWQEoQIghgLlHU4d4+wlhuIcit32nnOOuM0XvPqwxnOD8gdqMOyfkHTdHQZigJSgnEDRQVlHYgimCZShl6/YIstNue8r38LrVYIUiGeHQSQBCR+cNUVvtejHk0cGZqdlBNmINxOYIllc7PMr56nS7DpfTblo586g90f+xgmzAxUxZkwFgkLlDvhLCWsZSiO454RS4QQHGv54aWXcMgLDuSaq69BMsz2laYxqkoJMWDZGIwzoRJiVeI5YZap64Km7ejNBN5/8qk8fu/9QCsRzw4C7mNE4QUH7udnnnYmfQloFlJOmIFwO4EpcRYodBm22mYrvvClc9h8mwdCFDwhbe4oqoIJx1gkrJ9yK2cpYcrdcREUAYQJp0EQSK1f94treNFB+/Pjq64kdY4qjEbQqyBG6DJIGdEYsJTJOREixAgpw557/RUf+sTZID0RNwcS5JZrrr7Kd9/1LyiD0I4cARRwoANmy4K27UhAYEEANMA4w9zGc3zp69/ggQ/eGcxZQ1ikwh/MWUq4Ew44t0l+/bU/5SlP2ovrfnk9y5Yp44FRBEBAFcxBJGCaKQrB3dEAQaBz4dzzL2OLrbZD3DOQAOEdb3y9n/TeE/AMOYGqkLOjCp3BspmaVcMxVRCa7ASgF6DsVaweNXzs9NN5wjOexZS5sC4RlhD+hAxI/sufXsmTn7Qno8FqPCnqhkYnCHgWTAB1EJjpF+TcYQ5I4J9P/E/2fvrzEPcMJEgtD99xB//1tdfhiam6rhkOx1RlgQZl9ahhbqambVuaZEQBHFrgNa89nGPedSITlhEVZwkRlhD+dBwQ1kj+2U9+mNcccRjqRgyOhgwGmCCxwMmM28xMX8nJqHuB2blNecWr3sz+z/87xD0DiW9+5Uv+nGc+A81GO4YYYLa/jJWrVtOfqRERhoMRRREJMVBVBTevnCdEuPcWm/G9K65A6z4UM+IGgrOECEsIfx428iMPfylnnXkaURPmCc8gAlWvIudM0IKqqthtt93Yb//nstdTngX0gRLxnMA6jnvj6/2Ed52EAqXAzEyFu5BTJlvm9rpkBAWdCfzDP/0jL3z5oRBqIIobCM4SIiwh/Jlkv+bqK9h778cyHKyiqoXcOkUBJnDvzbbgCY9/MgceeAjb7rAzNAnKGdACREXcHeh4wqP28O9/5xKiQRmFpnEECFEJGsiWWZe6MZ/hgTtsycWXXw6xBkTcI3hAcJYQYQnhz8ABARp/y5uP4EP/fjK9qsLd2WmXnXn+/gewz7Oeg1YbQWcQasgqxAA4CIi7s/J31/l2978f0Z3cOL1SGY8NEQgBQgjknFlX1MAoZY57599z6JGvA5QEIpSoK+IsJcISwp+QA8YCBTLX/uxSf+6++/C4PR/PwQe/mO13fiSQAQUzQQJkIAoYIEyJe+LSiy70pz35yXjbMBwlKoVer8LdyTmTc+b2iiKgVcG5F32DbR60EwkTUISIuiLOUiIsIfwJOWAsUMCAxvEWpAQKoABDmFBIo45YFmAZigDOlLiN+Lf3nuhvO/attM2Iqipo2hY3KIqAiJBSoqoqzIycMskNV9hlt1350oXfBoSMCCgCKGs4Gyb8iTkLBHDAuI0CwhLObYS1xJuVHPrCF/kZHz8dBYo6IOI0TWaiKAIiQtcl3MEdskMHHHbEyzn+3SfiEsVFmFBu5WyYcI8g7kMOesY+ft7Z5yEOw9SiQIzgxlRRCE3jiIAIoKB14L0nvZ/nHvR3oIUYC5QJA1c2SLhHEPcRj3rITv6jH/yUngZGlqki5AQhghtrxQghBCQoq8Ydl1z2Pe633Y54qMRFmFAmDFzZIOEeQdzHbL3RcveR0bQd/X7FaNRQ1yWpS4gKXZep65JVw5aZQvHgFDMlP7v2OqS/EU2TJJYVE4oDhhDYIOEeQdLgd771fbbAhplCI23uiBFUIyEEBoOGGCGEQNtmQgBUmdt0OT/8yU+hXkaXXDQWTCgOGEJgg4R7BLn+2h/6LtvvSJEjlhKhDKScqauK8bihLAvG4w4RKMtISgkXuO82W3HxFVdAMSNOwBAmFAcMIbBBwj2C/PTKb/seuz6CmKBf91g5HNErQTUiIjRNx0Q2mJvtMRyNQOEBO27H1793CWglSCQ7U4oDhhDYIOEeQa798ff9Ebvsio2cKkYIDhht6ywSARGo64rhsCGWge0evB3nfe9yMBe0wFigTBi4skHCPYLc+Ksf+c4P2hEbGFGFUAbAaFtjXTEoGpSuS2gMbLntVlz0g6vAVNACY4EyYeDKBgn3CNLc8mvfdsv7YcOMmFPUBWC0bWaRCKgo5kaMkWTGJvfZlMt+/nOgELTAWKBMGLiyQcI9gnjze996s81Jgw4xRwslRKFtEhPuIAIhBLou0+tVjNuG2RVzXH3ddaAVRhBUmVAmDFzZIOEeQdxWs+OWW/rK396COhR1oCgKhsMxXYIYhJneDG3bki2jopgYoQ5859LL2Ox+DwAtxFigTBi4skHCPYJ4XskTH/l//NJvX8lEUNAAlsENQlTKsiR1iUUmhhfwqdPP4DFPeipIFGOBMmHgygYJ9wji6WZe9aKX+GkfOw1L4CxwoIhKDBF3x91ZZGKMkvG+k0/kgJcczhpiLFAmDFzZIOEeQby7hXe85a1+yokfILUt2TLu0CSYKSKxiLRti4pibqgoJkZnxhOf8gQ+fubnMVNBIxPKrZwNE/6MnAUGJMCACCigLBAWGaAskNSs5vxzzvED9t2X8aCjEEgOZQARcGcqZ4gRyrJk9bBlxXKlNzfHpT+6Buktx0gCiqLg3DXhz8JwIKEo1/zsMt725iN5+lP39r/Z7xCwCjwIWoAWNJYpNJCBggXiOXHdL37mD3ng9pQKGNQFuAOuLDI33KGqSsZNSxmhmAn820c/wV5/vTfEUowIKOrcNeFPzgDDUVqUMed+8bP+zn84Cs2Ze99nWw564cvYc68nIrMbAZVAyTg3VKFCWCDuGbqxP2yH7bnhN7/Gs1MEEBFwZZEGZTzuqKqIe6btHAmw11P24mOnnQE6I0YElAllDefOCX9yxgKlAQa88qX7+9VXfJc0aoDI3PIVECIHvuAQnvncv0XL5eC1oBWLxFKHWMuLDzrAzz7rTDAjd1DXioiwqCgKVq8eU1VKjErbJiyCR7jgW99k6+0eCtSSUSYCazh3TvgzcWDMlZd+1V992AtJw3miAhlUIm3uCHUPDTX7PHt/9t//BWy0+dZATyAg7hms4/Of/qQfcuDBpATL+0pyIwZhXe5ONnCHui4wOqSGfZ79bN590ofpsoprj1KUKefOCXfB2DDlrjnQAS3HH/1SP+/czxNViKrcfOPvUY1orNAYGbcNE1W/YN/nHcL+Bx7BJpttI+KewTqam2/yh2y/HcP5IXUptNkJChqYGgwhKMQCYoA2QdkTzJ2yJ3zi05/j4Y96HIm+ZISKNZw7J9wFY8OUu+KekTzgR5d9yw998f503TyhDARVRoMhQgANqCpdSqCZZJmmE97z/tN43BP2EXHPYB1g/ooD/pYzPvNZyggEyBmKgqmZfolZpusylqE326PLLW2XWb68x6abb87ZX/kGZb05Y5ASUOfOCXfB2DBlQ5JB1IyNb/BXvPD5/Piqy8hpRJvH1DM9xl1LdsfdcXdyNuqyIHUdqwZw9jmXsfW2OyFuDtZBN+Lr537Z933Oc6grIEPKEBQ0MCUCqoBCBnq9EvGMxsC4a3nmc57Hu074D4wSRQRngTuIsISwhrFAuSNjw5Tbc3dEBHCgA2/4yMnv8n8/5UTqGMhdg0Rn1LXEqqbLCUsdZsZwCBst77Fq1Yi6v4KLv/cLWisRzw4OeMJt3vd6/B5c+f2r2aivYI674w5VreRsNA0sW1YwbjsmxJnqz1UMxw1Hv+lYDn7JESAbASKs4TkhIoACwpQaYCxQQFnKWD9l/RxLHaoBGIEM+O4FX/FXv+oV5K5BHbIl3BPJQEJJ07QUQVBXUo4kc+KMsPsj/4oPnnI6GmZFPDs4OIaEzk8/49955csPQzuoFEKEoAHzTAjQNFDXQjKm1AFxilpAnIBwxJFHc9DLjgarwLOgATSACY6AOCLOUspSxvopOCCs4dzGIGfwBNH50fe/4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09:50:05"} 
[2026-03-16 09:50:05] local.INFO: Nested area calculated {"data":{"nestedArea":2413.6101999999996},"timestamp":"2026-03-16 09:50:05"} 
[2026-03-16 09:50:06] local.INFO: Mapped objects from Image-to-Text API 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"},{"id":"45ec85ca-3b2f-4381-99ac-4d3c75b2c5fb","height":19.02,"width":35.89,"perimeter":134.83,"area":314.36,"image":"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"},{"id":"a5731de1-58ae-4ea2-ae4e-ef2ff1beb73d","height":19.02,"width":16.34,"perimeter":68.7,"area":116.23,"image":"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"},{"id":"842366a9-ce93-4191-a387-d0516e9ebe4e","height":19.02,"width":17.41,"perimeter":116.8,"area":210.4,"image":"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"},{"id":"8d8a8c17-ee26-4dd6-bab3-57e0c32b92d8","height":20.09,"width":19.29,"perimeter":102.35,"area":183.49,"image":"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"},{"id":"f4a1cfb8-d61b-4e98-811f-8a2b6bf3bc43","height":8.57,"width":8.57,"perimeter":52.45,"area":51.59,"image":"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"},{"id":"631ced11-238b-466c-abec-9fd9d229ba24","height":8.84,"width":8.3,"perimeter":44.57,"area":41.15,"image":"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"},{"id":"1e5ac4f6-13c1-4632-b05b-7fcbb9469401","height":8.57,"width":8.84,"perimeter":33.12,"area":31.28,"image":"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"}]},"timestamp":"2026-03-16 09:50:06"} 
[2026-03-16 09:50:06] local.INFO: Number of letters detected {"data":{"noOfLetters":8},"timestamp":"2026-03-16 09:50:06"} 
[2026-03-16 09:50:06] local.INFO: Perimeter calculated {"data":{"exactPerimeterSum":664.5900000000001,"perimeter_in_feet":55.38},"timestamp":"2026-03-16 09:50:06"} 
[2026-03-16 09:50:06] local.INFO: Actual filled area sum calculated {"data":{"actualFilledAreas":[305.14,314.36,116.23,210.4,183.49,51.59,41.15,31.28],"actualFilledAreaSum":1253.6399999999999},"timestamp":"2026-03-16 09:50:06"} 
[2026-03-16 09:50:06] local.INFO: Occupied area calculated {"data":{"conversionFactor":0.00694444,"occupiedArea":8.71},"timestamp":"2026-03-16 09:50:06"} 
[2026-03-16 09:50:06] local.INFO: Average character height calculated {"data":{"avgCharHeight":15.4025},"timestamp":"2026-03-16 09:50:06"} 
[2026-03-16 09:50:06] local.INFO: Original image dimensions and ratio {"data":{"originalWidth":448,"originalHeight":117,"ratio":3.8290598290598292},"timestamp":"2026-03-16 09:50:06"} 
[2026-03-16 09:50:06] local.INFO: Calculated sign dimensions {"data":{"widthOfSign":"120","otherDimensionOfSign":31.34},"timestamp":"2026-03-16 09:50:06"} 
[2026-03-16 09:50:06] local.INFO: Image to Text processing completed 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","scaled_width":16.34,"scaled_height":19.02,"exact_perimeter":68.7,"approximate_perimeter":68.05,"convex_hull_perimeter":61.07,"perimeter_pixels":256.49,"approximation_points":6,"original_contour_points":13,"shape_analysis":{"perimeter_to_area_ratio":0.5911,"compactness":0.3095,"aspect_ratio":1.16}},{"index":3,"position":{"x":80,"y":42,"width":65,"height":71},"actual_filled_area":210.4,"bounding_box_area":331,"image_base64":"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","scaled_width":17.41,"scaled_height":19.02,"exact_perimeter":116.8,"approximate_perimeter":114.57,"convex_hull_perimeter":70.79,"perimeter_pixels":436.04,"approximation_points":12,"original_contour_points":32,"shape_analysis":{"perimeter_to_area_ratio":0.5551,"compactness":0.1938,"aspect_ratio":1.09}},{"index":4,"position":{"x":0,"y":40,"width":72,"height":75},"actual_filled_area":183.49,"bounding_box_area":387,"image_base64":"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"},{"id":"45ec85ca-3b2f-4381-99ac-4d3c75b2c5fb","height":19.02,"width":35.89,"perimeter":134.83,"area":314.36,"image":"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"},{"id":"a5731de1-58ae-4ea2-ae4e-ef2ff1beb73d","height":19.02,"width":16.34,"perimeter":68.7,"area":116.23,"image":"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"},{"id":"842366a9-ce93-4191-a387-d0516e9ebe4e","height":19.02,"width":17.41,"perimeter":116.8,"area":210.4,"image":"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"},{"id":"8d8a8c17-ee26-4dd6-bab3-57e0c32b92d8","height":20.09,"width":19.29,"perimeter":102.35,"area":183.49,"image":"iVBORw0KGgoAAAANSUhEUgAAAEgAAABLCAYAAADTecHpAAAe3UlEQVR4AdXBC7zu5Zjw8d913ff/8Kxn7bXblSilRCkqaqThxZTTCIMQZSplHJNISJSJyYzTUDLSzIQZjEOKmqHXoSJShHQiOSVCKu32Xs/h///f93W9+3lWa7dX7XbxDp9P36+4O38c4/bMjAmViLcZiQEC0LZQBsgjPLf84MrL/bprruXy71/KL3/5S2644QZuuvFGVq1axU2//z1d11FVFVVV0e/P0OvNcN/73pdNN92EXXZ5KBtvuhk7Pexh3H/HncCyIAGkBDNwBwFUAeE2zlLC3SHuzh/HWEowy0yoAaZQKjSJ7174NT/77M9z8Xcu4pJLLuGWm8cUAYoAc8sKVq3umJiZUSZGI0OVKTcwAxFIGYJCl8EV5jaaYeedH8ozn/lsHvPox7Ldg3cGLYQy4G2DlCUggHNHwt0h7s4fxwBjwnEmBAUEyFz61a/6Jz/6n5x99he56cab0FiwetQQWFBEpkSg66CagdEQRKE/owwGBg4hgAh4hhDADGJQbumMFb2KibZrycm5/zb34/nPfz5PefrfsN1uu+FFECHgZATlNgoId4e4O38YY4GBs8Rw9Wo/44zTOeVf3sdPLr0c7yAoiEDQglHXUWmJWaI3W5FyS9tlJsoi0KbMRFEE2jYDgogwIQ5lWTIcjimLiDhrpZTIQKlgBjnAY/Z+MgcecghPf8YzQRVEhCUCd4e4O+vlTJkwpUAmE5gQaEcQCggljAf+3ne/m5NPPpnRaERqx2jONOPMRF0FLGVElAkVBQxRYUJEaNvEuqqqYDTqKKrAuMnEwFriIMIS7qDOVFYIdY9kxh6P/EvedOwxPOKRf4kEFWIBBAxlXcr6ibuzXs6UCVOOExASY6ILuIIo5515ph/1+qP4+TU/J4aIuxPEMc+kzpgoAmBskBhTJkyVZaTrEi7QJYiBJcRZQoQlirIiIxjQ5o79DzyAY4/7eza7970hloJEjAXKnRN3Z32MBcoix61DVIHMqut+62848rWcfvrpuDsigplTlgVVVTG/ep4YmDIDcRDhTokxZcJUDIqoMGoyohCUJcS5C0KXnXqmYtg0aFS22GpLTvqX9/PYJ+0NjiDKAuXOiLuzPsYCZcIAAWtB4Xtfv8AP2G9/Vt5wIxOWjZFBJdA51FHoklOVykTbGkUAd1BlKoSAiLAoNYkJE6ZUoSgKVo86igAiIMJa4kypKNmM2xNR3J1xdmb7NRln9aBhdnmPo45+A6963RtAEFCmRAHl9sTdWZ+MMxGYcCBDSnzyw6f6Ua97Pc38iEKVrjNCVHIy1iUKIuACKUEQEAFViDHStglVpsygjIFBm5nrVwwGDSEw5QLuIMKUqqJBIRlNZ/TqSNclFqlzK2GRCbTmFHXBcNRRVsorDjuU497+djCHohRQIIKAAcoCcXfWJ+OkZkxVlSw6+e3H+/FvfQvNyOkVStMZ/aqkaVoWGQtEmXIBEYiimBtmYAZVFWiazERVBXKbCVHpsqEK7ky5gDtTIqCqiAhiTspGDEo2w50pdaYUYcKFqdYdLZTUGRogRDjowL/lHe//AGgBWgiqgGKAskDcnfVzwMATWOY9x/+Tv+uf/pFSoGkMdaiqyKBJ1IWSOmPChCkRplxABKIo5oYZmDFVVYGJpskEoK4LVo07eoWSzZhwAXemREBV0aDkNhFjoOsyqmDGlDpTirCWCiZgOBoj2TqCQwjwhmPeyKGveg30lwkSMZQJZYG4O+tngENu+K8Pf8SPPPxwcpOpi0BqMhrAMsRCycmYcAcTpgILTMCdKRGIQdGgpJQwYyoIiDBlBq5MOQvcmRIBDaAaSU2iqgqGo466CuQ2M6EIEyqCuTNhOEVd0TQNvX6f8XhAFWB+DDN9eM9JJ/HsAw+GWIsRmVAWiLtzBwZ0YygD5591lu/7nH0Rd8RBhCkRplQUc8OMtRQQB3UwAXMo6shonEhApdAZ9CLkDIVCmyEDsxUMG8gCvVmlbQ0RiEEYjZwQIbfggLBgJkaKUEAyPDsm4GKMLTFTRZomQWAtEYgaGLeZZXOQC+G8Cy5km+13AekJDghT4u7cgRmI8LsrLvPHP/4J3PT7m3B31iXCEu6spYAYKGACLmBABowFVSVsscUWPPbRj2HnnXZi4002Ydttt2U8HtPr9RillqpX8/OfX8PPfvYzrrjiCr578cX86le/IXVQliAOuYUCKENNIODZyWTQTGeJWCg5Ga4ssXx2jvF4Hi8Nj7Dr7rvzuS9+FZhhDeFW4u7cgRmMhv70x+3Ft779HTJQKEtkllJhLXFQU0AxMVyMzBoRHr7Hruz91Kex734HsPnW24O3TEkAnAWCjYdoVeFtixQFmEMs+PkPruS0z3yKMz/3aS675Cc4MKuABSIlgUAm4TImRGgThAju3MYhZVABKWBmI+Gmlc4pp/4Lz9vvYAgzgjAl7s5tjCkzTjjuLf7Pb387bZeYUGXKjSlT1ksFcNaITJgYJvCa1x7BPs99FjvuugeQsWRorACRnFtCiIAy0TUjiqrHRGrHxLLGUos6UJQOHVjLReefz/tOOIlvnHs+o/kx7hCJiGScRF0HhqNMVUI2liiLgEQYNpn+nOJRqWfmuOT7P6Co+oRyRkARN2fCyYgIIPzixz/0R+3yMDQ7KSfMQFjKlCU6gzqCCAw6mO1XDEYNe+65JyecdCLb7PBgEAUUBMHZMOGOnLXcDAnq5Mzl3/0Oxx79Bi74+teoYqCsIvOrxsz1C1JOTIxbp9cLhBBJqWMwMOoZIRSOBCG5U/UqjjnmzRz8ssPBK0EKxLODQJcbcm6oq4oXHnCAf/H0M9HspJwwA+F2AkvkDLOzFfODBgRmN92Io990LC85/DWQEoQIghgLlHU4d4+wlhuIcit32nnOOuM0XvPqwxnOD8gdqMOyfkHTdHQZigJSgnEDRQVlHYgimCZShl6/YIstNue8r38LrVYIUiGeHQSQBCR+cNUVvtejHk0cGZqdlBNmINxOYIllc7PMr56nS7DpfTblo586g90f+xgmzAxUxZkwFgkLlDvhLCWsZSiO454RS4QQHGv54aWXcMgLDuSaq69BMsz2laYxqkoJMWDZGIwzoRJiVeI5YZap64Km7ejNBN5/8qk8fu/9QCsRzw4C7mNE4QUH7udnnnYmfQloFlJOmIFwO4EpcRYodBm22mYrvvClc9h8mwdCFDwhbe4oqoIJx1gkrJ9yK2cpYcrdcREUAYQJp0EQSK1f94treNFB+/Pjq64kdY4qjEbQqyBG6DJIGdEYsJTJOREixAgpw557/RUf+sTZID0RNwcS5JZrrr7Kd9/1LyiD0I4cARRwoANmy4K27UhAYEEANMA4w9zGc3zp69/ggQ/eGcxZQ1ikwh/MWUq4Ew44t0l+/bU/5SlP2ovrfnk9y5Yp44FRBEBAFcxBJGCaKQrB3dEAQaBz4dzzL2OLrbZD3DOQAOEdb3y9n/TeE/AMOYGqkLOjCp3BspmaVcMxVRCa7ASgF6DsVaweNXzs9NN5wjOexZS5sC4RlhD+hAxI/sufXsmTn7Qno8FqPCnqhkYnCHgWTAB1EJjpF+TcYQ5I4J9P/E/2fvrzEPcMJEgtD99xB//1tdfhiam6rhkOx1RlgQZl9ahhbqambVuaZEQBHFrgNa89nGPedSITlhEVZwkRlhD+dBwQ1kj+2U9+mNcccRjqRgyOhgwGmCCxwMmM28xMX8nJqHuB2blNecWr3sz+z/87xD0DiW9+5Uv+nGc+A81GO4YYYLa/jJWrVtOfqRERhoMRRREJMVBVBTevnCdEuPcWm/G9K65A6z4UM+IGgrOECEsIfx428iMPfylnnXkaURPmCc8gAlWvIudM0IKqqthtt93Yb//nstdTngX0gRLxnMA6jnvj6/2Ed52EAqXAzEyFu5BTJlvm9rpkBAWdCfzDP/0jL3z5oRBqIIobCM4SIiwh/Jlkv+bqK9h778cyHKyiqoXcOkUBJnDvzbbgCY9/MgceeAjb7rAzNAnKGdACREXcHeh4wqP28O9/5xKiQRmFpnEECFEJGsiWWZe6MZ/hgTtsycWXXw6xBkTcI3hAcJYQYQnhz8ABARp/y5uP4EP/fjK9qsLd2WmXnXn+/gewz7Oeg1YbQWcQasgqxAA4CIi7s/J31/l2978f0Z3cOL1SGY8NEQgBQgjknFlX1MAoZY57599z6JGvA5QEIpSoK+IsJcISwp+QA8YCBTLX/uxSf+6++/C4PR/PwQe/mO13fiSQAQUzQQJkIAoYIEyJe+LSiy70pz35yXjbMBwlKoVer8LdyTmTc+b2iiKgVcG5F32DbR60EwkTUISIuiLOUiIsIfwJOWAsUMCAxvEWpAQKoABDmFBIo45YFmAZigDOlLiN+Lf3nuhvO/attM2Iqipo2hY3KIqAiJBSoqoqzIycMskNV9hlt1350oXfBoSMCCgCKGs4Gyb8iTkLBHDAuI0CwhLObYS1xJuVHPrCF/kZHz8dBYo6IOI0TWaiKAIiQtcl3MEdskMHHHbEyzn+3SfiEsVFmFBu5WyYcI8g7kMOesY+ft7Z5yEOw9SiQIzgxlRRCE3jiIAIoKB14L0nvZ/nHvR3oIUYC5QJA1c2SLhHEPcRj3rITv6jH/yUngZGlqki5AQhghtrxQghBCQoq8Ydl1z2Pe633Y54qMRFmFAmDFzZIOEeQdzHbL3RcveR0bQd/X7FaNRQ1yWpS4gKXZep65JVw5aZQvHgFDMlP7v2OqS/EU2TJJYVE4oDhhDYIOEeQdLgd771fbbAhplCI23uiBFUIyEEBoOGGCGEQNtmQgBUmdt0OT/8yU+hXkaXXDQWTCgOGEJgg4R7BLn+2h/6LtvvSJEjlhKhDKScqauK8bihLAvG4w4RKMtISgkXuO82W3HxFVdAMSNOwBAmFAcMIbBBwj2C/PTKb/seuz6CmKBf91g5HNErQTUiIjRNx0Q2mJvtMRyNQOEBO27H1793CWglSCQ7U4oDhhDYIOEeQa798ff9Ebvsio2cKkYIDhht6ywSARGo64rhsCGWge0evB3nfe9yMBe0wFigTBi4skHCPYLc+Ksf+c4P2hEbGFGFUAbAaFtjXTEoGpSuS2gMbLntVlz0g6vAVNACY4EyYeDKBgn3CNLc8mvfdsv7YcOMmFPUBWC0bWaRCKgo5kaMkWTGJvfZlMt+/nOgELTAWKBMGLiyQcI9gnjze996s81Jgw4xRwslRKFtEhPuIAIhBLou0+tVjNuG2RVzXH3ddaAVRhBUmVAmDFzZIOEeQdxWs+OWW/rK396COhR1oCgKhsMxXYIYhJneDG3bki2jopgYoQ5859LL2Ox+DwAtxFigTBi4skHCPYJ4XskTH/l//NJvX8lEUNAAlsENQlTKsiR1iUUmhhfwqdPP4DFPeipIFGOBMmHgygYJ9wji6WZe9aKX+GkfOw1L4CxwoIhKDBF3x91ZZGKMkvG+k0/kgJcczhpiLFAmDFzZIOEeQby7hXe85a1+yokfILUt2TLu0CSYKSKxiLRti4pibqgoJkZnxhOf8gQ+fubnMVNBIxPKrZwNE/6MnAUGJMCACCigLBAWGaAskNSs5vxzzvED9t2X8aCjEEgOZQARcGcqZ4gRyrJk9bBlxXKlNzfHpT+6Buktx0gCiqLg3DXhz8JwIKEo1/zsMt725iN5+lP39r/Z7xCwCjwIWoAWNJYpNJCBggXiOXHdL37mD3ng9pQKGNQFuAOuLDI33KGqSsZNSxmhmAn820c/wV5/vTfEUowIKOrcNeFPzgDDUVqUMed+8bP+zn84Cs2Ze99nWw564cvYc68nIrMbAZVAyTg3VKFCWCDuGbqxP2yH7bnhN7/Gs1MEEBFwZZEGZTzuqKqIe6btHAmw11P24mOnnQE6I0YElAllDefOCX9yxgKlAQa88qX7+9VXfJc0aoDI3PIVECIHvuAQnvncv0XL5eC1oBWLxFKHWMuLDzrAzz7rTDAjd1DXioiwqCgKVq8eU1VKjErbJiyCR7jgW99k6+0eCtSSUSYCazh3TvgzcWDMlZd+1V992AtJw3miAhlUIm3uCHUPDTX7PHt/9t//BWy0+dZATyAg7hms4/Of/qQfcuDBpATL+0pyIwZhXe5ONnCHui4wOqSGfZ79bN590ofpsoprj1KUKefOCXfB2DDlrjnQAS3HH/1SP+/czxNViKrcfOPvUY1orNAYGbcNE1W/YN/nHcL+Bx7BJpttI+KewTqam2/yh2y/HcP5IXUptNkJChqYGgwhKMQCYoA2QdkTzJ2yJ3zi05/j4Y96HIm+ZISKNZw7J9wFY8OUu+KekTzgR5d9yw998f503TyhDARVRoMhQgANqCpdSqCZZJmmE97z/tN43BP2EXHPYB1g/ooD/pYzPvNZyggEyBmKgqmZfolZpusylqE326PLLW2XWb68x6abb87ZX/kGZb05Y5ASUOfOCXfB2DBlQ5JB1IyNb/BXvPD5/Piqy8hpRJvH1DM9xl1LdsfdcXdyNuqyIHUdqwZw9jmXsfW2OyFuDtZBN+Lr537Z933Oc6grIEPKEBQ0MCUCqoBCBnq9EvGMxsC4a3nmc57Hu074D4wSRQRngTuIsISwhrFAuSNjw5Tbc3dEBHCgA2/4yMnv8n8/5UTqGMhdg0Rn1LXEqqbLCUsdZsZwCBst77Fq1Yi6v4KLv/cLWisRzw4OeMJt3vd6/B5c+f2r2aivYI674w5VreRsNA0sW1YwbjsmxJnqz1UMxw1Hv+lYDn7JESAbASKs4TkhIoACwpQaYCxQQFnKWD9l/RxLHaoBGIEM+O4FX/FXv+oV5K5BHbIl3BPJQEJJ07QUQVBXUo4kc+KMsPsj/4oPnnI6GmZFPDs4OIaEzk8/49955csPQzuoFEKEoAHzTAjQNFDXQjKm1AFxilpAnIBwxJFHc9DLjgarwLOgATSACY6AOCLOUspSxvopOCCs4dzGIGfwBNH50fe/4q9+5UsZjUY0TYPlTLaEGJjDuIG5ZcsYDVejprSpIIkzpuX1bzyaQw/9e6AS8ezggALSMBxd74955CNYdcNKJHXkbKQMZQl1HRg3GVUoorKWGBPLlvWYH4xYsXw5L3zRKzn4sNeBF0AQPOCimBigBIQNMzZMAAOMBQokwPj6Of/tbz32NVgec9ONNxGLiJvjZDDABaRg1aqWfk8IBEZNxjRCDWecdTYP2emvgCji2cHBPKORNZJ/6uP/xlGvfjURR8QRdXKG/mykaRLuUFWCiLDA6PVKRMBJtI0xN7ucPXZ/DG97x3sp5jaFUImLklFAUQLqgHAnjDvlgAhggAEJcLCxf/wjH+LEE99JN1pFEMfdMTMWiYOjDEYddVmTuzHqkEyQsmCzrbbivPMvRMJyoBTx7OCAsEYGSeDJ99hlB3517a8oCtAAc3MzmCdSaskZigC9XkU7apjp1yCJEECjELRgvLqj62D5phtz9DHH8YSnPwdzUFkmUOJuiChNM6aqKtyFKRcQR8QB4zYRMHADFzAFdaAD6RjP/86POeZ1nPPls2mbEVEKzDLi4O64O4vcAikrnh3xBAYmcONKeMd738JLDjsSqAQi4tnBAeFWDrR+8df+Ly846Pl03ZiijMSouCecjLmjDmWpYE5ZBpyEBtBCiBKRVJANNAY6N7Z+4IM45MWH8qQn7wNUOCZCQZcbitAHAiDcxoHMlDtriQICGOQO1Pzjp36AUz98Mr/+zTXE4ASErnViqPGcGY06QmAdQsoRMUFIiBsZmNt4GRd+9wfUc/cCCgFF3BwccNaRIYz8TYe/lM9/4X9YtWoVdS+i4og6Ig7uuMNMFXAy7qABNIIGwVKkbRMrVmzCqBkzbhPuzlZb359nPPNZPPFvnsYWW2xFoCdQAQVQAsICA4wFwm0crOWaq7/v3zj/XD704VO58YYbiDEybobkNlEUEXEYDTvMoKoC2TJruZIsIlkQEkrGFI5601G8+IhjgT5gAoq4OTgLnFs56Ii8+gbfc89Hc8uqmxmNhxRBiFHRAORE28HyZUpKhjmEAK4QFFQjsawJqjRNR9d1zM706VLDshUr+P3qVdx36wfw4B13YdeH7c4DH/BgNrvXlmx2ry2YCGUUMG7lv/rFNfzwqqu46KKL+NEPL+fqK75L7kaYOyqBZtyhIdC2ia7rEHNUlQkzY0JEcHdAwSPi4O4gic3vdx++fM5XqTfemtyZhKICFHFzcGcpAxJo9qsu+xavOOzFXPfLa1GMZpTZ9F49LI9QFriDO4gwJQIigIKI4CbUdY1np2lGLF+xgvnhCBEhxJKgka41ui4DSlEUVFVF27Y0XUvXdeScmQghMOEZvMuknLAM2TLujhu4Ax6xDCEG3B13x80xNzCjUEVEyAi/X5U45dSTeO5Bh4CWgAgEQBD3DObcgbKGQR74pz/1Ud52/LF0zYAiKCqZGDIKiHAHIiAiuDsuTBVaAErTNPT7s5hlzIyUMu5GNzbqusRVSF2Hu2DmGI67sy4zxbJiGVJOuDHlzq2UrnWqqsdwMKSua1LOmGXcHMUZDGC2D8nhafvswwc/8jGIM+CNuAuiBSCIewZzFrkw5e6oRqZs6B88+Z386yknkMcDhEQRQZ21ikIBZcLccXMmDGNCiYAyHrUsWzZDyhnLmZwz5k4UpWkMFyjLQDPOTGQXVBVRIaeMu+MmZHPcwJ3bUXAlJaNpjJleRdM0iAhriaMOoxa22fZ+nP/NC6k3vjeYgRbClAOCuGcwZ5ELUyIBMyNnpygUGPgJ//wWPv6f/0pOA4Ib6s6iqqoREcyMrutY5MKUJ9ZQmibR7/cYjUaICDEGVJXUdIDSpkyXYHamRzbosuHmiAqWja7LmBlLKWu5Aspo2BIidB3EINyeqdOb6fPlc77G/R+yG3jGDZEQMUuoRibEPYM563JRDMEFBEfdyF1DDK1/8JT38IH3vZNKEmoZFSElp65rzIzhuGXZshmapmHCBNwFMcdMuL2cExOpgbou6HJiMHDKIgBKdsPM6PX6pC7Rdi0pGbcXNKCqzM93hACqStMYvV5B03SYQX+mZDhq6TKsuNcyPvGZz7D7ox4PuYNQCq6sJUyJewZz1uWiZBEMUBzBCAiQgNb/54yP8pY3Hkk7HDHbr+lSh7szHBhlT3B3VAMTLiwwAw9MuBtmhkhANTAxGrTUdUBCICejGTs5g+FMuTIhKkyICBMiwsR43NCMoSyhaaCuhZSdolByMkSgrmtWrhyz0b36nHbWWez6iD2AEoiCCzgLBBCmxD2DOetyUToRDFAcxQgYmCNaQhr6pRd+gSNf9TIGg3m6LjHhLszM9hmPx6SUmXABc0Md3IVF41FGBERAgxIQcs40CSyDG+ABV2Uip4S7M+HOlDlT7uAOXQv9fqBLmaAQotJ1RgyCqJCT8dCH7cIpp36IrXZ8ME3uqMKsJIMoypSzQJkS9wzmrMtF6YQ1BHAUI2AIBRggDrbS56+/hmPedAwXf+db3HjTTczN9ejaDhHB3VlkboAi5iwaDDIiTKlAzpASU0UBXQMmyiLVQOo62hZShiqwRDbo1YGUM71ej9FoRF3XzA/HFHVk9erEEUe+nOPe+g9Ql6AFyVWilGSc4MKUs0CZEndnfYzbKBMGrkw5oEw4PuQLZ36ad7/zeG5ZdQPzg1XkDMt7M9y8ckgMkA3MwBJsvKIgFiU33zRgkTukxFQIkDPgUNY1w9GYqiqZyCmRspEa8BbKAFUVKWJBNhgNR0xUVcn8qMUBV9hpt51594nv5S92fzgUBRABFVBA2RBxd+4WZ6kMCBDw3K4i24AzTv8vjn/bcaR2TDAYDRJlCTlBl6AsoDdTsfLmhkJZQ3FzUnYmgkI2cAcBgka6lAhBCSGQUsLMSQmiAQbu4M5aIqAKbYLN77sFb3vn23nK/vuBJdCAk0UoAQGUuyLuzh/MWSCAOagAIwdl9cob+NQn/4NT//V93HD972gaiAHKomQ0biliZDxMVJXiGDkxpQpmYA7qIBlyhqIIpJRZ5A6WoT87g6dM13WkbFQ9ZfW8MTsL297/Abz2dcew97P2hRghKojjZiIaSO5EiYByV8Td+f/igLDAMjknD9KBjvnS/3yOMz57Bl/58rkMBg39mT5lWfC7365kWV+w5EzECCmBO2tJhqaBXi/QNBkzyM6UCGu5M7X5lhvzlKc+mYMPPpgddn805AihgLaFshRwQOhSg4RAlMjdIe7O/zoHpHNIkBqwxH+fdRYXfPMbXHDB+Vz/m9+SB0MEcHPcoW1BFCxDl2BuI6VtjZygbaHsQVkKt9ziVBVsdp+N2W67B/HXT9qbPffck+0euiugTHkEKQQREBY4IPzBxN35Yxh3TpnIgIEZeHZLDVoVkBpWr7yZy753Cdf/6jf85Cc/5tfX/ZqbV97MypUrmZ+fx3BCUTDTn2GTjTehN9vnAQ/Ylu23fxDLly9nhx12YLOttgaNgIIZoCBBcAUUVPnfIO7O3WFsmGMsMCATHHBAFRCWsOy4gwPqTFmGWDLhTYuEEtwgRMBBFVIHsQTLIAFEhTW8bZAisJYooCzh3Ea42/4fK/b1BNQLqwkAAAAASUVORK5CYII="},{"id":"f4a1cfb8-d61b-4e98-811f-8a2b6bf3bc43","height":8.57,"width":8.57,"perimeter":52.45,"area":51.59,"image":"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09:50:06"} 
[2026-03-16 09:50:08] local.INFO: Validation Passed {"data":{"user_id":null,"request_data":{"sign_width_or_height":"120","sign_depth":"1","sign_width":"0","sign_height":"120","sign_type":"Halo Lit Channel Letters","main_category":null,"secondary_category":null,"tertiary_category":null,"finished_category":null,"mounting_type":"Flush/Stud mounted","profit_factor":"1.00","quotationId":1299,"no_of_lines":1,"raceway_depth":"2","raceway_height":"6","width_of_line_1":"120","width_of_line_2":null,"width_of_line_3":null,"width_of_line_4":null,"height_of_line_1":31.34,"height_of_line_2":null,"height_of_line_3":null,"height_of_line_4":null,"backer_offset":"2","backboard_cabinet_depth":"2","no_of_letters":8,"perimeter_of_sign":55.38,"nested_area":16.76,"occupied_area":8.71,"avg_char_height":"Less than 24 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\"},{\"id\":\"a5731de1-58ae-4ea2-ae4e-ef2ff1beb73d\",\"height\":19.02,\"width\":16.34,\"perimeter\":68.7,\"area\":116.23,\"image\":\"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TIEI5Zzhh3lyzSb2rG2IE8UCKmFVggBoLzAEOnLDAKYuE\\/0+4zAADlCWGsUjAMe\\/fkAwtwFJyuFUAAAAASUVORK5CYII=\"},{\"id\":\"1e5ac4f6-13c1-4632-b05b-7fcbb9469401\",\"height\":8.57,\"width\":8.84,\"perimeter\":33.12,\"area\":31.28,\"image\":\"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\"}]","material":"Aluminium","application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","size":"Size 1 (24\" H X 18\" W)","neon_color":"Simple","uv_printing_needed":"Yes"}},"timestamp":"2026-03-16 09:50:08"} 
[2026-03-16 09:50:08] local.INFO: API Input Data Collected {"data":{"user_id":null,"request_data":{"sign_width_or_height":"120","sign_depth_or_thickness":"1","sign_type":"Halo Lit Channel Letters","sign_width":"0","sign_height":"120","mounting_type":"Flush/Stud mounted","profit_factor":"1.00","no_of_lines":1,"raceway_depth":"2","raceway_height":"6","width_of_line_1":"120","width_of_line_2":null,"width_of_line_3":null,"width_of_line_4":null,"height_of_line_1":31.34,"height_of_line_2":null,"height_of_line_3":null,"height_of_line_4":null,"backer_offset":"2","backboard_cabinet_depth":"2","no_of_letters":8,"perimeter_of_sign":55.38,"nested_area":16.76,"occupied_area":8.71,"avg_char_height":"Less than 24 inches","width_of_sign":"120","width_of_smaller_line":20,"other_dimension_of_sign":31.34,"material":"Aluminium","application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","size":"Size 1 (24\" H X 18\" W)","neon_color":"Simple","uv_printing_needed":"Yes","quotationId":1299}},"timestamp":"2026-03-16 09:50:08"} 
[2026-03-16 09:50:08] local.INFO: Looking up SignType {"data":{"sign_type":"Halo Lit Channel Letters"},"timestamp":"2026-03-16 09:50:08"} 
[2026-03-16 09:50:08] local.INFO: Retrieved Material Formulas {"data":{"sign_type_id":1,"formulas_count":38},"timestamp":"2026-03-16 09:50:08"} 
[2026-03-16 09:50:08] local.INFO: Retrieved Variables List {"data":{"sign_type_id":1,"variables_count":12},"timestamp":"2026-03-16 09:50:08"} 
[2026-03-16 09:50:08] 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":"2026-03-16 09:50:08"} 
[2026-03-16 09:50:08] 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":"2026-03-16 09:50:08"} 
[2026-03-16 09:50:08] local.INFO: Initialized items collection {"data":{"count":0},"timestamp":"2026-03-16 09:50:08"} 
[2026-03-16 09:50:08] local.INFO: Merged material items {"data":{"formulas_count":38,"items_count_after_merge":38},"timestamp":"2026-03-16 09:50:08"} 
[2026-03-16 09:50:08] local.INFO: Merged variable items {"data":{"variables_count":12,"items_count_after_merge":50},"timestamp":"2026-03-16 09:50:08"} 
[2026-03-16 09:50:08] 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":"2026-03-16 09:50:08"} 
[2026-03-16 09:50:08] local.INFO: Initializing MathExecutor {"data":{"variables_count":204},"timestamp":"2026-03-16 09:50:08"} 
[2026-03-16 09:50:08] local.INFO: MathExecutor variables set {"data":{"variables_count":204},"timestamp":"2026-03-16 09:50:08"} 
[2026-03-16 09:50:08] 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":"2026-03-16 09:50:08"} 
[2026-03-16 09:50:08] 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":"2026-03-16 09:50:08"} 
[2026-03-16 09:50:08] 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":"4.38113"},"timestamp":"2026-03-16 09:50:08"} 
[2026-03-16 09:50:08] 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":"48.4839984"},"timestamp":"2026-03-16 09:50:08"} 
[2026-03-16 09:50:08] 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":"1.74447"},"timestamp":"2026-03-16 09:50:08"} 
[2026-03-16 09:50:08] 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":"12.2827302"},"timestamp":"2026-03-16 09:50:08"} 
[2026-03-16 09:50:08] 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":"2026-03-16 09:50:08"} 
[2026-03-16 09:50:08] 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":"2026-03-16 09:50:08"} 
[2026-03-16 09:50:08] 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":"2026-03-16 09:50:08"} 
[2026-03-16 09:50:08] 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":"2026-03-16 09:50:08"} 
[2026-03-16 09:50:08] 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":7.621250000000001},"timestamp":"2026-03-16 09:50:08"} 
[2026-03-16 09:50:08] local.INFO: Formula executed successfully {"data":{"name":"Acrylic Sheet 8mm Matt 4 ft x 8 ft Pakistan","expression":"material502525 * nested_area  * variable3","result":65.22120480000001},"timestamp":"2026-03-16 09:50:08"} 
[2026-03-16 09:50:08] 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":"1.3408"},"timestamp":"2026-03-16 09:50:08"} 
[2026-03-16 09:50:08] 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":"64.03996"},"timestamp":"2026-03-16 09:50:08"} 
[2026-03-16 09:50:08] 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":"2026-03-16 09:50:08"} 
[2026-03-16 09:50:08] 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":"2026-03-16 09:50:08"} 
[2026-03-16 09:50:08] 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":"2026-03-16 09:50:08"} 
[2026-03-16 09:50:08] 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":"2026-03-16 09:50:08"} 
[2026-03-16 09:50:08] 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":"2026-03-16 09:50:08"} 
[2026-03-16 09:50:08] 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":"2026-03-16 09:50:08"} 
[2026-03-16 09:50:08] 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":"2026-03-16 09:50:08"} 
[2026-03-16 09:50:08] 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":"2026-03-16 09:50:08"} 
[2026-03-16 09:50:08] 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":"2026-03-16 09:50:08"} 
[2026-03-16 09:50:08] 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":"2026-03-16 09:50:08"} 
[2026-03-16 09:50:08] 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":"2026-03-16 09:50:08"} 
[2026-03-16 09:50:08] 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":"2026-03-16 09:50:08"} 
[2026-03-16 09:50:08] 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":"2026-03-16 09:50:08"} 
[2026-03-16 09:50:08] 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":"2026-03-16 09:50:08"} 
[2026-03-16 09:50:08] 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":"2026-03-16 09:50:08"} 
[2026-03-16 09:50:08] 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":"2026-03-16 09:50:08"} 
[2026-03-16 09:50:08] 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":"2026-03-16 09:50:08"} 
[2026-03-16 09:50:08] 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":"2026-03-16 09:50:08"} 
[2026-03-16 09:50:08] 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":"2026-03-16 09:50:08"} 
[2026-03-16 09:50:08] 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":"2026-03-16 09:50:08"} 
[2026-03-16 09:50:08] 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":"2026-03-16 09:50:08"} 
[2026-03-16 09:50:08] 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":"2026-03-16 09:50:08"} 
[2026-03-16 09:50:08] 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":"2026-03-16 09:50:08"} 
[2026-03-16 09:50:08] 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":"2026-03-16 09:50:08"} 
[2026-03-16 09:50:08] 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":"2026-03-16 09:50:08"} 
[2026-03-16 09:50:08] 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":"2026-03-16 09:50:08"} 
[2026-03-16 09:50:08] 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":"2026-03-16 09:50:08"} 
[2026-03-16 09:50:08] 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":"2026-03-16 09:50:08"} 
[2026-03-16 09:50:08] 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":"2026-03-16 09:50:08"} 
[2026-03-16 09:50:08] 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":"2026-03-16 09:50:08"} 
[2026-03-16 09:50:08] 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":"2026-03-16 09:50:08"} 
[2026-03-16 09:50:08] 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":"2026-03-16 09:50:08"} 
[2026-03-16 09:50:08] 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":0.004415507382},"timestamp":"2026-03-16 09:50:08"} 
[2026-03-16 09:50:08] 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":4.415507382},"timestamp":"2026-03-16 09:50:08"} 
[2026-03-16 09:50:08] 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":0.0003506940125000001},"timestamp":"2026-03-16 09:50:08"} 
[2026-03-16 09:50:08] 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":0.35069401250000004},"timestamp":"2026-03-16 09:50:08"} 
[2026-03-16 09:50:08] 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":0.0033450813500000005},"timestamp":"2026-03-16 09:50:08"} 
[2026-03-16 09:50:08] 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":3.3450813500000005},"timestamp":"2026-03-16 09:50:08"} 
[2026-03-16 09:50:08] 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":"2026-03-16 09:50:08"} 
[2026-03-16 09:50:08] 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":"2026-03-16 09:50:08"} 
[2026-03-16 09:50:08] 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":"2026-03-16 09:50:08"} 
[2026-03-16 09:50:08] 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":"2026-03-16 09:50:08"} 
[2026-03-16 09:50:08] 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":"2026-03-16 09:50:08"} 
[2026-03-16 09:50:08] 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":"2026-03-16 09:50:08"} 
[2026-03-16 09:50:08] 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":"2026-03-16 09:50:08"} 
[2026-03-16 09:50:08] 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":"2026-03-16 09:50:08"} 
[2026-03-16 09:50:08] 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":"0.0068749538"},"timestamp":"2026-03-16 09:50:08"} 
[2026-03-16 09:50:08] 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":"6.8749538"},"timestamp":"2026-03-16 09:50:08"} 
[2026-03-16 09:50:08] 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":"0.0033366333"},"timestamp":"2026-03-16 09:50:08"} 
[2026-03-16 09:50:08] 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":"3.3366333"},"timestamp":"2026-03-16 09:50:08"} 
[2026-03-16 09:50:08] 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":"0.004467606"},"timestamp":"2026-03-16 09:50:08"} 
[2026-03-16 09:50:08] 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":"4.467606"},"timestamp":"2026-03-16 09:50:08"} 
[2026-03-16 09:50:08] 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":"0.0003564704"},"timestamp":"2026-03-16 09:50:08"} 
[2026-03-16 09:50:08] 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":"0.3564704"},"timestamp":"2026-03-16 09:50:08"} 
[2026-03-16 09:50:08] 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":4.6293892489},"timestamp":"2026-03-16 09:50:08"} 
[2026-03-16 09:50:08] local.INFO: Formula executed successfully {"data":{"name":"Packaging/Box Making","expression":"variable23 * nested_area","result":12.57},"timestamp":"2026-03-16 09:50:08"} 
[2026-03-16 09:50:08] 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":"2026-03-16 09:50:08"} 
[2026-03-16 09:50:08] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 5ply","dense_weight":0,"result":0},"timestamp":"2026-03-16 09:50:08"} 
[2026-03-16 09:50:08] 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":"2026-03-16 09:50:08"} 
[2026-03-16 09:50:08] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 7Ply","dense_weight":0,"result":0},"timestamp":"2026-03-16 09:50:08"} 
[2026-03-16 09:50:08] 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":"2026-03-16 09:50:08"} 
[2026-03-16 09:50:08] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 9 Ply","dense_weight":0,"result":0},"timestamp":"2026-03-16 09:50:08"} 
[2026-03-16 09:50:08] 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":"2026-03-16 09:50:08"} 
[2026-03-16 09:50:08] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 5mm 3 Core 4*8","dense_weight":0,"result":0},"timestamp":"2026-03-16 09:50:08"} 
[2026-03-16 09:50:08] 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":"2026-03-16 09:50:08"} 
[2026-03-16 09:50:08] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 7mm 4 Core","dense_weight":0,"result":0},"timestamp":"2026-03-16 09:50:08"} 
[2026-03-16 09:50:08] 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":"12.7376"},"timestamp":"2026-03-16 09:50:08"} 
[2026-03-16 09:50:08] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 8*4 Mersawa 6 core 9MM","dense_weight":0,"result":0},"timestamp":"2026-03-16 09:50:08"} 
[2026-03-16 09:50:08] 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":"4.0938978980917"},"timestamp":"2026-03-16 09:50:08"} 
[2026-03-16 09:50:08] local.INFO: No formula, default result applied {"data":{"name":"Wood Lar 9''x132''","dense_weight":0,"result":0},"timestamp":"2026-03-16 09:50:08"} 
[2026-03-16 09:50:08] local.INFO: No formula, default result applied {"data":{"name":"Miscalleneous (10%)","dense_weight":0,"result":0},"timestamp":"2026-03-16 09:50:08"} 
[2026-03-16 09:50:08] 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":"2026-03-16 09:50:08"} 
[2026-03-16 09:50:08] local.INFO: Formula executed successfully {"data":{"name":"Flush/Stud mounted","expression":"if(mounting_type == mounting_type_flush_stud_mounted, 1, 0 )","result":"1"},"timestamp":"2026-03-16 09:50:08"} 
[2026-03-16 09:50:08] local.INFO: Dense weight computed {"data":{"name":"Standard Raceway (6x2)","dense_weight_expression":"if(mounting_type == mounting_type_standard_raceway_6x2, (  (  ( 4 * raceway_height ) + ( 9 * raceway_depth )  ) * ( width_of_line_1 + width_of_line_2 + width_of_line_3 + width_of_line_4 ) / 4 / 144 ) * weight_material501803, 0 )","itemDenseWeight":"0"},"timestamp":"2026-03-16 09:50:08"} 
[2026-03-16 09:50:08] 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":"2026-03-16 09:50:08"} 
[2026-03-16 09:50:08] 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":"2026-03-16 09:50:08"} 
[2026-03-16 09:50:08] 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":"2026-03-16 09:50:08"} 
[2026-03-16 09:50:08] local.INFO: Dense weight computed {"data":{"name":"Backerboard Cabinet (2\")","dense_weight_expression":"if(mounting_type == mounting_type_backerboard_cabinet_2_inch, (  ( width_of_sign + ( 2 * backer_offset )  ) + ( other_dimension_of_sign + ( 2 * backer_offset ) + ( 2 * backboard_cabinet_depth )  )  ) * 2 / 144 * weight_material501803, 0 )","itemDenseWeight":"0"},"timestamp":"2026-03-16 09:50:08"} 
[2026-03-16 09:50:08] 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":"2026-03-16 09:50:08"} 
[2026-03-16 09:50:08] local.INFO: Total Cost formula detected {"data":{"item_id":8},"timestamp":"2026-03-16 09:50:08"} 
[2026-03-16 09:50:08] local.INFO: Formula calculations completed {"data":{"total_items":50,"successful_calculations":49,"errors_count":0},"timestamp":"2026-03-16 09:50:08"} 
[2026-03-16 09:50:08] local.INFO: Summed initial totals {"data":{"totalCost_before_formula":277.5555288933999,"totalDenseWeight_before_formula":34.14029484433619},"timestamp":"2026-03-16 09:50:08"} 
[2026-03-16 09:50:08] local.INFO: Total Cost formula executed {"data":{"formula":"totalCost * variable2","computed_totalCost":305.31108178273996},"timestamp":"2026-03-16 09:50:08"} 
[2026-03-16 09:50:08] local.INFO: Preparing boxes for bin packing {"data":{"sign_type":"Halo Lit Channel Letters","objects_count":8,"totalDenseWeight":37.55432432876981},"timestamp":"2026-03-16 09:50:08"} 
[2026-03-16 09:50:08] local.INFO: Processing flush stud mounted objects for 3D bin packing {"data":{"objects_count":8,"sign_depth":"1"},"timestamp":"2026-03-16 09:50:08"} 
[2026-03-16 09:50:08] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-1","width":23.84,"height":20.09,"depth":"1"},"timestamp":"2026-03-16 09:50:08"} 
[2026-03-16 09:50:08] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-2","width":35.89,"height":19.02,"depth":"1"},"timestamp":"2026-03-16 09:50:08"} 
[2026-03-16 09:50:08] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-3","width":16.34,"height":19.02,"depth":"1"},"timestamp":"2026-03-16 09:50:08"} 
[2026-03-16 09:50:08] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-4","width":17.41,"height":19.02,"depth":"1"},"timestamp":"2026-03-16 09:50:08"} 
[2026-03-16 09:50:08] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-5","width":19.29,"height":20.09,"depth":"1"},"timestamp":"2026-03-16 09:50:08"} 
[2026-03-16 09:50:08] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-6","width":8.57,"height":8.57,"depth":"1"},"timestamp":"2026-03-16 09:50:08"} 
[2026-03-16 09:50:08] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-7","width":8.3,"height":8.84,"depth":"1"},"timestamp":"2026-03-16 09:50:08"} 
[2026-03-16 09:50:08] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-8","width":8.84,"height":8.57,"depth":"1"},"timestamp":"2026-03-16 09:50:08"} 
[2026-03-16 09:50:10] local.INFO: 3D Bin Packing API response received {"data":{"response":{"response":{"id":"1773654610_393e959e4f665a8843f7eca27e8333b9","bins_packed":[{"bin_data":{"w":36.19,"h":20.39,"d":6.5,"id":"unique","used_space":67.5645,"weight":0,"gross_weight":0,"used_weight":100,"stack_height":20.39,"order_id":null},"image_complete":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260316/1d11b5c7672496729250dd9e8866a2cf/1773654610-1701-9780246.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/20260316/1d11b5c7672496729250dd9e8866a2cf/1773654610-1696-4432539.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting 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/20260316/1d11b5c7672496729250dd9e8866a2cf/1773654610-1697-8884559.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting 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/20260316/1d11b5c7672496729250dd9e8866a2cf/1773654610-1698-8647837.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting 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/20260316/1d11b5c7672496729250dd9e8866a2cf/1773654610-1699-9827793.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting 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":8.87,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260316/1d11b5c7672496729250dd9e8866a2cf/1773654610-1699-1153368.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting 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":8.87,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260316/1d11b5c7672496729250dd9e8866a2cf/1773654610-17-4664573.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting 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/20260316/1d11b5c7672496729250dd9e8866a2cf/1773654610-17-7992954.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting 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/20260316/1d11b5c7672496729250dd9e8866a2cf/1773654610-1701-1004106.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels 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":"2026-03-16 09:50:10"} 
[2026-03-16 09:50:10] local.INFO: Box added from packed bin {"data":{"length":6.5,"width":36.19,"height":20.39,"denseWeight":37.55432432876981},"timestamp":"2026-03-16 09:50:10"} 
[2026-03-16 09:50:10] local.INFO: Shipping rates calculated {"data":{"boxes":[{"size":{"length":8.5,"width":38.19,"height":22.64},"quantity":1,"denseWeight":37.55432432876981}],"cheapestShippingCost":387.3,"rawShippingRates":{"data":[{"career":"dhl_small","overBreachSurcharge":0,"career_name":"DHL Pakistan Light","boxWeights":[{"size":{"length":8.5,"width":38.19,"height":22.64},"denseWeight":37.55432432876981,"volumetricWeight":24.5,"higherWeight":37.55432432876981,"quantity":1}],"totalHigherWeight":37.55432432876981,"DS":0,"rate":481.5815378964738,"tariffAndDS":481.5815378964738,"fuelSurcharge":"0.305","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":25,"isRemotePrice":0,"totalShipmentCost":766.8631320676819,"totalShipmentCostFormula":"((tariffAndDS (481.58153789647) + overlengthSurcharge (25) + overweightSurcharge (0) + nonConveyableSurcharge (0)) * (1 + fuelSurcharge (0.305)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 766.86","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":[]},{"career":"dhl_heavy","overBreachSurcharge":0,"career_name":"DHL Pakistan Heavy","boxWeights":[{"size":{"length":8.5,"width":38.19,"height":22.64},"denseWeight":37.55432432876981,"volumetricWeight":24.5,"higherWeight":37.55432432876981,"quantity":1}],"totalHigherWeight":37.55432432876981,"DS":0,"rate":275.00765408659504,"tariffAndDS":275.00765408659504,"fuelSurcharge":"0.305","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":25,"isRemotePrice":0,"totalShipmentCost":454.15158675628754,"totalShipmentCostFormula":"((tariffAndDS (275.0076540866) + overlengthSurcharge (25) + overweightSurcharge (0) + nonConveyableSurcharge (0)) * (1 + fuelSurcharge (0.305)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 454.15","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":[]},{"career":"dhl_usa","overBreachSurcharge":0,"career_name":"DHL USA","boxWeights":[{"size":{"length":8.5,"width":38.19,"height":22.64},"denseWeight":37.55432432876981,"volumetricWeight":24.5,"higherWeight":37.55432432876981,"quantity":1}],"totalHigherWeight":37.55432432876981,"DS":0,"rate":"357.30","tariffAndDS":357.3,"fuelSurcharge":"0","gst":"0","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":30,"isRemotePrice":0,"totalShipmentCost":387.3,"totalShipmentCostFormula":"(((tariffAndDS (357.3) + overlengthSurcharge (30) + overweightSurcharge (0) + nonConveyableSurcharge (0)) * (1 + fuelSurcharge (0))) * (1 + gst (0))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 387.3","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":[]},{"career":"dhl_pakistan_heavy_special","overBreachSurcharge":0,"career_name":"DHL Pakistan Heavy Special","boxWeights":[{"size":{"length":8.5,"width":38.19,"height":22.64},"denseWeight":37.55432432876981,"volumetricWeight":24.5,"higherWeight":37.55432432876981,"quantity":1}],"totalHigherWeight":37.55432432876981,"DS":0,"rate":247,"tariffAndDS":247,"fuelSurcharge":"0.305","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":25,"isRemotePrice":0,"totalShipmentCost":411.75359999999995,"totalShipmentCostFormula":"((tariffAndDS (247) + overlengthSurcharge (25) + overweightSurcharge (0) + nonConveyableSurcharge (0)) * (1 + fuelSurcharge (0.305)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 411.75","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":[]},{"career":"fedex","overBreachSurcharge":0,"career_name":"FedEx Standard","boxWeights":[{"size":{"length":8.5,"width":38.19,"height":22.64},"denseWeight":37.55432432876981,"volumetricWeight":24.5,"higherWeight":37.55432432876981,"quantity":1}],"totalHigherWeight":37.55432432876981,"DS":0,"rate":407.0888757238647,"tariffAndDS":407.0888757238647,"fuelSurcharge":"0.33","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":628.0567174667785,"totalShipmentCostFormula":"(( tariffAndDS (407.08887572386) + overlengthSurcharge (0) + overweightSurcharge (0) ) * ( 1 + fuelSurcharge (0.33)) * ( 1 + gst (0.16))) + Custom Duty (0) + DDP (0)) + isRemotePrice (0) = 628.05671746678","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":[]},{"career":"fedex_flyer","career_name":"FedEx Flyer","error":["Package doesn't come under dimension","Weight is higher then 2.5 kg"]},{"career":"ups_karachi_frontend","overBreachSurcharge":85,"career_name":"UPS Pakistan Heavy Expedited (K0F572)","boxWeights":[{"size":{"length":8.5,"width":38.19,"height":22.64},"denseWeight":37.55432432876981,"volumetricWeight":24.5,"higherWeight":40,"quantity":1}],"totalHigherWeight":40,"DS":80,"rate":340.25,"tariffAndDS":420.25,"fuelSurcharge":"0.34","gst":"0.15","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":649.9052499999999,"totalShipmentCostFormula":"(((tariffAndDS (420.25) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.34)) + 2) * (1 + gst (0.15))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 649.90525","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["Extra Charges: Too High - Minimum Weight should be 40 KG"]},{"career":"sea_mode_oa","career_name":"Bulk Shipments","error":["Weight is higher then 5 kg"]},{"career":"sea_mode_ob","overBreachSurcharge":0,"career_name":"Air Freight Cargo","boxWeights":[{"size":{"length":8.5,"width":38.19,"height":22.64},"denseWeight":37.55432432876981,"volumetricWeight":24.5,"higherWeight":37.55432432876981,"quantity":1}],"totalHigherWeight":37.55432432876981,"DS":0,"rate":825.543243287698,"tariffAndDS":825.543243287698,"fuelSurcharge":"0","gst":"0","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":825.543243287698,"totalShipmentCostFormula":"((tariffAndDS (825.5432432877) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0)) * (1 + gst (0))) + DdpService (0) + isRemotePrice (0) = 825.5432432877","careerDDPValue":0}],"upsCareers":{"6":{"career":"ups_pakistan_heavy_saver_envelopes_k0f572","career_name":"UPS Pakistan Envelopes (K0F572)","error":["Weight is higher then 5 kg"],"warnings":[]},"7":{"career":"ups_pakistan_heavy_saver_k0f572","overBreachSurcharge":85,"career_name":"UPS Pakistan (K0F572)","boxWeights":[{"size":{"length":8.5,"width":38.19,"height":22.64},"denseWeight":37.55432432876981,"volumetricWeight":24.5,"higherWeight":40,"quantity":1}],"totalHigherWeight":40,"DS":80,"rate":364.38,"tariffAndDS":444.38,"fuelSurcharge":"0.34","gst":"0.15","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":687.08958,"totalShipmentCostFormula":"(((tariffAndDS (444.38) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.34)) + 2) * (1 + gst (0.15))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 687.08958","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["Extra Charges: Too High - Minimum Weight should be 40 KG"]},"8":{"career":"ups_pakistan_small_envelopes","career_name":"UPS Pakistan Envelopes (K0F569)","error":["Weight is higher then 5 kg"],"warnings":[]},"9":{"career":"ups_pakistan_small","overBreachSurcharge":85,"career_name":"UPS Pakistan Small (K0F569)","boxWeights":[{"size":{"length":8.5,"width":38.19,"height":22.64},"denseWeight":37.55432432876981,"volumetricWeight":24.5,"higherWeight":40,"quantity":1}],"totalHigherWeight":40,"DS":80,"rate":363.09999999999997,"tariffAndDS":443.09999999999997,"fuelSurcharge":"0.34","gst":"0.15","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":685.1170999999999,"totalShipmentCostFormula":"(((tariffAndDS (443.1) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.34)) + 2) * (1 + gst (0.15))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 685.1171","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["Extra Charges: Too High - Minimum Weight should be 40 KG"]},"10":{"career":"ups_pakistan_heavy_expedited","overBreachSurcharge":85,"career_name":"UPS Pakistan Heavy Expedited (K0F572)","boxWeights":[{"size":{"length":8.5,"width":38.19,"height":22.64},"denseWeight":37.55432432876981,"volumetricWeight":24.5,"higherWeight":40,"quantity":1}],"totalHigherWeight":40,"DS":80,"rate":340.25,"tariffAndDS":420.25,"fuelSurcharge":"0.34","gst":"0.15","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":649.9052499999999,"totalShipmentCostFormula":"(((tariffAndDS (420.25) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.34)) + 2) * (1 + gst (0.15))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 649.90525","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["Extra Charges: Too High - Minimum Weight should be 40 KG"]}}}},"timestamp":"2026-03-16 09:50:10"} 
[2026-03-16 09:50:10] local.INFO: Yes Factor Founded {"data":{"sign_type":"Halo Lit Channel Letters","productCostFactor":"1.66"},"timestamp":"2026-03-16 09:50:10"} 
[2026-03-16 09:50:10] local.INFO: Product cost factor determined {"data":{"sign_type":"Halo Lit Channel Letters","productCostFactor":"1.66"},"timestamp":"2026-03-16 09:50:10"} 
[2026-03-16 09:50:10] local.INFO: Final API Response {"data":{"sign_width":"120","sign_height":31.34,"sign_depth":"1","sign_type":"Halo Lit Channel Letters","processed_sign_type":"Halo Lit Channel Letters","sideViewImage":"https://api.signize.ai/mockups/flush-stud/flush-stud-halo-lit-channel-letters.png","mounting_type":"Flush/Stud 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[2026-03-16 09:50:10] local.INFO: API Epic Craftings Calculation Ended ======================================================================================================== {"data":null,"timestamp":"2026-03-16 09:50:10"}