[2026-03-27 04:51:28] local.INFO: Image-to-Text API Request Received {"data":{"request_data":{"sign_width_or_height":"48","user_input_dimension":"width","sign_image":{"Illuminate\\Http\\UploadedFile":"C:\\xampp\\tmp\\php8DDA.tmp"}},"file_present":true},"timestamp":"2026-03-27 04:51:28"} 
[2026-03-27 04:51:29] local.INFO: Validation Passed {"data":{"sign_width_or_height":"48","user_input_dimension":"width"},"timestamp":"2026-03-27 04:51:29"} 
[2026-03-27 04:51:34] local.INFO: Concurrent API Success {"data":{"type":"prominent_color_detection","objects_count":7},"timestamp":"2026-03-27 04:51:34"} 
[2026-03-27 04:51:34] local.INFO: Concurrent API Success {"data":{"type":"light_color_detection","objects_count":7},"timestamp":"2026-03-27 04:51:34"} 
[2026-03-27 04:51:34] local.INFO: Concurrent API Success {"data":{"type":"extra_light_color_detection","objects_count":7},"timestamp":"2026-03-27 04:51:34"} 
[2026-03-27 04:51:34] local.INFO: Best response selected from concurrent APIs {"data":{"objects_count":7},"timestamp":"2026-03-27 04:51:34"} 
[2026-03-27 04:51:34] local.INFO: Prepared Query Parameter for Image-to-Text API {"data":{"query_param":"width","query_value":"48"},"timestamp":"2026-03-27 04:51:34"} 
[2026-03-27 04:51:34] local.INFO: Calling Image-to-Text API {"data":{"file_name":"input_image_698c6890d93928.17020760.jpg","query_param":"width","query_value":"48","file_size":22508},"timestamp":"2026-03-27 04:51:34"} 
[2026-03-27 04:51:34] local.INFO: Detected Objects from Image-to-Text API {"data":{"objects_count":7,"objects":[{"index":0,"position":{"x":752,"y":50,"width":114,"height":124},"scaled_width":5.85,"scaled_height":6.36,"actual_filled_area":14.38,"bounding_box_area":37,"exact_perimeter":33.07,"approximate_perimeter":31.47,"convex_hull_perimeter":23.9,"perimeter_pixels":644.9503602129446,"original_contour_points":272,"approximation_points":12,"shape_analysis":{"aspect_ratio":1.09,"compactness":0.1652,"perimeter_to_area_ratio":2.2997},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":1,"position":{"x":625,"y":47,"width":114,"height":130},"scaled_width":5.85,"scaled_height":6.67,"actual_filled_area":24.16,"bounding_box_area":39,"exact_perimeter":31.76,"approximate_perimeter":29.33,"convex_hull_perimeter":20.19,"perimeter_pixels":619.3452377915615,"original_contour_points":223,"approximation_points":11,"shape_analysis":{"aspect_ratio":1.14,"compactness":0.301,"perimeter_to_area_ratio":1.3146},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":2,"position":{"x":873,"y":8,"width":61,"height":169},"scaled_width":3.13,"scaled_height":8.67,"actual_filled_area":10.88,"bounding_box_area":27,"exact_perimeter":24.36,"approximate_perimeter":23.21,"convex_hull_perimeter":20.03,"perimeter_pixels":475.05382386916267,"original_contour_points":77,"approximation_points":14,"shape_analysis":{"aspect_ratio":2.77,"compactness":0.2304,"perimeter_to_area_ratio":2.239},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":4,"position":{"x":304,"y":2,"width":108,"height":175},"scaled_width":5.54,"scaled_height":8.97,"actual_filled_area":34.24,"bounding_box_area":49,"exact_perimeter":28.85,"approximate_perimeter":27.05,"convex_hull_perimeter":24.87,"perimeter_pixels":562.5929291125638,"original_contour_points":124,"approximation_points":9,"shape_analysis":{"aspect_ratio":1.62,"compactness":0.517,"perimeter_to_area_ratio":0.8426},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":5,"position":{"x":170,"y":2,"width":108,"height":175},"scaled_width":5.54,"scaled_height":8.97,"actual_filled_area":34.03,"bounding_box_area":49,"exact_perimeter":28.79,"approximate_perimeter":27.12,"convex_hull_perimeter":24.82,"perimeter_pixels":561.42135623731,"original_contour_points":122,"approximation_points":9,"shape_analysis":{"aspect_ratio":1.62,"compactness":0.5159,"perimeter_to_area_ratio":0.846},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":6,"position":{"x":2,"y":2,"width":160,"height":172},"scaled_width":8.21,"scaled_height":8.82,"actual_filled_area":28.51,"bounding_box_area":72,"exact_perimeter":33.86,"approximate_perimeter":31.79,"convex_hull_perimeter":28.22,"perimeter_pixels":660.3158005400394,"original_contour_points":354,"approximation_points":8,"shape_analysis":{"aspect_ratio":1.07,"compactness":0.3125,"perimeter_to_area_ratio":1.1877},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"}]},"timestamp":"2026-03-27 04:51:34"} 
[2026-03-27 04:51:34] local.INFO: Nested area calculated {"data":{"nestedArea":337.16700000000003},"timestamp":"2026-03-27 04:51:34"} 
[2026-03-27 04:51:35] local.INFO: Mapped objects from Image-to-Text API 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"},{"id":"7d2e8e6e-2c8f-49f7-a1ef-7fa838bdce11","height":6.67,"width":5.85,"perimeter":31.76,"area":24.16,"image":"data:image/png;base64,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"},{"id":"76424c1a-0627-4f93-baf5-48f30e9030f3","height":8.67,"width":3.13,"perimeter":24.36,"area":10.88,"image":"data:image/png;base64,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"},{"id":"40c9b11c-d9da-4220-824a-e9c3f6dc3168","height":8.82,"width":7.03,"perimeter":31.32,"area":15.48,"image":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAI0AAACwCAYAAAAyuu3WAAAABmJLR0QA/wD/AP+gvaeTAAAGVElEQVR4nO3bzW7TSh/H8d/4Ja4pIAFSKWxYICEhBEKVQOy4CFZsuAAuiC17boElQuICWLFmQYsEVZuXxvbMnEUf+wmHc0j/SnqS1N+PVNGg1NjO1x7XYyTAyLXffP78OdZ1raIoNJ1OV7lOWLGmaVQUhZIk0fHxsba3t/Xo0aOuFSdJVVXF9+/f6+PHj4oxKk3T1a0xVm4ymWhra0tFUWgymWh3d1dPnz7Vs2fP5JxzmXRa1ocPH/TmzRudnJwQTc/lea6maZQkicbjsW7evKlXr17p8ePHkqRMksqyVNM0Go1Gcs6pruuVrjRWy3uvqqqUZZlCCNrf39fXr1+7y5asfWNd1/Ler2xFsT6qqpIkxRiVZZlijDo5OZFzp5c1SfvGwWCgwWCwmrXEWnHOKU1TxRjVNI2892qaRiEESTPR1HXNtQwk6bdfhpxzKopCeZ5Lmommrao9BaHf2jNL20NVVYoxSpqJBjgrooEZ0cCMaGBGNDAjGpgRDcwS6XRWM8aoPM+7GzibLElOj4V2W9I0VVEUS1v+7J1z55yyrJuN6f7tTTYYDBRCUJ7nijF20wm/zD2VZamiKNQ0TTfvsMna293tn957ee+7D3jRCdl2H7WBNE2z0PL+a/Nu4M7OPc1qD5busGjnGy6C9sNsd067XXmeL20G3zmnGGMXZvt3s6833WwTzjltbW1JmolmOBwqhHAhJi3bjZOkLMt06dKl7vtlGAwGSpLklyMxy7KNOejaIeffvpxz3QHWPvlQ13V3Ru0ewmqaphuzNn1cHo/Hkv4/bAyHw+51mqYLPwLSxtJGEkL4ZYha9/3392Hn7/I8V5Ik3Vm5LEtdv369O+gy6XQj79y5o93dXR0cHGz8KbYsS4UQlCRJNwkbQlBVVSrLUpPJZKHl13XdXR+FELpZ4TzPlaapRqPRkrZkNaqq6rbPOde1cXR0JOl/0aRp6j59+hSn06n29/c3/jco7313mnXOqWkaHR4e6t27dwsH02qfcEySRHfv3tXe3p52dnZU1/XaD/HzLoTb7bp8+bK897p3756ePHmiGzdunP58+8YYYzw4OLgQ/xMhz/NuO9pHWb98+aKXL1/q27dvCy+/KArFGLsz14sXL/T69Ws9ePBAh4eHa/94ybzhKYQg7722t7f18+dP3bp1S9euXes2qrsydOu+pQsaj8exHarm7bR5ptNp95vFdDrVw4cPtbe3p62trQu9D1vrfcW2RCGE7vrjPPQlGKmH0SzTeQW47noTTXsP4jyWd8FH9t/0JhrpfD7cPp5tiGaB5fQxGKlH0Sx7eJpdLsPTBXVe0fRRb6Lx3ne3xRc1G99Fm9k+i95Eg+UhGpgRDcyIBmZEAzOigRnRwIxoYEY0MCMamBENzIgGZkQDM6KBGdHAjGhgRjQwIxqYEQ3MiAZmRAMzooEZ0cCMaGBGNDAjGpgRDcyIBmZEAzOigRnRwIxoYEY0MCMamBENzIgGZkQDM6KBGdHAjGhgRjQwIxqYEQ3MiAZmRAMzooEZ0cCMaGBGNDAjGpgRDcyIBmZEAzOigRnRwIxoYEY0MCMamBENzIgGZkQDM6KBGdHAjGhgRjQwIxqYEQ3MiAZmRAMzooEZ0cCMaGBGNDAjGpgRDcyIBmZEAzOigRnRwIxoYEY0MCMamBENzIgGZkQDM6KBGdHAjGhgRjQwIxqYEQ3MiAZmRAMzooEZ0cCMaGBGNDAjGpgRDcyIB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"},{"id":"3773c5ec-8a7a-4f4a-9a56-47d2d898ab0a","height":8.97,"width":5.54,"perimeter":28.79,"area":34.03,"image":"data:image/png;base64,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"},{"id":"94f66b2c-499e-4769-a8b7-231a3936595c","height":8.82,"width":8.21,"perimeter":33.86,"area":28.51,"image":"data:image/png;base64,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"}]},"timestamp":"2026-03-27 04:51:35"} 
[2026-03-27 04:51:35] local.INFO: Number of letters detected {"data":{"noOfLetters":7},"timestamp":"2026-03-27 04:51:35"} 
[2026-03-27 04:51:35] local.INFO: Perimeter calculated {"data":{"exactPerimeterSum":212.01,"perimeter_in_feet":17.67},"timestamp":"2026-03-27 04:51:35"} 
[2026-03-27 04:51:35] local.INFO: Actual filled area sum calculated {"data":{"actualFilledAreas":[14.38,24.16,10.88,15.48,34.24,34.03,28.51],"actualFilledAreaSum":161.68},"timestamp":"2026-03-27 04:51:35"} 
[2026-03-27 04:51:35] local.INFO: Occupied area calculated {"data":{"conversionFactor":0.00694444,"occupiedArea":1.12},"timestamp":"2026-03-27 04:51:35"} 
[2026-03-27 04:51:35] local.INFO: Average character height calculated {"data":{"avgCharHeight":8.182857142857143},"timestamp":"2026-03-27 04:51:35"} 
[2026-03-27 04:51:35] local.INFO: Original image dimensions and ratio {"data":{"originalWidth":936.0,"originalHeight":180.0,"ratio":5.2},"timestamp":"2026-03-27 04:51:35"} 
[2026-03-27 04:51:35] local.INFO: Calculated sign dimensions {"data":{"widthOfSign":"48","otherDimensionOfSign":9.23},"timestamp":"2026-03-27 04:51:35"} 
[2026-03-27 04:51:36] local.INFO: Image to Text processing completed {"data":{"imageToTextResponse":{"message":"Object detection and vectorization completed","vectorizedScaleSvg":"<svg xmlns=\"http://www.w3.org/2000/svg\"    version=\"1.1\" width=\"4608\" height=\"886.1538461538462\" viewBox=\"0 0 936 180\">
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","detection_approach":"prominent_color_detection"},{"index":1,"position":{"x":625,"y":47,"width":114,"height":130},"scaled_width":5.85,"scaled_height":6.67,"actual_filled_area":24.16,"bounding_box_area":39,"exact_perimeter":31.76,"approximate_perimeter":29.33,"convex_hull_perimeter":20.19,"perimeter_pixels":619.3452377915615,"original_contour_points":223,"approximation_points":11,"shape_analysis":{"aspect_ratio":1.14,"compactness":0.301,"perimeter_to_area_ratio":1.3146},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":2,"position":{"x":873,"y":8,"width":61,"height":169},"scaled_width":3.13,"scaled_height":8.67,"actual_filled_area":10.88,"bounding_box_area":27,"exact_perimeter":24.36,"approximate_perimeter":23.21,"convex_hull_perimeter":20.03,"perimeter_pixels":475.05382386916267,"original_contour_points":77,"approximation_points":14,"shape_analysis":{"aspect_ratio":2.77,"compactness":0.2304,"perimeter_to_area_ratio":2.239},"image_base64":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEEAAACtCAYAAADvcRK8AAAABmJLR0QA/wD/AP+gvaeTAAANuklEQVR4nO2dy29UVRzHP/c9M51OKX1AhSCiIISNMSFGcWFcGFe6cccfwEqW7vwDjEsMbnxsDNEEBQ1GAhR5aCISrBEL6bSiEIq0pQwtnbkz93Vc1HO50xZmSu8MJTnf5Aamcx/nfu7vnPs7j/n9QAntcRdgoWZnZ8XZs2cxTZNdu3bR09PT8jKarb5As3JdVwwNDbF//36+//57tmzZQn9/f1uu/dghCCHEH3/8wYEDBzh8+DBXrlxhenqaarVKrVZ73MVrrYQQYnx8XBw9elS89dZbYuPGjQKIt02bNoljx46JdpTlsVjC1NSUOHbsGIODg/z666+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","detection_approach":"prominent_color_detection"},{"index":4,"position":{"x":304,"y":2,"width":108,"height":175},"scaled_width":5.54,"scaled_height":8.97,"actual_filled_area":34.24,"bounding_box_area":49,"exact_perimeter":28.85,"approximate_perimeter":27.05,"convex_hull_perimeter":24.87,"perimeter_pixels":562.5929291125638,"original_contour_points":124,"approximation_points":9,"shape_analysis":{"aspect_ratio":1.62,"compactness":0.517,"perimeter_to_area_ratio":0.8426},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":5,"position":{"x":170,"y":2,"width":108,"height":175},"scaled_width":5.54,"scaled_height":8.97,"actual_filled_area":34.03,"bounding_box_area":49,"exact_perimeter":28.79,"approximate_perimeter":27.12,"convex_hull_perimeter":24.82,"perimeter_pixels":561.42135623731,"original_contour_points":122,"approximation_points":9,"shape_analysis":{"aspect_ratio":1.62,"compactness":0.5159,"perimeter_to_area_ratio":0.846},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":6,"position":{"x":2,"y":2,"width":160,"height":172},"scaled_width":8.21,"scaled_height":8.82,"actual_filled_area":28.51,"bounding_box_area":72,"exact_perimeter":33.86,"approximate_perimeter":31.79,"convex_hull_perimeter":28.22,"perimeter_pixels":660.3158005400394,"original_contour_points":354,"approximation_points":8,"shape_analysis":{"aspect_ratio":1.07,"compactness":0.3125,"perimeter_to_area_ratio":1.1877},"image_base64":"data:image/png;base64,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"},{"id":"7d2e8e6e-2c8f-49f7-a1ef-7fa838bdce11","height":6.67,"width":5.85,"perimeter":31.76,"area":24.16,"image":"data:image/png;base64,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"},{"id":"76424c1a-0627-4f93-baf5-48f30e9030f3","height":8.67,"width":3.13,"perimeter":24.36,"area":10.88,"image":"data:image/png;base64,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"},{"id":"40c9b11c-d9da-4220-824a-e9c3f6dc3168","height":8.82,"width":7.03,"perimeter":31.32,"area":15.48,"image":"data:image/png;base64,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"},{"id":"9cc997d4-b96a-4780-839a-733b73ffda64","height":8.97,"width":5.54,"perimeter":28.85,"area":34.24,"image":"data:image/png;base64,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"},{"id":"3773c5ec-8a7a-4f4a-9a56-47d2d898ab0a","height":8.97,"width":5.54,"perimeter":28.79,"area":34.03,"image":"data:image/png;base64,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"},{"id":"94f66b2c-499e-4769-a8b7-231a3936595c","height":8.82,"width":8.21,"perimeter":33.86,"area":28.51,"image":"data:image/png;base64,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"}],"no_of_letters":7,"perimeter_of_sign":17.67,"nested_area":2.34,"occupied_area":1.12,"avg_char_height":8.182857142857143,"widthOfSign":"48","otherDimensionOfSign":9.23,"width_of_smaller_line":20},"timestamp":"2026-03-27 04:51:36"} 
[2026-03-27 05:15:40] local.INFO: Image-to-Text API Request Received {"data":{"request_data":{"sign_width_or_height":"48","user_input_dimension":"width","sign_image":{"Illuminate\\Http\\UploadedFile":"C:\\xampp\\tmp\\phpBED3.tmp"}},"file_present":true},"timestamp":"2026-03-27 05:15:40"} 
[2026-03-27 05:15:40] local.INFO: Validation Passed {"data":{"sign_width_or_height":"48","user_input_dimension":"width"},"timestamp":"2026-03-27 05:15:40"} 
[2026-03-27 05:15:43] local.INFO: Concurrent API Success {"data":{"type":"prominent_color_detection","objects_count":7},"timestamp":"2026-03-27 05:15:43"} 
[2026-03-27 05:15:43] local.INFO: Concurrent API Success {"data":{"type":"light_color_detection","objects_count":7},"timestamp":"2026-03-27 05:15:43"} 
[2026-03-27 05:15:43] local.INFO: Concurrent API Success {"data":{"type":"extra_light_color_detection","objects_count":7},"timestamp":"2026-03-27 05:15:43"} 
[2026-03-27 05:16:17] local.INFO: Image-to-Text API Request Received {"data":{"request_data":{"sign_width_or_height":"48","user_input_dimension":"width","sign_image":{"Illuminate\\Http\\UploadedFile":"C:\\xampp\\tmp\\php4CDC.tmp"}},"file_present":true},"timestamp":"2026-03-27 05:16:17"} 
[2026-03-27 05:16:17] local.INFO: Validation Passed {"data":{"sign_width_or_height":"48","user_input_dimension":"width"},"timestamp":"2026-03-27 05:16:17"} 
[2026-03-27 05:16:19] local.INFO: Concurrent API Success {"data":{"type":"prominent_color_detection","objects_count":7},"timestamp":"2026-03-27 05:16:19"} 
[2026-03-27 05:16:19] local.INFO: Concurrent API Success {"data":{"type":"light_color_detection","objects_count":7},"timestamp":"2026-03-27 05:16:19"} 
[2026-03-27 05:16:19] local.INFO: Concurrent API Success {"data":{"type":"extra_light_color_detection","objects_count":7},"timestamp":"2026-03-27 05:16:19"} 
[2026-03-27 05:24:09] local.INFO: Image-to-Text API Request Received {"data":{"request_data":{"sign_width_or_height":"48","user_input_dimension":"width","sign_image":{"Illuminate\\Http\\UploadedFile":"C:\\xampp\\tmp\\php8281.tmp"}},"file_present":true},"timestamp":"2026-03-27 05:24:09"} 
[2026-03-27 05:24:09] local.INFO: Validation Passed {"data":{"sign_width_or_height":"48","user_input_dimension":"width"},"timestamp":"2026-03-27 05:24:09"} 
[2026-03-27 05:24:11] local.INFO: Concurrent API Success {"data":{"type":"prominent_color_detection","objects_count":7},"timestamp":"2026-03-27 05:24:11"} 
[2026-03-27 05:24:11] local.INFO: Concurrent API Success {"data":{"type":"light_color_detection","objects_count":7},"timestamp":"2026-03-27 05:24:11"} 
[2026-03-27 05:24:11] local.INFO: Concurrent API Success {"data":{"type":"extra_light_color_detection","objects_count":7},"timestamp":"2026-03-27 05:24:11"} 
[2026-03-27 05:24:11] local.INFO: Best response selected from concurrent APIs {"data":{"objects_count":7},"timestamp":"2026-03-27 05:24:11"} 
[2026-03-27 05:24:11] local.INFO: Prepared Query Parameter for Image-to-Text API {"data":{"query_param":"width","query_value":"48"},"timestamp":"2026-03-27 05:24:11"} 
[2026-03-27 05:24:11] local.INFO: Calling Image-to-Text API {"data":{"file_name":"input_image_698c6890d93928.17020760.jpg","query_param":"width","query_value":"48","file_size":22508},"timestamp":"2026-03-27 05:24:11"} 
[2026-03-27 05:24:11] local.INFO: Detected Objects from Image-to-Text API 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","detection_approach":"prominent_color_detection"},{"index":1,"position":{"x":625,"y":47,"width":114,"height":130},"scaled_width":5.85,"scaled_height":6.67,"actual_filled_area":24.16,"bounding_box_area":39,"exact_perimeter":31.76,"approximate_perimeter":29.33,"convex_hull_perimeter":20.19,"perimeter_pixels":619.3452377915615,"original_contour_points":223,"approximation_points":11,"shape_analysis":{"aspect_ratio":1.14,"compactness":0.301,"perimeter_to_area_ratio":1.3146},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":2,"position":{"x":873,"y":8,"width":61,"height":169},"scaled_width":3.13,"scaled_height":8.67,"actual_filled_area":10.88,"bounding_box_area":27,"exact_perimeter":24.36,"approximate_perimeter":23.21,"convex_hull_perimeter":20.03,"perimeter_pixels":475.05382386916267,"original_contour_points":77,"approximation_points":14,"shape_analysis":{"aspect_ratio":2.77,"compactness":0.2304,"perimeter_to_area_ratio":2.239},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":4,"position":{"x":304,"y":2,"width":108,"height":175},"scaled_width":5.54,"scaled_height":8.97,"actual_filled_area":34.24,"bounding_box_area":49,"exact_perimeter":28.85,"approximate_perimeter":27.05,"convex_hull_perimeter":24.87,"perimeter_pixels":562.5929291125638,"original_contour_points":124,"approximation_points":9,"shape_analysis":{"aspect_ratio":1.62,"compactness":0.517,"perimeter_to_area_ratio":0.8426},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":5,"position":{"x":170,"y":2,"width":108,"height":175},"scaled_width":5.54,"scaled_height":8.97,"actual_filled_area":34.03,"bounding_box_area":49,"exact_perimeter":28.79,"approximate_perimeter":27.12,"convex_hull_perimeter":24.82,"perimeter_pixels":561.42135623731,"original_contour_points":122,"approximation_points":9,"shape_analysis":{"aspect_ratio":1.62,"compactness":0.5159,"perimeter_to_area_ratio":0.846},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":6,"position":{"x":2,"y":2,"width":160,"height":172},"scaled_width":8.21,"scaled_height":8.82,"actual_filled_area":28.51,"bounding_box_area":72,"exact_perimeter":33.86,"approximate_perimeter":31.79,"convex_hull_perimeter":28.22,"perimeter_pixels":660.3158005400394,"original_contour_points":354,"approximation_points":8,"shape_analysis":{"aspect_ratio":1.07,"compactness":0.3125,"perimeter_to_area_ratio":1.1877},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"}]},"timestamp":"2026-03-27 05:24:11"} 
[2026-03-27 05:24:11] local.INFO: Nested area calculated {"data":{"nestedArea":337.16700000000003},"timestamp":"2026-03-27 05:24:11"} 
[2026-03-27 05:24:11] local.INFO: Mapped objects from Image-to-Text API 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"},{"id":"a20eadb9-f02e-4671-bec4-fc5012db0cfc","height":6.67,"width":5.85,"perimeter":31.76,"area":24.16,"image":"data:image/png;base64,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"},{"id":"c94bfe6b-59ae-499b-b479-97c68cd8e320","height":8.67,"width":3.13,"perimeter":24.36,"area":10.88,"image":"data:image/png;base64,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"},{"id":"1852d19a-eb5e-4e40-8e3a-9b7f76879b80","height":8.82,"width":7.03,"perimeter":31.32,"area":15.48,"image":"data:image/png;base64,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"},{"id":"7b6bd9a0-4377-4f7f-9bb5-aa1817b01780","height":8.97,"width":5.54,"perimeter":28.79,"area":34.03,"image":"data:image/png;base64,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"},{"id":"2ac9833e-2470-4afb-ba1a-fafcd937f11d","height":8.82,"width":8.21,"perimeter":33.86,"area":28.51,"image":"data:image/png;base64,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"}]},"timestamp":"2026-03-27 05:24:11"} 
[2026-03-27 05:24:11] local.INFO: Number of letters detected {"data":{"noOfLetters":7},"timestamp":"2026-03-27 05:24:11"} 
[2026-03-27 05:24:11] local.INFO: Perimeter calculated {"data":{"exactPerimeterSum":212.01,"perimeter_in_feet":17.67},"timestamp":"2026-03-27 05:24:11"} 
[2026-03-27 05:24:11] local.INFO: Actual filled area sum calculated {"data":{"actualFilledAreas":[14.38,24.16,10.88,15.48,34.24,34.03,28.51],"actualFilledAreaSum":161.68},"timestamp":"2026-03-27 05:24:11"} 
[2026-03-27 05:24:11] local.INFO: Occupied area calculated {"data":{"conversionFactor":0.00694444,"occupiedArea":1.12},"timestamp":"2026-03-27 05:24:11"} 
[2026-03-27 05:24:11] local.INFO: Average character height calculated {"data":{"avgCharHeight":8.182857142857143},"timestamp":"2026-03-27 05:24:11"} 
[2026-03-27 05:24:11] local.INFO: Original image dimensions and ratio {"data":{"originalWidth":936.0,"originalHeight":180.0,"ratio":5.2},"timestamp":"2026-03-27 05:24:11"} 
[2026-03-27 05:24:11] local.INFO: Calculated sign dimensions {"data":{"widthOfSign":"48","otherDimensionOfSign":9.23},"timestamp":"2026-03-27 05:24:11"} 
[2026-03-27 05:24:11] local.INFO: Image to Text processing completed {"data":{"imageToTextResponse":{"message":"Object detection and vectorization completed","vectorizedScaleSvg":"<svg xmlns=\"http://www.w3.org/2000/svg\"    version=\"1.1\" width=\"4608\" height=\"886.1538461538462\" viewBox=\"0 0 936 180\">
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EVR4UOy57Rv3x5DhgxBt27dZJC83bFhSWi8383r3KSkJFy+fPnRFsFqYi7Qk08+qRBzPEikYfBdvU+9S8MH+MkLicBcIDYh+AkXGxuL//znP62guiIA2Lx5MxISEmSxx1wNLe4G75aoi6Aw35TofqiPF6veZFISPdTlDNg2bdpg6dKlj5a/6i1JkoSZM2cqSvJpFZn8ClJnEbLjInyI0NuTCmpXjLk7zzzzDH7++edWUN1RUVERbty4Icdv6zohTtyAq0OBdbE/Qpb8ZgMR4amnnsL333/ve82lR4EqKyvx9ddfIy4uTjZa+AwKvV4Pk8nkdR6Sr8DyCXlE908A7tixo+lPxTUnqqysxKpVqxAeHu6yVpI3hbHIT8DybLFYsHjx4taVWh+6desWpkyZIoPC61AeCK0A+wNYVs1l5MiRyM3NbTWY6kOSJOHIkSPo0aOHnFJjNBrlWr30ACytkSNPwGoBXhRF9OrVC/v27Wu+qaOBQOXl5di4cSPatm2r0HW8dduYwJrNZqxdu7bVX/UHFRcXY/bs2YiIiHAJkjdFsH3h8PBwpKamNuoRzhZNAFBQUICnn35a3phXB+/9kTPliZOSkpCbm9vwhbQeJZIkCV988QViY2MRFhZWa6vNW6tWC5vNZtkw69evH44dO4bbt2+3gupvKiwsxLJly2r5s+QnINmqZ34zC0RERERg6dKlrf5qQ9L169cxduxYeeeGz5ggH4FlE4ZP+tbr9Zg1a1ZryLChSZIkZGRk4PHHH1eUfdW6Q6OFeWMsPj4emZmZzTLFxf31TAFGOp1OqKmpQXJyMhUWFtKtW7dIr9d7vMVLKxkMBpIkiUwmE0mSROHh4dSnT59meU2brqkb4C3p9XpKSUmh6OhoAkCiKPrluex6NkmSSBAEcjgcVFRURPn5+dQc84KbHbBlZWV08+ZNcjgcRHT/zjd/kMFgIKfTSURElZWVRET0v//9j7Zt20ZFRUV++Y5WqoPsdjuys7MxatQoRb0krQlvWpjtHDGLOzo6Grt27Qr8qi7NmQBgwYIFCAoKUpyz9ccVY/wz+E35qKgo9O/fH9nZ2Y9mAnhDU3V1Nf75z3/KOcH8ZkB9yvupWR3J4p9ptVoxffr0Fne5YpMTAKSnp2P48OHyYDM/019RJ/WBLDW4FosFmzdvbs0Z9icVFBTgj3/8o6JuFNH9KJG/9Kv6IBZLNeVv1EhISMA333zTss+6NhYBwPr16+VKb8HBwbI+DAoK8tuqrasiOvub/W/SpEnIz89vBdYXAoAff/xRzjcmcn36zR8hRcbuJorJZEJISAjee++9VpHsC/3444+YPXu2XI2Nz5zgrVh/7u6wZ7ODz3zqKptAXbt2xZ49e1pznupDVVVVWL58uXzWhtX6JZXV6q8dHnen7vhMDRaXTkpKQnZ2dutWnjcEAIcPH4bBYFBUUfUmIY3/21UKjTdXkBMp/Vy2pZeamtqaJuMNlZWVYcyYMfKJAG/vzmO1hVnqDL/C1YCrS7nXxfwkYKs2Li4OO3fubDkFuRqSKioqsGbNGoSEhNQymLSAq3Zb1KD5Ynjx9wCw14YNG4b09PSAu80roAgAPv30U3Tp0kU+s6P1ijH+4kTyABxv+XpzooAd8yRONIuiiNTU1NZzsXURAFy4cAH9+vWTRSlf8dQTq/WlTqerFcDgQWbHKb0p+cc/gz9kHRYWhlWrVrXGkl3RrVu3MHPmTBDVrrOoVVzysWM+lkx0v7DXgAEDZDC8PW2nLuypvku9d+/e+Oqrr1pFMk8lJSVYt24doqKiZLdGHfEhDYPPn4Tj3ZcOHTpg3rx5+OijjzBixAjNopdn/k4C9SpnUiE5ORkZGRmtwBLdB/WHH37AwIEDXcZ+vSkpwOo2ET30b61WK4YNG4ZTp04BAFavXo22bdvKE6a+OpYx0++s3StXrmzNPWbJ4C+++KLHQtXkYdD5E3h8rYjY2Fh8//33skvidDoxZ84cxd0Crp7PX8fi6bsZh4WFwWazYdeuXc0yAc5v5HQ6sXjxYkRHR3usPk4aBlYQBEUREEEQsHLlSsUBqpKSEpw9exaJiYnyhKjr+d58PyuJEBYWhsTERFlCNMpABhIBwJ49e9C7d295ldVnpRIHgrpa6fjx43H16tVagwsAW7ZsUewOuftOb1YtE++zZ89+9Lb3JEnCtWvXkJycjLCwME3Xt3hitW5OSEjAkSNH6ryX5+eff8aECRPqXKXq17S0gb3PZrOhU6dO2Lx586NR+ZSRJElYvHgx2rRpA6LakSXyAlDGfP3F8PBwrFu3zm1B6qqqKvneOv45dakET9/PjLWgoCBZvPfq1evREckAsHPnTrnGBHGz3ZftN15cTpw4UdNmeHl5OdLS0hQ3gzCRzm/dafl+vrAXe00URUyePBkXL15s2eCWlZUhIyMDgwcPrrXSfGW9Xg9RFNGzZ08cPHhQcxmBO3fu4KWXXkJwcLBCnLMNAm/1K/ss0f1Ai8lkwvz581vmfQCMKisr8ac//alW2Xh/MLOE169f79UGeE1NDQ4ePIjIyEiFz8w23L25noXoYUEwvm/R0dE4ceJEyzw0DQDLly9H165dvT607Ir5O87Z1tzEiRNx7tw5rwevuroaq1evhiiKMrh8kS8+ouWpPeriYUy8jxw5EtnZ2S0r5AgABw8exPPPP6/QP96EC/lgAj8ZbDabvCqOHDlSb1125coVzJgxQ24bK2SiNTJV192yDNg2bdpg4cKFDXJ7ZpOQ0+nEtWvX8Lvf/U6RPsqLOG9Xrfq2jYiICLz55ps+GSgAcOrUKfTv318hXrUCW9eFwbxR2KlTJ2zdurVlJMI5HA4sWrQIwcHBssXJD5Y3sVr1MQwmIidNmoTr16/7HKN1OBz461//WmsCabEF6rowmH9NEAQMGjQIhw8fbt5WMgB88cUX6N69e61L53U6neL8jScWhIflA9heKxGhT58+2Ldvn990V05ODpKTk2G1WhW61ducK/Xn2AS2WCx48cUXm6+VDADXrl1DUlKS7LQTByoPqJZVq85hYp9JS0vz65ma6upqZGZmol+/fiDSnsFRV7vZ//mkgdDQUKSlpTXPVXvz5k35jnO1TlQnfWspNcBWO3uWxWJBSkpKg9SHAIClS5ciIiJCkXLjC7D8lp9er8cTTzyBzMzM5pWbzG577tSpUy29SBxQ3tygwVYsf271xIkTDVb6Lj8/H8nJyYrv9gVY9p6goCC5D+PHj8ft27ebR01Gp9OJkydP4umnnwYRITIyUpMo4/dHSSWemSvBJkZERATWrFnToD6h3W7H3r170a5dO3ki8mKZtY3f3HfH7DN80CM8PBzz589vHiL51q1bmDVrFoKDg+UojJYbnonrPFvN6pwnlsdU30CEt5Sfn4/XXntNliyuJp7WGLervGai+8WsP/vss8AOXADAmjVr5F0bIqUY9QSsOppELmb8oEGDGu2CXQC4fPkynn32WUVf1EnmWtwhPhmO77Moinjuuedc7hsHBLGTcb169ZKNGyKSs/m1AKs+bMyzKIoQRREffPBBo+okANi2bRtiYmJkqcF0JANXi1XPp+0wicT6HRoainfeeSfw7m53Op04d+4cRo8eLYstPu9ISyY/Ue0ABMtwYL+npKTgp59+avTOFxUVYf78+XLkjF993lRf5f/mbQZBEBAXF4ctW7YEliF19+5dLFy4UO60+mSaVh3L3sfnLLHX4+PjcejQoSY5BAUAZ86cUaSuujtG4opd5THzq5jofjHO9PT0wDCmKisrsX37dnTq1EnuIO/GMJGsxRfkk7H5AYiMjMSHH37YpD4fc+H69Okj95G1V8uesqvwpPoCCSLC1KlTPV5q3OAEAOfOncNzzz0nA8AaqL5axRsnn/87MjISiYmJAVGq3W63Y/bs2bI/7cpa9sS8JFIXNKEHC2HTpk1Nmwh3+/ZtzJ07F1artd4OPHEd5jtqNBohiiLi4uJw7NixgEgKczgcuHr1qrz9yFvw6omp1r9axodJt+7du+Pbb79tGhfIbrdj27Zt6Ny5s1er0RMzvcwOPa1cuTKgwm52ux27du2SpRN/Fpc8GE/umI8lGwwGjB07Fnl5eY0LriRJOH78uGLv0ldg1XqW6P6J8UD07+7cuYMFCxZouqpUEATNfjxzo9iBr7fffrtxJVVhYSEmT54si0ytVq87VvuGPXv2xIkTJwLL/H9ADocDV65cURQUIw5I9Wvejg/T3Z07d8Y333zTOHUcAWDDhg0ICQnxKojviXkXKTQ0FKtWrQooEawmh8OBzz//HB06dKi1ueEu96kuZuFXFtBhzxo2bBguXbrUsOUQampqcOzYMQwYMMDtDPWVx48fj5ycnIAFldGdO3fkWDKf88TA5XWvJ2D5cCqzullg57XXXms4K5mdOE9OToYgCPJqZeV6yEcwWQcTEhJw4MCBZlFGFgDOnj2LESNGwGKx1Eoe4BMCtIhidreQxWJRGJGRkZH49NNPGyZXym63Y8mSJXKj/ZkTzDqu0+mwefPmwIuZuiGn04ndu3fDZrMpTrgzS1erDcLGU30emN01NGTIEGRmZvrXSnY6ndi6dSt69Oih8M+8vWRBXWxLna87ZswYlJSUNBtQGTmdTsyePVvWj/WZ9FpE9ZQpU5CXl+ef8QGAvLw8jBgxQt4kZqLD1RWg7piJKj4Zm4mfvn37Ntt7zp1OJ86fP49f/epX8uQVBEHzJjxpAJbovpW8ceNG39WUJEnIzc3FkiVLZBHBF+1wdSOzp8az39kAmEwm2Gw2LFu2LDCC3/UkANixYwfat29fK4bsjR/vDliz2Yz4+Hjs27fPNysZABYtWoQOHTooSskSPUwf9dRgnnkjy2QyyZ//wx/+gMuXLzdbUBnV1NRg1qxZMJvNbssguGItophtG44cORKXLl2qX/mhsrIypKeny2mYanFrMBgUIHtqOHMH+Piq2WxGly5d8N133zXr1crI6XTi0qVLiI+Ph8ViUehaXwM4jK1WK3Q6HRYuXFi/tNv8/Hz8/ve/R1hYWK0vZjOIOJA9NYiPgzJdazabsWrVqpZznoXuBy4++ugjRa0qX7IciRtzoocGa3h4OPbs2ePdgigqKsK6devkMgLs4cx897XwMzMsUlJSWmS17qqqKkyYMAGiKMrqxldg2W4X0UNvgpU50nS0pbKyEvv27UN8fHwtHeFK5HpTL5j30Xr37o39+/e3CBGspurqapw8eRKDBw+WwfAVWD5h3mAwwGKxQBAEzJo1y3PNZADIz8/HE0884VXJV/bFdTWSRapYJ0NCQvD+++8HZIDfXyRJEvbv3y+HBVmgwdX4aFFlbJWynwwXm82GLVu2uLeSL1++jLfeeku+E93bYs2emBlQL7/8couwgj3R9evXkZqaqlBd/GFqpoe1MJsQvNRjxlliYmLd0g8ANm/ejJiYGDkMxuKdnsQIM6bU1Vb4gDhrWP/+/XHgwIEWKYLVxO4LSkxMlA+m8auT93O1iGp2GJt9lg+AjB49GgUFBUpDFAC+/fZb/Pa3v601Q9S/15etVitEUcSKFSsCejvO31RTU4O0tDTFdpzJZEJQUJAiEkcaxtAVDmwRRkZG4vXXX1eqt7t372LGjBnyTo1av6q3pFyxq1nGb1+ZTCa88MILuHDhwiMDKqNbt25hzpw5sn7kVxrv17tjs9ksX+7EG6x8Ul14eDhOnz79cHyzs7PRs2dPECkD+3zqKAPIE/Pil/msRqMRSUlJyMjICIiktMYmtr03fPhwhIWFyYaUXq9HeHi4HKlyx/RA/PJxdj4pn2G1bNkyEBEJREQ3btzAd999R8XFxSSKIun1eiotLSWbzUZVVVWaGq/TKa+iFQRBZiIiq9VK48aNa5a3J/uDHljJVFBQQIIgkN1uJ1EUSZIkqqioILPZ7Pbz1dXVpNfrSa/XkyRJZDAYKCgoiOx2O1VVVZHBYKDq6mrq0aMHDR8+/JEc40eC/h+ciOKKj8mCBgAAAABJRU5ErkJggg==","detection_approach":"prominent_color_detection"},{"index":1,"position":{"x":625,"y":47,"width":114,"height":130},"scaled_width":5.85,"scaled_height":6.67,"actual_filled_area":24.16,"bounding_box_area":39,"exact_perimeter":31.76,"approximate_perimeter":29.33,"convex_hull_perimeter":20.19,"perimeter_pixels":619.3452377915615,"original_contour_points":223,"approximation_points":11,"shape_analysis":{"aspect_ratio":1.14,"compactness":0.301,"perimeter_to_area_ratio":1.3146},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":2,"position":{"x":873,"y":8,"width":61,"height":169},"scaled_width":3.13,"scaled_height":8.67,"actual_filled_area":10.88,"bounding_box_area":27,"exact_perimeter":24.36,"approximate_perimeter":23.21,"convex_hull_perimeter":20.03,"perimeter_pixels":475.05382386916267,"original_contour_points":77,"approximation_points":14,"shape_analysis":{"aspect_ratio":2.77,"compactness":0.2304,"perimeter_to_area_ratio":2.239},"image_base64":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEEAAACtCAYAAADvcRK8AAAABmJLR0QA/wD/AP+gvaeTAAANuklEQVR4nO2dy29UVRzHP/c9M51OKX1AhSCiIISNMSFGcWFcGFe6cccfwEqW7vwDjEsMbnxsDNEEBQ1GAhR5aCISrBEL6bSiEIq0pQwtnbkz93Vc1HO50xZmSu8MJTnf5Aamcx/nfu7vnPs7j/n9QAntcRdgoWZnZ8XZs2cxTZNdu3bR09PT8jKarb5As3JdVwwNDbF//36+//57tmzZQn9/f1uu/dghCCHEH3/8wYEDBzh8+DBXrlxhenqaarVKrVZ73MVrrYQQYnx8XBw9elS89dZbYuPGjQKIt02bNoljx46JdpTlsVjC1NSUOHbsGIODg/z666+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","detection_approach":"prominent_color_detection"},{"index":4,"position":{"x":304,"y":2,"width":108,"height":175},"scaled_width":5.54,"scaled_height":8.97,"actual_filled_area":34.24,"bounding_box_area":49,"exact_perimeter":28.85,"approximate_perimeter":27.05,"convex_hull_perimeter":24.87,"perimeter_pixels":562.5929291125638,"original_contour_points":124,"approximation_points":9,"shape_analysis":{"aspect_ratio":1.62,"compactness":0.517,"perimeter_to_area_ratio":0.8426},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":5,"position":{"x":170,"y":2,"width":108,"height":175},"scaled_width":5.54,"scaled_height":8.97,"actual_filled_area":34.03,"bounding_box_area":49,"exact_perimeter":28.79,"approximate_perimeter":27.12,"convex_hull_perimeter":24.82,"perimeter_pixels":561.42135623731,"original_contour_points":122,"approximation_points":9,"shape_analysis":{"aspect_ratio":1.62,"compactness":0.5159,"perimeter_to_area_ratio":0.846},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":6,"position":{"x":2,"y":2,"width":160,"height":172},"scaled_width":8.21,"scaled_height":8.82,"actual_filled_area":28.51,"bounding_box_area":72,"exact_perimeter":33.86,"approximate_perimeter":31.79,"convex_hull_perimeter":28.22,"perimeter_pixels":660.3158005400394,"original_contour_points":354,"approximation_points":8,"shape_analysis":{"aspect_ratio":1.07,"compactness":0.3125,"perimeter_to_area_ratio":1.1877},"image_base64":"data:image/png;base64,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"},{"id":"a20eadb9-f02e-4671-bec4-fc5012db0cfc","height":6.67,"width":5.85,"perimeter":31.76,"area":24.16,"image":"data:image/png;base64,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"},{"id":"c94bfe6b-59ae-499b-b479-97c68cd8e320","height":8.67,"width":3.13,"perimeter":24.36,"area":10.88,"image":"data:image/png;base64,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"},{"id":"1852d19a-eb5e-4e40-8e3a-9b7f76879b80","height":8.82,"width":7.03,"perimeter":31.32,"area":15.48,"image":"data:image/png;base64,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"},{"id":"a1e79d67-51a3-4c43-8475-39f383df242b","height":8.97,"width":5.54,"perimeter":28.85,"area":34.24,"image":"data:image/png;base64,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"},{"id":"7b6bd9a0-4377-4f7f-9bb5-aa1817b01780","height":8.97,"width":5.54,"perimeter":28.79,"area":34.03,"image":"data:image/png;base64,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"},{"id":"2ac9833e-2470-4afb-ba1a-fafcd937f11d","height":8.82,"width":8.21,"perimeter":33.86,"area":28.51,"image":"data:image/png;base64,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"}],"no_of_letters":7,"perimeter_of_sign":17.67,"nested_area":2.34,"occupied_area":1.12,"avg_char_height":8.182857142857143,"widthOfSign":"48","otherDimensionOfSign":9.23,"width_of_smaller_line":20},"timestamp":"2026-03-27 05:24:11"} 
[2026-03-27 05:26:56] local.INFO: Image-to-Text API Request Received {"data":{"request_data":{"sign_width_or_height":"48","user_input_dimension":"width","sign_image":{"Illuminate\\Http\\UploadedFile":"C:\\xampp\\tmp\\phpE4D.tmp"}},"file_present":true},"timestamp":"2026-03-27 05:26:56"} 
[2026-03-27 05:26:56] local.INFO: Validation Passed {"data":{"sign_width_or_height":"48","user_input_dimension":"width"},"timestamp":"2026-03-27 05:26:56"} 
[2026-03-27 05:26:58] local.INFO: Concurrent API Success {"data":{"type":"prominent_color_detection","objects_count":7},"timestamp":"2026-03-27 05:26:58"} 
[2026-03-27 05:26:58] local.INFO: Concurrent API Success {"data":{"type":"light_color_detection","objects_count":7},"timestamp":"2026-03-27 05:26:58"} 
[2026-03-27 05:26:58] local.INFO: Concurrent API Success {"data":{"type":"extra_light_color_detection","objects_count":7},"timestamp":"2026-03-27 05:26:58"} 
[2026-03-27 05:26:58] local.INFO: Best response selected from concurrent APIs {"data":{"objects_count":7},"timestamp":"2026-03-27 05:26:58"} 
[2026-03-27 05:26:58] local.INFO: Prepared Query Parameter for Image-to-Text API {"data":{"query_param":"width","query_value":"48"},"timestamp":"2026-03-27 05:26:58"} 
[2026-03-27 05:26:58] local.INFO: Calling Image-to-Text API {"data":{"file_name":"input_image_698c6890d93928.17020760.jpg","query_param":"width","query_value":"48","file_size":22508},"timestamp":"2026-03-27 05:26:58"} 
[2026-03-27 05:26:58] local.INFO: Detected Objects from Image-to-Text API 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","detection_approach":"prominent_color_detection"},{"index":1,"position":{"x":625,"y":47,"width":114,"height":130},"scaled_width":5.85,"scaled_height":6.67,"actual_filled_area":24.16,"bounding_box_area":39,"exact_perimeter":31.76,"approximate_perimeter":29.33,"convex_hull_perimeter":20.19,"perimeter_pixels":619.3452377915615,"original_contour_points":223,"approximation_points":11,"shape_analysis":{"aspect_ratio":1.14,"compactness":0.301,"perimeter_to_area_ratio":1.3146},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":2,"position":{"x":873,"y":8,"width":61,"height":169},"scaled_width":3.13,"scaled_height":8.67,"actual_filled_area":10.88,"bounding_box_area":27,"exact_perimeter":24.36,"approximate_perimeter":23.21,"convex_hull_perimeter":20.03,"perimeter_pixels":475.05382386916267,"original_contour_points":77,"approximation_points":14,"shape_analysis":{"aspect_ratio":2.77,"compactness":0.2304,"perimeter_to_area_ratio":2.239},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":4,"position":{"x":304,"y":2,"width":108,"height":175},"scaled_width":5.54,"scaled_height":8.97,"actual_filled_area":34.24,"bounding_box_area":49,"exact_perimeter":28.85,"approximate_perimeter":27.05,"convex_hull_perimeter":24.87,"perimeter_pixels":562.5929291125638,"original_contour_points":124,"approximation_points":9,"shape_analysis":{"aspect_ratio":1.62,"compactness":0.517,"perimeter_to_area_ratio":0.8426},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":5,"position":{"x":170,"y":2,"width":108,"height":175},"scaled_width":5.54,"scaled_height":8.97,"actual_filled_area":34.03,"bounding_box_area":49,"exact_perimeter":28.79,"approximate_perimeter":27.12,"convex_hull_perimeter":24.82,"perimeter_pixels":561.42135623731,"original_contour_points":122,"approximation_points":9,"shape_analysis":{"aspect_ratio":1.62,"compactness":0.5159,"perimeter_to_area_ratio":0.846},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":6,"position":{"x":2,"y":2,"width":160,"height":172},"scaled_width":8.21,"scaled_height":8.82,"actual_filled_area":28.51,"bounding_box_area":72,"exact_perimeter":33.86,"approximate_perimeter":31.79,"convex_hull_perimeter":28.22,"perimeter_pixels":660.3158005400394,"original_contour_points":354,"approximation_points":8,"shape_analysis":{"aspect_ratio":1.07,"compactness":0.3125,"perimeter_to_area_ratio":1.1877},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"}]},"timestamp":"2026-03-27 05:26:58"} 
[2026-03-27 05:26:58] local.INFO: Nested area calculated {"data":{"nestedArea":337.16700000000003},"timestamp":"2026-03-27 05:26:58"} 
[2026-03-27 05:26:58] local.INFO: Mapped objects from Image-to-Text API 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"},{"id":"2fe29425-5e8a-4559-92ed-996089e0291f","height":6.67,"width":5.85,"perimeter":31.76,"area":24.16,"image":"data:image/png;base64,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"},{"id":"2af2bccf-a3fb-4e91-993d-6263a9f37161","height":8.67,"width":3.13,"perimeter":24.36,"area":10.88,"image":"data:image/png;base64,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"},{"id":"75c76f39-8dac-44c9-aa01-06bde7647cec","height":8.82,"width":7.03,"perimeter":31.32,"area":15.48,"image":"data:image/png;base64,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"},{"id":"32b3bb58-29e6-4a73-986a-0c25b48ef1f6","height":8.97,"width":5.54,"perimeter":28.79,"area":34.03,"image":"data:image/png;base64,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"},{"id":"9ba0e907-6448-4031-906d-43541eaeb4b5","height":8.82,"width":8.21,"perimeter":33.86,"area":28.51,"image":"data:image/png;base64,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"}]},"timestamp":"2026-03-27 05:26:58"} 
[2026-03-27 05:26:58] local.INFO: Number of letters detected {"data":{"noOfLetters":7},"timestamp":"2026-03-27 05:26:58"} 
[2026-03-27 05:26:58] local.INFO: Perimeter calculated {"data":{"exactPerimeterSum":212.01,"perimeter_in_feet":17.67},"timestamp":"2026-03-27 05:26:58"} 
[2026-03-27 05:26:58] local.INFO: Actual filled area sum calculated {"data":{"actualFilledAreas":[14.38,24.16,10.88,15.48,34.24,34.03,28.51],"actualFilledAreaSum":161.68},"timestamp":"2026-03-27 05:26:58"} 
[2026-03-27 05:26:58] local.INFO: Occupied area calculated {"data":{"conversionFactor":0.00694444,"occupiedArea":1.12},"timestamp":"2026-03-27 05:26:58"} 
[2026-03-27 05:26:58] local.INFO: Average character height calculated {"data":{"avgCharHeight":8.182857142857143},"timestamp":"2026-03-27 05:26:58"} 
[2026-03-27 05:26:58] local.INFO: Original image dimensions and ratio {"data":{"originalWidth":936.0,"originalHeight":180.0,"ratio":5.2},"timestamp":"2026-03-27 05:26:58"} 
[2026-03-27 05:26:58] local.INFO: Calculated sign dimensions {"data":{"widthOfSign":"48","otherDimensionOfSign":9.23},"timestamp":"2026-03-27 05:26:58"} 
[2026-03-27 05:26:58] local.INFO: Image to Text processing completed {"data":{"imageToTextResponse":{"message":"Object detection and vectorization completed","vectorizedScaleSvg":"<svg xmlns=\"http://www.w3.org/2000/svg\"    version=\"1.1\" width=\"4608\" height=\"886.1538461538462\" viewBox=\"0 0 936 180\">
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EVR4UOy57Rv3x5DhgxBt27dZJC83bFhSWi8383r3KSkJFy+fPnRFsFqYi7Qk08+qRBzPEikYfBdvU+9S8MH+MkLicBcIDYh+AkXGxuL//znP62guiIA2Lx5MxISEmSxx1wNLe4G75aoi6Aw35TofqiPF6veZFISPdTlDNg2bdpg6dKlj5a/6i1JkoSZM2cqSvJpFZn8ClJnEbLjInyI0NuTCmpXjLk7zzzzDH7++edWUN1RUVERbty4Icdv6zohTtyAq0OBdbE/Qpb8ZgMR4amnnsL333/ve82lR4EqKyvx9ddfIy4uTjZa+AwKvV4Pk8nkdR6Sr8DyCXlE908A7tixo+lPxTUnqqysxKpVqxAeHu6yVpI3hbHIT8DybLFYsHjx4taVWh+6desWpkyZIoPC61AeCK0A+wNYVs1l5MiRyM3NbTWY6kOSJOHIkSPo0aOHnFJjNBrlWr30ACytkSNPwGoBXhRF9OrVC/v27Wu+qaOBQOXl5di4cSPatm2r0HW8dduYwJrNZqxdu7bVX/UHFRcXY/bs2YiIiHAJkjdFsH3h8PBwpKamNuoRzhZNAFBQUICnn35a3phXB+/9kTPliZOSkpCbm9vwhbQeJZIkCV988QViY2MRFhZWa6vNW6tWC5vNZtkw69evH44dO4bbt2+3gupvKiwsxLJly2r5s+QnINmqZ34zC0RERERg6dKlrf5qQ9L169cxduxYeeeGz5ggH4FlE4ZP+tbr9Zg1a1ZryLChSZIkZGRk4PHHH1eUfdW6Q6OFeWMsPj4emZmZzTLFxf31TAFGOp1OqKmpQXJyMhUWFtKtW7dIr9d7vMVLKxkMBpIkiUwmE0mSROHh4dSnT59meU2brqkb4C3p9XpKSUmh6OhoAkCiKPrluex6NkmSSBAEcjgcVFRURPn5+dQc84KbHbBlZWV08+ZNcjgcRHT/zjd/kMFgIKfTSURElZWVRET0v//9j7Zt20ZFRUV++Y5WqoPsdjuys7MxatQoRb0krQlvWpjtHDGLOzo6Grt27Qr8qi7NmQBgwYIFCAoKUpyz9ccVY/wz+E35qKgo9O/fH9nZ2Y9mAnhDU3V1Nf75z3/KOcH8ZkB9yvupWR3J4p9ptVoxffr0Fne5YpMTAKSnp2P48OHyYDM/019RJ/WBLDW4FosFmzdvbs0Z9icVFBTgj3/8o6JuFNH9KJG/9Kv6IBZLNeVv1EhISMA333zTss+6NhYBwPr16+VKb8HBwbI+DAoK8tuqrasiOvub/W/SpEnIz89vBdYXAoAff/xRzjcmcn36zR8hRcbuJorJZEJISAjee++9VpHsC/3444+YPXu2XI2Nz5zgrVh/7u6wZ7ODz3zqKptAXbt2xZ49e1pznupDVVVVWL58uXzWhtX6JZXV6q8dHnen7vhMDRaXTkpKQnZ2dutWnjcEAIcPH4bBYFBUUfUmIY3/21UKjTdXkBMp/Vy2pZeamtqaJuMNlZWVYcyYMfKJAG/vzmO1hVnqDL/C1YCrS7nXxfwkYKs2Li4OO3fubDkFuRqSKioqsGbNGoSEhNQymLSAq3Zb1KD5Ynjx9wCw14YNG4b09PSAu80roAgAPv30U3Tp0kU+s6P1ijH+4kTyABxv+XpzooAd8yRONIuiiNTU1NZzsXURAFy4cAH9+vWTRSlf8dQTq/WlTqerFcDgQWbHKb0p+cc/gz9kHRYWhlWrVrXGkl3RrVu3MHPmTBDVrrOoVVzysWM+lkx0v7DXgAEDZDC8PW2nLuypvku9d+/e+Oqrr1pFMk8lJSVYt24doqKiZLdGHfEhDYPPn4Tj3ZcOHTpg3rx5+OijjzBixAjNopdn/k4C9SpnUiE5ORkZGRmtwBLdB/WHH37AwIEDXcZ+vSkpwOo2ET30b61WK4YNG4ZTp04BAFavXo22bdvKE6a+OpYx0++s3StXrmzNPWbJ4C+++KLHQtXkYdD5E3h8rYjY2Fh8//33skvidDoxZ84cxd0Crp7PX8fi6bsZh4WFwWazYdeuXc0yAc5v5HQ6sXjxYkRHR3usPk4aBlYQBEUREEEQsHLlSsUBqpKSEpw9exaJiYnyhKjr+d58PyuJEBYWhsTERFlCNMpABhIBwJ49e9C7d295ldVnpRIHgrpa6fjx43H16tVagwsAW7ZsUewOuftOb1YtE++zZ89+9Lb3JEnCtWvXkJycjLCwME3Xt3hitW5OSEjAkSNH6ryX5+eff8aECRPqXKXq17S0gb3PZrOhU6dO2Lx586NR+ZSRJElYvHgx2rRpA6LakSXyAlDGfP3F8PBwrFu3zm1B6qqqKvneOv45dakET9/PjLWgoCBZvPfq1evREckAsHPnTrnGBHGz3ZftN15cTpw4UdNmeHl5OdLS0hQ3gzCRzm/dafl+vrAXe00URUyePBkXL15s2eCWlZUhIyMDgwcPrrXSfGW9Xg9RFNGzZ08cPHhQcxmBO3fu4KWXXkJwcLBCnLMNAm/1K/ss0f1Ai8lkwvz581vmfQCMKisr8ac//alW2Xh/MLOE169f79UGeE1NDQ4ePIjIyEiFz8w23L25noXoYUEwvm/R0dE4ceJEyzw0DQDLly9H165dvT607Ir5O87Z1tzEiRNx7tw5rwevuroaq1evhiiKMrh8kS8+ouWpPeriYUy8jxw5EtnZ2S0r5AgABw8exPPPP6/QP96EC/lgAj8ZbDabvCqOHDlSb1125coVzJgxQ24bK2SiNTJV192yDNg2bdpg4cKFDXJ7ZpOQ0+nEtWvX8Lvf/U6RPsqLOG9Xrfq2jYiICLz55ps+GSgAcOrUKfTv318hXrUCW9eFwbxR2KlTJ2zdurVlJMI5HA4sWrQIwcHBssXJD5Y3sVr1MQwmIidNmoTr16/7HKN1OBz461//WmsCabEF6rowmH9NEAQMGjQIhw8fbt5WMgB88cUX6N69e61L53U6neL8jScWhIflA9heKxGhT58+2Ldvn990V05ODpKTk2G1WhW61ducK/Xn2AS2WCx48cUXm6+VDADXrl1DUlKS7LQTByoPqJZVq85hYp9JS0vz65ma6upqZGZmol+/fiDSnsFRV7vZ//mkgdDQUKSlpTXPVXvz5k35jnO1TlQnfWspNcBWO3uWxWJBSkpKg9SHAIClS5ciIiJCkXLjC7D8lp9er8cTTzyBzMzM5pWbzG577tSpUy29SBxQ3tygwVYsf271xIkTDVb6Lj8/H8nJyYrv9gVY9p6goCC5D+PHj8ft27ebR01Gp9OJkydP4umnnwYRITIyUpMo4/dHSSWemSvBJkZERATWrFnToD6h3W7H3r170a5dO3ki8mKZtY3f3HfH7DN80CM8PBzz589vHiL51q1bmDVrFoKDg+UojJYbnonrPFvN6pwnlsdU30CEt5Sfn4/XXntNliyuJp7WGLervGai+8WsP/vss8AOXADAmjVr5F0bIqUY9QSsOppELmb8oEGDGu2CXQC4fPkynn32WUVf1EnmWtwhPhmO77Moinjuuedc7hsHBLGTcb169ZKNGyKSs/m1AKs+bMyzKIoQRREffPBBo+okANi2bRtiYmJkqcF0JANXi1XPp+0wicT6HRoainfeeSfw7m53Op04d+4cRo8eLYstPu9ISyY/Ue0ABMtwYL+npKTgp59+avTOFxUVYf78+XLkjF993lRf5f/mbQZBEBAXF4ctW7YEliF19+5dLFy4UO60+mSaVh3L3sfnLLHX4+PjcejQoSY5BAUAZ86cUaSuujtG4opd5THzq5jofjHO9PT0wDCmKisrsX37dnTq1EnuIO/GMJGsxRfkk7H5AYiMjMSHH37YpD4fc+H69Okj95G1V8uesqvwpPoCCSLC1KlTPV5q3OAEAOfOncNzzz0nA8AaqL5axRsnn/87MjISiYmJAVGq3W63Y/bs2bI/7cpa9sS8JFIXNKEHC2HTpk1Nmwh3+/ZtzJ07F1artd4OPHEd5jtqNBohiiLi4uJw7NixgEgKczgcuHr1qrz9yFvw6omp1r9axodJt+7du+Pbb79tGhfIbrdj27Zt6Ny5s1er0RMzvcwOPa1cuTKgwm52ux27du2SpRN/Fpc8GE/umI8lGwwGjB07Fnl5eY0LriRJOH78uGLv0ldg1XqW6P6J8UD07+7cuYMFCxZouqpUEATNfjxzo9iBr7fffrtxJVVhYSEmT54si0ytVq87VvuGPXv2xIkTJwLL/H9ADocDV65cURQUIw5I9Wvejg/T3Z07d8Y333zTOHUcAWDDhg0ICQnxKojviXkXKTQ0FKtWrQooEawmh8OBzz//HB06dKi1ueEu96kuZuFXFtBhzxo2bBguXbrUsOUQampqcOzYMQwYMMDtDPWVx48fj5ycnIAFldGdO3fkWDKf88TA5XWvJ2D5cCqzullg57XXXms4K5mdOE9OToYgCPJqZeV6yEcwWQcTEhJw4MCBZlFGFgDOnj2LESNGwGKx1Eoe4BMCtIhidreQxWJRGJGRkZH49NNPGyZXym63Y8mSJXKj/ZkTzDqu0+mwefPmwIuZuiGn04ndu3fDZrMpTrgzS1erDcLGU30emN01NGTIEGRmZvrXSnY6ndi6dSt69Oih8M+8vWRBXWxLna87ZswYlJSUNBtQGTmdTsyePVvWj/WZ9FpE9ZQpU5CXl+ef8QGAvLw8jBgxQt4kZqLD1RWg7piJKj4Zm4mfvn37Ntt7zp1OJ86fP49f/epX8uQVBEHzJjxpAJbovpW8ceNG39WUJEnIzc3FkiVLZBHBF+1wdSOzp8az39kAmEwm2Gw2LFu2LDCC3/UkANixYwfat29fK4bsjR/vDliz2Yz4+Hjs27fPNysZABYtWoQOHTooSskSPUwf9dRgnnkjy2QyyZ//wx/+gMuXLzdbUBnV1NRg1qxZMJvNbssguGItophtG44cORKXLl2qX/mhsrIypKeny2mYanFrMBgUIHtqOHMH+Piq2WxGly5d8N133zXr1crI6XTi0qVLiI+Ph8ViUehaXwM4jK1WK3Q6HRYuXFi/tNv8/Hz8/ve/R1hYWK0vZjOIOJA9NYiPgzJdazabsWrVqpZznoXuBy4++ugjRa0qX7IciRtzoocGa3h4OPbs2ePdgigqKsK6devkMgLs4cx897XwMzMsUlJSWmS17qqqKkyYMAGiKMrqxldg2W4X0UNvgpU50nS0pbKyEvv27UN8fHwtHeFK5HpTL5j30Xr37o39+/e3CBGspurqapw8eRKDBw+WwfAVWD5h3mAwwGKxQBAEzJo1y3PNZADIz8/HE0884VXJV/bFdTWSRapYJ0NCQvD+++8HZIDfXyRJEvbv3y+HBVmgwdX4aFFlbJWynwwXm82GLVu2uLeSL1++jLfeeku+E93bYs2emBlQL7/8couwgj3R9evXkZqaqlBd/GFqpoe1MJsQvNRjxlliYmLd0g8ANm/ejJiYGDkMxuKdnsQIM6bU1Vb4gDhrWP/+/XHgwIEWKYLVxO4LSkxMlA+m8auT93O1iGp2GJt9lg+AjB49GgUFBUpDFAC+/fZb/Pa3v601Q9S/15etVitEUcSKFSsCejvO31RTU4O0tDTFdpzJZEJQUJAiEkcaxtAVDmwRRkZG4vXXX1eqt7t372LGjBnyTo1av6q3pFyxq1nGb1+ZTCa88MILuHDhwiMDKqNbt25hzpw5sn7kVxrv17tjs9ksX+7EG6x8Ul14eDhOnz79cHyzs7PRs2dPECkD+3zqKAPIE/Pil/msRqMRSUlJyMjICIiktMYmtr03fPhwhIWFyYaUXq9HeHi4HKlyx/RA/PJxdj4pn2G1bNkyEBEJREQ3btzAd999R8XFxSSKIun1eiotLSWbzUZVVVWaGq/TKa+iFQRBZiIiq9VK48aNa5a3J/uDHljJVFBQQIIgkN1uJ1EUSZIkqqioILPZ7Pbz1dXVpNfrSa/XkyRJZDAYKCgoiOx2O1VVVZHBYKDq6mrq0aMHDR8+/JEc40eC/h+ciOKKj8mCBgAAAABJRU5ErkJggg==","detection_approach":"prominent_color_detection"},{"index":1,"position":{"x":625,"y":47,"width":114,"height":130},"scaled_width":5.85,"scaled_height":6.67,"actual_filled_area":24.16,"bounding_box_area":39,"exact_perimeter":31.76,"approximate_perimeter":29.33,"convex_hull_perimeter":20.19,"perimeter_pixels":619.3452377915615,"original_contour_points":223,"approximation_points":11,"shape_analysis":{"aspect_ratio":1.14,"compactness":0.301,"perimeter_to_area_ratio":1.3146},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":2,"position":{"x":873,"y":8,"width":61,"height":169},"scaled_width":3.13,"scaled_height":8.67,"actual_filled_area":10.88,"bounding_box_area":27,"exact_perimeter":24.36,"approximate_perimeter":23.21,"convex_hull_perimeter":20.03,"perimeter_pixels":475.05382386916267,"original_contour_points":77,"approximation_points":14,"shape_analysis":{"aspect_ratio":2.77,"compactness":0.2304,"perimeter_to_area_ratio":2.239},"image_base64":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEEAAACtCAYAAADvcRK8AAAABmJLR0QA/wD/AP+gvaeTAAANuklEQVR4nO2dy29UVRzHP/c9M51OKX1AhSCiIISNMSFGcWFcGFe6cccfwEqW7vwDjEsMbnxsDNEEBQ1GAhR5aCISrBEL6bSiEIq0pQwtnbkz93Vc1HO50xZmSu8MJTnf5Aamcx/nfu7vnPs7j/n9QAntcRdgoWZnZ8XZs2cxTZNdu3bR09PT8jKarb5As3JdVwwNDbF//36+//57tmzZQn9/f1uu/dghCCHEH3/8wYEDBzh8+DBXrlxhenqaarVKrVZ73MVrrYQQYnx8XBw9elS89dZbYuPGjQKIt02bNoljx46JdpTlsVjC1NSUOHbsGIODg/z666+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","detection_approach":"prominent_color_detection"},{"index":4,"position":{"x":304,"y":2,"width":108,"height":175},"scaled_width":5.54,"scaled_height":8.97,"actual_filled_area":34.24,"bounding_box_area":49,"exact_perimeter":28.85,"approximate_perimeter":27.05,"convex_hull_perimeter":24.87,"perimeter_pixels":562.5929291125638,"original_contour_points":124,"approximation_points":9,"shape_analysis":{"aspect_ratio":1.62,"compactness":0.517,"perimeter_to_area_ratio":0.8426},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":5,"position":{"x":170,"y":2,"width":108,"height":175},"scaled_width":5.54,"scaled_height":8.97,"actual_filled_area":34.03,"bounding_box_area":49,"exact_perimeter":28.79,"approximate_perimeter":27.12,"convex_hull_perimeter":24.82,"perimeter_pixels":561.42135623731,"original_contour_points":122,"approximation_points":9,"shape_analysis":{"aspect_ratio":1.62,"compactness":0.5159,"perimeter_to_area_ratio":0.846},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":6,"position":{"x":2,"y":2,"width":160,"height":172},"scaled_width":8.21,"scaled_height":8.82,"actual_filled_area":28.51,"bounding_box_area":72,"exact_perimeter":33.86,"approximate_perimeter":31.79,"convex_hull_perimeter":28.22,"perimeter_pixels":660.3158005400394,"original_contour_points":354,"approximation_points":8,"shape_analysis":{"aspect_ratio":1.07,"compactness":0.3125,"perimeter_to_area_ratio":1.1877},"image_base64":"data:image/png;base64,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"},{"id":"2fe29425-5e8a-4559-92ed-996089e0291f","height":6.67,"width":5.85,"perimeter":31.76,"area":24.16,"image":"data:image/png;base64,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"},{"id":"2af2bccf-a3fb-4e91-993d-6263a9f37161","height":8.67,"width":3.13,"perimeter":24.36,"area":10.88,"image":"data:image/png;base64,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"},{"id":"75c76f39-8dac-44c9-aa01-06bde7647cec","height":8.82,"width":7.03,"perimeter":31.32,"area":15.48,"image":"data:image/png;base64,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"},{"id":"670e2955-504e-4c4b-b762-65bc5a86df20","height":8.97,"width":5.54,"perimeter":28.85,"area":34.24,"image":"data:image/png;base64,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"},{"id":"32b3bb58-29e6-4a73-986a-0c25b48ef1f6","height":8.97,"width":5.54,"perimeter":28.79,"area":34.03,"image":"data:image/png;base64,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"},{"id":"9ba0e907-6448-4031-906d-43541eaeb4b5","height":8.82,"width":8.21,"perimeter":33.86,"area":28.51,"image":"data:image/png;base64,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"}],"no_of_letters":7,"perimeter_of_sign":17.67,"nested_area":2.34,"occupied_area":1.12,"avg_char_height":8.182857142857143,"widthOfSign":"48","otherDimensionOfSign":9.23,"width_of_smaller_line":20},"timestamp":"2026-03-27 05:26:58"} 
[2026-03-27 05:27:14] local.INFO: Image-to-Text API Request Received {"data":{"request_data":{"sign_width_or_height":"48","user_input_dimension":"width","sign_image":{"Illuminate\\Http\\UploadedFile":"C:\\xampp\\tmp\\php55A8.tmp"}},"file_present":true},"timestamp":"2026-03-27 05:27:14"} 
[2026-03-27 05:27:14] local.INFO: Validation Passed {"data":{"sign_width_or_height":"48","user_input_dimension":"width"},"timestamp":"2026-03-27 05:27:14"} 
[2026-03-27 05:27:16] local.INFO: Concurrent API Success {"data":{"type":"prominent_color_detection","objects_count":7},"timestamp":"2026-03-27 05:27:16"} 
[2026-03-27 05:27:16] local.INFO: Concurrent API Success {"data":{"type":"light_color_detection","objects_count":7},"timestamp":"2026-03-27 05:27:16"} 
[2026-03-27 05:27:16] local.INFO: Concurrent API Success {"data":{"type":"extra_light_color_detection","objects_count":7},"timestamp":"2026-03-27 05:27:16"} 
[2026-03-27 05:27:16] local.INFO: Best response selected from concurrent APIs {"data":{"objects_count":7},"timestamp":"2026-03-27 05:27:16"} 
[2026-03-27 05:27:16] local.INFO: Prepared Query Parameter for Image-to-Text API {"data":{"query_param":"width","query_value":"48"},"timestamp":"2026-03-27 05:27:16"} 
[2026-03-27 05:27:16] local.INFO: Calling Image-to-Text API {"data":{"file_name":"input_image_698c6890d93928.17020760.jpg","query_param":"width","query_value":"48","file_size":22508},"timestamp":"2026-03-27 05:27:16"} 
[2026-03-27 05:27:16] local.INFO: Detected Objects from Image-to-Text API 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","detection_approach":"prominent_color_detection"},{"index":1,"position":{"x":625,"y":47,"width":114,"height":130},"scaled_width":5.85,"scaled_height":6.67,"actual_filled_area":24.16,"bounding_box_area":39,"exact_perimeter":31.76,"approximate_perimeter":29.33,"convex_hull_perimeter":20.19,"perimeter_pixels":619.3452377915615,"original_contour_points":223,"approximation_points":11,"shape_analysis":{"aspect_ratio":1.14,"compactness":0.301,"perimeter_to_area_ratio":1.3146},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":2,"position":{"x":873,"y":8,"width":61,"height":169},"scaled_width":3.13,"scaled_height":8.67,"actual_filled_area":10.88,"bounding_box_area":27,"exact_perimeter":24.36,"approximate_perimeter":23.21,"convex_hull_perimeter":20.03,"perimeter_pixels":475.05382386916267,"original_contour_points":77,"approximation_points":14,"shape_analysis":{"aspect_ratio":2.77,"compactness":0.2304,"perimeter_to_area_ratio":2.239},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":4,"position":{"x":304,"y":2,"width":108,"height":175},"scaled_width":5.54,"scaled_height":8.97,"actual_filled_area":34.24,"bounding_box_area":49,"exact_perimeter":28.85,"approximate_perimeter":27.05,"convex_hull_perimeter":24.87,"perimeter_pixels":562.5929291125638,"original_contour_points":124,"approximation_points":9,"shape_analysis":{"aspect_ratio":1.62,"compactness":0.517,"perimeter_to_area_ratio":0.8426},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":5,"position":{"x":170,"y":2,"width":108,"height":175},"scaled_width":5.54,"scaled_height":8.97,"actual_filled_area":34.03,"bounding_box_area":49,"exact_perimeter":28.79,"approximate_perimeter":27.12,"convex_hull_perimeter":24.82,"perimeter_pixels":561.42135623731,"original_contour_points":122,"approximation_points":9,"shape_analysis":{"aspect_ratio":1.62,"compactness":0.5159,"perimeter_to_area_ratio":0.846},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":6,"position":{"x":2,"y":2,"width":160,"height":172},"scaled_width":8.21,"scaled_height":8.82,"actual_filled_area":28.51,"bounding_box_area":72,"exact_perimeter":33.86,"approximate_perimeter":31.79,"convex_hull_perimeter":28.22,"perimeter_pixels":660.3158005400394,"original_contour_points":354,"approximation_points":8,"shape_analysis":{"aspect_ratio":1.07,"compactness":0.3125,"perimeter_to_area_ratio":1.1877},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"}]},"timestamp":"2026-03-27 05:27:16"} 
[2026-03-27 05:27:16] local.INFO: Nested area calculated {"data":{"nestedArea":337.16700000000003},"timestamp":"2026-03-27 05:27:16"} 
[2026-03-27 05:27:16] local.INFO: Mapped objects from Image-to-Text API 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zhZNAFBQUICnn35a3phXB+/9kTPliZOSkpCbm9vwhbQeJZIkCV988QViY2MRFhZWa6vNW6tWC5vNZtkw69evH44dO4bbt2+3gupvKiwsxLJly2r5s+QnINmqZ34zC0RERERg6dKlrf5qQ9L169cxduxYeeeGz5ggH4FlE4ZP+tbr9Zg1a1ZryLChSZIkZGRk4PHHH1eUfdW6Q6OFeWMsPj4emZmZzTLFxf31TAFGOp1OqKmpQXJyMhUWFtKtW7dIr9d7vMVLKxkMBpIkiUwmE0mSROHh4dSnT59meU2brqkb4C3p9XpKSUmh6OhoAkCiKPrluex6NkmSSBAEcjgcVFRURPn5+dQc84KbHbBlZWV08+ZNcjgcRHT/zjd/kMFgIKfTSURElZWVRET0v//9j7Zt20ZFRUV++Y5WqoPsdjuys7MxatQoRb0krQlvWpjtHDGLOzo6Grt27Qr8qi7NmQBgwYIFCAoKUpyz9ccVY/wz+E35qKgo9O/fH9nZ2Y9mAnhDU3V1Nf75z3/KOcH8ZkB9yvupWR3J4p9ptVoxffr0Fne5YpMTAKSnp2P48OHyYDM/019RJ/WBLDW4FosFmzdvbs0Z9icVFBTgj3/8o6JuFNH9KJG/9Kv6IBZLNeVv1EhISMA333zTss+6NhYBwPr16+VKb8HBwbI+DAoK8tuqrasiOvub/W/SpEnIz89vBdYXAoAff/xRzjcmcn36zR8hRcbuJorJZEJISAjee++9VpHsC/3444+YPXu2XI2Nz5zgrVh/7u6wZ7ODz3zqKptAXbt2xZ49e1pznupDVVVVWL58uXzWhtX6JZXV6q8dHnen7vhMDRaXTkpKQnZ2dutWnjcEAIcPH4bBYFBUUfUmIY3/21UKjTdXkBMp/Vy2pZeamtqaJuMNlZWVYcyYMfKJAG/vzmO1hVnqDL/C1YCrS7nXxfwkYKs2Li4OO3fubDkFuRqSKioqsGbNGoSEhNQymLSAq3Zb1KD5Ynjx9wCw14YNG4b09PSAu80roAgAPv30U3Tp0kU+s6P1ijH+4kTyABxv+XpzooAd8yRONIuiiNTU1NZzsXURAFy4cAH9+vWTRSlf8dQTq/WlTqerFcDgQWbHKb0p+cc/gz9kHRYWhlWrVrXGkl3RrVu3MHPmTBDVrrOoVVzysWM+lkx0v7DXgAEDZDC8PW2nLuypvku9d+/e+Oqrr1pFMk8lJSVYt24doqKiZLdGHfEhDYPPn4Tj3ZcOHTpg3rx5+OijjzBixAjNopdn/k4C9SpnUiE5ORkZGRmtwBLdB/WHH37AwIEDXcZ+vSkpwOo2ET30b61WK4YNG4ZTp04BAFavXo22bdvKE6a+OpYx0++s3StXrmzNPWbJ4C+++KLHQtXkYdD5E3h8rYjY2Fh8//33skvidDoxZ84cxd0Crp7PX8fi6bsZh4WFwWazYdeuXc0yAc5v5HQ6sXjxYkRHR3usPk4aBlYQBEUREEEQsHLlSsUBqpKSEpw9exaJiYnyhKjr+d58PyuJEBYWhsTERFlCNMpABhIBwJ49e9C7d295ldVnpRIHgrpa6fjx43H16tVagwsAW7ZsUewOuftOb1YtE++zZ89+9Lb3JEnCtWvXkJycjLCwME3Xt3hitW5OSEjAkSNH6ryX5+eff8aECRPqXKXq17S0gb3PZrOhU6dO2Lx586NR+ZSRJElYvHgx2rRpA6LakSXyAlDGfP3F8PBwrFu3zm1B6qqqKvneOv45dakET9/PjLWgoCBZvPfq1evREckAsHPnTrnGBHGz3ZftN15cTpw4UdNmeHl5OdLS0hQ3gzCRzm/dafl+vrAXe00URUyePBkXL15s2eCWlZUhIyMDgwcPrrXSfGW9Xg9RFNGzZ08cPHhQcxmBO3fu4KWXXkJwcLBCnLMNAm/1K/ss0f1Ai8lkwvz581vmfQCMKisr8ac//alW2Xh/MLOE169f79UGeE1NDQ4ePIjIyEiFz8w23L25noXoYUEwvm/R0dE4ceJEyzw0DQDLly9H165dvT607Ir5O87Z1tzEiRNx7tw5rwevuroaq1evhiiKMrh8kS8+ouWpPeriYUy8jxw5EtnZ2S0r5AgABw8exPPPP6/QP96EC/lgAj8ZbDabvCqOHDlSb1125coVzJgxQ24bK2SiNTJV192yDNg2bdpg4cKFDXJ7ZpOQ0+nEtWvX8Lvf/U6RPsqLOG9Xrfq2jYiICLz55ps+GSgAcOrUKfTv318hXrUCW9eFwbxR2KlTJ2zdurVlJMI5HA4sWrQIwcHBssXJD5Y3sVr1MQwmIidNmoTr16/7HKN1OBz461//WmsCabEF6rowmH9NEAQMGjQIhw8fbt5WMgB88cUX6N69e61L53U6neL8jScWhIflA9heKxGhT58+2Ldvn990V05ODpKTk2G1WhW61ducK/Xn2AS2WCx48cUXm6+VDADXrl1DUlKS7LQTByoPqJZVq85hYp9JS0vz65ma6upqZGZmol+/fiDSnsFRV7vZ//mkgdDQUKSlpTXPVXvz5k35jnO1TlQnfWspNcBWO3uWxWJBSkpKg9SHAIClS5ciIiJCkXLjC7D8lp9er8cTTzyBzMzM5pWbzG577tSpUy29SBxQ3tygwVYsf271xIkTDVb6Lj8/H8nJyYrv9gVY9p6goCC5D+PHj8ft27ebR01Gp9OJkydP4umnnwYRITIyUpMo4/dHSSWemSvBJkZERATWrFnToD6h3W7H3r170a5dO3ki8mKZtY3f3HfH7DN80CM8PBzz589vHiL51q1bmDVrFoKDg+UojJYbnonrPFvN6pwnlsdU30CEt5Sfn4/XXntNliyuJp7WGLervGai+8WsP/vss8AOXADAmjVr5F0bIqUY9QSsOppELmb8oEGDGu2CXQC4fPkynn32WUVf1EnmWtwhPhmO77Moinjuuedc7hsHBLGTcb169ZKNGyKSs/m1AKs+bMyzKIoQRREffPBBo+okANi2bRtiYmJkqcF0JANXi1XPp+0wicT6HRoainfeeSfw7m53Op04d+4cRo8eLYstPu9ISyY/Ue0ABMtwYL+npKTgp59+avTOFxUVYf78+XLkjF993lRf5f/mbQZBEBAXF4ctW7YEliF19+5dLFy4UO60+mSaVh3L3sfnLLHX4+PjcejQoSY5BAUAZ86cUaSuujtG4opd5THzq5jofjHO9PT0wDCmKisrsX37dnTq1EnuIO/GMJGsxRfkk7H5AYiMjMSHH37YpD4fc+H69Okj95G1V8uesqvwpPoCCSLC1KlTPV5q3OAEAOfOncNzzz0nA8AaqL5axRsnn/87MjISiYmJAVGq3W63Y/bs2bI/7cpa9sS8JFIXNKEHC2HTpk1Nmwh3+/ZtzJ07F1artd4OPHEd5jtqNBohiiLi4uJw7NixgEgKczgcuHr1qrz9yFvw6omp1r9axodJt+7du+Pbb79tGhfIbrdj27Zt6Ny5s1er0RMzvcwOPa1cuTKgwm52ux27du2SpRN/Fpc8GE/umI8lGwwGjB07Fnl5eY0LriRJOH78uGLv0ldg1XqW6P6J8UD07+7cuYMFCxZouqpUEATNfjxzo9iBr7fffrtxJVVhYSEmT54si0ytVq87VvuGPXv2xIkTJwLL/H9ADocDV65cURQUIw5I9Wvejg/T3Z07d8Y333zTOHUcAWDDhg0ICQnxKojviXkXKTQ0FKtWrQooEawmh8OBzz//HB06dKi1ueEu96kuZuFXFtBhzxo2bBguXbrUsOUQampqcOzYMQwYMMDtDPWVx48fj5ycnIAFldGdO3fkWDKf88TA5XWvJ2D5cCqzullg57XXXms4K5mdOE9OToYgCPJqZeV6yEcwWQcTEhJw4MCBZlFGFgDOnj2LESNGwGKx1Eoe4BMCtIhidreQxWJRGJGRkZH49NNPGyZXym63Y8mSJXKj/ZkTzDqu0+mwefPmwIuZuiGn04ndu3fDZrMpTrgzS1erDcLGU30emN01NGTIEGRmZvrXSnY6ndi6dSt69Oih8M+8vWRBXWxLna87ZswYlJSUNBtQGTmdTsyePVvWj/WZ9FpE9ZQpU5CXl+ef8QGAvLw8jBgxQt4kZqLD1RWg7piJKj4Zm4mfvn37Ntt7zp1OJ86fP49f/epX8uQVBEHzJjxpAJbovpW8ceNG39WUJEnIzc3FkiVLZBHBF+1wdSOzp8az39kAmEwm2Gw2LFu2LDCC3/UkANixYwfat29fK4bsjR/vDliz2Yz4+Hjs27fPNysZABYtWoQOHTooSskSPUwf9dRgnnkjy2QyyZ//wx/+gMuXLzdbUBnV1NRg1qxZMJvNbssguGItophtG44cORKXLl2qX/mhsrIypKeny2mYanFrMBgUIHtqOHMH+Piq2WxGly5d8N133zXr1crI6XTi0qVLiI+Ph8ViUehaXwM4jK1WK3Q6HRYuXFi/tNv8/Hz8/ve/R1hYWK0vZjOIOJA9NYiPgzJdazabsWrVqpZznoXuBy4++ugjRa0qX7IciRtzoocGa3h4OPbs2ePdgigqKsK6devkMgLs4cx897XwMzMsUlJSWmS17qqqKkyYMAGiKMrqxldg2W4X0UNvgpU50nS0pbKyEvv27UN8fHwtHeFK5HpTL5j30Xr37o39+/e3CBGspurqapw8eRKDBw+WwfAVWD5h3mAwwGKxQBAEzJo1y3PNZADIz8/HE0884VXJV/bFdTWSRapYJ0NCQvD+++8HZIDfXyRJEvbv3y+HBVmgwdX4aFFlbJWynwwXm82GLVu2uLeSL1++jLfeeku+E93bYs2emBlQL7/8couwgj3R9evXkZqaqlBd/GFqpoe1MJsQvNRjxlliYmLd0g8ANm/ejJiYGDkMxuKdnsQIM6bU1Vb4gDhrWP/+/XHgwIEWKYLVxO4LSkxMlA+m8auT93O1iGp2GJt9lg+AjB49GgUFBUpDFAC+/fZb/Pa3v601Q9S/15etVitEUcSKFSsCejvO31RTU4O0tDTFdpzJZEJQUJAiEkcaxtAVDmwRRkZG4vXXX1eqt7t372LGjBnyTo1av6q3pFyxq1nGb1+ZTCa88MILuHDhwiMDKqNbt25hzpw5sn7kVxrv17tjs9ksX+7EG6x8Ul14eDhOnz79cHyzs7PRs2dPECkD+3zqKAPIE/Pil/msRqMRSUlJyMjICIiktMYmtr03fPhwhIWFyYaUXq9HeHi4HKlyx/RA/PJxdj4pn2G1bNkyEBEJREQ3btzAd999R8XFxSSKIun1eiotLSWbzUZVVVWaGq/TKa+iFQRBZiIiq9VK48aNa5a3J/uDHljJVFBQQIIgkN1uJ1EUSZIkqqioILPZ7Pbz1dXVpNfrSa/XkyRJZDAYKCgoiOx2O1VVVZHBYKDq6mrq0aMHDR8+/JEc40eC/h+ciOKKj8mCBgAAAABJRU5ErkJggg=="},{"id":"c9853fe4-0035-43a9-9dfe-db99e3ecf235","height":6.67,"width":5.85,"perimeter":31.76,"area":24.16,"image":"data:image/png;base64,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"},{"id":"41a97f8b-f854-4be9-93c6-5f0cd359f442","height":8.67,"width":3.13,"perimeter":24.36,"area":10.88,"image":"data:image/png;base64,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"},{"id":"aaf443a5-4d36-48e3-8e07-29d1dfd46968","height":8.82,"width":7.03,"perimeter":31.32,"area":15.48,"image":"data:image/png;base64,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"},{"id":"34c6ddea-091e-4af9-bcfb-d513a9fcaca1","height":8.97,"width":5.54,"perimeter":28.79,"area":34.03,"image":"data:image/png;base64,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"},{"id":"b1be5ab6-0997-45d8-8aaa-dbdd4ef49d13","height":8.82,"width":8.21,"perimeter":33.86,"area":28.51,"image":"data:image/png;base64,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"}]},"timestamp":"2026-03-27 05:27:16"} 
[2026-03-27 05:27:16] local.INFO: Number of letters detected {"data":{"noOfLetters":7},"timestamp":"2026-03-27 05:27:16"} 
[2026-03-27 05:27:16] local.INFO: Perimeter calculated {"data":{"exactPerimeterSum":212.01,"perimeter_in_feet":17.67},"timestamp":"2026-03-27 05:27:16"} 
[2026-03-27 05:27:16] local.INFO: Actual filled area sum calculated {"data":{"actualFilledAreas":[14.38,24.16,10.88,15.48,34.24,34.03,28.51],"actualFilledAreaSum":161.68},"timestamp":"2026-03-27 05:27:16"} 
[2026-03-27 05:27:16] local.INFO: Occupied area calculated {"data":{"conversionFactor":0.00694444,"occupiedArea":1.12},"timestamp":"2026-03-27 05:27:16"} 
[2026-03-27 05:27:16] local.INFO: Average character height calculated {"data":{"avgCharHeight":8.182857142857143},"timestamp":"2026-03-27 05:27:16"} 
[2026-03-27 05:27:16] local.INFO: Original image dimensions and ratio {"data":{"originalWidth":936.0,"originalHeight":180.0,"ratio":5.2},"timestamp":"2026-03-27 05:27:16"} 
[2026-03-27 05:27:16] local.INFO: Calculated sign dimensions {"data":{"widthOfSign":"48","otherDimensionOfSign":9.23},"timestamp":"2026-03-27 05:27:16"} 
[2026-03-27 05:27:16] local.INFO: Image to Text processing completed {"data":{"imageToTextResponse":{"message":"Object detection and vectorization completed","vectorizedScaleSvg":"<svg xmlns=\"http://www.w3.org/2000/svg\"    version=\"1.1\" width=\"4608\" height=\"886.1538461538462\" viewBox=\"0 0 936 180\">
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","detection_approach":"prominent_color_detection"},{"index":1,"position":{"x":625,"y":47,"width":114,"height":130},"scaled_width":5.85,"scaled_height":6.67,"actual_filled_area":24.16,"bounding_box_area":39,"exact_perimeter":31.76,"approximate_perimeter":29.33,"convex_hull_perimeter":20.19,"perimeter_pixels":619.3452377915615,"original_contour_points":223,"approximation_points":11,"shape_analysis":{"aspect_ratio":1.14,"compactness":0.301,"perimeter_to_area_ratio":1.3146},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":2,"position":{"x":873,"y":8,"width":61,"height":169},"scaled_width":3.13,"scaled_height":8.67,"actual_filled_area":10.88,"bounding_box_area":27,"exact_perimeter":24.36,"approximate_perimeter":23.21,"convex_hull_perimeter":20.03,"perimeter_pixels":475.05382386916267,"original_contour_points":77,"approximation_points":14,"shape_analysis":{"aspect_ratio":2.77,"compactness":0.2304,"perimeter_to_area_ratio":2.239},"image_base64":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEEAAACtCAYAAADvcRK8AAAABmJLR0QA/wD/AP+gvaeTAAANuklEQVR4nO2dy29UVRzHP/c9M51OKX1AhSCiIISNMSFGcWFcGFe6cccfwEqW7vwDjEsMbnxsDNEEBQ1GAhR5aCISrBEL6bSiEIq0pQwtnbkz93Vc1HO50xZmSu8MJTnf5Aamcx/nfu7vnPs7j/n9QAntcRdgoWZnZ8XZs2cxTZNdu3bR09PT8jKarb5As3JdVwwNDbF//36+//57tmzZQn9/f1uu/dghCCHEH3/8wYEDBzh8+DBXrlxhenqaarVKrVZ73MVrrYQQYnx8XBw9elS89dZbYuPGjQKIt02bNoljx46JdpTlsVjC1NSUOHbsGIODg/z666+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","detection_approach":"prominent_color_detection"},{"index":4,"position":{"x":304,"y":2,"width":108,"height":175},"scaled_width":5.54,"scaled_height":8.97,"actual_filled_area":34.24,"bounding_box_area":49,"exact_perimeter":28.85,"approximate_perimeter":27.05,"convex_hull_perimeter":24.87,"perimeter_pixels":562.5929291125638,"original_contour_points":124,"approximation_points":9,"shape_analysis":{"aspect_ratio":1.62,"compactness":0.517,"perimeter_to_area_ratio":0.8426},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":5,"position":{"x":170,"y":2,"width":108,"height":175},"scaled_width":5.54,"scaled_height":8.97,"actual_filled_area":34.03,"bounding_box_area":49,"exact_perimeter":28.79,"approximate_perimeter":27.12,"convex_hull_perimeter":24.82,"perimeter_pixels":561.42135623731,"original_contour_points":122,"approximation_points":9,"shape_analysis":{"aspect_ratio":1.62,"compactness":0.5159,"perimeter_to_area_ratio":0.846},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":6,"position":{"x":2,"y":2,"width":160,"height":172},"scaled_width":8.21,"scaled_height":8.82,"actual_filled_area":28.51,"bounding_box_area":72,"exact_perimeter":33.86,"approximate_perimeter":31.79,"convex_hull_perimeter":28.22,"perimeter_pixels":660.3158005400394,"original_contour_points":354,"approximation_points":8,"shape_analysis":{"aspect_ratio":1.07,"compactness":0.3125,"perimeter_to_area_ratio":1.1877},"image_base64":"data:image/png;base64,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"},{"id":"c9853fe4-0035-43a9-9dfe-db99e3ecf235","height":6.67,"width":5.85,"perimeter":31.76,"area":24.16,"image":"data:image/png;base64,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"},{"id":"41a97f8b-f854-4be9-93c6-5f0cd359f442","height":8.67,"width":3.13,"perimeter":24.36,"area":10.88,"image":"data:image/png;base64,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"},{"id":"aaf443a5-4d36-48e3-8e07-29d1dfd46968","height":8.82,"width":7.03,"perimeter":31.32,"area":15.48,"image":"data:image/png;base64,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"},{"id":"1967bd6a-fb34-4385-afb4-dfe33da69d03","height":8.97,"width":5.54,"perimeter":28.85,"area":34.24,"image":"data:image/png;base64,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"},{"id":"34c6ddea-091e-4af9-bcfb-d513a9fcaca1","height":8.97,"width":5.54,"perimeter":28.79,"area":34.03,"image":"data:image/png;base64,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"},{"id":"b1be5ab6-0997-45d8-8aaa-dbdd4ef49d13","height":8.82,"width":8.21,"perimeter":33.86,"area":28.51,"image":"data:image/png;base64,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"}],"no_of_letters":7,"perimeter_of_sign":17.67,"nested_area":2.34,"occupied_area":1.12,"avg_char_height":8.182857142857143,"widthOfSign":"48","otherDimensionOfSign":9.23,"width_of_smaller_line":20},"timestamp":"2026-03-27 05:27:16"} 
[2026-03-27 05:27:26] local.INFO: Image-to-Text API Request Received {"data":{"request_data":{"sign_width_or_height":"48","user_input_dimension":"width","sign_image":{"Illuminate\\Http\\UploadedFile":"C:\\xampp\\tmp\\php841C.tmp"}},"file_present":true},"timestamp":"2026-03-27 05:27:26"} 
[2026-03-27 05:27:26] local.INFO: Validation Passed {"data":{"sign_width_or_height":"48","user_input_dimension":"width"},"timestamp":"2026-03-27 05:27:26"} 
[2026-03-27 05:27:28] local.INFO: Concurrent API Success {"data":{"type":"prominent_color_detection","objects_count":22},"timestamp":"2026-03-27 05:27:28"} 
[2026-03-27 05:27:28] local.INFO: Concurrent API Success {"data":{"type":"light_color_detection","objects_count":15},"timestamp":"2026-03-27 05:27:28"} 
[2026-03-27 05:27:28] local.INFO: Concurrent API Success {"data":{"type":"extra_light_color_detection","objects_count":22},"timestamp":"2026-03-27 05:27:28"} 
[2026-03-27 05:27:28] local.INFO: Best response selected from concurrent APIs {"data":{"objects_count":22},"timestamp":"2026-03-27 05:27:28"} 
[2026-03-27 05:27:28] local.INFO: Prepared Query Parameter for Image-to-Text API {"data":{"query_param":"width","query_value":"48"},"timestamp":"2026-03-27 05:27:28"} 
[2026-03-27 05:27:28] local.INFO: Calling Image-to-Text API {"data":{"file_name":"Screenshot 2025-10-28 100336.png","query_param":"width","query_value":"48","file_size":17252},"timestamp":"2026-03-27 05:27:28"} 
[2026-03-27 05:27:28] local.INFO: Detected Objects from Image-to-Text API 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","detection_approach":"prominent_color_detection"},{"i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WJXRaKxc3eflH/8nIe5bLgo4Rhr0K65RIIKVIO53StZ7Zzh7OWi5vbjLOga1U03/gKOUzH0FOjG7YJXPLaks9dgtl7JWxjQRJJJPJkgkSaExiZgONBGqJtBKJkkkoSMZYQVVvVeH8FV7+5vOE1y6wYTrkrR3C7h7OGXbHu7RtTa9bkcYzRlWfMgsrC4tM65pycUjv2CE+8rufhYG9ZepbIUaLlEcPcY4ZcbnL2CSiUdrYYq2QNeGN4KzgBUqFDkKZFdMmpA74nG9U4fKWcn6LM8//kHu1oL8zpRszpTXEHDGlpVvOAVaqPvWlLZZsRbs9xYgjeMfRRz5I98lTyHB0i6+6m39Ax8Nyn8lZYaKKd4IzBtE8r20okhUflUyCbHFApQYjlnZa06u6N86ZDZvPfZ9qZ8ZCrfSTwZsMzhIMZKuoKE4dEjP9socRx6XpmGpjlfGwz/1ffBYGnVsVvq0SRcFgfZWmcMxUUZkXO5cFGwWXwWcoI3RaodMqVQCXwSAkzSA3SX72Aj/5wfcoYkZmDbmNtKJMnLLtM1smMxallsy0jZhuh6sxMBt02ex6jp1+Ah66H6mGt80Yt0IILB5aJVhoVBERrDiKPIdJYshGcFhKNVRZ8NmgKrRZKXtd6tmbga3be/r6vz7P9PImXTG4OuJCRjFECzVKq0rW+eIilllINGXJrN+hd/9xNj79KaS3eOAx5hYIGS3LaP0Q2VhCTBh1WDWIGhBPbaCxBrUGbzxWHKrQaGKaA9Kv2IvNmxNevMR/f//f6RiLawOdbOiIpTAWazzeeArj6aqnqyWllEzrFh10mXYcp77wOVhfPcj+A5QAlg4dwriChCAYNMv86GEtjTM0TsgYUIPFIgqZuUoxZQo7DzW9elU3v/tD2vOXGQSBcU3JfENihqgZVUUUTBIkQttGTH/AudmEo6cegwcfQBb7B6oAtwtsgJURrqwQMwNriFkJqgQjtM6ScySiuKgg4IwF4yico5lM6ep+TPzyDD//1vdYjY7FOtCpI845WhKNKo0qiOAUyEJKmVwW1N7gV9d43+eegX55RxUOVILhAqlTELwjWksURVUxKCoQRKg10WgiaiYLiDNUhUPrGb5p0Rdf170fv8DmL15kUSxdMZTe4kuLFAZ1oNYgzuJcgXGO7By99VVem+7w0OefhQeOI4dW7qjCwRBVRe+eI+x6Yeph3M5YKB0+tBAjKhALT9spiIUniDLLDbN6l25sgAznz/Ozf/w6R/olu7uXcAue7bjL1fEVuj0PRMgRiwBC2Rmwl+DFq5usnXqMxc88jdyz9pYAcJA7Af3VFTYtRO8ovcPkhE0JhyXu34EiOt8FAcgYgZV+Fy5fgr0d/M4uYTKj4y11mFD2KjoCO3vbGGcYdrvUdSQ0gUmnou0WyNqQD372NPSKu7H/DhApcfieI/xa5+5jvCPHBFnxKoiCTYpN8wsXgLNCzlAWFbx+jgtXLiN1QOrAYNgn7E7pVyVJYGtrk0F/SNWAzpRWLDuhZasyHD/1CO4zp5GV7l2pAAe4k4yW5NDhI2SUkBIi8yJmEZzOC57L4JJik+Ly/JbqVcjThs3Xz3P5tbN4FbquoCsObQIpRurQYn1JRzwyrumqo9vtMylANxY58aknoLprEQ6GAGBlhDhLSJGUFVXBGIfLUKT9Cq1g959rlTxNa2Zbu5RZ8FHp2wJtApVYCPNE0Bv06UtJEYTKFDQpE5d6nPyd0/DYSaR/9yrcGWLQpzNYIKsQcyKpYozBZJ0bnsEiGObuJcob7mZCojIOCQmblNwGSl/gjceoYMWS2oQRzzRGLjVTeu87ysbnn0FWlt8WwJ0hCs/C8hJSOCKCikHEIlkhK0bmABhBZP/4rUrhPDkmUtNSGEuOaQ6oikEw2aBtpo6JmTNsSqI6doj7Tj8B60tv1/63gPCeznCIek82gu7vj6piFBTACCpCElDZ/50x5JhoZjVVUWJFKKyjDQHNmY5xOHFEb5mUlr2FkvWPPsrgE08gvcHbVuHOELMJJx95mL3ZFFd1qGMkA1iD7kNFlChKMpCN7Ff3eSLodru0bYuI0MSAKzyqSoWnnjbI0gKvpik7q13Wv/gMDG9/zH5XEHJ0Q7qLiyRriGZeXbMxgEFlXieSmX+9/nuRuXsB+2eqfZWMoMZS1y1Fv8eFtiYfXuEDX3gWjoyQxYNPqW81Dix2AHZ1RHKGkAXr3NxtmBtm9pcMctNuiMD+oe7aNTXLvjuKkAxMRdmpLHpkhXt+7wvIPRvvGOCGtW87lhaRsqTV/SaaEfL+cpnrdlnefH1t0mvPtaEy72G1HcesV7LpIk9/9Uug7bux/y4gqpLOoE+jSjYW3XeTm//oGgiA7Ktw7bn+vY1RmoUOL403+fDnnsE/cAI5evxdqfDWEN6yvLYy32UrxJwxtzFOrm9u5Pkd3OibdcTs/zyIcDbOKE8c5uiHHoZDh96t/XcBYYS1wxuItyCWlObWmtt0ZK6BSZ4rYRGcGDwGp3OQKMqkZ3n4059AHnsYWXxnKfXmccfAxlmq1RGxcKSQSSmBmRvsEm9kKX3DlIySQQWLwcj+bQ+hERg7Q7uyxIk/+gNkdGvr5Z2OOyoh6yMZnnwfF9sZ/cVF2jYiYjEieLVUyVJmOwfSRM4J5wSNM9JkjNQtpMwkJsbeM11e4tk//RPq9t0H811DALCyTCQzHo8prJsb+0bqfDNDZSPz/hEJo5nV0Yi2bkhi0E7FuFNwz4cfZ3jvvXQ23l1KffsQi8sslx0kBDqdkkQi2kxtE7XP+4/Q2nnwt21Lt9tnujehvzRkq6nZtWDWljj5iScwb9G5eG8gtrZY6nYgB6yDTCJKJppMazONg8ZlkpX9NGwpioqreztopyQPOpxtJ7z/Ux+Hh+5DeuVvVAV4i8DWV89o+Ma3SZM9YpiRCo+aBKIkY0nWEkxGZX40R8F7z7ie0RutcHZnh3x0nd5CxfJnTyPHDv3GAeAOSujWpvLKa7zw/HcJ4z3IAWNBRFEz74BDxqhiM5isSIYQEkGEWBXsODgXZzzzta/A0uC9sB+4kxIXL/Dyc89x9ZVXWPMFVWjJGjCioBmwmLw/QVaMGiTN25Ha6XBuNiOuDBl+4D7MJ59C1n9zKfXmcVsl9MrrGn75Kv/93Hcpxg0bZY8uQhjPcCgOwedMGaEbhG5rqFrFJaE3XGbmLXs9x2YBH/vD34fr25q/LQg29/iXv/xrBuOW490hV178FSPfYckVEBLaRopoWJSKheDw44ibKoUp2GsaNlPgauX46Fe+BPefQI4cfs9UuC2Enj2rr3z926Qzl1jLBYMGlm2XtD1G6xYnDlGDJpCouGToSkHHdfBFh9o5zjUzFh+8j5VHH0SOvDfBfCCEbu8pP/4ZP/un5xhMM0sUyCQwqvq4JmMDKIagUMfEtA2EqAQVWixThK0YSctDHnj6CczDH3iv7QduDuxfneW/vvk84eIWa/0hTCN74zGDxSUMSkg1rttBckAbQ5ASkwpyhtZYxs6wGRL3ffQUGx9+HFlYes9VuAFCL+3qr//qb3n15y+x0OuD9exJDb2CqwU4W1CnRNBEjZIKwRqDU0vKczXGFsr1DT50+pMwemedi3cMoZtbyq9f5bnvfIfFlHBlwZXxmE5h6A6W2Kzr+X9GS0+TGloLycw/VSAoGUcSw8zDw089Ce+/D1ld/62o8AbE+e2L/M/3/43aKI01bE5nGKdMrbLrAwlFm0glUJYlOEPjHTNxRLVk43DWkwrL0aefgkH/t2U/sN/Pbpux/ugf/pnHDx+Hy9swrSlXRzAd00z3KPs9aNL+R4ISOAPW0qRMmwSMw/sSKT3lqUeR0dtrQ/7/AP4Xj17mhATsT0YAAAAASUVORK5CYII=","detection_approach":"prominent_color_detection"},{"index":27,"position":{"x":221,"y":16,"width":41,"height":35},"scaled_width":6.29,"scaled_height":5.37,"actual_filled_area":23.14,"bounding_box_area":33,"exact_perimeter":26.9,"approximate_perimeter":25.29,"convex_hull_perimeter":18.57,"perimeter_pixels":175.39696961967002,"original_contour_points":62,"approximation_points":11,"shape_analysis":{"aspect_ratio":1.17,"compactness":0.4019,"perimeter_to_area_ratio":1.1625},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":30,"position":{"x":80,"y":2,"width":55,"height":49},"scaled_width":8.43,"scaled_height":7.51,"actual_filled_area":43.92,"bounding_box_area":63,"exact_perimeter":34.78,"approximate_perimeter":32.57,"convex_hull_perimeter":27.75,"perimeter_pixels":226.8111831820432,"original_contour_points":82,"approximation_points":10,"shape_analysis":{"aspect_ratio":1.12,"compactness":0.4563,"perimeter_to_area_ratio":0.7919},"image_base64":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADsAAAA1CAYAAAD/L5PDAAAABmJLR0QA/wD/AP+gvaeTAAATqklEQVRogeWaW49lx3Xff6uq9uVc+jY9Mz0zJjn2yLJEWoxiibRhyEoixzaQILCN5CUfIA/5WnkLEAQI4CSA5QgwHAuxY8uRxIgxSI5IDufWM3073eeyL1Vr5aH2OTOMOTc+BfAGNk6f03tX1b/WqnX5rwV/jy75Mi/N/vwvLSh0sUfLQFF6tGlxth7Sgbn8OUwheFQUB6gYoMNo+Ten63fAJN8AYvmuRyUxRvoU6WOkE+Pgt7/zSut/ZbD28NSO/tt/5+L+Q2aPHtP3PZNxDV0zgAWVJ2BNBrAi6AD/abBu+PTqNvBNQIeVuQFs3/Q45yjLktF0wvb+HjuX92H/EmyNIQC//EvIpekzMYVXBUv0fPqjn7D48DP6kxN8jLhJTb9cgiiYG6TiBpnJRkomeTfEBliiDD9tQK6/qoAbJC0GVVkiKixS4lFKJFMUQ4EYHNe//lXe/I13se//D+O1A+StW38H9KuDPV9w8el9/IPHXFNjlIxxbOn6COhmwSoDaBNUsmTXUNxTKrwGu5amPb3ENVhAVys8HhHJYw0PmhkxwuJHf8tfv3+buL/FW7/3Pez/3DYubyFXrm5GfHWwR0f4ZcNUjUs4im6JLTq2So+K5UXDRn2NYcFrHcfyOVyrsSkqoO7JKWbYkvWnZVRAwjRvnMfjEJxzOBO2ozKbLblzdMyPuz/m9dWMr/7OP8LapUk1llcGa3eO7fi//IB+taT0UKCIi0ih9D5LRjcqu34rbd4X+7xUnQEGJorZWs0/r32GQwVCWZFMScnQmLAEJEUAr8K2H7G3vccWW3x4eMRP/usPiCHw1sGVzVivJtloHN9/CDESnJJij1pLKB29KNGtpaGIOdayWi/fAWrgRMGGjRk0MjkbzqkhJrjN/xUTR9s3qPcQHFKUeAOnBmr4JLSLhtXhfcq9Pb6yvc/Z8UN+/sO/4vW339os3/EqV9vz8c/eZ1IUFEXgaHaClsKSRF8Eeu/pvSd6T3SOKIIiqAneFaRk4Dy+qOgNVjERJZBcQRhNwHt8URKj4vCkJuLIKqPiUOdJCK0ZyxhZpETrBC08xf4WjDzdak7Zdtyqd5icNxy/fxs7PLZXl+zhEXU0fB9JbUNZlkjwkIxo2fzk8+jwmn1rMMmS7RTrlC72pBAQKXBVDd7TWWJ1vkBTz6SoKCUQrMjj45it5tSjMW00ohgihhOPc+BM6C0xt0jyRtVGfBOpVannPfP7j2HR8kpg7c6ZLb//p9RNS91G3KpnEqqNb6XPflUMAkYwwZsSEMSgKEbE0ZjeoLFIp4nehJSUZMZ4uos2DSMpGOHpZ3OqoiIEj6YS6QWP0YphTgi+wIuh0eisZxEiVRWwXpGkjMxRRzh78AiSvBpYnOPB7duwXFElKBQqF+hjTwgFGh1ijoDhTQiqBHOb83p2MaOcTkmFo3eeNgT6IMQQKOuCZdeQELw4xqEmxQV9TJSjkomv6WI+u+YEwQ0eXLCY3V0jQlFXhKbHI5S+pChKUlSo61cEqz2PPvsMVg0lQkWBU8OiEZzHO8GZw6ni1fAKayuUBMZb2zSFMEuRZelhZ8qMnpNmhbUtVyY1q0VkERXDM56OsVZzYGKGpYQER+WE5EA1YilrTuE8hSlFcgTzqCl9gOiFen8Pxq8K9vA+52dHbFvCWSCIw1ICHEkBEaIzAqBYdjhqmM9gYymcWc/FyHH97Td57XvfhWv70K5AlIu7dzn66Dbnt+9y76O7vDHZBukovCc2kd4D3jDvUElEVRBDEESgjA6zDqKRcLRmLFAObr6+McMvBdbOTu3xH32fZbNkvwqklZEwDMGVFYvUY5WQnOIxgkAhgBiK0TtHE5Sj1HMxKrl6cx++/TW4cQWaBRSeLX2TrcNv0f/Pn/In/+7fMxOP7yJUJV1UfPAkUdQloiSkyO7JLIOo1SOrRGklXfDEIMwl8Y1fvgkSgZd1PZp4cPs2RduyHTxikd56olNcVRA1oRpRHeJVp8Rg2BDaOedQLzCqcbu7yP4e7GxDGUhlBTs74Bz84hsU73yb6splinFNrxETpdcGKwR10NggVZdFpT4RrSMUGYqrCmxc04wDy9qx9doVZHfrFSKopuX4/Q95nQJ3PCMwgBSj61eUZcAr6BD6AYgaTqFMRurh7HzB5No+n50seeO7vwuU0Bf4rSkajX56QNV1sHNASB4/X3A1FLiLc/aqijYlVIRaPOARTXhLCBEcNPSsJGKV8NnqjLPdS2x99Sbu+t4GxstJ9uEjilVH3fbUligsp2lRsiV0ZOtbpiEC2uQubAL96XQbioKrN9+AvR3Y3YWiBAcry0EDvobZHK8Qlw1ptQJNxNiRLGFmYNm9eRVcTg0QEWaLJeP9Xc5ix+T6AYvK8Tv/6veha18erDVze/DBB8SuwcxwziFikDTfmkN9rxAUvK0BGkmg9bAqlIsQOWznbL1xFVwH0jDzHXMHWhgjB8wWrN57j261otWeWDnYqlkFaETpxYYQ0iPiyZF2wAhsT3foO8NCyceHj9j9hRvw2mvIV776ClmPwt0Pf442HaaKc4KogK2zl3z7QYLO1ileFmtySusdfrumHpW89c1fHR6OeBECFV5j3pXbd/jgz/8Cf35B7RxFUeBCILUN4gKCEBSCuc180WXLH8ox94+OqK4cUF2a8N0//AOYVJ+D8mKwZxec3L1P0fc40yEvzXmkQ/Aig0/Nl5gMwb09lYgrDw4f4F6/xvTKZWgbSDXTUEBs4fgC3r9H/Msfc/E3P+NSG9l2YKsVqfT4LlHUJT4JQT1eBTPBxKMO+gAXCly+zEOfeOef/wv41jeQG/ufS6FeDPbOA5qjM8YmOJGBUjGcCbh8alBDcTlVeyrNgyd/T4qC/Z098CWcLsFXEGek0xndvcfc/6M/g0/uUT8+Y29rRJ2MZdMj3jGuapwKTsHHrFG9ODqBLnjmJXx8MePmu7/G+PoVLv/Wu38H6AvB2vGJnfzxn8LFgpE4Cski1BzyD1IVkinRgYkjiW4kmnPN/MaVcoQ/vYA/+TPOVivYmvDg+Ji79+6jZwsuz1qm84aDomDcK45E4T2jcoSZoW1CkmFJieJpvLCqAoux52zsSQc7TL79q9z6vX8KN298IZ7nS3YVWdw/pFxFKnO4wc6aGSLgCThzRFPUSQb61H6uLbFXqPDMHj7m9g9+yNH5jP2DazSrhmqxZK8eses9xbhku6qYn51m7SkLkoPFvKGUHJupg9YLy9pxPvGcbRWcTyr+5b/9N7gbB8ibN78k4XY24/jnn7IrgdCvIEYMRYLHmUNTQlQI4plrhxQ5w+n7HgFCCBSFxznHbHZGJQEXz3mjHBPOG6qmZVc9YzynyxPEKcv5Al8KIg7xjqUlZFrRqbBatVRbU+JkxCONcOuAt//ZP+b6b7wDkyly9cpz2dLng52vmN89pG46ihyKZjr0CXeGsxz7mhmIw4ujCAFRQ1wm3ZIpoSiYVDU+Ctb1+N4YKcSUSM2SYhRQUURdpmjIE+mQN80W54wmE7avX2Hn67/CrV//Jvz6N2F/gkx3XooSfj7Y41O6x6dcFU+ZepxBcplVEnKWg7lMiYrgUArxmWF0hooQgd6UVpSqcJgZ/aqnCEZR1SCO5BJKAtPs0lLmajInlcffGU/Z2b9EXTriYkY4P4WzE9irngvhpcDa/SM7+Q//mbJTdsqapM3AB2Wq+/Nn02WWD8u8UMoJAE7oTIkoUnh6UzQpUYzghN4lOuegcGjT5xw1Gt4CzgRzOfgHh8aW+ckpp8fHzO59xsXHH9L/xQ+58U9+Ezs5Mrl0+YXSfbZkRfjb//VjxskITQempDW3S1blpwF7Bt2OivVxSACyezIz6vEUkpIsEkIA71h2LUtJjFxFLZ6gSmEFwbLhU3WoM0yULoHOF4gqW5MROlty7+xD7rRK3Xns+Mxkf/dLntnTMw4/vcub5rGmwzswp0944c2DmUUUEVBDkiIpW2tdh4+AJEXbHt8nShcoXSDGiDfw67MujoBkUkAFxIiqmERGkzFCRNRIziNJ6M1z+vFD/mb+fW7+1ndeJNhngz3/+BNK56kkEbDMvLMmwBXwn5NstEgQQyQzB4In4ekTFKpo31HiqKKnEkftA4Uf4+kxhV4TalAO4fo65Oy9kURZ9SsCiQromkSrwvb2LiNXc3fRcv7Bh9hsZrLzbGP1hYmAnRzb8YefcLmoCQrOOXonJHF4cwR1lApBFXU9ySXEIlgiAKV4Kl9SuIrkAwsfuKhLmp0Jzc6E80JoJLswr0qcr5CUDZ6YI0gghIAvC3xZEOqKclKhAt57puMJ06piIo5xMrhouPPBbVg0X0KyVnLyo/eoT+ecHT1m59oBTYoUVU3R9rimZQKIKEtZkQpBtGOrnhAP5ySr0MLTlyPuLpeEX/oF7vYXNKllInBta8Lx0Rm7OCalJyyMkAIeR0kBJiRLaD9U+yyS+khdlPikxKYFFSIr2pQIdUFhPoegrwz2g0+Ij0/ZVQjjEfPlgr7MPnUjWQScoiERvWIOFs2CqvCMRluczDv6EJje+kXe/te/z5tTz4qIzWa4wxNmP3mP2Uefol3HdFyjXcIP2Yyt/flTlgHI5QTNRyU4jzlPcPnYjMrRM+E8F+zi00+JTYOYMp2M6ZpVNjpquV4qAiKol6F0AdE72piQUWA18hzOG2KVGH/tdfjuO2zdOhAAu//QeHTE5esH/PQ//ieOP7uPIVQuh5VJAFUM+VxCATk4SaaIOLzzWAiID5gTilGNHDy7NgtfcGbt8ZkdPzjEG7SLJQ6hKoq8qzbUV0WGWDhLICKsSEhd03vPad+yHJecVrD39q/AyG/GlxvXRP7hN4Tf/BbhxlWasmSJZXp08ONPypdPZVFOMMuGch1dZc+QK4fVqH6uVL8QLMslh599hjYNqe9AI9q12UU8FTLmRTiSZGXrU8wS1kSjSriyx0kBl//B15DrX+Dwd6ccE7G6pJpMN2XLJPk2/p9a7XANTQl5k1N2TUlgtD3+EmDnC07u3iO1DdvjCXVZ0bcdwWRTyshuKJPVJiDiqUMNreJStpjJe5rg4PLuM6Y2Dk9nSPJUrkQHkOuC9Kb0+QVvqkBUpUsRxZAiMLr0rHmeA1YfHLI6OaVGmNY1XgznMg/shtKyYvRixEGFxGCLklEDUyvxnXFxPueNW1+BUDxj6oJ+3jDqHW7RgbkN2E0F9ynJmmX+Sbwb+jNykYtQUNR1pmZfBazduW+PPv4UWTSMvMf6juVyTlEUeHGZqVjv7DCZmeVa6aqn6GDiKrRXVl3Pr737Lmw9YxG94pOwIzWhzZtoYrkvYxODk78PYGEwjk42YasFh6/LTYnjpcGSIg8/+IhajUlRYCnSpUiyhA9CSimb/aLIwbEIRVFQWqCSgtIcq0VDNZ4gZcXk1i1k94stZPzwNlNfk85XjDSHi+aENBgghxAkEwZrol1EiFFp2p6irLO9cJ7L1w6gKl8I9vOup0scfXKHqouIg7ZbIZoYj8fEPqGSUPO5luMUU0N6MBSNDu8CfeFZOti6cQW2Js+cOLYdEjWzhKoIOpgdv6n8rXugnOWUMohDHOQZc1aFc1TTMcM/XgHs42Pm9w65WZSMyLuMc/iqpLc255pZ4UByU4g3w0kgkkihoA3CsVf2vnYLdp8NdrlcohYZouDN7w6e9FNZ/m7rZMJ5nDO8QIegzpEcTHd3wL84f99shz18bI9++r8p2p7tUFA6IRQOKYRlv8rnyQnmciVtbSgCmUpNJvSF56J0nAZl/ys3YfTs8G21mONSIvhs4UR1iJAULOGSIZYG/6755+HcIkKvKbs6U3b2Lj3ZoZcBiy/52V/9NTtFia1auuUqD154zpslbYq0KRI1be6UEtpFUp8QF2i8MCtgNS7ZeeM6cvDF+aWdnVp7McNrJPjcNrAm2v1GbZ+osDM21QfVrAVJFURok1LubCOXL71QtE/ArhpO7txjpyiRtqVdrTBRpMh+R30u768rc+tPT85BRTIT0XpHdfkSo6tXnz1rivQXF5QxUbrcPuBMEdMnZ9SG8MF0U3VQ1XyvIycndCnC5MUBBTx9Zj+6TWFCSEbtC4ImZCgR+qqEmOkXkaF3woFTKCQH591aAwvP/vWD3FP4rKuLpPMFRR+ptMRretI+tJbkEJ2uv+vQIaeaiQIBXPDElKB8sSWGQbI2m9vH7/2MsfcsViusroijkpU4zpuG1oxGoSXRmtGK0qN0aiwlscToHHQoGhxb+3vPtcT0iq16LEIEWhF6hF48jYfGCY0XWhFaJ3Q4knNE8bTe04VA9B5xIR+18HKV1/xU23P4wW32yjFd1XJoifFohJmiVmU/VzyhONNQEbACVhpICClUaBFoTXnznW9Bu3jOrBXz+ZIwnnI8G7pZ6zFJlN4cToHBv8KTBs4exUSYNQtG2zucrVZsTSbQ9i8PNi3m3D86YtQs6HxuCCmdx5LizVMGR+pj7kzL028sowZIIrR0+K0x7G7BpR3kxrVnG4xmRVfXtDsj+piQSoiFkmTogjGQodttbVZ8WdD1PZQl82CMpzXdpKCajCF2Lw+Wcc3Xf/d7TJYdIkIZHERFY0dwnlFV0DXtpshsNvQjDnWd6BznCH5ni4UTeOPa82fd3ubGd94lfOPryKKhdEYKtulHliFnzuWTgZMyo+k7Qj1i2bdIEYhiOO/h1vWXAvtSTPr/D5c9PDbWljf1kNILyx1/r6//CzZxvPSBUEP/AAAAAElFTkSuQmCC","detection_approach":"prominent_color_detection"}]},"timestamp":"2026-03-27 05:27:28"} 
[2026-03-27 05:27:28] local.INFO: Nested area calculated {"data":{"nestedArea":576.4393},"timestamp":"2026-03-27 05:27:28"} 
[2026-03-27 05:27:28] local.INFO: Mapped objects from Image-to-Text API 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"},{"id":"37c24037-51f8-40fc-88ee-930c79ef04e1","height":5.06,"width":5.37,"perimeter":19.19,"area":14.3,"image":"data:image/png;base64,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"},{"id":"ada81b75-b405-424f-b25c-3e189bd24687","height":3.83,"width":11.96,"perimeter":37.15,"area":7.34,"image":"data:image/png;base64,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"},{"id":"935191a5-c13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"}]},"timestamp":"2026-03-27 05:27:28"} 
[2026-03-27 05:27:28] local.INFO: Number of letters detected {"data":{"noOfLetters":22},"timestamp":"2026-03-27 05:27:28"} 
[2026-03-27 05:27:28] local.INFO: Perimeter calculated {"data":{"exactPerimeterSum":400.3399999999999,"perimeter_in_feet":33.36},"timestamp":"2026-03-27 05:27:28"} 
[2026-03-27 05:27:28] local.INFO: Actual filled area sum calculated {"data":{"actualFilledAreas":[1.42,3.29,1.43,4.28,3.34,4.23,5.69,2.39,6.19,1.9,2.45,1.92,6.03,3.83,5.08,40.26,14.3,24.88,23.14,7.34,33.9,43.92],"actualFilledAreaSum":241.21000000000004},"timestamp":"2026-03-27 05:27:28"} 
[2026-03-27 05:27:28] local.INFO: Occupied area calculated {"data":{"conversionFactor":0.00694444,"occupiedArea":1.68},"timestamp":"2026-03-27 05:27:28"} 
[2026-03-27 05:27:28] local.INFO: Average character height calculated {"data":{"avgCharHeight":4.258636363636364},"timestamp":"2026-03-27 05:27:28"} 
[2026-03-27 05:27:28] local.INFO: Original image dimensions and ratio {"data":{"originalWidth":313.0,"originalHeight":130.0,"ratio":2.4076923076923076},"timestamp":"2026-03-27 05:27:28"} 
[2026-03-27 05:27:28] local.INFO: Calculated sign dimensions {"data":{"widthOfSign":"48","otherDimensionOfSign":19.94},"timestamp":"2026-03-27 05:27:28"} 
[2026-03-27 05:27:28] local.INFO: Image to Text processing completed {"data":{"imageToTextResponse":{"message":"Object detection and vectorization completed","vectorizedScaleSvg":"<svg xmlns=\"http://www.w3.org/2000/svg\"    version=\"1.1\" width=\"4608\" height=\"1913.8658146964856\" viewBox=\"0 0 313 130\">
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lK9n3Fi4jNGjYJ0eOHMFxHAzDwLKsWIq4rhuTxfd9TNOMjdzh4WGClkf2UwEDGvbJgQMHSKfTSAH1ej1WLZZlxdJF07SYTEII3nvvvTgw2MLiRkNsSEmlUrmoSTcMg1QqheM4TE9Pc+zYMaanJ1t2yiJHbKOoVMYLwbIsJicn6ezs5NSpU7z22msUi8VL1sEWrg6o7Qy6rmMYF86MdByHfD7P7Ows+XyeX/3qVwDMlKdbUmURQwMIg4BisXhRzrMwDGO3ved5VKtVHnnkEfK5/KXtaQtXFBo0Jryvr++iiJJOpxkdHaWrqwvHcUin0+zatYsTJ08QtXwqixYaNBxpa9aswbbtC75BxX6mpqbo6enh5MmTdHV18fDDDzM6NkoYtsiyGKEBpDM5sXLlygUjwdGcg16KxhWGIfliAc/zGBsp0d3dzczMDK/976v85vkXkK2CwUWJeNfT3tbJunU3E/oBaTtFpVIhm80ShCEhknKtSjqXxQ8DgiAgm83S2dmJX3eRUUQ6leKnTzzB88//DxMTYy22LDLEREml09x5550IIZiZmWH58uUcPXqUfD6PZdtYlkWlUsGwLQIZ4TgOrusihMDSDWQQUq1W+cFDD/Huu+/iuo6s1SotwiwSxEQRmhBbtmyht7cXwzAYGxtj2bJljI+PA5DJZGJiqNhP8lLb66VLl7Jt2zaeffbZhqe3ZeAuCjQlLrW1tXHfffdRr9fjnFjbtpmcnCSdTpPJZHAcBykllmXFOSsqVyWXy1EqlfA8jyeffJJdu3YxMTGB41RbZLnGcVbO7Je//GVuvvlmACqVCpqm0dnZyenTp8nn83EyUxA0bJVkclMURei6jq7rjI2NsX37dh577DF83yeKghZZrmE0EUUIIfL5PN/5znfwPI8gCJoy2mZnZ8nlcui6HlcKGoYRb6s9p04YhhQKBXK5HH19fezevZuvfvWr/Pa3v0XKULZU0bWJsySKphli06ZNfPOb38QwDNra2hgaGqK3t5darRZLDF3XY/tkvt3i1GpUymWmJifpW7YMp1bjge3beej732d6aqplt1yDWDCNsVarSCEE999/P3v37mXVqlWMDA/T29tLqVTCsixMTY/VjxAizqcNkbEKMgyDcrlMGIa0tbVhGAZdXV18/etfZ+vWrVi23Spov0ZwzkmSMpR/+tOf2LFjB4cOHUKfy53NZrPMzMyQS2ewLIvp6WlM0ySXy8XbZ5Wtr6SMSp9URm86nWbjxo185Stf4bOf/SymaSI0o0WYqxjnnRxFlgcffJCR4WF0XadWq5HJZKhXa7iuG3tzXdfFtm2kJmJV1LiHjK8z95W4rks+n2fLli187WtfY3BwsNGhFmGuSlxwUqQM5Ztvvsn93/42s7Oz9Pf3MzIygiYb2+kgCHAcJ1Y19Xo9rk1WkkTl4eq6Hu+OVEb/1NQUtm1zzz338I/3/RPXX7eaQqGAaVstwlxFuKjJcJyq/OjDD/nhD3/IO++805hIrbHzUUatyqOVUsZGLXCWGtJ1Hc/zALBtmyiKqNfrCCFIpVLcetvt3HHHHWzZsoVsLoeMolbJ6lWAi54AKUP50YcfsmPHDt544w0MobF06VLGxsbwPI/29vY4S19JDUUOVeYh51Iu29raME2TarUaH58RBAHT09NYqQzZbJaBgQG+8IUvcMcdd9DX3w9SIvTWIT1XCh9r4KUM5cjwMI8//jh797zcuMEcMZRaMQwjdsQpdaOKyKIoolgsMj09je/7pNNphBA4joOmaQ2HnmzEmlSuS19fHxs2bODee+/lts9/nkq53Dpi4wrgYw944LtSNwx++q+P8+STT9LV1YVt23z00UdYlkWhUGiqUwZiwxYaGf7pdDquX/Y8D03T4jLWctXBtm3S6TTQSL0M5jLwurq6+MY3vsHq1atZvXo16UyGwPdb9sxlwF80wHWnKu1UigNvvsn3H/gXDn34f1y/YiX1ej2WJEBciiqlbHLSJY3c+WWrvh+iGQaGpuGHIUJK0DQ0IIgifNelb/ly1g8OsmHjRjbdcgufWbMGhGjZM5cQf9WgSinl6VND/NfTT/HKnpcbPhVd4LpuXNYBZwxaVQ5iWRZCNNopg9g0zfg1DENCPyCIQoQEzdAxdQPN0An9gLrnIiQYlknKslnW38ddf3cnt93+edauXUskQEMgDLNFmk8If/VAyjn9sm/fPn7+85/z3jtvUyg0MuBUsZiyT3K5HIZhMDk5SRRFtLe3o+s6U1NT+L5PNpvFq7tNYQIgDjyqxG5VvWiaJlJKgiAglUpRLBZp7+xg7dq1bN68mcHBQXp6ehBz1QVCa0mbvxSf2MC5riujKGL3s//NM888w8GDB8nlcgBxKWoURXieR7FYjM+AUwSJjyT1A4CzUiqTdk4QNNrYth0bz47jNIrmBbGNk81mWbp0KevWrWPz5s0MDAzQ2dnZIs5fgE90oKSUksBnZGSE5557jpdeeonp6Wk8z4u9uFEUUalUkFKSz+exbZt6vR7nubQX25okCNAkYVzXjW0a9X/l4AMIZXSWMa38N5qmceONN7J8+XIGBwe56aabWL58OblEAZtb90hl0i0CzcMlGZDIc6UwDGYmJ3nqqad48cUXmZ6ejtWPOhpdneTkeR6GYZDNZqlWq/HEJsMAyZwXZeMkt+GKPOpVVQuYphm3VSdaKgegio739fVx3XXX0dPTw6233U57eztdXV1Yc+kTge/jui65Qv5TS6BL+sFnJsZlob2dWrnMrl27eOGFFzh06BDFYhHbtuOtsW3buK7LzMwM2Wy2Sc0kMV8daZoWS5MoivB9P/YIK9tFEUxJFBWHSjoG1b10XccPGw7AYrFId3c3K1as4MYbb2RgYIC+vr44H0dJsCapZV47caowDOVCp3mWZ2aZmppiaGiIUqnE5s2b6e1bdnlOmq5WZqVt2wgh2L17N/v27WP//v1UKhVSqVQjQduyyOVyuDVnQT+MmmRFKnUActLrqySPYRix5Egew658N0myJN8rpcRx3LitIqBSnUEQ0NvbSy6Xo6uri+7u7vjq6Oggk8uxZs0aMpkMuVwulkhJBHNk1jQNksOf+MyGtfBuLfQDqennOJV+rv9C05ruJaXE933q9Tqu63L8+PF4UY6Pj1MqlSiVSkxOTlKtVhtlOGNjVCoVrr/+en70ox9x89+uv/xHkksZyvLsLO+//z6/+93veP311xkaGkLTNDKZDFPjE1iWhT2X+Q/EE+V5XuzNVava9308z0PXddLpdOy3UZJifhQ7KUlUXCqp5lKpTPwstbNKnhdTq9WabaK5GJe6T7lajYlqmiapVIp8Pk9bWxvZbDYOX6RSKdLpNKlUKj7VSghBJpNpsqmS/VVxMWWfua4b23f1eh3f96lWq9RqNcrlMrVaLSaIWlzJRQJnfF1K+mYyGWq1GkuWLOGee+7hn7dtQ2jnkvGXAWHgyTAMGR0d5Q9/+AMvvvgib7zxBh3FtviDA/GAqei0UlfQPPmKOGqCgaZBSRJGeYGVulJ2TuPSz5IyyetChfziXCt+DgvdU/VNfY5k2/lIStJkZqH6WzJAm3Rmep6H53kxEV3XJYoiUqlUfN6NYRjMzs6iaRorV67k6aefJpvLITQhPvZXxX1S0I0zbnfPdeTnPvc5ZmZm+OXOX3Dw4EFOnToVr8pyuRz7Tmq1WlwdkLRN1EpLpVIxaZRqUYZsciXOLzlJ2i3JCUpOIiw8eUlEFzhj5kKnfM+v/57/PHVca5Joyl2gSDdfoipHpm3bVCqVWFIrUiqJk7z/t771rcb7574I46oyvqQMJVIyOzvLn//8Z/bt28err77K6dOnSaVStLW1Ua1W42w5NRhK1Ou6TuB6TRl1qo0iTzqdxvf9eHCT4r1xstSZtTOfJBeHiztOdX4yl3qOEOeWKPMl0Jn3iKY2yXwgtUCAOKamvOJBEMS/A6RSKUbHx7nrrrv4tyeeaPq2lKuKKEmoBGzf8zhx4gQvvfQSe/bsYXx8PNanyQ+uAowiOmNXzPfsKjIoO0YRTK3CBmEaz1+IJIpQ54MQ55c4C01+8jlJoi7UXhF8vlpVl7LXkoljyqBXz1CGfuN5WrxwbNvGTqd59NFH2XjLLdcGUZJQEWuAI4cP88EHH/D666/z7rvvMjY21hSIzKUzhGHY9MVTSYNVkSVpD6jB13UdIc9WDcnJuuDxZdr5iXIhKZUkykKkUgRY6AJiD3jSTklKXM/zYkKpxabSQwqFAn9/991s27btrNyfa4Io86FUVK1W4/Tp07z99tv8/ve/5+DBg5SnZ2IrHjiLIMViMTYIk9tfaAyyxhn/iBr85M8XUkMR5yeSklxJwjQTQmtqO/+9843d+bnIlmWdRaCkpzt56qcam3q9jpSNA6Z/8ctf0t7eTiaXvfaJMh9ShjKYE5+jwyMcPnyYt956iw8++IBSqYTjOPEKU8HKMAzjslggdvyFfjR3z7NJotqdty/i/Kppvm105jOoZ2jnVE/q5yTJ5u/qVDlwcmcIZ2w0leahiNHf38/q1asZHBxk3bp1rLrhhgW/yW1REGU+PNeRhtBA13AqVY6eOM7B997n8LGjHPnwI8YmJ5idmsYLAwgjam6d0PPnyJKO77PQDudCqkfTGmfKaHLhVxmESE1gCA2pifjvIpJEAnR0IhpyJQKElE2/m7pOKGWcnyOkJJQybpeyLEIpIYoIpSSbTtO9ZAmrrruOnqVL+cyqVXT19LCiv5/evj5MyyIMAgLPIzVPiiSxKIkyH1JKiaTxaSWEUcjE2DhHjh3l6OEjHD1+jKGTpxgfH2d0dDT2OSgdnvTg5nK52MmXTMhq2qpqAl1ooAk0BBESIkmExDYtguhMvg2RjNsJXUPIxoFFyVc0Ef9OJOO/a4ZOPpujq6ebvt5ltHd20NneQUdXJyv6l7N85Qq6O7uw0ymIJH4YqLyejz3vnwqinAtynsiQslFvVC6XGRsbY2xsjPHxcSYmJpiamoptonq9Hns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","detection_approach":"prominent_color_detection"},{"index":30,"position":{"x":80,"y":2,"width":55,"height":49},"scaled_width":8.43,"scaled_height":7.51,"actual_filled_area":43.92,"bounding_box_area":63,"exact_perimeter":34.78,"approximate_perimeter":32.57,"convex_hull_perimeter":27.75,"perimeter_pixels":226.8111831820432,"original_contour_points":82,"approximation_points":10,"shape_analysis":{"aspect_ratio":1.12,"compactness":0.4563,"perimeter_to_area_ratio":0.7919},"image_base64":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADsAAAA1CAYAAAD/L5PDAAAABmJLR0QA/wD/AP+gvaeTAAATqklEQVRogeWaW49lx3Xff6uq9uVc+jY9Mz0zJjn2yLJEWoxiibRhyEoixzaQILCN5CUfIA/5WnkLEAQI4CSA5QgwHAuxY8uRxIgxSI5IDufWM3073eeyL1Vr5aH2OTOMOTc+BfAGNk6f03tX1b/WqnX5rwV/jy75Mi/N/vwvLSh0sUfLQFF6tGlxth7Sgbn8OUwheFQUB6gYoMNo+Ten63fAJN8AYvmuRyUxRvoU6WOkE+Pgt7/zSut/ZbD28NSO/tt/5+L+Q2aPHtP3PZNxDV0zgAWVJ2BNBrAi6AD/abBu+PTqNvBNQIeVuQFs3/Q45yjLktF0wvb+HjuX92H/EmyNIQC//EvIpekzMYVXBUv0fPqjn7D48DP6kxN8jLhJTb9cgiiYG6TiBp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iBL4r33rrLY4ePYppmhiGQRiGhGFIFEUEQRDbJrqu47ou/f39RFF0JfvfwmVCTBTdMNi7dy+e55FKpYiiCE3T0DQtJoplWQAIIZBSksvlMFpR4k8FzqgeKTlw4AC+7yOlxPM8TNPENM14V6MIEoYhpmnOtQ1beSifAsREOXbsGENDQ0RRhBCCMAzRNA0pJUIINE3D932EEARBgK7rlEqlK9n3Fi4jNGjYJ0eOHMFxHAzDwLKsWIq4rhuTxfd9TNOMjdzh4WGClkf2UwEDGvbJgQMHSKfTSAH1ej1WLZZlxdJF07SYTEII3nvvvTgw2MLiRkNsSEmlUrmoSTcMg1QqheM4TE9Pc+zYMaanJ1t2yiJHbKOoVMYLwbIsJicn6ezs5NSpU7z22msUi8VL1sEWrg6o7Qy6rmMYF86MdByHfD7P7Ows+XyeX/3qVwDMlKdbUmURQwMIg4BisXhRzrMwDGO3ved5VKtVHnnkEfK5/KXtaQtXFBo0Jryvr++iiJJOpxkdHaWrqwvHcUin0+zatYsTJ08QtXwqixYaNBxpa9aswbbtC75BxX6mpqbo6enh5MmTdHV18fDDDzM6NkoYtsiyGKEBpDM5sXLlygUjwdGcg16KxhWGIfliAc/zGBsp0d3dzczMDK/976v85vkXkK2CwUWJeNfT3tbJunU3E/oBaTtFpVIhm80ShCEhknKtSjqXxQ8DgiAgm83S2dmJX3eRUUQ6leKnTzzB88//DxMTYy22LDLEREml09x5550IIZiZmWH58uUcPXqUfD6PZdtYlkWlUsGwLQIZ4TgOrusihMDSDWQQUq1W+cFDD/Huu+/iuo6s1SotwiwSxEQRmhBbtmyht7cXwzAYGxtj2bJljI+PA5DJZGJiqNhP8lLb66VLl7Jt2zaeffbZhqe3ZeAuCjQlLrW1tXHfffdRr9fjnFjbtpmcnCSdTpPJZHAcBykllmXFOSsqVyWXy1EqlfA8jyeffJJdu3YxMTGB41RbZLnGcVbO7Je//GVuvvlmACqVCpqm0dnZyenTp8nn83EyUxA0bJVkclMURei6jq7rjI2NsX37dh577DF83yeKghZZrmE0EUUIIfL5PN/5znfwPI8gCJoy2mZnZ8nlcui6HlcKGoYRb6s9p04YhhQKBXK5HH19fezevZuvfvWr/Pa3v0XKULZU0bWJsySKphli06ZNfPOb38QwDNra2hgaGqK3t5darRZLDF3XY/tkvt3i1GpUymWmJifpW7YMp1bjge3beej732d6aqplt1yDWDCNsVarSCEE999/P3v37mXVqlWMDA/T29tLqVTCsixMTY/VjxAizqcNkbEKMgyDcrlMGIa0tbVhGAZdXV18/etfZ+vWrVi23Spov0ZwzkmSMpR/+tOf2LFjB4cOHUKfy53NZrPMzMyQS2ewLIvp6WlM0ySXy8XbZ5Wtr6SMSp9URm86nWbjxo185Stf4bOf/SymaSI0o0WYqxjnnRxFlgcffJCR4WF0XadWq5HJZKhXa7iuG3tzXdfFtm2kJmJV1LiHjK8z95W4rks+n2fLli187WtfY3BwsNGhFmGuSlxwUqQM5Ztvvsn93/42s7Oz9Pf3MzIygiYb2+kgCHAcJ1Y19Xo9rk1WkkTl4eq6Hu+OVEb/1NQUtm1zzz338I/3/RPXX7eaQqGAaVstwlxFuKjJcJyq/OjDD/nhD3/IO++805hIrbHzUUatyqOVUsZGLXCWGtJ1Hc/zALBtmyiKqNfrCCFIpVLcetvt3HHHHWzZsoVsLoeMolbJ6lWAi54AKUP50YcfsmPHDt544w0MobF06VLGxsbwPI/29vY4S19JDUUOVeYh51Iu29raME2TarUaH58RBAHT09NYqQzZbJaBgQG+8IUvcMcdd9DX3w9SIvTWIT1XCh9r4KUM5cjwMI8//jh797zcuMEcMZRaMQwjdsQpdaOKyKIoolgsMj09je/7pNNphBA4joOmaQ2HnmzEmlSuS19fHxs2bODee+/lts9/nkq53Dpi4wrgYw944LtSNwx++q+P8+STT9LV1YVt23z00UdYlkWhUGiqUwZiwxYaGf7pdDquX/Y8D03T4jLWctXBtm3S6TTQSL0M5jLwurq6+MY3vsHq1atZvXo16UyGwPdb9sxlwF80wHWnKu1UigNvvsn3H/gXDn34f1y/YiX1ej2WJEBciiqlbHLSJY3c+WWrvh+iGQaGpuGHIUJK0DQ0IIgifNelb/ly1g8OsmHjRjbdcgufWbMGhGjZM5cQf9WgSinl6VND/NfTT/HKnpcbPhVd4LpuXNYBZwxaVQ5iWRZCNNopg9g0zfg1DENCPyCIQoQEzdAxdQPN0An9gLrnIiQYlknKslnW38ddf3cnt93+edauXUskQEMgDLNFmk8If/VAyjn9sm/fPn7+85/z3jtvUyg0MuBUsZiyT3K5HIZhMDk5SRRFtLe3o+s6U1NT+L5PNpvFq7tNYQIgDjyqxG5VvWiaJlJKgiAglUpRLBZp7+xg7dq1bN68mcHBQXp6ehBz1QVCa0mbvxSf2MC5riujKGL3s//NM888w8GDB8nlcgBxKWoURXieR7FYjM+AUwSJjyT1A4CzUiqTdk4QNNrYth0bz47jNIrmBbGNk81mWbp0KevWrWPz5s0MDAzQ2dnZIs5fgE90oKSUksBnZGSE5557jpdeeonp6Wk8z4u9uFEUUalUkFKSz+exbZt6vR7nubQX25okCNAkYVzXjW0a9X/l4AMIZXSWMa38N5qmceONN7J8+XIGBwe56aabWL58OblEAZtb90hl0i0CzcMlGZDIc6UwDGYmJ3nqqad48cUXmZ6ejtWPOhpdneTkeR6GYZDNZqlWq/HEJsMAyZwXZeMkt+GKPOpVVQuYphm3VSdaKgegio739fVx3XXX0dPTw6233U57eztdXV1Yc+kTge/jui65Qv5TS6BL+sFnJsZlob2dWrnMrl27eOGFFzh06BDFYhHbtuOtsW3buK7LzMwM2Wy2Sc0kMV8daZoWS5MoivB9P/YIK9tFEUxJFBWHSjoG1b10XccPGw7AYrFId3c3K1as4MYbb2RgYIC+vr44H0dJsCapZV47caowDOVCp3mWZ2aZmppiaGiIUqnE5s2b6e1bdnlOmq5WZqVt2wgh2L17N/v27WP//v1UKhVSqVQjQduyyOVyuDVnQT+MmmRFKnUActLrqySPYRix5Egew658N0myJN8rpcRx3LitIqBSnUEQ0NvbSy6Xo6uri+7u7vjq6Oggk8uxZs0aMpkMuVwulkhJBHNk1jQNksOf+MyGtfBuLfQDqennOJV+rv9C05ruJaXE933q9Tqu63L8+PF4UY6Pj1MqlSiVSkxOTlKtVhtlOGNjVCoVrr/+en70ox9x89+uv/xHkksZyvLsLO+//z6/+93veP311xkaGkLTNDKZDFPjE1iWhT2X+Q/EE+V5XuzNVava9308z0PXddLpdOy3UZJifhQ7KUlUXCqp5lKpTPwstbNKnhdTq9WabaK5GJe6T7lajYlqmiapVIp8Pk9bWxvZbDYOX6RSKdLpNKlUKj7VSghBJpNpsqmS/VVxMWWfua4b23f1eh3f96lWq9RqNcrlMrVaLSaIWlzJRQJnfF1K+mYyGWq1GkuWLOGee+7hn7dtQ2jnkvGXAWHgyTAMGR0d5Q9/+AMvvvgib7zxBh3FtviDA/GAqei0UlfQPPmKOGqCgaZBSRJGeYGVulJ2TuPSz5IyyetChfziXCt+DgvdU/VNfY5k2/lIStJkZqH6WzJAm3Rmep6H53kxEV3XJYoiUqlUfN6NYRjMzs6iaRorV67k6aefJpvLITQhPvZXxX1S0I0zbnfPdeTnPvc5ZmZm+OXOX3Dw4EFOnToVr8pyuRz7Tmq1WlwdkLRN1EpLpVIxaZRqUYZsciXOLzlJ2i3JCUpOIiw8eUlEFzhj5kKnfM+v/57/PHVca5Joyl2gSDdfoipHpm3bVCqVWFIrUiqJk7z/t771rcb7574I46oyvqQMJVIyOzvLn//8Z/bt28err77K6dOnSaVStLW1Ua1W42w5NRhK1Ou6TuB6TRl1qo0iTzqdxvf9eHCT4r1xstSZtTOfJBeHiztOdX4yl3qOEOeWKPMl0Jn3iKY2yXwgtUCAOKamvOJBEMS/A6RSKUbHx7nrrrv4tyeeaPq2lKuKKEmoBGzf8zhx4gQvvfQSe/bsYXx8PNanyQ+uAowiOmNXzPfsKjIoO0YRTK3CBmEaz1+IJIpQ54MQ55c4C01+8jlJoi7UXhF8vlpVl7LXkoljyqBXz1CGfuN5WrxwbNvGTqd59NFH2XjLLdcGUZJQEWuAI4cP88EHH/D666/z7rvvMjY21hSIzKUzhGHY9MVTSYNVkSVpD6jB13UdIc9WDcnJuuDxZdr5iXIhKZUkykKkUgRY6AJiD3jSTklKXM/zYkKpxabSQwqFAn9/991s27btrNyfa4Io86FUVK1W4/Tp07z99tv8/ve/5+DBg5SnZ2IrHjiLIMViMTYIk9tfaAyyxhn/iBr85M8XUkMR5yeSklxJwjQTQmtqO/+9843d+bnIlmWdRaCkpzt56qcam3q9jpSNA6Z/8ctf0t7eTiaXvfaJMh9ShjKYE5+jwyMcPnyYt956iw8++IBSqYTjOPEKU8HKMAzjslggdvyFfjR3z7NJotqdty/i/Kppvm105jOoZ2jnVE/q5yTJ5u/qVDlwcmcIZ2w0leahiNHf38/q1asZHBxk3bp1rLrhhgW/yW1REGU+PNeRhtBA13AqVY6eOM7B997n8LGjHPnwI8YmJ5idmsYLAwgjam6d0PPnyJKO77PQDudCqkfTGmfKaHLhVxmESE1gCA2pifjvIpJEAnR0IhpyJQKElE2/m7pOKGWcnyOkJJQybpeyLEIpIYoIpSSbTtO9ZAmrrruOnqVL+cyqVXT19LCiv5/evj5MyyIMAgLPIzVPiiSxKIkyH1JKiaTxaSWEUcjE2DhHjh3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"},{"id":"ef682975-18ee-4dd5-99b6-e178899faafa","height":5.37,"width":6.29,"perimeter":26.9,"area":23.14,"image":"data:image/png;base64,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"},{"id":"ada81b75-b405-424f-b25c-3e189bd24687","height":3.83,"width":11.96,"perimeter":37.15,"area":7.34,"image":"data:image/png;base64,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"},{"id":"a63c4c0b-0110-4762-a5ec-bd42639001fd","height":7.51,"width":8.43,"perimeter":34.78,"area":43.92,"image":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADsAAAA1CAYAAAD/L5PDAAAABmJLR0QA/wD/AP+gvaeTAAATqklEQVRogeWaW49lx3Xff6uq9uVc+jY9Mz0zJjn2yLJEWoxiibRhyEoixzaQILCN5CUfIA/5WnkLEAQI4CSA5QgwHAuxY8uRxIgxSI5IDufWM3073eeyL1Vr5aH2OTOMOTc+BfAGNk6f03tX1b/WqnX5rwV/jy75Mi/N/vwvLSh0sUfLQFF6tGlxth7Sgbn8OUwheFQUB6gYoMNo+Ten63fAJN8AYvmuRyUxRvoU6WOkE+Pgt7/zSut/ZbD28NSO/tt/5+L+Q2aPHtP3PZNxDV0zgAWVJ2BNBrAi6AD/abBu+PTqNvBNQIeVuQFs3/Q45yjLktF0wvb+HjuX92H/EmyNIQC//EvIpekzMYVXBUv0fPqjn7D48DP6kxN8jLhJTb9cgiiYG6TiBpnJRkomeTfEBliiDD9tQK6/qoAbJC0GVVkiKixS4lFKJFMUQ4EYHNe//lXe/I13se//D+O1A+StW38H9KuDPV9w8el9/IPHXFNjlIxxbOn6COhmwSoDaBNUsmTXUNxTKrwGu5amPb3ENVhAVys8HhHJYw0PmhkxwuJHf8tfv3+buL/FW7/3Pez/3DYubyFXrm5GfHWwR0f4ZcNUjUs4im6JLTq2So+K5UXDRn2NYcFrHcfyOVyrsSkqoO7JKWbYkvWnZVRAwjRvnMfjEJxzOBO2ozKbLblzdMyPuz/m9dWMr/7OP8LapUk1llcGa3eO7fi//IB+taT0UKCIi0ih9D5LRjcqu34rbd4X+7xUnQEGJorZWs0/r32GQwVCWZFMScnQmLAEJEUAr8K2H7G3vccWW3x4eMRP/usPiCHw1sGVzVivJtloHN9/CDESnJJij1pLKB29KNGtpaGIOdayWi/fAWrgRMGGjRk0MjkbzqkhJrjN/xUTR9s3qPcQHFKUeAOnBmr4JLSLhtXhfcq9Pb6yvc/Z8UN+/sO/4vW339os3/EqV9vz8c/eZ1IUFEXgaHaClsKSRF8Eeu/pvSd6T3SOKIIiqAneFaRk4Dy+qOgNVjERJZBcQRhNwHt8URKj4vCkJuLIKqPiUOdJCK0ZyxhZpETrBC08xf4WjDzdak7Zdtyqd5icNxy/fxs7PLZXl+zhEXU0fB9JbUNZlkjwkIxo2fzk8+jwmn1rMMmS7RTrlC72pBAQKXBVDd7TWWJ1vkBTz6SoKCUQrMjj45it5tSjMW00ohgihhOPc+BM6C0xt0jyRtVGfBOpVannPfP7j2HR8kpg7c6ZLb//p9RNS91G3KpnEqqNb6XPflUMAkYwwZsSEMSgKEbE0ZjeoLFIp4nehJSUZMZ4uos2DSMpGOHpZ3OqoiIEj6YS6QWP0YphTgi+wIuh0eisZxEiVRWwXpGkjMxRRzh78AiSvBpYnOPB7duwXFElKBQqF+hjTwgFGh1ijoDhTQiqBHOb83p2MaOcTkmFo3eeNgT6IMQQKOuCZdeQELw4xqEmxQV9TJSjkomv6WI+u+YEwQ0eXLCY3V0jQlFXhKbHI5S+pChKUlSo61cEqz2PPvsMVg0lQkWBU8OiEZzHO8GZw6ni1fAKayuUBMZb2zSFMEuRZelhZ8qMnpNmhbUtVyY1q0VkERXDM56OsVZzYGKGpYQER+WE5EA1YilrTuE8hSlFcgTzqCl9gOiFen8Pxq8K9vA+52dHbFvCWSCIw1ICHEkBEaIzAqBYdjhqmM9gYymcWc/FyHH97Td57XvfhWv70K5AlIu7dzn66Dbnt+9y76O7vDHZBukovCc2kd4D3jDvUElEVRBDEESgjA6zDqKRcLRmLFAObr6+McMvBdbOTu3xH32fZbNkvwqklZEwDMGVFYvUY5WQnOIxgkAhgBiK0TtHE5Sj1HMxKrl6cx++/TW4cQWaBRSeLX2TrcNv0f/Pn/In/+7fMxOP7yJUJV1UfPAkUdQloiSkyO7JLIOo1SOrRGklXfDEIMwl8Y1fvgkSgZd1PZp4cPs2RduyHTxikd56olNcVRA1oRpRHeJVp8Rg2BDaOedQLzCqcbu7yP4e7GxDGUhlBTs74Bz84hsU73yb6splinFNrxETpdcGKwR10NggVZdFpT4RrSMUGYqrCmxc04wDy9qx9doVZHfrFSKopuX4/Q95nQJ3PCMwgBSj61eUZcAr6BD6AYgaTqFMRurh7HzB5No+n50seeO7vwuU0Bf4rSkajX56QNV1sHNASB4/X3A1FLiLc/aqijYlVIRaPOARTXhLCBEcNPSsJGKV8NnqjLPdS2x99Sbu+t4GxstJ9uEjilVH3fbUligsp2lRsiV0ZOtbpiEC2uQubAL96XQbioKrN9+AvR3Y3YWiBAcry0EDvobZHK8Qlw1ptQJNxNiRLGFmYNm9eRVcTg0QEWaLJeP9Xc5ix+T6AYvK8Tv/6veha18erDVze/DBB8SuwcxwziFikDTfmkN9rxAUvK0BGkmg9bAqlIsQOWznbL1xFVwH0jDzHXMHWhgjB8wWrN57j261otWeWDnYqlkFaETpxYYQ0iPiyZF2wAhsT3foO8NCyceHj9j9hRvw2mvIV776ClmPwt0Pf442HaaKc4KogK2zl3z7QYLO1ileFmtySusdfrumHpW89c1fHR6OeBECFV5j3pXbd/jgz/8Cf35B7RxFUeBCILUN4gKCEBSCuc180WXLH8ox94+OqK4cUF2a8N0//AOYVJ+D8mKwZxec3L1P0fc40yEvzXmkQ/Aig0/Nl5gMwb09lYgrDw4f4F6/xvTKZWgbSDXTUEBs4fgC3r9H/Msfc/E3P+NSG9l2YKsVqfT4LlHUJT4JQT1eBTPBxKMO+gAXCly+zEOfeOef/wv41jeQG/ufS6FeDPbOA5qjM8YmOJGBUjGcCbh8alBDcTlVeyrNgyd/T4qC/Z098CWcLsFXEGek0xndvcfc/6M/g0/uUT8+Y29rRJ2MZdMj3jGuapwKTsHHrFG9ODqBLnjmJXx8MePmu7/G+PoVLv/Wu38H6AvB2vGJnfzxn8LFgpE4Cski1BzyD1IVkinRgYkjiW4kmnPN/MaVcoQ/vYA/+TPOVivYmvDg+Ji79+6jZwsuz1qm84aDomDcK45E4T2jcoSZoW1CkmFJieJpvLCqAoux52zsSQc7TL79q9z6vX8KN298IZ7nS3YVWdw/pFxFKnO4wc6aGSLgCThzRFPUSQb61H6uLbFXqPDMHj7m9g9+yNH5jP2DazSrhmqxZK8eses9xbhku6qYn51m7SkLkoPFvKGUHJupg9YLy9pxPvGcbRWcTyr+5b/9N7gbB8ibN78k4XY24/jnn7IrgdCvIEYMRYLHmUNTQlQI4plrhxQ5w+n7HgFCCBSFxznHbHZGJQEXz3mjHBPOG6qmZVc9YzynyxPEKcv5Al8KIg7xjqUlZFrRqbBatVRbU+JkxCONcOuAt//ZP+b6b7wDkyly9cpz2dLng52vmN89pG46ihyKZjr0CXeGsxz7mhmIw4ujCAFRQ1wm3ZIpoSiYVDU+Ctb1+N4YKcSUSM2SYhRQUURdpmjIE+mQN80W54wmE7avX2Hn67/CrV//Jvz6N2F/gkx3XooSfj7Y41O6x6dcFU+ZepxBcplVEnKWg7lMiYrgUArxmWF0hooQgd6UVpSqcJgZ/aqnCEZR1SCO5BJKAtPs0lLmajInlcffGU/Z2b9EXTriYkY4P4WzE9irngvhpcDa/SM7+Q//mbJTdsqapM3AB2Wq+/Nn02WWD8u8UMoJAE7oTIkoUnh6UzQpUYzghN4lOuegcGjT5xw1Gt4CzgRzOfgHh8aW+ckpp8fHzO59xsXHH9L/xQ+58U9+Ezs5Mrl0+YXSfbZkRfjb//VjxskITQempDW3S1blpwF7Bt2OivVxSACyezIz6vEUkpIsEkIA71h2LUtJjFxFLZ6gSmEFwbLhU3WoM0yULoHOF4gqW5MROlty7+xD7rRK3Xns+Mxkf/dLntnTMw4/vcub5rGmwzswp0944c2DmUUUEVBDkiIpW2tdh4+AJEXbHt8nShcoXSDGiDfw67MujoBkUkAFxIiqmERGkzFCRNRIziNJ6M1z+vFD/mb+fW7+1ndeJNhngz3/+BNK56kkEbDMvLMmwBXwn5NstEgQQyQzB4In4ekTFKpo31HiqKKnEkftA4Uf4+kxhV4TalAO4fo65Oy9kURZ9SsCiQromkSrwvb2LiNXc3fRcv7Bh9hsZrLzbGP1hYmAnRzb8YefcLmoCQrOOXonJHF4cwR1lApBFXU9ySXEIlgiAKV4Kl9SuIrkAwsfuKhLmp0Jzc6E80JoJLswr0qcr5CUDZ6YI0gghIAvC3xZEOqKclKhAt57puMJ06piIo5xMrhouPPBbVg0X0KyVnLyo/eoT+ecHT1m59oBTYoUVU3R9rimZQKIKEtZkQpBtGOrnhAP5ySr0MLTlyPuLpeEX/oF7vYXNKllInBta8Lx0Rm7OCalJyyMkAIeR0kBJiRLaD9U+yyS+khdlPikxKYFFSIr2pQIdUFhPoegrwz2g0+Ij0/ZVQjjEfPlgr7MPnUjWQScoiERvWIOFs2CqvCMRluczDv6EJje+kXe/te/z5tTz4qIzWa4wxNmP3mP2Uefol3HdFyjXcIP2Yyt/flTlgHI5QTNRyU4jzlPcPnYjMrRM+E8F+zi00+JTYOYMp2M6ZpVNjpquV4qAiKol6F0AdE72piQUWA18hzOG2KVGH/tdfjuO2zdOhAAu//QeHTE5esH/PQ//ieOP7uPIVQuh5VJAFUM+VxCATk4SaaIOLzzWAiID5gTilGNHDy7NgtfcGbt8ZkdPzjEG7SLJQ6hKoq8qzbUV0WGWDhLICKsSEhd03vPad+yHJecVrD39q/AyG/GlxvXRP7hN4Tf/BbhxlWasmSJZXp08ONPypdPZVFOMMuGch1dZc+QK4fVqH6uVL8QLMslh599hjYNqe9AI9q12UU8FTLmRTiSZGXrU8wS1kSjSriyx0kBl//B15DrX+Dwd6ccE7G6pJpMN2XLJPk2/p9a7XANTQl5k1N2TUlgtD3+EmDnC07u3iO1DdvjCXVZ0bcdwWRTyshuKJPVJiDiqUMNreJStpjJe5rg4PLuM6Y2Dk9nSPJUrkQHkOuC9Kb0+QVvqkBUpUsRxZAiMLr0rHmeA1YfHLI6OaVGmNY1XgznMg/shtKyYvRixEGFxGCLklEDUyvxnXFxPueNW1+BUDxj6oJ+3jDqHW7RgbkN2E0F9ynJmmX+Sbwb+jNykYtQUNR1pmZfBazduW+PPv4UWTSMvMf6juVyTlEUeHGZqVjv7DCZmeVa6aqn6GDiKrRXVl3Pr737Lmw9YxG94pOwIzWhzZtoYrkvYxODk78PYGEwjk42YasFh6/LTYnjpcGSIg8/+IhajUlRYCnSpUiyhA9CSimb/aLIwbEIRVFQWqCSgtIcq0VDNZ4gZcXk1i1k94stZPzwNlNfk85XjDSHi+aENBgghxAkEwZrol1EiFFp2p6irLO9cJ7L1w6gKl8I9vOup0scfXKHqouIg7ZbIZoYj8fEPqGSUPO5luMUU0N6MBSNDu8CfeFZOti6cQW2Js+cOLYdEjWzhKoIOpgdv6n8rXugnOWUMohDHOQZc1aFc1TTMcM/XgHs42Pm9w65WZSMyLuMc/iqpLc255pZ4UByU4g3w0kgkkihoA3CsVf2vnYLdp8NdrlcohYZouDN7w6e9FNZ/m7rZMJ5nDO8QIegzpEcTHd3wL84f99shz18bI9++r8p2p7tUFA6IRQOKYRlv8rnyQnmciVtbSgCmUpNJvSF56J0nAZl/ys3YfTs8G21mONSIvhs4UR1iJAULOGSIZYG/6755+HcIkKvKbs6U3b2Lj3ZoZcBiy/52V/9NTtFia1auuUqD154zpslbYq0KRI1be6UEtpFUp8QF2i8MCtgNS7ZeeM6cvDF+aWdnVp7McNrJPjcNrAm2v1GbZ+osDM21QfVrAVJFURok1LubCOXL71QtE/ArhpO7txjpyiRtqVdrTBRpMh+R30u768rc+tPT85BRTIT0XpHdfkSo6tXnz1rivQXF5QxUbrcPuBMEdMnZ9SG8MF0U3VQ1XyvIycndCnC5MUBBTx9Zj+6TWFCSEbtC4ImZCgR+qqEmOkXkaF3woFTKCQH591aAwvP/vWD3FP4rKuLpPMFRR+ptMRretI+tJbkEJ2uv+vQIaeaiQIBXPDElKB8sSWGQbI2m9vH7/2MsfcsViusroijkpU4zpuG1oxGoSXRmtGK0qN0aiwlscToHHQoGhxb+3vPtcT0iq16LEIEWhF6hF48jYfGCY0XWhFaJ3Q4knNE8bTe04VA9B5xIR+18HKV1/xU23P4wW32yjFd1XJoifFohJmiVmU/VzyhONNQEbACVhpICClUaBFoTXnznW9Bu3jOrBXz+ZIwnnI8G7pZ6zFJlN4cToHBv8KTBs4exUSYNQtG2zucrVZsTSbQ9i8PNi3m3D86YtQs6HxuCCmdx5LizVMGR+pj7kzL028sowZIIrR0+K0x7G7BpR3kxrVnG4xmRVfXtDsj+piQSoiFkmTogjGQodttbVZ8WdD1PZQl82CMpzXdpKCajCF2Lw+Wcc3Xf/d7TJYdIkIZHERFY0dwnlFV0DXtpshsNvQjDnWd6BznCH5ni4UTeOPa82fd3ubGd94lfOPryKKhdEYKtulHliFnzuWTgZMyo+k7Qj1i2bdIEYhiOO/h1vWXAvtSTPr/D5c9PDbWljf1kNILyx1/r6//CzZxvPSBUEP/AAAAAElFTkSuQmCC"}],"no_of_letters":22,"perimeter_of_sign":33.36,"nested_area":4.0,"occupied_area":1.68,"avg_char_height":4.258636363636364,"widthOfSign":"48","otherDimensionOfSign":19.94,"width_of_smaller_line":20},"timestamp":"2026-03-27 05:27:28"} 
[2026-03-27 05:28:26] local.INFO: Image-to-Text API Request Received {"data":{"request_data":{"sign_width_or_height":"48","user_input_dimension":"width","sign_image":{"Illuminate\\Http\\UploadedFile":"C:\\xampp\\tmp\\php6D73.tmp"}},"file_present":true},"timestamp":"2026-03-27 05:28:26"} 
[2026-03-27 05:28:26] local.INFO: Validation Passed {"data":{"sign_width_or_height":"48","user_input_dimension":"width"},"timestamp":"2026-03-27 05:28:26"} 
[2026-03-27 05:28:27] local.INFO: Concurrent API Success {"data":{"type":"prominent_color_detection","objects_count":8},"timestamp":"2026-03-27 05:28:27"} 
[2026-03-27 05:28:27] local.INFO: Concurrent API Success {"data":{"type":"light_color_detection","objects_count":0},"timestamp":"2026-03-27 05:28:27"} 
[2026-03-27 05:28:27] local.INFO: Concurrent API Success {"data":{"type":"extra_light_color_detection","objects_count":8},"timestamp":"2026-03-27 05:28:27"} 
[2026-03-27 05:28:27] local.INFO: Best response selected from concurrent APIs {"data":{"objects_count":8},"timestamp":"2026-03-27 05:28:27"} 
[2026-03-27 05:28:27] local.INFO: Prepared Query Parameter for Image-to-Text API {"data":{"query_param":"width","query_value":"48"},"timestamp":"2026-03-27 05:28:27"} 
[2026-03-27 05:28:27] local.INFO: Calling Image-to-Text API {"data":{"file_name":"epic 2 5 (2).png","query_param":"width","query_value":"48","file_size":16439},"timestamp":"2026-03-27 05:28:27"} 
[2026-03-27 05:28:27] local.INFO: Detected Objects from Image-to-Text API 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","detection_approach":"prominent_color_detection"},{"index":3,"position":{"x":734,"y":107,"width":68,"height":110},"scaled_width":4.06,"scaled_height":6.57,"actual_filled_area":15.33,"bounding_box_area":26,"exact_perimeter":27.9,"approximate_perimeter":25.88,"convex_hull_perimeter":18.4,"perimeter_pixels":467.30360723121873,"original_contour_points":203,"approximation_points":14,"shape_analysis":{"aspect_ratio":1.62,"compactness":0.2475,"perimeter_to_area_ratio":1.82},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":4,"position":{"x":625,"y":107,"width":94,"height":110},"scaled_width":5.61,"scaled_height":6.57,"actual_filled_area":21.1,"bounding_box_area":36,"exact_perimeter":35.65,"approximate_perimeter":32.87,"convex_hull_perimeter":20.27,"perimeter_pixels":597.0609665440995,"original_contour_points":197,"approximation_points":14,"shape_analysis":{"aspect_ratio":1.17,"compactness":0.2086,"perimeter_to_area_ratio":1.6896},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":5,"position":{"x":519,"y":107,"width":90,"height":110},"scaled_width":5.37,"scaled_height":6.57,"actual_filled_area":20.41,"bounding_box_area":35,"exact_perimeter":32.87,"approximate_perimeter":32.14,"convex_hull_perimeter":23.15,"perimeter_pixels":550.6345596729061,"original_contour_points":65,"approximation_points":8,"shape_analysis":{"aspect_ratio":1.22,"compactness":0.2374,"perimeter_to_area_ratio":1.6105},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":7,"position":{"x":6,"y":107,"width":86,"height":110},"scaled_width":5.13,"scaled_height":6.57,"actual_filled_area":16.36,"bounding_box_area":33,"exact_perimeter":28.38,"approximate_perimeter":26.23,"convex_hull_perimeter":19.56,"perimeter_pixels":475.404112294607,"original_contour_points":185,"approximation_points":12,"shape_analysis":{"aspect_ratio":1.28,"compactness":0.2553,"perimeter_to_area_ratio":1.7347},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"}]},"timestamp":"2026-03-27 05:28:27"} 
[2026-03-27 05:28:27] local.INFO: Nested area calculated {"data":{"nestedArea":268.67159999999996},"timestamp":"2026-03-27 05:28:27"} 
[2026-03-27 05:28:27] local.INFO: Mapped objects from Image-to-Text API 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"},{"id":"f294893a-e593-4e19-971d-e9a81d1a86fa","height":6.57,"width":4.06,"perimeter":27.9,"area":15.33,"image":"data:image/png;base64,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"},{"id":"8b4b6452-604c-4067-a672-42af12fbbac5","height":6.57,"width":5.61,"perimeter":35.65,"area":21.1,"image":"data:image/png;base64,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"},{"id":"75080367-7476-4ebe-a0ac-6de2f26a264e","height":6.57,"width":5.37,"perimeter":32.87,"area":20.41,"image":"data:image/png;base64,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"},{"id":"9f13e915-6d38-4898-973e-e6ddc6636696","height":6.39,"width":10.87,"perimeter":47.48,"area":38.48,"image":"data:image/png;base64,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"},{"id":"60f6e520-9f5c-4e14-8459-0c5f70706338","height":6.57,"width":5.13,"perimeter":28.38,"area":16.36,"image":"data:image/png;base64,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"}]},"timestamp":"2026-03-27 05:28:27"} 
[2026-03-27 05:28:27] local.INFO: Number of letters detected {"data":{"noOfLetters":8},"timestamp":"2026-03-27 05:28:27"} 
[2026-03-27 05:28:27] local.INFO: Perimeter calculated {"data":{"exactPerimeterSum":234.14,"perimeter_in_feet":19.51},"timestamp":"2026-03-27 05:28:27"} 
[2026-03-27 05:28:27] local.INFO: Actual filled area sum calculated {"data":{"actualFilledAreas":[8.72,13.6,14.15,15.33,21.1,20.41,38.48,16.36],"actualFilledAreaSum":148.14999999999998},"timestamp":"2026-03-27 05:28:27"} 
[2026-03-27 05:28:27] local.INFO: Occupied area calculated {"data":{"conversionFactor":0.00694444,"occupiedArea":1.03},"timestamp":"2026-03-27 05:28:27"} 
[2026-03-27 05:28:27] local.INFO: Average character height calculated {"data":{"avgCharHeight":6.4125000000000005},"timestamp":"2026-03-27 05:28:27"} 
[2026-03-27 05:28:27] local.INFO: Original image dimensions and ratio {"data":{"originalWidth":804.0,"originalHeight":220.0,"ratio":3.6545454545454548},"timestamp":"2026-03-27 05:28:27"} 
[2026-03-27 05:28:27] local.INFO: Calculated sign dimensions {"data":{"widthOfSign":"48","otherDimensionOfSign":13.13},"timestamp":"2026-03-27 05:28:27"} 
[2026-03-27 05:28:28] local.INFO: Image to Text processing completed {"data":{"imageToTextResponse":{"message":"Object detection and vectorization completed","vectorizedScaleSvg":"<svg xmlns=\"http://www.w3.org/2000/svg\"    version=\"1.1\" width=\"4608\" height=\"1260.8955223880596\" viewBox=\"0 0 804 220\">
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","detection_approach":"prominent_color_detection"},{"index":3,"position":{"x":734,"y":107,"width":68,"height":110},"scaled_width":4.06,"scaled_height":6.57,"actual_filled_area":15.33,"bounding_box_area":26,"exact_perimeter":27.9,"approximate_perimeter":25.88,"convex_hull_perimeter":18.4,"perimeter_pixels":467.30360723121873,"original_contour_points":203,"approximation_points":14,"shape_analysis":{"aspect_ratio":1.62,"compactness":0.2475,"perimeter_to_area_ratio":1.82},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":4,"position":{"x":625,"y":107,"width":94,"height":110},"scaled_width":5.61,"scaled_height":6.57,"actual_filled_area":21.1,"bounding_box_area":36,"exact_perimeter":35.65,"approximate_perimeter":32.87,"convex_hull_perimeter":20.27,"perimeter_pixels":597.0609665440995,"original_contour_points":197,"approximation_points":14,"shape_analysis":{"aspect_ratio":1.17,"compactness":0.2086,"perimeter_to_area_ratio":1.6896},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":5,"position":{"x":519,"y":107,"width":90,"height":110},"scaled_width":5.37,"scaled_height":6.57,"actual_filled_area":20.41,"bounding_box_area":35,"exact_perimeter":32.87,"approximate_perimeter":32.14,"convex_hull_perimeter":23.15,"perimeter_pixels":550.6345596729061,"original_contour_points":65,"approximation_points":8,"shape_analysis":{"aspect_ratio":1.22,"compactness":0.2374,"perimeter_to_area_ratio":1.6105},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":7,"position":{"x":6,"y":107,"width":86,"height":110},"scaled_width":5.13,"scaled_height":6.57,"actual_filled_area":16.36,"bounding_box_area":33,"exact_perimeter":28.38,"approximate_perimeter":26.23,"convex_hull_perimeter":19.56,"perimeter_pixels":475.404112294607,"original_contour_points":185,"approximation_points":12,"shape_analysis":{"aspect_ratio":1.28,"compactness":0.2553,"perimeter_to_area_ratio":1.7347},"image_base64":"data:image/png;base64,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"},{"id":"f294893a-e593-4e19-971d-e9a81d1a86fa","height":6.57,"width":4.06,"perimeter":27.9,"area":15.33,"image":"data:image/png;base64,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IyS+861gwkAifyq++pHvf+ca+69+j7NPfsTl3Q+Yn91mrxH2pxByx7KfsMoB5HkYMT+hW9yF7oLWOho3okOogKyBBtNVKkALYQPWGiiook1bTTgtsSizEoXVwJyWJRGdXGf/+vfZf+n3YPTmrwSF/awk47JCffY/fP/GgtFowlnY4+LeB6z6OQf7R4R4gC32oHl8+HugRzLC7aeePvkRy8svaNenNJ4JVpgQfGslmRS0tfg2/gM7Crr+YimXLJcIKWX6bKDFy125MPMp/eiQw+N3OHrjDwlHP0D2/uxby4Rdkv1/Kd79jcfDY1QO6DplceH42pnsHzM+fh3Ge195nkeviHzB+f2P6JcnNGlGtESsjKiOMyZGlo4SrohFForW/MDVJE/OmaiCSSYJWBA0BJBQnLXmkNHx2xy/9oeE699DJr8eTBhI2j8tq+PsL/2NuM+dT1pOTj6h7yYcXb8B4y8Pb8DjGLH8nMX8FsoF6gvCJgAXAAVJuGQspPI5KyqhBuF4KAKqo0gWLdpDA6KKa8RcyD6h3f9trr/8J0xf+gEyfjKI4reR5Oh/F7/8B3/ZA70ccL6Y8flZzyujZxBNvvz//PLO37Fc3WEv9mi3KvmuanYWJhimCdM1TgQb4dIUZN5uoLMOqaqQLJNdMFUMI+dckHOjfY5ufJ+j6z9Ext+cefqiSA7+hfj53/mb02v4p7/k/Y/vQDP6yuMeXhHacffuh/TdGU2TcFuhtDXtMeCJivjJoYcaLtbdIbwSgobkmbUVMJkEoTMjmbM3nXJ88w2mx78DzWvPOQTfHpJrfyK++qm/Qsu6uQGh+cpjrjDCu39w7EP6s9uE9Zy2iSzNsGA1T7Az3SuUveSrBj/C6ydlg0GVjIgTBKRRQtvS94GkkXDtLfZf/yEcfAeZ/Nav/WrYJRn/vnj/of/uq79XE8hfTldXRFyxeu8fOezmjJrI+mzOdDQlWQ+SaHJR1moREZBsBHGiOXhPRskSCjDAQ6lvcKNbXhLbwHg04uRiRpq+Tq/HyNEfwf4PkP1vh7P2oulpYmFXU1f9Jd35XZq0JHSJlljkuJQCjhxStYiKpaTWohYQbIPcLmat7vgXcHR4gORE2zTEMCbZiDB5jeNX/wBG/3xE0vPQVUYs5pzevwduuKUS1tUdI2hQ2FfMoqunKD6FVQG1AwBwZbHsmOwdsVzBSy+9CXs3kPbZwtf/3OjqKC5nrGbnRBy1Up/gKW/yBvLQodvDtf5fK9JB3EESYMzmFzSTKReXHeO9mzTNNY5ffwf6X0mdzK8FbUbS7VPv55dEjEgpFsSc1PUPH+JDCZPsrJJajwYEKypbyCCJlDOjyRSaPc7nxutv/QCmLyPTP/7Naqi0ndL9mtXFCXttwHKiCYpi5NRtEv5X4SbD54dFU2GRISQgE0cNq94YTY+5c2/Fwevfg/lveLBL21Fcz1mcn7I3akirOdG9FGM8RANeTzdKeQNZcdkUBopbLUw0QtOwSo6FPSYHr0BzjNz8337DiR3aYcSMxeycJoJ1S1RKz5ErkPdHQRGr12YbBJxusUsV3R1ihDCiy5G3v//HsP5qB+d/NtqObFoT1Tk/vceN68f06yWecsHwPO7gik1NnrBacqUSCRILWMYcM2OdMi4NfR4hk5vIG//mN6vhAdoyIvcld4xVdPSjRNOjUdqmRhbflt1uCsgrSVMq9eMetAcv9gn+mdBmtKxbwKZkKkOoSZ9Q4krOLkTGrrxcffsdl9IFZlPNU+CGTkRGBzC+9it+xF8PigC++NAXv/wrhlWQfejsYsDjRFP1piXhZCwEtPctvN2FoEoCRBtybmjaA4hfnSR5VnI/937xOd6f0I4dugUkA2koc25w9zNoAulBFNLkYQDYIwAQjyShwIDKHVTofq18qj2iyvcCZErTrmaMm+Ma0L3riLwt9eqZZbesCGEpxXsqWC4Q7lKdM1zY2VR8U1eC1CJ10c2KEAngsYg6aUAi7WjK4xn7/LS6/ISPf/HXXN57j2mzxudntCJMmzHqSvaSWcxksnQ1sSUEm/JwIPoJGYGSPYAKwVNpWUHG6auY9zIxQ0v2SKbBpKXLMNk75sZrvw2bq4uw6tZ1Mgt9n9Eo5Oy1LUOxikxKlg4of69lsbuYJhMlWLnBYTaYOaotzWhvZ/a8eBpPM8HO8MUt4nhFXp0wCkrrI8SUBiW700nCJSHa4+60TJFH9oB4Eh2pmMcSjdYeyCiprDrv61kU8ohEg8uYLkdyCkwmHdfaEmvbMCKlRKimainMKH0wrA701QKSqzftQ1se4aEaA3FIyZBxw3hy8JXw9OeifIn092j8lP0mk+WUqcAoaQXkRrJADEYikegQYGQjwpWmHk9mpCCGEXEacEVyh4SE0oP1hRkAEkkWSD6GMKWVMcGFiQUi58BmPWYs9zTixCpaHMgIsqmAc3azDwNzxAWRBnctS5GSLFJJZABp6LMgEoltixx8jSg9TwR6RiGxF5yVdzQpQ/Yy0DJCahxMtSfQERBC6hCPpQJJhiJJtp9rac2ATbn6roURQCQh1lEaOhpWa+pCaCBZ6TnV9GTJ9KZIWkK/3mGEZkYNtCkzcsG8yHppSoFJcEU910CekaXA7YNDsEjK1AcxoqwIakURYiQC7eSQ0y4h0/HXxgMAZEJaOnvNIZf3bnG9OcCWMxqaktSyFhMjpK70ZcrlOcSaYtUVFfnU71nKJAwmBC+lBFkUq1B8cwjW0eCkVUdoMq2MWa4DJtd2GEGuJwJ1x31rnLqA2lZZ75qyYjWcYYoTqt4ogT4kV79CyUip/PTE10oeCwLRZFNzoa4oingsIRgCWKwBySLDsyhSsambJjdP+A7boE9hhGIEVBQY1eqvBG40nkvZwQA/8rb0DmSjI4ZctD8kHR8Ofw90NS8hj1FkLoA5QQTLD5bRfg0kNQcihmsuIIcBa4tu8u31pstkcUpJwLNfFNjxs57hVI+uY93cqF9hfQEOVwZUU5CrmewN2cbeonQmU0jrFd795Hme+ImoDHSGGv1FEiYZGxAoAlnZiNjnuaFBajwtPbiyNivC1KpPYI+/saHi0GvaziPlYX1HdFG7AexUPlePfbVefEW5xougwdtPmGZcu6EUG3PBhzSuUAogZTACn7HhULUSH6qaekrmXJnMV4vOd9mxe5P60GsoTB9O4uimyrOItuKPLBeXG9v6a6WaGYTtSjDJuDpWJ5tJgYD6ps5veManex8c2ueljVHvD6Q+n4h2OpM8/l5qZ0rvWS0vIX+NCtu3stqH6h3pyqTwhHnAaWoJSSWB4LudD56WIVCMezYlzINIeZpVUadtWa6DZ2wP3dSuTBuKwXfz1dvvWYVW2g5TVRz1hHWrr99yGroOSMFUuXiNClhlkG+SWVdrseFZVsUuUx+lK3Z10JcJv6HHAYfXjulzJpvRNA3taMRisSCEgOcCo/cazBraqbnKA4mj4eK6kZOKQ1qjqSMtL2A1+5LbeU6yRGwbUkrEGOlz3tzz1dd2+J5F0T6KhucdTPunNQLqiojEZkyfa2gDJaVMjG3t1AWhZuweeyKnaoKK9KuZOsEIXhrpNt7D7BRfvf+1W071rthN7W7/VukFyPYH6UFx9KTiqWQ0w/elHe+TenApiO++72mahpyvNjiXah6VtqD+yL6sG5IKIPCelp6GxPL+F1WZfg30UNPcygQfmuzqpn+HYKXNg5eQx2CpP/WLndUgW1/ima2m0WQPtMwc91K22zQNZCMMCnkjhgooYGDELg0WkzF4tkYgo/RE77i8fwf6xdPd5VPTkNGqnraH+h5LbMwHhK6hpC9twPIi6HHib9c02oZC2wlNO0YsknseMdMNKlDGpbSFU/HqUW+BAw+S4Kj1BEuYdizm5zA/f85HewwNK8K1DDwRrEGkpaQcAypQulSWZxoiAleb8D45ZXQTmRjId3TFo+hR1VU7pk1kf/8Q1dJYVrR0kA8hbGb9g40OZYh6Xb3Mle8oRsQQ71BLWD8n37+DL3/xteiJbTcarbmPCATU4rYhO2UAgpdm788V3XhGelA96e6vewfXEC2NrmKM9H1PjLHuTFLz2UMT9U0j2u0ZHpSL5YGt4Gc9l0J5z5zcuwPp63DsdnWEIBZRK0xgqHZyRUzQaloIg37QZ3vV57Zn1A0Dxd1f4+SYTsckU0KI5HWPaiRLQEw3bBQ3dAieiZR+rWzxTQMOlhr5jKVXBK4LGlmwvrwFdorPfuqy/wI3VxIwAr2MEJ0QCHiIJGkRixSx6iBa08JWD5uCPxh8GfRHgY4O2yUU2kE5utQVpTVlPEQbIlITQ4MPE4nFxfFhBQzo+l3PWg5obv4W+fOfEto9hL7uPqJl8wox1HuUDNaRFLoQAKHxUG+s9OnLUphlKMEC9D2e5kz3D5nNP6OdTJl99N/Y/4N//cJ4AGCrFTI6YN1eI472WVlidXnJwfQanoa+rR0aOtAFJgswIaQjSGMkaBHLJKbjQMoLZqefcThmY4KXdkax6IVqBMQMrn2xmFwQb1BXgqxxzaRQQARNPwJTgimhhuG9dj/bMEJH74jf/48u4yOyl6a4TYh4tmIJQQ325eq1UnMMdbkPgUAoFhVKaaikQKBVSKtzDibXOetO6Befwd33cf97F3kxYGSdvMbxK7/L3rXrjMdFB/SLFYeTQ3J2PJeEleoKCSsyc7BAk68jeYyr4HmN5RVR13SzL1h3mWRnQCJUCClQwztesnkVtbL11odYqtUQi1Rnr0EoOQuRci7TfJURAEwPGR/c4JKWlDtGsSH13eZLLlY3zaiMYdjlZFB4gSzU5ZnLDXgxZ6VRumXHaD9iqxWLy/ukWx/y0tF3XwQPyoOPfii+uuXIHGJFm3QZZEyYPFn3Ar/4sWuegZ3T8jMI90m5NIExip4rxnlfIrqU3rXPm2m5yoj2gMnBy3hzwDqvmCh4f0ET46ZSyNAau/FNRElRgu/kcWUwDKtP4aX7gKvTpzWjOGK2OGMln3B09xN8/ZHL6MXU0Mn4jec6jxz+4eb4/N6/96VNGDHBfFEbYiVkE1sriI38AjyRK8az6A+Eg1eIB6/Qy6iACPqOxnqi5WodKFmUXAFowXdfvklPlihTUfS9KcmUdjxisbhkHA3NF4T+nLufvgf9/Lkf5OugHA/IMiXTYjXiABSRVJkgz70WCj3sxey9xN6NNyEeYlmHyFPB6mDkmizfdiArue6hDcQwN9R1EFxkiSRzNLal3kJ6GlaMmDM7+ZB88kv87FcVf3pysqjkoSaHrdNWcuLyQkNVDzNifIP9m99FRsd0WYkSqumWC0quphhBQcpKEB7YFcu3p3ciIY5IBl3qmUxG9MtLWu1pbUbTn3L7l3/H+t7P8Pm73ypmGDMyc0y7olQHIF1tqe21meKLoIcYIeEdiYev4e0RvY1wHdfU507Go1Kwh4EFD88SQWKD11ZB070J3fKcho6Q5uyFJSef/4jZ/Z/A8hN89XffGmY4paHiAA0anr8E9mKdfqXjzvPSo8+gB0yPvkMK+xRztsE0EEKpexAruiBIpNEC8C2Rqep118gm9da7vkdCQ2gbFosF08kYyWs0L9B0n1eOes7v/IiT9/4CLj/B08++FcwYKXhaM46BpkY+y/YiChrw0OLhxayIR+MfJ8fsX/8OdvI669mCJHMaX5PrFmXqgnppvZzdCYSdpVGDg7K7Woq5Kz6U+9Y95hwiS1J/mz09xOaBxcdjpmvFFz9zmf7e1x0Y/VIKpmhmE6Oi6jxBSzfmDST1+W/zkYyQ5rviZ//N22tvcjm7Q6tLnHPEjKiZiOBmFWEND2JhlVycHB6MQCr40EqiODTRDetOCG2PrZ3L24b3yh4Bv3jP5fAbrMNOY8RGiJXWeULppjzkpq1uwfmo7Xeelh6PCB7fIB6+Sn/vBprWSOppfF5imeK4Kp7L7lj5EXs/7OJkN3GZB3LD4mX7gsZ66GcQWtRb5vfeZ73uuf7aAj//kcu1b6hFhGlpd+Fa0eJbSb4bkX4RN/dYRsj4Hem/+C8+ffkeq3sr3Gbo+pKxJ1oV3ITkLSax7Kcjg7gZmpyX8wwhZquBspI0sg1YTUmELER1kB7rz0i5o08rznTFXrqL3/+/nb2byOhf/soZIiI1X18KTxQrz6FSN41/LBTyqehLMfLx+ltc9zlfLL6AdIKvBFJf92ALOCNMI1mKaRsq2GxrXIXZ+HEAAA5ESURBVBU8Oa41ITMY5IpJRCWBR4IZLQ3Wd6TlghA6RnsNNk98dPoBr9nvMzn+Dr78j874ZUR+NSvEtcdDIntXc/d1JUvxIRzQF5Tf+1JGSPvb4ou/9fHxq3i6TVxFQnJwR3LpbFk60kiRPl5CPFwF0+yU/tYHFKnKL4IbLWNIATdnImCxI8g5i3ROXvd89tEFo8tbHCxPmB7/Dr76a2f0CiJvfq0MsTBHmjVmK0zWda/ssiWb1IRTqhPtMT1Wn5i+umpEDxnvv856/gU2+5xEJnrZTd3FUd1NmitZc8ldsG26Wx+LLarCN0l2cYU20K07VJXptSlZM5fLEywEXrp2wMnyLot7S2YXpzR7n3N08y7HL72Dr37ihCnSfPeFMcTT3zl2CekUTn5BlAXuywpQK7mMje/gsmlSX6BDUNZJ2jYC8FiTYpTUAuAyqn9XtKLQv5IRMn5HvPuJ5/kZl6f3cB2T7Zz1xR2CzRm3JS/tXkzUXNLaKKGEehn0hW1R2MNDAynADIOJAxnSoiRYgqLi5OWCQ4lI8OLpzn/JcnaX/vMfc3jtZcZ7r2Gf/Ae35hphPEGecqd1X/zUiStgCesL7Isfs774gm5+m/XlZ7Q2Z9oqwcbEXNLGZrWYx8sWzrnGeKIJQTIe1uBKqiCKJgvkRMMcE8Ek4IwJuSHm+GSMACAccO2V7yF5xvz2T+lmHc3oGo2scc+Vy1sEoLNNGZai+C8ZCGoGS/2BmoMKArXEcr1GtEN0jJuQLeKhZT77hNXomL3r70A8II4n+If/3pnsQzuGOAYNMJ2AGfQJUgfdGroVqVuzvvVXXF7ehbyiW57SzU/x/pzoS9TmhLQg9Qn3uqdFzcGUvYPKrE8CUpvWB1PEh7rCsnLEhwxfXzKaNYE0rKonZoSEN8W7d/2wf5v12W1mF3cJYYqFSNfNIMrGkx5AZbsBwKthjx1dQam0UTFsk9PY6aTs5TuH47KjHQLZItlKytPTEssdn97+ZU1/BggjpG2ROELDCEKgTwX6U6IBTlAnSPlsZKSJmGfSak7uZ7R0jFsYN0YcBxYXlzVNWrQDoRS6CAElEmtnt2hKtDIOWSKiQ8RWKLtz1UCoFMmRhtzZkzICQNofil/8hR/e/C55Padffo77BRJ6lH67AdMOE3ZN2BKtrbjaIcddERfiSvBtVF+voEQNyyWY6FSMlDRFLHhCzPidl0aY9yTLpLwmEUgO5IZsSoxNwWDlAoII5hWPC0mcVVcsjRGlGLHRRDQrW+B4Ytpsuz+Xct2a+/aMuFASxtTeuHWyuZKJpXJIi5VpZLJ6MeEVshpWB+7pSjxHLzF68w+4EZzbHycu5x17rSDpDKk1EFsmbC0nYQgTlCTSsFVmASQU+DzCDjOvMiQ4JDewhEgEdSRkmtr+1GaXKIlI2eUrEEohWQVEj2VKyqVg01OGGjEum5c74/GIhBd4jTjBHEmG9x3JjMl0r5gYLniNNWX37YbjAsG91hSWrj1KQD2WGJw7Rq54sBLFzeKFEQ+CB56Ehl1L/N7/4+3sjHlesfb7CC2RHobQxRYfvUWRU0K1hRnhKuykVnSWzmdDzq+G08VomkDMu7DGuiNWLS5P8zkqGdEiDlSbEobxMijr+XnpRV5bHzWihCAEUXIt8eqt1LcFrYMogjZTgkRsnRh2ktzum7QNbMgG1Gx1Qg0rf7vqrw6kU1DxeTNWz1b0PH2VG9/5IRZhcffnpP6S6AHFa1E8BWTgdmWmw9A4RTcltFs2RQZA2hXd7tAtuxrfCRiGe79ZVerGqPbeLvK3FiK71Jy50I4azKy+ihmaLSO1e46a433CHUIIKLWDAhEkYjlsvWkp19kkizRjdATpcbdtgEeK2PG6N/eA8dKKDROMQCqomGdlhEz/UNx/4jdbuLU4JS3vkqSvcJPSpjpQqnLKLoyPQNNJkcsFCRJr3XaRo8O6Kpu5Ktm3+0mXNhNOMittL0LA6gAlq60oALQE5wiw6Jeb2JAiaFS0esdFZJZtPIME2jhGiaRk5CT0IoiMajmIb32mod6CUjDJsDmulcCmM1hOCjW7qZv0QEHIp50k2jO3ARD5gfj6v/tv/cm/4ezHS7r7v2S1nDNpQTXTLY1ga+KoLag+rf2c3MpsdStdbGhqUaFuZs4QvinxKyPE0sA2G9jGAtCNRdD5umBNlRo+qea0V0hYHAIR5cETVLFWrhddSl7FlZRKTAkUCeUcWXxT3jWUfnkFULgmLJSkUcpeQGV1QiEZx+n7NfsjQXunEehzInVr4kSw/ACu6ZmYMfoz8dWf+9EbP+TSjXl3i5w6xqFWcuJIShVu44h3ZclLKqafNiBFERuxmrHlvUBVyg6gubaYGJiDD4FDLbVxdZDKTVVNdQXcOyzHq6bxcIVBlAwrsVyozuYHV4DkLUM2NXkFkBq0vOOpzv/CsBC0mMmeUI00zYjGGkQbGh09PyMAZPx/iHf/2Q+ys7J9lpd3Wa7Pccu04sTgSF5i3hUPvAYFi7It/cLxXQW/peL4sBmQYZNYhoqkmt8ImyrXbZRLH2AB9a/Dyhg+D77Ldj+MLXx0803Z9qMqYqgWMA4QI4k7MKKB+bYpE2vbQLaE50zTtCANyQLeB1J+whDHk5C0/1b84j/7zXiT2cknnN7+kFUPSoTGMBFClhI089pHVoRspXeHSCjQlCF4trGgrl5nUPRlhGvWr34eOgeEOsCDQ+/VEvONRWabb9UTVQzvUNZsV6fE8Pfd2vOK2ioXqV0LXEsK2ap+2HHiOhKaa5N6bYCGzgP4GKmbjb+wVjFy+G/FFz/2g3BEZgIyIs1uMVueM9ZxsU68ln+FWgxfLRkNGZNcvADfio8rRt+Q1xjiVwxBtVIL8SAMe5D/JiW1O7w/uEZMDCSV1XRFxO0ULsrOOa3otS1FYETwwaEbkB5SA4TCus+E2u9QackyppcWaQ6x5mBzlhdGMv1D8fN3/ejVyLgdcf65MrtXIJtmPcF7olbLhUFZFtBv8B1PHHaAasOADf+rOkK20d2yQUgVSZtxttodp4i3QcyVRbc1P5HKyE36dlhx2wIcGcQjD2bqFPVQBthKCkDLPpVl86thOoSIRsVcWbqSLdLpBPMx5+vn8SO+hOTaD4vTd/b/+jg408bpLz9DE3gH2Ao3L2JfSmsI9eJtblbCbnMuAJcaOqAoyOJWUcSIYVrkezl2uJPtzBatomn3fbhf14repvap9Z3jd2D4KFT0d9nUJGwcN/UCwguey30NIlQEU0HjCGkUT2Ayot075trRq6S979BMj+qzfo3kF3/lzD5l9sGPsfU90vwO3pftchotHb6crsbp02ZgdHd1bFosDMp3QFZvm//mIfa/oUF8PQaVsymM11rMMqpFJ2Xwh/0whuMLc+UKEzbMwTASImV3Riih8U5b1jqi14akSmwn9F0mjI+4+cYPGR1/Fw7egmtvIfLmC8CBfAX56hPn3kcs7n3Ixe33SIvPGMdLRszoV2esVqc0bdlsVUWIKrQxEoTi8brTrYvZ56EBCWQvzlq2YvrGKBuZPvT9KLnkq4yQHZECxVN3Asi0zHArJqZYRq0vcFI32jZiOZNS2Qcb1+JgNhGJzjqfE2NApTQZXqURnU/w0UswvsH5HCZHL3P95lvs33wN9l+C0TV24UJfOyMAfH3qrO7C/Q85+/xdzm7/lNzd5mACh3vCanmC2aI4N7ku8ToI4l6LRwIuDRojaFtq/Oo+dpu2EjJUuZYZ7bXR16b6ddPLfNADJSTSVeUxlJepF8cr4kSF3PeEKMTQwrCpeE6s+0SyjjCh7l89RsI1pDmGcJO1H7D2a7zxO39EmFxH9l6GyT4yfXiDj18JIwby9XtOdwLnnzC78z7373zE/PIW42ZGoHQ+a8RoMIKXJI6nnoO9yab7Qc5545a5BISIW91s8Mqq2K6GoSx5QP34NlCESU8zEpyEWwIrIZYgShQt0QCEPhuruoeeiRLaEbEZIc2Ii2UitHvEZp8utfS+x/jgdV5+/ffhle+C7CMHX16M8ytlxEDe/8hZnjK//TFnJ++zOPsQtUssr4ne05JoJdPQE0msFxfgpWJHaiGlahEPQoPlUZXbu7Y+m8/b+vDtSth8lkzvM1y7zWGhAsmEgImS+tKjNYcRrgHThlQDi72MaKavknzMaHTA8fXvMH71u7D/KjBCxn/yRGP8jTBiIO/fc8KS1ac/Zj37gvP7d5md38GXMyJLpmqMQ0bzkkBPoLbN9sFqGkgGu3Q4c32vNr0NDKnt4nbSuqLOYj0v1psqqrEknoiYa00yRXIYYWFEDiMkjrDYItrS6x7Tw7e5duO7TG6+CuN96AIy/sFTje03yoiBvP+ZszqhvzxlcX6X1eUJaX6CLS8gXTKNRmSN2gqsB+tw64vuqJYX2LaX+eD0DRJog0SU+nPwrKu+qClNIUDt2Nmbki3QEZnsXaejoZMWmglxesje8Q0ODo8Jk5tw/A7kFonPjib5VjBiIO9uO3kB6wuY3ae7vEtennHns/cJtkJ9iduaQEZqaDloR85naIXOb1tps+kbshFNrlVxS2WOYt6Q8xhhgktdETrGwxjVMVlb4vSIODlicniT0bUbMD2EdgISkfGLKU/+VjHiQfLLD3yAubA+h9l9Zuf3mM9PWc1n9N0Kzwv29xNK6Z+6HfyrpuvAADPDMhUWA0aD2yEiE0IzYjLZY2//mMnBMezfgHYPpkcgLcQxMnnyLc2ehr7VjHiQfPmuYz2kNaQl9D3kFTY/JfVL1us16/Wy1FNvuiP4FWWtqjSxpW1b2naMhknp4B8mZSvLZgyxBVpk78t3ZX+R9GvFiMeRz37sZZoPLaCtxJ60xqDcC67J6ruX8AMav9Ks/A39T0b/P3u6Npiu6TslAAAAAElFTkSuQmCC"},{"id":"75080367-7476-4ebe-a0ac-6de2f26a264e","height":6.57,"width":5.37,"perimeter":32.87,"area":20.41,"image":"data:image/png;base64,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"},{"id":"9f13e915-6d38-4898-973e-e6ddc6636696","height":6.39,"width":10.87,"perimeter":47.48,"area":38.48,"image":"data:image/png;base64,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"},{"id":"60f6e520-9f5c-4e14-8459-0c5f70706338","height":6.57,"width":5.13,"perimeter":28.38,"area":16.36,"image":"data:image/png;base64,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"}],"no_of_letters":8,"perimeter_of_sign":19.51,"nested_area":1.87,"occupied_area":1.03,"avg_char_height":6.4125000000000005,"widthOfSign":"48","otherDimensionOfSign":13.13,"width_of_smaller_line":20},"timestamp":"2026-03-27 05:28:28"} 
[2026-03-27 05:29:02] local.INFO: Image-to-Text API Request Received {"data":{"request_data":{"sign_width_or_height":"48","user_input_dimension":"width","sign_image":{"Illuminate\\Http\\UploadedFile":"C:\\xampp\\tmp\\phpFC27.tmp"}},"file_present":true},"timestamp":"2026-03-27 05:29:02"} 
[2026-03-27 05:29:02] local.INFO: Validation Passed {"data":{"sign_width_or_height":"48","user_input_dimension":"width"},"timestamp":"2026-03-27 05:29:02"} 
[2026-03-27 05:29:04] local.INFO: Concurrent API Success {"data":{"type":"prominent_color_detection","objects_count":8},"timestamp":"2026-03-27 05:29:04"} 
[2026-03-27 05:29:04] local.INFO: Concurrent API Success {"data":{"type":"light_color_detection","objects_count":0},"timestamp":"2026-03-27 05:29:04"} 
[2026-03-27 05:29:04] local.INFO: Concurrent API Success {"data":{"type":"extra_light_color_detection","objects_count":8},"timestamp":"2026-03-27 05:29:04"} 
[2026-03-27 05:29:04] local.INFO: Best response selected from concurrent APIs {"data":{"objects_count":8},"timestamp":"2026-03-27 05:29:04"} 
[2026-03-27 05:29:04] local.INFO: Prepared Query Parameter for Image-to-Text API {"data":{"query_param":"width","query_value":"48"},"timestamp":"2026-03-27 05:29:04"} 
[2026-03-27 05:29:04] local.INFO: Calling Image-to-Text API {"data":{"file_name":"epic 2 5 (2).png","query_param":"width","query_value":"48","file_size":16439},"timestamp":"2026-03-27 05:29:04"} 
[2026-03-27 05:29:04] local.INFO: Detected Objects from Image-to-Text API 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","detection_approach":"prominent_color_detection"},{"index":3,"position":{"x":734,"y":107,"width":68,"height":110},"scaled_width":4.06,"scaled_height":6.57,"actual_filled_area":15.33,"bounding_box_area":26,"exact_perimeter":27.9,"approximate_perimeter":25.88,"convex_hull_perimeter":18.4,"perimeter_pixels":467.30360723121873,"original_contour_points":203,"approximation_points":14,"shape_analysis":{"aspect_ratio":1.62,"compactness":0.2475,"perimeter_to_area_ratio":1.82},"image_base64":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEgAAAByCAYAAADwDJeMAAAABmJLR0QA/wD/AP+gvaeTAAAgAElEQVR4nO29WZMtx3Hn+XOPyMyz1HpXXKxEQ1xAkRIltdQzmnmYbzDfsV/mYR7HZmysZ+npNqOkblHiApACQAIgtrvXetbMjHCfh8hzqgoAgXuxETLrMKtbt6rOiZP5Tw8PX/7uAf9tfOaQb/LDfPWmIwnyCnILaQ2pxz3h7rhnQhRwL5cmFYQxVGOIOxBGsMrI/ve/sev+Wj7I1//itGtYL6BfkPoluV9hec3Z2UMsrei7FW23oOvWpNRhZjiJJjpgqFRoaIj1mLrZp6p3CHHKZPcGMe5Qj3bR8SFUEwg1uCI7L3/l9/OVTuj5DefkLWgf0Z2fs5yfspqf0bUzcrsipyX7e1PMOzx35NxjlkAMEUHFkNyWnwkgEbRGtMFDAzQkr8lSATVaT6mbXaY7+0x2dgnNLuzfARmV9zV/+qXv7ysByFe/ds6OSfMPmB+/hvRHtOsl7XqO9y2kFrEWvGfcRPCMez9cgCNBUVUUJ6SEYCABE8VcyBJIBJIrvQkJxYi4RjTWaD2mqmtCnKL1dZrxNXb3bxD3bsH4AOIOEv7sC93rlwLIl790Vmek44ccPbjL/ORdGv+QwCmYEUhU4gQ1IhnFSe0S8Vze74a44MNVKIEqR9QEVMgCKFgQspSfezeISo6Kq5Bx+pzociKlwO7usyQb4aFBqx1GO7fZOXiO6f4dmNwg25i48xdPfN9fCCDvf+msHpKOPuLs/nvMTx5Bv2Ksa6y7S2QB5RkTBMR6yIblnlGMBQwHEdleghAQVzxVqCsZx8iIOFkNU4EApuX3PQkTcPEyWVCESOoqstS41BBGaLVHqHeRZp8c97n90o9hfAumtwnhu597/08NkKefuT18neP7v6I7/xCfn2CrM2LKTKsI0iNuRY84KMN3B3FwFwKCeLwAyARcMQSTuJUo8OEqDQAbvoMNX5RJLw2VgEvENOCUzzOB5EqrU3T/RdLuyzz3b/9nRH7wufcfnxiY5X2n/4j29//M/OwN1mdvEfpjalmhuqQJUEskGeUGvdyAbP8BF4XsmAR00DN4eb0AGSOHvAVC2WBgw0+GbjAb/qobzDZYecYlk0VxMYQMGBWOsML7Hay/Dr56ovt+IoC8u++cvcfq4W94eP+X9KsPkP6YcWiJKBUjogtioLTYlSe8efqAKx4ckUBGy06F4IPIGBlX8M17BjDUtaDsWmZ13cKXt+KmZaUNP4vqIIkJcMQFFWXd96SUIOevBiBfve0s3qF7+BoP3/853j0g9qcE76iBikDIgmaK1GgYQClPHNftDSNGFkfEAUUk4+gWIPeMlInKzyKIg4kWUGQAZitRw+8HeN0vdEbe/EfKgyvL+enHZwLky985s3fID1/n7N7rMH+faZOQsEZyprFAcEFzgKy4JajqreoAH8C50CE+WMkuIFL+4lwsR4GLnc11mGoDzoCdDFLmbB+GoeWRpAvpczGCZfAMZHp6QgioXprviwLk3X1n/jbpwWs8/uBn5OVH7FVroifEE26KWjHo1LXcLVW5qY3Yi5en7TboFQf3svP4AIkoW0TdEa/A5cru4XLp+6U/XCjtAoY5oIJIGAAvUibuYI6KghabC/2SAHH+Pun+65zc/zW+/JCxnzMiQZ+RrOA1XhQLroKqYSiZCvOGjWxc7DhpAGAQAYr1HAB3p+h1Rb3hQj0DDOBuvi5JpUrRdkguU7qgMXIhcY4SiiIXJ0gg2bBrXlLuTw2Qn/3G27v/zKO7v4L5B+w1HY0n0nJGRY1QYy5FyaqAZlx6sivmI0yUjdoVD8PFRxBD3RFzILB5lbujgFvAJZTXDu9HpCyejRRK2gJYBKYstQKUY2aYJGCQIjcwK2tODLdhmftV8+CJAfL8rtuHv+D08Rv06/uEdILLmhgzMVS41eANQoWrYpIwelxXGBHzgDnoRnoEhMRmixZArNhGURVBcYecEin1xFpBMyKCAbLZ1ylbtmogecYuS6OCmhego+II5hfSKzLIshWxCdul/QUAorvH/Px3rOYfEPycOvSQO1I2JAtKwAg4kTyIvYUe1x6XHrOAk4Yt2glug17d7GTg2SAbOQdUI0GUECMxOl4lEolsVqQhe3FkNaKqOEaBQHDXsjsNU2cuwBxg2I6NoSp+RY09HUC+/rVz9kuWZ+/StffZDS3jOqK9ll0KHUyuSC6/Asm4JpCEqQELxONGVK6udYcqNpAND4MkSUIklnCF9vRxRZK+xIdMEFdUAyKJIJHUU7Zul6KEN9u8CzFQJEcubBzxq1/BLuyrpwaIfMbJ/d/SLu4TbEUIPeKZIBFVsMwA0uAdiA2gUCTdHeivXODWikbJIiy6JeqKSo2qIEQ6F9wcc2NNByGhqkgIYF7Mh5zAOppqAg66WTeAuiBSDE4no15MB/WttcTg9xa95VwyRZ4QIO//xe3kTY7vv0NYndOQ8LalT2tiDIgE+twRouGSittAGt6tqFUIimCoW7GcB2AYFoURIcbBja1IBEQqXCIqEYIRdAejL5Lgxah0DMSRLCQJRARHEXU8GxknosPDMIQiKYIRHMKgjoJD9o1L8rQ6aH3K7OQutjxjLIlxVWHrFjJolMHAAiRj4tuttejQgFAjJILnwVOngCJavohkKqp6TDYlWaBPSnIFqYixQYk4u5glcp/AEkImKDRRiRVY32OSCep47suWb07WjIqibIzR8Am9s/m/8gUkqF2ccvzwLtOqYtRDzBBChYdm4zERq0D2vtz9pV1ALCJEgldXAMoiKBHbeNhScb5UCCMkjvHRCNUGtELiCA01amPMnBgTlldY7sDW9HmNeU+gxbUH6XDPZWeSIfgmJWSisHU7iuxeAPNkHtjHAPL1r3x57zXas3tcq5y0bEmWibUiqqTUbcMGvvk0bKskBYrIbtf2xWUYilGTmNAxpo9jmr3r7F+7zfTabZgeQDMBHQFjSNNiB1mCbg6LU9bnj5jPHtCvT1ivj6h0PcScFHfDcGLIRBUEGbb/nuiGeB5sSB3cj+1TfQoJikKcf8Q0PabSJTEm+r4nJSEqGAFzQyVgFDehfM6ldSyGY7j0rNMKghObEWbKog1YnBB2XuTZF14l7Fwn7h7CZAep/8fP3HV9/chHdxaM8gzyOSwf8Ojeb3l4/03clGt7u0xHTtuecTI7xrwjYIykZWKJWg2ISJgStKKLkVXfcWD9UwCUO6Q7Z8QSyS3uqQTQVTGRQeEO5vvnWKCGIqFCYiYj9K5Q7TDafZ7xje/R3PwhjA6RJwx7yujmldd1R//Vb/7oWW7++d/Ao7f56N1f8d7D9wiMmE5fIPULqsoY+Rptz1jNT6Hv0CriIynRySCDRf6kAKWOZbtEgpByN4hoCRFsvp5kmCjqEdUaEyelgDGlGd3h4MZ3iXd+BDsvIaNXvnAsvL7+NxfxxsXf+XM/eI7nnnvM6dF9ZrMHiJ+w7s/x9WPGKNPRiNAkuh7OlyvqqZA1XTVFPmMUgPqW5XJOo5DaRHS/AkqxMXzYHT5jeIkLo4q701uAuMd491ni4cuw/8KXAufjQ6Z/W9Rf+5Yf7M85WJ9y8ugd1ud3WeV3Wa4fo2HOKPS4GhIjOYQS334qHWSJ5WrBKAg5Z4J4CQnAFpQNSJ83TEqYIVkmeaAeHTDZuwPTW8j4e19LolKaMq8v7/vh7kuweowdvcPJ/d8wf/Qm5+0R9ShS7+6y1hFJ49WAwWeMLUCr1QLdg+SOqFyRmstgfeZyEwMyLmBD4FXrGtndg3ryZTB4oiGTZy6W3+mv/fpol+nuIWcnv2e5OOJk3jO5tkuWEVA90ZxbO6hL/db63egdG0IDnwvMdhjJO6JWuDjZIh4zNIrsP3ku6qsYcvCn4vM3fHT9BqPzlzj+6B1WRw9oZQ9jBxg/0TxDkqosLdiAcxHDNbOnU9Te4xqGmE8qlq4+odn6FQ/ZKWkdP/tHv/bydQ6f73n9rd/ijMF3n2iOASBlPB6zXh8zqSrwfgtMjBF338ZSPnfCeOG9mCfWqwVpdoaf/dRl/3/4RqVoM2T/rwtQ6SP/4ehlPEasfxoJ8mK7OPqkLsofHh4gSzEsXfFspPWKmNovO/OXHhKfe+oHpMM7aeoJl1X75R3riVMmHhFrSvrYGipqtM+0sxnM5vjq3T/OWvsSY0hP1ozHU0RKRuLTtvMn1kMeIQeiB2pVNPe0Z49ZH9+F07t49+BfFUiDDqqZTvZoF/WXnjCIDBkdowqG90vWy4fMHv0O88hkPP3Sn/FNjgGgyHiyR69xK0Efl5bNz59lLCognoBEEMOlo9aWvje6xft05ui4wR/8R+fGHSR8Pnngjz0GgBqa0Q6iYfuHyyA9edo2gTrqHbAGc0KIjMisvWa9NB7dVZr2hH07xdd/79SHiH57gYoAMvqB2O//vXe6h8oRQlfClJQwpQwpHNsm7mCr0F0RV0oeKuOyHrIbPeJCiBWjCiwtaXtjedoyW3zI+ewdrt15mWvPfB/3Xzn9FKm/Oj/tqxpbo2XZPAfXXyXnOX2X8b4EScVK6NNDJtZOZz1ZwYnggWARvCLkBqQnhdUQb50CEesDjqLSsxMzo7iGak7uzli8d4/1/d+yd+0Vdu68iqe3XOLX46990bEFSMY3qQ+e5+Thz9mLI0QNUmGGxVAYGznnS4Scknsq/w5p+G2gHqBGrMKHDGdwR2nJ7RJyhXQRmNKv5yzaFWG1IO4+wme/csa3kXj7WwHUFqDpwZ9Jf/wf/FgqTAPZMljJUKiXpZVTJlQ1KOSBklJ4YT0ebBtjEY+FgOA6cHsowX6MSsAoMSdniXeBdW+k5RqrH7PXrRkdPIfPf+aM9pH4+TS5r3NcyYvFyTV2D27DbM667WiAOgas7xEraV+1QZFLSSQWRqqBdBSikuGi2+D5ZYacCoxUMTWyZKL0ZFljrqRkeFpx/P6C6vgGB9efZefWi3j7T061j+if/FGAupo4DFNuP/snHL9/wnq2oIlCUDBbIQZNrEkGISsiSt4mDfuBMGDFmt5Ijpe8QvFVN1lWx60niCEaCAMlU31F8BnkOenkLqezd2mP32b32neor30Hn/+jy85ff+MgXQFIqlfFz/5Pb44/YnZ8Rmcz1taBOdEz1eBfbYcprmnILg/U3oG8acLV10JhseYBdM8lY0pG6VEaImvU1phF+u6M7uicx2ePqY/usX/re/jD/8fZeQaZfHmC+JOOT5IX6mfYOfwuq9mS5ck7LPs5o1jSP721VBRre2MGmOugewQX32Z+CkiF92UUsFwiIhUiRtCAeiJtdJz0qGasWxElUIcJWZ1V6lidLGjbE6rTD7j+3Kv40X90preQ0dcP1CcAkvFPxM/+i++t1rTrc7o8ZzoqXERbLfCctuHcLdPUQ+EmkzC08ICk6CLsEp8QG3RTjQzgBctD7YpQiaLqdF1L6hNSJ8Z1QrxjvVgwWz1mNX/I5NoL7N/+Hj77B6c6QEZfn6H5Byf2e/+3H3/0j8yPXqNKHzHmjKpfkVZLxnFEJWP6DNmAqsLU6elw7YflFcEqggVK7n4AjjzwqAv7dIv2oNQVRx2yGgkhK/QonTYkRoTJdVrbIYzvsHf9FfYPX4bJbeTwr74WkP4wBW/vO+z057T9MbNHJ/R5wV49otFYLJsMYo7qEEcyKaZBk3EZ+EFack8DqbUsO8IFa4yBiDlI1qDDi8XuGTQhJKKASEeQFrLRdaesl+fkxTn92RmH17+DP/4HZ/c20ny1FT9/ECCZ/on46jXftxnLbsHqzNB8jvmSbD2aOsQUtEIlFDKnGuaZLZ/QdSshNhgFjl6Awcb323BUIRMLcLTDawYCAy3Qk9Zroo0R72HlLPseFmdcm52i157D56+57Pz4KwPpM2nAMv6x+Pqf/Rng8XuRxdFbuIPZksq68mQ9Y1boMBvGq7luw9CFJW9ccJxLnnxbZeCFtrIhmhsCHgqVxgtJovAQheAZz4lpiBAy2ZZ0/UNW7ZIH54/wB7/jWV/g9/+Ds3cbmfz5lwbqc4nkMvpL8fWvPXVw1Au2/AC3U8RniLdgmZydjKNBwZTggQt+ySaD6Rc0PAb6x3aU3/tAmSmjJCHVMuoXbJKJQjLIaYFbh/iKOqwJsiClGe++ccrhnVc44Pv48u9cJn/7pUB6olIEGf2p2NHPvSJy/K5hvdO3K9zXiBedE1QJquSsIBFIWxbIZRAQLwzDLZP1kqLGt7gNYTfEK8S1sGWHOSrRbdakrnokrjHpMJtBd8T5gwW5PeXw5vfwk//P5fB/+sIgPXExi17/C/Gz17zu5rTH0J6ck/sFUZ2AI9IhDpUFtrpl2NGQdCkZYIPG2ayxwrWGYZlRvH+8ZIvUIsLGpysOs1ZKEynME81YWJBST9/17O/dYL7+gOMH57Ttihsm+MlPnfoOMv03Tw3UEwMEwM4d4qv/HfGjikxPe14hvsB8jfUJ7xNjrQgDcRsPF2yuDekbLeTxbXlCAW1Lzhcf9JJgNuTozAdSiaKDrrOc6LqWrJlQQRWMae2kxTHTuMs4LFmfvceH8wWTR/e59fxP8PXb/rTcgC8ket7+3Dn/gNO7/8LR3d/Qzx8wjcb+WAj9Eu9WpNSjCE2IRIGcc8n7x/KRmUweiuNMHR/8umAbB3dIuGz9ugBExMKlKxkiCNKzIZhXcULfOVnA44jWIp3us3vzVXaf/TO4/qdPleV9OgkahjR/Id79xndlTKj2mD9+l/X5fY6Wj6msZxSEajxBLNP2ibbLqEClETcbyFZeinakEMkv6LyXbh5wSUNo5cKe2vAPGQyHLR/RBOsykp2qMiTkkkTIK5ZHmdV6xsG6w49/5nLt3z4RSF8IIACpfyhuv/Pd8Q6700NO7r3L7OQd2mWL6BrXQh+X4AiJSsDVsLTZ1QQxAY3EVIpLfFtisJGM4syyKUEYCmNAMRsufVDwjiCqhS8ZQbSUc4YAtWVm/THzRy2t1FyvIr74pVPdROpnPxOoLwwQsI3R+OIXfhgP2T28zsnjin51n9nyFMktoyg0oxq3lr7vQFOBwUqth+Q41Ktu2PthKFYZKHLbndCGCsISUnG1rdGJMBToKVVdlyiVt/R9C+6EKjCSnsQcaz/g4QfGYe7Yf+HPPvcevxRAW6CmPylAzf7Jb+6OWZ7+nuNHH7JaPmZlM4w16omAUwfBLRMGZnr0HoaKQHcw2bD0GVyVvgB0udJHCkjbsr1BBhSldyvbgDldNrCeIEIVlOmoInGfs9k5j++2xAZ8/U8uoz/sx30lAG2B2v0r8fRLn+zcIu48z+nRByxOP2C5eIiaUosSQg/Woanwn/GMeuaizjmUiMBAFt1uI+7b2taNmlL8Ss2YSaljcxwNkVpHhdmaik9Xi5FTx1TWrJeBR+8HhAbv/8WlevVTQfpKAQKQWMx7X73uN8YvsrP3IYuT91mffwDtI1KeITrHwhKxDqWUO5S7bgufeWNo0rMpDoZN6UEhpW/qiVQ2IA3yFAXLGSFQVzXukdQt8bRGg9P3K+pRRP2M+em7HFf7jMYH+Potl9EnMypfOUBboMY/Gignb/nk8HnOP3qD84dv07cPwEdgM9AZsMQ8E0i4ZdCSRpKNct5UOntkU3oZBqe32FYZIeGai6+iStf2dLlGRoEgEcsBkZrKoKHH0ppGAllG9LO7nNx7g+vh0+kw30jo0vNdZ/UY5veZf/RrZsfvsDx+j5Gec23XGVctq/kR56ePaZoxdT2iqUrk0pNhveAecFNkiGi6OKIZ075Y7NoW6p9X4BXYFLHyf3EI9Cg9zcQ5mZ0Qp/swvsGHZ8qdl/+K5vAVxi/+NVL95AomX5sEXR4SylbqJ2/6zgt77Bw8z2L3d5wfv82D2fsE7xhXe0xvTImyxvo1i26OeiRKTVWN8BSw5FuAkISLb632kkayoqsQnITTACWJsKma9vWayioalPV6zshr1rN7EGvG82c/ce3fCECbIYffH9io7/r02otMj77D0f03mB3/nvN8TpfOmVSnIIkMKBGoECuFfKpapMhBJOC+qXB2wqDTC0BOHsyCUjkdhr8ZqQ/UOqaiYrnuGMfI+uwBpsr07Bl8/brL6EdbKfpGAdoMmZSon3e/9evXnmP68G0ePXiX+ek7dKuWWhJVCKiUfFlKRnSj1lJWczmLW2JMgluxh0qR8EW5uUkaopkXLTKqTb+hPrE7rVkvF+T1CfOTexxen1+51j8KQJshdcma+vwXfn3yDKvTO8zvNqT2ISmviZIJ2qHal3CuZlTysKxs8NkEpwYUMRskSckKJqXYGM8DJXDj6DnWrhBzJjFQ0eJpyfLsEQeLkyvX+EcFaDNk5yfi3e98cv0mu03D/OFvOT36kN5mTKoODSs8L+lzR6VaeAO2KQIbQv2mhKHQV2Bg6iZsyF9KBnMDy5g57WpN00zIfUfEcMsslzPOz47x05+7HBSH9lsBEIDUg9uy/IVfi/tIdUC7vEvuHrJq10SMUe1ka8Gt1IZZydy6S3E/3FErrknhvhtIO7glVlw5BNzJlpiMRqxWazAhqGKpZ3Z2xOTwovHJtwagzZDJT8TP3/TD8SHzk99ydD9zfn7CKASaqZLWHXgikkoIxJshVltaYhilDUXRygmlBy/FKy4CoSlKWzJMxqyPjwkhUmM0dOTFQzSdba/nWwcQgOx9X3z+nu/sHiKTXfqqJi/eodMZ00lPnh/R9R3TMEG1ouvBsxKbhpSXgz1UYkdx6CiDlNhSZzV4oNptWCzOqUZOoCetT6gwZPUesnhpey3fSoAAZOclAchnf++3aDl9kFicvEnqEiOUpoqYG5KNKtS4ViU3tw0rKWoRGzrIFP9NB75STdJN3W2pLwkWqL1FbI70s2366FsL0GaE/f9ePP+d17Lg3vKIdnVKHUEonRocqIIg5uTclWDcZY92GMPm9RlE+RIlEJzct1vJ+dYDBCDhb8Xn/4ffbM84tQT9Q7runAolSCCTwVYkQLa9iz5tItsidNWWuhhRwLp2O8W/CoCAwjp57ieELnN6D2btip0g1JWQuxbznqqqyH652cOl+hKxkpC8JEUfB6mUjxv9ekUtm0X5r2RI/ZfC9EXG114h1LfpbEL2GtOAiSGaiNVF9PEPj8KC2yQx5cprDc+Jbr2AVHgF/2oAAhD5sTB9jmbvDvXoBllq+lwCbaI9+Lp0uRpCR5dL2HWTZ/u0ef0CJMXp2/UmtXLxel8duS+P3Jen3+5aivqQyc4tJjuHODVtn4eYUEfbLrnI4H6aFG0yc0M3mE+RtCBDxyqV7WsB8DTnzdd+ytnRa9jZz7+1IMnkz6Xav07XGX3f0zTNkL0QMvkKy42PLR8BPA99Y4cy05QSKSVEnaqqMDOaejwQny4p6fOzBzx69FuqGMn9BD/93wvNrfrmiZOfO9oWz4kQhspGcyReXKZJIWFts7VcRAZL5nbo7yElZOsDMcLM0ChIrLZv3gI0qgzxYx4/eJt+Cd3iefb2X8LP/jdn/DxSf7M1p39oePsLz2//PWZrRsGx3BcnVQKlBLRIj8mwPDbN5YZRWud4SWAGSoxJbKD1FN5AVV/0UdsC1EwDu5OMt0fkxRmnq8esjj9iZ/ce1298Fz/7z87kWaT64/CVt6M/ZzF7SLQ1tRqSLih8IvEKSWIzLivm0rGqdOLTYPjQkDJnhp7WSqwnA0Plcv+g7pzUnnJrDMF6+vaE1K5Yzuf4+TH7Bw9odl/E5//g6D4y+fQ0ydc5fPFfnLO36eb3EF8SpAcrHABLJRuSKK009FOs6c+uLfZB+gJxvMNmUV4Yir6mDpnQ9owsMfIK04SlM/JZx2x5zrz5iMP1Q3RyC3/8n5ydW8jomwHK1687i/fpHr9Hak9otIe0IohTSUXqWrRpPm+WbZnX5aruTadQ1Vi6fo5GA1niSjFL4Mb+IdxTpI+oCk0E6OkskVKLded8NL9HmN6iufYi05vfwc9/6owPkeqHXxtQ3v7O/fT3LI/fZfbo93h/XsoY8oo6KFUIdH1LHF11DEwuWJBsDUO2u5hdAkiE4XcKVYPsvfqxgJlXTEa76PgASUtSuySnRBCohhbqxoJax6zOz5jPH3Ly+D3G115g//qL2PH/5TK6CXKIjF/6ysDy+WvO7D1mD9/k6O7r6OoejS8IsSNbi9YNEqHzlkZ2SrNuD0MFt5WuwAysWgGhQ0UJokMnrIqMI7Ehxymt7nAY97affwFQ2kfYZd32jEMmNIoONRVIGro3KZbmHIz20DrQpsT6g0ecvv8G7eSQavoMk1vfxT/4f53pPozGyOTpJcvXv3ZsDatT/OE/Mzt5n8XR79HlXRoWRJmTUks1gs7XdClR70d6W1OlA9wrUnD6AKaCSCQMaaEqDJ56iohWEA7oe6e1mjh6hrj/Y/p441MAYoTKGNsU5bIxBYbsJg5k6ii4zbHWCFYzyQ3BlzSrFvKSk8VDZOeAyXSf0c4e/v7/6ox3YbQDzQi6XHaIqjR8K9SMHrq+HCfRzeDhL5mdPWZxeo9u/hDvz4h5xliWBFsSPG0KHAb9UW0bt+nWWd38G7kgkAqWe6SqwIzUJyyO0KrBpeK8Fa4fPofUh58CUFAIihMx6qEhml+wBYYOU0Ig5ULBddJQ0+l0KZHSKSerJXYS0apGq1HpV1aPqca7hGpEM5qgsaKqKmKMKE5OHant6PuOvluS+zXdeo6t59AvqOhoQiZKKq1OXREqSoOSoW5taxWmgXE2tLp1RbwimBQOQDKoqvJcrCdJ4TyC0Flm//pN5PpFdvWSDlJEI1460QOx0ONcUIGLJtrDBwkl3iuF6Yq1uPW8eHtKlkTviT6v6A1yV4PVuEbaRV3afA3dHkUp6Rh3bOhCE7S0BpsEJwYjWI9aIuRcumO5lkt3Gb7HberCdIZLRqQCImoB9UBwvZA8k0JfFkgkOk9YNWIyPoDJhf65CpAGRAMlEFDqwdRjyVEOAXBQPGdEQmmoJoB3KAkNENRZnZwNHHvNhK4AAAjuSURBVJ7Cvg9SWpF6qBGN1PW4eOA5Y1ZoT1EHA04S48pxL3Wy5ITYwCpzKG0pw+CqDzuODw/UI8gK15ZtVzyPBI/oAE4woQ4GOZPdkDpgGlj2iXo64dozz4PUnw6QTL8rq9/9L+7iW7vgonelDxeQStP+UOhubBpomxNECKJUeXifaOk8N1Dr3B1Pib47LVrBS0JYBxqw58LUqEdKxpChUbZa3i53MUWCXNKPmwc3kKg2rbcGul4YLl1MBgmiWJCeSWRMa3KocCZUOzfYuf0SF52IPy5BQKhiiadoxu2iX7Nu+6bG0rTafciLO6V/abkSsUATJoOkFf85J0jZyZ7JBqOmKXYIUqSOcsGIkTyxXnRoEGKoqLQufEM3zNKWB+RSStRLBj6VByAK0iFaJF1s4FpbATf4cACAd+XoCRc6IMcJ1egWo73nYfoMMrq6616tOAyhVBBa6YJn4oQrnRaUEALZEznnTWlK2eHMSFkQElixQ0RKfEWrSNz0BHEb+rbmkq6SsryEcgbHTrND9oSlTO+FfqfK0C0Y+txt+8jmAbDSv760TtUNb3EojykKwwqHSBJt7ghVpPeKtUWyThntPEs9fQ70gI+Pq0W9O9MCeRjITIAQEQTMyCkhhNKMX+KwdZabFkpVortDSEP0hbLMNjdw+dkMufXM5vwNL6VSadO8UgmDQ+ViZDN6t6Gjpw0AUQDaZFGBOu6S1j2eA3WsiBpIfYvJuoRko5LriuQjUt5DRjfZvfFdmhuvfmrE4uqCE0G18LhIxbAyK78vUbbLfvFlXvNgvYpvL9o2lN5NO77Nct2+v7x2E9XbUFmwj3cSLv1gNx9VHokM52ZcWDsbCnHfAV6hBLIlPPcYHUEhBcFoWHtkaSNyc4Pp3gs0uy8gO//uCTiKUjg4alJISZRWxZuSSQ3x4kaAC/K3DmlfyhL9WLdvv/TvJ7oXbswX17Ldh7aUQW2rOXTLYvVNPyjYWBwXdtpAi0kpU4dICILljuyptHqOkF1JsWGRKtpwjfHeS+zd+h6y9+KnYfPpAEHArfSbF7GSZxoOK4oyHD60lY4LYGS4UhsWi2zP0xgqCzdW76bIbltsF4a5SiBLSKA2ZEW16KzNuRpsyAeA6MD3GaKBMoQzXEr/azF6s3LMR4xkURa90zOmD9do9l5i7/YPGR3+m8+sor4KkFaQGyTXSB4OL9JUltmWq7z5vpGSS9Liglo1hDyltFW+MMWHTEFhV/gVQm95r29qLiQX2gqDQbgFmAuXYvvGocZjmKrwyxLmpY7fg+BVRdtHZr0g4SbVznfYu/0jdm5+H9n7mz8IzicBoiLqGHxMTiuCbsIDA33ES8HEpk/iBTyKqw/2SjkKAh/YXtvWC77tc7/hO2+MmYsEywDCtlrs6kPYTCXYtp1q+cXFss/D+RpCLsxXiXQm9DKGakq99xK7119l7+arMH3+s7D5FIBEmYwP8dUjupRKLZaUohOXTavSTVplc2uDNA2irlspu1y0ezU2U3C60C1FmHQgYcZB1wgXrXcKSEUA87BtF3VdnNbBWAQIw+lSklEVkjm9gcRddndeYPf2Dxlf/wHsfgep7nxupOFjADWMml06HWF5Tso9MZSEvljp16xY6ajrw+FCHsCVvD1LYyj3Jg/P/TKgm2VTCuHYHr52oa+KDtOLzuEMtsyQDVUrNDpxQ4fjKBiypVlLPVkWReOIrDV9F1jnPerps4wPv8f4xvdh72Wk+XxwPglQ2CVOD+lQVCPTUaDylrxeop4JKbFer2iaGm3GmETaLHRGORIrQJeMoE6IMiypTUfPTSPLTTCrgGaDOTfkP3GvQQPqhvvgpHoihuK7m7Vbu4lLDXhdA8GgzwmJY/quZmk7tOE6zeErHNz5Ec2tV2H3JaS+9cQxqo9JUAXTfXQ0Ic1PWHQ9MbcEcyZNA3XFaDIGclk9OQ0W89CAH0GruqRy3Uvjftso5E1PyzBIzlBKMEhNUeJKyuXkFlEnEAhqBBOwRLZMrCKWEjkZGmtkNCrs/K5j3ffIaMI6BTqmMLnD4bUfML31A/TgFeT60zcf+IQOmp2fs8hON5oQ6jGWI7kDsyXaJXK/QASqqiLUNXWoiC50qSX10NQT3KQ0LnHf5r3FS0Zzc5CCy6Z2XoYMhJQMqW4kx1DZMJyLlCQE753kAde69AHxMZ6VRM0qOM4ufT2hGt9g58bLTG/9AA5fQqZfrDPDx7b5yPjGHdbrZ+iOhbabY21L7WOmTUOjiUoOsNzS9h1p3eG+gqCoBGKIRVkb4LH0pxr8rI0+Kdsv2/N8NmBB2X2qSsi5J6ee5A6iQ3Iv4KGiz4LWI4gNqx6Wy0zvSqxHxNEhuTlkfPAs124+j157Dka3kNFffuEY+Sfe6N3PvH38FovZMf3qnHZ+jLWnBFtDmpFWM5qYaQSUhOW+NDwRoQoBS7mkgwcASqxnY5EbYbvtX5y9sTU8AVe51Du2+GToUGxnEdMaqgmuY1ZJWXYCsWayd8h49xnG115mtP8M4fAZpPpiR4d+JkAA/eynHusaosHijH5+xPL8EfOTB5w/vss4Go1mgnXkboGlHiURgyJ5jXlGckLEqYSB11z6BclwuMXlw0m2DwcluyOhIsYalVi6U5mSPJA80qZA1gkpjInjQ8a7N9g5uMlk74DQXEMOX0Hqry5X90QTefumoxnaGdDC7ITV0V1OH33EenaC5I6mDowax9MZfVqS2jXmHZUIGgaWuw+HzA4hCIML6w9wAskrYqwIsSZ7IOXCWCWMkTglSYPHHcLokMn+TXYOb1PtXYfxDhK/ev7AF5qwHGqdwVvoFjA/hfMTVqtjlstHdO0Zq+Wc3LUEdWIQopaAVaVDzAi24GwXnQjJAxJqsjl9n1n3IKFhOr1OM93n4MZz1NMbsHcDRnvACIlf3+HYX12Cb/2WQ4J+Vk4C7zto19AuSO2a3K9w61jMZ2xpch8jOZkATZGepmkYTXYJowmM98vhJHECNF/4WOIvMr6ZvPriN471BZCqeOjl0z/G8FKDvlTnlIxAQJpvIT/pv42L8f8DsUdNvZL+t74AAAAASUVORK5CYII=","detection_approach":"prominent_color_detection"},{"index":4,"position":{"x":625,"y":107,"width":94,"height":110},"scaled_width":5.61,"scaled_height":6.57,"actual_filled_area":21.1,"bounding_box_area":36,"exact_perimeter":35.65,"approximate_perimeter":32.87,"convex_hull_perimeter":20.27,"perimeter_pixels":597.0609665440995,"original_contour_points":197,"approximation_points":14,"shape_analysis":{"aspect_ratio":1.17,"compactness":0.2086,"perimeter_to_area_ratio":1.6896},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":5,"position":{"x":519,"y":107,"width":90,"height":110},"scaled_width":5.37,"scaled_height":6.57,"actual_filled_area":20.41,"bounding_box_area":35,"exact_perimeter":32.87,"approximate_perimeter":32.14,"convex_hull_perimeter":23.15,"perimeter_pixels":550.6345596729061,"original_contour_points":65,"approximation_points":8,"shape_analysis":{"aspect_ratio":1.22,"compactness":0.2374,"perimeter_to_area_ratio":1.6105},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":7,"position":{"x":6,"y":107,"width":86,"height":110},"scaled_width":5.13,"scaled_height":6.57,"actual_filled_area":16.36,"bounding_box_area":33,"exact_perimeter":28.38,"approximate_perimeter":26.23,"convex_hull_perimeter":19.56,"perimeter_pixels":475.404112294607,"original_contour_points":185,"approximation_points":12,"shape_analysis":{"aspect_ratio":1.28,"compactness":0.2553,"perimeter_to_area_ratio":1.7347},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"}]},"timestamp":"2026-03-27 05:29:04"} 
[2026-03-27 05:29:04] local.INFO: Nested area calculated {"data":{"nestedArea":268.67159999999996},"timestamp":"2026-03-27 05:29:04"} 
[2026-03-27 05:29:04] local.INFO: Mapped objects from Image-to-Text API 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"},{"id":"2c9f5901-fce4-4c96-ac8b-383671ea8458","height":6.57,"width":4.06,"perimeter":27.9,"area":15.33,"image":"data:image/png;base64,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"},{"id":"80627afb-479c-4a3e-b72d-4a7831ceaa4d","height":6.57,"width":5.61,"perimeter":35.65,"area":21.1,"image":"data:image/png;base64,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"},{"id":"2cdea302-acd1-4b80-bb5a-f2233e8dd8f4","height":6.57,"width":5.37,"perimeter":32.87,"area":20.41,"image":"data:image/png;base64,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"},{"id":"a025a556-776e-4efd-9900-46f8f3bef15c","height":6.39,"width":10.87,"perimeter":47.48,"area":38.48,"image":"data:image/png;base64,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"},{"id":"e987d4ff-0456-4403-8b91-7066a797370f","height":6.57,"width":5.13,"perimeter":28.38,"area":16.36,"image":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAFoAAAByCAYAAADTV8ZZAAAABmJLR0QA/wD/AP+gvaeTAAAgAElEQVR4nO29aZMkR5Ke+aiZuceZmZV1AYWjD8xMd2PQM0PhDGVJCvmJ/K/8CRTKLim7IlySM9zu6QNAN44GGnVXZeUdl7ubqe4HM4+IzKpC4z6mRkUy4/LwcH9dXU1vhX+mb4Tk2z6Az0vW3TGsARLEFWgHqYXUQIoQ283GIoDPj+Lz2ToHvsp/zpe/Ghm89bVi8Z0H2hYfG00DqwW0x+jsLppOSW1D263o4orYLmm7JZY6VqsFoDgRMIcTwUlARDDn8ZMhYTBgOBgTBkMkDKnqCfV4F+orEHbBT8HvIuM3vjJ8vpNA2/K3RnMOq3NYnNLMz1gtztD2FJYPEDvHUsSIGB1iEdUWLGFEAEQtP5pDcBlocSxSh6sC3lcojg7DZICEHVzYYf/6DxF/haq6STV+CUY3ob6KTG98Kay+U0Db4hfG6gjOHnJ+eJfz4/t0y1PEWuogDFyiOXuMaAuiOGcEp4hThAiSCAKIwhbQ4MAy0E4C4h0q0JnSpUgngkqNuRFNGoLfwVXXqIc3mOy8xu7uK7idGzDaA18hkz//3Lh960Db4ncWF0/oFk/Q5gmPbr+D1zNcOsOnc8RmkBYQGzQa0+oGph4sIU7x0oEksA6ziBPDLOEAM8tAm0PE4TRAl4FXiWiI4JQUEhYgOU90NSo1jQ7oGJBsQgi7DAZ7yOAG1179O/zoBtVkFxn/7DPj960BbavfmM2PmR/f4/zoDvPj++jqgFG9ROI5kmY4ZgRp8S5lztUKba8iqcZIOFFEEkhCUMwSYnHzI2qICCIOgKADKhlDgmQrkkuYb1DfESUSJdGq4aoKqYZEC3QWMKtwYQT+Oqv0CsMrP2b/xmtMrt6E8RWk/us/ieM3DrTZPxhnd2ke3WF2eJ80O0LaM6Q7R9IZngZHk7lUWlQUE0MFnFb4OEWszgdvmsUE2u+9nFV+7ezyrzskDQAHKOYUiKhLQMTEMMn7zL8LWBYz4DAbEPwNWnZp6yvUezeZXH+dydVXYXINGfy75+L5jQFts3cNOyI9+gVxfo/Z8QHt/IjQLajSkqBLRJdUkkAiJqACSUDFkRyI1vg0QMxv7Vkv/9LmqVz6zBxYRQa6fLe/UJIARcRADIgY+T0zK/v1BEao22Hmd5nbkC5MmF55mVduvYHc+CHUt5DB3z6Fa/hy8H02ssX/tvTkPc6PPmJ5/DusOSQtz3Epc66nJbiEE8AyOGLgyPIVcYg6wGcMUC4ACpdAvQx+eS09wD0OF+8AABFPBrcCygW1hJnhzNF2Db6uCT4SrKFZtpx3Kx61c6bHh0xv/gw7+Xtj788RubYG/GsF2ua/NuIhHL7L0YMPOD34A2N3josznLV4F6lJeKeIdpimbFOU21U04MSBeTBXuLwH5TKYz3hPLsuOVLZxPI8y9/YAl+9bQABBGThBSbi0ZFQLVV2h1tKe3ubh4UOuzOYMrp7j5olu/sCqyS2BrxFom//GOPuY2f13ODn8kNQ8ZupW1HEB2uBIOCJCwmKijR2WOob1qMjjADjUKrxlbjZRcN0W2JfoKWCfwdniyIDDGnCT9XNd3yyCSIanN348keHY03UN8+ac2C2Rqqb2HlHFq2d16JgvO7qTFa+/OV3/8lcOtC0/NhaP4MG7nB+8z/mT3xOX96mrOZMhSNcg2i9giljKslAUFbYWoMzJznqODqgrGsVTgF6my1y7/foy+O7Cc+uljBSxhSOD7hEEa1sEZRgcLYrGM3yC2sOoHrGyM+bNAbNVhXXn6z1/pUDb8h1jcZvm/gcc3f0d3eIuQ3/CaNjiWMFyhV/LWRAxzDnMyok4JRGyTCaDrAgOl6Xq2vh4Dkf3JNlA2chkeLa4ePo9kSwknjq3IqebtsFVjsEoUHsjqWBxRWUtai2VBHaHN1h0HcMqrb//lQFty18aHLK492tmB3+knd/Fp2OCLKlsAbZCLOLUIWt5KxgUVcpjzjCymPCFqzPYlyF5vozNB7P9qKxlLv4ZG7vNo7nsh0LKlyPg1rtTlKoakCzSrFokJLxvqVzEpwZJiRQ94yvGJAQYDde/8pUAbekfjaOPOH/wPkf336eKM4bVHC9LRFeYdXjncAzAAkYGzwySAxNFcSB51TezwpWGk6yNmCnmNrL0+QfzJz7/LCRp60W68FHEYc7jvKBimBmJhDdFnDEcDZjNzhheHULYwPulgbbmV8bxHzl58A6njz/E6ymB+drw8NaVDQMgWdbiCyeDYagV2Uy/0AtJyCdjBeTCVgqfAuazzALH8zWNbRFkW2relhG0tR5kMVajCEr2nViR4YYUPV1QHK6qips205cC2prfG+d/4PjBu5wevE9aPKSWFqcrXIq4ItdEAooh+LzI4QrI+fzWdyrFP+GygSAi+dpoIkn+zOF5vp31DDDNlf0/4zOBpxfHWMDdAn19AUJZHyqMDKjgUAJKjUlFokItMKimQL3e6xcG2tIfjbM/cHT/XY4fvAfNY3arBM0Mpx3OFMyQInMpylzGIh+4FWCcUczccv62VrbydtJvb1kDuWys5G9tgbMF6nNVwWdxs26BrFvbXdbde7nvMAmYRQyPWrX+q0aTC8fxhYC29l3j9CNO773N0b13SbMHTMOSgY+k1OE04nsOLQduItg2dxQNQqx3+Gwh3YuSIi+kcH/WCCLP5dw1PQPcC9x72Uz/NCOI9e9lIRGLFtSfRy8ODaPGGKBWMRruIfWbX9IyXNxmdv89jh/8HlaH7A6MkRq2XFBpIpQTWctgSeWwsoMIUZw5RAOC5OcFqH4xtOJjUFEQyVJRpID/LCC3tIdtWl+AsqhJZCOzn2VJbt8VevECmsNhKBFHhRkIDiMU2VyRNKASYDi9sOvPDbQt/k9r7r3N0aP3iYtHTEJkLIk6JSyBN8FLVqOSaF6ZJTttVBRxEVcOUCTiLRQOcTj1OOdIGCkZCcu6NiBeMmfLZaAvAWmXxIdcAk6yp+5Pai8X9r15LqY4ATGfxWKvDpoHKpCQ/eX18MKePhfQln5l8Y//nfN777A6esBQOipJpG5BG1eMvcfU8q3vChcC2QLMy4ZZVoscIGYgHSA4C4goTnzGzBxqWeS4bK0gDrT4m9cWZFn9N9Zkeb0FkhhlUczBK6Highxmoy33IqG/wzauVsFbUUxNUavLMWQIDcOsRsWTRCBc1Nk/H0fPPqJ58AGD5TF7usS0IYhjUAVUBszbJXUIG41IQw4fkT1xSZSIopIwaUDaEh1RhITTCrNIjGB4hsMhrvK0tmC+mtF0CyY7U6g84mpUA41CtIC5Ac6PUBdAKqRYl2YCaqgqkiLBOkxb1Dq8pBwOC/lRiCzPz3EYlTgcHjFBtJdY2Ucu3uUFWz3J8qKYUJKr0cGQxiDH1L4A0Hb6X0wP3iadP6BanTFyLYriVElJMYslFqcg+SDoOav4K8RZFnu+zbe4ATRba5PSxgYfhoivSaacz5a0FqmHI/b3r3N0ukKY4KshuAGdC3RWozIEPyAMpphUBWxBTDLIajhVRCKSVmha0qUlqgvolphlH8zuznUktmjXgibMPC6AN3DqcLi8sJuhVmS9lIXaO5z3BBmA/wJA2+o31jz8FSf3b6OzY6a2wHtwklCLpBgRZzhva9A0B+1Ye8wsq2kCeFN8cT06c0UVzLdsGFQ5YJrmqKuIVUBlSOtqurhH6yao7uLTEKlGDMdXuHb1ZUZXX4LpNZAsJ3Ee8OUiWwnWRmjOIM5gccpqccx8fsBq/oTV/JDUnbJUQ3SBkyWV6wheSNrRpQbrWnYGWYc2QC0BKS/o4nEEghdG9XAtUj4z0NZ8bBy9z/GjT5gd3WOqy3LbS45GaA6KCpIZWK1wcdziaMuLhmiWnGaICV4rhJBDUkS0KNCdKRGP1gHzuyg1HSNi2mV046eMJrfYvXYD9q7DaDeflDpk+tmj07b4wIZpzrCbQXsK7TF0pzy8+x50J2hzStvM6LoFHsMbiPd0OFQhlkVeet3bBJLDOxgPR/lifx6gaY44efQR88Pb+DhnUBteO0xztFnE8M4QyVyZF6Keiy9yNGVx7OWbWChuUAXxJNexalZQB2Q8JsqERRyS/D57V17n2tU/Z/SjvwUbQxJk+pMvHIqT8V889V2b/w97eXQLmz9ifnSf2dE9mvkTXFoyrIxBgOVqhllHEgWnBNchRFJnxCQMzRjUY3LI7DMCbc0HxuN3WR7fQVbHTEJk4BWioimVSHSRT2LYs1Qry6Gh3pQVKzq0+fWKbuJQCSTA1RVLZzRdjQ528Huvsrf/Y67e/ClcfwPxfzri/EVJJv826zfn/9Om01eZXvkB86OHzM8fsVqcslqdM8DhZEF0HS40eEf2r0tErcViog4j0M/D0Se3OTv4A7p4xMDmVNZAbPPC0kchsjsFpTc2Mg5bWhHbT71Zlsmk4oMIKI4kjihDpB4QzSODK+xe/zN2X36T6sobMHwJcV+cgz8Pyc6/KYD/2iZXjxkfPuDg4R3mR7cJckTSY5Jb4FzC+6J+enAJYpdAPOhnVO+s+Y0tbv+K5dEdQjylYoVr5yRr8c5wPsvf7BAHnCsmck8XLSoV1ma5FF9vdo9CkkCUik4GnM0cw2uvcfO1Nxm+/hZMfoDIX30r+Sey8zcZ8NO37drgJuO9G5ze/UdQpUVKOK7DOcM7j/MjuiR5Qb7kxHo+RzdHuO4Qaw5w3RG1W+FcKuoEmEpJTikmydqV2WNyySS2LKeDM4IToiaW7QKTGjfYJVEza2pG137E9Vf/ivrWX0L9EiJvfisgb5Ps/Vxs8bFNb15nultxdP+3nB5+lH06oajX3QrtHIaH3Wvg6wv7eD7QiwMWp/foVgfsuBWDSuliBwSM7KMoJiBFcJSjYuOaBLYdMgAxxt4Pgx/WrJLQxITVI+r9W9x49W+orv8Uxm8g9Q++dZB7kvGPM3cf/le7WoNNpzx69B6ny4fsVJ7xCDpX4YdXoJ48lYn6TKDt7H9a9+B/Mz++Q7d8TJgIlfN0mjAX0KzMFRcobFS43ghxz4yfChBVSc5wUkFV05ljpUPGOy+x+9LPqW69hez/++8MwJdJrv0HsdXf27XxLq0ETg5qVu0ZThJS1zC4AmHw1PeeAtrsjtnDXzE7uU9aHeFZAg5SYOP1yg7DjQ94i7uf6UzvSXHOId5lmaw1nZ9Q795i9+U3mbz6V1C/+pUA8nWSDP8PscUv7NaPxgwnV3ly9z1mZ0cEXzHwk6fEBjyLo9OK5fFjFmePGPiWaiikuKBJ2X/QJ0dtfjU/2PrlRWfN5ZCQeDDv6bRiFocwucXezb9mcutfwM4biPz4O8vN2yTjvxWzj2zfT+jaAafpI5bLOcj4MwI9P2V+9oS4PGUnJCoRbBWJycANL/Lq2gW5iRNvdObL75VXko3WRmvw+4z3fszejbdg+v0BuSeRN8RWn9iNVwZUfsTj+7exekRyT8N64R1rH9rq7i9pl2eQliANTrq83onDzGGSo39s5z/0OXPFOkSKrixbwBdKDrqoOD9m98oP2X/pLdh9Awl/9r0CuScZ/lAsPbZ9EcJgyrxZ4UfTp7a7CL0uaM4eQXuCs+zZ6khUoSLomK4T1jb0hTyTLasPK25PzaErKAHZHCNUqWi0RgZX2bn2Z3DjJ8jkL7+XIPck/mbWSNInNpqfgb/y1DYXgV4dsDj8kJCeoNUCpEPMo50jthVePc4lkiSMzOGQHfg548JyfoPl3GIlkMSh5kkSSOJpOkdX7XPtxluE/Z9A3P36kfiGSPwPn8swF82X5gzXnSJxBnGFaiRhGCGHmegdJbqVPrv1Q1ZCPeXznDXgC+AVUQY0VuOHNxjuvQLTW8jVp507/xRpDbSdv2/Mz7EuZ3VKqf8Qla0ShT+VXNjv8nI8TkrYyZHCkOHuVaqrN5H9v3khQIZt0dEuac6OwTq8acnK8c9Ni/g02gTvcyZPn79hBMJoh+HedZjufQWH//2hLaDnLGcnBIl4FI/DEzDJTvqcWvssBrx4JUx6za43anrnvydRMdy9SbV7A/zk6zur7yBdADouT3CxzZFeETy+5Mb1iSzZkS/WZw9t+50vpgD0eWl96lR+XTG68jLVzg1k9HcvjNiAbWEa58RmDmkFscUlu5gZ9YxETnmuqQ2bLPpAjt0FktRU0+v46c2v9iy+B5RDeIsPjdQgusDiEosdlsh/msPpOfkl8WlCe50RKtn/nPWPnMmjeMwqpNpB6u+u0+jrosyjA8/ho9tMhkLlOgaenNdgmRvFBXBGpx1PJxheBN57T0qJEOpSnuDxrsYIjHb2GV977Rs5se8alaTNDrNc5+eszZEDoyTw5UUtZ+X3+WtWIteZcsrXVr5dn8lvOVdJzePCgMl4D+xpF+KLQBnouELbBSnNcdLh12W+JVwFpXr1GZ65S6IkR15yXYpqFj1mQghDprvXgBcc6BTnEFcIXc6Zs96ozjltJplz9VOkqwqobkfCc7F7l0DN4QfTEhV/8SgDnVpSzE4kV9oxAEVs+AK2FpXu0ywYJaXEuoxMPOIrNEHsFEKFjP7lC7cQwlpGl5wEOoS0JX/dOprb12Zn2vY3Q14gty5AyU0DIYSc6KgK+IuprC8SlZzTVJJf+swiXSsX2gMsWZBsLD94WgMhh6pESDHlcjFf4XM+FVQvOtCSMLtY5uUK6A7JKd7mMljFnIbeJZ2/118AcRUiHtW+W0DCOYf6GuoXy+zeplLsHHMdYJKS3QlGm5tr4XPii3pgQCLgcQSlyPNcmx2F3LmlUQZhyLAORFXQOcgQqccgLzpHX6jb6MNTCUcLUtNn5Ofa0Vwj6NTh0fKV7PdQAecH4DxiHdq3SZMa8wHC00HLF4Vc/2DFXN6YzTxXlcsiQ+l7iKxltgne+9yRyxTVTXMRcUapkXghqXe/Fbm78R0/b3OH/enmAlC0Dug9U0YEjZ/2lX/SVBbD3o3p1xWt29zs7EJSaL4ctk4Ku0C5dC1XU+VGiQ5RJaUGusXXfDrfXSrsmwOntu1HLpVQn303Rd8uyecq2X8tLmF0WGqhW371Z/A9oaJHVyWAmmMrunZ35secYbDhX7nE4RfI9WGroptrRLUjaZMXxheUCkf74jMOa66+YAX2G5tsJcVsuD1fkN63kYO4ZrmQSDWXm2Hl7wWlkpgxYLxzNeeMhYpkRtL+9s/mdN/rsyeTi7vYfs/MsBQZVELwhhelCrCaHWOzX39WefRPikryckVVj8BVhaN7FLfdoJtU3DWgsLYft9FTzVmjXkBTiyPirGV+9gTkxRQfGWg/ohruolKhUvJBt2tPtnVl4NkevI0DSlUJTnBesK7Fi+ItcXb8mNz7+cWjtYyuB2PU3EbzuLTaOdsIiRwP3Hj0+sde1FDK4kQTqVsSSNTOaOZn2PLkmzy/7wzlNiUmVMMRm/Y1mTZgby185f0+CGAlCLvWUEpdi5hhGsGUIErljCCR85Mn2OKXL5ycdgB+8obUwx1MfDbBpYdW1xtltTp3COgNmnXTqS1SVUJuQ4ClSOUFMUVTQxWE05NHdMtzXjTaoDSeUNeDC29fEB99AAA2nWj7j6T/50gpu0Vzi2GjDhWWIs1yQXDC2ekR89kp1r7/QnH1FtBTGEzoZECUbLRkw6R0nF3HC7O+3HfCTf0exHBEkjaYV6IY6nL0OyUjrhZU1qCLU3R5DKsXS1avge6WHXuvvUE73MFP9mljh5OEpYZB7ViljuQ9Jh7EY06IriyCZrnYzlqq0JGsgbom1RMaDfgwYlRDmh+w71ek47tw9hBrfvfCcPUa6HrvX8tg9ybqxjQpEOoJzjnQRNe1+NpvtZN0ay1DkdJxkexgLf2f86gDIVGjOJxALQ2+fUI8u0N3dBuWh9/emX/DdGEl89Pr1IM9uuipqh2EESIVXdcxrGqwnFgjtnGD5jh5b8H0ZcuyzuvI2Qe5Z5J3htcZ7fwB54cfwcltbPGbF4KrL6oMbsJk8hJJh8CQGB1IICWlCkLXNdm87nsUrY2U0sRVBCn9P00l/1nuZSEiVAK1mzOwE9r5fVaHH8PZg2/6nL8VuljDkobs7L7Cud+jiytSCgzF8D7mNglxia+mxbnEukoW6zNLC+gl3GVmuZRZciKNSCKwYuSVLtXMDz+iHl/D5r80mfzTyPew9K6RWg4eHhItcPPWG4T69Qt9f5HRm+J3XmK88zKdDjAGJPH4KtDFFeJ03d4306ZEOXO0K63bZf3exk9dnFNxSWVLfDyhWzxkcfRHOLuDtR9/70WI2S+M1SMOPvkNn3z4C548/ANtsYSfrjwc7TO98goHx3cwv8SsQ7ynbecMB4HYN2xS1p0Nstndc3lpDWyyviD5ISdGegRNDWIeL+csZ/eQB+8yYYx1d0yq17+XnG3L/2ac/ZHzR/c4fHAfXUXG+1cIkl3DTwNd7TCY3oCwg9mStj2n8oG2adkdD4jLT0s+37SM6B2AQnGblhBX5YY0XYtIoqqU5eoJxw/fR6odxjtP1+d918nSb4z5A9q773B8eJv5/JS4ari+/yqvvbxHNchAPBWJldHPhCs3Ge/fIsmY1gJniyXTvV0WqwXee7wDJ7ZuIJgFhcdL2HiXVHJDbkrijQgmFeJGOBnhXI1Yh8U57fIhZ0cf0tz/NXb83783IsT0HeP4ExZ3fsvJ/d/RHt/BrQ6obM7i6AHOWmSQ155n9+uYXufKzR/wZHlA2zyiGkxItCiCX3cCs7XczZpF/qr8iYKi5UpRdVB5nAi1j3RxzuLkI1btkh+Nauz8/zGmP/jO1oab/cFYHNDdeZvZwQcsjz9BFwegC6rKYVZhDAhbKc3PBFqGfy129N9MHv+B5nTI0E9ZtocIIfsyrO/2tQnIpnXLycu73BI15sCVkR8u5/dV3hhVkUU8Yn50zp0Plf2XD5i+ssT0bRP38+8M2BbvGt1jOHiX08d/5PzgNt3pPVx7xMA3VD6hxScRxS6c+vM70ExvMNi5RXV6HzNYLE/YHUzoFgs8gnMO54pbtAyl2eZsYBOdWfd/BhdyQxU1pWtXiHMMhzXVwHASOX/8O7r2nK47Y//Wm1j3C5Pq6Uk93zTZ0W+Nk485uvePxOUjmrPH6PyIujtnIA1DIg5llTwiaevOz/R8oP0Vdq//CF0e0pxG4vwIVwEsEGJpDOjWtYfOsnbx3BkpAKLEtCT4GjSRmgYRoXZCVTnwicnAWLV3Obs3p5sdcuXmEXbyfxnjW0j99U7RfBbZ8pfG6QGrh7+gmT9gcfwBrjvGd0tG1jH0LRUNmlpSBC/D9UDQ7U5hzwVa/OtiZ7+ynf1HdLMD1E1p2gVVqPH04ajcsMpMMS3lbn57fVUuN8hWiwiK94FRCKhC6CJOc79GHyowY7FasEhLmuWCnfMTrlz7CXb+D0a9hwx++rUCbs07xuoJLJ6Q7vy/zE8eMj87oFseUqUTgi3wKVFLYojiLdsXbWk37S2nL2/rGp/a9052/4XY/f9s1eQ6o9UJi/OPuDqsCNaRTEqjxt76y6bi5mZ5BmeL4kOLOCUgVIMKiTlIoN0KkUQ3nxMcTKshHY5m4TleNaxOzql3DpjcfIN48Avzkz1k/PkHOD6PbPGepfYUz5zuya+ZH3/C4vg23eIR1p3i05yKhoFGfIo4TQSz0mAxW74DP0BN8BJwLpQE0c8ANAA7Nxnsvg4Ys/kxrTQolltIiMMVH0f/mEsrcvRcxZ5KG/M+p/Om1FEXa5IyZgOg8jVYJKYI0iDMaJpE26xYzY55+OgTpldf4/rNW9iT/9sYTsGPwA+R+rM3V7HZr23dtHt1yuLxL1nODzh89DGuO8a6Y1w6peKcyjVUoaNC8ap45/BaOrlHl93EDpIzqEpujCsDhD8z0KOrjF5/i/mdirh3xFlzxDTUOGrymFfDIQTvCc6KzyOfgLdNTDF79TxRffaKOMcS8hhTpzktWByaUm7dboKPhjCnpgNZ0qZTvFylPXzAgycBFwYMR3uMd64w3bmK3f5PRjUAH6AK4H0WZZayG1FTGRLcwcN/IC7PWM6PWa1O6NozNJ4z6GZ4WeJo8NLg6BBrkZRKeoVHqQkywlGXPtWJKA2dODrnaV2Fjqcw+hyzsiT8WKz9wAZXfsBOe0xz/0OauAIVgvg89dnANKEx5bbJxRTXnp3FlVbADrVQwC/kSlyy9waW1N7c2j9HbUQS2BInCzyRWitUBY0eXdXMzwYsfY34AW1bmgM4wZxgAtFiadSdmLgKpwmzDixitgJdIrQEWzEMChbxhVlkHTd163CdIajVeKtKD9IOI48wSV5IPkCoLuSDf6b+0VL/hdjsbRu7H3J88jrpvKXrZoQAdWVIKmlfGvPtonk4o7mStFsmXkIGPreh77Nx1kkM+bfwBWVK11PWLYOwjtAc4cjDc9Q8pp7Y5OfJHDuTHGQ2haTZAaYkVMtwhiaVgQ791CLD+zwc2AmQ8m97zdasrBso5iNZNxsooT3nYqn/2Sz8PuRxqoTPuBheAHv6c7Hz/2XXrv+UeYycNXdRm2PS4VwEF9e50zmpvQLtwY6kMgGzKulN63jumrZOqAf/wiCEEr9MM2oH4mq8rxAJJPOYOtSEPJA9300VWu4QRVyu/k3SO7rS+gJKyoXvRsFGXWl3XSpPStPtHJSO65SLHEslVxSXkkEjlpRlWSd8fi6ggTyU/NpbTFfKqlFi84A2HhKsxdMgzmeOQMACKh5Di2zLrVYoedVyMcR+AdD+BC67YoRE7XO4LFccdFlXtdLl14Rmmb1lVhQhEcudcJ1DnOBSTnmTrSU6FzlZycjyQMo+9+Jvl+KxdOR5F0iZ9SVljAktKi3mHLFUHedWz5tz/FxAy/gvxU5/Z+y3TNuG05OWppmRWDCQPATGO1tbRK40hu1Tyvr8kPWYvXUu32XdZPt23ZAB6jJEotmEtzIbUUsIbTIdrrftM19FbO2DaRVUBF/inp7NZyJCjAUoc6wnevZ4beccSuZwT6qsg1AAAAhjSURBVAQS5tJmdIlcFotfYA6L7L0pdvR7G7qORlbMj+doTHk8U2xAFHEtTsssKSntjK0fCcJT04176UyBLJ9MDn8pG0eVibGyCsTjXe7fL+sxHALmWMTtxMzi/ColemKOoDVCQDXlbvFoKf2zrOf7MnPWPV0lrDjMhfJ23kY1YURUcqt91083WTcs+IJAA8jVn4md/taqxTG2Oia14LTG7Ag0ETShrgEcvswu7C+yLxPStiXH9qysdfTmkhdQRHImlQzBFT1+nVTJOrU4T9LMFWTi+sT5zGV5gkWVS/xKfqErGVd5e8217NL362ML7IsL4broVYo6W7K2xLnSPqNYyl8GaABG1xn/+b9iMKm484fE2cmcnWqXatii7RyNS4JJrpyVmhSVmHLV1maixWZB7LnW9c0Iy/u5c0tuN5TFcNU3i9yciDg2IlHX6Wy9nerYiBfvZO3e7dVP7S1bFSjxTuhBLndYD+RazFlJj8vT4sQL4hxdEpI6hvUY6tGXB1rqPB3YZv+fveY8T+6MODv4PXSnjFykqg2NDW27QrqWyg8YhJq45hApJ9HL44tdD/pBED31zjAP6FMj83QtjnoBlNFhLaedbt43SReKomxdg5OPZV2ZttWTRLf3KwYSy/77yyqlYiKQLOD8xREhX3pwpEz/Tsx+bze8o1Vjefox2FG2+SF3HfO9SpUFtK115P5EdC0qxLYE+DbXUi6FpXVZ9DZdlPtb7tl1vBLMRZLrJ9iTJ2xoyIux5anNuSFiL5Y2wecMagssEcttNmRbK7K+d1SFWU1VT7+8jL5MIj8TW/7SXnWBRx8PSYu7zGb3qLViWicqARcjXddkszjfC+UAL4GTvdZ5v+V966sNJHvKoJfrWizKLU7bXhC2OFJMSaaI63Ij29KGyFwPUn93uTKypJ8ougFLXRndhJJHnvSyvGyjFeYqTAODekrfph++wuG+MvqXYul9u9oFFkcvca67rM7vQneG+TYbGYNcqdWP3ytHV0Dtg5iXggfk2zvL6p5zS0vOvuXQBWDdFsAboLfF0PZ1prfqkPK815/7CXGbg8mqXMxWpOVxTts9/swFjCGpcLQMNu3nv9Jx1eJ/Ijb/yIbDlxj4fU6Zsjh6j7Y9YG/kmI5GNKt58R8Uzl0r1VtoiF7gJGe6Dpv1Ga2Zj0st+lrRdc953FhyGUy/DhzLhYwrKMoZbj3/sN+Doj3Q1jvPXDk+IUrIrgcfUA3I4GInh698ALtM3hBbHNtEdhmEMae1pz17n84estB5jg2YYpfYts9oWk/lvKTDZmAdiVAsO4qBsE2bvO1n1bE7A6dVjtob6+TM7e/nr3VlEY1FY8kahogWQdZPhsuiK0nOQISAUGPmL2gc8DUADSDj/Xx3nrxj1yaOsydDjh/XnMw+YW/gCKxAs0fEK/RjcvMis5HRbHnMMNcPKc6mbw8obO6ALcutz3jdprwuVuvnYlr40oo4UPoZMWUwdX5eFlXB1q6D/Lt5VkGUAa2MWLkpjUxpbPhUt52vBeie5MpbYs3vbDjaJ1Sv0xy/x3nzK6ruEd4poyAEU2y1oF0tCcnyQC+NJbDgUalBqjJjzUCarLcWLcVTjBlLqNimeZYJl5k6EbBqkEWGJpyCpNzeKDij6nVxhZRsPQHauey+DUATV3QpkvBYPUbdlBUTVm6XFK5y68/+jld3X4fB+CIWXyfQPVl325bzBdrc4ezhfyWef8ji5Ahr5gw1MnGJvcpR14HZ4wc4JDdq8VX260ogGiRVpHZlTvgmKtPnbefMtKdPqZemicAygZM8Di+geM3DiJ3mIeprPw0CzueOOqVsWzGkdiTnSX7ESmvOuyFaX2Vy8w12b/wFbvwSgxv/8amD+Fo5uiep8uAas09sMkicPbpFTHfxwyW7leHjjJOje8wfPuDWjdfw1uFdxLls6napg9RiJtTskkRQ0zK4kayNSMieumd0qlgbw6JUGhHfEUzwksVB3+YoiSNUVfbOSYXhieqIBl2EziBUO7QxoDbAjfbZuXaT0f6rjK7/CHZf4XmpEd8IR2+T6ScGS1icMr/7MY/vfMDy6B7jquHqROhmj/E2R2yO0OBcjrCIdWRtY4IScnndBY7OLlFLz093MFEsFJ+FFTFTOLhyFbiKZpWH+pgboq5GpUZcjfkK9SNmXYVVO4yme1y58SrTG6/D9Boy/LefiuU3DvQ22equEWdwcp+je+9xcvAxlZ7h4gnWHSG6oPItw0oZ1EZwjtlsTga879K+bVHm+GV+Y2PYZNJ1gVMfLjMTNFH0igFIjbkBkZpWKzoGJAYQhvh6BPUV6t3XGV95lf0bL8FkF6RGwp9un/+tAt2TnbxnuUZ8zur270mrJ7TzxzTzA7Q9zj1TtUVogRW+gJizpCDPGQdQXL+awdq533+m4mhUER/w3uMkEFVIGogEEhUmQ5KbYGGKhTFS7RJGOwwmu/jBNfZf+TlSX0EGny+9+DsBdE/dwW8sBIXVCTo7oJkdsDo/pJkd0a3OiPGUnWnEbE5KCdU8YxxRvOQi/zyKrQDdg1+4WsXRmgPnij8jgATMD8CPED/mbKVUo6uM915ivHeD4fQG9XQfdvZAdoCriOx9bty+U0BvkzUfG3EB7QxWZ7CcQ3fM4cO30XRG27Z0scGS4hwE56m8w5UoR38BtqM56qCTQJuUtu1ooyJuwGC0x2hyhXq0y9VbP4ThPkyvQr0DDBH58ok631mgn0W2eNtoDkEX0HXQrGiXK2K7IrYdSTva5SKLkqLuudKoxRmoF6JT/GjAZDJhMNmD8Q7UY5ABuArc+GsZt/q9AvpZZPN3LLdutyw2BiU7yIrrNQvx/J6z3EArZPEh4V9978//n+kS/f8GjjNZm0+ghgAAAABJRU5ErkJggg=="}]},"timestamp":"2026-03-27 05:29:04"} 
[2026-03-27 05:29:04] local.INFO: Number of letters detected {"data":{"noOfLetters":8},"timestamp":"2026-03-27 05:29:04"} 
[2026-03-27 05:29:04] local.INFO: Perimeter calculated {"data":{"exactPerimeterSum":234.14,"perimeter_in_feet":19.51},"timestamp":"2026-03-27 05:29:04"} 
[2026-03-27 05:29:04] local.INFO: Actual filled area sum calculated {"data":{"actualFilledAreas":[8.72,13.6,14.15,15.33,21.1,20.41,38.48,16.36],"actualFilledAreaSum":148.14999999999998},"timestamp":"2026-03-27 05:29:04"} 
[2026-03-27 05:29:04] local.INFO: Occupied area calculated {"data":{"conversionFactor":0.00694444,"occupiedArea":1.03},"timestamp":"2026-03-27 05:29:04"} 
[2026-03-27 05:29:04] local.INFO: Average character height calculated {"data":{"avgCharHeight":6.4125000000000005},"timestamp":"2026-03-27 05:29:04"} 
[2026-03-27 05:29:04] local.INFO: Original image dimensions and ratio {"data":{"originalWidth":804.0,"originalHeight":220.0,"ratio":3.6545454545454548},"timestamp":"2026-03-27 05:29:04"} 
[2026-03-27 05:29:04] local.INFO: Calculated sign dimensions {"data":{"widthOfSign":"48","otherDimensionOfSign":13.13},"timestamp":"2026-03-27 05:29:04"} 
[2026-03-27 05:29:04] local.INFO: Image to Text processing completed {"data":{"imageToTextResponse":{"message":"Object detection and vectorization completed","vectorizedScaleSvg":"<svg xmlns=\"http://www.w3.org/2000/svg\"    version=\"1.1\" width=\"4608\" height=\"1260.8955223880596\" viewBox=\"0 0 804 220\">
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","detection_approach":"prominent_color_detection"},{"index":3,"position":{"x":734,"y":107,"width":68,"height":110},"scaled_width":4.06,"scaled_height":6.57,"actual_filled_area":15.33,"bounding_box_area":26,"exact_perimeter":27.9,"approximate_perimeter":25.88,"convex_hull_perimeter":18.4,"perimeter_pixels":467.30360723121873,"original_contour_points":203,"approximation_points":14,"shape_analysis":{"aspect_ratio":1.62,"compactness":0.2475,"perimeter_to_area_ratio":1.82},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":4,"position":{"x":625,"y":107,"width":94,"height":110},"scaled_width":5.61,"scaled_height":6.57,"actual_filled_area":21.1,"bounding_box_area":36,"exact_perimeter":35.65,"approximate_perimeter":32.87,"convex_hull_perimeter":20.27,"perimeter_pixels":597.0609665440995,"original_contour_points":197,"approximation_points":14,"shape_analysis":{"aspect_ratio":1.17,"compactness":0.2086,"perimeter_to_area_ratio":1.6896},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":5,"position":{"x":519,"y":107,"width":90,"height":110},"scaled_width":5.37,"scaled_height":6.57,"actual_filled_area":20.41,"bounding_box_area":35,"exact_perimeter":32.87,"approximate_perimeter":32.14,"convex_hull_perimeter":23.15,"perimeter_pixels":550.6345596729061,"original_contour_points":65,"approximation_points":8,"shape_analysis":{"aspect_ratio":1.22,"compactness":0.2374,"perimeter_to_area_ratio":1.6105},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":7,"position":{"x":6,"y":107,"width":86,"height":110},"scaled_width":5.13,"scaled_height":6.57,"actual_filled_area":16.36,"bounding_box_area":33,"exact_perimeter":28.38,"approximate_perimeter":26.23,"convex_hull_perimeter":19.56,"perimeter_pixels":475.404112294607,"original_contour_points":185,"approximation_points":12,"shape_analysis":{"aspect_ratio":1.28,"compactness":0.2553,"perimeter_to_area_ratio":1.7347},"image_base64":"data:image/png;base64,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"},{"id":"2c9f5901-fce4-4c96-ac8b-383671ea8458","height":6.57,"width":4.06,"perimeter":27.9,"area":15.33,"image":"data:image/png;base64,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IyS+861gwkAifyq++pHvf+ca+69+j7NPfsTl3Q+Yn91mrxH2pxByx7KfsMoB5HkYMT+hW9yF7oLWOho3okOogKyBBtNVKkALYQPWGiiook1bTTgtsSizEoXVwJyWJRGdXGf/+vfZf+n3YPTmrwSF/awk47JCffY/fP/GgtFowlnY4+LeB6z6OQf7R4R4gC32oHl8+HugRzLC7aeePvkRy8svaNenNJ4JVpgQfGslmRS0tfg2/gM7Crr+YimXLJcIKWX6bKDFy125MPMp/eiQw+N3OHrjDwlHP0D2/uxby4Rdkv1/Kd79jcfDY1QO6DplceH42pnsHzM+fh3Ge195nkeviHzB+f2P6JcnNGlGtESsjKiOMyZGlo4SrohFForW/MDVJE/OmaiCSSYJWBA0BJBQnLXmkNHx2xy/9oeE699DJr8eTBhI2j8tq+PsL/2NuM+dT1pOTj6h7yYcXb8B4y8Pb8DjGLH8nMX8FsoF6gvCJgAXAAVJuGQspPI5KyqhBuF4KAKqo0gWLdpDA6KKa8RcyD6h3f9trr/8J0xf+gEyfjKI4reR5Oh/F7/8B3/ZA70ccL6Y8flZzyujZxBNvvz//PLO37Fc3WEv9mi3KvmuanYWJhimCdM1TgQb4dIUZN5uoLMOqaqQLJNdMFUMI+dckHOjfY5ufJ+j6z9Ext+cefqiSA7+hfj53/mb02v4p7/k/Y/vQDP6yuMeXhHacffuh/TdGU2TcFuhtDXtMeCJivjJoYcaLtbdIbwSgobkmbUVMJkEoTMjmbM3nXJ88w2mx78DzWvPOQTfHpJrfyK++qm/Qsu6uQGh+cpjrjDCu39w7EP6s9uE9Zy2iSzNsGA1T7Az3SuUveSrBj/C6ydlg0GVjIgTBKRRQtvS94GkkXDtLfZf/yEcfAeZ/Nav/WrYJRn/vnj/of/uq79XE8hfTldXRFyxeu8fOezmjJrI+mzOdDQlWQ+SaHJR1moREZBsBHGiOXhPRskSCjDAQ6lvcKNbXhLbwHg04uRiRpq+Tq/HyNEfwf4PkP1vh7P2oulpYmFXU1f9Jd35XZq0JHSJlljkuJQCjhxStYiKpaTWohYQbIPcLmat7vgXcHR4gORE2zTEMCbZiDB5jeNX/wBG/3xE0vPQVUYs5pzevwduuKUS1tUdI2hQ2FfMoqunKD6FVQG1AwBwZbHsmOwdsVzBSy+9CXs3kPbZwtf/3OjqKC5nrGbnRBy1Up/gKW/yBvLQodvDtf5fK9JB3EESYMzmFzSTKReXHeO9mzTNNY5ffwf6X0mdzK8FbUbS7VPv55dEjEgpFsSc1PUPH+JDCZPsrJJajwYEKypbyCCJlDOjyRSaPc7nxutv/QCmLyPTP/7Naqi0ndL9mtXFCXttwHKiCYpi5NRtEv5X4SbD54dFU2GRISQgE0cNq94YTY+5c2/Fwevfg/lveLBL21Fcz1mcn7I3akirOdG9FGM8RANeTzdKeQNZcdkUBopbLUw0QtOwSo6FPSYHr0BzjNz8337DiR3aYcSMxeycJoJ1S1RKz5ErkPdHQRGr12YbBJxusUsV3R1ihDCiy5G3v//HsP5qB+d/NtqObFoT1Tk/vceN68f06yWecsHwPO7gik1NnrBacqUSCRILWMYcM2OdMi4NfR4hk5vIG//mN6vhAdoyIvcld4xVdPSjRNOjUdqmRhbflt1uCsgrSVMq9eMetAcv9gn+mdBmtKxbwKZkKkOoSZ9Q4krOLkTGrrxcffsdl9IFZlPNU+CGTkRGBzC+9it+xF8PigC++NAXv/wrhlWQfejsYsDjRFP1piXhZCwEtPctvN2FoEoCRBtybmjaA4hfnSR5VnI/937xOd6f0I4dugUkA2koc25w9zNoAulBFNLkYQDYIwAQjyShwIDKHVTofq18qj2iyvcCZErTrmaMm+Ma0L3riLwt9eqZZbesCGEpxXsqWC4Q7lKdM1zY2VR8U1eC1CJ10c2KEAngsYg6aUAi7WjK4xn7/LS6/ISPf/HXXN57j2mzxudntCJMmzHqSvaSWcxksnQ1sSUEm/JwIPoJGYGSPYAKwVNpWUHG6auY9zIxQ0v2SKbBpKXLMNk75sZrvw2bq4uw6tZ1Mgt9n9Eo5Oy1LUOxikxKlg4of69lsbuYJhMlWLnBYTaYOaotzWhvZ/a8eBpPM8HO8MUt4nhFXp0wCkrrI8SUBiW700nCJSHa4+60TJFH9oB4Eh2pmMcSjdYeyCiprDrv61kU8ohEg8uYLkdyCkwmHdfaEmvbMCKlRKimainMKH0wrA701QKSqzftQ1se4aEaA3FIyZBxw3hy8JXw9OeifIn092j8lP0mk+WUqcAoaQXkRrJADEYikegQYGQjwpWmHk9mpCCGEXEacEVyh4SE0oP1hRkAEkkWSD6GMKWVMcGFiQUi58BmPWYs9zTixCpaHMgIsqmAc3azDwNzxAWRBnctS5GSLFJJZABp6LMgEoltixx8jSg9TwR6RiGxF5yVdzQpQ/Yy0DJCahxMtSfQERBC6hCPpQJJhiJJtp9rac2ATbn6roURQCQh1lEaOhpWa+pCaCBZ6TnV9GTJ9KZIWkK/3mGEZkYNtCkzcsG8yHppSoFJcEU910CekaXA7YNDsEjK1AcxoqwIakURYiQC7eSQ0y4h0/HXxgMAZEJaOnvNIZf3bnG9OcCWMxqaktSyFhMjpK70ZcrlOcSaYtUVFfnU71nKJAwmBC+lBFkUq1B8cwjW0eCkVUdoMq2MWa4DJtd2GEGuJwJ1x31rnLqA2lZZ75qyYjWcYYoTqt4ogT4kV79CyUip/PTE10oeCwLRZFNzoa4oingsIRgCWKwBySLDsyhSsambJjdP+A7boE9hhGIEVBQY1eqvBG40nkvZwQA/8rb0DmSjI4ZctD8kHR8Ofw90NS8hj1FkLoA5QQTLD5bRfg0kNQcihmsuIIcBa4tu8u31pstkcUpJwLNfFNjxs57hVI+uY93cqF9hfQEOVwZUU5CrmewN2cbeonQmU0jrFd795Hme+ImoDHSGGv1FEiYZGxAoAlnZiNjnuaFBajwtPbiyNivC1KpPYI+/saHi0GvaziPlYX1HdFG7AexUPlePfbVefEW5xougwdtPmGZcu6EUG3PBhzSuUAogZTACn7HhULUSH6qaekrmXJnMV4vOd9mxe5P60GsoTB9O4uimyrOItuKPLBeXG9v6a6WaGYTtSjDJuDpWJ5tJgYD6ps5veManex8c2ueljVHvD6Q+n4h2OpM8/l5qZ0rvWS0vIX+NCtu3stqH6h3pyqTwhHnAaWoJSSWB4LudD56WIVCMezYlzINIeZpVUadtWa6DZ2wP3dSuTBuKwXfz1dvvWYVW2g5TVRz1hHWrr99yGroOSMFUuXiNClhlkG+SWVdrseFZVsUuUx+lK3Z10JcJv6HHAYfXjulzJpvRNA3taMRisSCEgOcCo/cazBraqbnKA4mj4eK6kZOKQ1qjqSMtL2A1+5LbeU6yRGwbUkrEGOlz3tzz1dd2+J5F0T6KhucdTPunNQLqiojEZkyfa2gDJaVMjG3t1AWhZuweeyKnaoKK9KuZOsEIXhrpNt7D7BRfvf+1W071rthN7W7/VukFyPYH6UFx9KTiqWQ0w/elHe+TenApiO++72mahpyvNjiXah6VtqD+yL6sG5IKIPCelp6GxPL+F1WZfg30UNPcygQfmuzqpn+HYKXNg5eQx2CpP/WLndUgW1/ima2m0WQPtMwc91K22zQNZCMMCnkjhgooYGDELg0WkzF4tkYgo/RE77i8fwf6xdPd5VPTkNGqnraH+h5LbMwHhK6hpC9twPIi6HHib9c02oZC2wlNO0YsknseMdMNKlDGpbSFU/HqUW+BAw+S4Kj1BEuYdizm5zA/f85HewwNK8K1DDwRrEGkpaQcAypQulSWZxoiAleb8D45ZXQTmRjId3TFo+hR1VU7pk1kf/8Q1dJYVrR0kA8hbGb9g40OZYh6Xb3Mle8oRsQQ71BLWD8n37+DL3/xteiJbTcarbmPCATU4rYhO2UAgpdm788V3XhGelA96e6vewfXEC2NrmKM9H1PjLHuTFLz2UMT9U0j2u0ZHpSL5YGt4Gc9l0J5z5zcuwPp63DsdnWEIBZRK0xgqHZyRUzQaloIg37QZ3vV57Zn1A0Dxd1f4+SYTsckU0KI5HWPaiRLQEw3bBQ3dAieiZR+rWzxTQMOlhr5jKVXBK4LGlmwvrwFdorPfuqy/wI3VxIwAr2MEJ0QCHiIJGkRixSx6iBa08JWD5uCPxh8GfRHgY4O2yUU2kE5utQVpTVlPEQbIlITQ4MPE4nFxfFhBQzo+l3PWg5obv4W+fOfEto9hL7uPqJl8wox1HuUDNaRFLoQAKHxUG+s9OnLUphlKMEC9D2e5kz3D5nNP6OdTJl99N/Y/4N//cJ4AGCrFTI6YN1eI472WVlidXnJwfQanoa+rR0aOtAFJgswIaQjSGMkaBHLJKbjQMoLZqefcThmY4KXdkax6IVqBMQMrn2xmFwQb1BXgqxxzaRQQARNPwJTgimhhuG9dj/bMEJH74jf/48u4yOyl6a4TYh4tmIJQQ325eq1UnMMdbkPgUAoFhVKaaikQKBVSKtzDibXOetO6Befwd33cf97F3kxYGSdvMbxK7/L3rXrjMdFB/SLFYeTQ3J2PJeEleoKCSsyc7BAk68jeYyr4HmN5RVR13SzL1h3mWRnQCJUCClQwztesnkVtbL11odYqtUQi1Rnr0EoOQuRci7TfJURAEwPGR/c4JKWlDtGsSH13eZLLlY3zaiMYdjlZFB4gSzU5ZnLDXgxZ6VRumXHaD9iqxWLy/ukWx/y0tF3XwQPyoOPfii+uuXIHGJFm3QZZEyYPFn3Ar/4sWuegZ3T8jMI90m5NIExip4rxnlfIrqU3rXPm2m5yoj2gMnBy3hzwDqvmCh4f0ET46ZSyNAau/FNRElRgu/kcWUwDKtP4aX7gKvTpzWjOGK2OGMln3B09xN8/ZHL6MXU0Mn4jec6jxz+4eb4/N6/96VNGDHBfFEbYiVkE1sriI38AjyRK8az6A+Eg1eIB6/Qy6iACPqOxnqi5WodKFmUXAFowXdfvklPlihTUfS9KcmUdjxisbhkHA3NF4T+nLufvgf9/Lkf5OugHA/IMiXTYjXiABSRVJkgz70WCj3sxey9xN6NNyEeYlmHyFPB6mDkmizfdiArue6hDcQwN9R1EFxkiSRzNLal3kJ6GlaMmDM7+ZB88kv87FcVf3pysqjkoSaHrdNWcuLyQkNVDzNifIP9m99FRsd0WYkSqumWC0quphhBQcpKEB7YFcu3p3ciIY5IBl3qmUxG9MtLWu1pbUbTn3L7l3/H+t7P8Pm73ypmGDMyc0y7olQHIF1tqe21meKLoIcYIeEdiYev4e0RvY1wHdfU507Go1Kwh4EFD88SQWKD11ZB070J3fKcho6Q5uyFJSef/4jZ/Z/A8hN89XffGmY4paHiAA0anr8E9mKdfqXjzvPSo8+gB0yPvkMK+xRztsE0EEKpexAruiBIpNEC8C2Rqep118gm9da7vkdCQ2gbFosF08kYyWs0L9B0n1eOes7v/IiT9/4CLj/B08++FcwYKXhaM46BpkY+y/YiChrw0OLhxayIR+MfJ8fsX/8OdvI669mCJHMaX5PrFmXqgnppvZzdCYSdpVGDg7K7Woq5Kz6U+9Y95hwiS1J/mz09xOaBxcdjpmvFFz9zmf7e1x0Y/VIKpmhmE6Oi6jxBSzfmDST1+W/zkYyQ5rviZ//N22tvcjm7Q6tLnHPEjKiZiOBmFWEND2JhlVycHB6MQCr40EqiODTRDetOCG2PrZ3L24b3yh4Bv3jP5fAbrMNOY8RGiJXWeULppjzkpq1uwfmo7Xeelh6PCB7fIB6+Sn/vBprWSOppfF5imeK4Kp7L7lj5EXs/7OJkN3GZB3LD4mX7gsZ66GcQWtRb5vfeZ73uuf7aAj//kcu1b6hFhGlpd+Fa0eJbSb4bkX4RN/dYRsj4Hem/+C8+ffkeq3sr3Gbo+pKxJ1oV3ITkLSax7Kcjg7gZmpyX8wwhZquBspI0sg1YTUmELER1kB7rz0i5o08rznTFXrqL3/+/nb2byOhf/soZIiI1X18KTxQrz6FSN41/LBTyqehLMfLx+ltc9zlfLL6AdIKvBFJf92ALOCNMI1mKaRsq2GxrXIXZ+HEAAA5ESURBVBU8Oa41ITMY5IpJRCWBR4IZLQ3Wd6TlghA6RnsNNk98dPoBr9nvMzn+Dr78j874ZUR+NSvEtcdDIntXc/d1JUvxIRzQF5Tf+1JGSPvb4ou/9fHxq3i6TVxFQnJwR3LpbFk60kiRPl5CPFwF0+yU/tYHFKnKL4IbLWNIATdnImCxI8g5i3ROXvd89tEFo8tbHCxPmB7/Dr76a2f0CiJvfq0MsTBHmjVmK0zWda/ssiWb1IRTqhPtMT1Wn5i+umpEDxnvv856/gU2+5xEJnrZTd3FUd1NmitZc8ldsG26Wx+LLarCN0l2cYU20K07VJXptSlZM5fLEywEXrp2wMnyLot7S2YXpzR7n3N08y7HL72Dr37ihCnSfPeFMcTT3zl2CekUTn5BlAXuywpQK7mMje/gsmlSX6BDUNZJ2jYC8FiTYpTUAuAyqn9XtKLQv5IRMn5HvPuJ5/kZl6f3cB2T7Zz1xR2CzRm3JS/tXkzUXNLaKKGEehn0hW1R2MNDAynADIOJAxnSoiRYgqLi5OWCQ4lI8OLpzn/JcnaX/vMfc3jtZcZ7r2Gf/Ae35hphPEGecqd1X/zUiStgCesL7Isfs774gm5+m/XlZ7Q2Z9oqwcbEXNLGZrWYx8sWzrnGeKIJQTIe1uBKqiCKJgvkRMMcE8Ek4IwJuSHm+GSMACAccO2V7yF5xvz2T+lmHc3oGo2scc+Vy1sEoLNNGZai+C8ZCGoGS/2BmoMKArXEcr1GtEN0jJuQLeKhZT77hNXomL3r70A8II4n+If/3pnsQzuGOAYNMJ2AGfQJUgfdGroVqVuzvvVXXF7ehbyiW57SzU/x/pzoS9TmhLQg9Qn3uqdFzcGUvYPKrE8CUpvWB1PEh7rCsnLEhwxfXzKaNYE0rKonZoSEN8W7d/2wf5v12W1mF3cJYYqFSNfNIMrGkx5AZbsBwKthjx1dQam0UTFsk9PY6aTs5TuH47KjHQLZItlKytPTEssdn97+ZU1/BggjpG2ROELDCEKgTwX6U6IBTlAnSPlsZKSJmGfSak7uZ7R0jFsYN0YcBxYXlzVNWrQDoRS6CAElEmtnt2hKtDIOWSKiQ8RWKLtz1UCoFMmRhtzZkzICQNofil/8hR/e/C55Padffo77BRJ6lH67AdMOE3ZN2BKtrbjaIcddERfiSvBtVF+voEQNyyWY6FSMlDRFLHhCzPidl0aY9yTLpLwmEUgO5IZsSoxNwWDlAoII5hWPC0mcVVcsjRGlGLHRRDQrW+B4Ytpsuz+Xct2a+/aMuFASxtTeuHWyuZKJpXJIi5VpZLJ6MeEVshpWB+7pSjxHLzF68w+4EZzbHycu5x17rSDpDKk1EFsmbC0nYQgTlCTSsFVmASQU+DzCDjOvMiQ4JDewhEgEdSRkmtr+1GaXKIlI2eUrEEohWQVEj2VKyqVg01OGGjEum5c74/GIhBd4jTjBHEmG9x3JjMl0r5gYLniNNWX37YbjAsG91hSWrj1KQD2WGJw7Rq54sBLFzeKFEQ+CB56Ehl1L/N7/4+3sjHlesfb7CC2RHobQxRYfvUWRU0K1hRnhKuykVnSWzmdDzq+G08VomkDMu7DGuiNWLS5P8zkqGdEiDlSbEobxMijr+XnpRV5bHzWihCAEUXIt8eqt1LcFrYMogjZTgkRsnRh2ktzum7QNbMgG1Gx1Qg0rf7vqrw6kU1DxeTNWz1b0PH2VG9/5IRZhcffnpP6S6AHFa1E8BWTgdmWmw9A4RTcltFs2RQZA2hXd7tAtuxrfCRiGe79ZVerGqPbeLvK3FiK71Jy50I4azKy+ihmaLSO1e46a433CHUIIKLWDAhEkYjlsvWkp19kkizRjdATpcbdtgEeK2PG6N/eA8dKKDROMQCqomGdlhEz/UNx/4jdbuLU4JS3vkqSvcJPSpjpQqnLKLoyPQNNJkcsFCRJr3XaRo8O6Kpu5Ktm3+0mXNhNOMittL0LA6gAlq60oALQE5wiw6Jeb2JAiaFS0esdFZJZtPIME2jhGiaRk5CT0IoiMajmIb32mod6CUjDJsDmulcCmM1hOCjW7qZv0QEHIp50k2jO3ARD5gfj6v/tv/cm/4ezHS7r7v2S1nDNpQTXTLY1ga+KoLag+rf2c3MpsdStdbGhqUaFuZs4QvinxKyPE0sA2G9jGAtCNRdD5umBNlRo+qea0V0hYHAIR5cETVLFWrhddSl7FlZRKTAkUCeUcWXxT3jWUfnkFULgmLJSkUcpeQGV1QiEZx+n7NfsjQXunEehzInVr4kSw/ACu6ZmYMfoz8dWf+9EbP+TSjXl3i5w6xqFWcuJIShVu44h3ZclLKqafNiBFERuxmrHlvUBVyg6gubaYGJiDD4FDLbVxdZDKTVVNdQXcOyzHq6bxcIVBlAwrsVyozuYHV4DkLUM2NXkFkBq0vOOpzv/CsBC0mMmeUI00zYjGGkQbGh09PyMAZPx/iHf/2Q+ys7J9lpd3Wa7Pccu04sTgSF5i3hUPvAYFi7It/cLxXQW/peL4sBmQYZNYhoqkmt8ImyrXbZRLH2AB9a/Dyhg+D77Ldj+MLXx0803Z9qMqYqgWMA4QI4k7MKKB+bYpE2vbQLaE50zTtCANyQLeB1J+whDHk5C0/1b84j/7zXiT2cknnN7+kFUPSoTGMBFClhI089pHVoRspXeHSCjQlCF4trGgrl5nUPRlhGvWr34eOgeEOsCDQ+/VEvONRWabb9UTVQzvUNZsV6fE8Pfd2vOK2ioXqV0LXEsK2ap+2HHiOhKaa5N6bYCGzgP4GKmbjb+wVjFy+G/FFz/2g3BEZgIyIs1uMVueM9ZxsU68ln+FWgxfLRkNGZNcvADfio8rRt+Q1xjiVwxBtVIL8SAMe5D/JiW1O7w/uEZMDCSV1XRFxO0ULsrOOa3otS1FYETwwaEbkB5SA4TCus+E2u9QackyppcWaQ6x5mBzlhdGMv1D8fN3/ejVyLgdcf65MrtXIJtmPcF7olbLhUFZFtBv8B1PHHaAasOADf+rOkK20d2yQUgVSZtxttodp4i3QcyVRbc1P5HKyE36dlhx2wIcGcQjD2bqFPVQBthKCkDLPpVl86thOoSIRsVcWbqSLdLpBPMx5+vn8SO+hOTaD4vTd/b/+jg408bpLz9DE3gH2Ao3L2JfSmsI9eJtblbCbnMuAJcaOqAoyOJWUcSIYVrkezl2uJPtzBatomn3fbhf14repvap9Z3jd2D4KFT0d9nUJGwcN/UCwguey30NIlQEU0HjCGkUT2Ayot075trRq6S979BMj+qzfo3kF3/lzD5l9sGPsfU90vwO3pftchotHb6crsbp02ZgdHd1bFosDMp3QFZvm//mIfa/oUF8PQaVsymM11rMMqpFJ2Xwh/0whuMLc+UKEzbMwTASImV3Riih8U5b1jqi14akSmwn9F0mjI+4+cYPGR1/Fw7egmtvIfLmC8CBfAX56hPn3kcs7n3Ixe33SIvPGMdLRszoV2esVqc0bdlsVUWIKrQxEoTi8brTrYvZ56EBCWQvzlq2YvrGKBuZPvT9KLnkq4yQHZECxVN3Asi0zHArJqZYRq0vcFI32jZiOZNS2Qcb1+JgNhGJzjqfE2NApTQZXqURnU/w0UswvsH5HCZHL3P95lvs33wN9l+C0TV24UJfOyMAfH3qrO7C/Q85+/xdzm7/lNzd5mACh3vCanmC2aI4N7ku8ToI4l6LRwIuDRojaFtq/Oo+dpu2EjJUuZYZ7bXR16b6ddPLfNADJSTSVeUxlJepF8cr4kSF3PeEKMTQwrCpeE6s+0SyjjCh7l89RsI1pDmGcJO1H7D2a7zxO39EmFxH9l6GyT4yfXiDj18JIwby9XtOdwLnnzC78z7373zE/PIW42ZGoHQ+a8RoMIKXJI6nnoO9yab7Qc5545a5BISIW91s8Mqq2K6GoSx5QP34NlCESU8zEpyEWwIrIZYgShQt0QCEPhuruoeeiRLaEbEZIc2Ii2UitHvEZp8utfS+x/jgdV5+/ffhle+C7CMHX16M8ytlxEDe/8hZnjK//TFnJ++zOPsQtUssr4ne05JoJdPQE0msFxfgpWJHaiGlahEPQoPlUZXbu7Y+m8/b+vDtSth8lkzvM1y7zWGhAsmEgImS+tKjNYcRrgHThlQDi72MaKavknzMaHTA8fXvMH71u7D/KjBCxn/yRGP8jTBiIO/fc8KS1ac/Zj37gvP7d5md38GXMyJLpmqMQ0bzkkBPoLbN9sFqGkgGu3Q4c32vNr0NDKnt4nbSuqLOYj0v1psqqrEknoiYa00yRXIYYWFEDiMkjrDYItrS6x7Tw7e5duO7TG6+CuN96AIy/sFTje03yoiBvP+ZszqhvzxlcX6X1eUJaX6CLS8gXTKNRmSN2gqsB+tw64vuqJYX2LaX+eD0DRJog0SU+nPwrKu+qClNIUDt2Nmbki3QEZnsXaejoZMWmglxesje8Q0ODo8Jk5tw/A7kFonPjib5VjBiIO9uO3kB6wuY3ae7vEtennHns/cJtkJ9iduaQEZqaDloR85naIXOb1tps+kbshFNrlVxS2WOYt6Q8xhhgktdETrGwxjVMVlb4vSIODlicniT0bUbMD2EdgISkfGLKU/+VjHiQfLLD3yAubA+h9l9Zuf3mM9PWc1n9N0Kzwv29xNK6Z+6HfyrpuvAADPDMhUWA0aD2yEiE0IzYjLZY2//mMnBMezfgHYPpkcgLcQxMnnyLc2ehr7VjHiQfPmuYz2kNaQl9D3kFTY/JfVL1us16/Wy1FNvuiP4FWWtqjSxpW1b2naMhknp4B8mZSvLZgyxBVpk78t3ZX+R9GvFiMeRz37sZZoPLaCtxJ60xqDcC67J6ruX8AMav9Ks/A39T0b/P3u6Npiu6TslAAAAAElFTkSuQmCC"},{"id":"2cdea302-acd1-4b80-bb5a-f2233e8dd8f4","height":6.57,"width":5.37,"perimeter":32.87,"area":20.41,"image":"data:image/png;base64,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"},{"id":"a025a556-776e-4efd-9900-46f8f3bef15c","height":6.39,"width":10.87,"perimeter":47.48,"area":38.48,"image":"data:image/png;base64,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"},{"id":"e987d4ff-0456-4403-8b91-7066a797370f","height":6.57,"width":5.13,"perimeter":28.38,"area":16.36,"image":"data:image/png;base64,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"}],"no_of_letters":8,"perimeter_of_sign":19.51,"nested_area":1.87,"occupied_area":1.03,"avg_char_height":6.4125000000000005,"widthOfSign":"48","otherDimensionOfSign":13.13,"width_of_smaller_line":20},"timestamp":"2026-03-27 05:29:04"} 
[2026-03-27 05:29:53] local.INFO: Image-to-Text API Request Received {"data":{"request_data":{"sign_width_or_height":"48","user_input_dimension":"width","sign_image":{"Illuminate\\Http\\UploadedFile":"C:\\xampp\\tmp\\phpC11E.tmp"}},"file_present":true},"timestamp":"2026-03-27 05:29:53"} 
[2026-03-27 05:29:53] local.INFO: Validation Passed {"data":{"sign_width_or_height":"48","user_input_dimension":"width"},"timestamp":"2026-03-27 05:29:53"} 
[2026-03-27 05:29:54] local.INFO: Concurrent API Success {"data":{"type":"prominent_color_detection","objects_count":0},"timestamp":"2026-03-27 05:29:54"} 
[2026-03-27 05:29:54] local.INFO: Concurrent API Success {"data":{"type":"light_color_detection","objects_count":0},"timestamp":"2026-03-27 05:29:54"} 
[2026-03-27 05:29:54] local.INFO: Concurrent API Success {"data":{"type":"extra_light_color_detection","objects_count":0},"timestamp":"2026-03-27 05:29:54"} 
[2026-03-27 05:29:54] local.INFO: All concurrent APIs failed or empty. Falling back. {"data":[],"timestamp":"2026-03-27 05:29:54"} 
[2026-03-27 05:29:55] local.INFO: Prepared Query Parameter for Image-to-Text API {"data":{"query_param":"banner_width_ft","query_value":3.9999984},"timestamp":"2026-03-27 05:29:55"} 
[2026-03-27 05:29:55] local.INFO: Calling Image-to-Text API {"data":{"file_name":"download (4).png","query_param":"banner_width_ft","query_value":3.9999984,"file_size":25620},"timestamp":"2026-03-27 05:29:55"} 
[2026-03-27 05:29:55] local.INFO: Detected Objects from Image-to-Text API 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05:29:55"} 
[2026-03-27 05:29:55] local.INFO: Nested area calculated {"data":{"nestedArea":940.1526999999999},"timestamp":"2026-03-27 05:29:55"} 
[2026-03-27 05:29:55] local.INFO: Mapped objects from Image-to-Text API 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"},{"id":"563d86b6-f35c-4ad2-96c6-24b7950311b0","height":9.08,"width":16.9,"perimeter":126.63,"area":67.57,"image":"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"},{"id":"c7a6757d-fb7d-41d3-8045-0845be873d62","height":9.08,"width":7.82,"perimeter":47.43,"area":25.21,"image":"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"}]},"timestamp":"2026-03-27 05:29:55"} 
[2026-03-27 05:29:55] local.INFO: Number of letters detected {"data":{"noOfLetters":12},"timestamp":"2026-03-27 05:29:55"} 
[2026-03-27 05:29:55] local.INFO: Perimeter calculated {"data":{"exactPerimeterSum":652.5699999999999,"perimeter_in_feet":54.38},"timestamp":"2026-03-27 05:29:55"} 
[2026-03-27 05:29:55] local.INFO: Actual filled area sum calculated {"data":{"actualFilledAreas":[39.34,40.72,62.42,27.73,30.87,30.87,27.99,27.99,61.61,24.82,67.57,25.21],"actualFilledAreaSum":467.14},"timestamp":"2026-03-27 05:29:55"} 
[2026-03-27 05:29:55] local.INFO: Occupied area calculated {"data":{"conversionFactor":0.00694444,"occupiedArea":3.24},"timestamp":"2026-03-27 05:29:55"} 
[2026-03-27 05:29:55] local.INFO: Average character height calculated {"data":{"avgCharHeight":9.159999999999998},"timestamp":"2026-03-27 05:29:55"} 
[2026-03-27 05:29:55] local.INFO: Original image dimensions and ratio {"data":{"originalWidth":497.0,"originalHeight":313.0,"ratio":1.5878594249201279},"timestamp":"2026-03-27 05:29:55"} 
[2026-03-27 05:29:55] local.INFO: Calculated sign dimensions {"data":{"widthOfSign":"48","otherDimensionOfSign":30.23},"timestamp":"2026-03-27 05:29:55"} 
[2026-03-27 05:29:55] local.INFO: Image to Text processing completed 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WSD7UkyplCyQfSmmVEoWyL4UUyolC2RfiimVkgWyL8WUSskC2ZdiSqVkgexLMaVSskD2pZhSKVkg+1JMqZQskH0pplRKFsi+FFMqJQtkX4oplZIFsi/FlErJAtmXYkqlZIHsSzGlUrJA9qWYUilZIPtSTKmULJB9KaZUDvKXyb4UUyoH+cvkXOEDSZhSGZABmUvx06kc5E0yl+KnUznIm2QuxU+ncpA3yVz4f5E3ybnCnLwnzMnAP3qTQF4fvfmhAAAAAElFTkSuQmCC"}],"no_of_letters":12,"perimeter_of_sign":54.38,"nested_area":6.53,"occupied_area":3.24,"avg_char_height":9.159999999999998,"widthOfSign":"48","otherDimensionOfSign":30.23,"width_of_smaller_line":20},"timestamp":"2026-03-27 05:29:55"} 
[2026-03-27 05:31:20] 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":null,"uv_printing_needed":null,"mockupCreationType":"single","raceway_depth":"2","raceway_height":"6","backer_offset":"2","backboard_cabinet_depth":"2","material":"Aluminium","application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","sign_image":{"Illuminate\\Http\\UploadedFile":"C:\\xampp\\tmp\\php14C8.tmp"}},"file_present":true},"timestamp":"2026-03-27 05:31:20"} 
[2026-03-27 05:31:20] local.INFO: Validation Passed {"data":{"sign_width_or_height":"120","user_input_dimension":"width"},"timestamp":"2026-03-27 05:31:20"} 
[2026-03-27 05:31:21] local.INFO: Concurrent API Success {"data":{"type":"prominent_color_detection","objects_count":0},"timestamp":"2026-03-27 05:31:21"} 
[2026-03-27 05:31:21] local.INFO: Concurrent API Success {"data":{"type":"light_color_detection","objects_count":0},"timestamp":"2026-03-27 05:31:21"} 
[2026-03-27 05:31:21] local.INFO: Concurrent API Success {"data":{"type":"extra_light_color_detection","objects_count":0},"timestamp":"2026-03-27 05:31:21"} 
[2026-03-27 05:31:21] local.INFO: All concurrent APIs failed or empty. Falling back. {"data":[],"timestamp":"2026-03-27 05:31:21"} 
[2026-03-27 05:31:22] local.INFO: Prepared Query Parameter for Image-to-Text API {"data":{"query_param":"banner_width_ft","query_value":9.999996},"timestamp":"2026-03-27 05:31:22"} 
[2026-03-27 05:31:22] local.INFO: Calling Image-to-Text API {"data":{"file_name":"download (4).png","query_param":"banner_width_ft","query_value":9.999996,"file_size":25620},"timestamp":"2026-03-27 05:31:22"} 
[2026-03-27 05:31:22] local.INFO: Detected Objects from Image-to-Text API 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05:31:22"} 
[2026-03-27 05:31:22] local.INFO: Nested area calculated {"data":{"nestedArea":5876.770599999999},"timestamp":"2026-03-27 05:31:22"} 
[2026-03-27 05:31:22] local.INFO: Mapped objects from Image-to-Text API 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"},{"id":"a7751f51-5e7e-42da-a653-9bb9e3d70339","height":22.7,"width":42.25,"perimeter":316.58,"area":422.34,"image":"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"},{"id":"7ef4e40d-7c03-4dc0-89c3-149713dd9371","height":22.7,"width":19.56,"perimeter":118.56,"area":157.58,"image":"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"}]},"timestamp":"2026-03-27 05:31:22"} 
[2026-03-27 05:31:22] local.INFO: Number of letters detected {"data":{"noOfLetters":12},"timestamp":"2026-03-27 05:31:22"} 
[2026-03-27 05:31:22] local.INFO: Perimeter calculated {"data":{"exactPerimeterSum":1631.4499999999998,"perimeter_in_feet":135.95},"timestamp":"2026-03-27 05:31:22"} 
[2026-03-27 05:31:22] local.INFO: Actual filled area sum calculated {"data":{"actualFilledAreas":[245.87,254.53,390.13,173.29,192.94,192.94,174.92,174.92,385.05,155.13,422.34,157.58],"actualFilledAreaSum":2919.6400000000003},"timestamp":"2026-03-27 05:31:22"} 
[2026-03-27 05:31:22] local.INFO: Occupied area calculated {"data":{"conversionFactor":0.00694444,"occupiedArea":20.28},"timestamp":"2026-03-27 05:31:22"} 
[2026-03-27 05:31:22] local.INFO: Average character height calculated {"data":{"avgCharHeight":22.899999999999995},"timestamp":"2026-03-27 05:31:22"} 
[2026-03-27 05:31:22] local.INFO: Original image dimensions and ratio {"data":{"originalWidth":497.0,"originalHeight":313.0,"ratio":1.5878594249201279},"timestamp":"2026-03-27 05:31:22"} 
[2026-03-27 05:31:22] local.INFO: Calculated sign dimensions {"data":{"widthOfSign":"120","otherDimensionOfSign":75.57},"timestamp":"2026-03-27 05:31:22"} 
[2026-03-27 05:31:22] local.INFO: Image to Text processing completed 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05:31:22"} 
[2026-03-27 05:31:23] 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":1324,"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":75.57,"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":12,"perimeter_of_sign":135.95,"nested_area":40.81,"occupied_area":20.28,"avg_char_height":"Less than 24 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dc0-89c3-149713dd9371\",\"height\":22.7,\"width\":19.56,\"perimeter\":118.56,\"area\":157.58,\"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":"RGB","uv_printing_needed":"Yes"}},"timestamp":"2026-03-27 05:31:23"} 
[2026-03-27 05:31:23] 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":75.57,"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":12,"perimeter_of_sign":135.95,"nested_area":40.81,"occupied_area":20.28,"avg_char_height":"Less than 24 inches","width_of_sign":"120","width_of_smaller_line":20,"other_dimension_of_sign":75.57,"material":"Aluminium","application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","size":"Size 1 (24\" H X 18\" W)","neon_color":"RGB","uv_printing_needed":"Yes","quotationId":1324}},"timestamp":"2026-03-27 05:31:23"} 
[2026-03-27 05:31:23] local.INFO: Looking up SignType {"data":{"sign_type":"Halo Lit Channel Letters"},"timestamp":"2026-03-27 05:31:23"} 
[2026-03-27 05:31:23] local.INFO: Retrieved Material Formulas {"data":{"sign_type_id":1,"formulas_count":38},"timestamp":"2026-03-27 05:31:23"} 
[2026-03-27 05:31:23] local.INFO: Retrieved Variables List {"data":{"sign_type_id":1,"variables_count":12},"timestamp":"2026-03-27 05:31:23"} 
[2026-03-27 05:31:23] local.INFO: Price Map Constructed {"data":{"price_map":{"material501803":3.6821,"weight_material501803":0.629,"material501880":2.4107,"weight_material501880":0.503,"material501060":2.2179,"weight_material501060":0.378,"material500730":2.7786,"weight_material500730":1.481,"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":"2026-03-27 05:31:23"} 
[2026-03-27 05:31:23] 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":"2026-03-27 05:31:23"} 
[2026-03-27 05:31:23] local.INFO: Initialized items collection {"data":{"count":0},"timestamp":"2026-03-27 05:31:23"} 
[2026-03-27 05:31:23] local.INFO: Merged material items {"data":{"formulas_count":38,"items_count_after_merge":38},"timestamp":"2026-03-27 05:31:23"} 
[2026-03-27 05:31:23] local.INFO: Merged variable items {"data":{"variables_count":12,"items_count_after_merge":50},"timestamp":"2026-03-27 05:31:23"} 
[2026-03-27 05:31:23] 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":"2026-03-27 05:31:23"} 
[2026-03-27 05:31:23] local.INFO: Initializing MathExecutor {"data":{"variables_count":204},"timestamp":"2026-03-27 05:31:23"} 
[2026-03-27 05:31:23] local.INFO: MathExecutor variables set {"data":{"variables_count":204},"timestamp":"2026-03-27 05:31:23"} 
[2026-03-27 05:31:23] 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":"2026-03-27 05:31:23"} 
[2026-03-27 05:31:23] 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":"2026-03-27 05:31:23"} 
[2026-03-27 05:31:23] 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":"10.20084"},"timestamp":"2026-03-27 05:31:23"} 
[2026-03-27 05:31:23] 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":"118.0568004"},"timestamp":"2026-03-27 05:31:23"} 
[2026-03-27 05:31:23] local.INFO: Dense weight computed {"data":{"name":"Aluminium Sheet 1.5 mm 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_stainless_steel, 0, weight_material501060 * ( sign_depth_or_thickness / 12 * perimeter_of_sign )  )","itemDenseWeight":"4.282425"},"timestamp":"2026-03-27 05:31:23"} 
[2026-03-27 05:31:23] 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":"30.1523505"},"timestamp":"2026-03-27 05:31:23"} 
[2026-03-27 05:31:23] 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":"2026-03-27 05:31:23"} 
[2026-03-27 05:31:23] 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":"2026-03-27 05:31:23"} 
[2026-03-27 05:31:23] 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":"2026-03-27 05:31:23"} 
[2026-03-27 05:31:23] 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":"2026-03-27 05:31:23"} 
[2026-03-27 05:31:23] local.INFO: Dense weight computed {"data":{"name":"Acrylic Sheet 8mm Matt 4 ft x 8 ft Pakistan","dense_weight_expression":"weight_material502525 * occupied_area","itemDenseWeight":17.745},"timestamp":"2026-03-27 05:31:23"} 
[2026-03-27 05:31:23] local.INFO: Formula executed successfully {"data":{"name":"Acrylic Sheet 8mm Matt 4 ft x 8 ft Pakistan","expression":"material502525 * nested_area  * variable3","result":158.81129880000003},"timestamp":"2026-03-27 05:31:23"} 
[2026-03-27 05:31:23] local.INFO: Dense weight computed {"data":{"name":"LED Module 0.4W UL Cool White 10000K China","dense_weight_expression":"if(application == application_interior, 0, nested_area * 10 * weight_material502468 )","itemDenseWeight":"3.2648"},"timestamp":"2026-03-27 05:31:23"} 
[2026-03-27 05:31:23] local.INFO: Formula executed successfully {"data":{"name":"LED Module 0.4W UL Cool White 10000K China","expression":"if(application == application_interior , 0 , nested_area * 10 * material502468)","result":"155.93501"},"timestamp":"2026-03-27 05:31:23"} 
[2026-03-27 05:31:23] 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":"2026-03-27 05:31:23"} 
[2026-03-27 05:31:23] local.INFO: Formula executed successfully {"data":{"name":"LED Strip UL Cool White China","expression":"if(application == application_interior , if( ul_mandatory == ul_mandatory_yes , ( material501842 / 3.2 ) * perimeter_of_sign , 0) , 0)","result":"0"},"timestamp":"2026-03-27 05:31:23"} 
[2026-03-27 05:31:23] 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":"2026-03-27 05:31:23"} 
[2026-03-27 05:31:23] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","expression":"if(

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

  if(

    ul_mandatory == ul_mandatory_yes,

    material502204,

    if(ul_mandatory == ul_mandatory_no , 0, 0)

  ),

  0

)","result":"0"},"timestamp":"2026-03-27 05:31:23"} 
[2026-03-27 05:31:23] 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":"2026-03-27 05:31:23"} 
[2026-03-27 05:31:23] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 5 && perimeter_of_sign / 3.2 <= 10, if(ul_mandatory  == ul_mandatory_yes , material502203 , 0), 0)","result":"0"},"timestamp":"2026-03-27 05:31:23"} 
[2026-03-27 05:31:23] 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":"2026-03-27 05:31:23"} 
[2026-03-27 05:31:23] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 15A-10+5","expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 10 && perimeter_of_sign / 3.2 <= 15, if(ul_mandatory == ul_mandatory_yes , material502204 + material502203, 0 ), 0 )","result":"0"},"timestamp":"2026-03-27 05:31:23"} 
[2026-03-27 05:31:23] 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":"2026-03-27 05:31:23"} 
[2026-03-27 05:31:23] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 20A-(10A+10A)","expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 15 && perimeter_of_sign / 3.2 <= 1500, if(ul_mandatory == ul_mandatory_yes , material502203 * 2, 0 ), 0 )","result":"0"},"timestamp":"2026-03-27 05:31:23"} 
[2026-03-27 05:31:23] 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":"2026-03-27 05:31:23"} 
[2026-03-27 05:31:23] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","expression":"if(application  == application_exterior && (nested_area  * 10)<= 70, material502204 , 0)","result":"0"},"timestamp":"2026-03-27 05:31:23"} 
[2026-03-27 05:31:23] 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":"2026-03-27 05:31:23"} 
[2026-03-27 05:31:23] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","expression":"if(application  == application_exterior && (nested_area * 10) > 70 && (nested_area * 10) <= 140, material502203 , 0)","result":"0"},"timestamp":"2026-03-27 05:31:23"} 
[2026-03-27 05:31:23] 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":"2026-03-27 05:31:23"} 
[2026-03-27 05:31:23] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 15A-10+5","expression":"if(application == application_exterior && nested_area * 10 > 140 && nested_area * 10 <= 210,  material502204 + material502203 , 0 )","result":"0"},"timestamp":"2026-03-27 05:31:23"} 
[2026-03-27 05:31:23] 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":"2026-03-27 05:31:23"} 
[2026-03-27 05:31:23] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 20A-(10A+10A)","expression":"if(application == application_exterior && nested_area * 10 > 210 && nested_area * 10 <= 21000, material502203 * 2, 0 )","result":"50.64"},"timestamp":"2026-03-27 05:31:23"} 
[2026-03-27 05:31:23] 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":"1.62"},"timestamp":"2026-03-27 05:31:23"} 
[2026-03-27 05:31:23] local.INFO: Formula executed successfully {"data":{"name":"Wire 18g UL UL Certified Red & White China","expression":"if(application  == application_interior && ul_mandatory == ul_mandatory_no , 0, material502206 * 2.5 * no_of_letters)","result":"8.358"},"timestamp":"2026-03-27 05:31:23"} 
[2026-03-27 05:31:23] 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":"2026-03-27 05:31:23"} 
[2026-03-27 05:31:23] local.INFO: Formula executed successfully {"data":{"name":"Non UL 5A Power Supply","expression":"if(application  == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 <= 5, material166 , 0)","result":"0"},"timestamp":"2026-03-27 05:31:23"} 
[2026-03-27 05:31:23] 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":"2026-03-27 05:31:23"} 
[2026-03-27 05:31:23] local.INFO: Formula executed successfully {"data":{"name":"Non UL 10A Power Supply","expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 5 && perimeter_of_sign / 3.2 <= 10, material167 , 0)","result":"0"},"timestamp":"2026-03-27 05:31:23"} 
[2026-03-27 05:31:23] 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":"2026-03-27 05:31:23"} 
[2026-03-27 05:31:23] local.INFO: Formula executed successfully {"data":{"name":"Non UL 15A Power Supply","expression":"if( application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign  / 3.2 > 10 && perimeter_of_sign / 3.2 <= 15, material168 , 0)","result":"0"},"timestamp":"2026-03-27 05:31:23"} 
[2026-03-27 05:31:23] 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":"2026-03-27 05:31:23"} 
[2026-03-27 05:31:23] local.INFO: Formula executed successfully {"data":{"name":"Non UL 20A Power Supply","expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign  / 3.2 > 15 && perimeter_of_sign / 3.2 <= 1500, material169 , 0)","result":"0"},"timestamp":"2026-03-27 05:31:23"} 
[2026-03-27 05:31:23] 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":"2026-03-27 05:31:23"} 
[2026-03-27 05:31:23] local.INFO: Formula executed successfully {"data":{"name":"Non UL LED strip","expression":"if(application == application_interior , if( ul_mandatory  == ul_mandatory_no , (material170 / 3.2) * perimeter_of_sign , 0), 0)","result":"0"},"timestamp":"2026-03-27 05:31:23"} 
[2026-03-27 05:31:23] 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":"2026-03-27 05:31:23"} 
[2026-03-27 05:31:23] local.INFO: Formula executed successfully {"data":{"name":"Non UL Wire","expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no , material171 * 2.5 * no_of_letters , 0)","result":"0"},"timestamp":"2026-03-27 05:31:23"} 
[2026-03-27 05:31:23] 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":0.0104743346158},"timestamp":"2026-03-27 05:31:23"} 
[2026-03-27 05:31:23] 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":10.4743346158},"timestamp":"2026-03-27 05:31:23"} 
[2026-03-27 05:31:23] 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":0.0008319058529166667},"timestamp":"2026-03-27 05:31:23"} 
[2026-03-27 05:31:23] 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":0.8319058529166666},"timestamp":"2026-03-27 05:31:23"} 
[2026-03-27 05:31:23] 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":0.007935101981666668},"timestamp":"2026-03-27 05:31:23"} 
[2026-03-27 05:31:23] 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":7.935101981666667},"timestamp":"2026-03-27 05:31:23"} 
[2026-03-27 05:31:23] 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":"2026-03-27 05:31:23"} 
[2026-03-27 05:31:23] local.INFO: Formula executed successfully {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte , (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.426 * material502098, 0 )","result":"0"},"timestamp":"2026-03-27 05:31:23"} 
[2026-03-27 05:31:23] 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":"2026-03-27 05:31:23"} 
[2026-03-27 05:31:23] local.INFO: Formula executed successfully {"data":{"name":"Matting Agent (P565-554) 1L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) * 22 * 0.234 * material502079 , 0 )","result":"0"},"timestamp":"2026-03-27 05:31:23"} 
[2026-03-27 05:31:23] 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":"2026-03-27 05:31:23"} 
[2026-03-27 05:31:23] 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":"2026-03-27 05:31:23"} 
[2026-03-27 05:31:23] 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":"2026-03-27 05:31:23"} 
[2026-03-27 05:31:23] local.INFO: Formula executed successfully {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte , (( occupied_area  * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign   ) * 2 )) * 22 * 0.12 * material501680 , 0 )","result":"0"},"timestamp":"2026-03-27 05:31:23"} 
[2026-03-27 05:31:23] 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":"0.016308559886667"},"timestamp":"2026-03-27 05:31:23"} 
[2026-03-27 05:31:23] local.INFO: Formula executed successfully {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte , 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.41 * material502098)","result":"16.308559886667"},"timestamp":"2026-03-27 05:31:23"} 
[2026-03-27 05:31:23] 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":"0.00791506177"},"timestamp":"2026-03-27 05:31:23"} 
[2026-03-27 05:31:23] local.INFO: Formula executed successfully {"data":{"name":"2k Adjuster (P190-376) Binder 2.5L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte , 0 , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) * 22 * 0.21 * material502131)","result":"7.91506177"},"timestamp":"2026-03-27 05:31:23"} 
[2026-03-27 05:31:23] 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":"0.0105979214"},"timestamp":"2026-03-27 05:31:23"} 
[2026-03-27 05:31:23] 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":"10.5979214"},"timestamp":"2026-03-27 05:31:23"} 
[2026-03-27 05:31:23] 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":"0.00084560842666667"},"timestamp":"2026-03-27 05:31:23"} 
[2026-03-27 05:31:23] local.INFO: Formula executed successfully {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte  , 0 , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) *22 * 0.08 * material501680)","result":"0.84560842666667"},"timestamp":"2026-03-27 05:31:23"} 
[2026-03-27 05:31:23] 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":10.9816987867434},"timestamp":"2026-03-27 05:31:23"} 
[2026-03-27 05:31:23] local.INFO: Formula executed successfully {"data":{"name":"Packaging/Box Making","expression":"variable23 * nested_area","result":30.6075},"timestamp":"2026-03-27 05:31:23"} 
[2026-03-27 05:31:23] 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":"2026-03-27 05:31:23"} 
[2026-03-27 05:31:23] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 5ply","dense_weight":0,"result":0},"timestamp":"2026-03-27 05:31:23"} 
[2026-03-27 05:31:23] 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":"2026-03-27 05:31:23"} 
[2026-03-27 05:31:23] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 7Ply","dense_weight":0,"result":0},"timestamp":"2026-03-27 05:31:23"} 
[2026-03-27 05:31:23] 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":"2026-03-27 05:31:23"} 
[2026-03-27 05:31:23] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 9 Ply","dense_weight":0,"result":0},"timestamp":"2026-03-27 05:31:23"} 
[2026-03-27 05:31:23] 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":"2026-03-27 05:31:23"} 
[2026-03-27 05:31:23] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 5mm 3 Core 4*8","dense_weight":0,"result":0},"timestamp":"2026-03-27 05:31:23"} 
[2026-03-27 05:31:23] 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":"2026-03-27 05:31:23"} 
[2026-03-27 05:31:23] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 7mm 4 Core","dense_weight":0,"result":0},"timestamp":"2026-03-27 05:31:23"} 
[2026-03-27 05:31:23] 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":"31.0156"},"timestamp":"2026-03-27 05:31:23"} 
[2026-03-27 05:31:23] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 8*4 Mersawa 6 core 9MM","dense_weight":0,"result":0},"timestamp":"2026-03-27 05:31:23"} 
[2026-03-27 05:31:23] local.INFO: Dense weight computed {"data":{"name":"Wood Lar 9''x132''","dense_weight_expression":"if( ( width_of_sign > 60 || other_dimension_of_sign > 60 ), 4 * sqrt(nested_area) * (  ( sign_depth_or_thickness + 2 ) / 12 ) * weight_material502074\t , 0 )","itemDenseWeight":"6.3882705014738"},"timestamp":"2026-03-27 05:31:23"} 
[2026-03-27 05:31:23] local.INFO: No formula, default result applied {"data":{"name":"Wood Lar 9''x132''","dense_weight":0,"result":0},"timestamp":"2026-03-27 05:31:23"} 
[2026-03-27 05:31:23] local.INFO: No formula, default result applied {"data":{"name":"Miscalleneous (10%)","dense_weight":0,"result":0},"timestamp":"2026-03-27 05:31:23"} 
[2026-03-27 05:31:23] local.INFO: No formula, default result applied {"data":{"name":"Where Wastage magnification factor for Sheets consumption is taken as","dense_weight":0,"result":0},"timestamp":"2026-03-27 05:31:23"} 
[2026-03-27 05:31:23] local.INFO: Formula executed successfully {"data":{"name":"Flush/Stud mounted","expression":"if(mounting_type == mounting_type_flush_stud_mounted, 1, 0 )","result":"1"},"timestamp":"2026-03-27 05:31:23"} 
[2026-03-27 05:31:23] 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":"2026-03-27 05:31:23"} 
[2026-03-27 05:31:23] 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":"2026-03-27 05:31:23"} 
[2026-03-27 05:31:23] 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":"2026-03-27 05:31:23"} 
[2026-03-27 05:31:23] 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":"2026-03-27 05:31:23"} 
[2026-03-27 05:31:23] 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":"2026-03-27 05:31:23"} 
[2026-03-27 05:31:23] 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":"2026-03-27 05:31:23"} 
[2026-03-27 05:31:23] local.INFO: Total Cost formula detected {"data":{"item_id":8},"timestamp":"2026-03-27 05:31:23"} 
[2026-03-27 05:31:23] local.INFO: Formula calculations completed {"data":{"total_items":50,"successful_calculations":49,"errors_count":0},"timestamp":"2026-03-27 05:31:23"} 
[2026-03-27 05:31:23] local.INFO: Summed initial totals {"data":{"totalCost_before_formula":619.4511524204603,"totalDenseWeight_before_formula":76.04984399540751},"timestamp":"2026-03-27 05:31:23"} 
[2026-03-27 05:31:23] local.INFO: Total Cost formula executed {"data":{"formula":"totalCost * variable2","computed_totalCost":681.3962676625064},"timestamp":"2026-03-27 05:31:23"} 
[2026-03-27 05:31:23] local.INFO: Preparing boxes for bin packing {"data":{"sign_type":"Halo Lit Channel Letters","objects_count":12,"totalDenseWeight":83.65482839494827},"timestamp":"2026-03-27 05:31:23"} 
[2026-03-27 05:31:23] local.INFO: Processing flush stud mounted objects for 3D bin packing {"data":{"objects_count":12,"sign_depth":"1"},"timestamp":"2026-03-27 05:31:23"} 
[2026-03-27 05:31:23] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-1","width":19.56,"height":22.7,"depth":"1"},"timestamp":"2026-03-27 05:31:23"} 
[2026-03-27 05:31:23] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-2","width":23.66,"height":22.7,"depth":"1"},"timestamp":"2026-03-27 05:31:23"} 
[2026-03-27 05:31:23] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-3","width":21.25,"height":23.42,"depth":"1"},"timestamp":"2026-03-27 05:31:23"} 
[2026-03-27 05:31:23] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-4","width":14.73,"height":23.42,"depth":"1"},"timestamp":"2026-03-27 05:31:23"} 
[2026-03-27 05:31:23] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-5","width":19.32,"height":22.7,"depth":"1"},"timestamp":"2026-03-27 05:31:23"} 
[2026-03-27 05:31:23] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-6","width":19.32,"height":22.7,"depth":"1"},"timestamp":"2026-03-27 05:31:23"} 
[2026-03-27 05:31:23] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-7","width":18.83,"height":22.7,"depth":"1"},"timestamp":"2026-03-27 05:31:23"} 
[2026-03-27 05:31:23] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-8","width":18.83,"height":22.7,"depth":"1"},"timestamp":"2026-03-27 05:31:23"} 
[2026-03-27 05:31:23] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-9","width":21.25,"height":23.18,"depth":"1"},"timestamp":"2026-03-27 05:31:23"} 
[2026-03-27 05:31:23] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-10","width":18.35,"height":23.18,"depth":"1"},"timestamp":"2026-03-27 05:31:23"} 
[2026-03-27 05:31:23] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-11","width":42.25,"height":22.7,"depth":"1"},"timestamp":"2026-03-27 05:31:23"} 
[2026-03-27 05:31:23] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-12","width":19.56,"height":22.7,"depth":"1"},"timestamp":"2026-03-27 05:31:23"} 
[2026-03-27 05:31:24] local.INFO: 3D Bin Packing API response received {"data":{"response":{"response":{"id":"1774589484_9b4ca71ace025b51fa645480048240fd","bins_packed":[{"bin_data":{"w":42.55,"h":23.72,"d":9.1,"id":"unique","used_space":85.4545,"weight":0,"gross_weight":0,"used_weight":100,"stack_height":23.72,"order_id":null},"image_complete":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260327/f330a0b13bd7bb0b572e2d171ca23ff9/1774589484-4128-4374556.svg","items":[{"id":"item-11","w":42.55,"h":23,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260327/f330a0b13bd7bb0b572e2d171ca23ff9/1774589484-412-6571827.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting 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":23.96,"h":23,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260327/f330a0b13bd7bb0b572e2d171ca23ff9/1774589484-4122-9289306.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting 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":19.86,"h":23,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260327/f330a0b13bd7bb0b572e2d171ca23ff9/1774589484-4122-5550279.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-12","w":19.86,"h":23,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260327/f330a0b13bd7bb0b572e2d171ca23ff9/1774589484-4123-3565884.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting 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":19.62,"h":23,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260327/f330a0b13bd7bb0b572e2d171ca23ff9/1774589484-4124-2589681.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, 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[2026-03-27 05:31:24] local.INFO: Box added from packed bin {"data":{"length":9.1,"width":42.55,"height":23.72,"denseWeight":83.65482839494827},"timestamp":"2026-03-27 05:31:24"} 
[2026-03-27 05:31:25] local.INFO: Shipping rates calculated {"data":{"boxes":[{"size":{"length":11.1,"width":44.55,"height":25.97},"quantity":1,"denseWeight":83.65482839494827}],"cheapestShippingCost":905.44,"rawShippingRates":{"data":[{"career":"dhl_small","overBreachSurcharge":0,"career_name":"DHL Pakistan Light","boxWeights":[{"size":{"length":11.1,"width":44.55,"height":25.97},"denseWeight":83.65482839494827,"volumetricWeight":42.5,"higherWeight":83.65482839494827,"quantity":1}],"totalHigherWeight":83.65482839494827,"DS":0,"rate":1089.6471865293677,"tariffAndDS":1089.6471865293677,"fuelSurcharge":"0.305","gst":"0.16","DdpService":0,"overweightSurcharge":115,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":1823.5949109681567,"totalShipmentCostFormula":"((tariffAndDS (1089.6471865294) + overlengthSurcharge (0) + overweightSurcharge (115) + nonConveyableSurcharge (0)) * (1 + fuelSurcharge (0.305)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 1823.59","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["Extra Charges: Weight too high for Single Box"]},{"career":"dhl_heavy","overBreachSurcharge":0,"career_name":"DHL Pakistan Heavy","boxWeights":[{"size":{"length":11.1,"width":44.55,"height":25.97},"denseWeight":83.65482839494827,"volumetricWeight":42.5,"higherWeight":83.65482839494827,"quantity":1}],"totalHigherWeight":83.65482839494827,"DS":0,"rate":632.3156303571523,"tariffAndDS":632.3156303571523,"fuelSurcharge":"0.305","gst":"0.16","DdpService":0,"overweightSurcharge":115,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":1131.286401234657,"totalShipmentCostFormula":"((tariffAndDS (632.31563035715) + overlengthSurcharge (0) + overweightSurcharge (115) + nonConveyableSurcharge (0)) * (1 + fuelSurcharge (0.305)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 1131.29","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["Extra Charges: Weight too high for Single Box"]},{"career":"dhl_usa","overBreachSurcharge":0,"career_name":"DHL USA","boxWeights":[{"size":{"length":11.1,"width":44.55,"height":25.97},"denseWeight":83.65482839494827,"volumetricWeight":42.5,"higherWeight":83.65482839494827,"quantity":1}],"totalHigherWeight":83.65482839494827,"DS":0,"rate":"790.44","tariffAndDS":790.44,"fuelSurcharge":"0","gst":"0","DdpService":0,"overweightSurcharge":115,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":905.44,"totalShipmentCostFormula":"(((tariffAndDS (790.44) + overlengthSurcharge (0) + overweightSurcharge (115) + nonConveyableSurcharge (0)) * (1 + fuelSurcharge (0))) * (1 + gst (0))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 905.44","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["Extra Charges: Weight too high for Single Box"]},{"career":"dhl_pakistan_heavy_special","overBreachSurcharge":0,"career_name":"DHL Pakistan Heavy Special","boxWeights":[{"size":{"length":11.1,"width":44.55,"height":25.97},"denseWeight":83.65482839494827,"volumetricWeight":42.5,"higherWeight":83.65482839494827,"quantity":1}],"totalHigherWeight":83.65482839494827,"DS":0,"rate":546,"tariffAndDS":546,"fuelSurcharge":"0.305","gst":"0.16","DdpService":0,"overweightSurcharge":115,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":1000.6217999999998,"totalShipmentCostFormula":"((tariffAndDS (546) + overlengthSurcharge (0) + overweightSurcharge (115) + nonConveyableSurcharge (0)) * (1 + fuelSurcharge (0.305)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 1000.62","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["Extra Charges: Weight too high for Single Box"]},{"career":"fedex","overBreachSurcharge":0,"career_name":"FedEx Standard","boxWeights":[{"size":{"length":11.1,"width":44.55,"height":25.97},"denseWeight":83.65482839494827,"volumetricWeight":42.5,"higherWeight":83.65482839494827,"quantity":1}],"totalHigherWeight":83.65482839494827,"DS":0,"rate":851.6061530605733,"tariffAndDS":851.6061530605733,"fuelSurcharge":"0.33","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":1313.8579729418525,"totalShipmentCostFormula":"(( tariffAndDS (851.60615306057) + overlengthSurcharge (0) + overweightSurcharge (0) ) * ( 1 + fuelSurcharge (0.33)) * ( 1 + gst (0.16))) + Custom Duty (0) + DDP (0)) + isRemotePrice (0) = 1313.8579729419","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["FedEx Not Available (Weight exceeds 66 kg)"]},{"career":"fedex_flyer","career_name":"FedEx Flyer","error":["Package doesn't come under dimension","Weight is higher then 2.5 kg"]},{"career":"ups_karachi_frontend","error":"No Shipping Cost found for UPS Careers"},{"career":"sea_mode_oa","career_name":"Bulk Shipments","error":["Weight is higher then 5 kg"]},{"career":"sea_mode_ob","overBreachSurcharge":0,"career_name":"Air Freight Cargo","boxWeights":[{"size":{"length":11.1,"width":44.55,"height":25.97},"denseWeight":83.65482839494827,"volumetricWeight":42.5,"higherWeight":83.65482839494827,"quantity":1}],"totalHigherWeight":83.65482839494827,"DS":0,"rate":1286.5482839494825,"tariffAndDS":1286.5482839494825,"fuelSurcharge":"0","gst":"0","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":1286.5482839494825,"totalShipmentCostFormula":"((tariffAndDS (1286.5482839495) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0)) * (1 + gst (0))) + DdpService (0) + isRemotePrice (0) = 1286.5482839495","careerDDPValue":0}],"upsCareers":{"6":{"career":"ups_pakistan_heavy_saver_envelopes_k0f572","career_name":"UPS Pakistan Envelopes (K0F572)","error":["Weight is higher then 5 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[2026-03-27 05:31:25] local.INFO: Yes Factor Founded {"data":{"sign_type":"Halo Lit Channel Letters","productCostFactor":"1.66"},"timestamp":"2026-03-27 05:31:25"} 
[2026-03-27 05:31:25] local.INFO: Product cost factor determined {"data":{"sign_type":"Halo Lit Channel Letters","productCostFactor":"1.66"},"timestamp":"2026-03-27 05:31:25"} 
[2026-03-27 05:31:25] local.INFO: Final API Response {"data":{"sign_width":"120","sign_height":75.57,"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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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","overBreachSurcharge":0,"career_name":"DHL Pakistan Light","boxWeights":[{"size":{"length":11.1,"width":44.55,"height":25.97},"denseWeight":83.65482839494827,"volumetricWeight":42.5,"higherWeight":83.65482839494827,"quantity":1}],"totalHigherWeight":83.65482839494827,"DS":0,"rate":1089.6471865293677,"tariffAndDS":1089.6471865293677,"fuelSurcharge":"0.305","gst":"0.16","DdpService":0,"overweightSurcharge":115,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":1823.5949109681567,"totalShipmentCostFormula":"((tariffAndDS (1089.6471865294) + overlengthSurcharge (0) + overweightSurcharge (115) + nonConveyableSurcharge (0)) * (1 + fuelSurcharge (0.305)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 1823.59","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["Extra Charges: Weight too high for Single Box"]},{"career":"dhl_heavy","overBreachSurcharge":0,"career_name":"DHL Pakistan Heavy","boxWeights":[{"size":{"length":11.1,"width":44.55,"height":25.97},"denseWeight":83.65482839494827,"volumetricWeight":42.5,"higherWeight":83.65482839494827,"quantity":1}],"totalHigherWeight":83.65482839494827,"DS":0,"rate":632.3156303571523,"tariffAndDS":632.3156303571523,"fuelSurcharge":"0.305","gst":"0.16","DdpService":0,"overweightSurcharge":115,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":1131.286401234657,"totalShipmentCostFormula":"((tariffAndDS (632.31563035715) + overlengthSurcharge (0) + overweightSurcharge (115) + nonConveyableSurcharge (0)) * (1 + fuelSurcharge (0.305)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 1131.29","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["Extra Charges: Weight too high for Single Box"]},{"career":"dhl_usa","overBreachSurcharge":0,"career_name":"DHL USA","boxWeights":[{"size":{"length":11.1,"width":44.55,"height":25.97},"denseWeight":83.65482839494827,"volumetricWeight":42.5,"higherWeight":83.65482839494827,"quantity":1}],"totalHigherWeight":83.65482839494827,"DS":0,"rate":"790.44","tariffAndDS":790.44,"fuelSurcharge":"0","gst":"0","DdpService":0,"overweightSurcharge":115,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":905.44,"totalShipmentCostFormula":"(((tariffAndDS (790.44) + overlengthSurcharge (0) + overweightSurcharge (115) + nonConveyableSurcharge (0)) * (1 + fuelSurcharge (0))) * (1 + gst (0))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 905.44","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["Extra Charges: Weight too high for Single Box"]},{"career":"dhl_pakistan_heavy_special","overBreachSurcharge":0,"career_name":"DHL Pakistan Heavy Special","boxWeights":[{"size":{"length":11.1,"width":44.55,"height":25.97},"denseWeight":83.65482839494827,"volumetricWeight":42.5,"higherWeight":83.65482839494827,"quantity":1}],"totalHigherWeight":83.65482839494827,"DS":0,"rate":546,"tariffAndDS":546,"fuelSurcharge":"0.305","gst":"0.16","DdpService":0,"overweightSurcharge":115,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":1000.6217999999998,"totalShipmentCostFormula":"((tariffAndDS (546) + overlengthSurcharge (0) + overweightSurcharge (115) + nonConveyableSurcharge (0)) * (1 + fuelSurcharge (0.305)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 1000.62","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["Extra Charges: Weight too high for Single Box"]},{"career":"fedex","overBreachSurcharge":0,"career_name":"FedEx Standard","boxWeights":[{"size":{"length":11.1,"width":44.55,"height":25.97},"denseWeight":83.65482839494827,"volumetricWeight":42.5,"higherWeight":83.65482839494827,"quantity":1}],"totalHigherWeight":83.65482839494827,"DS":0,"rate":851.6061530605733,"tariffAndDS":851.6061530605733,"fuelSurcharge":"0.33","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":1313.8579729418525,"totalShipmentCostFormula":"(( tariffAndDS (851.60615306057) + overlengthSurcharge (0) + overweightSurcharge (0) ) * ( 1 + fuelSurcharge (0.33)) * ( 1 + gst (0.16))) + Custom Duty (0) + DDP (0)) + isRemotePrice (0) = 1313.8579729419","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["FedEx Not Available (Weight exceeds 66 kg)"]},{"career":"fedex_flyer","career_name":"FedEx Flyer","error":["Package doesn't come under dimension","Weight is higher then 2.5 kg"]},{"career":"ups_karachi_frontend","error":"No Shipping Cost found for UPS Careers"},{"career":"sea_mode_oa","career_name":"Bulk Shipments","error":["Weight is higher then 5 kg"]},{"career":"sea_mode_ob","overBreachSurcharge":0,"career_name":"Air Freight Cargo","boxWeights":[{"size":{"length":11.1,"width":44.55,"height":25.97},"denseWeight":83.65482839494827,"volumetricWeight":42.5,"higherWeight":83.65482839494827,"quantity":1}],"totalHigherWeight":83.65482839494827,"DS":0,"rate":1286.5482839494825,"tariffAndDS":1286.5482839494825,"fuelSurcharge":"0","gst":"0","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":1286.5482839494825,"totalShipmentCostFormula":"((tariffAndDS (1286.5482839495) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0)) * (1 + gst (0))) + DdpService (0) + isRemotePrice (0) = 1286.5482839495","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","career_name":"UPS Pakistan (K0F572)","error":"Weight should not cross 70kg"},"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","career_name":"UPS Pakistan Small (K0F569)","error":"Weight should not cross 70kg"},"10":{"career":"ups_pakistan_heavy_expedited","career_name":"UPS Pakistan Heavy Expedited (K0F572)","error":"Weight should not cross 70kg"}}},"cheapest_shipping_cost_usd":910.0,"totalCost":2050.0,"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":10.20084,"result":"118.0568004","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":4.282425,"result":"30.1523505","sign_material":"Aluminium Sheet 1.5 mm 4 ft x 8 ft Pakistan","description":"Aluminium 14 G / 0.074 inch - Corrosion-resistant, and Durable for Sign Returns.","sequence_no":3},{"material_id":4,"dense_weight_expression":0,"result":"0","sign_material":"SS Sheet 14g Brushed Silver 4 ft x 8 ft Pakistan","description":null,"sequence_no":4},{"material_id":5,"dense_weight_expression":0,"result":"0","sign_material":"SS Sheet 26g Brushed Silver 4 ft x 8 ft Pakistan","description":null,"sequence_no":5},{"material_id":6,"dense_weight_expression":17.745,"result":158.81129880000003,"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":3.2648,"result":"155.93501","sign_material":"LED Module 0.4W UL Cool White 10000K China","description":"UL Certified Modules – 12V DC, IP65, 0.72–1.2W per module","sequence_no":7},{"material_id":8,"dense_weight_expression":0,"result":"0","sign_material":"LED Strip UL Cool White China","description":null,"sequence_no":8},{"material_id":9,"dense_weight_expression":0,"result":"0","sign_material":"Power Supply 5A UL Certified IP68 Everylite China","description":null,"sequence_no":9},{"material_id":10,"dense_weight_expression":0,"result":"0","sign_material":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","description":null,"sequence_no":10},{"variable_id":19,"dense_weight_expression":0,"result":"0","sign_material":"Power Supply 15A-10+5","description":null,"sequence_no":11},{"variable_id":20,"dense_weight_expression":0,"result":"0","sign_material":"Power Supply 20A-(10A+10A)","description":null,"sequence_no":12},{"material_id":13,"dense_weight_expression":0,"result":"0","sign_material":"Power Supply 5A UL Certified IP68 Everylite China","description":null,"sequence_no":13},{"material_id":14,"dense_weight_expression":0,"result":"0","sign_material":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","description":null,"sequence_no":14},{"variable_id":21,"dense_weight_expression":0,"result":"0","sign_material":"Power Supply 15A-10+5","description":null,"sequence_no":15},{"variable_id":22,"dense_weight_expression":1.478,"result":"50.64","sign_material":"Power Supply 20A-(10A+10A)","description":"Power Supply – 12V DC, total 20A (10A + 10A), 240W, UL certified.","sequence_no":16},{"material_id":17,"dense_weight_expression":1.62,"result":"8.358","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":0.0104743346158,"result":10.4743346158,"sign_material":"Epoxy Primer Pakistan","description":null,"sequence_no":24},{"material_id":25,"dense_weight_expression":0.0008319058529166667,"result":0.8319058529166666,"sign_material":"Master Thinner Pakistan","description":null,"sequence_no":25},{"material_id":26,"dense_weight_expression":0.007935101981666668,"result":7.935101981666667,"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":0.016308559886667,"result":"16.308559886667","sign_material":"Paint (P425-950) Jet Black 1L Nexa Pakistan","description":null,"sequence_no":31},{"material_id":32,"dense_weight_expression":0.00791506177,"result":"7.91506177","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":0.0105979214,"result":"10.5979214","sign_material":"Hardner (922) 1L Nexa Pakistan","description":null,"sequence_no":33},{"material_id":34,"dense_weight_expression":0.00084560842666667,"result":"0.84560842666667","sign_material":"Thinner (P850-1491) Fast 5L Nexa Pakistan","description":null,"sequence_no":34},{"material_id":35,"dense_weight_expression":0,"result":10.9816987867434,"sign_material":"Paint Miscellaneous [Fixed Cost]","description":null,"sequence_no":35},{"variable_id":23,"dense_weight_expression":0,"result":30.6075,"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":31.0156,"result":0,"sign_material":"Plywood Sheet 8*4 Mersawa 6 core 9MM","description":null,"sequence_no":42},{"material_id":359,"dense_weight_expression":6.3882705014738,"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":83.65482839494827,"result":681.3962676625064,"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","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":75.57,"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":12,"perimeter_of_sign":135.95,"nested_area":40.81,"occupied_area":20.28,"avg_char_height":"Less than 24 inches","width_of_sign":"120","width_of_smaller_line":20,"other_dimension_of_sign":75.57,"material":"Aluminium","application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","size":"Size 1 (24\" H X 18\" W)","neon_color":"RGB","uv_printing_needed":"Yes","quotationId":1324},"TATDays":21,"testDenseWeight":0,"vendorName":"EpicCraftings Pakistan","quotationId":1324},"timestamp":"2026-03-27 05:31:25"} 
[2026-03-27 05:31:25] local.INFO: API Epic Craftings Calculation Ended ======================================================================================================== {"data":null,"timestamp":"2026-03-27 05:31:25"} 
[2026-03-27 05:31:26] local.INFO: API B2 Sign Calculation Started ======================================================================================================== {"data":null,"timestamp":"2026-03-27 05:31:26"} 
[2026-03-27 05:31:26] local.INFO: Incoming Request {"data":{"sign_type_name":"Halo Lit Channel Letters","sign_depth":1,"mounting_type":"Flush/Stud mounted","sign_height":75.57,"sign_width":"120","dimensions":[{"id":"aa01f967-6921-4df5-b27d-c2f756340dd7","height":22.7,"width":19.56},{"id":"656addb6-d98e-42a5-872a-43b3d2c5003d","height":22.7,"width":23.66},{"id":"14e78c24-f9f7-4f4f-ba21-6c77e30b67e2","height":23.42,"width":21.25},{"id":"3a615490-a645-4a91-adc3-79741d94fcd8","height":23.42,"width":14.73},{"id":"33a81223-efa0-4071-b6a0-6f05b80be8dd","height":22.7,"width":19.32},{"id":"b15a12c4-c51e-4410-b723-396d97ec4059","height":22.7,"width":19.32},{"id":"a3a1bd6b-1392-4eba-a4ce-cb7dbd23b068","height":22.7,"width":18.83},{"id":"48803018-9b3e-4ed8-bfb7-366dc01d5569","height":22.7,"width":18.83},{"id":"ee3e80c4-7ed7-4a9a-8ea5-db7cce262f77","height":23.18,"width":21.25},{"id":"51d1ffd5-e8fc-4691-9621-fb18617b3019","height":23.18,"width":18.35},{"id":"a7751f51-5e7e-42da-a653-9bb9e3d70339","height":22.7,"width":42.25},{"id":"7ef4e40d-7c03-4dc0-89c3-149713dd9371","height":22.7,"width":19.56}]},"timestamp":"2026-03-27 05:31:26"} 
[2026-03-27 05:31:26] local.INFO: Validating Request Payload {"data":[],"timestamp":"2026-03-27 05:31:26"} 
[2026-03-27 05:31:26] local.INFO: Request Validation Successful {"data":{"validated_data":{"sign_type_name":"Halo Lit Channel Letters","sign_depth":1,"mounting_type":"Flush/Stud mounted","sign_height":75.57,"sign_width":"120","dimensions":[{"id":"aa01f967-6921-4df5-b27d-c2f756340dd7","height":22.7,"width":19.56},{"id":"656addb6-d98e-42a5-872a-43b3d2c5003d","height":22.7,"width":23.66},{"id":"14e78c24-f9f7-4f4f-ba21-6c77e30b67e2","height":23.42,"width":21.25},{"id":"3a615490-a645-4a91-adc3-79741d94fcd8","height":23.42,"width":14.73},{"id":"33a81223-efa0-4071-b6a0-6f05b80be8dd","height":22.7,"width":19.32},{"id":"b15a12c4-c51e-4410-b723-396d97ec4059","height":22.7,"width":19.32},{"id":"a3a1bd6b-1392-4eba-a4ce-cb7dbd23b068","height":22.7,"width":18.83},{"id":"48803018-9b3e-4ed8-bfb7-366dc01d5569","height":22.7,"width":18.83},{"id":"ee3e80c4-7ed7-4a9a-8ea5-db7cce262f77","height":23.18,"width":21.25},{"id":"51d1ffd5-e8fc-4691-9621-fb18617b3019","height":23.18,"width":18.35},{"id":"a7751f51-5e7e-42da-a653-9bb9e3d70339","height":22.7,"width":42.25},{"id":"7ef4e40d-7c03-4dc0-89c3-149713dd9371","height":22.7,"width":19.56}]}},"timestamp":"2026-03-27 05:31:26"} 
[2026-03-27 05:31:26] local.INFO: Fetching Sign Type {"data":{"sign_type_name":"Halo Lit Channel Letters"},"timestamp":"2026-03-27 05:31:26"} 
[2026-03-27 05:31:26] local.INFO: Sign Type Query Result {"data":{"found":true,"sign_type_id":1},"timestamp":"2026-03-27 05:31:26"} 
[2026-03-27 05:31:26] local.INFO: Checking B2 Module for Sign Type {"data":{"sign_type_id":1},"timestamp":"2026-03-27 05:31:26"} 
[2026-03-27 05:31:26] local.INFO: Sign Type B2 Module Result {"data":{"has_b2_module":true},"timestamp":"2026-03-27 05:31:26"} 
[2026-03-27 05:31:26] local.INFO: Fetching Unique Returns for Sign Type {"data":{"sign_type_id":1},"timestamp":"2026-03-27 05:31:26"} 
[2026-03-27 05:31:27] local.INFO: Unique Returns Found {"data":{"unique_returns":{"Illuminate\\Support\\Collection":[2,3]}},"timestamp":"2026-03-27 05:31:27"} 
[2026-03-27 05:31:27] local.INFO: Processing dimensions block {"data":{"return_value":2,"raw_dimensions":[{"id":"aa01f967-6921-4df5-b27d-c2f756340dd7","height":22.7,"width":19.56},{"id":"656addb6-d98e-42a5-872a-43b3d2c5003d","height":22.7,"width":23.66},{"id":"14e78c24-f9f7-4f4f-ba21-6c77e30b67e2","height":23.42,"width":21.25},{"id":"3a615490-a645-4a91-adc3-79741d94fcd8","height":23.42,"width":14.73},{"id":"33a81223-efa0-4071-b6a0-6f05b80be8dd","height":22.7,"width":19.32},{"id":"b15a12c4-c51e-4410-b723-396d97ec4059","height":22.7,"width":19.32},{"id":"a3a1bd6b-1392-4eba-a4ce-cb7dbd23b068","height":22.7,"width":18.83},{"id":"48803018-9b3e-4ed8-bfb7-366dc01d5569","height":22.7,"width":18.83},{"id":"ee3e80c4-7ed7-4a9a-8ea5-db7cce262f77","height":23.18,"width":21.25},{"id":"51d1ffd5-e8fc-4691-9621-fb18617b3019","height":23.18,"width":18.35},{"id":"a7751f51-5e7e-42da-a653-9bb9e3d70339","height":22.7,"width":42.25},{"id":"7ef4e40d-7c03-4dc0-89c3-149713dd9371","height":22.7,"width":19.56}],"sign_height_raw":75.57,"sign_width_raw":"120"},"timestamp":"2026-03-27 05:31:27"} 
[2026-03-27 05:31:27] local.INFO: Calculated sign dimensions {"data":{"sign_depth":2,"sign_height":76.0,"sign_width":120.0,"tax_factor":0.0887},"timestamp":"2026-03-27 05:31:27"} 
[2026-03-27 05:31:27] local.INFO: Fetching max heightOrWidth from B2SignProductionPrice {"data":{"sign_type_id":1},"timestamp":"2026-03-27 05:31:27"} 
[2026-03-27 05:31:27] local.INFO: Max heightOrWidth found {"data":{"maxHeightOrWidth":"36.00"},"timestamp":"2026-03-27 05:31:27"} 
[2026-03-27 05:31:27] local.INFO: Initialized result array for dimension calculations {"data":[],"timestamp":"2026-03-27 05:31:27"} 
[2026-03-27 05:31:27] local.INFO: Dimension Calculation {"data":{"dim_id":"aa01f967-6921-4df5-b27d-c2f756340dd7","height":22.7,"width":19.56,"ceilHeight":23.0,"ceilWidth":20.0,"biggerDimension":23.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":39,"sign_type_id":1,"heightOrWidth":"23.00","return":2,"price":250,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-03-27 05:31:27"} 
[2026-03-27 05:31:27] local.INFO: Dimension Calculation {"data":{"dim_id":"656addb6-d98e-42a5-872a-43b3d2c5003d","height":22.7,"width":23.66,"ceilHeight":23.0,"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":"2026-03-27 05:31:27"} 
[2026-03-27 05:31:27] local.INFO: Dimension Calculation {"data":{"dim_id":"14e78c24-f9f7-4f4f-ba21-6c77e30b67e2","height":23.42,"width":21.25,"ceilHeight":24.0,"ceilWidth":22.0,"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":"2026-03-27 05:31:27"} 
[2026-03-27 05:31:27] local.INFO: Dimension Calculation {"data":{"dim_id":"3a615490-a645-4a91-adc3-79741d94fcd8","height":23.42,"width":14.73,"ceilHeight":24.0,"ceilWidth":15.0,"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":"2026-03-27 05:31:27"} 
[2026-03-27 05:31:27] local.INFO: Dimension Calculation {"data":{"dim_id":"33a81223-efa0-4071-b6a0-6f05b80be8dd","height":22.7,"width":19.32,"ceilHeight":23.0,"ceilWidth":20.0,"biggerDimension":23.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":39,"sign_type_id":1,"heightOrWidth":"23.00","return":2,"price":250,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-03-27 05:31:27"} 
[2026-03-27 05:31:27] local.INFO: Dimension Calculation {"data":{"dim_id":"b15a12c4-c51e-4410-b723-396d97ec4059","height":22.7,"width":19.32,"ceilHeight":23.0,"ceilWidth":20.0,"biggerDimension":23.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":39,"sign_type_id":1,"heightOrWidth":"23.00","return":2,"price":250,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-03-27 05:31:27"} 
[2026-03-27 05:31:27] local.INFO: Dimension Calculation {"data":{"dim_id":"a3a1bd6b-1392-4eba-a4ce-cb7dbd23b068","height":22.7,"width":18.83,"ceilHeight":23.0,"ceilWidth":19.0,"biggerDimension":23.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":39,"sign_type_id":1,"heightOrWidth":"23.00","return":2,"price":250,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-03-27 05:31:27"} 
[2026-03-27 05:31:27] local.INFO: Dimension Calculation {"data":{"dim_id":"48803018-9b3e-4ed8-bfb7-366dc01d5569","height":22.7,"width":18.83,"ceilHeight":23.0,"ceilWidth":19.0,"biggerDimension":23.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":39,"sign_type_id":1,"heightOrWidth":"23.00","return":2,"price":250,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-03-27 05:31:27"} 
[2026-03-27 05:31:27] local.INFO: Dimension Calculation {"data":{"dim_id":"ee3e80c4-7ed7-4a9a-8ea5-db7cce262f77","height":23.18,"width":21.25,"ceilHeight":24.0,"ceilWidth":22.0,"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":"2026-03-27 05:31:27"} 
[2026-03-27 05:31:27] local.INFO: Dimension Calculation {"data":{"dim_id":"51d1ffd5-e8fc-4691-9621-fb18617b3019","height":23.18,"width":18.35,"ceilHeight":24.0,"ceilWidth":19.0,"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":"2026-03-27 05:31:27"} 
[2026-03-27 05:31:27] local.INFO: Dimension Calculation {"data":{"dim_id":"a7751f51-5e7e-42da-a653-9bb9e3d70339","height":22.7,"width":42.25,"ceilHeight":23.0,"ceilWidth":43.0,"biggerDimension":43.0,"priceRow_found":false,"priceRow":null,"defaultShippingRate":null},"timestamp":"2026-03-27 05:31:27"} 
[2026-03-27 05:31:27] local.INFO: Dimension Calculation {"data":{"dim_id":"7ef4e40d-7c03-4dc0-89c3-149713dd9371","height":22.7,"width":19.56,"ceilHeight":23.0,"ceilWidth":20.0,"biggerDimension":23.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":39,"sign_type_id":1,"heightOrWidth":"23.00","return":2,"price":250,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-03-27 05:31:27"} 
[2026-03-27 05:31:27] local.INFO: Base Production Cost Calculated {"data":{"result_items_count":12,"baseProductionCost":3322,"result":[{"id":"aa01f967-6921-4df5-b27d-c2f756340dd7","height":22.7,"width":19.56,"depth":2,"price":250},{"id":"656addb6-d98e-42a5-872a-43b3d2c5003d","height":22.7,"width":23.66,"depth":2,"price":264},{"id":"14e78c24-f9f7-4f4f-ba21-6c77e30b67e2","height":23.42,"width":21.25,"depth":2,"price":264},{"id":"3a615490-a645-4a91-adc3-79741d94fcd8","height":23.42,"width":14.73,"depth":2,"price":264},{"id":"33a81223-efa0-4071-b6a0-6f05b80be8dd","height":22.7,"width":19.32,"depth":2,"price":250},{"id":"b15a12c4-c51e-4410-b723-396d97ec4059","height":22.7,"width":19.32,"depth":2,"price":250},{"id":"a3a1bd6b-1392-4eba-a4ce-cb7dbd23b068","height":22.7,"width":18.83,"depth":2,"price":250},{"id":"48803018-9b3e-4ed8-bfb7-366dc01d5569","height":22.7,"width":18.83,"depth":2,"price":250},{"id":"ee3e80c4-7ed7-4a9a-8ea5-db7cce262f77","height":23.18,"width":21.25,"depth":2,"price":264},{"id":"51d1ffd5-e8fc-4691-9621-fb18617b3019","height":23.18,"width":18.35,"depth":2,"price":264},{"id":"a7751f51-5e7e-42da-a653-9bb9e3d70339","height":22.7,"width":42.25,"depth":2,"price":502},{"id":"7ef4e40d-7c03-4dc0-89c3-149713dd9371","height":22.7,"width":19.56,"depth":2,"price":250}]},"timestamp":"2026-03-27 05:31:27"} 
[2026-03-27 05:31:27] local.INFO: Max PSU Height Fetched {"data":{"maxPSU":"45.00","signHeight":76.0},"timestamp":"2026-03-27 05:31:27"} 
[2026-03-27 05:31:27] local.INFO: Sign height exceeds max PSU, using maxPSU as PSUValue {"data":{"PSUValue":"1.002"},"timestamp":"2026-03-27 05:31:27"} 
[2026-03-27 05:31:27] local.INFO: PSU Cost Calculated {"data":{"PSUNumbers":3.0,"PSUCost":148.47},"timestamp":"2026-03-27 05:31:27"} 
[2026-03-27 05:31:27] local.INFO: Total Production Cost and Tax {"data":{"productionCost":3470.47,"taxFactor":0.0887,"tax":307.830689},"timestamp":"2026-03-27 05:31:27"} 
[2026-03-27 05:31:27] local.INFO: Box Calculation Details {"data":{"breadth":82.0,"boxDepth":8,"oneBoxCapacity":-21.0,"noOfBoxes":-5.0,"noOfFullBoxes":-6.0,"noOfHalfBoxes":1.0,"widthOfFullBox":-21.0,"widthOfHalfBox":-6.0},"timestamp":"2026-03-27 05:31:27"} 
[2026-03-27 05:31:27] local.INFO: Calculated Shipping Weight {"data":{"shippingWeightInLB":424.7482014388489,"shippingWeightInKG":192.62956981353693},"timestamp":"2026-03-27 05:31:27"} 
[2026-03-27 05:31:27] local.INFO: Fetched Shipping Rate from DB {"data":{"shippingWeightInKG":192.62956981353693,"shippingRateFound":true,"shippingRateRow":{"App\\Models\\B2ShippingRates":{"id":9,"min":"181","max":"205","rate":"170","created_at":null,"updated_at":null}}},"timestamp":"2026-03-27 05:31:27"} 
[2026-03-27 05:31:27] local.INFO: Final Shipping Rate Used {"data":{"shippingRate":170,"defaultShippingRate":null},"timestamp":"2026-03-27 05:31:27"} 
[2026-03-27 05:31:27] local.INFO: Final Sign Price Calculation {"data":{"baseProductionCost":3322,"PSUCost":148.47,"tax":307.830689,"shippingRate":170,"miscellaenous":0,"signPrice":3948.3006889999997},"timestamp":"2026-03-27 05:31:27"} 
[2026-03-27 05:31:27] local.INFO: Initial TAT Days Set {"data":{"sign_type_name":"Halo Lit Channel Letters","TATdays":7},"timestamp":"2026-03-27 05:31:27"} 
[2026-03-27 05:31:27] local.INFO: Final dataResults entry added {"data":{"sign_type":"Halo Lit Channel Letters","sign_width":"120","sign_height":75.57,"sign_depth":2,"totalCost":3948.3006889999997,"TATDays":7,"baseProductionCost":3322,"productionCost":3470.47,"PSUCost":148.47,"tax":307.830689,"shippingCost":170,"uniqueReturns_count":2,"objects_count":12},"timestamp":"2026-03-27 05:31:27"} 
[2026-03-27 05:31:27] local.INFO: Processing dimensions block {"data":{"return_value":3,"raw_dimensions":[{"id":"aa01f967-6921-4df5-b27d-c2f756340dd7","height":22.7,"width":19.56},{"id":"656addb6-d98e-42a5-872a-43b3d2c5003d","height":22.7,"width":23.66},{"id":"14e78c24-f9f7-4f4f-ba21-6c77e30b67e2","height":23.42,"width":21.25},{"id":"3a615490-a645-4a91-adc3-79741d94fcd8","height":23.42,"width":14.73},{"id":"33a81223-efa0-4071-b6a0-6f05b80be8dd","height":22.7,"width":19.32},{"id":"b15a12c4-c51e-4410-b723-396d97ec4059","height":22.7,"width":19.32},{"id":"a3a1bd6b-1392-4eba-a4ce-cb7dbd23b068","height":22.7,"width":18.83},{"id":"48803018-9b3e-4ed8-bfb7-366dc01d5569","height":22.7,"width":18.83},{"id":"ee3e80c4-7ed7-4a9a-8ea5-db7cce262f77","height":23.18,"width":21.25},{"id":"51d1ffd5-e8fc-4691-9621-fb18617b3019","height":23.18,"width":18.35},{"id":"a7751f51-5e7e-42da-a653-9bb9e3d70339","height":22.7,"width":42.25},{"id":"7ef4e40d-7c03-4dc0-89c3-149713dd9371","height":22.7,"width":19.56}],"sign_height_raw":75.57,"sign_width_raw":"120"},"timestamp":"2026-03-27 05:31:27"} 
[2026-03-27 05:31:27] local.INFO: Calculated sign dimensions {"data":{"sign_depth":3,"sign_height":76.0,"sign_width":120.0,"tax_factor":0.0887},"timestamp":"2026-03-27 05:31:27"} 
[2026-03-27 05:31:27] local.INFO: Fetching max heightOrWidth from B2SignProductionPrice {"data":{"sign_type_id":1},"timestamp":"2026-03-27 05:31:27"} 
[2026-03-27 05:31:27] local.INFO: Max heightOrWidth found {"data":{"maxHeightOrWidth":"36.00"},"timestamp":"2026-03-27 05:31:27"} 
[2026-03-27 05:31:27] local.INFO: Initialized result array for dimension calculations {"data":[],"timestamp":"2026-03-27 05:31:27"} 
[2026-03-27 05:31:27] local.INFO: Dimension Calculation {"data":{"dim_id":"aa01f967-6921-4df5-b27d-c2f756340dd7","height":22.7,"width":19.56,"ceilHeight":23.0,"ceilWidth":20.0,"biggerDimension":23.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":40,"sign_type_id":1,"heightOrWidth":"23.00","return":3,"price":262,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-03-27 05:31:27"} 
[2026-03-27 05:31:27] local.INFO: Dimension Calculation {"data":{"dim_id":"656addb6-d98e-42a5-872a-43b3d2c5003d","height":22.7,"width":23.66,"ceilHeight":23.0,"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":"2026-03-27 05:31:27"} 
[2026-03-27 05:31:27] local.INFO: Dimension Calculation {"data":{"dim_id":"14e78c24-f9f7-4f4f-ba21-6c77e30b67e2","height":23.42,"width":21.25,"ceilHeight":24.0,"ceilWidth":22.0,"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":"2026-03-27 05:31:27"} 
[2026-03-27 05:31:27] local.INFO: Dimension Calculation {"data":{"dim_id":"3a615490-a645-4a91-adc3-79741d94fcd8","height":23.42,"width":14.73,"ceilHeight":24.0,"ceilWidth":15.0,"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":"2026-03-27 05:31:27"} 
[2026-03-27 05:31:27] local.INFO: Dimension Calculation {"data":{"dim_id":"33a81223-efa0-4071-b6a0-6f05b80be8dd","height":22.7,"width":19.32,"ceilHeight":23.0,"ceilWidth":20.0,"biggerDimension":23.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":40,"sign_type_id":1,"heightOrWidth":"23.00","return":3,"price":262,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-03-27 05:31:27"} 
[2026-03-27 05:31:27] local.INFO: Dimension Calculation {"data":{"dim_id":"b15a12c4-c51e-4410-b723-396d97ec4059","height":22.7,"width":19.32,"ceilHeight":23.0,"ceilWidth":20.0,"biggerDimension":23.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":40,"sign_type_id":1,"heightOrWidth":"23.00","return":3,"price":262,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-03-27 05:31:27"} 
[2026-03-27 05:31:27] local.INFO: Dimension Calculation {"data":{"dim_id":"a3a1bd6b-1392-4eba-a4ce-cb7dbd23b068","height":22.7,"width":18.83,"ceilHeight":23.0,"ceilWidth":19.0,"biggerDimension":23.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":40,"sign_type_id":1,"heightOrWidth":"23.00","return":3,"price":262,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-03-27 05:31:27"} 
[2026-03-27 05:31:27] local.INFO: Dimension Calculation {"data":{"dim_id":"48803018-9b3e-4ed8-bfb7-366dc01d5569","height":22.7,"width":18.83,"ceilHeight":23.0,"ceilWidth":19.0,"biggerDimension":23.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":40,"sign_type_id":1,"heightOrWidth":"23.00","return":3,"price":262,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-03-27 05:31:27"} 
[2026-03-27 05:31:27] local.INFO: Dimension Calculation {"data":{"dim_id":"ee3e80c4-7ed7-4a9a-8ea5-db7cce262f77","height":23.18,"width":21.25,"ceilHeight":24.0,"ceilWidth":22.0,"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":"2026-03-27 05:31:27"} 
[2026-03-27 05:31:27] local.INFO: Dimension Calculation {"data":{"dim_id":"51d1ffd5-e8fc-4691-9621-fb18617b3019","height":23.18,"width":18.35,"ceilHeight":24.0,"ceilWidth":19.0,"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":"2026-03-27 05:31:27"} 
[2026-03-27 05:31:27] local.INFO: Dimension Calculation {"data":{"dim_id":"a7751f51-5e7e-42da-a653-9bb9e3d70339","height":22.7,"width":42.25,"ceilHeight":23.0,"ceilWidth":43.0,"biggerDimension":43.0,"priceRow_found":false,"priceRow":null,"defaultShippingRate":null},"timestamp":"2026-03-27 05:31:27"} 
[2026-03-27 05:31:27] local.INFO: Dimension Calculation {"data":{"dim_id":"7ef4e40d-7c03-4dc0-89c3-149713dd9371","height":22.7,"width":19.56,"ceilHeight":23.0,"ceilWidth":20.0,"biggerDimension":23.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":40,"sign_type_id":1,"heightOrWidth":"23.00","return":3,"price":262,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-03-27 05:31:27"} 
[2026-03-27 05:31:27] local.INFO: Base Production Cost Calculated {"data":{"result_items_count":12,"baseProductionCost":3459,"result":[{"id":"aa01f967-6921-4df5-b27d-c2f756340dd7","height":22.7,"width":19.56,"depth":3,"price":262},{"id":"656addb6-d98e-42a5-872a-43b3d2c5003d","height":22.7,"width":23.66,"depth":3,"price":277},{"id":"14e78c24-f9f7-4f4f-ba21-6c77e30b67e2","height":23.42,"width":21.25,"depth":3,"price":277},{"id":"3a615490-a645-4a91-adc3-79741d94fcd8","height":23.42,"width":14.73,"depth":3,"price":277},{"id":"33a81223-efa0-4071-b6a0-6f05b80be8dd","height":22.7,"width":19.32,"depth":3,"price":262},{"id":"b15a12c4-c51e-4410-b723-396d97ec4059","height":22.7,"width":19.32,"depth":3,"price":262},{"id":"a3a1bd6b-1392-4eba-a4ce-cb7dbd23b068","height":22.7,"width":18.83,"depth":3,"price":262},{"id":"48803018-9b3e-4ed8-bfb7-366dc01d5569","height":22.7,"width":18.83,"depth":3,"price":262},{"id":"ee3e80c4-7ed7-4a9a-8ea5-db7cce262f77","height":23.18,"width":21.25,"depth":3,"price":277},{"id":"51d1ffd5-e8fc-4691-9621-fb18617b3019","height":23.18,"width":18.35,"depth":3,"price":277},{"id":"a7751f51-5e7e-42da-a653-9bb9e3d70339","height":22.7,"width":42.25,"depth":3,"price":502},{"id":"7ef4e40d-7c03-4dc0-89c3-149713dd9371","height":22.7,"width":19.56,"depth":3,"price":262}]},"timestamp":"2026-03-27 05:31:27"} 
[2026-03-27 05:31:27] local.INFO: Max PSU Height Fetched {"data":{"maxPSU":"45.00","signHeight":76.0},"timestamp":"2026-03-27 05:31:27"} 
[2026-03-27 05:31:27] local.INFO: Sign height exceeds max PSU, using maxPSU as PSUValue {"data":{"PSUValue":"1.002"},"timestamp":"2026-03-27 05:31:27"} 
[2026-03-27 05:31:27] local.INFO: PSU Cost Calculated {"data":{"PSUNumbers":3.0,"PSUCost":148.47},"timestamp":"2026-03-27 05:31:27"} 
[2026-03-27 05:31:27] local.INFO: Total Production Cost and Tax {"data":{"productionCost":3607.47,"taxFactor":0.0887,"tax":319.98258899999996},"timestamp":"2026-03-27 05:31:27"} 
[2026-03-27 05:31:27] local.INFO: Box Calculation Details {"data":{"breadth":82.0,"boxDepth":8,"oneBoxCapacity":-21.0,"noOfBoxes":-5.0,"noOfFullBoxes":-6.0,"noOfHalfBoxes":1.0,"widthOfFullBox":-21.0,"widthOfHalfBox":-6.0},"timestamp":"2026-03-27 05:31:27"} 
[2026-03-27 05:31:27] local.INFO: Calculated Shipping Weight {"data":{"shippingWeightInLB":424.7482014388489,"shippingWeightInKG":192.62956981353693},"timestamp":"2026-03-27 05:31:27"} 
[2026-03-27 05:31:27] local.INFO: Fetched Shipping Rate from DB {"data":{"shippingWeightInKG":192.62956981353693,"shippingRateFound":true,"shippingRateRow":{"App\\Models\\B2ShippingRates":{"id":9,"min":"181","max":"205","rate":"170","created_at":null,"updated_at":null}}},"timestamp":"2026-03-27 05:31:27"} 
[2026-03-27 05:31:27] local.INFO: Final Shipping Rate Used {"data":{"shippingRate":170,"defaultShippingRate":null},"timestamp":"2026-03-27 05:31:27"} 
[2026-03-27 05:31:27] local.INFO: Final Sign Price Calculation {"data":{"baseProductionCost":3459,"PSUCost":148.47,"tax":319.98258899999996,"shippingRate":170,"miscellaenous":0,"signPrice":4097.4525889999995},"timestamp":"2026-03-27 05:31:27"} 
[2026-03-27 05:31:27] local.INFO: Initial TAT Days Set {"data":{"sign_type_name":"Halo Lit Channel Letters","TATdays":7},"timestamp":"2026-03-27 05:31:27"} 
[2026-03-27 05:31:27] local.INFO: Final dataResults entry added {"data":{"sign_type":"Halo Lit Channel Letters","sign_width":"120","sign_height":75.57,"sign_depth":3,"totalCost":4097.4525889999995,"TATDays":7,"baseProductionCost":3459,"productionCost":3607.47,"PSUCost":148.47,"tax":319.98258899999996,"shippingCost":170,"uniqueReturns_count":2,"objects_count":12},"timestamp":"2026-03-27 05:31:27"} 
[2026-03-27 05:31:27] local.INFO: API B2 Sign Calculation ended ======================================================================================================== {"data":null,"timestamp":"2026-03-27 05:31:27"} 
[2026-03-27 05:31:27] local.INFO: USA Workshop Calculation API Started {"data":{"request":{"sign_type":"Halo Lit Channel Letters","sign_depth":1,"mounting_type":"Flush/Stud mounted","sign_height":75.57,"sign_width":"120","shipping_weight":83.65482839494827,"shape":"rectangular","dimensions":[{"id":"aa01f967-6921-4df5-b27d-c2f756340dd7","height":22.7,"width":19.56},{"id":"656addb6-d98e-42a5-872a-43b3d2c5003d","height":22.7,"width":23.66},{"id":"14e78c24-f9f7-4f4f-ba21-6c77e30b67e2","height":23.42,"width":21.25},{"id":"3a615490-a645-4a91-adc3-79741d94fcd8","height":23.42,"width":14.73},{"id":"33a81223-efa0-4071-b6a0-6f05b80be8dd","height":22.7,"width":19.32},{"id":"b15a12c4-c51e-4410-b723-396d97ec4059","height":22.7,"width":19.32},{"id":"a3a1bd6b-1392-4eba-a4ce-cb7dbd23b068","height":22.7,"width":18.83},{"id":"48803018-9b3e-4ed8-bfb7-366dc01d5569","height":22.7,"width":18.83},{"id":"ee3e80c4-7ed7-4a9a-8ea5-db7cce262f77","height":23.18,"width":21.25},{"id":"51d1ffd5-e8fc-4691-9621-fb18617b3019","height":23.18,"width":18.35},{"id":"a7751f51-5e7e-42da-a653-9bb9e3d70339","height":22.7,"width":42.25},{"id":"7ef4e40d-7c03-4dc0-89c3-149713dd9371","height":22.7,"width":19.56}]}},"timestamp":"2026-03-27 05:31:27"} 
[2026-03-27 05:31:27] local.INFO: Validation Passed {"data":[],"timestamp":"2026-03-27 05:31:27"} 
[2026-03-27 05:31:27] local.INFO: Input Parameters {"data":{"dimensions_count":12,"shape":"rectangular"},"timestamp":"2026-03-27 05:31:27"} 
[2026-03-27 05:31:27] local.INFO: Resolved Default Data {"data":{"sign_type_map":{"sign_type_halo_lit_letters":"Halo Lit Channel Letters","sign_type_face_lit_letters":"Premium Face Lit Channel Letters - Metallic Trim","sign_type_face_and_halo_lit_letters":"Face & Halo Lit Channel Letters","sign_type_single_sided_lightbox":"Fabricated Lightbox - Single Sided","sign_type_double_sided_lightbox":"Fabricated Blade Sign - Illuminated/Double Sided","sign_type_flat_cut_acrylic_letters":"Flat Cut Acrylic Letters","sign_type_flat_cut_aluminum_letters":"Flat Cut Aluminum Letters","sign_type_single_sided_push_through":"Fabricated Push Through - Single Sided","sign_type_fabricated_letters_non_lit":"Fabricated Channel Letters - Non Illuminated","sign_type_2d_blade_sign":"Flat Blade Sign","sign_type_3d_blade_sign":"Fabricated Blade Sign - Non Illuminated / Double Sided","sign_type_neon_sign":"Neon Sign","sign_type_marquee_channel_letters":"Marquee Channel Letters","sign_type_open_face_neon_channel_letters":"Open Face Neon Channel Letters","sign_type_mirror_infinity_channel_letters":"Mirror Infinity Channel Letters","sign_type_metal_on_acrylic":"Flat Cut Acrylic with Metal Pasting","sign_type_neon_acrylic_sign":"Neon Acrylic Sign","sign_type_double_sided_push_through_cabinet":"Double Sided Push Through Cabinet","sign_type_standard_face_lit_plastic_trim_letters":"Standard Face Lit Letters - Plastic Trim","sign_type_face_and_side_lit_letters":"Face & Side Lit Channel Letters","sign_type_vacuum_formed_channel_letters":"Vacuum Formed Channel Letters","sign_type_a_frame_sign":"A - Frame Sign","sign_type_vinyl_banners":"Vinyl Banners","mounting_type_flush_stud_mounted":"Flush/Stud mounted","mounting_type_standard_raceway_6x2":"Standard Raceway","mounting_type_flat_backer_2_5_mm":"Flat Backer","mounting_type_backerboard_cabinet_2_inch":"Backerboard Cabinet","avg_char_height_less_than_24_inches":"Less than 24 inches","avg_char_height_greater_than_24_inches":"Greater than 24 inches","raceway_height_6":"6","raceway_height_8":"8","raceway_height_10":"10","raceway_height_12":"12","raceway_depth_2":"2","raceway_depth_3":"3","raceway_depth_4":"4","raceway_depth_5":"5","raceway_depth_6":"6","raceway_depth_7":"7","raceway_depth_8":"8","backboard_cabinet_depth_2":"2","backboard_cabinet_depth_3":"3","backboard_cabinet_depth_4":"4","backboard_cabinet_depth_5":"5","backboard_cabinet_depth_6":"6","backboard_cabinet_depth_7":"7","backboard_cabinet_depth_8":"8","material_aluminium":"Aluminium","material_stainless_steel":"Stainless Steel","application_exterior":"Exterior","application_interior":"Interior","ul_mandatory_yes":"Yes","ul_mandatory_no":"No","paint_finish_gloss_satin":"Gloss/Satin","paint_finish_matte":"Matte","neon_color_simple":"Simple","neon_color_rgb":"RGB","uv_printing_needed_yes":"Yes","uv_printing_needed_no":"No","trim_type_trimless":"Trimless","trim_type_with_trim":"With Trim","fabricated_finish_original_colors_matt":"Original Colors Matt","fabricated_finish_original_colors_gloss":"Original Colors Gloss","fabricated_finish_silver_mirror":"Silver Mirror","fabricated_finish_silver_brushed":"Silver Brushed","fabricated_finish_golden_mirror":"Golden Mirror","fabricated_finish_golden_brushed":"Golden Brushed","fabricated_finish_bronze_mirror":"Bronze Mirror","fabricated_finish_bronze_brushed":"Bronze Brushed","fabricated_finish_bronze_antique":"Bronze Antique","lightbox_type_light_box":"Lightbox","lightbox_type_cut_to_shape":"Cut to shape Lightbox","return_color_black":"Black","return_color_white":"White","return_color_blue":"Blue","return_color_brown":"Brown","return_color_yellow":"Yellow","return_color_teal":"Teal","return_color_orange":"Orange","return_color_golden_brushed":"Gold Brushed","return_color_match_logo":"Match Logo (Default)","shape_rectangular":"Rectangular","shape_cut_to_shape":"Cut to shape","shape_round":"Round","size_24inH_18inW":"Size 1 (24\" H X 18\" W)","size_36inH_24inW":"Size 2 (36\" H X 24\" W)","basic_fields_sign_width_or_height":"sign_width_or_height","basic_fields_sign_height":"sign_height","basic_fields_sign_width":"sign_width","basic_fields_sign_depth":"sign_depth"}},"timestamp":"2026-03-27 05:31:27"} 
[2026-03-27 05:31:27] local.INFO: Sign Type Lookup {"data":{"sign_type":"Halo Lit Channel Letters","found":true,"sign_type_id":1},"timestamp":"2026-03-27 05:31:27"} 
[2026-03-27 05:31:27] local.INFO: USA Workshop Module Check {"data":{"sign_type_id":1,"has_module":true},"timestamp":"2026-03-27 05:31:27"} 
[2026-03-27 05:31:27] local.INFO: Initial Price Lookup {"data":{"shape":"rectangular","price_found":true},"timestamp":"2026-03-27 05:31:27"} 
[2026-03-27 05:31:27] local.INFO: USA Workshop Price Found {"data":{"base":"object","price_per_inch":7.0},"timestamp":"2026-03-27 05:31:27"} 
[2026-03-27 05:31:27] local.INFO: Calculating Production Cost (Object Base) {"data":[],"timestamp":"2026-03-27 05:31:27"} 
[2026-03-27 05:31:27] local.INFO: USA Workshop Calculation Completed {"data":{"production_cost":1923.6000000000004,"dimensions_count":12},"timestamp":"2026-03-27 05:31:27"} 
[2026-03-27 05:34:22] 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":null,"uv_printing_needed":null,"mockupCreationType":"single","raceway_depth":"2","raceway_height":"6","backer_offset":"2","backboard_cabinet_depth":"2","material":"Aluminium","application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","sign_image":{"Illuminate\\Http\\UploadedFile":"C:\\xampp\\tmp\\phpDE2D.tmp"}},"file_present":true},"timestamp":"2026-03-27 05:34:22"} 
[2026-03-27 05:34:22] local.INFO: Validation Passed {"data":{"sign_width_or_height":"120","user_input_dimension":"width"},"timestamp":"2026-03-27 05:34:22"} 
[2026-03-27 05:34:24] local.INFO: Concurrent API Success {"data":{"type":"prominent_color_detection","objects_count":13},"timestamp":"2026-03-27 05:34:24"} 
[2026-03-27 05:34:24] local.INFO: Concurrent API Success {"data":{"type":"light_color_detection","objects_count":15},"timestamp":"2026-03-27 05:34:24"} 
[2026-03-27 05:34:24] local.INFO: Concurrent API Success {"data":{"type":"extra_light_color_detection","objects_count":14},"timestamp":"2026-03-27 05:34:24"} 
[2026-03-27 05:34:24] local.INFO: Best response selected from concurrent APIs {"data":{"objects_count":15},"timestamp":"2026-03-27 05:34:24"} 
[2026-03-27 05:34:24] local.INFO: Prepared Query Parameter for Image-to-Text API {"data":{"query_param":"width","query_value":"120"},"timestamp":"2026-03-27 05:34:24"} 
[2026-03-27 05:34:24] local.INFO: Calling Image-to-Text API {"data":{"file_name":"fgffbvggv.png","query_param":"width","query_value":"120","file_size":36844},"timestamp":"2026-03-27 05:34:24"} 
[2026-03-27 05:34:24] local.INFO: Detected Objects from Image-to-Text API {"data":{"objects_count":15,"objects":[{"index":0,"position":{"x":287,"y":226,"width":28,"height":35},"scaled_width":7.35,"scaled_height":9.19,"actual_filled_area":30.79,"bounding_box_area":67,"exact_perimeter":50.64,"approximate_perimeter":46.99,"convex_hull_perimeter":31.08,"perimeter_pixels":192.87005768508885,"original_contour_points":33,"approximation_points":9,"shape_analysis":{"aspect_ratio":1.25,"compactness":0.1509,"perimeter_to_area_ratio":1.6447},"image_base64":"data:image/png;base64,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","detection_approach":"light_color_detection"},{"index":1,"position":{"x":214,"y":226,"width":39,"height":35},"scaled_width":10.24,"scaled_height":9.19,"actual_filled_area":43.13,"bounding_box_area":94,"exact_perimeter":66.02,"approximate_perimeter":59.19,"convex_hull_perimeter":37.08,"perimeter_pixels":251.4386001800128,"original_contour_points":104,"approximation_points":9,"shape_analysis":{"aspect_ratio":1.11,"compactness":0.1243,"perimeter_to_area_ratio":1.5307},"image_base64":"data:image/png;base64,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","detection_approach":"light_color_detection"},{"index":7,"position":{"x":329,"y":148,"width":62,"height":48},"scaled_width":16.28,"scaled_height":12.6,"actual_filled_area":168.03,"bounding_box_area":205,"exact_perimeter":49.03,"approximate_perimeter":46.09,"convex_hull_perimeter":47.14,"perimeter_pixels":186.7106781186548,"original_contour_points":70,"approximation_points":8,"shape_analysis":{"aspect_ratio":1.29,"compactness":0.8784,"perimeter_to_area_ratio":0.2918},"image_base64":"data:image/png;base64,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","detection_approach":"light_color_detection"},{"index":14,"position":{"x":15,"y":3,"width":427,"height":110},"scaled_width":112.12,"scaled_height":28.88,"actual_filled_area":517.46,"bounding_box_area":3238,"exact_perimeter":313.55,"approximate_perimeter":282.86,"convex_hull_perimeter":240.6,"perimeter_pixels":1194.1219330882004,"original_contour_points":555,"approximation_points":7,"shape_analysis":{"aspect_ratio":3.88,"compactness":0.0661,"perimeter_to_area_ratio":0.6059},"image_base64":"data:image/png;base64,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","detection_approach":"light_color_detection"}]},"timestamp":"2026-03-27 05:34:24"} 
[2026-03-27 05:34:24] local.INFO: Nested area calculated {"data":{"nestedArea":4873.253000000001},"timestamp":"2026-03-27 05:34:24"} 
[2026-03-27 05:34:24] local.INFO: Mapped objects from Image-to-Text API 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"},{"id":"2ec6834e-ff7c-47c4-affb-1143fd11afdc","height":2.89,"width":4.73,"perimeter":13.1,"area":11.2,"image":"data:image/png;base64,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"},{"id":"8fdd0b40-e956-4534-b169-83eac23da5a1","height":12.6,"width":13.13,"perimeter":56.75,"area":123.18,"image":"data:image/png;base64,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"},{"id":"9453e0f4-065a-428e-90f2-368d4493b65d","height":12.6,"width":16.28,"perimeter":49.03,"area":168.03,"image":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEIAAAA0CAYAAAA+L+40AAAABmJLR0QA/wD/AP+gvaeTAAAXpklEQVRoge2a2ZMcx5Hmfx4ReVRVX+gG0EA3IJDiJWooUuKMbtMetqu3fZmH+U/H9mVsdnY1x2rEHY1IUSJFUiAAonF1o++uqsyIcN+HyGoA4iHqeJxoa8usqqys9C883D//POA/BgDy576hfTI35gYZMF9+ItvwqYLZcKT8nz+GK/9mwzlgDpzCeij3i4BF8AqVI9VCdaX6s9jwZ7mJfdwbvcBc4TjCoyO4tcPeb29z+OAx89MeMYdDQQ1EkQEEZ+DwmAA4zAxMyBRAolf28imTi6tsb13h6vYW/spF2FyHSyuw6uECEEBW5I+254/+oh2ZcQQcRjiaYx/tcPff32f3vVvE+4eEaWSUoFKHJAf65Kccipmdg6GpnJiA6ZOrTCA65Vjm+NYREKbdjJQzS1sb3HjzVdZfe57wtW24vg6bE6gMuez+YLv+4C+kh9l8cvBgxvyXH3Pw/h1++4+/oDnqCYcdzVQZR0ebhZCMbEYKdTHSisELABavQwhP/cJTywJAlMmoQmOPJMULBOeZEdnTEx4yY+ON57nwxgtc+cFr8Mo2XGghZOS59kvb96UvnB6qjZLAgylHv/yY3f/3AYfv3oG7R1S7c5Y7xzgKbfbU6vFabm5A78OTcPAUAIuhWtxABs+Wcw8XBMPinAAEBA9ALp+MKrol4X46Ybfp4SurXPv+a1z/wRvw8jZcmCDPfbnl8qUusrvJmBrcfczd//sOt//pHez2IctHSr0/ZyO3jJKnMo/Ho86jZiQxUEMsE3C4YbZtgMWQc6PNjMVfuUoRfLnWB7JknBVvKrdNRHp6Ep0Y/tKY4ybzMEwZvbTJ6//t+9TfewOurcJSQja/OKj+XiDsbjL2MvzsfT566212f3UbvXvEytRxKbY008w4Bio8jpIleif0KFEMp8pEHEGfJAnDzoOhYHhfYZaf8hTFUTzDRFCEaIqalFAzhABBy/ckMSMxazLziXC6KtTba7z4vW8y+sFfwNevwpIhV+rPtTd83gcFhGg8OIOffMSjv3+LR2+/R3VmrGjDUq5oukyIQqBChhSYB1PBMFOSJaIJiYQOuNs5/g4lIzlhwzdBYbhSDAKOhhoHzDGSGdk8FhxBHAI0VcN8ekjVO6om0O+esb97k5vTxNZ8zoX6r+DGhS+c8M8Fwj4x484e9vYn3P/bf2L+qx0unCir7Qpj18A8IrFcW2a3rOeFjQ4lSAZRqrrCcgArsywuYMOsKjZ4QlkQgg5AKl6EkIGoCEpd8g2CoToghWDJaP2IShKpE1ZcTRCwu8fc/Id/58ak4WL/NeymmXz1s2PGZwJht8142DH7t4+5+79/Tn5/h9Fhz6prqTvouxkuC61v8eaJmtHzWRSETIVSoagIXTdHn5pzxGNOBnNtiBNaQBreRRRRpVYYU8EQKCd4DIfiUCsptu96nAhmgmhmVHnaesz8pOfkbJ87/+dtXKhZv3AZ2zGT7U+D8Skg7J4Z+8D7d7n/0/e4/9ZveG5aMdEKbwFLhiWjCQ3B1aS+BxYEqPiHRxExnBfEG2oB8cWVM0Y2yGYlpQqIFI8oTrJgn4KY0GVDrcerIDgCAW/gM0ModQie3mKZnLompUg/7xg749rKErc/fMj+hd+yvnkVll/FHpnJ5WfB+LRHzIGP7vHwn99h/51bjA4TYxtR5YxzjsoF1Du8q0CNRKZxNapKloyS6V1GvOGDYN5xcHZGoCE0DQZENbIp4hwSPDlnTPTcG8TyEDwz6oxwqUWT0cyVts+0EVoUTxi8r0IIJAxvDq8ZMUfInqXUcJwiR+/d4d7aO2xdXoO1rS9eGnbXjAcd9t4d7v/bB8S7j7nuV1nqAqpzsiqxgmwZeqWWihGBasgSnSSmPjKrErGFXAtaOS68cg0/GdOOl5DgSTmTMXyoqWpPyoYMXoSVTEBWTBMJ487jXWQeaY8i6TjBTHFzodWEEFA6hIAhdDERQsVS0+D6nuOTM66sLfHhzmP23r3F1uuvwCtbn1oiz3qEFW+48y/v0u7NWNFllqLHTyMtI7o2MPNGr4Y3aKPSqEHqiJwRVpc4q5UHK8bopU3ar1xi4/ktli5folkaM1pehlEL3hcubVICnglYLnWIDcsjK/QRohEeHDK9u8do54DTX9/izi8+YDNM2JpscHZwzIQxHT2ZmlzVzCxRZ2VVapZNOJ0Zm2FCt9+x85NfsP3iNfjGpS+IEQcR7u6SHh5RH0fqHnwUKlpAUIUoRkRRzeTBxf14xGx6wEmYkq+vsPXmDTa/+3XqG+u02xehrbDKQwgD3SzxQbyHIKWyXIAgMiQNg5yhNy589wYX7hvcesT6KzdY3Vpj5+fvs//gLivUeGkwGxKvKgqID4ADTTTqGGlgvj/l7O4j+OAOXF36AiD2D3n08R2O7++yMlWC1QP9rYrDpEywkuLESsSfeqPXE07WxzTfuMbV77/C+Ptfh1e3oRYYCThFXAEg5zTEBAgu4MWjrqTMwgrkCRjeSrntIVwXmGzClSVWn79Id3WFO//yLmEvcnwEk5mU9KqFnQZfvD6jOFcxrloed1Pmh8fcv3mLq3/53GcDYXd646e3OLzzED2aUeWG2ntwjmyleEKNyjlq5zEyOUBXw+14xLU33+Dq//gOvPkCfGUVxsB8Sp5FGFcYDucdBEHUoapEElETAOIY4n+hZggIRieO3b5jeTJmdQNoW7h4ncsrgSOX+Ph/voWvG9rcMDGHJSHngaQ5R8KgjzTjEY14+l45frjH1dMZ9tve5IXCNp94RFK6+3vM7z9mEmHJKoKVBNWJYlYoT2MOVJlbovPKUWv4F7bY/PG34L+8BhsVqe6JRJqxw/maufaYL1Wmc2XesUKkVAt/cAYqgqoh+kSsSL6imbRMMZqR4EYe6RLV2nW25m/y4PY9Dn92n2VzrFiNWKBCydmIUpZatIjvGmr1MOs5ebiH3d9Fnl85N9+dn017Dj55SN4/Y9Ua2ggSMyKliFqQIbGMpUjMkVmlTJeEG//5m7jvfg2u1hyNe/bqjuMm0Y9AG0jBSJKZ546zOGMaZ/S5J2okk4kaiSR6i/QWmVnPVDvm2tNrjw/K9Gyfk35KXyUO3BRbgsmbL/K9v/4xaSUwJ9L1U9BEwAGZJBlXBwIe+kSLx8+Vbu+Ex3fuw1n8jBhxMuNkZxc57lj1y7QG02T42pFFSqGjZRYTiRgMW25wm2M2vvM1uLHKaUgc1ZlmqSF2U2Z5TheVthmTrYgxGcMZmHu28vRDJWq5MEqzwji9dwRT8A4f56ARLHEyP2HFBaqXr7Nx4yru6BHzLtGQCc7RqyOJIUKpiFNmadQwsjmzLnO085CLx9NnPUJ35sY8Ew+n+Lkyds2gIA6V4cAcz49OoK1w6yOqq2vw/FVYgcP+jN4nHBUWIHvwTcW870hJUS0P5VzAmcOSkfuMxuLKOS9YZ/lXBDHoZ1PWRg0jgG7O2vKIpeW20MvVERee38RfmBChTFgoTFat3FNREh2tC4yoaLOn2z2Goxl2M9o5EIKnPzghzzpGvoKYAWEcJsSuJ8eEM/A+kDFiLcyCcvPgPl/74bdgHOgOTti4uErA6PQUt/AezcVwPGKu0IVkWAYxh5eAl4BYkfMW7wVXIXiyga8cXZwRTFmqKlzfof0MKgeN49K3v8n9+TFxFJhaZNrPCSFQiSOY0NBQ09KdzfHZaPHo6Qw7mcK8f2ppRINOSdPC6Rk0xJTSkNAWkrOCh+SFWIMs1bCxAo1HQiIAVVZqLYWRk4E0mQNzyNMESgxngj51xAQbKsqhVCUL9JLwAYIaWCbmgRBWNWFcniFOauYnMEpCnQVNGdM0mOgQBC+OYJ4Qjb5LSMznCnsBIgtEZTbtuOArohb+nkiIVFQmZFJRh5ygGL1lrK1gbQXaQB0iGNS5ZBbDSmZQQwYQnLkC5nAUdTj35Ig5FMXkyXXJGceV4ob0GqLSq4IIVglhJHBxhbhUM6t6ViuHWQHCoQRk0D88wZWKRGLEZgnmA5s9zxrZUZknJUXqQAKQgCIE73HOFf3JwKmhKRJjT7YEdeEG5gpD9FkI2YpmaYLoQrJ5MhZy2+L8s4YNk65A74UoEL0ji8N8QJ0vMUGA8YjsHckMheF5h2o1hPP4xmAH0Uhdj8Z0rq67hUeIlcyQnGMugCs31SHCQ8n1Pht1htoEyQapECK1okSaGajgcvlHy/sqhoqiYpjTsgSkMEobmKVKed+G68prxVMBHskOR6ByAe+rElT74h1QekFeHV4dbpAFFCEjw+T6kqnUIGYknfcOhqWRFCRQNS1dnhFFmCcFCktLXqikgBVQWmDiA94MzqaQE73P1OfSa2nUmA2+IFoeawgRKqWxs5h1KO/ZoswYzgu7hBYPWamj0apDxRHxWBYsZpgrTh2tVAQFyQo4IhlywqSIyWA4GdirGWKLeLQAwoAQmCwvMdczsq9JSQmuotNctKcgEEu5XKswwpPnU2a7e4ziDVItuCDk4MhSrHF4nBNUniB/bvhnLAWT8r7JEzC8wbgTmuhY6soXfS40V8wRXICDx7h5pElQJcEtUKR4dxDQbKSSv3Eig6Luzr2pAFEBjWc8HnFmSnC+YFPVdN0MJ0IQB2KYZUQFHwV30jN/eMRoJtS1ozLKGhTPufQmDi2O+czaPx9SgqItwJInnVCsGFslodaFcUrUUmWOZKhm90/wZz0hu3N67qXGOUXdoIahKLksSWflER3ninjhEa8GYcmxsb5Cmw3f9bQETrs5dT2i9hWWATOECRnIJ5nrzUVu/+O7cPOAxo9xU3B9cVdznpgToa6ofCgGxI4YO1TTEIMySRPiwXnBOykp2KBWqLIxSpmxc2g/Y+4z+cKEfnlEDnWJ+gdw+t6HuNmMSoym9WQ6GDka7zDtSRKJ0mFV5rQ7QWphtNKWHwruKY8AGHnqcY3UriDmPJKMWR8JTvFqeCCIEGxE63umUyPfP4bb+3BxFW6MWBu1SO3IDk77jqOjI5qmAgdV1WCu6JNaGBpePDmXVFvWbfEQhw7pFlI/x5pArAMn/Zyc4IKMC995dMThxzvUs0RlBprK+kmR1Hd4Xya9s1wAbzxRMtJUMGnL2uPprLY8od1cg7UR82BoBZUISk/2QgxC7wp/UCdUVUWVhHww5eY//BRu7oCBS464N0fmyup4haaeoAjqPFLVqPP0asy6yLxPzGOky0qnmWhGNEhm9ECPMRPjrK1Iy0to3dDHRGuBpgJOEvrex+x+cIe6M1pzEDOBwosg04inshIgHR5XV8ycwvIIVpaKWPSMR6yO8dcu4zZXOHnwgHHuGPmaOkkRWUWg70koQY2aigmwFD2f/PzXtFfW2Lq6Di+tUxvMjmdUS2OauiGpRwQcDsGBpFKOSymsnF/Mh5ZAtuh/GJg4TmIkRUVToo2BtaqGGXDzER//8y/o7h+wbjWVebCMowInWAbvK6osdChJMzE4zhwsbazA+nKJpM8AMRbY3qC6ts7xzUcc7M+oRRg7z7zrCCEQtLC0gCHRGBu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"},{"id":"c92f522c-a488-408d-b284-e184818c4133","height":28.88,"width":112.12,"perimeter":313.55,"area":517.46,"image":"data:image/png;base64,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"}]},"timestamp":"2026-03-27 05:34:24"} 
[2026-03-27 05:34:24] local.INFO: Number of letters detected {"data":{"noOfLetters":15},"timestamp":"2026-03-27 05:34:24"} 
[2026-03-27 05:34:24] local.INFO: Perimeter calculated {"data":{"exactPerimeterSum":1154.43,"perimeter_in_feet":96.2},"timestamp":"2026-03-27 05:34:24"} 
[2026-03-27 05:34:24] local.INFO: Actual filled area sum calculated {"data":{"actualFilledAreas":[30.79,43.13,28.34,31.2,71.81,11.2,123.18,168.03,41.82,3.34,95.15,108.04,98.98,3.86,517.46],"actualFilledAreaSum":1376.33},"timestamp":"2026-03-27 05:34:24"} 
[2026-03-27 05:34:24] local.INFO: Occupied area calculated {"data":{"conversionFactor":0.00694444,"occupiedArea":9.56},"timestamp":"2026-03-27 05:34:24"} 
[2026-03-27 05:34:24] local.INFO: Average character height calculated {"data":{"avgCharHeight":11.971999999999998},"timestamp":"2026-03-27 05:34:24"} 
[2026-03-27 05:34:24] local.INFO: Original image dimensions and ratio {"data":{"originalWidth":457.0,"originalHeight":264.0,"ratio":1.731060606060606},"timestamp":"2026-03-27 05:34:24"} 
[2026-03-27 05:34:24] local.INFO: Calculated sign dimensions {"data":{"widthOfSign":"120","otherDimensionOfSign":69.32},"timestamp":"2026-03-27 05:34:24"} 
[2026-03-27 05:34:24] local.INFO: Image to Text processing completed {"data":{"imageToTextResponse":{"message":"Object detection and vectorization completed","vectorizedScaleSvg":"<svg xmlns=\"http://www.w3.org/2000/svg\"    version=\"1.1\" width=\"11520\" height=\"6654.87964989059\" viewBox=\"0 0 457 264\">
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","detection_approach":"light_color_detection"},{"index":7,"position":{"x":329,"y":148,"width":62,"height":48},"scaled_width":16.28,"scaled_height":12.6,"actual_filled_area":168.03,"bounding_box_area":205,"exact_perimeter":49.03,"approximate_perimeter":46.09,"convex_hull_perimeter":47.14,"perimeter_pixels":186.7106781186548,"original_contour_points":70,"approximation_points":8,"shape_analysis":{"aspect_ratio":1.29,"compactness":0.8784,"perimeter_to_area_ratio":0.2918},"image_base64":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEIAAAA0CAYAAAA+L+40AAAABmJLR0QA/wD/AP+gvaeTAAAXpklEQVRoge2a2ZMcx5Hmfx4ReVRVX+gG0EA3IJDiJWooUuKMbtMetqu3fZmH+U/H9mVsdnY1x2rEHY1IUSJFUiAAonF1o++uqsyIcN+HyGoA4iHqeJxoa8usqqys9C883D//POA/BgDy576hfTI35gYZMF9+ItvwqYLZcKT8nz+GK/9mwzlgDpzCeij3i4BF8AqVI9VCdaX6s9jwZ7mJfdwbvcBc4TjCoyO4tcPeb29z+OAx89MeMYdDQQ1EkQEEZ+DwmAA4zAxMyBRAolf28imTi6tsb13h6vYW/spF2FyHSyuw6uECEEBW5I+254/+oh2ZcQQcRjiaYx/tcPff32f3vVvE+4eEaWSUoFKHJAf65Kccipmdg6GpnJiA6ZOrTCA65Vjm+NYREKbdjJQzS1sb3HjzVdZfe57wtW24vg6bE6gMuez+YLv+4C+kh9l8cvBgxvyXH3Pw/h1++4+/oDnqCYcdzVQZR0ebhZCMbEYKdTHSisELABavQwhP/cJTywJAlMmoQmOPJMULBOeZEdnTEx4yY+ON57nwxgtc+cFr8Mo2XGghZOS59kvb96UvnB6qjZLAgylHv/yY3f/3AYfv3oG7R1S7c5Y7xzgKbfbU6vFabm5A78OTcPAUAIuhWtxABs+Wcw8XBMPinAAEBA9ALp+MKrol4X46Ybfp4SurXPv+a1z/wRvw8jZcmCDPfbnl8qUusrvJmBrcfczd//sOt//pHez2IctHSr0/ZyO3jJKnMo/Ho86jZiQxUEMsE3C4YbZtgMWQc6PNjMVfuUoRfLnWB7JknBVvKrdNRHp6Ep0Y/tKY4ybzMEwZvbTJ6//t+9TfewOurcJSQja/OKj+XiDsbjL2MvzsfT566212f3UbvXvEytRxKbY008w4Bio8jpIleif0KFEMp8pEHEGfJAnDzoOhYHhfYZaf8hTFUTzDRFCEaIqalFAzhABBy/ckMSMxazLziXC6KtTba7z4vW8y+sFfwNevwpIhV+rPtTd83gcFhGg8OIOffMSjv3+LR2+/R3VmrGjDUq5oukyIQqBChhSYB1PBMFOSJaIJiYQOuNs5/g4lIzlhwzdBYbhSDAKOhhoHzDGSGdk8FhxBHAI0VcN8ekjVO6om0O+esb97k5vTxNZ8zoX6r+DGhS+c8M8Fwj4x484e9vYn3P/bf2L+qx0unCir7Qpj18A8IrFcW2a3rOeFjQ4lSAZRqrrCcgArsywuYMOsKjZ4QlkQgg5AKl6EkIGoCEpd8g2CoToghWDJaP2IShKpE1ZcTRCwu8fc/Id/58ak4WL/NeymmXz1s2PGZwJht8142DH7t4+5+79/Tn5/h9Fhz6prqTvouxkuC61v8eaJmtHzWRSETIVSoagIXTdHn5pzxGNOBnNtiBNaQBreRRRRpVYYU8EQKCd4DIfiUCsptu96nAhmgmhmVHnaesz8pOfkbJ87/+dtXKhZv3AZ2zGT7U+D8Skg7J4Z+8D7d7n/0/e4/9ZveG5aMdEKbwFLhiWjCQ3B1aS+BxYEqPiHRxExnBfEG2oB8cWVM0Y2yGYlpQqIFI8oTrJgn4KY0GVDrcerIDgCAW/gM0ModQie3mKZnLompUg/7xg749rKErc/fMj+hd+yvnkVll/FHpnJ5WfB+LRHzIGP7vHwn99h/51bjA4TYxtR5YxzjsoF1Du8q0CNRKZxNapKloyS6V1GvOGDYN5xcHZGoCE0DQZENbIp4hwSPDlnTPTcG8TyEDwz6oxwqUWT0cyVts+0EVoUTxi8r0IIJAxvDq8ZMUfInqXUcJwiR+/d4d7aO2xdXoO1rS9eGnbXjAcd9t4d7v/bB8S7j7nuV1nqAqpzsiqxgmwZeqWWihGBasgSnSSmPjKrErGFXAtaOS68cg0/GdOOl5DgSTmTMXyoqWpPyoYMXoSVTEBWTBMJ487jXWQeaY8i6TjBTHFzodWEEFA6hIAhdDERQsVS0+D6nuOTM66sLfHhzmP23r3F1uuvwCtbn1oiz3qEFW+48y/v0u7NWNFllqLHTyMtI7o2MPNGr4Y3aKPSqEHqiJwRVpc4q5UHK8bopU3ar1xi4/ktli5folkaM1pehlEL3hcubVICnglYLnWIDcsjK/QRohEeHDK9u8do54DTX9/izi8+YDNM2JpscHZwzIQxHT2ZmlzVzCxRZ2VVapZNOJ0Zm2FCt9+x85NfsP3iNfjGpS+IEQcR7u6SHh5RH0fqHnwUKlpAUIUoRkRRzeTBxf14xGx6wEmYkq+vsPXmDTa/+3XqG+u02xehrbDKQwgD3SzxQbyHIKWyXIAgMiQNg5yhNy589wYX7hvcesT6KzdY3Vpj5+fvs//gLivUeGkwGxKvKgqID4ADTTTqGGlgvj/l7O4j+OAOXF36AiD2D3n08R2O7++yMlWC1QP9rYrDpEywkuLESsSfeqPXE07WxzTfuMbV77/C+Ptfh1e3oRYYCThFXAEg5zTEBAgu4MWjrqTMwgrkCRjeSrntIVwXmGzClSVWn79Id3WFO//yLmEvcnwEk5mU9KqFnQZfvD6jOFcxrloed1Pmh8fcv3mLq3/53GcDYXd646e3OLzzED2aUeWG2ntwjmyleEKNyjlq5zEyOUBXw+14xLU33+Dq//gOvPkCfGUVxsB8Sp5FGFcYDucdBEHUoapEElETAOIY4n+hZggIRieO3b5jeTJmdQNoW7h4ncsrgSOX+Ph/voWvG9rcMDGHJSHngaQ5R8KgjzTjEY14+l45frjH1dMZ9tve5IXCNp94RFK6+3vM7z9mEmHJKoKVBNWJYlYoT2MOVJlbovPKUWv4F7bY/PG34L+8BhsVqe6JRJqxw/maufaYL1Wmc2XesUKkVAt/cAYqgqoh+kSsSL6imbRMMZqR4EYe6RLV2nW25m/y4PY9Dn92n2VzrFiNWKBCydmIUpZatIjvGmr1MOs5ebiH3d9Fnl85N9+dn017Dj55SN4/Y9Ua2ggSMyKliFqQIbGMpUjMkVmlTJeEG//5m7jvfg2u1hyNe/bqjuMm0Y9AG0jBSJKZ546zOGMaZ/S5J2okk4kaiSR6i/QWmVnPVDvm2tNrjw/K9Gyfk35KXyUO3BRbgsmbL/K9v/4xaSUwJ9L1U9BEwAGZJBlXBwIe+kSLx8+Vbu+Ex3fuw1n8jBhxMuNkZxc57lj1y7QG02T42pFFSqGjZRYTiRgMW25wm2M2vvM1uLHKaUgc1ZlmqSF2U2Z5TheVthmTrYgxGcMZmHu28vRDJWq5MEqzwji9dwRT8A4f56ARLHEyP2HFBaqXr7Nx4yru6BHzLtGQCc7RqyOJIUKpiFNmadQwsjmzLnO085CLx9NnPUJ35sY8Ew+n+Lkyds2gIA6V4cAcz49OoK1w6yOqq2vw/FVYgcP+jN4nHBUWIHvwTcW870hJUS0P5VzAmcOSkfuMxuLKOS9YZ/lXBDHoZ1PWRg0jgG7O2vKIpeW20MvVERee38RfmBChTFgoTFat3FNREh2tC4yoaLOn2z2Goxl2M9o5EIKnPzghzzpGvoKYAWEcJsSuJ8eEM/A+kDFiLcyCcvPgPl/74bdgHOgOTti4uErA6PQUt/AezcVwPGKu0IVkWAYxh5eAl4BYkfMW7wVXIXiyga8cXZwRTFmqKlzfof0MKgeN49K3v8n9+TFxFJhaZNrPCSFQiSOY0NBQ09KdzfHZaPHo6Qw7mcK8f2ppRINOSdPC6Rk0xJTSkNAWkrOCh+SFWIMs1bCxAo1HQiIAVVZqLYWRk4E0mQNzyNMESgxngj51xAQbKsqhVCUL9JLwAYIaWCbmgRBWNWFcniFOauYnMEpCnQVNGdM0mOgQBC+OYJ4Qjb5LSMznCnsBIgtEZTbtuOArohb+nkiIVFQmZFJRh5ygGL1lrK1gbQXaQB0iGNS5ZBbDSmZQQwYQnLkC5nAUdTj35Ig5FMXkyXXJGceV4ob0GqLSq4IIVglhJHBxhbhUM6t6ViuHWQHCoQRk0D88wZWKRGLEZgnmA5s9zxrZUZknJUXqQAKQgCIE73HOFf3JwKmhKRJjT7YEdeEG5gpD9FkI2YpmaYLoQrJ5MhZy2+L8s4YNk65A74UoEL0ji8N8QJ0vMUGA8YjsHckMheF5h2o1hPP4xmAH0Uhdj8Z0rq67hUeIlcyQnGMugCs31SHCQ8n1Pht1htoEyQapECK1okSaGajgcvlHy/sqhoqiYpjTsgSkMEobmKVKed+G68prxVMBHskOR6ByAe+rElT74h1QekFeHV4dbpAFFCEjw+T6kqnUIGYknfcOhqWRFCRQNS1dnhFFmCcFCktLXqikgBVQWmDiA94MzqaQE73P1OfSa2nUmA2+IFoeawgRKqWxs5h1KO/ZoswYzgu7hBYPWamj0apDxRHxWBYsZpgrTh2tVAQFyQo4IhlywqSIyWA4GdirGWKLeLQAwoAQmCwvMdczsq9JSQmuotNctKcgEEu5XKswwpPnU2a7e4ziDVItuCDk4MhSrHF4nBNUniB/bvhnLAWT8r7JEzC8wbgTmuhY6soXfS40V8wRXICDx7h5pElQJcEtUKR4dxDQbKSSv3Eig6Luzr2pAFEBjWc8HnFmSnC+YFPVdN0MJ0IQB2KYZUQFHwV30jN/eMRoJtS1ozLKGhTPufQmDi2O+czaPx9SgqItwJInnVCsGFslodaFcUrUUmWOZKhm90/wZz0hu3N67qXGOUXdoIahKLksSWflER3ninjhEa8GYcmxsb5Cmw3f9bQETrs5dT2i9hWWATOECRnIJ5nrzUVu/+O7cPOAxo9xU3B9cVdznpgToa6ofCgGxI4YO1TTEIMySRPiwXnBOykp2KBWqLIxSpmxc2g/Y+4z+cKEfnlEDnWJ+gdw+t6HuNmMSoym9WQ6GDka7zDtSRKJ0mFV5rQ7QWphtNKWHwruKY8AGHnqcY3UriDmPJKMWR8JTvFqeCCIEGxE63umUyPfP4bb+3BxFW6MWBu1SO3IDk77jqOjI5qmAgdV1WCu6JNaGBpePDmXVFvWbfEQhw7pFlI/x5pArAMn/Zyc4IKMC995dMThxzvUs0RlBprK+kmR1Hd4Xya9s1wAbzxRMtJUMGnL2uPprLY8od1cg7UR82BoBZUISk/2QgxC7wp/UCdUVUWVhHww5eY//BRu7oCBS464N0fmyup4haaeoAjqPFLVqPP0asy6yLxPzGOky0qnmWhGNEhm9ECPMRPjrK1Iy0to3dDHRGuBpgJOEvrex+x+cIe6M1pzEDOBwosg04inshIgHR5XV8ycwvIIVpaKWPSMR6yO8dcu4zZXOHnwgHHuGPmaOkkRWUWg70koQY2aigmwFD2f/PzXtFfW2Lq6Di+tUxvMjmdUS2OauiGpRwQcDsGBpFKOSymsnF/Mh5ZAtuh/GJg4TmIkRUVToo2BtaqGGXDzER//8y/o7h+wbjWVebCMowInWAbvK6osdChJMzE4zhwsbazA+nKJpM8AMRbY3qC6ts7xzUcc7M+oRRg7z7zrCCEQtLC0gCHRGBusSYUk4cP/9TOOulNe/Zsfw19cZaSRs5M5Mg5YTuRFMHSCd44gAfElX+aYzwNlgQPcUH2qgHWK9Jllq2h7gb0Inxxx8JN3ePCv77N8aixLg/VKT6bCI96jGsimhOyo8cz7yHxkpHFFfXUD1ibIDf+sMCNXRexfj23y0hb7H+xwcrLPaprTUBOZIamlJuAIJZxnw6kxcoLEwNlBx4OfvkdKiZf++7dp33iJyfoIOsCFwnYWVooDA8sDyXpq7wSi+AERGerCiV8tumYGHkd45yZ7b33Ao5++D3cPWJNVGjwp5aJIIaVJ7AWNkcZqPJ4jjcyrCn95nbXnt8vSGMazmuXFCWuvPcfBh/c42ztl1nWMVagJGJmI0RBYpDFnxtg8/eMpL25tcO/4lE/+7ufMHhzw4q1HrL/8HFxagiur0Dpo6idRSRUxwzvw7qnHsN9hGBk4nsNRB/tT+GCH+z/7FQe//gT34JgrOmHZ13gVEoZIw9wZSRNWe3Iu4o+XwNz1xKWa8fVN6heuwfKT330WiAuO8Nwl2q9e4vA3t5kezmmnHatLa8zPerocUYxaKsQMh6OpakZdR3OS2TAwreh//Yj3b/4dzeYq115/mdGNS/gLYyarq9DW50DiA1S+0HRZFGN56CFnwBUgHh6T7+1zeOsBjz/8hKMPd6iPE5v1Civ1BBfLliTvK1xdEVOPquKdQ0WIlqGtmHmhX6qZXF2FK+vIVz6nryHrInYr2fUfvE7aeczx7ttMqsBR7KAG7YyZzhlhjOq6lM/dnGVa0smUVYSVsER3oEwl0j/a4/iDffYnAa09vq4ItSeEGnOFji+IVGGfpeo83x8xpM/T4zOkU9wsU80yV/qaiR8zThU1EGPGScCCQ1MiDFRa+4g4yMGxbzP6tZqVV7Z58UffgkvNMz7w6ZbfkoftVS6//hzxzgMevX2HpRRYoqWeVLSM8BlSn9GkeIxAoBo2B5CFkXomKiiZHD2nhzNyBc5FXChyfcbOO+H52S12uKHJU1QJx/qogWyE5AnR0yRHnV0p/ERo2iU09nSxR1FCqPBVRc6ZqfYchszpikO2V5i8cBm2LlDkri8AQi6K2CfZJt/7OtuHZ3ywd0B/65TUzQvS3iAJKUU8juBqVAUbNvUsqLEbWrY+ChNr0M5QWQgvxVgFzJRRXfom56X54BHOILsCOk6o1FHhCQsqD6iCzTuMTMAj4jA1rOvxIkjruZcfU29vc+k7L3H1L1+G7VXk0u9rAgNy3YvtmE1++BrPH57y+O9/Sb53yvHpGWYtE9fiZagwgQ49L5QW0rxYKWzEoJXRYJoNxZaCf/IcKcVngTAophpFMFPMOYLIoDVJkQGt+EzpkOYi3FQVLniiRjpNHLieo2XH869/he0fvQ5fvwGTT9v8+TtmWuClTdZ+/FfUU+P4nds8/ugu1nXUvqIWh82Mqc7JPpCdR30pdwUI5s9FmjKDg7Mv6nEdDJKh7zl4wtMiTtlvoQRqTAvQOnTYyuflOGrHnM3PmNIVjaStSAHO1Nhtja3/9DpbP3oNXrsOa+5T3vCFQMiGiD3sjFe3GPNDqosX2K8i+x/dJ52esaKBUVUXgVUEgkdd8RKn4EyoDCSX7KILlQgtQXLBnsyoXPEYN7QTF5KeDMGzoJeJVvZflXsxtAihjz0uOJxrOJaeg/kJ3dixtH2Z9Rcu8+Jf/1d4bQvWK+TKH7Bj5hyMzUZsLxlvblEtV2yuNxz87Dek9x4w2z3DzUrQsmErYTCBpFTZMcJTp1JhqgSSA8yRn+ybKWqWKJ3pAEKZZTcYL5Rg7AezqyF8ZhZeURbaST5DQgXjBm0Dqaq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","detection_approach":"light_color_detection"},{"index":14,"position":{"x":15,"y":3,"width":427,"height":110},"scaled_width":112.12,"scaled_height":28.88,"actual_filled_area":517.46,"bounding_box_area":3238,"exact_perimeter":313.55,"approximate_perimeter":282.86,"convex_hull_perimeter":240.6,"perimeter_pixels":1194.1219330882004,"original_contour_points":555,"approximation_points":7,"shape_analysis":{"aspect_ratio":3.88,"compactness":0.0661,"perimeter_to_area_ratio":0.6059},"image_base64":"data:image/png;base64,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"},{"id":"9453e0f4-065a-428e-90f2-368d4493b65d","height":12.6,"width":16.28,"perimeter":49.03,"area":168.03,"image":"data:image/png;base64,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"}],"no_of_letters":15,"perimeter_of_sign":96.2,"nested_area":33.84,"occupied_area":9.56,"avg_char_height":11.971999999999998,"widthOfSign":"120","otherDimensionOfSign":69.32,"width_of_smaller_line":20},"timestamp":"2026-03-27 05:34:24"} 
[2026-03-27 05:34:25] 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":1325,"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":69.32,"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":15,"perimeter_of_sign":96.2,"nested_area":33.84,"occupied_area":9.56,"avg_char_height":"Less than 24 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\"},{\"id\":\"c92f522c-a488-408d-b284-e184818c4133\",\"height\":28.88,\"width\":112.12,\"perimeter\":313.55,\"area\":517.46,\"image\":\"data:image\\/png;base64,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\"}]","material":"Aluminium","application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","size":"Size 1 (24\" H X 18\" W)","neon_color":"RGB","uv_printing_needed":"Yes"}},"timestamp":"2026-03-27 05:34:25"} 
[2026-03-27 05:34:25] 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":69.32,"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":15,"perimeter_of_sign":96.2,"nested_area":33.84,"occupied_area":9.56,"avg_char_height":"Less than 24 inches","width_of_sign":"120","width_of_smaller_line":20,"other_dimension_of_sign":69.32,"material":"Aluminium","application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","size":"Size 1 (24\" H X 18\" W)","neon_color":"RGB","uv_printing_needed":"Yes","quotationId":1325}},"timestamp":"2026-03-27 05:34:25"} 
[2026-03-27 05:34:25] local.INFO: Looking up SignType {"data":{"sign_type":"Halo Lit Channel Letters"},"timestamp":"2026-03-27 05:34:25"} 
[2026-03-27 05:34:25] local.INFO: Retrieved Material Formulas {"data":{"sign_type_id":1,"formulas_count":38},"timestamp":"2026-03-27 05:34:25"} 
[2026-03-27 05:34:25] local.INFO: Retrieved Variables List {"data":{"sign_type_id":1,"variables_count":12},"timestamp":"2026-03-27 05:34:25"} 
[2026-03-27 05:34:25] local.INFO: Price Map Constructed {"data":{"price_map":{"material501803":3.6821,"weight_material501803":0.629,"material501880":2.4107,"weight_material501880":0.503,"material501060":2.2179,"weight_material501060":0.378,"material500730":2.7786,"weight_material500730":1.481,"material500591":0.9286,"weight_material500591":0.357,"material502525":3.2429,"weight_material502525":0.875,"material502468":0.3821,"weight_material502468":0.008,"material501842":0.7964,"weight_material501842":0.035,"material502204":15.2893,"weight_material502204":0.559,"material502203":25.32,"weight_material502203":0.739,"material502206":0.2786,"weight_material502206":0.054,"material166":2.3214,"weight_material166":0.28,"material167":5.1786,"weight_material167":0.38,"material168":12.0,"weight_material168":0.56,"material169":18.5714,"weight_material169":0.76,"material170":0.6071,"weight_material170":0.008,"material171":0.25,"weight_material171":0.008,"material500611":0.0062,"weight_material500611":6.2e-6,"material500214":0.0025,"weight_material500214":2.5e-6,"material501055":0.0155,"weight_material501055":1.55e-5,"material502098":0.0286,"weight_material502098":2.86e-5,"material502079":0.0163,"weight_material502079":1.63e-5,"material502350":0.0254,"weight_material502350":2.54e-5,"material501680":0.0076,"weight_material501680":7.6e-6,"material502131":0.0271,"weight_material502131":2.71e-5,"material800007":0.0,"weight_material800007":0,"material500379":0.132,"weight_material500379":0.09,"material500419":0.16,"weight_material500419":0.11,"material502106":0.13,"weight_material502106":0.16,"material502567":0.13,"weight_material502567":0.21,"material502564":0.18,"weight_material502564":0.35,"material500154":0.4,"weight_material500154":0.38,"material502074":0.8,"weight_material502074":1.0}},"timestamp":"2026-03-27 05:34:25"} 
[2026-03-27 05:34:25] local.INFO: Variables Price Constructed {"data":{"variables_price":{"variable2":1.1,"variable3":1.2,"variable8":0,"variable19":0,"variable20":0,"variable21":0,"variable22":0,"variable23":0.75,"variable24":0,"variable25":0,"variable26":0,"variable27":0}},"timestamp":"2026-03-27 05:34:25"} 
[2026-03-27 05:34:25] local.INFO: Initialized items collection {"data":{"count":0},"timestamp":"2026-03-27 05:34:25"} 
[2026-03-27 05:34:25] local.INFO: Merged material items {"data":{"formulas_count":38,"items_count_after_merge":38},"timestamp":"2026-03-27 05:34:25"} 
[2026-03-27 05:34:25] local.INFO: Merged variable items {"data":{"variables_count":12,"items_count_after_merge":50},"timestamp":"2026-03-27 05:34:25"} 
[2026-03-27 05:34:25] local.INFO: Sorted items collection {"data":{"items_count":50,"first_item":{"type":"material","id":1,"expression":"if(material == material_aluminium && avg_char_height == avg_char_height_greater_than_24_inches, material501803 * nested_area * variable3 , 0)","dense_weight_expression":"if(material == material_aluminium && avg_char_height == avg_char_height_greater_than_24_inches, weight_material501803 * occupied_area, 0 )","name":"Aluminium Sheet 2.5 mm 1100 Grade 4 ft x 8 ft Pakistan","var_name":"material501803","price":"3.6821","description":"Aluminium 10 G / 0.134 inch - Corrosion-resistant, and Durable for Sign Face.","sequence_no":1},"last_item":{"type":"variable","id":8,"expression":"totalCost * variable2","dense_weight_expression":"totalDenseWeight * 1.1","name":"Total Cost","var_name":"variable8","price":null,"description":null,"sequence_no":50}},"timestamp":"2026-03-27 05:34:25"} 
[2026-03-27 05:34:25] local.INFO: Initializing MathExecutor {"data":{"variables_count":204},"timestamp":"2026-03-27 05:34:25"} 
[2026-03-27 05:34:25] local.INFO: MathExecutor variables set {"data":{"variables_count":204},"timestamp":"2026-03-27 05:34:25"} 
[2026-03-27 05:34:25] local.INFO: Dense weight computed {"data":{"name":"Aluminium Sheet 2.5 mm 1100 Grade 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_aluminium && avg_char_height == avg_char_height_greater_than_24_inches, weight_material501803 * occupied_area, 0 )","itemDenseWeight":"0"},"timestamp":"2026-03-27 05:34:25"} 
[2026-03-27 05:34:25] local.INFO: Formula executed successfully {"data":{"name":"Aluminium Sheet 2.5 mm 1100 Grade 4 ft x 8 ft Pakistan","expression":"if(material == material_aluminium && avg_char_height == avg_char_height_greater_than_24_inches, material501803 * nested_area * variable3 , 0)","result":"0"},"timestamp":"2026-03-27 05:34:25"} 
[2026-03-27 05:34:25] local.INFO: Dense weight computed {"data":{"name":"Aluminium Sheet 2mm 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_aluminium && avg_char_height == avg_char_height_less_than_24_inches, weight_material501880 * occupied_area, 0 )","itemDenseWeight":"4.80868"},"timestamp":"2026-03-27 05:34:25"} 
[2026-03-27 05:34:25] local.INFO: Formula executed successfully {"data":{"name":"Aluminium Sheet 2mm 4 ft x 8 ft Pakistan","expression":"if(material == material_aluminium && avg_char_height == avg_char_height_less_than_24_inches , material501880 * nested_area * variable3 , 0)","result":"97.8937056"},"timestamp":"2026-03-27 05:34:25"} 
[2026-03-27 05:34:25] local.INFO: Dense weight computed {"data":{"name":"Aluminium Sheet 1.5 mm 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_stainless_steel, 0, weight_material501060 * ( sign_depth_or_thickness / 12 * perimeter_of_sign )  )","itemDenseWeight":"3.0303"},"timestamp":"2026-03-27 05:34:25"} 
[2026-03-27 05:34:25] local.INFO: Formula executed successfully {"data":{"name":"Aluminium Sheet 1.5 mm 4 ft x 8 ft Pakistan","expression":"if(material == material_stainless_steel , 0 , material501060 * variable3  * (sign_depth_or_thickness / 12 * perimeter_of_sign))","result":"21.336198"},"timestamp":"2026-03-27 05:34:25"} 
[2026-03-27 05:34:25] local.INFO: Dense weight computed {"data":{"name":"SS Sheet 14g Brushed Silver 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_stainless_steel, weight_material500730 * occupied_area, 0 )","itemDenseWeight":"0"},"timestamp":"2026-03-27 05:34:25"} 
[2026-03-27 05:34:25] local.INFO: Formula executed successfully {"data":{"name":"SS Sheet 14g Brushed Silver 4 ft x 8 ft Pakistan","expression":"if(material  == material_stainless_steel , material500730 * nested_area  * variable3 , 0)","result":"0"},"timestamp":"2026-03-27 05:34:25"} 
[2026-03-27 05:34:25] local.INFO: Dense weight computed {"data":{"name":"SS Sheet 26g Brushed Silver 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_stainless_steel, weight_material500591 * ( sign_depth_or_thickness / 12 * perimeter_of_sign ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-03-27 05:34:25"} 
[2026-03-27 05:34:25] local.INFO: Formula executed successfully {"data":{"name":"SS Sheet 26g Brushed Silver 4 ft x 8 ft Pakistan","expression":"if(material  == material_stainless_steel , material500591 * (sign_depth_or_thickness / 12 * perimeter_of_sign) * variable3 , 0)","result":"0"},"timestamp":"2026-03-27 05:34:25"} 
[2026-03-27 05:34:25] local.INFO: Dense weight computed {"data":{"name":"Acrylic Sheet 8mm Matt 4 ft x 8 ft Pakistan","dense_weight_expression":"weight_material502525 * occupied_area","itemDenseWeight":8.365},"timestamp":"2026-03-27 05:34:25"} 
[2026-03-27 05:34:25] local.INFO: Formula executed successfully {"data":{"name":"Acrylic Sheet 8mm Matt 4 ft x 8 ft Pakistan","expression":"material502525 * nested_area  * variable3","result":131.6876832},"timestamp":"2026-03-27 05:34:25"} 
[2026-03-27 05:34:25] local.INFO: Dense weight computed {"data":{"name":"LED Module 0.4W UL Cool White 10000K China","dense_weight_expression":"if(application == application_interior, 0, nested_area * 10 * weight_material502468 )","itemDenseWeight":"2.7072"},"timestamp":"2026-03-27 05:34:25"} 
[2026-03-27 05:34:25] local.INFO: Formula executed successfully {"data":{"name":"LED Module 0.4W UL Cool White 10000K China","expression":"if(application == application_interior , 0 , nested_area * 10 * material502468)","result":"129.30264"},"timestamp":"2026-03-27 05:34:25"} 
[2026-03-27 05:34:25] local.INFO: Dense weight computed {"data":{"name":"LED Strip UL Cool White China","dense_weight_expression":"if(application == application_interior, if(ul_mandatory == ul_mandatory_yes, ( weight_material501842 / 3.2 ) * perimeter_of_sign, 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-03-27 05:34:25"} 
[2026-03-27 05:34:25] local.INFO: Formula executed successfully {"data":{"name":"LED Strip UL Cool White China","expression":"if(application == application_interior , if( ul_mandatory == ul_mandatory_yes , ( material501842 / 3.2 ) * perimeter_of_sign , 0) , 0)","result":"0"},"timestamp":"2026-03-27 05:34:25"} 
[2026-03-27 05:34:25] local.INFO: Dense weight computed {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","dense_weight_expression":"if(application == application_interior && perimeter_of_sign / 3.2 <= 5, if(ul_mandatory == ul_mandatory_yes, weight_material502204 , if(ul_mandatory == ul_mandatory_no, 0, 0 )  ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-03-27 05:34:25"} 
[2026-03-27 05:34:25] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","expression":"if(

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

  if(

    ul_mandatory == ul_mandatory_yes,

    material502204,

    if(ul_mandatory == ul_mandatory_no , 0, 0)

  ),

  0

)","result":"0"},"timestamp":"2026-03-27 05:34:25"} 
[2026-03-27 05:34:25] local.INFO: Dense weight computed {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","dense_weight_expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 5 && perimeter_of_sign / 3.2 <= 10, if(ul_mandatory == ul_mandatory_yes, weight_material502203 , 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-03-27 05:34:25"} 
[2026-03-27 05:34:25] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 5 && perimeter_of_sign / 3.2 <= 10, if(ul_mandatory  == ul_mandatory_yes , material502203 , 0), 0)","result":"0"},"timestamp":"2026-03-27 05:34:25"} 
[2026-03-27 05:34:25] local.INFO: Dense weight computed {"data":{"name":"Power Supply 15A-10+5","dense_weight_expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 10 && perimeter_of_sign / 3.2 <= 15, if(ul_mandatory == ul_mandatory_yes, weight_material502204 * 2, 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-03-27 05:34:25"} 
[2026-03-27 05:34:25] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 15A-10+5","expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 10 && perimeter_of_sign / 3.2 <= 15, if(ul_mandatory == ul_mandatory_yes , material502204 + material502203, 0 ), 0 )","result":"0"},"timestamp":"2026-03-27 05:34:25"} 
[2026-03-27 05:34:25] local.INFO: Dense weight computed {"data":{"name":"Power Supply 20A-(10A+10A)","dense_weight_expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 15 && perimeter_of_sign / 3.2 <= 1500, if(ul_mandatory == ul_mandatory_yes, weight_material502203 * 2, 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-03-27 05:34:25"} 
[2026-03-27 05:34:25] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 20A-(10A+10A)","expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 15 && perimeter_of_sign / 3.2 <= 1500, if(ul_mandatory == ul_mandatory_yes , material502203 * 2, 0 ), 0 )","result":"0"},"timestamp":"2026-03-27 05:34:25"} 
[2026-03-27 05:34:25] local.INFO: Dense weight computed {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","dense_weight_expression":"if(application == application_exterior && nested_area * 10 <= 70, weight_material502204 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-03-27 05:34:25"} 
[2026-03-27 05:34:25] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","expression":"if(application  == application_exterior && (nested_area  * 10)<= 70, material502204 , 0)","result":"0"},"timestamp":"2026-03-27 05:34:25"} 
[2026-03-27 05:34:25] local.INFO: Dense weight computed {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","dense_weight_expression":"if(application == application_exterior && nested_area * 10 > 70 && nested_area * 10 <= 140, weight_material502203 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-03-27 05:34:25"} 
[2026-03-27 05:34:25] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","expression":"if(application  == application_exterior && (nested_area * 10) > 70 && (nested_area * 10) <= 140, material502203 , 0)","result":"0"},"timestamp":"2026-03-27 05:34:25"} 
[2026-03-27 05:34:25] local.INFO: Dense weight computed {"data":{"name":"Power Supply 15A-10+5","dense_weight_expression":"if(application == application_exterior && nested_area * 10 > 140 && nested_area * 10 <= 210, weight_material502204 * 2, 0 )","itemDenseWeight":"0"},"timestamp":"2026-03-27 05:34:25"} 
[2026-03-27 05:34:25] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 15A-10+5","expression":"if(application == application_exterior && nested_area * 10 > 140 && nested_area * 10 <= 210,  material502204 + material502203 , 0 )","result":"0"},"timestamp":"2026-03-27 05:34:25"} 
[2026-03-27 05:34:25] local.INFO: Dense weight computed {"data":{"name":"Power Supply 20A-(10A+10A)","dense_weight_expression":"if(application == application_exterior && nested_area * 10 > 210 && nested_area * 10 <= 21000, weight_material502203 * 2, 0 )","itemDenseWeight":"1.478"},"timestamp":"2026-03-27 05:34:25"} 
[2026-03-27 05:34:25] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 20A-(10A+10A)","expression":"if(application == application_exterior && nested_area * 10 > 210 && nested_area * 10 <= 21000, material502203 * 2, 0 )","result":"50.64"},"timestamp":"2026-03-27 05:34:25"} 
[2026-03-27 05:34:25] local.INFO: Dense weight computed {"data":{"name":"Wire 18g UL UL Certified Red & White China","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no, 0, weight_material502206 * 2.5 * no_of_letters )","itemDenseWeight":"2.025"},"timestamp":"2026-03-27 05:34:25"} 
[2026-03-27 05:34:25] local.INFO: Formula executed successfully {"data":{"name":"Wire 18g UL UL Certified Red & White China","expression":"if(application  == application_interior && ul_mandatory == ul_mandatory_no , 0, material502206 * 2.5 * no_of_letters)","result":"10.4475"},"timestamp":"2026-03-27 05:34:25"} 
[2026-03-27 05:34:25] local.INFO: Dense weight computed {"data":{"name":"Non UL 5A Power Supply","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 <= 5, weight_material166 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-03-27 05:34:25"} 
[2026-03-27 05:34:25] local.INFO: Formula executed successfully {"data":{"name":"Non UL 5A Power Supply","expression":"if(application  == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 <= 5, material166 , 0)","result":"0"},"timestamp":"2026-03-27 05:34:25"} 
[2026-03-27 05:34:25] local.INFO: Dense weight computed {"data":{"name":"Non UL 10A Power Supply","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 5 && perimeter_of_sign / 3.2 <= 10, weight_material167 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-03-27 05:34:25"} 
[2026-03-27 05:34:25] local.INFO: Formula executed successfully {"data":{"name":"Non UL 10A Power Supply","expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 5 && perimeter_of_sign / 3.2 <= 10, material167 , 0)","result":"0"},"timestamp":"2026-03-27 05:34:25"} 
[2026-03-27 05:34:25] local.INFO: Dense weight computed {"data":{"name":"Non UL 15A Power Supply","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 10 && perimeter_of_sign / 3.2 <= 15, weight_material168 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-03-27 05:34:25"} 
[2026-03-27 05:34:25] local.INFO: Formula executed successfully {"data":{"name":"Non UL 15A Power Supply","expression":"if( application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign  / 3.2 > 10 && perimeter_of_sign / 3.2 <= 15, material168 , 0)","result":"0"},"timestamp":"2026-03-27 05:34:25"} 
[2026-03-27 05:34:25] local.INFO: Dense weight computed {"data":{"name":"Non UL 20A Power Supply","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 15 && perimeter_of_sign / 3.2 <= 1500, weight_material169 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-03-27 05:34:25"} 
[2026-03-27 05:34:25] local.INFO: Formula executed successfully {"data":{"name":"Non UL 20A Power Supply","expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign  / 3.2 > 15 && perimeter_of_sign / 3.2 <= 1500, material169 , 0)","result":"0"},"timestamp":"2026-03-27 05:34:25"} 
[2026-03-27 05:34:25] local.INFO: Dense weight computed {"data":{"name":"Non UL LED strip","dense_weight_expression":"if(application == application_interior, if(ul_mandatory == ul_mandatory_no, ( weight_material170 / 3.2 ) * perimeter_of_sign, 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-03-27 05:34:25"} 
[2026-03-27 05:34:25] local.INFO: Formula executed successfully {"data":{"name":"Non UL LED strip","expression":"if(application == application_interior , if( ul_mandatory  == ul_mandatory_no , (material170 / 3.2) * perimeter_of_sign , 0), 0)","result":"0"},"timestamp":"2026-03-27 05:34:25"} 
[2026-03-27 05:34:25] local.INFO: Dense weight computed {"data":{"name":"Non UL Wire","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no, weight_material171 * 2.5 * no_of_letters, 0 )","itemDenseWeight":"0"},"timestamp":"2026-03-27 05:34:25"} 
[2026-03-27 05:34:25] local.INFO: Formula executed successfully {"data":{"name":"Non UL Wire","expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no , material171 * 2.5 * no_of_letters , 0)","result":"0"},"timestamp":"2026-03-27 05:34:25"} 
[2026-03-27 05:34:25] local.INFO: Dense weight computed {"data":{"name":"Epoxy Primer Pakistan","dense_weight_expression":"(  (  (  ( occupied_area * 2 ) + (  (  ( sign_depth_or_thickness / 12 ) * perimeter_of_sign ) * 2 )  ) * 40.49 * 0.66 )  ) * weight_material500611","itemDenseWeight":0.005824382845600001},"timestamp":"2026-03-27 05:34:25"} 
[2026-03-27 05:34:25] local.INFO: Formula executed successfully {"data":{"name":"Epoxy Primer Pakistan","expression":"(((( occupied_area * 2 ) + ((( sign_depth_or_thickness / 12 ) * perimeter_of_sign  ) * 2 )) * 40.49 * 0.66 )) * material500611","result":5.824382845600001},"timestamp":"2026-03-27 05:34:25"} 
[2026-03-27 05:34:25] local.INFO: Dense weight computed {"data":{"name":"Master Thinner Pakistan","dense_weight_expression":"(  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 40.49 * 0.13 * weight_material500214","itemDenseWeight":0.00046259150166666675},"timestamp":"2026-03-27 05:34:25"} 
[2026-03-27 05:34:25] local.INFO: Formula executed successfully {"data":{"name":"Master Thinner Pakistan","expression":"(( occupied_area  * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) * 40.49 * 0.13 * material500214","result":0.46259150166666674},"timestamp":"2026-03-27 05:34:25"} 
[2026-03-27 05:34:25] local.INFO: Dense weight computed {"data":{"name":"Epoxy Hardner Master Pakistan","dense_weight_expression":"(  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 40.49 * 0.2 * weight_material501055","itemDenseWeight":0.004412411246666668},"timestamp":"2026-03-27 05:34:25"} 
[2026-03-27 05:34:25] local.INFO: Formula executed successfully {"data":{"name":"Epoxy Hardner Master Pakistan","expression":"(( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) * 40.49 * 0.2 * material501055","result":4.412411246666667},"timestamp":"2026-03-27 05:34:25"} 
[2026-03-27 05:34:25] local.INFO: Dense weight computed {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.426 * weight_material502098, 0 )","itemDenseWeight":"0"},"timestamp":"2026-03-27 05:34:25"} 
[2026-03-27 05:34:25] local.INFO: Formula executed successfully {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte , (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.426 * material502098, 0 )","result":"0"},"timestamp":"2026-03-27 05:34:25"} 
[2026-03-27 05:34:25] local.INFO: Dense weight computed {"data":{"name":"Matting Agent (P565-554) 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.234 * weight_material502079 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-03-27 05:34:25"} 
[2026-03-27 05:34:25] local.INFO: Formula executed successfully {"data":{"name":"Matting Agent (P565-554) 1L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) * 22 * 0.234 * material502079 , 0 )","result":"0"},"timestamp":"2026-03-27 05:34:25"} 
[2026-03-27 05:34:25] local.INFO: Dense weight computed {"data":{"name":"Hardner (922) 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.21 * weight_material502350 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-03-27 05:34:25"} 
[2026-03-27 05:34:25] local.INFO: Formula executed successfully {"data":{"name":"Hardner (922) 1L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign  ) * 2 )) * 22 * 0.21 * material502350 , 0)","result":"0"},"timestamp":"2026-03-27 05:34:25"} 
[2026-03-27 05:34:25] local.INFO: Dense weight computed {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.12 * weight_material501680 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-03-27 05:34:25"} 
[2026-03-27 05:34:25] local.INFO: Formula executed successfully {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte , (( occupied_area  * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign   ) * 2 )) * 22 * 0.12 * material501680 , 0 )","result":"0"},"timestamp":"2026-03-27 05:34:25"} 
[2026-03-27 05:34:25] local.INFO: Dense weight computed {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.41 * weight_material502098 )","itemDenseWeight":"0.0090685757066667"},"timestamp":"2026-03-27 05:34:25"} 
[2026-03-27 05:34:25] local.INFO: Formula executed successfully {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte , 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.41 * material502098)","result":"9.0685757066667"},"timestamp":"2026-03-27 05:34:25"} 
[2026-03-27 05:34:25] local.INFO: Dense weight computed {"data":{"name":"2k Adjuster (P190-376) Binder 2.5L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.21 * weight_material502131 )","itemDenseWeight":"0.00440126764"},"timestamp":"2026-03-27 05:34:25"} 
[2026-03-27 05:34:25] local.INFO: Formula executed successfully {"data":{"name":"2k Adjuster (P190-376) Binder 2.5L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte , 0 , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) * 22 * 0.21 * material502131)","result":"4.40126764"},"timestamp":"2026-03-27 05:34:25"} 
[2026-03-27 05:34:25] local.INFO: Dense weight computed {"data":{"name":"Hardner (922) 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.3 * weight_material502350 )","itemDenseWeight":"0.0058931048"},"timestamp":"2026-03-27 05:34:25"} 
[2026-03-27 05:34:25] local.INFO: Formula executed successfully {"data":{"name":"Hardner (922) 1L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte  , 0 , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign  ) * 2 )) * 22 * 0.3 * material502350)","result":"5.8931048"},"timestamp":"2026-03-27 05:34:25"} 
[2026-03-27 05:34:25] local.INFO: Dense weight computed {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.08 * weight_material501680 )","itemDenseWeight":"0.00047021098666667"},"timestamp":"2026-03-27 05:34:25"} 
[2026-03-27 05:34:25] local.INFO: Formula executed successfully {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte  , 0 , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) *22 * 0.08 * material501680)","result":"0.47021098666667"},"timestamp":"2026-03-27 05:34:25"} 
[2026-03-27 05:34:25] local.INFO: Formula executed successfully {"data":{"name":"Paint Miscellaneous [Fixed Cost]","expression":"0.2 * ( formula24 + formula25 + formula26 + formula27 + formula28 + formula29 + formula30 + formula31 + formula32 + formula33 + formula34 )","result":6.106508945453342},"timestamp":"2026-03-27 05:34:25"} 
[2026-03-27 05:34:25] local.INFO: Formula executed successfully {"data":{"name":"Packaging/Box Making","expression":"variable23 * nested_area","result":25.380000000000003},"timestamp":"2026-03-27 05:34:25"} 
[2026-03-27 05:34:25] local.INFO: Dense weight computed {"data":{"name":"Corrugated Sheet 5ply","dense_weight_expression":"if( ( width_of_sign > 0 || other_dimension_of_sign > 0 ) && width_of_sign <= 30 && other_dimension_of_sign <= 30, (  ( 2 * nested_area ) + ( 3 * nested_area * (  ( sign_depth_or_thickness + 2 ) / 12 )  ) / sqrt( nested_area )  ) * weight_material500379 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-03-27 05:34:25"} 
[2026-03-27 05:34:25] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 5ply","dense_weight":0,"result":0},"timestamp":"2026-03-27 05:34:25"} 
[2026-03-27 05:34:25] local.INFO: Dense weight computed {"data":{"name":"Corrugated Sheet 7Ply","dense_weight_expression":"if( ( width_of_sign > 30 || other_dimension_of_sign > 30 ) && width_of_sign <= 50 && other_dimension_of_sign <= 50, (  ( 2 * nested_area ) + ( 3 * nested_area * (  ( sign_depth_or_thickness + 2 ) / 12 )  ) / sqrt(nested_area)  ) * weight_material500419 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-03-27 05:34:25"} 
[2026-03-27 05:34:25] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 7Ply","dense_weight":0,"result":0},"timestamp":"2026-03-27 05:34:25"} 
[2026-03-27 05:34:25] local.INFO: Dense weight computed {"data":{"name":"Corrugated Sheet 9 Ply","dense_weight_expression":"if( ( width_of_sign > 50 || other_dimension_of_sign > 50 ) && width_of_sign <= 60 && other_dimension_of_sign <= 60, (  ( 2 * nested_area ) + ( 3 * nested_area * (  ( sign_depth_or_thickness + 2 ) / 12 )  ) / sqrt(nested_area)  ) * weight_material502106 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-03-27 05:34:25"} 
[2026-03-27 05:34:25] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 9 Ply","dense_weight":0,"result":0},"timestamp":"2026-03-27 05:34:25"} 
[2026-03-27 05:34:25] local.INFO: Dense weight computed {"data":{"name":"Plywood Sheet 5mm 3 Core 4*8","dense_weight_expression":"if( ( width_of_sign > 60 || other_dimension_of_sign > 60 ) && width_of_sign <= 70 && other_dimension_of_sign <= 70, nested_area * 2 * weight_material502567 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-03-27 05:34:25"} 
[2026-03-27 05:34:25] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 5mm 3 Core 4*8","dense_weight":0,"result":0},"timestamp":"2026-03-27 05:34:25"} 
[2026-03-27 05:34:25] local.INFO: Dense weight computed {"data":{"name":"Plywood Sheet 7mm 4 Core","dense_weight_expression":"if( ( width_of_sign > 70 || other_dimension_of_sign > 70 ) && width_of_sign <= 90 && other_dimension_of_sign <= 90, nested_area * 2 * weight_material502564, 0 )","itemDenseWeight":"0"},"timestamp":"2026-03-27 05:34:25"} 
[2026-03-27 05:34:25] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 7mm 4 Core","dense_weight":0,"result":0},"timestamp":"2026-03-27 05:34:25"} 
[2026-03-27 05:34:25] local.INFO: Dense weight computed {"data":{"name":"Plywood Sheet 8*4 Mersawa 6 core 9MM","dense_weight_expression":"if( ( width_of_sign > 90 || other_dimension_of_sign > 90 ), nested_area * weight_material500154 * 2, 0 )","itemDenseWeight":"25.7184"},"timestamp":"2026-03-27 05:34:25"} 
[2026-03-27 05:34:25] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 8*4 Mersawa 6 core 9MM","dense_weight":0,"result":0},"timestamp":"2026-03-27 05:34:25"} 
[2026-03-27 05:34:25] local.INFO: Dense weight computed {"data":{"name":"Wood Lar 9''x132''","dense_weight_expression":"if( ( width_of_sign > 60 || other_dimension_of_sign > 60 ), 4 * sqrt(nested_area) * (  ( sign_depth_or_thickness + 2 ) / 12 ) * weight_material502074\t , 0 )","itemDenseWeight":"5.8172158288996"},"timestamp":"2026-03-27 05:34:25"} 
[2026-03-27 05:34:25] local.INFO: No formula, default result applied {"data":{"name":"Wood Lar 9''x132''","dense_weight":0,"result":0},"timestamp":"2026-03-27 05:34:25"} 
[2026-03-27 05:34:25] local.INFO: No formula, default result applied {"data":{"name":"Miscalleneous (10%)","dense_weight":0,"result":0},"timestamp":"2026-03-27 05:34:25"} 
[2026-03-27 05:34:25] local.INFO: No formula, default result applied {"data":{"name":"Where Wastage magnification factor for Sheets consumption is taken as","dense_weight":0,"result":0},"timestamp":"2026-03-27 05:34:25"} 
[2026-03-27 05:34:25] local.INFO: Formula executed successfully {"data":{"name":"Flush/Stud mounted","expression":"if(mounting_type == mounting_type_flush_stud_mounted, 1, 0 )","result":"1"},"timestamp":"2026-03-27 05:34:25"} 
[2026-03-27 05:34:25] 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":"2026-03-27 05:34:25"} 
[2026-03-27 05:34:25] local.INFO: Formula executed successfully {"data":{"name":"Standard Raceway (6x2)","expression":"if(mounting_type == mounting_type_standard_raceway_6x2, variable3 * ( material501803 / 144 * (  (  ( width_of_line_1 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_2 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_3 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_4 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  )  ) + 2.7 / 144 * (  (  ( width_of_line_1 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_2 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_3 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_4 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  )  )  ), 0 )","result":"0"},"timestamp":"2026-03-27 05:34:25"} 
[2026-03-27 05:34:25] local.INFO: Dense weight computed {"data":{"name":"Flat Backer (2mm)","dense_weight_expression":"if(mounting_type == mounting_type_flat_backer_2_5_mm, (  ( width_of_sign + ( 2 * backer_offset )  ) * ( other_dimension_of_sign + ( 2 * backer_offset )  )  ) / 144 * weight_material501803, 0 )","itemDenseWeight":"0"},"timestamp":"2026-03-27 05:34:25"} 
[2026-03-27 05:34:25] local.INFO: Formula executed successfully {"data":{"name":"Flat Backer (2mm)","expression":"if(mounting_type == mounting_type_flat_backer_2_5_mm, variable3 * ( material501803 / 144 * (  ( width_of_sign + ( 2 * backer_offset )  ) * ( other_dimension_of_sign + ( 2 * backer_offset )  )  ) + 2.7 / 144 * (  ( width_of_sign + ( 2 * backer_offset )  ) * ( other_dimension_of_sign + ( 2 * backer_offset )  )  )  ), 0 )","result":"0"},"timestamp":"2026-03-27 05:34:25"} 
[2026-03-27 05:34:25] 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":"2026-03-27 05:34:25"} 
[2026-03-27 05:34:25] local.INFO: Formula executed successfully {"data":{"name":"Backerboard Cabinet (2\")","expression":"if(mounting_type == mounting_type_backerboard_cabinet_2_inch, variable3 * (  (  ( 4 + 2 * ( other_dimension_of_sign + ( 2 * backer_offset )  )  ) + ( 2 * backboard_cabinet_depth )  ) * ( width_of_sign + ( 2 * backer_offset )  ) * material501803 / 144 + (  ( 4 + 2 * ( other_dimension_of_sign + ( 2 * backer_offset )  )  ) + ( 2 * backboard_cabinet_depth )  ) * ( width_of_sign + ( 2 * backer_offset )  ) * 2.7 / 144 ), 0 )","result":"0"},"timestamp":"2026-03-27 05:34:25"} 
[2026-03-27 05:34:25] local.INFO: Total Cost formula detected {"data":{"item_id":8},"timestamp":"2026-03-27 05:34:25"} 
[2026-03-27 05:34:25] local.INFO: Formula calculations completed {"data":{"total_items":50,"successful_calculations":49,"errors_count":0},"timestamp":"2026-03-27 05:34:25"} 
[2026-03-27 05:34:25] local.INFO: Summed initial totals {"data":{"totalCost_before_formula":504.32678047272003,"totalDenseWeight_before_formula":53.98032837362686},"timestamp":"2026-03-27 05:34:25"} 
[2026-03-27 05:34:25] local.INFO: Total Cost formula executed {"data":{"formula":"totalCost * variable2","computed_totalCost":554.7594585199921},"timestamp":"2026-03-27 05:34:25"} 
[2026-03-27 05:34:25] local.INFO: Preparing boxes for bin packing {"data":{"sign_type":"Halo Lit Channel Letters","objects_count":15,"totalDenseWeight":59.37836121098955},"timestamp":"2026-03-27 05:34:25"} 
[2026-03-27 05:34:25] local.INFO: Processing flush stud mounted objects for 3D bin packing {"data":{"objects_count":15,"sign_depth":"1"},"timestamp":"2026-03-27 05:34:25"} 
[2026-03-27 05:34:25] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-1","width":7.35,"height":9.19,"depth":"1"},"timestamp":"2026-03-27 05:34:25"} 
[2026-03-27 05:34:25] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-2","width":10.24,"height":9.19,"depth":"1"},"timestamp":"2026-03-27 05:34:25"} 
[2026-03-27 05:34:25] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-3","width":8.4,"height":9.19,"depth":"1"},"timestamp":"2026-03-27 05:34:25"} 
[2026-03-27 05:34:25] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-4","width":7.61,"height":9.72,"depth":"1"},"timestamp":"2026-03-27 05:34:25"} 
[2026-03-27 05:34:25] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-5","width":9.72,"height":9.72,"depth":"1"},"timestamp":"2026-03-27 05:34:25"} 
[2026-03-27 05:34:25] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-6","width":4.73,"height":2.89,"depth":"1"},"timestamp":"2026-03-27 05:34:25"} 
[2026-03-27 05:34:25] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-7","width":13.13,"height":12.6,"depth":"1"},"timestamp":"2026-03-27 05:34:25"} 
[2026-03-27 05:34:25] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-8","width":16.28,"height":12.6,"depth":"1"},"timestamp":"2026-03-27 05:34:25"} 
[2026-03-27 05:34:25] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-9","width":3.68,"height":12.6,"depth":"1"},"timestamp":"2026-03-27 05:34:25"} 
[2026-03-27 05:34:25] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-10","width":13.39,"height":12.6,"depth":"1"},"timestamp":"2026-03-27 05:34:25"} 
[2026-03-27 05:34:25] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-11","width":10.5,"height":12.6,"depth":"1"},"timestamp":"2026-03-27 05:34:25"} 
[2026-03-27 05:34:25] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-12","width":12.6,"height":12.6,"depth":"1"},"timestamp":"2026-03-27 05:34:25"} 
[2026-03-27 05:34:25] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-13","width":13.92,"height":12.6,"depth":"1"},"timestamp":"2026-03-27 05:34:25"} 
[2026-03-27 05:34:25] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-14","width":12.87,"height":12.6,"depth":"1"},"timestamp":"2026-03-27 05:34:25"} 
[2026-03-27 05:34:25] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-15","width":112.12,"height":28.88,"depth":"1"},"timestamp":"2026-03-27 05:34:25"} 
[2026-03-27 05:34:25] local.INFO: 3D Bin Packing API response received {"data":{"response":{"response":{"id":"1774589665_bb3527d7383ed7935f4cdefd900c70ba","bins_packed":[{"bin_data":{"w":112.42,"h":29.18,"d":2.6,"id":"unique","used_space":76.2928,"weight":0,"gross_weight":0,"used_weight":100,"stack_height":29.18,"order_id":null},"image_complete":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260327/9d2bc65436d8e7fee082be6b525eff8b/1774589665-4455-6925580.svg","items":[{"id":"item-15","w":112.42,"h":29.18,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260327/9d2bc65436d8e7fee082be6b525eff8b/1774589665-4442-7820337.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting 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":16.58,"h":12.9,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260327/9d2bc65436d8e7fee082be6b525eff8b/1774589665-4444-1092421.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-13","w":14.22,"h":12.9,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260327/9d2bc65436d8e7fee082be6b525eff8b/1774589665-4444-7059976.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-10","w":13.69,"h":12.9,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260327/9d2bc65436d8e7fee082be6b525eff8b/1774589665-4445-1117416.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting 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":13.43,"h":12.9,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260327/9d2bc65436d8e7fee082be6b525eff8b/1774589665-4446-3577084.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels 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[2026-03-27 05:34:25] local.INFO: Box added from packed bin {"data":{"length":2.6,"width":112.42,"height":29.18,"denseWeight":59.37836121098955},"timestamp":"2026-03-27 05:34:25"} 
[2026-03-27 05:34:26] local.INFO: Shipping rates calculated {"data":{"boxes":[{"size":{"length":4.6,"width":114.42,"height":31.43},"quantity":1,"denseWeight":59.37836121098955}],"cheapestShippingCost":589.46,"rawShippingRates":{"data":[{"career":"dhl_small","overBreachSurcharge":0,"career_name":"DHL Pakistan Light","boxWeights":[{"size":{"length":4.6,"width":114.42,"height":31.43},"denseWeight":59.37836121098955,"volumetricWeight":54.5,"higherWeight":59.37836121098955,"quantity":1}],"totalHigherWeight":59.37836121098955,"DS":0,"rate":769.4405843729521,"tariffAndDS":769.4405843729521,"fuelSurcharge":"0.305","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":25,"isRemotePrice":0,"totalShipmentCost":1202.6241566237748,"totalShipmentCostFormula":"((tariffAndDS (769.44058437295) + overlengthSurcharge (25) + overweightSurcharge (0) + nonConveyableSurcharge (0)) * (1 + fuelSurcharge (0.305)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 1202.62","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["DHL Not Available (Width exceeds 59.06 in)"]},{"career":"dhl_heavy","overBreachSurcharge":0,"career_name":"DHL Pakistan Heavy","boxWeights":[{"size":{"length":4.6,"width":114.42,"height":31.43},"denseWeight":59.37836121098955,"volumetricWeight":54.5,"higherWeight":59.37836121098955,"quantity":1}],"totalHigherWeight":59.37836121098955,"DS":0,"rate":434.7596040644436,"tariffAndDS":434.7596040644436,"fuelSurcharge":"0.305","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":25,"isRemotePrice":0,"totalShipmentCost":695.9840886327546,"totalShipmentCostFormula":"((tariffAndDS (434.75960406444) + overlengthSurcharge (25) + overweightSurcharge (0) + nonConveyableSurcharge (0)) * (1 + fuelSurcharge (0.305)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 695.98","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["DHL Not Available (Width exceeds 59.06 in)"]},{"career":"dhl_usa","overBreachSurcharge":0,"career_name":"DHL USA","boxWeights":[{"size":{"length":4.6,"width":114.42,"height":31.43},"denseWeight":59.37836121098955,"volumetricWeight":54.5,"higherWeight":59.37836121098955,"quantity":1}],"totalHigherWeight":59.37836121098955,"DS":0,"rate":"559.46","tariffAndDS":559.46,"fuelSurcharge":"0","gst":"0","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":30,"isRemotePrice":0,"totalShipmentCost":589.46,"totalShipmentCostFormula":"(((tariffAndDS (559.46) + overlengthSurcharge (30) + overweightSurcharge (0) + nonConveyableSurcharge (0)) * (1 + fuelSurcharge (0))) * (1 + gst (0))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 589.46","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["DHL USA Not Available (Width exceeds 59.06 in)"]},{"career":"dhl_pakistan_heavy_special","overBreachSurcharge":0,"career_name":"DHL Pakistan Heavy Special","boxWeights":[{"size":{"length":4.6,"width":114.42,"height":31.43},"denseWeight":59.37836121098955,"volumetricWeight":54.5,"higherWeight":59.37836121098955,"quantity":1}],"totalHigherWeight":59.37836121098955,"DS":0,"rate":386.75,"tariffAndDS":386.75,"fuelSurcharge":"0.305","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":25,"isRemotePrice":0,"totalShipmentCost":623.30715,"totalShipmentCostFormula":"((tariffAndDS (386.75) + overlengthSurcharge (25) + overweightSurcharge (0) + nonConveyableSurcharge (0)) * (1 + fuelSurcharge (0.305)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 623.31","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["DHL Not Available (Width exceeds 59.06 in)"]},{"career":"fedex","overBreachSurcharge":0,"career_name":"FedEx Standard","boxWeights":[{"size":{"length":4.6,"width":114.42,"height":31.43},"denseWeight":59.37836121098955,"volumetricWeight":54.5,"higherWeight":59.37836121098955,"quantity":1}],"totalHigherWeight":59.37836121098955,"DS":0,"rate":604.4717171278736,"tariffAndDS":604.4717171278736,"fuelSurcharge":"0.33","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":932.5789651848834,"totalShipmentCostFormula":"(( tariffAndDS (604.47171712787) + overlengthSurcharge (0) + overweightSurcharge (0) ) * ( 1 + fuelSurcharge (0.33)) * ( 1 + gst (0.16))) + Custom Duty (0) + DDP (0)) + isRemotePrice (0) = 932.57896518488","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["FedEx Not Available (Width exceeds 59.06 in)"]},{"career":"fedex_flyer","career_name":"FedEx Flyer","error":["Package doesn't come under dimension","Weight is higher then 2.5 kg"]},{"career":"ups_karachi_frontend","overBreachSurcharge":154,"career_name":"UPS Pakistan Heavy Expedited (K0F572)","boxWeights":[{"size":{"length":4.6,"width":114.42,"height":31.43},"denseWeight":59.37836121098955,"volumetricWeight":54.5,"higherWeight":59.37836121098955,"quantity":1}],"totalHigherWeight":59.37836121098955,"DS":175.1661655724192,"rate":522.22,"tariffAndDS":697.3861655724193,"fuelSurcharge":"0.34","gst":"0.15","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":6,"isRemotePrice":0,"totalShipmentCost":1086.218081147098,"totalShipmentCostFormula":"(((tariffAndDS (697.38616557242) + overlengthSurcharge (6) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.34)) + 2) * (1 + gst (0.15))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 1086.2180811471","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["UPS Not Available (Width exceeds 98.43 in)","Extra Charges: Too High - Minimum Weight should be 40 KG"]},{"career":"sea_mode_oa","career_name":"Bulk Shipments","error":["Weight is higher then 5 kg"]},{"career":"sea_mode_ob","overBreachSurcharge":0,"career_name":"Air Freight Cargo","boxWeights":[{"size":{"length":4.6,"width":114.42,"height":31.43},"denseWeight":59.37836121098955,"volumetricWeight":54.5,"higherWeight":59.37836121098955,"quantity":1}],"totalHigherWeight":59.37836121098955,"DS":0,"rate":1043.7836121098956,"tariffAndDS":1043.7836121098956,"fuelSurcharge":"0","gst":"0","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":1043.7836121098956,"totalShipmentCostFormula":"((tariffAndDS (1043.7836121099) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0)) * (1 + gst (0))) + DdpService (0) + isRemotePrice (0) = 1043.7836121099","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":154,"career_name":"UPS Pakistan (K0F572)","boxWeights":[{"size":{"length":4.6,"width":114.42,"height":31.43},"denseWeight":59.37836121098955,"volumetricWeight":54.5,"higherWeight":59.37836121098955,"quantity":1}],"totalHigherWeight":59.37836121098955,"DS":175.1661655724192,"rate":597.5799999999999,"tariffAndDS":772.7461655724192,"fuelSurcharge":"0.34","gst":"0.15","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":6,"isRemotePrice":0,"totalShipmentCost":1202.3478411470978,"totalShipmentCostFormula":"(((tariffAndDS (772.74616557242) + overlengthSurcharge (6) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.34)) + 2) * (1 + gst (0.15))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 1202.3478411471","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["UPS Not Available (Width exceeds 98.43 in)","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":154,"career_name":"UPS Pakistan Small (K0F569)","boxWeights":[{"size":{"length":4.6,"width":114.42,"height":31.43},"denseWeight":59.37836121098955,"volumetricWeight":54.5,"higherWeight":59.37836121098955,"quantity":1}],"totalHigherWeight":59.37836121098955,"DS":175.1661655724192,"rate":663.04,"tariffAndDS":838.2061655724192,"fuelSurcharge":"0.34","gst":"0.15","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":6,"isRemotePrice":0,"totalShipmentCost":1303.221701147098,"totalShipmentCostFormula":"(((tariffAndDS (838.20616557242) + overlengthSurcharge (6) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.34)) + 2) * (1 + gst (0.15))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 1303.2217011471","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["UPS Not Available (Width exceeds 98.43 in)","Extra Charges: Too High - Minimum Weight should be 40 KG"]},"10":{"career":"ups_pakistan_heavy_expedited","overBreachSurcharge":154,"career_name":"UPS Pakistan Heavy Expedited (K0F572)","boxWeights":[{"size":{"length":4.6,"width":114.42,"height":31.43},"denseWeight":59.37836121098955,"volumetricWeight":54.5,"higherWeight":59.37836121098955,"quantity":1}],"totalHigherWeight":59.37836121098955,"DS":175.1661655724192,"rate":522.22,"tariffAndDS":697.3861655724193,"fuelSurcharge":"0.34","gst":"0.15","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":6,"isRemotePrice":0,"totalShipmentCost":1086.218081147098,"totalShipmentCostFormula":"(((tariffAndDS (697.38616557242) + overlengthSurcharge (6) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.34)) + 2) * (1 + gst (0.15))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 1086.2180811471","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["UPS Not Available (Width exceeds 98.43 in)","Extra Charges: Too High - Minimum Weight should be 40 KG"]}}}},"timestamp":"2026-03-27 05:34:26"} 
[2026-03-27 05:34:26] local.INFO: Yes Factor Founded {"data":{"sign_type":"Halo Lit Channel Letters","productCostFactor":"1.66"},"timestamp":"2026-03-27 05:34:26"} 
[2026-03-27 05:34:26] local.INFO: Product cost factor determined {"data":{"sign_type":"Halo Lit Channel Letters","productCostFactor":"1.66"},"timestamp":"2026-03-27 05:34:26"} 
[2026-03-27 05:34:26] local.INFO: Final API Response {"data":{"sign_width":"120","sign_height":69.32,"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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(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":59.37836121098955,"result":554.7594585199921,"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","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":69.32,"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":15,"perimeter_of_sign":96.2,"nested_area":33.84,"occupied_area":9.56,"avg_char_height":"Less than 24 inches","width_of_sign":"120","width_of_smaller_line":20,"other_dimension_of_sign":69.32,"material":"Aluminium","application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","size":"Size 1 (24\" H X 18\" W)","neon_color":"RGB","uv_printing_needed":"Yes","quotationId":1325},"TATDays":21,"testDenseWeight":0,"vendorName":"EpicCraftings Pakistan","quotationId":1325},"timestamp":"2026-03-27 05:34:26"} 
[2026-03-27 05:34:26] local.INFO: API Epic Craftings Calculation Ended ======================================================================================================== {"data":null,"timestamp":"2026-03-27 05:34:26"} 
[2026-03-27 05:34:27] local.INFO: API B2 Sign Calculation Started ======================================================================================================== {"data":null,"timestamp":"2026-03-27 05:34:27"} 
[2026-03-27 05:34:27] local.INFO: Incoming Request {"data":{"sign_type_name":"Halo Lit Channel Letters","sign_depth":1,"mounting_type":"Flush/Stud mounted","sign_height":69.32,"sign_width":"120","dimensions":[{"id":"09ff053b-233e-4bb7-b667-cff1948aa202","height":9.19,"width":7.35},{"id":"a51ea582-e3af-46a4-b331-ca54bd9350bf","height":9.19,"width":10.24},{"id":"b938b852-3d4b-44fb-9a04-67674bfaa51c","height":9.19,"width":8.4},{"id":"5fd46ece-6393-4d1a-a84c-2f06ac361af7","height":9.72,"width":7.61},{"id":"2f5cbfaf-730f-42c8-9ef4-433563b20408","height":9.72,"width":9.72},{"id":"2ec6834e-ff7c-47c4-affb-1143fd11afdc","height":2.89,"width":4.73},{"id":"8fdd0b40-e956-4534-b169-83eac23da5a1","height":12.6,"width":13.13},{"id":"9453e0f4-065a-428e-90f2-368d4493b65d","height":12.6,"width":16.28},{"id":"3e3fc490-5b0d-4986-aebb-7b11d5b1ce15","height":12.6,"width":3.68},{"id":"6125ec79-3402-464d-a411-bee6d127c662","height":12.6,"width":13.39},{"id":"f9a3c27d-d69e-43ab-a2fe-851f89ca292c","height":12.6,"width":10.5},{"id":"a9ae8055-d74c-452b-bbcb-59dba0936ea1","height":12.6,"width":12.6},{"id":"30c7ab09-9a7c-4357-901d-674d50f3b073","height":12.6,"width":13.92},{"id":"0ee2bc99-9f90-46ba-b4d2-fa019489ddc6","height":12.6,"width":12.87},{"id":"c92f522c-a488-408d-b284-e184818c4133","height":28.88,"width":112.12}]},"timestamp":"2026-03-27 05:34:27"} 
[2026-03-27 05:34:27] local.INFO: Validating Request Payload {"data":[],"timestamp":"2026-03-27 05:34:27"} 
[2026-03-27 05:34:27] 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":69.32,"sign_width":"120","dimensions":[{"id":"09ff053b-233e-4bb7-b667-cff1948aa202","height":9.19,"width":7.35},{"id":"a51ea582-e3af-46a4-b331-ca54bd9350bf","height":9.19,"width":10.24},{"id":"b938b852-3d4b-44fb-9a04-67674bfaa51c","height":9.19,"width":8.4},{"id":"5fd46ece-6393-4d1a-a84c-2f06ac361af7","height":9.72,"width":7.61},{"id":"2f5cbfaf-730f-42c8-9ef4-433563b20408","height":9.72,"width":9.72},{"id":"2ec6834e-ff7c-47c4-affb-1143fd11afdc","height":2.89,"width":4.73},{"id":"8fdd0b40-e956-4534-b169-83eac23da5a1","height":12.6,"width":13.13},{"id":"9453e0f4-065a-428e-90f2-368d4493b65d","height":12.6,"width":16.28},{"id":"3e3fc490-5b0d-4986-aebb-7b11d5b1ce15","height":12.6,"width":3.68},{"id":"6125ec79-3402-464d-a411-bee6d127c662","height":12.6,"width":13.39},{"id":"f9a3c27d-d69e-43ab-a2fe-851f89ca292c","height":12.6,"width":10.5},{"id":"a9ae8055-d74c-452b-bbcb-59dba0936ea1","height":12.6,"width":12.6},{"id":"30c7ab09-9a7c-4357-901d-674d50f3b073","height":12.6,"width":13.92},{"id":"0ee2bc99-9f90-46ba-b4d2-fa019489ddc6","height":12.6,"width":12.87},{"id":"c92f522c-a488-408d-b284-e184818c4133","height":28.88,"width":112.12}]}},"timestamp":"2026-03-27 05:34:27"} 
[2026-03-27 05:34:27] local.INFO: Fetching Sign Type {"data":{"sign_type_name":"Halo Lit Channel Letters"},"timestamp":"2026-03-27 05:34:27"} 
[2026-03-27 05:34:27] local.INFO: Sign Type Query Result {"data":{"found":true,"sign_type_id":1},"timestamp":"2026-03-27 05:34:27"} 
[2026-03-27 05:34:27] local.INFO: Checking B2 Module for Sign Type {"data":{"sign_type_id":1},"timestamp":"2026-03-27 05:34:27"} 
[2026-03-27 05:34:27] local.INFO: Sign Type B2 Module Result {"data":{"has_b2_module":true},"timestamp":"2026-03-27 05:34:27"} 
[2026-03-27 05:34:27] local.INFO: Fetching Unique Returns for Sign Type {"data":{"sign_type_id":1},"timestamp":"2026-03-27 05:34:27"} 
[2026-03-27 05:34:27] local.INFO: Unique Returns Found {"data":{"unique_returns":{"Illuminate\\Support\\Collection":[2,3]}},"timestamp":"2026-03-27 05:34:27"} 
[2026-03-27 05:34:27] local.INFO: Processing dimensions block {"data":{"return_value":2,"raw_dimensions":[{"id":"09ff053b-233e-4bb7-b667-cff1948aa202","height":9.19,"width":7.35},{"id":"a51ea582-e3af-46a4-b331-ca54bd9350bf","height":9.19,"width":10.24},{"id":"b938b852-3d4b-44fb-9a04-67674bfaa51c","height":9.19,"width":8.4},{"id":"5fd46ece-6393-4d1a-a84c-2f06ac361af7","height":9.72,"width":7.61},{"id":"2f5cbfaf-730f-42c8-9ef4-433563b20408","height":9.72,"width":9.72},{"id":"2ec6834e-ff7c-47c4-affb-1143fd11afdc","height":2.89,"width":4.73},{"id":"8fdd0b40-e956-4534-b169-83eac23da5a1","height":12.6,"width":13.13},{"id":"9453e0f4-065a-428e-90f2-368d4493b65d","height":12.6,"width":16.28},{"id":"3e3fc490-5b0d-4986-aebb-7b11d5b1ce15","height":12.6,"width":3.68},{"id":"6125ec79-3402-464d-a411-bee6d127c662","height":12.6,"width":13.39},{"id":"f9a3c27d-d69e-43ab-a2fe-851f89ca292c","height":12.6,"width":10.5},{"id":"a9ae8055-d74c-452b-bbcb-59dba0936ea1","height":12.6,"width":12.6},{"id":"30c7ab09-9a7c-4357-901d-674d50f3b073","height":12.6,"width":13.92},{"id":"0ee2bc99-9f90-46ba-b4d2-fa019489ddc6","height":12.6,"width":12.87},{"id":"c92f522c-a488-408d-b284-e184818c4133","height":28.88,"width":112.12}],"sign_height_raw":69.32,"sign_width_raw":"120"},"timestamp":"2026-03-27 05:34:27"} 
[2026-03-27 05:34:27] local.INFO: Calculated sign dimensions {"data":{"sign_depth":2,"sign_height":70.0,"sign_width":120.0,"tax_factor":0.0887},"timestamp":"2026-03-27 05:34:27"} 
[2026-03-27 05:34:27] local.INFO: Fetching max heightOrWidth from B2SignProductionPrice {"data":{"sign_type_id":1},"timestamp":"2026-03-27 05:34:27"} 
[2026-03-27 05:34:27] local.INFO: Max heightOrWidth found {"data":{"maxHeightOrWidth":"36.00"},"timestamp":"2026-03-27 05:34:27"} 
[2026-03-27 05:34:27] local.INFO: Initialized result array for dimension calculations {"data":[],"timestamp":"2026-03-27 05:34:27"} 
[2026-03-27 05:34:27] local.INFO: Dimension Calculation {"data":{"dim_id":"09ff053b-233e-4bb7-b667-cff1948aa202","height":9.19,"width":7.35,"ceilHeight":10.0,"ceilWidth":8.0,"biggerDimension":10.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":13,"sign_type_id":1,"heightOrWidth":"10.00","return":2,"price":82,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-03-27 05:34:27"} 
[2026-03-27 05:34:27] local.INFO: Dimension Calculation {"data":{"dim_id":"a51ea582-e3af-46a4-b331-ca54bd9350bf","height":9.19,"width":10.24,"ceilHeight":10.0,"ceilWidth":11.0,"biggerDimension":11.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":15,"sign_type_id":1,"heightOrWidth":"11.00","return":2,"price":91,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-03-27 05:34:27"} 
[2026-03-27 05:34:27] local.INFO: Dimension Calculation {"data":{"dim_id":"b938b852-3d4b-44fb-9a04-67674bfaa51c","height":9.19,"width":8.4,"ceilHeight":10.0,"ceilWidth":9.0,"biggerDimension":10.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":13,"sign_type_id":1,"heightOrWidth":"10.00","return":2,"price":82,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-03-27 05:34:27"} 
[2026-03-27 05:34:27] local.INFO: Dimension Calculation {"data":{"dim_id":"5fd46ece-6393-4d1a-a84c-2f06ac361af7","height":9.72,"width":7.61,"ceilHeight":10.0,"ceilWidth":8.0,"biggerDimension":10.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":13,"sign_type_id":1,"heightOrWidth":"10.00","return":2,"price":82,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-03-27 05:34:27"} 
[2026-03-27 05:34:27] local.INFO: Dimension Calculation {"data":{"dim_id":"2f5cbfaf-730f-42c8-9ef4-433563b20408","height":9.72,"width":9.72,"ceilHeight":10.0,"ceilWidth":10.0,"biggerDimension":10.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":13,"sign_type_id":1,"heightOrWidth":"10.00","return":2,"price":82,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-03-27 05:34:27"} 
[2026-03-27 05:34:27] local.INFO: Dimension Calculation {"data":{"dim_id":"2ec6834e-ff7c-47c4-affb-1143fd11afdc","height":2.89,"width":4.73,"ceilHeight":3.0,"ceilWidth":5.0,"biggerDimension":5.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":3,"sign_type_id":1,"heightOrWidth":"5.00","return":2,"price":80,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-03-27 05:34:27"} 
[2026-03-27 05:34:27] local.INFO: Dimension Calculation {"data":{"dim_id":"8fdd0b40-e956-4534-b169-83eac23da5a1","height":12.6,"width":13.13,"ceilHeight":13.0,"ceilWidth":14.0,"biggerDimension":14.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":21,"sign_type_id":1,"heightOrWidth":"14.00","return":2,"price":122,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-03-27 05:34:27"} 
[2026-03-27 05:34:27] local.INFO: Dimension Calculation {"data":{"dim_id":"9453e0f4-065a-428e-90f2-368d4493b65d","height":12.6,"width":16.28,"ceilHeight":13.0,"ceilWidth":17.0,"biggerDimension":17.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":27,"sign_type_id":1,"heightOrWidth":"17.00","return":2,"price":163,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-03-27 05:34:27"} 
[2026-03-27 05:34:27] local.INFO: Dimension Calculation {"data":{"dim_id":"3e3fc490-5b0d-4986-aebb-7b11d5b1ce15","height":12.6,"width":3.68,"ceilHeight":13.0,"ceilWidth":4.0,"biggerDimension":13.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":19,"sign_type_id":1,"heightOrWidth":"13.00","return":2,"price":111,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-03-27 05:34:27"} 
[2026-03-27 05:34:27] local.INFO: Dimension Calculation {"data":{"dim_id":"6125ec79-3402-464d-a411-bee6d127c662","height":12.6,"width":13.39,"ceilHeight":13.0,"ceilWidth":14.0,"biggerDimension":14.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":21,"sign_type_id":1,"heightOrWidth":"14.00","return":2,"price":122,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-03-27 05:34:27"} 
[2026-03-27 05:34:27] local.INFO: Dimension Calculation {"data":{"dim_id":"f9a3c27d-d69e-43ab-a2fe-851f89ca292c","height":12.6,"width":10.5,"ceilHeight":13.0,"ceilWidth":11.0,"biggerDimension":13.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":19,"sign_type_id":1,"heightOrWidth":"13.00","return":2,"price":111,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-03-27 05:34:27"} 
[2026-03-27 05:34:27] local.INFO: Dimension Calculation {"data":{"dim_id":"a9ae8055-d74c-452b-bbcb-59dba0936ea1","height":12.6,"width":12.6,"ceilHeight":13.0,"ceilWidth":13.0,"biggerDimension":13.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":19,"sign_type_id":1,"heightOrWidth":"13.00","return":2,"price":111,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-03-27 05:34:27"} 
[2026-03-27 05:34:27] local.INFO: Dimension Calculation {"data":{"dim_id":"30c7ab09-9a7c-4357-901d-674d50f3b073","height":12.6,"width":13.92,"ceilHeight":13.0,"ceilWidth":14.0,"biggerDimension":14.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":21,"sign_type_id":1,"heightOrWidth":"14.00","return":2,"price":122,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-03-27 05:34:27"} 
[2026-03-27 05:34:27] local.INFO: Dimension Calculation {"data":{"dim_id":"0ee2bc99-9f90-46ba-b4d2-fa019489ddc6","height":12.6,"width":12.87,"ceilHeight":13.0,"ceilWidth":13.0,"biggerDimension":13.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":19,"sign_type_id":1,"heightOrWidth":"13.00","return":2,"price":111,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-03-27 05:34:27"} 
[2026-03-27 05:34:27] local.INFO: Dimension Calculation {"data":{"dim_id":"c92f522c-a488-408d-b284-e184818c4133","height":28.88,"width":112.12,"ceilHeight":29.0,"ceilWidth":113.0,"biggerDimension":113.0,"priceRow_found":false,"priceRow":null,"defaultShippingRate":1800},"timestamp":"2026-03-27 05:34:27"} 
[2026-03-27 05:34:27] local.INFO: Base Production Cost Calculated {"data":{"result_items_count":15,"baseProductionCost":1974,"result":[{"id":"09ff053b-233e-4bb7-b667-cff1948aa202","height":9.19,"width":7.35,"depth":2,"price":82},{"id":"a51ea582-e3af-46a4-b331-ca54bd9350bf","height":9.19,"width":10.24,"depth":2,"price":91},{"id":"b938b852-3d4b-44fb-9a04-67674bfaa51c","height":9.19,"width":8.4,"depth":2,"price":82},{"id":"5fd46ece-6393-4d1a-a84c-2f06ac361af7","height":9.72,"width":7.61,"depth":2,"price":82},{"id":"2f5cbfaf-730f-42c8-9ef4-433563b20408","height":9.72,"width":9.72,"depth":2,"price":82},{"id":"2ec6834e-ff7c-47c4-affb-1143fd11afdc","height":2.89,"width":4.73,"depth":2,"price":80},{"id":"8fdd0b40-e956-4534-b169-83eac23da5a1","height":12.6,"width":13.13,"depth":2,"price":122},{"id":"9453e0f4-065a-428e-90f2-368d4493b65d","height":12.6,"width":16.28,"depth":2,"price":163},{"id":"3e3fc490-5b0d-4986-aebb-7b11d5b1ce15","height":12.6,"width":3.68,"depth":2,"price":111},{"id":"6125ec79-3402-464d-a411-bee6d127c662","height":12.6,"width":13.39,"depth":2,"price":122},{"id":"f9a3c27d-d69e-43ab-a2fe-851f89ca292c","height":12.6,"width":10.5,"depth":2,"price":111},{"id":"a9ae8055-d74c-452b-bbcb-59dba0936ea1","height":12.6,"width":12.6,"depth":2,"price":111},{"id":"30c7ab09-9a7c-4357-901d-674d50f3b073","height":12.6,"width":13.92,"depth":2,"price":122},{"id":"0ee2bc99-9f90-46ba-b4d2-fa019489ddc6","height":12.6,"width":12.87,"depth":2,"price":111},{"id":"c92f522c-a488-408d-b284-e184818c4133","height":28.88,"width":112.12,"depth":2,"price":502}]},"timestamp":"2026-03-27 05:34:27"} 
[2026-03-27 05:34:27] local.INFO: Max PSU Height Fetched {"data":{"maxPSU":"45.00","signHeight":70.0},"timestamp":"2026-03-27 05:34:27"} 
[2026-03-27 05:34:27] local.INFO: Sign height exceeds max PSU, using maxPSU as PSUValue {"data":{"PSUValue":"1.002"},"timestamp":"2026-03-27 05:34:27"} 
[2026-03-27 05:34:27] local.INFO: PSU Cost Calculated {"data":{"PSUNumbers":3.0,"PSUCost":148.47},"timestamp":"2026-03-27 05:34:27"} 
[2026-03-27 05:34:27] local.INFO: Total Production Cost and Tax {"data":{"productionCost":2122.47,"taxFactor":0.0887,"tax":188.26308899999998},"timestamp":"2026-03-27 05:34:27"} 
[2026-03-27 05:34:27] local.INFO: Box Calculation Details {"data":{"breadth":76.0,"boxDepth":8,"oneBoxCapacity":-9.0,"noOfBoxes":-13.0,"noOfFullBoxes":-14.0,"noOfHalfBoxes":1.0,"widthOfFullBox":-9.0,"widthOfHalfBox":-6.0},"timestamp":"2026-03-27 05:34:27"} 
[2026-03-27 05:34:27] local.INFO: Calculated Shipping Weight {"data":{"shippingWeightInLB":183.71223021582733,"shippingWeightInKG":83.31620417951353},"timestamp":"2026-03-27 05:34:27"} 
[2026-03-27 05:34:27] local.INFO: Fetched Shipping Rate from DB {"data":{"shippingWeightInKG":83.31620417951353,"shippingRateFound":true,"shippingRateRow":{"App\\Models\\B2ShippingRates":{"id":4,"min":"76","max":"90","rate":"85","created_at":null,"updated_at":null}}},"timestamp":"2026-03-27 05:34:27"} 
[2026-03-27 05:34:27] local.INFO: Final Shipping Rate Used {"data":{"shippingRate":1800,"defaultShippingRate":1800},"timestamp":"2026-03-27 05:34:27"} 
[2026-03-27 05:34:27] local.INFO: Final Sign Price Calculation {"data":{"baseProductionCost":1974,"PSUCost":148.47,"tax":188.26308899999998,"shippingRate":1800,"miscellaenous":0,"signPrice":4110.733088999999},"timestamp":"2026-03-27 05:34:27"} 
[2026-03-27 05:34:27] local.INFO: Initial TAT Days Set {"data":{"sign_type_name":"Halo Lit Channel Letters","TATdays":7},"timestamp":"2026-03-27 05:34:27"} 
[2026-03-27 05:34:27] local.INFO: Final dataResults entry added {"data":{"sign_type":"Halo Lit Channel Letters","sign_width":"120","sign_height":69.32,"sign_depth":2,"totalCost":4110.733088999999,"TATDays":7,"baseProductionCost":1974,"productionCost":2122.47,"PSUCost":148.47,"tax":188.26308899999998,"shippingCost":1800,"uniqueReturns_count":2,"objects_count":15},"timestamp":"2026-03-27 05:34:27"} 
[2026-03-27 05:34:27] local.INFO: Processing dimensions block {"data":{"return_value":3,"raw_dimensions":[{"id":"09ff053b-233e-4bb7-b667-cff1948aa202","height":9.19,"width":7.35},{"id":"a51ea582-e3af-46a4-b331-ca54bd9350bf","height":9.19,"width":10.24},{"id":"b938b852-3d4b-44fb-9a04-67674bfaa51c","height":9.19,"width":8.4},{"id":"5fd46ece-6393-4d1a-a84c-2f06ac361af7","height":9.72,"width":7.61},{"id":"2f5cbfaf-730f-42c8-9ef4-433563b20408","height":9.72,"width":9.72},{"id":"2ec6834e-ff7c-47c4-affb-1143fd11afdc","height":2.89,"width":4.73},{"id":"8fdd0b40-e956-4534-b169-83eac23da5a1","height":12.6,"width":13.13},{"id":"9453e0f4-065a-428e-90f2-368d4493b65d","height":12.6,"width":16.28},{"id":"3e3fc490-5b0d-4986-aebb-7b11d5b1ce15","height":12.6,"width":3.68},{"id":"6125ec79-3402-464d-a411-bee6d127c662","height":12.6,"width":13.39},{"id":"f9a3c27d-d69e-43ab-a2fe-851f89ca292c","height":12.6,"width":10.5},{"id":"a9ae8055-d74c-452b-bbcb-59dba0936ea1","height":12.6,"width":12.6},{"id":"30c7ab09-9a7c-4357-901d-674d50f3b073","height":12.6,"width":13.92},{"id":"0ee2bc99-9f90-46ba-b4d2-fa019489ddc6","height":12.6,"width":12.87},{"id":"c92f522c-a488-408d-b284-e184818c4133","height":28.88,"width":112.12}],"sign_height_raw":69.32,"sign_width_raw":"120"},"timestamp":"2026-03-27 05:34:27"} 
[2026-03-27 05:34:27] local.INFO: Calculated sign dimensions {"data":{"sign_depth":3,"sign_height":70.0,"sign_width":120.0,"tax_factor":0.0887},"timestamp":"2026-03-27 05:34:27"} 
[2026-03-27 05:34:27] local.INFO: Fetching max heightOrWidth from B2SignProductionPrice {"data":{"sign_type_id":1},"timestamp":"2026-03-27 05:34:27"} 
[2026-03-27 05:34:27] local.INFO: Max heightOrWidth found {"data":{"maxHeightOrWidth":"36.00"},"timestamp":"2026-03-27 05:34:27"} 
[2026-03-27 05:34:27] local.INFO: Initialized result array for dimension calculations {"data":[],"timestamp":"2026-03-27 05:34:27"} 
[2026-03-27 05:34:27] local.INFO: Dimension Calculation {"data":{"dim_id":"09ff053b-233e-4bb7-b667-cff1948aa202","height":9.19,"width":7.35,"ceilHeight":10.0,"ceilWidth":8.0,"biggerDimension":10.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":14,"sign_type_id":1,"heightOrWidth":"10.00","return":3,"price":86,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-03-27 05:34:27"} 
[2026-03-27 05:34:27] local.INFO: Dimension Calculation {"data":{"dim_id":"a51ea582-e3af-46a4-b331-ca54bd9350bf","height":9.19,"width":10.24,"ceilHeight":10.0,"ceilWidth":11.0,"biggerDimension":11.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":16,"sign_type_id":1,"heightOrWidth":"11.00","return":3,"price":96,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-03-27 05:34:27"} 
[2026-03-27 05:34:27] local.INFO: Dimension Calculation {"data":{"dim_id":"b938b852-3d4b-44fb-9a04-67674bfaa51c","height":9.19,"width":8.4,"ceilHeight":10.0,"ceilWidth":9.0,"biggerDimension":10.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":14,"sign_type_id":1,"heightOrWidth":"10.00","return":3,"price":86,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-03-27 05:34:27"} 
[2026-03-27 05:34:27] local.INFO: Dimension Calculation {"data":{"dim_id":"5fd46ece-6393-4d1a-a84c-2f06ac361af7","height":9.72,"width":7.61,"ceilHeight":10.0,"ceilWidth":8.0,"biggerDimension":10.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":14,"sign_type_id":1,"heightOrWidth":"10.00","return":3,"price":86,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-03-27 05:34:27"} 
[2026-03-27 05:34:27] local.INFO: Dimension Calculation {"data":{"dim_id":"2f5cbfaf-730f-42c8-9ef4-433563b20408","height":9.72,"width":9.72,"ceilHeight":10.0,"ceilWidth":10.0,"biggerDimension":10.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":14,"sign_type_id":1,"heightOrWidth":"10.00","return":3,"price":86,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-03-27 05:34:27"} 
[2026-03-27 05:34:27] local.INFO: Dimension Calculation {"data":{"dim_id":"2ec6834e-ff7c-47c4-affb-1143fd11afdc","height":2.89,"width":4.73,"ceilHeight":3.0,"ceilWidth":5.0,"biggerDimension":5.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":4,"sign_type_id":1,"heightOrWidth":"5.00","return":3,"price":80,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-03-27 05:34:27"} 
[2026-03-27 05:34:27] local.INFO: Dimension Calculation {"data":{"dim_id":"8fdd0b40-e956-4534-b169-83eac23da5a1","height":12.6,"width":13.13,"ceilHeight":13.0,"ceilWidth":14.0,"biggerDimension":14.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":22,"sign_type_id":1,"heightOrWidth":"14.00","return":3,"price":128,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-03-27 05:34:27"} 
[2026-03-27 05:34:27] local.INFO: Dimension Calculation {"data":{"dim_id":"9453e0f4-065a-428e-90f2-368d4493b65d","height":12.6,"width":16.28,"ceilHeight":13.0,"ceilWidth":17.0,"biggerDimension":17.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":28,"sign_type_id":1,"heightOrWidth":"17.00","return":3,"price":171,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-03-27 05:34:27"} 
[2026-03-27 05:34:27] local.INFO: Dimension Calculation {"data":{"dim_id":"3e3fc490-5b0d-4986-aebb-7b11d5b1ce15","height":12.6,"width":3.68,"ceilHeight":13.0,"ceilWidth":4.0,"biggerDimension":13.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":20,"sign_type_id":1,"heightOrWidth":"13.00","return":3,"price":117,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-03-27 05:34:27"} 
[2026-03-27 05:34:27] local.INFO: Dimension Calculation {"data":{"dim_id":"6125ec79-3402-464d-a411-bee6d127c662","height":12.6,"width":13.39,"ceilHeight":13.0,"ceilWidth":14.0,"biggerDimension":14.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":22,"sign_type_id":1,"heightOrWidth":"14.00","return":3,"price":128,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-03-27 05:34:27"} 
[2026-03-27 05:34:27] local.INFO: Dimension Calculation {"data":{"dim_id":"f9a3c27d-d69e-43ab-a2fe-851f89ca292c","height":12.6,"width":10.5,"ceilHeight":13.0,"ceilWidth":11.0,"biggerDimension":13.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":20,"sign_type_id":1,"heightOrWidth":"13.00","return":3,"price":117,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-03-27 05:34:27"} 
[2026-03-27 05:34:27] local.INFO: Dimension Calculation {"data":{"dim_id":"a9ae8055-d74c-452b-bbcb-59dba0936ea1","height":12.6,"width":12.6,"ceilHeight":13.0,"ceilWidth":13.0,"biggerDimension":13.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":20,"sign_type_id":1,"heightOrWidth":"13.00","return":3,"price":117,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-03-27 05:34:27"} 
[2026-03-27 05:34:27] local.INFO: Dimension Calculation {"data":{"dim_id":"30c7ab09-9a7c-4357-901d-674d50f3b073","height":12.6,"width":13.92,"ceilHeight":13.0,"ceilWidth":14.0,"biggerDimension":14.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":22,"sign_type_id":1,"heightOrWidth":"14.00","return":3,"price":128,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-03-27 05:34:27"} 
[2026-03-27 05:34:27] local.INFO: Dimension Calculation {"data":{"dim_id":"0ee2bc99-9f90-46ba-b4d2-fa019489ddc6","height":12.6,"width":12.87,"ceilHeight":13.0,"ceilWidth":13.0,"biggerDimension":13.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":20,"sign_type_id":1,"heightOrWidth":"13.00","return":3,"price":117,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-03-27 05:34:27"} 
[2026-03-27 05:34:27] local.INFO: Dimension Calculation {"data":{"dim_id":"c92f522c-a488-408d-b284-e184818c4133","height":28.88,"width":112.12,"ceilHeight":29.0,"ceilWidth":113.0,"biggerDimension":113.0,"priceRow_found":false,"priceRow":null,"defaultShippingRate":1800},"timestamp":"2026-03-27 05:34:27"} 
[2026-03-27 05:34:27] local.INFO: Base Production Cost Calculated {"data":{"result_items_count":15,"baseProductionCost":2045,"result":[{"id":"09ff053b-233e-4bb7-b667-cff1948aa202","height":9.19,"width":7.35,"depth":3,"price":86},{"id":"a51ea582-e3af-46a4-b331-ca54bd9350bf","height":9.19,"width":10.24,"depth":3,"price":96},{"id":"b938b852-3d4b-44fb-9a04-67674bfaa51c","height":9.19,"width":8.4,"depth":3,"price":86},{"id":"5fd46ece-6393-4d1a-a84c-2f06ac361af7","height":9.72,"width":7.61,"depth":3,"price":86},{"id":"2f5cbfaf-730f-42c8-9ef4-433563b20408","height":9.72,"width":9.72,"depth":3,"price":86},{"id":"2ec6834e-ff7c-47c4-affb-1143fd11afdc","height":2.89,"width":4.73,"depth":3,"price":80},{"id":"8fdd0b40-e956-4534-b169-83eac23da5a1","height":12.6,"width":13.13,"depth":3,"price":128},{"id":"9453e0f4-065a-428e-90f2-368d4493b65d","height":12.6,"width":16.28,"depth":3,"price":171},{"id":"3e3fc490-5b0d-4986-aebb-7b11d5b1ce15","height":12.6,"width":3.68,"depth":3,"price":117},{"id":"6125ec79-3402-464d-a411-bee6d127c662","height":12.6,"width":13.39,"depth":3,"price":128},{"id":"f9a3c27d-d69e-43ab-a2fe-851f89ca292c","height":12.6,"width":10.5,"depth":3,"price":117},{"id":"a9ae8055-d74c-452b-bbcb-59dba0936ea1","height":12.6,"width":12.6,"depth":3,"price":117},{"id":"30c7ab09-9a7c-4357-901d-674d50f3b073","height":12.6,"width":13.92,"depth":3,"price":128},{"id":"0ee2bc99-9f90-46ba-b4d2-fa019489ddc6","height":12.6,"width":12.87,"depth":3,"price":117},{"id":"c92f522c-a488-408d-b284-e184818c4133","height":28.88,"width":112.12,"depth":3,"price":502}]},"timestamp":"2026-03-27 05:34:27"} 
[2026-03-27 05:34:27] local.INFO: Max PSU Height Fetched {"data":{"maxPSU":"45.00","signHeight":70.0},"timestamp":"2026-03-27 05:34:27"} 
[2026-03-27 05:34:27] local.INFO: Sign height exceeds max PSU, using maxPSU as PSUValue {"data":{"PSUValue":"1.002"},"timestamp":"2026-03-27 05:34:27"} 
[2026-03-27 05:34:27] local.INFO: PSU Cost Calculated {"data":{"PSUNumbers":3.0,"PSUCost":148.47},"timestamp":"2026-03-27 05:34:27"} 
[2026-03-27 05:34:27] local.INFO: Total Production Cost and Tax {"data":{"productionCost":2193.47,"taxFactor":0.0887,"tax":194.56078899999997},"timestamp":"2026-03-27 05:34:27"} 
[2026-03-27 05:34:27] local.INFO: Box Calculation Details {"data":{"breadth":76.0,"boxDepth":8,"oneBoxCapacity":-9.0,"noOfBoxes":-13.0,"noOfFullBoxes":-14.0,"noOfHalfBoxes":1.0,"widthOfFullBox":-9.0,"widthOfHalfBox":-6.0},"timestamp":"2026-03-27 05:34:27"} 
[2026-03-27 05:34:27] local.INFO: Calculated Shipping Weight {"data":{"shippingWeightInLB":183.71223021582733,"shippingWeightInKG":83.31620417951353},"timestamp":"2026-03-27 05:34:27"} 
[2026-03-27 05:34:27] local.INFO: Fetched Shipping Rate from DB {"data":{"shippingWeightInKG":83.31620417951353,"shippingRateFound":true,"shippingRateRow":{"App\\Models\\B2ShippingRates":{"id":4,"min":"76","max":"90","rate":"85","created_at":null,"updated_at":null}}},"timestamp":"2026-03-27 05:34:27"} 
[2026-03-27 05:34:27] local.INFO: Final Shipping Rate Used {"data":{"shippingRate":1800,"defaultShippingRate":1800},"timestamp":"2026-03-27 05:34:27"} 
[2026-03-27 05:34:27] local.INFO: Final Sign Price Calculation {"data":{"baseProductionCost":2045,"PSUCost":148.47,"tax":194.56078899999997,"shippingRate":1800,"miscellaenous":0,"signPrice":4188.030789},"timestamp":"2026-03-27 05:34:27"} 
[2026-03-27 05:34:27] local.INFO: Initial TAT Days Set {"data":{"sign_type_name":"Halo Lit Channel Letters","TATdays":7},"timestamp":"2026-03-27 05:34:27"} 
[2026-03-27 05:34:27] local.INFO: Final dataResults entry added {"data":{"sign_type":"Halo Lit Channel Letters","sign_width":"120","sign_height":69.32,"sign_depth":3,"totalCost":4188.030789,"TATDays":7,"baseProductionCost":2045,"productionCost":2193.47,"PSUCost":148.47,"tax":194.56078899999997,"shippingCost":1800,"uniqueReturns_count":2,"objects_count":15},"timestamp":"2026-03-27 05:34:27"} 
[2026-03-27 05:34:27] local.INFO: API B2 Sign Calculation ended ======================================================================================================== {"data":null,"timestamp":"2026-03-27 05:34:27"} 
[2026-03-27 05:34:28] 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":69.32,"sign_width":"120","shipping_weight":59.37836121098955,"shape":"rectangular","dimensions":[{"id":"09ff053b-233e-4bb7-b667-cff1948aa202","height":9.19,"width":7.35},{"id":"a51ea582-e3af-46a4-b331-ca54bd9350bf","height":9.19,"width":10.24},{"id":"b938b852-3d4b-44fb-9a04-67674bfaa51c","height":9.19,"width":8.4},{"id":"5fd46ece-6393-4d1a-a84c-2f06ac361af7","height":9.72,"width":7.61},{"id":"2f5cbfaf-730f-42c8-9ef4-433563b20408","height":9.72,"width":9.72},{"id":"2ec6834e-ff7c-47c4-affb-1143fd11afdc","height":2.89,"width":4.73},{"id":"8fdd0b40-e956-4534-b169-83eac23da5a1","height":12.6,"width":13.13},{"id":"9453e0f4-065a-428e-90f2-368d4493b65d","height":12.6,"width":16.28},{"id":"3e3fc490-5b0d-4986-aebb-7b11d5b1ce15","height":12.6,"width":3.68},{"id":"6125ec79-3402-464d-a411-bee6d127c662","height":12.6,"width":13.39},{"id":"f9a3c27d-d69e-43ab-a2fe-851f89ca292c","height":12.6,"width":10.5},{"id":"a9ae8055-d74c-452b-bbcb-59dba0936ea1","height":12.6,"width":12.6},{"id":"30c7ab09-9a7c-4357-901d-674d50f3b073","height":12.6,"width":13.92},{"id":"0ee2bc99-9f90-46ba-b4d2-fa019489ddc6","height":12.6,"width":12.87},{"id":"c92f522c-a488-408d-b284-e184818c4133","height":28.88,"width":112.12}]}},"timestamp":"2026-03-27 05:34:28"} 
[2026-03-27 05:34:28] local.INFO: Validation Passed {"data":[],"timestamp":"2026-03-27 05:34:28"} 
[2026-03-27 05:34:28] local.INFO: Input Parameters {"data":{"dimensions_count":15,"shape":"rectangular"},"timestamp":"2026-03-27 05:34:28"} 
[2026-03-27 05:34:28] local.INFO: Resolved Default Data {"data":{"sign_type_map":{"sign_type_halo_lit_letters":"Halo Lit Channel Letters","sign_type_face_lit_letters":"Premium Face Lit Channel Letters - Metallic Trim","sign_type_face_and_halo_lit_letters":"Face & Halo Lit Channel Letters","sign_type_single_sided_lightbox":"Fabricated Lightbox - Single Sided","sign_type_double_sided_lightbox":"Fabricated Blade Sign - Illuminated/Double Sided","sign_type_flat_cut_acrylic_letters":"Flat Cut Acrylic Letters","sign_type_flat_cut_aluminum_letters":"Flat Cut Aluminum Letters","sign_type_single_sided_push_through":"Fabricated Push Through - Single Sided","sign_type_fabricated_letters_non_lit":"Fabricated Channel Letters - Non Illuminated","sign_type_2d_blade_sign":"Flat Blade Sign","sign_type_3d_blade_sign":"Fabricated Blade Sign - Non Illuminated / Double Sided","sign_type_neon_sign":"Neon Sign","sign_type_marquee_channel_letters":"Marquee Channel Letters","sign_type_open_face_neon_channel_letters":"Open Face Neon Channel Letters","sign_type_mirror_infinity_channel_letters":"Mirror Infinity Channel Letters","sign_type_metal_on_acrylic":"Flat Cut Acrylic with Metal Pasting","sign_type_neon_acrylic_sign":"Neon Acrylic Sign","sign_type_double_sided_push_through_cabinet":"Double Sided Push Through Cabinet","sign_type_standard_face_lit_plastic_trim_letters":"Standard Face Lit Letters - Plastic Trim","sign_type_face_and_side_lit_letters":"Face & Side Lit Channel Letters","sign_type_vacuum_formed_channel_letters":"Vacuum Formed Channel Letters","sign_type_a_frame_sign":"A - Frame Sign","sign_type_vinyl_banners":"Vinyl Banners","mounting_type_flush_stud_mounted":"Flush/Stud mounted","mounting_type_standard_raceway_6x2":"Standard Raceway","mounting_type_flat_backer_2_5_mm":"Flat Backer","mounting_type_backerboard_cabinet_2_inch":"Backerboard Cabinet","avg_char_height_less_than_24_inches":"Less than 24 inches","avg_char_height_greater_than_24_inches":"Greater than 24 inches","raceway_height_6":"6","raceway_height_8":"8","raceway_height_10":"10","raceway_height_12":"12","raceway_depth_2":"2","raceway_depth_3":"3","raceway_depth_4":"4","raceway_depth_5":"5","raceway_depth_6":"6","raceway_depth_7":"7","raceway_depth_8":"8","backboard_cabinet_depth_2":"2","backboard_cabinet_depth_3":"3","backboard_cabinet_depth_4":"4","backboard_cabinet_depth_5":"5","backboard_cabinet_depth_6":"6","backboard_cabinet_depth_7":"7","backboard_cabinet_depth_8":"8","material_aluminium":"Aluminium","material_stainless_steel":"Stainless Steel","application_exterior":"Exterior","application_interior":"Interior","ul_mandatory_yes":"Yes","ul_mandatory_no":"No","paint_finish_gloss_satin":"Gloss/Satin","paint_finish_matte":"Matte","neon_color_simple":"Simple","neon_color_rgb":"RGB","uv_printing_needed_yes":"Yes","uv_printing_needed_no":"No","trim_type_trimless":"Trimless","trim_type_with_trim":"With Trim","fabricated_finish_original_colors_matt":"Original Colors Matt","fabricated_finish_original_colors_gloss":"Original Colors Gloss","fabricated_finish_silver_mirror":"Silver Mirror","fabricated_finish_silver_brushed":"Silver Brushed","fabricated_finish_golden_mirror":"Golden Mirror","fabricated_finish_golden_brushed":"Golden Brushed","fabricated_finish_bronze_mirror":"Bronze Mirror","fabricated_finish_bronze_brushed":"Bronze Brushed","fabricated_finish_bronze_antique":"Bronze Antique","lightbox_type_light_box":"Lightbox","lightbox_type_cut_to_shape":"Cut to shape Lightbox","return_color_black":"Black","return_color_white":"White","return_color_blue":"Blue","return_color_brown":"Brown","return_color_yellow":"Yellow","return_color_teal":"Teal","return_color_orange":"Orange","return_color_golden_brushed":"Gold Brushed","return_color_match_logo":"Match Logo (Default)","shape_rectangular":"Rectangular","shape_cut_to_shape":"Cut to shape","shape_round":"Round","size_24inH_18inW":"Size 1 (24\" H X 18\" W)","size_36inH_24inW":"Size 2 (36\" H X 24\" W)","basic_fields_sign_width_or_height":"sign_width_or_height","basic_fields_sign_height":"sign_height","basic_fields_sign_width":"sign_width","basic_fields_sign_depth":"sign_depth"}},"timestamp":"2026-03-27 05:34:28"} 
[2026-03-27 05:34:28] local.INFO: Sign Type Lookup {"data":{"sign_type":"Halo Lit Channel Letters","found":true,"sign_type_id":1},"timestamp":"2026-03-27 05:34:28"} 
[2026-03-27 05:34:28] local.INFO: USA Workshop Module Check {"data":{"sign_type_id":1,"has_module":true},"timestamp":"2026-03-27 05:34:28"} 
[2026-03-27 05:34:28] local.INFO: Initial Price Lookup {"data":{"shape":"rectangular","price_found":true},"timestamp":"2026-03-27 05:34:28"} 
[2026-03-27 05:34:28] local.INFO: USA Workshop Price Found {"data":{"base":"object","price_per_inch":7.0},"timestamp":"2026-03-27 05:34:28"} 
[2026-03-27 05:34:28] local.INFO: Calculating Production Cost (Object Base) {"data":[],"timestamp":"2026-03-27 05:34:28"} 
[2026-03-27 05:34:28] local.INFO: USA Workshop Calculation Completed {"data":{"production_cost":1257.0600000000004,"dimensions_count":15},"timestamp":"2026-03-27 05:34:28"} 
[2026-03-27 05:35:25] local.INFO: Image-to-Text API Request Received {"data":{"request_data":{"sign_width_or_height":"48","user_input_dimension":"width","sign_image":{"Illuminate\\Http\\UploadedFile":"C:\\xampp\\tmp\\phpD292.tmp"}},"file_present":true},"timestamp":"2026-03-27 05:35:25"} 
[2026-03-27 05:35:25] local.INFO: Validation Passed {"data":{"sign_width_or_height":"48","user_input_dimension":"width"},"timestamp":"2026-03-27 05:35:25"} 
[2026-03-27 05:35:26] local.INFO: Concurrent API Success {"data":{"type":"prominent_color_detection","objects_count":13},"timestamp":"2026-03-27 05:35:26"} 
[2026-03-27 05:35:26] local.INFO: Concurrent API Success {"data":{"type":"light_color_detection","objects_count":15},"timestamp":"2026-03-27 05:35:26"} 
[2026-03-27 05:35:26] local.INFO: Concurrent API Success {"data":{"type":"extra_light_color_detection","objects_count":14},"timestamp":"2026-03-27 05:35:26"} 
[2026-03-27 05:35:26] local.INFO: Best response selected from concurrent APIs {"data":{"objects_count":15},"timestamp":"2026-03-27 05:35:26"} 
[2026-03-27 05:35:26] local.INFO: Prepared Query Parameter for Image-to-Text API {"data":{"query_param":"width","query_value":"48"},"timestamp":"2026-03-27 05:35:26"} 
[2026-03-27 05:35:26] local.INFO: Calling Image-to-Text API {"data":{"file_name":"fgffbvggv.png","query_param":"width","query_value":"48","file_size":36844},"timestamp":"2026-03-27 05:35:26"} 
[2026-03-27 05:35:26] local.INFO: Detected Objects from Image-to-Text API 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","detection_approach":"light_color_detection"},{"index":5,"position":{"x":254,"y":158,"width":18,"height":11},"scaled_width":1.89,"scaled_height":1.16,"actual_filled_area":1.79,"bounding_box_area":2,"exact_perimeter":5.24,"approximate_perimeter":5.16,"convex_hull_perimeter":5.24,"perimeter_pixels":49.89949493661167,"original_contour_points":8,"approximation_points":6,"shape_analysis":{"aspect_ratio":1.64,"compactness":0.8192,"perimeter_to_area_ratio":2.9274},"image_base64":"data:image/png;base64,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","detection_approach":"light_color_detection"},{"index":7,"position":{"x":329,"y":148,"width":62,"height":48},"scaled_width":6.51,"scaled_height":5.04,"actual_filled_area":26.88,"bounding_box_area":32,"exact_perimeter":19.61,"approximate_perimeter":18.44,"convex_hull_perimeter":18.85,"perimeter_pixels":186.7106781186548,"original_contour_points":70,"approximation_points":8,"shape_analysis":{"aspect_ratio":1.29,"compactness":0.8784,"perimeter_to_area_ratio":0.7295},"image_base64":"data:image/png;base64,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","detection_approach":"light_color_detection"},{"index":14,"position":{"x":15,"y":3,"width":427,"height":110},"scaled_width":44.85,"scaled_height":11.55,"actual_filled_area":82.79,"bounding_box_area":518,"exact_perimeter":125.42,"approximate_perimeter":113.14,"convex_hull_perimeter":96.24,"perimeter_pixels":1194.1219330882004,"original_contour_points":555,"approximation_points":7,"shape_analysis":{"aspect_ratio":3.88,"compactness":0.0661,"perimeter_to_area_ratio":1.5149},"image_base64":"data:image/png;base64,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","detection_approach":"light_color_detection"}]},"timestamp":"2026-03-27 05:35:26"} 
[2026-03-27 05:35:26] local.INFO: Nested area calculated {"data":{"nestedArea":779.7705000000001},"timestamp":"2026-03-27 05:35:26"} 
[2026-03-27 05:35:26] local.INFO: Mapped objects from Image-to-Text API 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"},{"id":"dc3f3730-8b3d-447e-ac11-90d6f1167cd8","height":1.16,"width":1.89,"perimeter":5.24,"area":1.79,"image":"data:image/png;base64,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"},{"id":"a35a29ff-8c70-471c-b5c9-1139a1491200","height":5.04,"width":5.25,"perimeter":22.7,"area":19.71,"image":"data:image/png;base64,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"},{"id":"05f060ee-7f03-4c25-8431-750d97b7a464","height":5.04,"width":6.51,"perimeter":19.61,"area":26.88,"image":"data:image/png;base64,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"},{"id":"fd3b60c6-fa21-427d-b85f-d0eca81e2b7f","height":11.55,"width":44.85,"perimeter":125.42,"area":82.79,"image":"data:image/png;base64,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"}]},"timestamp":"2026-03-27 05:35:26"} 
[2026-03-27 05:35:26] local.INFO: Number of letters detected {"data":{"noOfLetters":15},"timestamp":"2026-03-27 05:35:26"} 
[2026-03-27 05:35:26] local.INFO: Perimeter calculated {"data":{"exactPerimeterSum":461.79,"perimeter_in_feet":38.48},"timestamp":"2026-03-27 05:35:26"} 
[2026-03-27 05:35:26] local.INFO: Actual filled area sum calculated {"data":{"actualFilledAreas":[4.93,6.9,4.53,4.99,11.49,1.79,19.71,26.88,6.69,0.54,15.22,17.29,15.84,0.62,82.79],"actualFilledAreaSum":220.21000000000004},"timestamp":"2026-03-27 05:35:26"} 
[2026-03-27 05:35:26] local.INFO: Occupied area calculated {"data":{"conversionFactor":0.00694444,"occupiedArea":1.53},"timestamp":"2026-03-27 05:35:26"} 
[2026-03-27 05:35:26] local.INFO: Average character height calculated {"data":{"avgCharHeight":4.79},"timestamp":"2026-03-27 05:35:26"} 
[2026-03-27 05:35:26] local.INFO: Original image dimensions and ratio {"data":{"originalWidth":457.0,"originalHeight":264.0,"ratio":1.731060606060606},"timestamp":"2026-03-27 05:35:26"} 
[2026-03-27 05:35:26] local.INFO: Calculated sign dimensions {"data":{"widthOfSign":"48","otherDimensionOfSign":27.73},"timestamp":"2026-03-27 05:35:26"} 
[2026-03-27 05:35:27] local.INFO: Image to Text processing completed {"data":{"imageToTextResponse":{"message":"Object detection and vectorization completed","vectorizedScaleSvg":"<svg xmlns=\"http://www.w3.org/2000/svg\"    version=\"1.1\" width=\"4608\" height=\"2661.9518599562366\" viewBox=\"0 0 457 264\">
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","detection_approach":"light_color_detection"},{"index":7,"position":{"x":329,"y":148,"width":62,"height":48},"scaled_width":6.51,"scaled_height":5.04,"actual_filled_area":26.88,"bounding_box_area":32,"exact_perimeter":19.61,"approximate_perimeter":18.44,"convex_hull_perimeter":18.85,"perimeter_pixels":186.7106781186548,"original_contour_points":70,"approximation_points":8,"shape_analysis":{"aspect_ratio":1.29,"compactness":0.8784,"perimeter_to_area_ratio":0.7295},"image_base64":"data:image/png;base64,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"},{"id":"05f060ee-7f03-4c25-8431-750d97b7a464","height":5.04,"width":6.51,"perimeter":19.61,"area":26.88,"image":"data:image/png;base64,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"}],"no_of_letters":15,"perimeter_of_sign":38.48,"nested_area":5.42,"occupied_area":1.53,"avg_char_height":4.79,"widthOfSign":"48","otherDimensionOfSign":27.73,"width_of_smaller_line":20},"timestamp":"2026-03-27 05:35:27"} 
[2026-03-27 05:37:15] 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":null,"uv_printing_needed":null,"mockupCreationType":"single","raceway_depth":"2","raceway_height":"6","backer_offset":"2","backboard_cabinet_depth":"2","material":"Aluminium","application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","sign_image":{"Illuminate\\Http\\UploadedFile":"C:\\xampp\\tmp\\php81D9.tmp"}},"file_present":true},"timestamp":"2026-03-27 05:37:15"} 
[2026-03-27 05:37:15] local.INFO: Validation Passed {"data":{"sign_width_or_height":"120","user_input_dimension":"width"},"timestamp":"2026-03-27 05:37:15"} 
[2026-03-27 05:37:17] local.INFO: Concurrent API Success {"data":{"type":"prominent_color_detection","objects_count":13},"timestamp":"2026-03-27 05:37:17"} 
[2026-03-27 05:37:17] local.INFO: Concurrent API Success {"data":{"type":"light_color_detection","objects_count":15},"timestamp":"2026-03-27 05:37:17"} 
[2026-03-27 05:37:17] local.INFO: Concurrent API Success {"data":{"type":"extra_light_color_detection","objects_count":14},"timestamp":"2026-03-27 05:37:17"} 
[2026-03-27 05:37:17] local.INFO: Best response selected from concurrent APIs {"data":{"objects_count":15},"timestamp":"2026-03-27 05:37:17"} 
[2026-03-27 05:37:17] local.INFO: Prepared Query Parameter for Image-to-Text API {"data":{"query_param":"width","query_value":"120"},"timestamp":"2026-03-27 05:37:17"} 
[2026-03-27 05:37:17] local.INFO: Calling Image-to-Text API {"data":{"file_name":"fgffbvggv.png","query_param":"width","query_value":"120","file_size":36844},"timestamp":"2026-03-27 05:37:17"} 
[2026-03-27 05:37:17] local.INFO: Detected Objects from Image-to-Text API 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","detection_approach":"light_color_detection"},{"index":7,"position":{"x":329,"y":148,"width":62,"height":48},"scaled_width":16.28,"scaled_height":12.6,"actual_filled_area":168.03,"bounding_box_area":205,"exact_perimeter":49.03,"approximate_perimeter":46.09,"convex_hull_perimeter":47.14,"perimeter_pixels":186.7106781186548,"original_contour_points":70,"approximation_points":8,"shape_analysis":{"aspect_ratio":1.29,"compactness":0.8784,"perimeter_to_area_ratio":0.2918},"image_base64":"data:image/png;base64,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YeRGUYg4YGjU4OGzVVkQoQCslait5h+orxGNYrWmw4z6fihZFWEL3CuL5N7+CO/qGtZCiWE3VMpPZv9BTbiviPv2HDO31umeWcXpaSXZ2wOZVuRiUQh8ELdRNryzxq0aC5iNCBk0tFoqDjUfzBjM7MBCFt6/TWV6uWmg67GvSy0ZhcydZYR7oGS2JCyWkGsrTP3r22R/eYPheoIBd3c96mThh2px6jXZmlpjbWYTO5Og1tFOsjWNEQszW18HBFohikZZVNBKoSVAo9CAq8GLWTiOgxXYkK9Qnd1g69YqenGraSg3btM5OgQR6y6NCSCLVWFlh9VffMj8G9ep/2qJQT/JQO07+95O/fVG4ng73BZbvy1Vcw4PwVWCMhRiasqVCoEC3ZgxTShMtEDNhKx2MSyLNiIkagaRiuDUNL3V5p6na6mXpd6eINaXgZYoqv9e7Te3weqlKWZ+eY3a5CqZos/QAUD7Qm49wEP9EC2rXTJDHbSODUBb7O73GmDl5gyXfv4Ocx9MEgmEc7XHsB51n11PvSa6N036+CD6WB8kjLvnNEC6PUNrRyuOY+HxAKuzj8huJF6TUoum49xR2k4PQ3fLrkKBCRA9McKX6polu5Xce7e4WH1JEhWTU4XPtwLfjF2NvCzlNhM90MKRp88QGx2A5O5/pvDI9mG4lz6x6Uu3M2W/T/l2jg+tV+VU9nBrf5+F3Uy+KvXOGMnTQyROHyF2bhT60qiB3crm7oHc2hbqDhR8eOs9Ft67yfKVaZx8neiWy/Hyo0vjJ1OvihfRuK0RYqO9DL/wG1jPnoJuB3Vsr1Tbu+43XxZyFcjXWX7jMu7MBtXJFfRykWQZegqfXw34Uu+fSNUWgqRDrC9D54mj9J0ZRY8PQ6+NGt5fe+6/8LJeC3OlQgCTy+T+d5Ls1Vn8hS3sfJ1IPazZdhf+4qECTqa+Ka6tcKMmlaiiGjWI9mfoPDFC3+ljREYGoC0BlkKNHSymP/41niVfKAHZKixtIXMbZGeWyS+vU8sXKWxmUYEgfkAQBGGmG4SfVSBh8VoaGS939uGQSinq9SqmbWE6Nsox0BEbpy1BvLMNqy1B7xOnIeVAWxJaoxB3UEf1w3mLDEDmRcgL5Ip420Uo1TAqZZQviO/jeR6BF+7FC9N4ywzjkIG6C6SUCmWhVmH917HANMNjE4hFoDUFLTFIRsFRqOFPBjkU1L3mb4joAMhXfi1ORRovJ96z9/2GkKWxbwhbpcKRDaNRl5KwfRCADlBjyccm4j429n/Ow2qapGiPpwAAAABJRU5ErkJggg==","detection_approach":"light_color_detection"},{"index":14,"position":{"x":15,"y":3,"width":427,"height":110},"scaled_width":112.12,"scaled_height":28.88,"actual_filled_area":517.46,"bounding_box_area":3238,"exact_perimeter":313.55,"approximate_perimeter":282.86,"convex_hull_perimeter":240.6,"perimeter_pixels":1194.1219330882004,"original_contour_points":555,"approximation_points":7,"shape_analysis":{"aspect_ratio":3.88,"compactness":0.0661,"perimeter_to_area_ratio":0.6059},"image_base64":"data:image/png;base64,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","detection_approach":"light_color_detection"}]},"timestamp":"2026-03-27 05:37:17"} 
[2026-03-27 05:37:17] local.INFO: Nested area calculated {"data":{"nestedArea":4873.253000000001},"timestamp":"2026-03-27 05:37:17"} 
[2026-03-27 05:37:17] local.INFO: Mapped objects from Image-to-Text API 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"},{"id":"81353a3f-d0df-428a-9430-0dd1c30b4444","height":2.89,"width":4.73,"perimeter":13.1,"area":11.2,"image":"data:image/png;base64,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"},{"id":"3fdab064-4686-476d-8e77-2c9c84d1853e","height":12.6,"width":13.13,"perimeter":56.75,"area":123.18,"image":"data:image/png;base64,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"},{"id":"3b62db45-da99-4717-b5ba-d242629d4363","height":12.6,"width":16.28,"perimeter":49.03,"area":168.03,"image":"data:image/png;base64,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"},{"id":"324588d5-925f-49a8-80b3-2c984d6daf65","height":28.88,"width":112.12,"perimeter":313.55,"area":517.46,"image":"data:image/png;base64,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"}]},"timestamp":"2026-03-27 05:37:17"} 
[2026-03-27 05:37:17] local.INFO: Number of letters detected {"data":{"noOfLetters":15},"timestamp":"2026-03-27 05:37:17"} 
[2026-03-27 05:37:17] local.INFO: Perimeter calculated {"data":{"exactPerimeterSum":1154.43,"perimeter_in_feet":96.2},"timestamp":"2026-03-27 05:37:17"} 
[2026-03-27 05:37:17] local.INFO: Actual filled area sum calculated {"data":{"actualFilledAreas":[30.79,43.13,28.34,31.2,71.81,11.2,123.18,168.03,41.82,3.34,95.15,108.04,98.98,3.86,517.46],"actualFilledAreaSum":1376.33},"timestamp":"2026-03-27 05:37:17"} 
[2026-03-27 05:37:17] local.INFO: Occupied area calculated {"data":{"conversionFactor":0.00694444,"occupiedArea":9.56},"timestamp":"2026-03-27 05:37:17"} 
[2026-03-27 05:37:17] local.INFO: Average character height calculated {"data":{"avgCharHeight":11.971999999999998},"timestamp":"2026-03-27 05:37:17"} 
[2026-03-27 05:37:17] local.INFO: Original image dimensions and ratio {"data":{"originalWidth":457.0,"originalHeight":264.0,"ratio":1.731060606060606},"timestamp":"2026-03-27 05:37:17"} 
[2026-03-27 05:37:17] local.INFO: Calculated sign dimensions {"data":{"widthOfSign":"120","otherDimensionOfSign":69.32},"timestamp":"2026-03-27 05:37:17"} 
[2026-03-27 05:37:17] local.INFO: Image to Text processing completed {"data":{"imageToTextResponse":{"message":"Object detection and vectorization completed","vectorizedScaleSvg":"<svg xmlns=\"http://www.w3.org/2000/svg\"    version=\"1.1\" width=\"11520\" height=\"6654.87964989059\" viewBox=\"0 0 457 264\">
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","detection_approach":"light_color_detection"},{"index":7,"position":{"x":329,"y":148,"width":62,"height":48},"scaled_width":16.28,"scaled_height":12.6,"actual_filled_area":168.03,"bounding_box_area":205,"exact_perimeter":49.03,"approximate_perimeter":46.09,"convex_hull_perimeter":47.14,"perimeter_pixels":186.7106781186548,"original_contour_points":70,"approximation_points":8,"shape_analysis":{"aspect_ratio":1.29,"compactness":0.8784,"perimeter_to_area_ratio":0.2918},"image_base64":"data:image/png;base64,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","detection_approach":"light_color_detection"},{"index":14,"position":{"x":15,"y":3,"width":427,"height":110},"scaled_width":112.12,"scaled_height":28.88,"actual_filled_area":517.46,"bounding_box_area":3238,"exact_perimeter":313.55,"approximate_perimeter":282.86,"convex_hull_perimeter":240.6,"perimeter_pixels":1194.1219330882004,"original_contour_points":555,"approximation_points":7,"shape_analysis":{"aspect_ratio":3.88,"compactness":0.0661,"perimeter_to_area_ratio":0.6059},"image_base64":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAa8AAAByCAYAAADkvF5EAAAABmJLR0QA/wD/AP+gvaeTAAAgAElEQVR4nOy9aXNlyXGm+bhHnHPvxQ4kMrOqSFHSaOmWWmqpe1o2y0+YXzpfx6y/yDTTZmprkU21FlJcxFUSKZGVC3bc7ZyIcO8PcYDMKhY1RbIWZFU8ZqhEIitxgcQ9573u8frr0Gg0Go3GG4Z82l9Ao/GmkX7ynz0uOvAZ6CFy/B/addRofMK0i67R+JBsfvwXvl79iKCXzBeChJ6uO0RmXwA5QA7+oF1PjcYnRPy0v4BG401hzBes1v8C9i8MQ0aCErt9dhbvInqKX/y5Y3vI6f/aRKzR+Jhp4tVofEh2Fs52uWUcLvGyxLLhY8dQrhB9hMo1Go/xi//X6U5AT5HdLzUhazQ+Bpp4NRofAr/6W0/r74HdIOUK5QYrW4rBdrjG9V3G8Z+R7oDF7DH97G1C9zZ+/t8dDpFHv9dErNH4CGni1Wh8GAJ0YvRSCKGw0xmmiZIy4oHCwHr9AgkL8uaY2L/LfP4Os8U7hNnb+M1XnHgIzJCd32pC1mj8ijTxajQ+DNkgFaKB5AK+JeSB6KCSGPNAL2uKXOF2TcqX+HhB2r5L6E4hHrO7/w4eDihX/81dDomHf9hErNH4JWni1Wh8GFzBIZiCK9EAN9RB3YFC3AlkyeQyYH6FjyM5X5P0JcYOnp8TumO6xWNi/xi//rIjh8jBv2si1mj8gjTxajQ+FAIeAZ2ELCCuqNd5E/GAjAURJbijPmLumI94uQXp2V6fE7oDbHiMzU6J3VNCPMHP/szRE0o4Ih62lmKj8WFo4tVofCgUUBzBRTEBRTAcFcAhJ8E1oCKIBFwdJAGJIgPFVthwzXY8Z5AjNPwL/eyUfn6Kdk/Q/d8k3XzD0Rnd3u82EWs0/hWaeDUaHwZREKGIUkQwUUpwghuKYQhdmGOvSY55wa1glnEKXRcpPmK2IZUlLteM6RLGF3j3gmA3eHdEnO+Rb/7c0T3iXpsZazQ+iCZejcaHQaAoFJne1MDBxVAxDEXFAUW8/hU1wVxetRZTJgZDFHoVzFe4ZcqwpozXbDcvYX7IbHZIXJwQ56fk6z916Y7xcECc/dsmZI3GRBOvRuPDMIlWDtSKSw0noxgqBXcje0Fd0UnAAoGgghAQcXIZq8EDxVUxM4qPeCmIbLD0Aik9NuyRNkfk2WPi/Ak6ewzxlM3FV9xlj53j5lJsNNpF0Gh8SNY/+X/85uxrlOHbdOEFapcoA6oKBaJG1CKYIC6oT1WYVFeiqAFgYhSD7OAEVCKiBSHh7hTvGX0Hi4fQnxLnj5H4iJ29LyDhkBhPIB6ALpC9ZvBofD5plVej8WHxQ/rZFxjyCivVbehcIQx0HTA6mCEmk2g5ioAr7oU8Gqoyue4LTsYBUyGoEUvG3YGByECyAUsrxnKGsaBs/pGue8R8/oRu/hj0Ef7yK47sUNgjnjYha3x+aOLVaHxIutkxZm8hbPGkSI6U3JHKBSWN7PQzwHAAc0SguEHJmBlSyy9EQaW2FV0cVQga0FQQBweKZCIDZg4y4mywzZJxuMC2Z4TuhL57Qrd4hMxPCbNThtvvu4cD5jtPm4g1PvO0J3mj8QuQzv/Sy/guWl5g6RnD5hlpc46Xa2YyoDaCZYSMCogl3DLihqqiqgiKa8BNMARBiciU3OEUV4o4SRQPAdOAS8SJuHcYHSY7BD0kzg7oFodIf8zs8B3oDoE93HcJe234ufHZpT25G41fELv5Sxe/hXKOjZek7SWeLtnc/BgtS9y2wIiSiDIijKhnlOpGDARwwT1gRXCrLchOApjg4hQBo2AqWBBcAFWQWIXPO7LPyChIT9EZu0dPiP0xs9lbaPcU9Cn4MXL02+06b3zmaE/qRuOXxFd/7dgKbAv5ks3lP+DpgpxuyeM1breI3xJ8TWBASAQ3MCEQEAu4RcQjYkLQrvYMpZ6JmRg+vZk4WRwNAY0RFyG5Yl6rt+JKLk7sDlnsfIH5/EuE/kvQvQPxKegh2Ax59Lhd843PBO2J3Gj8ivj6u05ZQT6DfEXaXDBuz8njS/J4hqdLsBsiG9RGxBPBIEokSEQ8gCtyN+EshogDDmJVxAALUgelcWyye7goIoKq4sUwjyDHaHhKiO8Q+reI87cJ88cwPwGd42GO7v9mu/YbbzTtCdxofET4+l+csoR8S0mXlHRGHp6Rh2eQz+9FjLRCfUvA6SYbPUAp9R0Vn8Ko7P5zG4rEiImSEYobZoa517M0EeZ9R86Qc8TYJbNPkV20P0ZnJ+wev4OHPeiOCN0h6FE7F2u8sbQnbqPxMWDrH7nYNZbOKMMLPL9ke/sTyOfYeI7nW4JvCGzBM+6l5iTiRCBSCHi9QF1xUbZjgRCRbo5oAMDdaqXmINkwAySicU4SZSyBoj10u0i/h3RH9LOndIundP07qB4Bh8AOcvQb7X7QeGNoT9ZG42PGbr/lIjfY6l08vyRvn5PGF5ThHM/X4BucsQb52kiwkRnOXBys4AbmQpGAE6dfFYB64uV1CNoCoNMZmVXjhxoWHBMlWYfrLqInSDil695mPnuH+ewp9I/rm+whB2+1+0LjwdOepI3GJ4SvvuOUC0hn5O0z0vY54/YlKV2TywqTLW5burxhxsjCEx11cNkn8cpSzRp3DcVAqbZ8U4R5fRwvmBaQjEvCteDqFALIHGMP/BDkMTE8mhI7HtHv/hr0J4TZAXQHyM6X2v2h8WBpT85G4xPGb7/j2DWkC/J4QRqvyHbL1fIZ2A3deENMN8x9SS8DwTMuRhElq2JSqyshoxSiZUBBFoBOYldwClAQLbiU+uAaMJ9hNqPYDvgeqnsU3UN2nyLzE+aLR/Tzx2j/CAvHFA7pF++0e0XjQdGekI3Gp4Svvu/YCs9L3G+5vPlHpFzC5iWs3qUfz+hlhcqAeyJHwQSKKFSDPIFE8Fwv5LCDeQADMcfdEa+ORciYGCJ1H5kTMevBO1zmWJgz6IwSd4j9EbE/peuf0M3fplu8jcZTiu0Rd1s11ngYtHioRuNTQnZ/514I0tU3fe+4J9gL7KZnzCNSNoiNKCMZg+mcq6qTo24IRvB891lwCkI9E6ubnhXcgFDPx2rcPS5eW4tV6TDdkNlCjpQyx4dDSjilLJ7iwxcI/VO6nS/it19z2Ef2W45i49OliVej8QDojv5AfPw7xwqMSzwuQJQgUkXHDQVMqPFSUMUJrUPOGOal/okLuCBekztEAmAwiVd1NoJQKC6IVFdjLyPoiEuuizTzlrK8YbV+AfqI2c5P0e6UfvFOFbFwBL6L7LbB58YnTxOvRuOBIP2/Fx/+zBGvqfOWwRMihUDGPU6CFTBXxAxxJVgACohTxBHzaXZMkBrXUduFdw/kAXfHjNpClIg4RGKtzDTgQLYVTiLLEuOS5foZzB7Rzd+i232Hbv6U2D8irb7uLnv0O60aa3xyNPFqNB4QKUMoQikFsYyrTSnzddaL+0WX1MWXrph3IAnzEXdwOiCiBFxAxXDJuOdp+7PiruCxfj7pUVEkDSiGu1FIRDFMB7ow4jGRbM0wLhnTFcPqXeL8CbPdUxY7p4T+MXn9TTffpd9t6R2Nj58mXo3GA0L7UyS8QENP6GZYUZIp9HNM6vZlNSdKbQ9mE1znxG7BmK8JQYFd8J6CICSQW/ANkTRVbnPUIxbmNdRXFHEjMBKm5ZkmtU6rFeAaGwdiXBBsJNmG4lcwnlE2ewz9AR6P2Dn6XbQ7wa/+q9PtgS+Qvd9rQtb4WGji1Wg8IGL3H6S8+L8dr+YMFyiqiDg2BUZFN0SqVbigmASSREx3cekptiDngLsQupFOE0rGQ20p+uhYccwSpuBRUZxw/1Uo6mBS6pnZNAhtZUvnCZVEkRFki9gKGS+xfM7mYoV0x/T9IXF2iHaP8MuvOPEE2f83TcQaHylNvBqNzwBGT39whOsOPs6xTSFno/i2no85qIyYJ1QCEgAtqNY0DqVa6AsCBBAFIi42fX7wUteziDiqGccobHBTrFxStpcQdkn9IbE/oZud0u+8hc7fwm//1s3mhMNWiTU+Gpp4NRpvFPZzPtoxO/5N6E6YpwVhVdhsBkq5pZQdLPXYeEkviZkIXRcISp0fm1I8inc14R54NQL6qh4zN9xAgiM+4lIdizY5HGeyBpvj4xUln1GGM9JwRuhf4t0jdg6+SL76S0f3Mdmh3//1JmSNX5omXo3Gg6ca238+itFBeATzL8HuI+YzQTYjlm7Iw0/Jm33y5l1MViRPeEngA0jBw1gfxUH81TxZzUqsxhAA1Tocbe5AQd1QBdWMitGVLbDEbUb2BancMqYLPLwk6xElXeD9Md3sEdofMV5/zV0XzFpLsfFL0MSr0XhouH7AB1+ruOT1geVKoed6HZj3B8z3/i+BOvisvsXSI8r8hDQ/QdMVZbhimy4p6Ra0IBLRYKDUwefJU69a241GXdtS7faOWEFwPFDbkR7qjSSvCSL16/OMMwJbim0QveHm/Bz6E7rFKbOdx3TzY/r+AF/9V7ewR5j/xyZijQ9NE69G40FjfHDlVVMzXiFkn1N87/4j3dEfiC1feOwOiHGf2fwU8hl5c0kazhjTOdkvyHINrFEfCFbNIOpgZHTSIrhf8oyg9bHLa48uipQeEUCFCLgM9XxMMsoWK1f4eE3hJUP+CWWzT5kfYvNdpDthc/WnbnpEkB3m+3/YhKzxr9LEq9F4I5gyCsXq+z+DMuv3CN3Oez+69+ReBPzma44/Ji5uiOmKfnzJenjGOr2gpEsk3+AMCE4gI5LBHZGai6h1iIwgTg0AFtwEDIoH+rBbVU8czFAzXLa4jCAD+/MFhUQqS1J6yShzynoHm+0i3THzw98iyDEhHuA3X3b0ANn7gyZijQ+kiVej8cCoqfCOiIDUlIy6dPJ993GfhpYJCAHLI2IfJGwVOfjjV0K2/BsP87fo8ztYPsfzBVy/RNMtOa0otkR9jciI6kCQEbGEl0wxQQkIEdWuZimKUkquizEnoQ3RYFrZkr3g44BIpCfSS8R9hqdbJEWyvGQ9XqPxhFl/Av0pITzCX/y5Ew9BdpHj32lC1riniVej8eCYzrPkg52FP/dvGQT/cH9H9ur50ub2bzx2T1C7JZYLJN0wDleUdEHJl5R8geVrkjvzPiIyQr57DMHNKVZqizHGGqtYjfW41Z1iInWo2h3wUis5D/V9Ik4kMLK5XuLxBXQnWP+I2D+m658g/Sn0h/jNNxyZIfu/20Ss0cSr0XjY2GvtQuGDW4ZV7pSCevnAP/95LPZfmST86u+dYUmcXZLHF+ThGTk9Jw/P8HLB6GuENap52iVWNzm7CAVHO6NQwDJ4BnJNvQfUa31Y1U0JrtO34uAFFccZKGWFlCVpuCTpOWP3kjB7hMYjZsfvgO5iV191C7vE/dZS/DzTxKvReJOZWocfBXL0e+KXZ048JfanxPljPD8lD6e4nbO8/QliS2AJPhDE6szXZCrZegIxdNobpnX3yhQObFN7U6cKrB6N+bTqJTCy09UKrpiTbaSkgTwuycMVHvfI+SVhfkTYOSHOj/Hll93iHmH+75uIfQ5p4tVoPEheF6T3VVvyfqchk4gJ/isKmRyfvlaJ/cDFTunmT8EuWPAYsyvycEEuV+SyRthOtvgBMUPFMYnEO9u9OBTHzUG1Fl53tsX77yyDFCxXd2IQQcWwQA0U1hFnyebmGbrdJwzHdIsTwuyY0O/j1//Z0V2QPWTvT5qQfU5o4tVoPDh+3pzX6/fln20fGvE9CYW/KnL02wLgV991ygmLx08hXZC3LxjurPbpmpyXUJZVsBgRkWracAMHo9zvDqtt0On7kfGV2EqBnFFVVAouAZUtTsZ8xPyW4E5Jl+T8gs16gXYH9LNjZosjQndMv/cl/PYvHF0gu21m7LNOE69G443i58RDSTW4F/noL2k5epWA4dff9tg9IS7OmeeXDOmSYbjE0wXd+IJga7zUKsrMwBMqgkttHSKOaz3Dc7FX3hSHoBHxDkdwL7gZZgPoFjfoVSgiZO/IOWJlh5ReIuMBHk9IKUM4pev2yRdfcemPCC3V/jNLE69G44Hh043dpLbh1Jj2dOlUyYCKYFojnXR6q/u5PrrK64OQw99/zW7/Zd8pN8ThGk/npKsfQr4ilRXFtlhZIzIQNRFUKDagtZarw87yalGmoHiurc/6yQ0xJ4qgkpEgbHMixMAsGKZG9ho87NtbEresViu67jGznUfMd57Q+Snl+qvuckBhwezgN5qQfYZo4tVoPDCSZ1IwojqkgmYjEsgqJA8YyqiKik6GCKPzOvEV/ZO7P8ve/ykA480PvZ/fAk+hnKHbazxdYuUct2tSuSDbihjzNLysaBG0BIJ3iAviOs2ITXjGzXAv01ZoZeZaV7mUBJoIxJp+7wHYIHaN52fktMt2fUiZPyLOT+n6J2g8xpd/7bCH7LUsxc8CTbwajQfEevMdt5u/nbYn17lk8SmWaco8LMp00wYE1KyeiE0Ovk+a/uC3aj21/J5jF4ThijGdo8MzyvicPMywckUaL+k8ET0jogQUccVNcS+IOCI2lZGC6FSHqYAoSt0ELShYNXOIKy4ZJaG6xrlGygzYIdlzynjIGE4wPWS+/SLaneIX/93pTkD2kb23m5C9oTTxajQeEvfW9/pmoqjc2TNeP+/6AMchfDrqdffQe3V42G+/67E/xedPKOmMMr6kpDPWtz9BbYmVJWPZUEggCZEEJROBqNWhWPeIlWq9R6YVLDINQYOimCuKgismhuiIueO+JucbrMwp+QzjOUX22aYXxNlTZvO36edP6eIpfvktRxbI0f/SROwNo4lXo/GAkNfEy9FqXrib7RWq6aHesl/j9USOXyyV4+Pg9a3JfvN1j/0V+CX97IuUdMa4eUEaXjLma8Q2IAOqgk8Dz1Dbh6I1qeMu1b6WYXdKPm17nh4neD0rDGSKOCJKkYSwxXSNyhJPK7b5grw9YxN/SuxPmfWn9P0Rfv5Vpzuk2Jx41M7G3gSaeDUaD4p6juVT1eWiuMi90QF5NRRctx2DvedW++mL1+vIwR+9JmT/w0M6Q2bPkO1zSC/J+ZyclqitwNZkGxEyQiGIEJhSPLyG/Yr7dAZWRwcUvRczSgChth7FKVJwKZiOFEaybxC/wYYr8vCMtD2m9Mf47ITQHTPb/xJBD/Grbzmyhxy2ZZkPmSZejcYDIrjVIV4mdyGKobjULIr7SKX7VSkGflehPSzhej9y8CeSr77t3c4RcectZuWcYXzJsL3EhkuG9TPUl7iN4CNRRqJEhJHghYAgYrje7RF77/JMvAc3guRqtS8JV78/E+slY5owSZhvMdvgwyVDega6z7B9l65/ymLnMcyf4jffcdhFDn6tidgDpIlXo/GACCScMlVXFRew9zQKrdYc/gF11gMXsHj0ympfVn/js3gLcQmLc2L8EaRLxvGWnJYkX1F8jVh966MT3Ag4wWvFqYB4Bu8Qm1NLr4KTCJKwkhBq5mLo6sA0jBiF7ANmipQOkzmb7T+TuiNseMxs/hZx9gT6x/jFV51wgBy2mbGHRBOvRuMBob5BGRAyYJjcLX/06czrrhaze6G6Pw97wwivpWCU1dddd97ChjPW6wvGzQUlXVLSFVauQJZk3+Kk+ib138Cpjkx9LYBEJNQQYBStazEJFChOKFaNIj6iskVFCKHDdUUMkcI14+oFw/qfke6UfvaU2e7bxPmjmt7BLsYOoSXbf+o08Wo0Hgi+/gdn/Cc8X6MMmG3ACzGEOgM19RPfayi0N1K43k/Y/aPJbv913+vX+P41aXvOZvMu2/W72HhOStcU2dDLFrSei5lnKLWyUt1U0RKpIcAuuEXMDHel68J9VWuU+xcA4kPNXiTXc0RbYHKDj1cM5Yzt8GOK7LFz+AVC/5h+/ha++jsnHCPz1lL8tGji1Wh8CvjNPzmWwcq0PmSAzT9DeobnS8RXOGM94zHHrNYR4qV2xvy96YY/xzj/xiF7k4hd/72H2SGLcEDXn2Dlkrx9jqcr8nDJkG+IpZo7ohgSRtTXJM+I1fmx4B1BOkKIiIRpyScIgoogUte3mDgiBZVU/13FUEmYDLhtML/EdYfNzSXanZKHM2azc7R/G7v6hks4QvabiH3SNPFqND4m0updFxkIDOAD5DX4BtIGW/0NljdYGcAK4sZ6dY37NZ7fxewF4lsCZQqrlZoFhUyzYK8wee1c7H1/9qZyd77kt9/xfv4IuKUMTyjjGcP6jGF7hg+35LIhlxHlmtl8gzBgRdGiWKkJHe59FTQ6QCdHogCCuwIGRVCVOi/mCuqojxRPuCyRHMjpDBtfYtsXpNlP6WKdF5vNHuNXf+XEY2CG7H2xCdknQBOvRuMjIi9/5M4ANuA2YNsf4GVN8RXCmu36Esoazys8ryh5gDKCJzBhuzFUtoheo3pN0A2iGeim9AwFm6x2/somL7zfLv/ZQfb/7Sur/frLHuaP6edX7IwXpO0lm8014/qGlGcgmSAQVPBQBcxNKNnBSrXdi1ThEkcQbIrYMhcoUtd9qiBWnY24I54QnCAjVkbMtuR0hckZZfVT0uyY2D0mLn4N6Y7wy687/Q6y+zuf0Z/Kw6CJV6PxC+KrHzqWwEYoGUoCttjyazirWg2kNXlcUsZbcr7BfUMfMmIb3DeQt2AjQgEM8Y79+QFgqC5xGcBHxB0rYBbotaNesu91FNq9w/CjW0z5EJGdmqXo67/y0C8Js1t0dk2Y3ZDTc7brOYVrpEzWektEjK7PiDspjwS8VrESAKVM7Vd3wT0iIgQTVKtJJlCrtyIFvOCypZRMZoWVWyydkYZdkh4hy58Q54+Z754Qd0/w2684uofs/mETsY+BJl6Nxr+C33zHkREYYFyBj7D6FpQtnteUNJLyBrcNw3AObBFLuIy4bfGyJfimuts01ygkT4hnRDIiTM64gJQqZM4KGOrcloMQEdfprc41vT8E6tXvP7vidYfs/KfXFmZ+1bvZFvEvsVk+oaQLxtUlaThnTNd0ckvWLV0YkFAoFMyrIxEPmNR/e6aE+7uBZ/eATvvHokQ6CsN2g4SCaiZKwSSDbcBvyXbDOL4kpUPKeEi3PaVbPEbnT/Hlf3O6Y1KZ0+/8VhOyj4gmXo3GhF9925ElbhlswGxL2X4Ttw3Kms3yHLcNXm4peVXftwSWUApls66hTmKEAKqGUBCtolTSFsGm85ZXQbv1946lG5CMswEyqCDM6pkXobYKvZ7ZqEPWO5v8a5XYZ8F6+AsgR//b5FL8oS/ib8N4jcdnbDY/IQ8/Jud3UV5gXKMyAKmulZFU0+i9q59H5N7NaSaoK+6x/rvjiETUMooQ5C5psgAOnkmyRtTIPiNvd0jpELanhPlbxMU7aH/K/OCLjJtvOrJLP//Nz9cP6mOgiVfjc4fdfM/rYGvBLOPFUF1Rtt/AucVSIuUVOa/J4y2WV+AbooyYrbHxFrMt4iMajC4KUQNdP6U+THFGlgvFq6PQKcxivdzk1UASmONWI4/m3QyopoE0Bc86YWpp1RZWTdQAnyqxO1z9A3Yrf36QvSnZ/uqFS3fMzu4jSKeMwz+T80+x8pxh9S7KEqjnjOrTjJg4KqBuSBEcn1ygAkRcaop9DDuoAppxyTiZQk3zMDH6LqJsyLaqQ9bpkjRcIKvnSHyEpHPQIzQeM1x91UPYJ8gc2WuhwL8MTbwan1ny7Y9d2KIM4FusrKAsKZu/pZQVVrZ42WBlxG3JuHmG+rrOBdmIealRRWWs+6WCoxQCGdW7FAyDYljWOlMkAabqSoMSpUOlnlO5FcScYtWSLVJFy83wEiDNICzQbkHnxtYLxWuquqoD6X54WV0pk3i5Ti2sKdPv84wcPbkXAlt+zYM9xdMZwa5I/b8g6RxLF9h4DqUaaSChliE7Yo54QCSgCjK9eCgI2i0YKRScLImsCdcB1wEQettBrCNihLBl5hmzAR8uKdufsrz6B8LsMYudL9LvvoPOn0I4xF9+sybbn7aW4i9CE6/GZ4J08X2PobZwsHreZOsfUMqKXJbgK9brM8RvMVuBr6t5ghG3hNsWyhJIvNrnW9PNNdR08xo6aPfV1R13M1dGmVpJAF5t2FJntO7nshzUIyIQJSBh0pugMASwACUiagT1GlCrRhCDPIAUxO/ajjVF4rUVjo3X0L0/FoD17ddcWLITnmDjGbZ9Qdk+w4czyniF5Vty2bIXA6KpzoPhk4NzwIrgCNkjLkaWUosyCfVNOwIBzxG1+oKi7h4rBBJiA84W4kDJibxasdq+JPSn9ItHxNkxxGP85jtedEbcay3FD0MTr8Ybhd/8neOZaqIouGXyuMW2Xyf7FWIrrKTJ8belpCWe17gNlLJCbIP4FhiIGKp1SNjd74VHCNMQa33TaVV9TWGoo8AynZVAbRWaFpR1vWnBq/OpolVkXAna1cR4BzfFqI63mpjudAJ4JttIcSjRa1g6GceJUs/OXt/3Ja6o6/uyDxuvs7NfRczHbzvjKcweY/1T8vactL2kDDdYumFki9gKZ4NKXdUiMoAmxEoddEaJBNyUaB1Odz+mIHa/eI1XPycQc5xEDCPmVwzjNdmfQVrQlQPmZY8wOyXwG0g4oVz+F9ewgxz8703E/hWaeDUeJH75I69nExtgC77Fy4q8+h4lL+vQryRK3pK2G0q+Ru0SZQMlY56xMtYqLI+IJ+ZREJ/cfhSiQPCa3V6m1DxnqoTu1mxQfzV34t324tc+fod6uTdi3IcQ4nX91oR4/TxugohOM0bVOehixKA4tVWYpeAYeDV9uNnPXKzqinqoSxnvxLLxc5H+9ydzxzdd9TH9fEmfljBU2/vN+T/iXGN2jXNF4AaRRBAjaK4tY4/4FCvpFnELhOn5IV1doilTdX3/uNQXPyVvEJyodd+YqWD2jM0WbLtPpz8ldm+zs3sC88f45f/n6AFwiBy2LMX308Sr8ani4w/drCBlRNIWyhbygG2+geV1nYmyDbAmpVtyuialW8zEFHUAACAASURBVLysUc04IyWNeNoyUwNyDVsVQX3afaVeQ1yt4GXaCTVVV6oyHRMVYmCKemWKErL794FJq6rUTaPBr30jEIiIh1eGPxdM6wwRQCpj/bgAIRLU6zzRFL6bSsC93tScSYs8o2Ko290KK3wy198RTDGT1jz8kMjeH7yy2l9/1+lG1JbMOMHyOeP4nJSeYeU5oAQTxNfMpMZLqTlqDsVrIHBNSZzmwaYdY/LKUFMzPAwsQzTmwbCQyZIoDOSUKGWG2pIQXjJsT+jnjwn9U6R/Cv0T/OJrjh4hbVHmPU28Gp8Yw/JvHKkDpMiIuJE23yflDZK26PYaLRtS3lDSlpI3eJkqL7ZETdV0kdbgW0QLIRi9FIiOmFRzA1IdfXczVHcmBjNc7qqhyZ1XqHuzXBCXerYE9+dIInJf0LiXn9mZ9d5ki/iewMF6UlbFyQQQn9qTXjuKGO41u7B4h3hEJRLUMBkptqoGArFpGeVrTJb5u28tfL59Gr80cli3Pg9nP/DF4yM8ndMNbzEOp6ThhDK+i6UzyNdkH4lez8TEHJWABoCCqpAmw8z95mdqdcy0BUCVqfLOGAPKiMtIlEQH9LLEk5HHK8bVCwjv0i/eIu68Q5w/RXfewi7+2k33MZnTH37pcy1kTbwaHzl++103TzUmyaeWn2wp6+9TfMs4Lsm2pOSBkrfkPEBZ09uSYFvMMuKG+YjbiFJqhFKnRE/EkBFPdabKjSCCB2E0A5HXljYq5tzfbGLs63mTyLRK4+6Moi6HEgexCFJbiVMmU/VqiL3m5rP7VItXYhbJeRp4nc7FXOtG5HrkVVMdCo65TFmE9Vd3p9icTh8R4oLYFYrfYIOTc0K8oKG851zr7q4l00JGw+9vmI1fnNnpb98LQb79pi8Wp8zTF8nDC9LmJYzn+HANZV3Xs8gSLRtMRzpNoEJ2m16sKI4SXCgyCZhbnddzJeeA0gEBCT0ijkgguiM+kKyQfIuVNaNdM+bnyPqE2fA2Hg6ReArdMePZ1110h+7k8xlD1cSr8Svh13/3qoSRbXX7DT9GykBOa1K+hbLG2JDH2+r+y0tyWaE+4p5ACspIHm9wMYKCqhLFIVqtPnAkF1T8/obtxbC71p4IXYz3lVCNsPWpvnJMHdOMm2C110NAaovOnSCKlLp0ntdah2ZVoByrY1kIfndehdUZIGxKa9B6gH/XNqKjiCJEiitmAdOIaETjjNjP0NijGsFmYHv0fU/fjVh6Wb+GksEMlQBe93upv1bxSW2Nqt9tVm78qsT92lb04XseZ1+g686w8Yrh5gWeLynpDOMcuABuiBSEQqmnW9R6uzoS9bX0/7vzz1qNzYgitaXsUgM+0oiGzGImzEVItmbwLeP2isQzxuE50h3T9U/oFk/oZk8JsyP86q8d2buvIj8vNPFq/P9Sbr/jQoK0qe06G+8t6ax+QMkJLxvG7UVN9c6JYiOWNxTb4GWLs60rJxiZycBMEuoZpExXtWExv3pQLzUayevFLghmNVi9vpKtlVPwu9uF4aVWRe6OiRFF6wE6IGqUMiUiTKkU963B4JgrYxY6idRJ1CpU5l6FSgNoPc8yFwpTC3AyYJgooZtBmKGhxySSk2IyI8gOEhd0YRd0gYZdQtwlxB1CnBPjvMYVicBMIZ9jV844XiLsELTgvqa4VcebhirLlhHp6o3Ths/ESpSHhMyqScKu/8nDbEs3v8WGM8bhXdLmXYq9AD8ncQ2s8e2mDj9LbfW6VPeqWbXNC6GG/5remz2k9Ih0QEbUMRKWt3VTAEpQpQ8dgZGct3i+ZNiek9c/pcweMZsd088OoT/Gr/7KXfcQ7T8Xg89NvBo/w7j5plsZoWwQG8jDP1aLed7U2ajpTMrzQEkbSsqUskK5RbxGIOGlOvDIUyp3IUiZgmgzQp4S+qpgmUAhUER4fc62ChfVaj6dHynK68Y+ca2PaYlAdfK5xCk3sLbU3MApNTFc6lZimVp2LkZxJ8z6+urZpVrVHVw6RHsIgVyEXIRiSjFFJSCxo+tmhNhhEtB+BnFG0DnBO1x3ibqLxH0Wi0fAHJMdkAXIHNEOPaouuHz+NQ8kAIq9QHwX7AZkU9uP92FFr9agyHSyJhSQVnl9HOjhK5OEX/3A5/PHxN23yekZ2+EZ4/CSki5wLomyQUkUGQmSyL5FpCCWKaQ6eiF9feElNT9RCPUsFsek3D+uUAheh+FVCkEz7gnzESlL2F6Qyw4+Lsh6COkC+lPmiwN89T+csIPM/91nVsSaeH2OKbffc6xMJoI1rpfALXn7LUoesLTCxiVetohtsGGF2BbyFrEBtXoW5cVQX4HcIgw1tRuqecLvcuOoMUi8Okqq1CX3RRRXwVTfc3Zzf+VJvl9lcW9nB8AoPp1XJZvEq84T1zafIXi1nIdQ8+tEJkFz8EKZVmJYP51RmZBNwHuQnhB2kbDDSMB1htOjMiOGBbFb0HVziDMIc6SbE7se0fr/uC7QuAdxD5iDzwh7v/6BN5T46I/Fl//oyIjIIbAD3t0noNfoqPpX7+z1dWvwZ/b+9OCQo3o25qsfebAvouMVMlxg6QW2/hGUM3K6JZUbpKwm05CjWuhkei7aSHSrySpWHbJIpugAkgFFrP68xRUloiY1AswSRsbtFoqSMxQRRt0l2xn0p1g5YTY/puuO8Nv/4sgBsvefPnNPkiZenxP8+u8cmdInSt1L5Mt/oJRCySPGmmw/wVhSbMBLtZ/b5PhT30JJiG1RG6t9WyEGqUkQksCuEUbuhzNLbYXJNINUrcMy9fzfOzMlk9AFf3/14K9VFHfv36Uf1KrqrrUYgt7XJuZOuXP2ieASCRIoAmb148XBPd4vckzsgEQ8dgg90KNhBw/7iO4wk11U9+i6fWK/j+ouaA8ecDqk38O1Q8IMOfjlXvHK3m+KX3/NnR6oG4Df868xqXZd46H3JyyNTxbZffUCJC1/5OoX+O5j8vBTNuszNttajYnfADdT2PKGcJfA4nU3gMuI2J0Z6NWZ5l1HgbvOA6A541q7CY5hwQhTqouyhGRke8kq7bIJ+/T9Cd3slH72lHL1Z67hBJcDdO+zYfBo4vUZw5ffqEfEtqXunNqADTB+j2F9XTf35pGSt2CZUlI9s7Il5uegG9xr6oR4InhGfEAozHoFS/WsxQtKtac7fj/4K3fDuV7jkdz9fug3hIC44FOyxHTiVP8rVEfhnXi9LljTx0xfiVfFppkqqyG22tVmpAu5ONkdR9EwQ0IkmVI8UKpxGYnxvvWnOsd0D9cFXVwQtEfDAtEdNOwgukcIVbwk7kFcgO4ge7//0d8IpJpCatmagVJ/JtMCxSKA1/+n1l36eQuTf1B0e78u4/WPvVv0hHiCxmu62TlpPCfnMyydg12Tx0ucDe6J4iOBTBRHQq7dhmnY/C72S1/rLlSqccnVkTAJ3mQk6mXE5QwpN5QUGX1OCYek/oSyOCf2j9nZ/zVEj/Hl31aDxxu+LLOJ1xuK3357OsipbjRsDfkWW30fKwOWN+S0mnZKrcE2pLSqolaGKWnCquW8GO4D0e/ijRxRr716rReJaKneCgzzPLXtplaWl1r90FPogRqxVN+RqY14lyTx6pVkveG+EiKwV5XXNBjsk4HLAEzwaX27iOCTA8+pGXNrr84+l0gOjpWIS4+GOdItMOtxOpwZxDka58RuTt/NkTCn+C4a5nRxgYa+VlBS24EwRw7+j0/mYhdq0C5VuO4EDPL0PYf7EA8j1rZhS9f4VHl95spv/t67nS9AuSZtX7LdPMeGlwzlOdgtsAJf4TJgjEQmISqTQelerGwKYr4bGjNQma6b+jO3OrWO4XS+JciISyAzdU+GNUNeMegZ4+YCjSf0s1Ni/wi7/LJL3Ef238xlmU28Hjhp803HRwJjfSLbGvIWH76J5Q0pDZS0xcpQhcpGSt6QSxUt99ryU98SNKE+olMlFaQgMjnwitF5/2rNRrGpf1EHe80g5zyZBKpwqMbpzKWaCdxn4HeiVS0GMp1RIUYpw3TgZTAZE+4qKXGmtII76uepyQXdVKBpFc0pVqlmDwZchUJkS4AwJ8Q5aAfW4zKHsAtxn6h7uO6iujM5/hZo3EEnU0Yv3ZR4EZCjP/rULmib1m04mRoUXOr7Ytg0o1bDNnQ675remoA9COTg914J2eU3vJMnMLsidc/xcomlM0q6gHyN2RJjILgjxeo1QwZJ9ZyXVN+fugw+Lcr00lOkw1wx70EywZbEkEGEjkQxJ5dMziPGks3qAu2O6GYn9PNTZosT+tkhfvOnTjxBdv7kjRKxJl4PiLL8lt9v4vWhtvhWP6xmCbZsV2dQ1tOfbRHbUsqI5RErA1EV84yXAbGEkmsmm4yEmKvRYtplhGd8mhHykhELhHBYU82n9PQynQ1VRx50Gu8tvCIBl1it5AZWhBD6+ygk81JPpPxusDdPvcEqVvePPQ39ClqjmizCdAlzt9NKIu4BI06Nkw6RUC3GEhCEJDOsOyDMD+jmu8SwqBWWzKtpQncg7E3CtV8rL5nj3tEffOFBXbR3P7u79Sc2CTcwhfBavdl5NQCY1H+bxsNDjmtVU6uxdyBd4JvnbDdn5M0LUrphsBXRtnSsUbYoqaanYKBlGpivIyC4TNcAYIowJ9AjUgheuypMO8bECiqFnoJrIcqA24CMK0o5Zxj3KP0+3WwXiY+w9V945gBsRr/38LMU2zP+U8Avvuv11dTUDrJpZur6R5A3UDY1CT0tMVvivkFYIukatw34BnwA2xIkEcUJ4li6O0F67VzIpr54ef2s6M7BVj+iaqDKGCaXoAvuej/LJKJEUdJYanxR6OrQLFCKU6zeSK3cTmkBct/2EzE8VMdh8WqLdy/1cakrQ1QjIoKViMYO14AVJRelWETjDhJ3ySWA9CAzJPSEOCd0PaHriXrAbv8Oxh5oR4w9GmaEOAPtP56zqY8JESN4IXg9yzPrcalLLaM6MwzKgHmhiOESKSFMg9ONh8hdNea3/+DS/xqLvRVpuIHNFcN2RcrP8fxDyM+xvAGgD7W7oR6wMhDw6s31jiA9MczBO6yEmsQSu9rJcCXgBK3XoUkBW+EMWFmR0wVGNRYR51jXY/EA0jNk9oR+9hRfftnRR1D2kf13HuS108TrY8Zvfui1RTZA2dR4meHvoawoaU3JNcuPPDBzQ0rGypZiA2brarZgCzLQacIZql3WR8Trq/PaPvMpQPb1jCB572+ndl/9wn52pDUVQ+7cbH73+WoSRcaQGMCMnMf7PxMRgkZicIoNU4EwxR8V7odvXQJorczMhTx9XW76P9s7sx5Hsuy+/865NyJI5lJbd1W1ZyxZ3iDbsgFLsAHD+rr6CH4yDPnB8IMMC7Is9bhnRjPSLOruWrJyJRkR957jh3PJrB4ts6iX6un4A4lkkiwmkcWIE+ec/9JmYBmrHZo2dGkFucdSh7DC0wa6E842DzFZBZGijQc1ZdAc2ike42zIj/75O3mw/cLwcMwQDo73Cfcu+tHmMq9t1Gqko+ZrcYd69yFn/7QVsZ+66GP6bo+sR8Sfwpip4ynT3RvqdMNUt3SMdKxIOiFaw3GlhgZRSjjauKUgS7ni1jVdZG2EDyP5gQE8U11ISNNT9pEdJx3iV9y+fo327zH1z+j6D0j9t9DuKfb6I/e8IT34x+/UcbUUr88Jdv0TF7kDdsHisx2UiXn3Ifgd4lvG3WvcbvB6i/s17nd43VNqxHhMpuFW3WLjxQ4jtSAQqqcoKtVx61C6oEuLhDq/zcl/1uNO3jqtvU1Ff1sr5Y1CjkgQNLjXSomEL5szEUxCC/YbhCA4CaKKUmLE5dpsmBqrTzIuA2aZQsa9xyXHXkpyE2mu6Pon5HxO321I3QoOOqm0grQh5w3oKggUaUAe/Kt36mBasOAXhZzdj6rL9UeuLsimo+yfQ3fJuH2NlzdYvWa2a8xuKHUbu2uJRO2kjviEtp10sjUwEPSNBG1PGqhHRqqgcUHJjNkcUpk6MdstlC3TeE3qLum6N+TVM4b1e4g8wrd/4pWevHk3phhL8fol4dc/ivmcz4QlecWs4OMP2U8vgBusFErdY/OWWra4bYEd8/6S0HrsUN2T04hooZOCpEq1IES0lAwkhUYqAhEVq20a5+metHAQhbjiGp56Ve4L08FbTY5O18H2k7eKmDYD2w457qXqwRfQDZUgSpiHe0XqNK7WJPRW7s7sjvtAbLIy1YTqHbDCfY1LkCPQFZI25HTSBL0rkg4ga5I+JumG3K1DP6U96AC6jn/3d4h7Fyz4OiOfhyeh77/nuXvK6eqW9dkVdXzNvH/JvPsEm18x717SSYfrjj7NqFSUSrUZbaTEI+GqDebvd8zheoMoNK+WCF9NuFfMC5uuw7mheKWOO8b5mmn+lHl+gnTn9NNjND/Arv6HS36EnHy17h1L8fp74DcfOT6BT8AYe6n5Q7zsKWWLlT1l3jPPY9NJvcFlG4axVqAUvLZCZ0avQW0XJlRAS45SYoozR7svhdjWRnERLyF1wnAJblnEMBz0UU0ELGEq6/LZz5NJcxs/dFlirZrdxzbgROSGShv7ZbBWwFwxF1S0iX0PcSPBcLPDao2OYitgjWgHqSdLdEzxdUp/8qR1UmdoXiP5BO2GKF4pCh6ekbPfWYrUgm8cZBW6q2n3iadhR1pfkfcvyMN7ML9g6l+g9QIrb5jrdXRisg8NJYR9Gu3C198W9EcH5mZxalEh1Ja5jRgzKoXORyp7pO7Bbij+hjqvqOMGS6eU/WO0f4INH7AaPsBf/5Ejj8DPkSfPvvRjdileDX79PUcugS3UKcS4uw+xGgQJt5Hd7QXmO6h7zMJtIgxoZ8xHRG9AZtSV3CyRVAgWnUagRYz9ynGngTnWWqqcQTQRo8LQMCG05VEoekKJH+/5qJgSmrv5wRX9XqF/oFUr907kCqENOXzcDvsSUWrLtqqScJfWzaU27ksUB/MUBU0zknKIj/WEYfUMlXNyH84U5B7JJ9C1ApZPgOikTHrS2W8vRWrBgp9Bv37+1kjxO74ezsGes35wAfsXjDcfs9t+Qp0uwXYIE5mKSjhuNA17oDl3uPg9s9cTqUlR4jyTSDg+7kgSBK7ETJGRyi1uA1Uume9eI/sXWH7NmD4h5+cM3XO64Sl+8R0vw4ru5Le+tGP6G1W8/ObDYPn5GEQIK7hNeJmp2z/Gy0vcbqllotTImvK6x21EZWR3+wZ0DnukVOjE6bQiqYUK1jnYdm9pkJKEoDZqUG2OE23xLkJSiQ+WO+YgFvujg1+dm+F+X5QOiFEiR+KES0X0MOPWw5NinChgB0smhOpvq/ebg7ooRmpGtBknYynh3iM64DqgskboSdKTdEDTENEeqUf1nH71bdATyD3kLsZ+oqADcvbNimtYsODzQH5bM7b9Y6d7nyE9I69fM45B7KjzHq+XjPMnJL1r3VSK/XeL5wFDNDW2oqJ+2KM30b8n3AdUQ6RiKUI1q4ClHVVGxvka91us3GL+ksLHlO4Jm9UTZH5I6p4x7f67Jz0lDV+8l+KvbfHym7/woKKPIGN83/+g/dy6p+mWcdoyjZEx1eketx11nkPka3NzRJ9JUjntHWdEbQKpZLXQYlhoMOJDo02PwVHz5BZC3SF3mB/Gf3b0rRN3zDxsYTRFflWKQsNh5CeHMeEhPypesxJjQXOLON3DWLA5Whx2Y1USNJ0UZBBt4YbtPdJjEka0UXQyeI/rGpE1pA3r9RO6fELXnZGG0+ikdCB8CtdgJyBr5NG7xUpasODXAbL53TjF3P5fT+d7NvMNtrtke/uGMn7CrswkyeGSIxNCj8oeaUL3JBLuHZV2EW1gE+nIHD6UAyPVSIBwqc17EfrDMl0qJjusXFHrS3blFJlO8fIYWT1itXqKX/9XR54gZ7/7hZ0Lfi2Kl9986pQd5IiLxyaYforPt0zTNbXcQL1ju32F+hb3O/AdVvd48wB06jFYUIGMNa8+Q6mIFyJuylBzvMV+hDVSMO+SdtBIDe6ONxNOVQ22nlea9KJR0g9Bih6PVxAiKgHuqeqIIC0H3r3eBy56baay8RyritDjEiLf6inYfCn2ULNl/NhddYiucFFUMyY98zyQ0gn9esNqdc7Qn0F/H9+BnoIPwIDJinT27gsZFyz4dYOc3ts51Td/5pt1QeWC8fKUOn/M7u6acX+F2y1J9vQp0p59HiMNohaSh4A55dTYXQnm5tQSTgRUqziGJMhJyZrCfMB2VCaSZJxr3JS679ntV+jwGF89hdU/oh++hb/8Qyc/AX2IvGWh9Xnga1W8/PZDxyYoE0caqFXY/imUHfv9JV53lHnPNG+xugffETEdI8m3qIzAQT81xhWK1lZsBmhmRxCMvHAPs2Ny78F4VkVRkRYG2J5/iOIRwbD7wbM3Sx+7/7/zz0QHBr3QWhtfAa/SXCruXyMyEhUTa95+IQj2luSb2CAMof3xGBFUUvP0W1Olo3gX9jKsyGlFvzqlW63J+Yzcvx+jwRTFDekxMun062Ubs2DBNwXpUZCbxus/9+GxQvmAtLkm7y+Zdq+Yxwvuxgt8vuLBekOSLaJjs4mrUNvO3iCn85i4NIpyRwjfJSmiSq2GNOaxSG1hmzsQD4cX38A4YuOW7e0lU/eqpT4/R/rH+MX/8lgrbJDTf/IPPqe8k8Vr3H/k4jMwIXUff2hG6vghVu7CeaLG6K/Me8q0pcx7soBboc4T1SawgkoBnRGxsEaSGSV0EuKRoxO0cQ3T2ZgKAwfWTtxWh2oWJAkJd3Q57rMa+651YEdLpRZ0KK0y1ertcVrxaeygA0MwtdTeQ2aTD6CCaAYVqlkTpEbHVg/jSTHwNfPuAUnOwtsvd0juUQ0DWtKGh+dPkG5D6jZBoshDfFjJ4Y/GQ9Lmay7wXbDgG4ihRfD43Xd8yCPd+ppy8or99lPGu4+Zx5fs6xuSd2S/pcPDOiqHSz3mzD62EWM43/hhMe5ATYiH24e0FYlrhWbxphS07DA3ap0ofkOR18z9X9ON76H9A/qzp0j3EF2/h+/+xF0eo6tfvRv7youX3/6oMRX21Poa4w67+z61OaObbRELc9nt9hXU2+bvFym/bnusjFippK5HUXKWo47Jmdtst+LMjeUXf3RpuyN1WoKpfaYfkrbs1GYGm3NqRIdmwtTaa/FQUon07XcaTsWkxt7rsFrKchz5vV2EDhSLpKGTwpViipngZEKB1TPVGuJeSZDCpklSasVvw8nqGZoe0A+biKTvVpBX0J2EsLcodOsYBXZrJP36R4UvWPBNgpw0G6rtT7zv36dbPWN98pw6v+Lu+sfI/Jp5fMk0X5D8jjmNdKmQOqGGexspRJ2ghpg0i7lKYoi5lMfuzNpFvza9jFZDZMZVKewwmWPEuH/DNA3spgek4TF5fE6/fk7qP6Be/6mTHpJOfvki9qUWL7/+KAS+1jRTPsPdX4S3n9+xu/sx+B1WJ0rdU0tkUblvEfZM4zUiI1kmkkykzkjJ0Bx7qnE7c0idPdDI3b0x9pycM0EVpY3alEMAHLRARd5i633muwSJorlHhOeftHFjzIyVjLSsKJcoYajjaUZS3DYxXCqmdu97IUa1jtpCDd0ShUT1jmorqBvE1kg6RVM4onfdGX2/oevX4XGW+0jr1RWk3EgXof6Q83+3FKkFC75BkM23BcBufujSn9B17/Fo9Yw6XzDefcy0+5QyvabON+xsi8wjq95RmaheUA1He00tPNaC+cyRtayogSnH9YgSelBRJ6tRfU+xfRh8u2Lbl8zzGWX8hLJ9Su6e0a2fMQxP8av/6aT+l0p8/tyLl1/9VVPFlihSdQ9lC76D2+/itsWmYPdF5tSOUmeoW5Rr1PcRdmiV7DPOhEoFmRlyRWXCD/EgNbKOVGL0tu4TXgu1VopHkVLNpEaYoBEoWpB8E/9qK2aFe31vK2DN5PJQ3DC7L22i8R+HHF+rNvq7iEdfJ409KIIlZSxjECY04ZZCBNZo9UaH2xkiJ6Tco7ohyQmazkjpHJEThtVjXE7ac9aIrqOj0g40HDjS44WSvmDBgoCe3euu/O47rv0leXjKan5D2V+w271m2l0yjxckrpDajMDFSCJ06hg1jL9Fm0b04N4RKQcxXLJ2l+E2YRZNg4iT1UkJCnuq7bDxhmm6oKQXzNsfU1fvof0jVk9+E7/9bw4r5PQ//9zz2D+4ePnFD9ysAHu8XGG778abb0w+q1vE78D3TLsL3G4jZ8puMduD7allROrEph/QGiw9b1RwUW/FyUmqVCwiOEypVjFTZqIOnKwGTK2lkTYHiZRCRCvCNM/377u95n0CreKu90uu4wP33VdpLHRvmUqin91ZuY2g3rz6gpThKKp9kEEckA6x0E4pjRxBh7NC+jM0rei7DbnbkPIpdKfRUaUN5A1YD3TIWx/KBQsWLPh5OIwUy/VHntOONNyRVteM6xtsfoHdfg/qS8p8hXEDchtuQD5jQKchyfGWJheI0NrjHr9NtA5EafV2SjUjq1OYKYxovaHWC2pZM81neHpE9UssPaHPZ5SX/8VTehQsxYd/u5fiL1S8/OZHDhMwtW5qDHKCV6g/QuqI2C13tz/G6y11mpjmW2rdge1QZlR2iO2APYmRpBOrbEguSGckB5/u4veZcYzUaI4Posq8q3ijjAtKJiHSozmRRNlvt8dIjk5TMPiqUEulchDztmLjQYw41CoRQevP+nK3rqvFcsce8z5yvRzZhPEUk76RN0Lki3e4rkP7xAl5dYJraKFSjoyp+zDEFd36PHRTqQONXRfSLQa030D4W//j6eBP6Qcuj7bpQdyOizWIfDT7my+2YMFbOHgpAsyX3/Wcd2h5H89rbPopMl5Q59fAJdVucNkiNjeSGsF8bp85oI0SK2YzqpBy15w7pFnlGe5gzKgKvTpVYmdmNiFlx1x3vPp4i3bvs1k/YnPyPuvVU+jv8Dd/3KsnrgAADRdJREFU5OjZ3zgP/q3Fa3/1Z55lIlHBZpg+wus1Y/kU9ztqnbEyMY8Fm0ZsvgG7ZZMn1CayGHpg8ukcwWgyk7RAu1/dYWo7Jrdw9ssbPGmjhB96HsfrwWev/exBNFfNgMBcKTbTNaaeiIQw2D2yZkVJkqg1jClFJFh9zaHCPRaUnSbUvDmhC5Li9asI5k4xIsm2dV6kQyaWUrzH04MQ9eoK0RVJT1E9RfQUkw3D+jGqGySfklr0/Gd2U2eLuHdBwIHauD6phVrjekicwWjMVFeSKUmkaTXKV/m2F3zN0D0MreZ885eeN0+g/Bar/QX7/afM0yfM00tsfgN6E5rYOpPbhVOS4BZIFZyJlEq4/Ljg1qJarDUInsipxw99iQQrQQXcKpkdJ9Jh1fG7S3bbv6b0JwzDA/L6MTK8h7/+Q0c/QB6FrdyxeNWL/+PGHIaPd39OmW+QMkPZU+st7lfspp+ARnckQKod2QrKFtURLeNbGikHry3RM5wfcspNExUOE0iOfZNUlMxssScKMoTfEytwFCOl3AoS0Y19pvK3q9JWvGjRHQDVw4gymHxx0B+tv0SaK20w+w6Bfi5KdY1dlEikBmumOsEERFHJ5GFFnwf67oRZTkHPkTTQd2fkfE7KZ5DOQE4opUV/PPlnS5Fa8HfjoBNtAvTsrfvyJsE5PhZHm7bHIXzsFiz4ZdGd3euu/M2f+7r7gG5+yTR+Qh0/odbXzLsweTDboUxkF7JECoZqwjXjzavVq4NVhPBRVG0Wec39J7UpgtOs63Sm55LKLVQFz1jNjPOacT7D8lNW5zOpu++3MoBd/cDr+Fdsb79LrT+hTi/x6ZZUPZTYFIRbOl6BjlFcLJPqQHKLkaC01Nfjjoj7wEKCoYdm/NBPtccO1HPDEYuOStriLx6h6aeiIOEe+qYI8mivdWD9pVag4kA3l3aFWhAE7Q9E+Bgi2mGECEjOXO0qqn3E2Usw/0Rah5RW5O40At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"},{"id":"3b62db45-da99-4717-b5ba-d242629d4363","height":12.6,"width":16.28,"perimeter":49.03,"area":168.03,"image":"data:image/png;base64,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"}],"no_of_letters":15,"perimeter_of_sign":96.2,"nested_area":33.84,"occupied_area":9.56,"avg_char_height":11.971999999999998,"widthOfSign":"120","otherDimensionOfSign":69.32,"width_of_smaller_line":20},"timestamp":"2026-03-27 05:37:17"} 
[2026-03-27 05:37:17] 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":1326,"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":69.32,"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":15,"perimeter_of_sign":96.2,"nested_area":33.84,"occupied_area":9.56,"avg_char_height":"Less than 24 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\"},{\"id\":\"324588d5-925f-49a8-80b3-2c984d6daf65\",\"height\":28.88,\"width\":112.12,\"perimeter\":313.55,\"area\":517.46,\"image\":\"data:image\\/png;base64,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\"}]","material":"Aluminium","application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","size":"Size 1 (24\" H X 18\" W)","neon_color":"RGB","uv_printing_needed":"Yes"}},"timestamp":"2026-03-27 05:37:17"} 
[2026-03-27 05:37:18] 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":69.32,"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":15,"perimeter_of_sign":96.2,"nested_area":33.84,"occupied_area":9.56,"avg_char_height":"Less than 24 inches","width_of_sign":"120","width_of_smaller_line":20,"other_dimension_of_sign":69.32,"material":"Aluminium","application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","size":"Size 1 (24\" H X 18\" W)","neon_color":"RGB","uv_printing_needed":"Yes","quotationId":1326}},"timestamp":"2026-03-27 05:37:18"} 
[2026-03-27 05:37:18] local.INFO: Looking up SignType {"data":{"sign_type":"Halo Lit Channel Letters"},"timestamp":"2026-03-27 05:37:18"} 
[2026-03-27 05:37:18] local.INFO: Retrieved Material Formulas {"data":{"sign_type_id":1,"formulas_count":38},"timestamp":"2026-03-27 05:37:18"} 
[2026-03-27 05:37:18] local.INFO: Retrieved Variables List {"data":{"sign_type_id":1,"variables_count":12},"timestamp":"2026-03-27 05:37:18"} 
[2026-03-27 05:37:18] 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":"2026-03-27 05:37:18"} 
[2026-03-27 05:37:18] 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":"2026-03-27 05:37:18"} 
[2026-03-27 05:37:18] local.INFO: Initialized items collection {"data":{"count":0},"timestamp":"2026-03-27 05:37:18"} 
[2026-03-27 05:37:18] local.INFO: Merged material items {"data":{"formulas_count":38,"items_count_after_merge":38},"timestamp":"2026-03-27 05:37:18"} 
[2026-03-27 05:37:18] local.INFO: Merged variable items {"data":{"variables_count":12,"items_count_after_merge":50},"timestamp":"2026-03-27 05:37:18"} 
[2026-03-27 05:37:18] 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":"2026-03-27 05:37:18"} 
[2026-03-27 05:37:18] local.INFO: Initializing MathExecutor {"data":{"variables_count":204},"timestamp":"2026-03-27 05:37:18"} 
[2026-03-27 05:37:18] local.INFO: MathExecutor variables set {"data":{"variables_count":204},"timestamp":"2026-03-27 05:37:18"} 
[2026-03-27 05:37:18] 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":"2026-03-27 05:37:18"} 
[2026-03-27 05:37:18] 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":"2026-03-27 05:37:18"} 
[2026-03-27 05:37:18] 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":"4.80868"},"timestamp":"2026-03-27 05:37:18"} 
[2026-03-27 05:37:18] 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":"97.8937056"},"timestamp":"2026-03-27 05:37:18"} 
[2026-03-27 05:37:18] local.INFO: Dense weight computed {"data":{"name":"Aluminium Sheet 1.5 mm 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_stainless_steel, 0, weight_material501060 * ( sign_depth_or_thickness / 12 * perimeter_of_sign )  )","itemDenseWeight":"3.0303"},"timestamp":"2026-03-27 05:37:18"} 
[2026-03-27 05:37:18] 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":"21.336198"},"timestamp":"2026-03-27 05:37:18"} 
[2026-03-27 05:37:18] 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":"2026-03-27 05:37:18"} 
[2026-03-27 05:37:18] 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":"2026-03-27 05:37:18"} 
[2026-03-27 05:37:18] 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":"2026-03-27 05:37:18"} 
[2026-03-27 05:37:18] 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":"2026-03-27 05:37:18"} 
[2026-03-27 05:37:18] 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":8.365},"timestamp":"2026-03-27 05:37:18"} 
[2026-03-27 05:37:18] local.INFO: Formula executed successfully {"data":{"name":"Acrylic Sheet 8mm Matt 4 ft x 8 ft Pakistan","expression":"material502525 * nested_area  * variable3","result":131.6876832},"timestamp":"2026-03-27 05:37:18"} 
[2026-03-27 05:37:18] local.INFO: Dense weight computed {"data":{"name":"LED Module 0.4W UL Cool White 10000K China","dense_weight_expression":"if(application == application_interior, 0, nested_area * 10 * weight_material502468 )","itemDenseWeight":"2.7072"},"timestamp":"2026-03-27 05:37:18"} 
[2026-03-27 05:37:18] 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":"129.30264"},"timestamp":"2026-03-27 05:37:18"} 
[2026-03-27 05:37:18] 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":"2026-03-27 05:37:18"} 
[2026-03-27 05:37:18] 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":"2026-03-27 05:37:18"} 
[2026-03-27 05:37:18] 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":"2026-03-27 05:37:18"} 
[2026-03-27 05:37:18] 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":"2026-03-27 05:37:18"} 
[2026-03-27 05:37:18] 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":"2026-03-27 05:37:18"} 
[2026-03-27 05:37:18] 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":"2026-03-27 05:37:18"} 
[2026-03-27 05:37:18] 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":"2026-03-27 05:37:18"} 
[2026-03-27 05:37:18] 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":"2026-03-27 05:37:18"} 
[2026-03-27 05:37:18] 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":"2026-03-27 05:37:18"} 
[2026-03-27 05:37:18] 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":"2026-03-27 05:37:18"} 
[2026-03-27 05:37:18] 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":"2026-03-27 05:37:18"} 
[2026-03-27 05:37:18] 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":"2026-03-27 05:37:18"} 
[2026-03-27 05:37:18] 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":"2026-03-27 05:37:18"} 
[2026-03-27 05:37:18] 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":"2026-03-27 05:37:18"} 
[2026-03-27 05:37:18] 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":"2026-03-27 05:37:18"} 
[2026-03-27 05:37:18] 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":"2026-03-27 05:37:18"} 
[2026-03-27 05:37:18] 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":"2026-03-27 05:37:18"} 
[2026-03-27 05:37:18] 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":"2026-03-27 05:37:18"} 
[2026-03-27 05:37:18] 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":"2.025"},"timestamp":"2026-03-27 05:37:18"} 
[2026-03-27 05:37:18] 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":"10.4475"},"timestamp":"2026-03-27 05:37:18"} 
[2026-03-27 05:37:18] 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":"2026-03-27 05:37:18"} 
[2026-03-27 05:37:18] 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":"2026-03-27 05:37:18"} 
[2026-03-27 05:37:18] 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":"2026-03-27 05:37:18"} 
[2026-03-27 05:37:18] 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":"2026-03-27 05:37:18"} 
[2026-03-27 05:37:18] 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":"2026-03-27 05:37:18"} 
[2026-03-27 05:37:18] 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":"2026-03-27 05:37:18"} 
[2026-03-27 05:37:18] 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":"2026-03-27 05:37:18"} 
[2026-03-27 05:37:18] 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":"2026-03-27 05:37:18"} 
[2026-03-27 05:37:18] 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":"2026-03-27 05:37:18"} 
[2026-03-27 05:37:18] 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":"2026-03-27 05:37:18"} 
[2026-03-27 05:37:18] 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":"2026-03-27 05:37:18"} 
[2026-03-27 05:37:18] 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":"2026-03-27 05:37:18"} 
[2026-03-27 05:37:18] 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":0.005824382845600001},"timestamp":"2026-03-27 05:37:18"} 
[2026-03-27 05:37:18] 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":5.824382845600001},"timestamp":"2026-03-27 05:37:18"} 
[2026-03-27 05:37:18] 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":0.00046259150166666675},"timestamp":"2026-03-27 05:37:18"} 
[2026-03-27 05:37:18] 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":0.46259150166666674},"timestamp":"2026-03-27 05:37:18"} 
[2026-03-27 05:37:18] 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":0.004412411246666668},"timestamp":"2026-03-27 05:37:18"} 
[2026-03-27 05:37:18] 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":4.412411246666667},"timestamp":"2026-03-27 05:37:18"} 
[2026-03-27 05:37:18] local.INFO: Dense weight computed {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.426 * weight_material502098, 0 )","itemDenseWeight":"0"},"timestamp":"2026-03-27 05:37:18"} 
[2026-03-27 05:37:18] local.INFO: Formula executed successfully {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte , (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.426 * material502098, 0 )","result":"0"},"timestamp":"2026-03-27 05:37:18"} 
[2026-03-27 05:37:18] local.INFO: Dense weight computed {"data":{"name":"Matting Agent (P565-554) 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.234 * weight_material502079 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-03-27 05:37:18"} 
[2026-03-27 05:37:18] local.INFO: Formula executed successfully {"data":{"name":"Matting Agent (P565-554) 1L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) * 22 * 0.234 * material502079 , 0 )","result":"0"},"timestamp":"2026-03-27 05:37:18"} 
[2026-03-27 05:37:18] local.INFO: Dense weight computed {"data":{"name":"Hardner (922) 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.21 * weight_material502350 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-03-27 05:37:18"} 
[2026-03-27 05:37:18] 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":"2026-03-27 05:37:18"} 
[2026-03-27 05:37:18] local.INFO: Dense weight computed {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.12 * weight_material501680 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-03-27 05:37:18"} 
[2026-03-27 05:37:18] local.INFO: Formula executed successfully {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte , (( occupied_area  * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign   ) * 2 )) * 22 * 0.12 * material501680 , 0 )","result":"0"},"timestamp":"2026-03-27 05:37:18"} 
[2026-03-27 05:37:18] local.INFO: Dense weight computed {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.41 * weight_material502098 )","itemDenseWeight":"0.0090685757066667"},"timestamp":"2026-03-27 05:37:18"} 
[2026-03-27 05:37:18] local.INFO: Formula executed successfully {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte , 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.41 * material502098)","result":"9.0685757066667"},"timestamp":"2026-03-27 05:37:18"} 
[2026-03-27 05:37:18] local.INFO: Dense weight computed {"data":{"name":"2k Adjuster (P190-376) Binder 2.5L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.21 * weight_material502131 )","itemDenseWeight":"0.00440126764"},"timestamp":"2026-03-27 05:37:18"} 
[2026-03-27 05:37:18] local.INFO: Formula executed successfully {"data":{"name":"2k Adjuster (P190-376) Binder 2.5L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte , 0 , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) * 22 * 0.21 * material502131)","result":"4.40126764"},"timestamp":"2026-03-27 05:37:18"} 
[2026-03-27 05:37:18] local.INFO: Dense weight computed {"data":{"name":"Hardner (922) 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.3 * weight_material502350 )","itemDenseWeight":"0.0058931048"},"timestamp":"2026-03-27 05:37:18"} 
[2026-03-27 05:37:18] 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":"5.8931048"},"timestamp":"2026-03-27 05:37:18"} 
[2026-03-27 05:37:18] local.INFO: Dense weight computed {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.08 * weight_material501680 )","itemDenseWeight":"0.00047021098666667"},"timestamp":"2026-03-27 05:37:18"} 
[2026-03-27 05:37:18] local.INFO: Formula executed successfully {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte  , 0 , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) *22 * 0.08 * material501680)","result":"0.47021098666667"},"timestamp":"2026-03-27 05:37:18"} 
[2026-03-27 05:37:18] 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":6.106508945453342},"timestamp":"2026-03-27 05:37:18"} 
[2026-03-27 05:37:18] local.INFO: Formula executed successfully {"data":{"name":"Packaging/Box Making","expression":"variable23 * nested_area","result":25.380000000000003},"timestamp":"2026-03-27 05:37:18"} 
[2026-03-27 05:37:18] local.INFO: Dense weight computed {"data":{"name":"Corrugated Sheet 5ply","dense_weight_expression":"if( ( width_of_sign > 0 || other_dimension_of_sign > 0 ) && width_of_sign <= 30 && other_dimension_of_sign <= 30, (  ( 2 * nested_area ) + ( 3 * nested_area * (  ( sign_depth_or_thickness + 2 ) / 12 )  ) / sqrt( nested_area )  ) * weight_material500379 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-03-27 05:37:18"} 
[2026-03-27 05:37:18] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 5ply","dense_weight":0,"result":0},"timestamp":"2026-03-27 05:37:18"} 
[2026-03-27 05:37:18] local.INFO: Dense weight computed {"data":{"name":"Corrugated Sheet 7Ply","dense_weight_expression":"if( ( width_of_sign > 30 || other_dimension_of_sign > 30 ) && width_of_sign <= 50 && other_dimension_of_sign <= 50, (  ( 2 * nested_area ) + ( 3 * nested_area * (  ( sign_depth_or_thickness + 2 ) / 12 )  ) / sqrt(nested_area)  ) * weight_material500419 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-03-27 05:37:18"} 
[2026-03-27 05:37:18] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 7Ply","dense_weight":0,"result":0},"timestamp":"2026-03-27 05:37:18"} 
[2026-03-27 05:37:18] local.INFO: Dense weight computed {"data":{"name":"Corrugated Sheet 9 Ply","dense_weight_expression":"if( ( width_of_sign > 50 || other_dimension_of_sign > 50 ) && width_of_sign <= 60 && other_dimension_of_sign <= 60, (  ( 2 * nested_area ) + ( 3 * nested_area * (  ( sign_depth_or_thickness + 2 ) / 12 )  ) / sqrt(nested_area)  ) * weight_material502106 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-03-27 05:37:18"} 
[2026-03-27 05:37:18] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 9 Ply","dense_weight":0,"result":0},"timestamp":"2026-03-27 05:37:18"} 
[2026-03-27 05:37:18] local.INFO: Dense weight computed {"data":{"name":"Plywood Sheet 5mm 3 Core 4*8","dense_weight_expression":"if( ( width_of_sign > 60 || other_dimension_of_sign > 60 ) && width_of_sign <= 70 && other_dimension_of_sign <= 70, nested_area * 2 * weight_material502567 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-03-27 05:37:18"} 
[2026-03-27 05:37:18] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 5mm 3 Core 4*8","dense_weight":0,"result":0},"timestamp":"2026-03-27 05:37:18"} 
[2026-03-27 05:37:18] local.INFO: Dense weight computed {"data":{"name":"Plywood Sheet 7mm 4 Core","dense_weight_expression":"if( ( width_of_sign > 70 || other_dimension_of_sign > 70 ) && width_of_sign <= 90 && other_dimension_of_sign <= 90, nested_area * 2 * weight_material502564, 0 )","itemDenseWeight":"0"},"timestamp":"2026-03-27 05:37:18"} 
[2026-03-27 05:37:18] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 7mm 4 Core","dense_weight":0,"result":0},"timestamp":"2026-03-27 05:37:18"} 
[2026-03-27 05:37:18] local.INFO: Dense weight computed {"data":{"name":"Plywood Sheet 8*4 Mersawa 6 core 9MM","dense_weight_expression":"if( ( width_of_sign > 90 || other_dimension_of_sign > 90 ), nested_area * weight_material500154 * 2, 0 )","itemDenseWeight":"25.7184"},"timestamp":"2026-03-27 05:37:18"} 
[2026-03-27 05:37:18] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 8*4 Mersawa 6 core 9MM","dense_weight":0,"result":0},"timestamp":"2026-03-27 05:37:18"} 
[2026-03-27 05:37:18] local.INFO: Dense weight computed {"data":{"name":"Wood Lar 9''x132''","dense_weight_expression":"if( ( width_of_sign > 60 || other_dimension_of_sign > 60 ), 4 * sqrt(nested_area) * (  ( sign_depth_or_thickness + 2 ) / 12 ) * weight_material502074\t , 0 )","itemDenseWeight":"5.8172158288996"},"timestamp":"2026-03-27 05:37:18"} 
[2026-03-27 05:37:18] local.INFO: No formula, default result applied {"data":{"name":"Wood Lar 9''x132''","dense_weight":0,"result":0},"timestamp":"2026-03-27 05:37:18"} 
[2026-03-27 05:37:18] local.INFO: No formula, default result applied {"data":{"name":"Miscalleneous (10%)","dense_weight":0,"result":0},"timestamp":"2026-03-27 05:37:18"} 
[2026-03-27 05:37:18] local.INFO: No formula, default result applied {"data":{"name":"Where Wastage magnification factor for Sheets consumption is taken as","dense_weight":0,"result":0},"timestamp":"2026-03-27 05:37:18"} 
[2026-03-27 05:37:18] local.INFO: Formula executed successfully {"data":{"name":"Flush/Stud mounted","expression":"if(mounting_type == mounting_type_flush_stud_mounted, 1, 0 )","result":"1"},"timestamp":"2026-03-27 05:37:18"} 
[2026-03-27 05:37:18] 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":"2026-03-27 05:37:18"} 
[2026-03-27 05:37:18] 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":"2026-03-27 05:37:18"} 
[2026-03-27 05:37:18] 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":"2026-03-27 05:37:18"} 
[2026-03-27 05:37:18] 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":"2026-03-27 05:37:18"} 
[2026-03-27 05:37:18] 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":"2026-03-27 05:37:18"} 
[2026-03-27 05:37:18] 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":"2026-03-27 05:37:18"} 
[2026-03-27 05:37:18] local.INFO: Total Cost formula detected {"data":{"item_id":8},"timestamp":"2026-03-27 05:37:18"} 
[2026-03-27 05:37:18] local.INFO: Formula calculations completed {"data":{"total_items":50,"successful_calculations":49,"errors_count":0},"timestamp":"2026-03-27 05:37:18"} 
[2026-03-27 05:37:18] local.INFO: Summed initial totals {"data":{"totalCost_before_formula":504.32678047272003,"totalDenseWeight_before_formula":53.98032837362686},"timestamp":"2026-03-27 05:37:18"} 
[2026-03-27 05:37:18] local.INFO: Total Cost formula executed {"data":{"formula":"totalCost * variable2","computed_totalCost":554.7594585199921},"timestamp":"2026-03-27 05:37:18"} 
[2026-03-27 05:37:18] local.INFO: Preparing boxes for bin packing {"data":{"sign_type":"Halo Lit Channel Letters","objects_count":15,"totalDenseWeight":59.37836121098955},"timestamp":"2026-03-27 05:37:18"} 
[2026-03-27 05:37:18] local.INFO: Processing flush stud mounted objects for 3D bin packing {"data":{"objects_count":15,"sign_depth":"1"},"timestamp":"2026-03-27 05:37:18"} 
[2026-03-27 05:37:18] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-1","width":7.35,"height":9.19,"depth":"1"},"timestamp":"2026-03-27 05:37:18"} 
[2026-03-27 05:37:18] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-2","width":10.24,"height":9.19,"depth":"1"},"timestamp":"2026-03-27 05:37:18"} 
[2026-03-27 05:37:18] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-3","width":8.4,"height":9.19,"depth":"1"},"timestamp":"2026-03-27 05:37:18"} 
[2026-03-27 05:37:18] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-4","width":7.61,"height":9.72,"depth":"1"},"timestamp":"2026-03-27 05:37:18"} 
[2026-03-27 05:37:18] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-5","width":9.72,"height":9.72,"depth":"1"},"timestamp":"2026-03-27 05:37:18"} 
[2026-03-27 05:37:18] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-6","width":4.73,"height":2.89,"depth":"1"},"timestamp":"2026-03-27 05:37:18"} 
[2026-03-27 05:37:18] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-7","width":13.13,"height":12.6,"depth":"1"},"timestamp":"2026-03-27 05:37:18"} 
[2026-03-27 05:37:18] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-8","width":16.28,"height":12.6,"depth":"1"},"timestamp":"2026-03-27 05:37:18"} 
[2026-03-27 05:37:18] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-9","width":3.68,"height":12.6,"depth":"1"},"timestamp":"2026-03-27 05:37:18"} 
[2026-03-27 05:37:18] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-10","width":13.39,"height":12.6,"depth":"1"},"timestamp":"2026-03-27 05:37:18"} 
[2026-03-27 05:37:18] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-11","width":10.5,"height":12.6,"depth":"1"},"timestamp":"2026-03-27 05:37:18"} 
[2026-03-27 05:37:18] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-12","width":12.6,"height":12.6,"depth":"1"},"timestamp":"2026-03-27 05:37:18"} 
[2026-03-27 05:37:18] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-13","width":13.92,"height":12.6,"depth":"1"},"timestamp":"2026-03-27 05:37:18"} 
[2026-03-27 05:37:18] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-14","width":12.87,"height":12.6,"depth":"1"},"timestamp":"2026-03-27 05:37:18"} 
[2026-03-27 05:37:18] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-15","width":112.12,"height":28.88,"depth":"1"},"timestamp":"2026-03-27 05:37:18"} 
[2026-03-27 05:37:19] local.INFO: 3D Bin Packing API response received {"data":{"response":{"response":{"id":"1774589838_a71822e17ab4a0d929438de9747bff71","bins_packed":[{"bin_data":{"w":112.42,"h":29.18,"d":2.6,"id":"unique","used_space":76.2928,"weight":0,"gross_weight":0,"used_weight":100,"stack_height":29.18,"order_id":null},"image_complete":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260327/b68c7bd120c75b75bf6f9544fe038af4/1774589838-7857-9697789.svg","items":[{"id":"item-15","w":112.42,"h":29.18,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260327/b68c7bd120c75b75bf6f9544fe038af4/1774589838-7844-4332889.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting 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":16.58,"h":12.9,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260327/b68c7bd120c75b75bf6f9544fe038af4/1774589838-7846-2236293.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-13","w":14.22,"h":12.9,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260327/b68c7bd120c75b75bf6f9544fe038af4/1774589838-7846-9618235.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-10","w":13.69,"h":12.9,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260327/b68c7bd120c75b75bf6f9544fe038af4/1774589838-7847-8791977.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting 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":13.43,"h":12.9,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260327/b68c7bd120c75b75bf6f9544fe038af4/1774589838-7848-4396145.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels 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[2026-03-27 05:37:19] local.INFO: Box added from packed bin {"data":{"length":2.6,"width":112.42,"height":29.18,"denseWeight":59.37836121098955},"timestamp":"2026-03-27 05:37:19"} 
[2026-03-27 05:37:19] local.INFO: Shipping rates calculated {"data":{"boxes":[{"size":{"length":4.6,"width":114.42,"height":31.43},"quantity":1,"denseWeight":59.37836121098955}],"cheapestShippingCost":589.46,"rawShippingRates":{"data":[{"career":"dhl_small","overBreachSurcharge":0,"career_name":"DHL Pakistan Light","boxWeights":[{"size":{"length":4.6,"width":114.42,"height":31.43},"denseWeight":59.37836121098955,"volumetricWeight":54.5,"higherWeight":59.37836121098955,"quantity":1}],"totalHigherWeight":59.37836121098955,"DS":0,"rate":769.4405843729521,"tariffAndDS":769.4405843729521,"fuelSurcharge":"0.305","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":25,"isRemotePrice":0,"totalShipmentCost":1202.6241566237748,"totalShipmentCostFormula":"((tariffAndDS (769.44058437295) + overlengthSurcharge (25) + overweightSurcharge (0) + nonConveyableSurcharge (0)) * (1 + fuelSurcharge (0.305)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 1202.62","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["DHL Not Available (Width exceeds 59.06 in)"]},{"career":"dhl_heavy","overBreachSurcharge":0,"career_name":"DHL Pakistan Heavy","boxWeights":[{"size":{"length":4.6,"width":114.42,"height":31.43},"denseWeight":59.37836121098955,"volumetricWeight":54.5,"higherWeight":59.37836121098955,"quantity":1}],"totalHigherWeight":59.37836121098955,"DS":0,"rate":434.7596040644436,"tariffAndDS":434.7596040644436,"fuelSurcharge":"0.305","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":25,"isRemotePrice":0,"totalShipmentCost":695.9840886327546,"totalShipmentCostFormula":"((tariffAndDS (434.75960406444) + overlengthSurcharge (25) + overweightSurcharge (0) + nonConveyableSurcharge (0)) * (1 + fuelSurcharge (0.305)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 695.98","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["DHL Not Available (Width exceeds 59.06 in)"]},{"career":"dhl_usa","overBreachSurcharge":0,"career_name":"DHL USA","boxWeights":[{"size":{"length":4.6,"width":114.42,"height":31.43},"denseWeight":59.37836121098955,"volumetricWeight":54.5,"higherWeight":59.37836121098955,"quantity":1}],"totalHigherWeight":59.37836121098955,"DS":0,"rate":"559.46","tariffAndDS":559.46,"fuelSurcharge":"0","gst":"0","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":30,"isRemotePrice":0,"totalShipmentCost":589.46,"totalShipmentCostFormula":"(((tariffAndDS (559.46) + overlengthSurcharge (30) + overweightSurcharge (0) + nonConveyableSurcharge (0)) * (1 + fuelSurcharge (0))) * (1 + gst (0))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 589.46","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["DHL USA Not Available (Width exceeds 59.06 in)"]},{"career":"dhl_pakistan_heavy_special","overBreachSurcharge":0,"career_name":"DHL Pakistan Heavy Special","boxWeights":[{"size":{"length":4.6,"width":114.42,"height":31.43},"denseWeight":59.37836121098955,"volumetricWeight":54.5,"higherWeight":59.37836121098955,"quantity":1}],"totalHigherWeight":59.37836121098955,"DS":0,"rate":386.75,"tariffAndDS":386.75,"fuelSurcharge":"0.305","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":25,"isRemotePrice":0,"totalShipmentCost":623.30715,"totalShipmentCostFormula":"((tariffAndDS (386.75) + overlengthSurcharge (25) + overweightSurcharge (0) + nonConveyableSurcharge (0)) * (1 + fuelSurcharge (0.305)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 623.31","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["DHL Not Available (Width exceeds 59.06 in)"]},{"career":"fedex","overBreachSurcharge":0,"career_name":"FedEx Standard","boxWeights":[{"size":{"length":4.6,"width":114.42,"height":31.43},"denseWeight":59.37836121098955,"volumetricWeight":54.5,"higherWeight":59.37836121098955,"quantity":1}],"totalHigherWeight":59.37836121098955,"DS":0,"rate":604.4717171278736,"tariffAndDS":604.4717171278736,"fuelSurcharge":"0.33","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":932.5789651848834,"totalShipmentCostFormula":"(( tariffAndDS (604.47171712787) + overlengthSurcharge (0) + overweightSurcharge (0) ) * ( 1 + fuelSurcharge (0.33)) * ( 1 + gst (0.16))) + Custom Duty (0) + DDP (0)) + isRemotePrice (0) = 932.57896518488","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["FedEx Not Available (Width exceeds 59.06 in)"]},{"career":"fedex_flyer","career_name":"FedEx Flyer","error":["Package doesn't come under dimension","Weight is higher then 2.5 kg"]},{"career":"ups_karachi_frontend","overBreachSurcharge":154,"career_name":"UPS Pakistan Heavy Expedited (K0F572)","boxWeights":[{"size":{"length":4.6,"width":114.42,"height":31.43},"denseWeight":59.37836121098955,"volumetricWeight":54.5,"higherWeight":59.37836121098955,"quantity":1}],"totalHigherWeight":59.37836121098955,"DS":175.1661655724192,"rate":522.22,"tariffAndDS":697.3861655724193,"fuelSurcharge":"0.34","gst":"0.15","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":6,"isRemotePrice":0,"totalShipmentCost":1086.218081147098,"totalShipmentCostFormula":"(((tariffAndDS (697.38616557242) + overlengthSurcharge (6) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.34)) + 2) * (1 + gst (0.15))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 1086.2180811471","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["UPS Not Available (Width exceeds 98.43 in)","Extra Charges: Too High - Minimum Weight should be 40 KG"]},{"career":"sea_mode_oa","career_name":"Bulk Shipments","error":["Weight is higher then 5 kg"]},{"career":"sea_mode_ob","overBreachSurcharge":0,"career_name":"Air Freight Cargo","boxWeights":[{"size":{"length":4.6,"width":114.42,"height":31.43},"denseWeight":59.37836121098955,"volumetricWeight":54.5,"higherWeight":59.37836121098955,"quantity":1}],"totalHigherWeight":59.37836121098955,"DS":0,"rate":1043.7836121098956,"tariffAndDS":1043.7836121098956,"fuelSurcharge":"0","gst":"0","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":1043.7836121098956,"totalShipmentCostFormula":"((tariffAndDS (1043.7836121099) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0)) * (1 + gst (0))) + DdpService (0) + isRemotePrice (0) = 1043.7836121099","careerDDPValue":0}],"upsCareers":{"6":{"career":"ups_pakistan_heavy_saver_envelopes_k0f572","career_name":"UPS Pakistan Envelopes (K0F572)","error":["Weight is higher then 5 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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":154,"career_name":"UPS Pakistan Small (K0F569)","boxWeights":[{"size":{"length":4.6,"width":114.42,"height":31.43},"denseWeight":59.37836121098955,"volumetricWeight":54.5,"higherWeight":59.37836121098955,"quantity":1}],"totalHigherWeight":59.37836121098955,"DS":175.1661655724192,"rate":663.04,"tariffAndDS":838.2061655724192,"fuelSurcharge":"0.34","gst":"0.15","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":6,"isRemotePrice":0,"totalShipmentCost":1303.221701147098,"totalShipmentCostFormula":"(((tariffAndDS (838.20616557242) + overlengthSurcharge (6) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.34)) + 2) * (1 + gst (0.15))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 1303.2217011471","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["UPS Not Available (Width exceeds 98.43 in)","Extra Charges: Too High - Minimum Weight should be 40 KG"]},"10":{"career":"ups_pakistan_heavy_expedited","overBreachSurcharge":154,"career_name":"UPS Pakistan Heavy Expedited (K0F572)","boxWeights":[{"size":{"length":4.6,"width":114.42,"height":31.43},"denseWeight":59.37836121098955,"volumetricWeight":54.5,"higherWeight":59.37836121098955,"quantity":1}],"totalHigherWeight":59.37836121098955,"DS":175.1661655724192,"rate":522.22,"tariffAndDS":697.3861655724193,"fuelSurcharge":"0.34","gst":"0.15","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":6,"isRemotePrice":0,"totalShipmentCost":1086.218081147098,"totalShipmentCostFormula":"(((tariffAndDS (697.38616557242) + overlengthSurcharge (6) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.34)) + 2) * (1 + gst (0.15))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 1086.2180811471","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["UPS Not Available (Width exceeds 98.43 in)","Extra Charges: Too High - Minimum Weight should be 40 KG"]}}}},"timestamp":"2026-03-27 05:37:19"} 
[2026-03-27 05:37:19] local.INFO: Yes Factor Founded {"data":{"sign_type":"Halo Lit Channel Letters","productCostFactor":"1.66"},"timestamp":"2026-03-27 05:37:19"} 
[2026-03-27 05:37:19] local.INFO: Product cost factor determined {"data":{"sign_type":"Halo Lit Channel Letters","productCostFactor":"1.66"},"timestamp":"2026-03-27 05:37:19"} 
[2026-03-27 05:37:19] local.INFO: Final API Response {"data":{"sign_width":"120","sign_height":69.32,"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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(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":59.37836121098955,"result":554.7594585199921,"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","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":69.32,"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":15,"perimeter_of_sign":96.2,"nested_area":33.84,"occupied_area":9.56,"avg_char_height":"Less than 24 inches","width_of_sign":"120","width_of_smaller_line":20,"other_dimension_of_sign":69.32,"material":"Aluminium","application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","size":"Size 1 (24\" H X 18\" W)","neon_color":"RGB","uv_printing_needed":"Yes","quotationId":1326},"TATDays":21,"testDenseWeight":0,"vendorName":"EpicCraftings Pakistan","quotationId":1326},"timestamp":"2026-03-27 05:37:19"} 
[2026-03-27 05:37:19] local.INFO: API Epic Craftings Calculation Ended ======================================================================================================== {"data":null,"timestamp":"2026-03-27 05:37:19"} 
[2026-03-27 05:37:20] local.INFO: API B2 Sign Calculation Started ======================================================================================================== {"data":null,"timestamp":"2026-03-27 05:37:20"} 
[2026-03-27 05:37:20] local.INFO: Incoming Request {"data":{"sign_type_name":"Halo Lit Channel Letters","sign_depth":1,"mounting_type":"Flush/Stud mounted","sign_height":69.32,"sign_width":"120","dimensions":[{"id":"261d0251-928d-4d6e-a650-6725363717c7","height":9.19,"width":7.35},{"id":"0840fa76-17d4-4fd3-8c45-c2a8e99094c2","height":9.19,"width":10.24},{"id":"81676dae-23fc-43c9-a06b-965f714393f2","height":9.19,"width":8.4},{"id":"099ce89c-d28f-494d-96d1-119659c3bdef","height":9.72,"width":7.61},{"id":"2c382cda-9901-4e41-9d34-8c6786c53102","height":9.72,"width":9.72},{"id":"81353a3f-d0df-428a-9430-0dd1c30b4444","height":2.89,"width":4.73},{"id":"3fdab064-4686-476d-8e77-2c9c84d1853e","height":12.6,"width":13.13},{"id":"3b62db45-da99-4717-b5ba-d242629d4363","height":12.6,"width":16.28},{"id":"a1b08d22-5c5b-429f-8934-eefdb8fa5418","height":12.6,"width":3.68},{"id":"0c6a3196-1b27-4f25-9254-6deb7b865c73","height":12.6,"width":13.39},{"id":"f8b7e68c-8f1d-4274-a43d-5adc7ec41c12","height":12.6,"width":10.5},{"id":"a453b0d0-c9b9-4794-a46a-b27a72dda41f","height":12.6,"width":12.6},{"id":"0d8384b6-75f6-40ce-b16d-d87745acf609","height":12.6,"width":13.92},{"id":"8befb2da-f825-4c8d-9f0f-e41510e2990b","height":12.6,"width":12.87},{"id":"324588d5-925f-49a8-80b3-2c984d6daf65","height":28.88,"width":112.12}]},"timestamp":"2026-03-27 05:37:20"} 
[2026-03-27 05:37:20] local.INFO: Validating Request Payload {"data":[],"timestamp":"2026-03-27 05:37:20"} 
[2026-03-27 05:37:20] 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":69.32,"sign_width":"120","dimensions":[{"id":"261d0251-928d-4d6e-a650-6725363717c7","height":9.19,"width":7.35},{"id":"0840fa76-17d4-4fd3-8c45-c2a8e99094c2","height":9.19,"width":10.24},{"id":"81676dae-23fc-43c9-a06b-965f714393f2","height":9.19,"width":8.4},{"id":"099ce89c-d28f-494d-96d1-119659c3bdef","height":9.72,"width":7.61},{"id":"2c382cda-9901-4e41-9d34-8c6786c53102","height":9.72,"width":9.72},{"id":"81353a3f-d0df-428a-9430-0dd1c30b4444","height":2.89,"width":4.73},{"id":"3fdab064-4686-476d-8e77-2c9c84d1853e","height":12.6,"width":13.13},{"id":"3b62db45-da99-4717-b5ba-d242629d4363","height":12.6,"width":16.28},{"id":"a1b08d22-5c5b-429f-8934-eefdb8fa5418","height":12.6,"width":3.68},{"id":"0c6a3196-1b27-4f25-9254-6deb7b865c73","height":12.6,"width":13.39},{"id":"f8b7e68c-8f1d-4274-a43d-5adc7ec41c12","height":12.6,"width":10.5},{"id":"a453b0d0-c9b9-4794-a46a-b27a72dda41f","height":12.6,"width":12.6},{"id":"0d8384b6-75f6-40ce-b16d-d87745acf609","height":12.6,"width":13.92},{"id":"8befb2da-f825-4c8d-9f0f-e41510e2990b","height":12.6,"width":12.87},{"id":"324588d5-925f-49a8-80b3-2c984d6daf65","height":28.88,"width":112.12}]}},"timestamp":"2026-03-27 05:37:20"} 
[2026-03-27 05:37:20] local.INFO: Fetching Sign Type {"data":{"sign_type_name":"Halo Lit Channel Letters"},"timestamp":"2026-03-27 05:37:20"} 
[2026-03-27 05:37:20] local.INFO: Sign Type Query Result {"data":{"found":true,"sign_type_id":1},"timestamp":"2026-03-27 05:37:20"} 
[2026-03-27 05:37:20] local.INFO: Checking B2 Module for Sign Type {"data":{"sign_type_id":1},"timestamp":"2026-03-27 05:37:20"} 
[2026-03-27 05:37:20] local.INFO: Sign Type B2 Module Result {"data":{"has_b2_module":true},"timestamp":"2026-03-27 05:37:20"} 
[2026-03-27 05:37:20] local.INFO: Fetching Unique Returns for Sign Type {"data":{"sign_type_id":1},"timestamp":"2026-03-27 05:37:20"} 
[2026-03-27 05:37:20] local.INFO: Unique Returns Found {"data":{"unique_returns":{"Illuminate\\Support\\Collection":[2,3]}},"timestamp":"2026-03-27 05:37:20"} 
[2026-03-27 05:37:20] local.INFO: Processing dimensions block {"data":{"return_value":2,"raw_dimensions":[{"id":"261d0251-928d-4d6e-a650-6725363717c7","height":9.19,"width":7.35},{"id":"0840fa76-17d4-4fd3-8c45-c2a8e99094c2","height":9.19,"width":10.24},{"id":"81676dae-23fc-43c9-a06b-965f714393f2","height":9.19,"width":8.4},{"id":"099ce89c-d28f-494d-96d1-119659c3bdef","height":9.72,"width":7.61},{"id":"2c382cda-9901-4e41-9d34-8c6786c53102","height":9.72,"width":9.72},{"id":"81353a3f-d0df-428a-9430-0dd1c30b4444","height":2.89,"width":4.73},{"id":"3fdab064-4686-476d-8e77-2c9c84d1853e","height":12.6,"width":13.13},{"id":"3b62db45-da99-4717-b5ba-d242629d4363","height":12.6,"width":16.28},{"id":"a1b08d22-5c5b-429f-8934-eefdb8fa5418","height":12.6,"width":3.68},{"id":"0c6a3196-1b27-4f25-9254-6deb7b865c73","height":12.6,"width":13.39},{"id":"f8b7e68c-8f1d-4274-a43d-5adc7ec41c12","height":12.6,"width":10.5},{"id":"a453b0d0-c9b9-4794-a46a-b27a72dda41f","height":12.6,"width":12.6},{"id":"0d8384b6-75f6-40ce-b16d-d87745acf609","height":12.6,"width":13.92},{"id":"8befb2da-f825-4c8d-9f0f-e41510e2990b","height":12.6,"width":12.87},{"id":"324588d5-925f-49a8-80b3-2c984d6daf65","height":28.88,"width":112.12}],"sign_height_raw":69.32,"sign_width_raw":"120"},"timestamp":"2026-03-27 05:37:20"} 
[2026-03-27 05:37:20] local.INFO: Calculated sign dimensions {"data":{"sign_depth":2,"sign_height":70.0,"sign_width":120.0,"tax_factor":0.0887},"timestamp":"2026-03-27 05:37:20"} 
[2026-03-27 05:37:20] local.INFO: Fetching max heightOrWidth from B2SignProductionPrice {"data":{"sign_type_id":1},"timestamp":"2026-03-27 05:37:20"} 
[2026-03-27 05:37:20] local.INFO: Max heightOrWidth found {"data":{"maxHeightOrWidth":"36.00"},"timestamp":"2026-03-27 05:37:20"} 
[2026-03-27 05:37:20] local.INFO: Initialized result array for dimension calculations {"data":[],"timestamp":"2026-03-27 05:37:20"} 
[2026-03-27 05:37:20] local.INFO: Dimension Calculation {"data":{"dim_id":"261d0251-928d-4d6e-a650-6725363717c7","height":9.19,"width":7.35,"ceilHeight":10.0,"ceilWidth":8.0,"biggerDimension":10.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":13,"sign_type_id":1,"heightOrWidth":"10.00","return":2,"price":82,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-03-27 05:37:20"} 
[2026-03-27 05:37:20] local.INFO: Dimension Calculation {"data":{"dim_id":"0840fa76-17d4-4fd3-8c45-c2a8e99094c2","height":9.19,"width":10.24,"ceilHeight":10.0,"ceilWidth":11.0,"biggerDimension":11.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":15,"sign_type_id":1,"heightOrWidth":"11.00","return":2,"price":91,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-03-27 05:37:20"} 
[2026-03-27 05:37:20] local.INFO: Dimension Calculation {"data":{"dim_id":"81676dae-23fc-43c9-a06b-965f714393f2","height":9.19,"width":8.4,"ceilHeight":10.0,"ceilWidth":9.0,"biggerDimension":10.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":13,"sign_type_id":1,"heightOrWidth":"10.00","return":2,"price":82,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-03-27 05:37:20"} 
[2026-03-27 05:37:20] local.INFO: Dimension Calculation {"data":{"dim_id":"099ce89c-d28f-494d-96d1-119659c3bdef","height":9.72,"width":7.61,"ceilHeight":10.0,"ceilWidth":8.0,"biggerDimension":10.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":13,"sign_type_id":1,"heightOrWidth":"10.00","return":2,"price":82,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-03-27 05:37:20"} 
[2026-03-27 05:37:21] local.INFO: Dimension Calculation {"data":{"dim_id":"2c382cda-9901-4e41-9d34-8c6786c53102","height":9.72,"width":9.72,"ceilHeight":10.0,"ceilWidth":10.0,"biggerDimension":10.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":13,"sign_type_id":1,"heightOrWidth":"10.00","return":2,"price":82,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-03-27 05:37:21"} 
[2026-03-27 05:37:21] local.INFO: Dimension Calculation {"data":{"dim_id":"81353a3f-d0df-428a-9430-0dd1c30b4444","height":2.89,"width":4.73,"ceilHeight":3.0,"ceilWidth":5.0,"biggerDimension":5.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":3,"sign_type_id":1,"heightOrWidth":"5.00","return":2,"price":80,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-03-27 05:37:21"} 
[2026-03-27 05:37:21] local.INFO: Dimension Calculation {"data":{"dim_id":"3fdab064-4686-476d-8e77-2c9c84d1853e","height":12.6,"width":13.13,"ceilHeight":13.0,"ceilWidth":14.0,"biggerDimension":14.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":21,"sign_type_id":1,"heightOrWidth":"14.00","return":2,"price":122,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-03-27 05:37:21"} 
[2026-03-27 05:37:21] local.INFO: Dimension Calculation {"data":{"dim_id":"3b62db45-da99-4717-b5ba-d242629d4363","height":12.6,"width":16.28,"ceilHeight":13.0,"ceilWidth":17.0,"biggerDimension":17.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":27,"sign_type_id":1,"heightOrWidth":"17.00","return":2,"price":163,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-03-27 05:37:21"} 
[2026-03-27 05:37:21] local.INFO: Dimension Calculation {"data":{"dim_id":"a1b08d22-5c5b-429f-8934-eefdb8fa5418","height":12.6,"width":3.68,"ceilHeight":13.0,"ceilWidth":4.0,"biggerDimension":13.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":19,"sign_type_id":1,"heightOrWidth":"13.00","return":2,"price":111,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-03-27 05:37:21"} 
[2026-03-27 05:37:21] local.INFO: Dimension Calculation {"data":{"dim_id":"0c6a3196-1b27-4f25-9254-6deb7b865c73","height":12.6,"width":13.39,"ceilHeight":13.0,"ceilWidth":14.0,"biggerDimension":14.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":21,"sign_type_id":1,"heightOrWidth":"14.00","return":2,"price":122,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-03-27 05:37:21"} 
[2026-03-27 05:37:21] local.INFO: Dimension Calculation {"data":{"dim_id":"f8b7e68c-8f1d-4274-a43d-5adc7ec41c12","height":12.6,"width":10.5,"ceilHeight":13.0,"ceilWidth":11.0,"biggerDimension":13.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":19,"sign_type_id":1,"heightOrWidth":"13.00","return":2,"price":111,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-03-27 05:37:21"} 
[2026-03-27 05:37:21] local.INFO: Dimension Calculation {"data":{"dim_id":"a453b0d0-c9b9-4794-a46a-b27a72dda41f","height":12.6,"width":12.6,"ceilHeight":13.0,"ceilWidth":13.0,"biggerDimension":13.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":19,"sign_type_id":1,"heightOrWidth":"13.00","return":2,"price":111,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-03-27 05:37:21"} 
[2026-03-27 05:37:21] local.INFO: Dimension Calculation {"data":{"dim_id":"0d8384b6-75f6-40ce-b16d-d87745acf609","height":12.6,"width":13.92,"ceilHeight":13.0,"ceilWidth":14.0,"biggerDimension":14.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":21,"sign_type_id":1,"heightOrWidth":"14.00","return":2,"price":122,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-03-27 05:37:21"} 
[2026-03-27 05:37:21] local.INFO: Dimension Calculation {"data":{"dim_id":"8befb2da-f825-4c8d-9f0f-e41510e2990b","height":12.6,"width":12.87,"ceilHeight":13.0,"ceilWidth":13.0,"biggerDimension":13.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":19,"sign_type_id":1,"heightOrWidth":"13.00","return":2,"price":111,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-03-27 05:37:21"} 
[2026-03-27 05:37:21] local.INFO: Dimension Calculation {"data":{"dim_id":"324588d5-925f-49a8-80b3-2c984d6daf65","height":28.88,"width":112.12,"ceilHeight":29.0,"ceilWidth":113.0,"biggerDimension":113.0,"priceRow_found":false,"priceRow":null,"defaultShippingRate":1800},"timestamp":"2026-03-27 05:37:21"} 
[2026-03-27 05:37:21] local.INFO: Base Production Cost Calculated {"data":{"result_items_count":15,"baseProductionCost":1974,"result":[{"id":"261d0251-928d-4d6e-a650-6725363717c7","height":9.19,"width":7.35,"depth":2,"price":82},{"id":"0840fa76-17d4-4fd3-8c45-c2a8e99094c2","height":9.19,"width":10.24,"depth":2,"price":91},{"id":"81676dae-23fc-43c9-a06b-965f714393f2","height":9.19,"width":8.4,"depth":2,"price":82},{"id":"099ce89c-d28f-494d-96d1-119659c3bdef","height":9.72,"width":7.61,"depth":2,"price":82},{"id":"2c382cda-9901-4e41-9d34-8c6786c53102","height":9.72,"width":9.72,"depth":2,"price":82},{"id":"81353a3f-d0df-428a-9430-0dd1c30b4444","height":2.89,"width":4.73,"depth":2,"price":80},{"id":"3fdab064-4686-476d-8e77-2c9c84d1853e","height":12.6,"width":13.13,"depth":2,"price":122},{"id":"3b62db45-da99-4717-b5ba-d242629d4363","height":12.6,"width":16.28,"depth":2,"price":163},{"id":"a1b08d22-5c5b-429f-8934-eefdb8fa5418","height":12.6,"width":3.68,"depth":2,"price":111},{"id":"0c6a3196-1b27-4f25-9254-6deb7b865c73","height":12.6,"width":13.39,"depth":2,"price":122},{"id":"f8b7e68c-8f1d-4274-a43d-5adc7ec41c12","height":12.6,"width":10.5,"depth":2,"price":111},{"id":"a453b0d0-c9b9-4794-a46a-b27a72dda41f","height":12.6,"width":12.6,"depth":2,"price":111},{"id":"0d8384b6-75f6-40ce-b16d-d87745acf609","height":12.6,"width":13.92,"depth":2,"price":122},{"id":"8befb2da-f825-4c8d-9f0f-e41510e2990b","height":12.6,"width":12.87,"depth":2,"price":111},{"id":"324588d5-925f-49a8-80b3-2c984d6daf65","height":28.88,"width":112.12,"depth":2,"price":502}]},"timestamp":"2026-03-27 05:37:21"} 
[2026-03-27 05:37:21] local.INFO: Max PSU Height Fetched {"data":{"maxPSU":"45.00","signHeight":70.0},"timestamp":"2026-03-27 05:37:21"} 
[2026-03-27 05:37:21] local.INFO: Sign height exceeds max PSU, using maxPSU as PSUValue {"data":{"PSUValue":"1.002"},"timestamp":"2026-03-27 05:37:21"} 
[2026-03-27 05:37:21] local.INFO: PSU Cost Calculated {"data":{"PSUNumbers":3.0,"PSUCost":148.47},"timestamp":"2026-03-27 05:37:21"} 
[2026-03-27 05:37:21] local.INFO: Total Production Cost and Tax {"data":{"productionCost":2122.47,"taxFactor":0.0887,"tax":188.26308899999998},"timestamp":"2026-03-27 05:37:21"} 
[2026-03-27 05:37:21] local.INFO: Box Calculation Details {"data":{"breadth":76.0,"boxDepth":8,"oneBoxCapacity":-9.0,"noOfBoxes":-13.0,"noOfFullBoxes":-14.0,"noOfHalfBoxes":1.0,"widthOfFullBox":-9.0,"widthOfHalfBox":-6.0},"timestamp":"2026-03-27 05:37:21"} 
[2026-03-27 05:37:21] local.INFO: Calculated Shipping Weight {"data":{"shippingWeightInLB":183.71223021582733,"shippingWeightInKG":83.31620417951353},"timestamp":"2026-03-27 05:37:21"} 
[2026-03-27 05:37:21] local.INFO: Fetched Shipping Rate from DB {"data":{"shippingWeightInKG":83.31620417951353,"shippingRateFound":true,"shippingRateRow":{"App\\Models\\B2ShippingRates":{"id":4,"min":"76","max":"90","rate":"85","created_at":null,"updated_at":null}}},"timestamp":"2026-03-27 05:37:21"} 
[2026-03-27 05:37:21] local.INFO: Final Shipping Rate Used {"data":{"shippingRate":1800,"defaultShippingRate":1800},"timestamp":"2026-03-27 05:37:21"} 
[2026-03-27 05:37:21] local.INFO: Final Sign Price Calculation {"data":{"baseProductionCost":1974,"PSUCost":148.47,"tax":188.26308899999998,"shippingRate":1800,"miscellaenous":0,"signPrice":4110.733088999999},"timestamp":"2026-03-27 05:37:21"} 
[2026-03-27 05:37:21] local.INFO: Initial TAT Days Set {"data":{"sign_type_name":"Halo Lit Channel Letters","TATdays":7},"timestamp":"2026-03-27 05:37:21"} 
[2026-03-27 05:37:21] local.INFO: Final dataResults entry added {"data":{"sign_type":"Halo Lit Channel Letters","sign_width":"120","sign_height":69.32,"sign_depth":2,"totalCost":4110.733088999999,"TATDays":7,"baseProductionCost":1974,"productionCost":2122.47,"PSUCost":148.47,"tax":188.26308899999998,"shippingCost":1800,"uniqueReturns_count":2,"objects_count":15},"timestamp":"2026-03-27 05:37:21"} 
[2026-03-27 05:37:21] local.INFO: Processing dimensions block {"data":{"return_value":3,"raw_dimensions":[{"id":"261d0251-928d-4d6e-a650-6725363717c7","height":9.19,"width":7.35},{"id":"0840fa76-17d4-4fd3-8c45-c2a8e99094c2","height":9.19,"width":10.24},{"id":"81676dae-23fc-43c9-a06b-965f714393f2","height":9.19,"width":8.4},{"id":"099ce89c-d28f-494d-96d1-119659c3bdef","height":9.72,"width":7.61},{"id":"2c382cda-9901-4e41-9d34-8c6786c53102","height":9.72,"width":9.72},{"id":"81353a3f-d0df-428a-9430-0dd1c30b4444","height":2.89,"width":4.73},{"id":"3fdab064-4686-476d-8e77-2c9c84d1853e","height":12.6,"width":13.13},{"id":"3b62db45-da99-4717-b5ba-d242629d4363","height":12.6,"width":16.28},{"id":"a1b08d22-5c5b-429f-8934-eefdb8fa5418","height":12.6,"width":3.68},{"id":"0c6a3196-1b27-4f25-9254-6deb7b865c73","height":12.6,"width":13.39},{"id":"f8b7e68c-8f1d-4274-a43d-5adc7ec41c12","height":12.6,"width":10.5},{"id":"a453b0d0-c9b9-4794-a46a-b27a72dda41f","height":12.6,"width":12.6},{"id":"0d8384b6-75f6-40ce-b16d-d87745acf609","height":12.6,"width":13.92},{"id":"8befb2da-f825-4c8d-9f0f-e41510e2990b","height":12.6,"width":12.87},{"id":"324588d5-925f-49a8-80b3-2c984d6daf65","height":28.88,"width":112.12}],"sign_height_raw":69.32,"sign_width_raw":"120"},"timestamp":"2026-03-27 05:37:21"} 
[2026-03-27 05:37:21] local.INFO: Calculated sign dimensions {"data":{"sign_depth":3,"sign_height":70.0,"sign_width":120.0,"tax_factor":0.0887},"timestamp":"2026-03-27 05:37:21"} 
[2026-03-27 05:37:21] local.INFO: Fetching max heightOrWidth from B2SignProductionPrice {"data":{"sign_type_id":1},"timestamp":"2026-03-27 05:37:21"} 
[2026-03-27 05:37:21] local.INFO: Max heightOrWidth found {"data":{"maxHeightOrWidth":"36.00"},"timestamp":"2026-03-27 05:37:21"} 
[2026-03-27 05:37:21] local.INFO: Initialized result array for dimension calculations {"data":[],"timestamp":"2026-03-27 05:37:21"} 
[2026-03-27 05:37:21] local.INFO: Dimension Calculation {"data":{"dim_id":"261d0251-928d-4d6e-a650-6725363717c7","height":9.19,"width":7.35,"ceilHeight":10.0,"ceilWidth":8.0,"biggerDimension":10.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":14,"sign_type_id":1,"heightOrWidth":"10.00","return":3,"price":86,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-03-27 05:37:21"} 
[2026-03-27 05:37:21] local.INFO: Dimension Calculation {"data":{"dim_id":"0840fa76-17d4-4fd3-8c45-c2a8e99094c2","height":9.19,"width":10.24,"ceilHeight":10.0,"ceilWidth":11.0,"biggerDimension":11.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":16,"sign_type_id":1,"heightOrWidth":"11.00","return":3,"price":96,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-03-27 05:37:21"} 
[2026-03-27 05:37:21] local.INFO: Dimension Calculation {"data":{"dim_id":"81676dae-23fc-43c9-a06b-965f714393f2","height":9.19,"width":8.4,"ceilHeight":10.0,"ceilWidth":9.0,"biggerDimension":10.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":14,"sign_type_id":1,"heightOrWidth":"10.00","return":3,"price":86,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-03-27 05:37:21"} 
[2026-03-27 05:37:21] local.INFO: Dimension Calculation {"data":{"dim_id":"099ce89c-d28f-494d-96d1-119659c3bdef","height":9.72,"width":7.61,"ceilHeight":10.0,"ceilWidth":8.0,"biggerDimension":10.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":14,"sign_type_id":1,"heightOrWidth":"10.00","return":3,"price":86,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-03-27 05:37:21"} 
[2026-03-27 05:37:21] local.INFO: Dimension Calculation {"data":{"dim_id":"2c382cda-9901-4e41-9d34-8c6786c53102","height":9.72,"width":9.72,"ceilHeight":10.0,"ceilWidth":10.0,"biggerDimension":10.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":14,"sign_type_id":1,"heightOrWidth":"10.00","return":3,"price":86,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-03-27 05:37:21"} 
[2026-03-27 05:37:21] local.INFO: Dimension Calculation {"data":{"dim_id":"81353a3f-d0df-428a-9430-0dd1c30b4444","height":2.89,"width":4.73,"ceilHeight":3.0,"ceilWidth":5.0,"biggerDimension":5.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":4,"sign_type_id":1,"heightOrWidth":"5.00","return":3,"price":80,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-03-27 05:37:21"} 
[2026-03-27 05:37:21] local.INFO: Dimension Calculation {"data":{"dim_id":"3fdab064-4686-476d-8e77-2c9c84d1853e","height":12.6,"width":13.13,"ceilHeight":13.0,"ceilWidth":14.0,"biggerDimension":14.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":22,"sign_type_id":1,"heightOrWidth":"14.00","return":3,"price":128,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-03-27 05:37:21"} 
[2026-03-27 05:37:21] local.INFO: Dimension Calculation {"data":{"dim_id":"3b62db45-da99-4717-b5ba-d242629d4363","height":12.6,"width":16.28,"ceilHeight":13.0,"ceilWidth":17.0,"biggerDimension":17.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":28,"sign_type_id":1,"heightOrWidth":"17.00","return":3,"price":171,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-03-27 05:37:21"} 
[2026-03-27 05:37:21] local.INFO: Dimension Calculation {"data":{"dim_id":"a1b08d22-5c5b-429f-8934-eefdb8fa5418","height":12.6,"width":3.68,"ceilHeight":13.0,"ceilWidth":4.0,"biggerDimension":13.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":20,"sign_type_id":1,"heightOrWidth":"13.00","return":3,"price":117,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-03-27 05:37:21"} 
[2026-03-27 05:37:21] local.INFO: Dimension Calculation {"data":{"dim_id":"0c6a3196-1b27-4f25-9254-6deb7b865c73","height":12.6,"width":13.39,"ceilHeight":13.0,"ceilWidth":14.0,"biggerDimension":14.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":22,"sign_type_id":1,"heightOrWidth":"14.00","return":3,"price":128,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-03-27 05:37:21"} 
[2026-03-27 05:37:21] local.INFO: Dimension Calculation {"data":{"dim_id":"f8b7e68c-8f1d-4274-a43d-5adc7ec41c12","height":12.6,"width":10.5,"ceilHeight":13.0,"ceilWidth":11.0,"biggerDimension":13.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":20,"sign_type_id":1,"heightOrWidth":"13.00","return":3,"price":117,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-03-27 05:37:21"} 
[2026-03-27 05:37:21] local.INFO: Dimension Calculation {"data":{"dim_id":"a453b0d0-c9b9-4794-a46a-b27a72dda41f","height":12.6,"width":12.6,"ceilHeight":13.0,"ceilWidth":13.0,"biggerDimension":13.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":20,"sign_type_id":1,"heightOrWidth":"13.00","return":3,"price":117,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-03-27 05:37:21"} 
[2026-03-27 05:37:21] local.INFO: Dimension Calculation {"data":{"dim_id":"0d8384b6-75f6-40ce-b16d-d87745acf609","height":12.6,"width":13.92,"ceilHeight":13.0,"ceilWidth":14.0,"biggerDimension":14.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":22,"sign_type_id":1,"heightOrWidth":"14.00","return":3,"price":128,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-03-27 05:37:21"} 
[2026-03-27 05:37:21] local.INFO: Dimension Calculation {"data":{"dim_id":"8befb2da-f825-4c8d-9f0f-e41510e2990b","height":12.6,"width":12.87,"ceilHeight":13.0,"ceilWidth":13.0,"biggerDimension":13.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":20,"sign_type_id":1,"heightOrWidth":"13.00","return":3,"price":117,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-03-27 05:37:21"} 
[2026-03-27 05:37:21] local.INFO: Dimension Calculation {"data":{"dim_id":"324588d5-925f-49a8-80b3-2c984d6daf65","height":28.88,"width":112.12,"ceilHeight":29.0,"ceilWidth":113.0,"biggerDimension":113.0,"priceRow_found":false,"priceRow":null,"defaultShippingRate":1800},"timestamp":"2026-03-27 05:37:21"} 
[2026-03-27 05:37:21] local.INFO: Base Production Cost Calculated {"data":{"result_items_count":15,"baseProductionCost":2045,"result":[{"id":"261d0251-928d-4d6e-a650-6725363717c7","height":9.19,"width":7.35,"depth":3,"price":86},{"id":"0840fa76-17d4-4fd3-8c45-c2a8e99094c2","height":9.19,"width":10.24,"depth":3,"price":96},{"id":"81676dae-23fc-43c9-a06b-965f714393f2","height":9.19,"width":8.4,"depth":3,"price":86},{"id":"099ce89c-d28f-494d-96d1-119659c3bdef","height":9.72,"width":7.61,"depth":3,"price":86},{"id":"2c382cda-9901-4e41-9d34-8c6786c53102","height":9.72,"width":9.72,"depth":3,"price":86},{"id":"81353a3f-d0df-428a-9430-0dd1c30b4444","height":2.89,"width":4.73,"depth":3,"price":80},{"id":"3fdab064-4686-476d-8e77-2c9c84d1853e","height":12.6,"width":13.13,"depth":3,"price":128},{"id":"3b62db45-da99-4717-b5ba-d242629d4363","height":12.6,"width":16.28,"depth":3,"price":171},{"id":"a1b08d22-5c5b-429f-8934-eefdb8fa5418","height":12.6,"width":3.68,"depth":3,"price":117},{"id":"0c6a3196-1b27-4f25-9254-6deb7b865c73","height":12.6,"width":13.39,"depth":3,"price":128},{"id":"f8b7e68c-8f1d-4274-a43d-5adc7ec41c12","height":12.6,"width":10.5,"depth":3,"price":117},{"id":"a453b0d0-c9b9-4794-a46a-b27a72dda41f","height":12.6,"width":12.6,"depth":3,"price":117},{"id":"0d8384b6-75f6-40ce-b16d-d87745acf609","height":12.6,"width":13.92,"depth":3,"price":128},{"id":"8befb2da-f825-4c8d-9f0f-e41510e2990b","height":12.6,"width":12.87,"depth":3,"price":117},{"id":"324588d5-925f-49a8-80b3-2c984d6daf65","height":28.88,"width":112.12,"depth":3,"price":502}]},"timestamp":"2026-03-27 05:37:21"} 
[2026-03-27 05:37:21] local.INFO: Max PSU Height Fetched {"data":{"maxPSU":"45.00","signHeight":70.0},"timestamp":"2026-03-27 05:37:21"} 
[2026-03-27 05:37:21] local.INFO: Sign height exceeds max PSU, using maxPSU as PSUValue {"data":{"PSUValue":"1.002"},"timestamp":"2026-03-27 05:37:21"} 
[2026-03-27 05:37:21] local.INFO: PSU Cost Calculated {"data":{"PSUNumbers":3.0,"PSUCost":148.47},"timestamp":"2026-03-27 05:37:21"} 
[2026-03-27 05:37:21] local.INFO: Total Production Cost and Tax {"data":{"productionCost":2193.47,"taxFactor":0.0887,"tax":194.56078899999997},"timestamp":"2026-03-27 05:37:21"} 
[2026-03-27 05:37:21] local.INFO: Box Calculation Details {"data":{"breadth":76.0,"boxDepth":8,"oneBoxCapacity":-9.0,"noOfBoxes":-13.0,"noOfFullBoxes":-14.0,"noOfHalfBoxes":1.0,"widthOfFullBox":-9.0,"widthOfHalfBox":-6.0},"timestamp":"2026-03-27 05:37:21"} 
[2026-03-27 05:37:21] local.INFO: Calculated Shipping Weight {"data":{"shippingWeightInLB":183.71223021582733,"shippingWeightInKG":83.31620417951353},"timestamp":"2026-03-27 05:37:21"} 
[2026-03-27 05:37:21] local.INFO: Fetched Shipping Rate from DB {"data":{"shippingWeightInKG":83.31620417951353,"shippingRateFound":true,"shippingRateRow":{"App\\Models\\B2ShippingRates":{"id":4,"min":"76","max":"90","rate":"85","created_at":null,"updated_at":null}}},"timestamp":"2026-03-27 05:37:21"} 
[2026-03-27 05:37:21] local.INFO: Final Shipping Rate Used {"data":{"shippingRate":1800,"defaultShippingRate":1800},"timestamp":"2026-03-27 05:37:21"} 
[2026-03-27 05:37:21] local.INFO: Final Sign Price Calculation {"data":{"baseProductionCost":2045,"PSUCost":148.47,"tax":194.56078899999997,"shippingRate":1800,"miscellaenous":0,"signPrice":4188.030789},"timestamp":"2026-03-27 05:37:21"} 
[2026-03-27 05:37:21] local.INFO: Initial TAT Days Set {"data":{"sign_type_name":"Halo Lit Channel Letters","TATdays":7},"timestamp":"2026-03-27 05:37:21"} 
[2026-03-27 05:37:21] local.INFO: Final dataResults entry added {"data":{"sign_type":"Halo Lit Channel Letters","sign_width":"120","sign_height":69.32,"sign_depth":3,"totalCost":4188.030789,"TATDays":7,"baseProductionCost":2045,"productionCost":2193.47,"PSUCost":148.47,"tax":194.56078899999997,"shippingCost":1800,"uniqueReturns_count":2,"objects_count":15},"timestamp":"2026-03-27 05:37:21"} 
[2026-03-27 05:37:21] local.INFO: API B2 Sign Calculation ended ======================================================================================================== {"data":null,"timestamp":"2026-03-27 05:37:21"} 
[2026-03-27 05:37:21] 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":69.32,"sign_width":"120","shipping_weight":59.37836121098955,"shape":"rectangular","dimensions":[{"id":"261d0251-928d-4d6e-a650-6725363717c7","height":9.19,"width":7.35},{"id":"0840fa76-17d4-4fd3-8c45-c2a8e99094c2","height":9.19,"width":10.24},{"id":"81676dae-23fc-43c9-a06b-965f714393f2","height":9.19,"width":8.4},{"id":"099ce89c-d28f-494d-96d1-119659c3bdef","height":9.72,"width":7.61},{"id":"2c382cda-9901-4e41-9d34-8c6786c53102","height":9.72,"width":9.72},{"id":"81353a3f-d0df-428a-9430-0dd1c30b4444","height":2.89,"width":4.73},{"id":"3fdab064-4686-476d-8e77-2c9c84d1853e","height":12.6,"width":13.13},{"id":"3b62db45-da99-4717-b5ba-d242629d4363","height":12.6,"width":16.28},{"id":"a1b08d22-5c5b-429f-8934-eefdb8fa5418","height":12.6,"width":3.68},{"id":"0c6a3196-1b27-4f25-9254-6deb7b865c73","height":12.6,"width":13.39},{"id":"f8b7e68c-8f1d-4274-a43d-5adc7ec41c12","height":12.6,"width":10.5},{"id":"a453b0d0-c9b9-4794-a46a-b27a72dda41f","height":12.6,"width":12.6},{"id":"0d8384b6-75f6-40ce-b16d-d87745acf609","height":12.6,"width":13.92},{"id":"8befb2da-f825-4c8d-9f0f-e41510e2990b","height":12.6,"width":12.87},{"id":"324588d5-925f-49a8-80b3-2c984d6daf65","height":28.88,"width":112.12}]}},"timestamp":"2026-03-27 05:37:21"} 
[2026-03-27 05:37:21] local.INFO: Validation Passed {"data":[],"timestamp":"2026-03-27 05:37:21"} 
[2026-03-27 05:37:21] local.INFO: Input Parameters {"data":{"dimensions_count":15,"shape":"rectangular"},"timestamp":"2026-03-27 05:37:21"} 
[2026-03-27 05:37:21] local.INFO: Resolved Default Data {"data":{"sign_type_map":{"sign_type_halo_lit_letters":"Halo Lit Channel Letters","sign_type_face_lit_letters":"Premium Face Lit Channel Letters - Metallic Trim","sign_type_face_and_halo_lit_letters":"Face & Halo Lit Channel Letters","sign_type_single_sided_lightbox":"Fabricated Lightbox - Single Sided","sign_type_double_sided_lightbox":"Fabricated Blade Sign - Illuminated/Double Sided","sign_type_flat_cut_acrylic_letters":"Flat Cut Acrylic Letters","sign_type_flat_cut_aluminum_letters":"Flat Cut Aluminum Letters","sign_type_single_sided_push_through":"Fabricated Push Through - Single Sided","sign_type_fabricated_letters_non_lit":"Fabricated Channel Letters - Non Illuminated","sign_type_2d_blade_sign":"Flat Blade Sign","sign_type_3d_blade_sign":"Fabricated Blade Sign - Non Illuminated / Double Sided","sign_type_neon_sign":"Neon Sign","sign_type_marquee_channel_letters":"Marquee Channel Letters","sign_type_open_face_neon_channel_letters":"Open Face Neon Channel Letters","sign_type_mirror_infinity_channel_letters":"Mirror Infinity Channel Letters","sign_type_metal_on_acrylic":"Flat Cut Acrylic with Metal Pasting","sign_type_neon_acrylic_sign":"Neon Acrylic Sign","sign_type_double_sided_push_through_cabinet":"Double Sided Push Through Cabinet","sign_type_standard_face_lit_plastic_trim_letters":"Standard Face Lit Letters - Plastic Trim","sign_type_face_and_side_lit_letters":"Face & Side Lit Channel Letters","sign_type_vacuum_formed_channel_letters":"Vacuum Formed Channel Letters","sign_type_a_frame_sign":"A - Frame Sign","sign_type_vinyl_banners":"Vinyl Banners","mounting_type_flush_stud_mounted":"Flush/Stud mounted","mounting_type_standard_raceway_6x2":"Standard Raceway","mounting_type_flat_backer_2_5_mm":"Flat Backer","mounting_type_backerboard_cabinet_2_inch":"Backerboard Cabinet","avg_char_height_less_than_24_inches":"Less than 24 inches","avg_char_height_greater_than_24_inches":"Greater than 24 inches","raceway_height_6":"6","raceway_height_8":"8","raceway_height_10":"10","raceway_height_12":"12","raceway_depth_2":"2","raceway_depth_3":"3","raceway_depth_4":"4","raceway_depth_5":"5","raceway_depth_6":"6","raceway_depth_7":"7","raceway_depth_8":"8","backboard_cabinet_depth_2":"2","backboard_cabinet_depth_3":"3","backboard_cabinet_depth_4":"4","backboard_cabinet_depth_5":"5","backboard_cabinet_depth_6":"6","backboard_cabinet_depth_7":"7","backboard_cabinet_depth_8":"8","material_aluminium":"Aluminium","material_stainless_steel":"Stainless Steel","application_exterior":"Exterior","application_interior":"Interior","ul_mandatory_yes":"Yes","ul_mandatory_no":"No","paint_finish_gloss_satin":"Gloss/Satin","paint_finish_matte":"Matte","neon_color_simple":"Simple","neon_color_rgb":"RGB","uv_printing_needed_yes":"Yes","uv_printing_needed_no":"No","trim_type_trimless":"Trimless","trim_type_with_trim":"With Trim","fabricated_finish_original_colors_matt":"Original Colors Matt","fabricated_finish_original_colors_gloss":"Original Colors Gloss","fabricated_finish_silver_mirror":"Silver Mirror","fabricated_finish_silver_brushed":"Silver Brushed","fabricated_finish_golden_mirror":"Golden Mirror","fabricated_finish_golden_brushed":"Golden Brushed","fabricated_finish_bronze_mirror":"Bronze Mirror","fabricated_finish_bronze_brushed":"Bronze Brushed","fabricated_finish_bronze_antique":"Bronze Antique","lightbox_type_light_box":"Lightbox","lightbox_type_cut_to_shape":"Cut to shape Lightbox","return_color_black":"Black","return_color_white":"White","return_color_blue":"Blue","return_color_brown":"Brown","return_color_yellow":"Yellow","return_color_teal":"Teal","return_color_orange":"Orange","return_color_golden_brushed":"Gold Brushed","return_color_match_logo":"Match Logo (Default)","shape_rectangular":"Rectangular","shape_cut_to_shape":"Cut to shape","shape_round":"Round","size_24inH_18inW":"Size 1 (24\" H X 18\" W)","size_36inH_24inW":"Size 2 (36\" H X 24\" W)","basic_fields_sign_width_or_height":"sign_width_or_height","basic_fields_sign_height":"sign_height","basic_fields_sign_width":"sign_width","basic_fields_sign_depth":"sign_depth"}},"timestamp":"2026-03-27 05:37:21"} 
[2026-03-27 05:37:21] local.INFO: Sign Type Lookup {"data":{"sign_type":"Halo Lit Channel Letters","found":true,"sign_type_id":1},"timestamp":"2026-03-27 05:37:21"} 
[2026-03-27 05:37:21] local.INFO: USA Workshop Module Check {"data":{"sign_type_id":1,"has_module":true},"timestamp":"2026-03-27 05:37:21"} 
[2026-03-27 05:37:21] local.INFO: Initial Price Lookup {"data":{"shape":"rectangular","price_found":true},"timestamp":"2026-03-27 05:37:21"} 
[2026-03-27 05:37:21] local.INFO: USA Workshop Price Found {"data":{"base":"object","price_per_inch":7.0},"timestamp":"2026-03-27 05:37:21"} 
[2026-03-27 05:37:21] local.INFO: Calculating Production Cost (Object Base) {"data":[],"timestamp":"2026-03-27 05:37:21"} 
[2026-03-27 05:37:21] local.INFO: USA Workshop Calculation Completed {"data":{"production_cost":1257.0600000000004,"dimensions_count":15},"timestamp":"2026-03-27 05:37:21"} 
[2026-03-27 05:38:05] 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":null,"uv_printing_needed":null,"mockupCreationType":"single","raceway_depth":"2","raceway_height":"6","backer_offset":"2","backboard_cabinet_depth":"2","material":"Aluminium","application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","sign_image":{"Illuminate\\Http\\UploadedFile":"C:\\xampp\\tmp\\php4421.tmp"}},"file_present":true},"timestamp":"2026-03-27 05:38:05"} 
[2026-03-27 05:38:05] local.INFO: Validation Passed {"data":{"sign_width_or_height":"120","user_input_dimension":"width"},"timestamp":"2026-03-27 05:38:05"} 
[2026-03-27 05:38:35] local.ERROR: Concurrent API Exception {"data":{"type":"prominent_color_detection","error":"cURL error 28: Operation timed out after 30002 milliseconds with 0 bytes received (see https://curl.haxx.se/libcurl/c/libcurl-errors.html) for https://imgprocessor.epiccraftings.com/image-vectorize"},"timestamp":"2026-03-27 05:38:35"} 
[2026-03-27 05:38:35] local.INFO: Concurrent API Success {"data":{"type":"light_color_detection","objects_count":0},"timestamp":"2026-03-27 05:38:35"} 
[2026-03-27 05:38:35] local.ERROR: Concurrent API Exception {"data":{"type":"extra_light_color_detection","error":"cURL error 28: Operation timed out after 30001 milliseconds with 0 bytes received (see https://curl.haxx.se/libcurl/c/libcurl-errors.html) for https://imgprocessor.epiccraftings.com/image-vectorize"},"timestamp":"2026-03-27 05:38:35"} 
[2026-03-27 05:38:35] local.INFO: All concurrent APIs failed or empty. Falling back. {"data":[],"timestamp":"2026-03-27 05:38:35"} 
[2026-03-27 05:38:36] local.INFO: Prepared Query Parameter for Image-to-Text API {"data":{"query_param":"banner_width_ft","query_value":9.999996},"timestamp":"2026-03-27 05:38:36"} 
[2026-03-27 05:38:36] local.INFO: Calling Image-to-Text API {"data":{"file_name":"input_image_69c392980c6a69.14382263.png","query_param":"banner_width_ft","query_value":9.999996,"file_size":215292},"timestamp":"2026-03-27 05:38:36"} 
[2026-03-27 05:38:36] local.INFO: Detected Objects from Image-to-Text API {"data":{"objects_count":2,"objects":[{"index":0,"position":{"x":0,"y":773,"width":6,"height":569},"actual_filled_area":229599.82,"bounding_box_area":1365600,"image_base64":"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","scaled_width":120.0,"scaled_height":11380.0,"exact_perimeter":22826.27,"approximate_perimeter":22720.87,"convex_hull_perimeter":22771.48,"perimeter_pixels":1141.31,"approximation_points":2,"original_contour_points":20,"shape_analysis":{"perimeter_to_area_ratio":0.0994,"compactness":0.0055,"aspect_ratio":94.83}},{"index":1,"position":{"x":0,"y":0,"width":6,"height":761},"actual_filled_area":306399.75,"bounding_box_area":1826398,"image_base64":"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","scaled_width":120.0,"scaled_height":15219.99,"exact_perimeter":30506.26,"approximate_perimeter":30400.64,"convex_hull_perimeter":30450.68,"perimeter_pixels":1525.31,"approximation_points":2,"original_contour_points":20,"shape_analysis":{"perimeter_to_area_ratio":0.0996,"compactness":0.0041,"aspect_ratio":126.83}}]},"timestamp":"2026-03-27 05:38:36"} 
[2026-03-27 05:38:36] local.INFO: Nested area calculated {"data":{"nestedArea":3191998.8},"timestamp":"2026-03-27 05:38:36"} 
[2026-03-27 05:38:36] local.INFO: Mapped objects from Image-to-Text API 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"}]},"timestamp":"2026-03-27 05:38:36"} 
[2026-03-27 05:38:36] local.INFO: Number of letters detected {"data":{"noOfLetters":2},"timestamp":"2026-03-27 05:38:36"} 
[2026-03-27 05:38:36] local.INFO: Perimeter calculated {"data":{"exactPerimeterSum":53332.53,"perimeter_in_feet":4444.38},"timestamp":"2026-03-27 05:38:36"} 
[2026-03-27 05:38:36] local.INFO: Actual filled area sum calculated {"data":{"actualFilledAreas":[229599.82,306399.75],"actualFilledAreaSum":535999.5700000001},"timestamp":"2026-03-27 05:38:36"} 
[2026-03-27 05:38:36] local.INFO: Occupied area calculated {"data":{"conversionFactor":0.00694444,"occupiedArea":3722.22},"timestamp":"2026-03-27 05:38:36"} 
[2026-03-27 05:38:36] local.INFO: Average character height calculated {"data":{"avgCharHeight":13299.994999999999},"timestamp":"2026-03-27 05:38:36"} 
[2026-03-27 05:38:36] local.INFO: Original image dimensions and ratio {"data":{"originalWidth":6.0,"originalHeight":1342.0,"ratio":0.004470938897168405},"timestamp":"2026-03-27 05:38:36"} 
[2026-03-27 05:38:36] local.INFO: Calculated sign dimensions {"data":{"widthOfSign":"120","otherDimensionOfSign":26840.0},"timestamp":"2026-03-27 05:38:36"} 
[2026-03-27 05:38:36] local.INFO: Image to Text processing completed 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OIi80TZpjsd5R5IWmSXMs1juKvNA0aY7FekeRF5omzbFY7yjyQtOkORbrHUVeaJo0x2K9o8gLTZPmWKx3FHmhadIci/WOIi80TZpjsd5R5IWmSXMs1juKvNA0aY7FekeRF5omzbFY7yjyQtOkORbrHUVeaJo0x2K9o8gLTZPmWKx3FHmhadIci/WOIi80TZpjsd5R5IWmSXMs1juKvNA0aY7FekeRF5omzbFY7yjyQtOkORbrHUVeaJo0x2K9o8gLTZPmWKx3FHmhadIci/WOIi80TZpjsd5R5IWmSXMs1juKvNA0aY7FekeRF5omzbFY7yjyQtOkORbrHUVeaJo0x2K9o8gLTZPmWKx3FHmhadIci/WOIi80TZpjsd5R5IWmSXMs1juKvNA0aY7FekeRF5omzbFY7yjyQtOkORbrHUVeaJo0x2K9o8gLTZPmWKx3FHmhadIci/WOIi80TZpjsd5R5IWmSXMs1juKvNA0aY7FekeRF5omzbFY7yjyQtOkORbrHUVeaJo0x2K9o8gLTZPmWKx3FHmhadIci/WOIi80TZpjsd5R5IWmSXMs1juKvNA0aY7FekeRF5omzbFY7yjyQtOkORbrHUVeaJo0x2K9o8gLTZPmWKx3FHmhadIci/WOIi80TZpjsd5R5IWmSXMs1juKvNA0aY7FekeRF5omzbFY7yjyQtOkORbrHUVeaJo0x2K9o8gLTZPmWKx3FHmhadIci/WOIi80TZpjsd5R5IWmSXMs1juKvNA0aY7FekeRF5omzbFY7yjyQtOkORbrHUVeaJo0x2K9o8gLTZPmWKx3FHmhadIci/WOIi80TZpjsd5R5IWmSXMs1juKvNA0aY7FekeRF5omzbFY7yjyQtOkORbrHUVeaJo0x2K9o8gLTZPmWKx3FHmhadIci/WOIi80TZpjsd5R5IWmSXMs1juKvNA0aY7FekeRF5omzbFY7yjyQtOkORbrHUVeaJo0x2K9o8gLTZPmWKx3FHmhadIci/WOIi80TZpjsd5R5IWmSXMs1juKvNA0aY7FekeRF5omzbFY7yjyQtOkORbrHUVeaJo0x2K9o8gLTZPmWKx3FHmhadIci/WOIi80TZpjsd5R5IWmSXMs1juKvNA0aY7FekeRF5omzbFY7yjyQtOkORbrHUVeaJo0x2K9o8gLTZPmWKx3FHmhadIci/WOIi80TZpjsd5R5IWmSXMs1juKvNA0aY7FekeRF5omzbFY7yjyQtOkORbrHUVeaJo0x2K9o8gLTZPmWKx3FHmhadIci/WOIi80TZpjsd5R5IWmSXMs1juKvNA0aY7FekeRF5omzbFY7yjyQtOkORbrHUVeaJo0x2K9o8gLTZPmWKx3FHmhadIci/WOIi80TZpjsd5R5IWmSXMs1juKvNA0aY7FekeRF5omzbFY7yjyQtOkORbrHUVeaJo0x2K9o8gLTZPmWKx3FHmhadIci/WOIi80TZpjsd5R5IWmSXMs1juKvNA0aY7FekeRF5omzbFY7yjyQtOkORbrHUVeaJo0x2K9o8gLTZPmWKx3FHmhadIci/WOIi80TZpjsd5R5IWmSXMs1juKvNA0aY7FekeRF5omzbFY7yjyQtOkORbrHUVeaJo0x2K9o8gLTZPmWKx3FHmhadIci/WOIi80TZpjsd5R5IWmSXMs1juKvNA0aY7FekeRF5omzbFY7yjyQtOkORbrHUVeaJo0x2K9o8gLTZPmWKx3FHmhadIci/WOIi80TZpjsd5R5IWmSXMs1juKvNA0aY7FekeRF5omzbFY7yjyQtOkORbrHUVeaJo0x2K9o8gLTZPmWKx3FHmhadIci/WOIi80TZpjsd5R5IWmSXMs1juKvNA0aY7FekeRF5omzbFY7yjyQtOkORbrHUVeaJo0x2K9o8gLTZPmWKx3FHmhadIci/WOIi80TZpjsd5R5IWmSXMs1juKvNA0aY7FekeRF5omzbFY7yjyQtOkORbrHUVeaJo0x2K9o8gLTZPmWKx3FHmhadIci/WOIi80TZpjsd5R5IWmSXMs1juKvNA0aY7FekeRF5omzbFY7yjyQtOkORbrHUVeaJo0x2K9o8gLTZPmWKx3FHmhadIci/WOIi80TZpjsd5R5IWmSXMs1juKvNA0aY7FekeRF5omzbFY7yjyQtOkORbrHUVeaJo0x2K9o8gLTZPmWKx3FHmhadIci/WOIi80TZpjsd5R5IWmSXMs1juKvNA0aY7FekeRF5omzbFY7yjyQtOkORbrHUVeaJo0x2K9o8gLTZPmWKx3FHmhadIci/WOIi80TZpjsd5R5IWmSXMs1juKvNA0aY7FekeRF5omzbFY7yjyQtOkORbrHUVeaJo0x2K9o8gLTZPmWKx3FHmhadIci/WOIi80TZpjsd5R5IWmSXMs1juKvNA0aY7FekeRF5omzbFY7yjyQtOkORbrHUVeaJo0x2K9o8gLTZPmWKx3FHmhadIci/WOIi80TZpjsd5R5IWmSXMs1juKvNA0aY7FekeRF5omzbFY7yjyQtOkORbrHUVeaJo0x2K9o8gLTZPmWKx3FHmhadIci/WOIi80TZpjsd5R5IWmSXMs1juKvNA0aY7FekeRF5omzbFY7yjyQtOkORbrHUVeaJo0x2K9o8gLTZPmWKx3FHmhadIci/WOIi80TZpjsd5R5IWmSXMs1juKvNA0aY7FekeRF5omzbFY7yjyQtOkORbrHUVeaJo0x2K9o8gLTZPmWKx3FHmhadIci/WOIi80TZpjsd5R5IWmSXMs1juKvNA0aY7FekeRF5omzbFY7yjyQtOkORbrHUVeaJo0x2K9o8gLTZPmWKx3FHmhadIci/WOIi80TZpjsd5R5IWmSXMs1juKvNA0aY7FekeRF5omzbFY7yjyQtOkORbrHUVeaJo0x2K9o8gLTZPmWKx3FHmhadIci/WOIi80TZpjsd5R5IWmSXMs1juKvNA0aY7FekeRF5omzbFY7yjyQtOkORbrHUVeaJo0x2K9o8gLTZPmWKx3FHmhadIci/WOIi80TZpjsd5R5IWmSXMs1juKvNA0aY7FekeRF5omzbFY7yjyQtOkORbrHUVeaJo0x2K9o8gLTZPmWKx3FHmhadIci/WOIi80TZpjsd5R5IWmSXMs1juKvNA0aY7FekeRF5omzbFY7yjyQtOkORbrHUVeaJo0x2K9o8gLTZPmWKx3FHmhadIci/WOIi80TZpjsd5R5IWmSXMs1juKvNA0aY7FekeRF5omzbFY7yjyQtOkORbrHUVeaJo0x2K9o8gLTZPmWKx3FHmhadIci/WOIi80TZpjsd5R5IWmSXMs1juKvNA0aY7FekeRF5omzbH+CynCkoRfixhKAAAAAElFTkSuQmCC"},{"id":"fc5e7ef9-3a0b-48f2-91f7-ee8933295570","height":15219.99,"width":120.0,"perimeter":30506.26,"area":306399.75,"image":"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"}],"no_of_letters":2,"perimeter_of_sign":4444.38,"nested_area":22166.64,"occupied_area":3722.22,"avg_char_height":13299.994999999999,"widthOfSign":"120","otherDimensionOfSign":26840.0,"width_of_smaller_line":20},"timestamp":"2026-03-27 05:38:36"}