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Actual result in some cases could differ from those ", + "orig": "statements and the amount of revenues and expenses during the reported period. Actual result in some cases could differ from those ", + "text_direction": "left_to_right", + "confidence": 1.0, + "from_ocr": false, + "rendering_mode": -1, + "widget": false, + "font_key": "/F67", + "font_name": "/OGLZTH+ArialMT" + }, + { + "index": 30, + "rgba": { + "r": 0, + "g": 0, + "b": 0, + "a": 255 + }, + "rect": { + "r_x0": 83.515, + "r_y0": 583.347, + "r_x1": 429.906, + "r_y1": 583.347, + "r_x2": 429.906, + "r_y2": 588.501, + "r_x3": 83.515, + "r_y3": 588.501, + "coord_origin": "BOTTOMLEFT" + }, + "text": "estimates. Any revision of such estimates is recognized in the period in which the same is determined.", + "orig": "estimates. Any revision of such estimates is recognized in the period in which the same is determined.", + "text_direction": "left_to_right", + "confidence": 1.0, + "from_ocr": false, + "rendering_mode": -1, + "widget": false, + "font_key": "/F67", + "font_name": "/OGLZTH+ArialMT" + }, + { + "index": 31, + "rgba": { + "r": 0, + "g": 0, + "b": 0, + "a": 255 + }, + "rect": { + "r_x0": 83.255, + "r_y0": 565.278, + "r_x1": 483.038, + "r_y1": 565.278, + "r_x2": 483.038, + "r_y2": 570.432, + "r_x3": 83.255, + "r_y3": 570.432, + "coord_origin": "BOTTOMLEFT" + }, + "text": "The Financial Statements are prepared in compliance with the provisions of revised Schedule VI to the Companies Act,1956. ", + "orig": "The Financial Statements are prepared in compliance with the provisions of revised Schedule VI to the Companies Act,1956. 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Cost includes all direct ", + "orig": "All fixed assets are stated at historical cost net of accumulated depreciation and accumulated impairment loss, if any. 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-1, + "widget": false, + "font_key": "/F67", + "font_name": "/OGLZTH+ArialMT" + }, + { + "index": 39, + "rgba": { + "r": 0, + "g": 0, + "b": 0, + "a": 255 + }, + "rect": { + "r_x0": 64.54, + "r_y0": 502.943, + "r_x1": 74.992, + "r_y1": 502.943, + "r_x2": 74.992, + "r_y2": 508.096, + "r_x3": 64.54, + "r_y3": 508.096, + "coord_origin": "BOTTOMLEFT" + }, + "text": "4.3", + "orig": "4.3", + "text_direction": "left_to_right", + "confidence": 1.0, + "from_ocr": false, + "rendering_mode": -1, + "widget": false, + "font_key": "/F67", + "font_name": "/OGLZTH+ArialMT" + }, + { + "index": 40, + "rgba": { + "r": 0, + "g": 0, + "b": 0, + "a": 255 + }, + "rect": { + "r_x0": 83.199, + "r_y0": 502.943, + "r_x1": 554.544, + "r_y1": 502.943, + "r_x2": 554.544, + "r_y2": 508.096, + "r_x3": 83.199, + "r_y3": 508.096, + "coord_origin": "BOTTOMLEFT" + }, + "text": "Intangible Assets are stated at acquisition cost, net of accumulated amortization and are amortized on a straight line basis over their estimated ", + "orig": "Intangible Assets are stated at acquisition cost, net of accumulated amortization and are amortized on a straight line basis over their estimated ", + "text_direction": "left_to_right", + "confidence": 1.0, + "from_ocr": false, + "rendering_mode": -1, + "widget": false, + "font_key": "/F67", + "font_name": "/OGLZTH+ArialMT" + }, + { + "index": 41, + "rgba": { + "r": 0, + "g": 0, + "b": 0, + "a": 255 + }, + "rect": { + "r_x0": 83.447, + "r_y0": 494.36, + "r_x1": 124.352, + "r_y1": 494.36, + "r_x2": 124.352, + "r_y2": 499.514, + "r_x3": 83.447, + "r_y3": 499.514, + "coord_origin": "BOTTOMLEFT" + }, + "text": "useful lives.", + "orig": "useful lives.", + "text_direction": "left_to_right", + "confidence": 1.0, + "from_ocr": false, + "rendering_mode": -1, + "widget": false, + "font_key": "/F67", + "font_name": "/OGLZTH+ArialMT" + }, + { + "index": 42, + "rgba": { + "r": 0, + "g": 0, + "b": 0, + "a": 255 + }, + "rect": { + "r_x0": 83.188, + "r_y0": 485.326, + "r_x1": 554.423, + "r_y1": 485.326, + "r_x2": 554.423, + "r_y2": 490.48, + "r_x3": 83.188, + "r_y3": 490.48, + "coord_origin": "BOTTOMLEFT" + }, + "text": "NPV and related payments made to Govt. authorities for bauxite mines, Application Software package like ERP and application development ", + "orig": "NPV and related payments made to Govt. authorities for bauxite mines, Application Software package like ERP and application development ", + "text_direction": "left_to_right", + "confidence": 1.0, + "from_ocr": false, + "rendering_mode": -1, + "widget": false, + "font_key": "/F67", + "font_name": "/OGLZTH+ArialMT" + }, + { + "index": 43, + "rgba": { + "r": 0, + "g": 0, + "b": 0, + "a": 255 + }, + "rect": { + "r_x0": 83.431, + "r_y0": 476.744, + "r_x1": 380.462, + "r_y1": 476.744, + "r_x2": 380.462, + "r_y2": 481.898, + "r_x3": 83.431, + "r_y3": 481.898, + "coord_origin": "BOTTOMLEFT" + }, + "text": "tools like RDBMS and Technical know-how right (RTA) are treated as intangible assets.", + "orig": "tools like RDBMS and Technical know-how right (RTA) are treated as intangible assets.", + "text_direction": "left_to_right", + "confidence": 1.0, + "from_ocr": false, + "rendering_mode": -1, + "widget": false, + "font_key": "/F67", + "font_name": "/OGLZTH+ArialMT" + }, + { + "index": 44, + "rgba": { + "r": 0, + "g": 0, + "b": 0, + "a": 255 + }, + "rect": { + "r_x0": 64.51, + "r_y0": 467.71, + "r_x1": 74.962, + "r_y1": 467.71, + "r_x2": 74.962, + "r_y2": 472.864, + "r_x3": 64.51, + "r_y3": 472.864, + "coord_origin": "BOTTOMLEFT" + }, + "text": "4.4", + "orig": "4.4", + "text_direction": "left_to_right", + "confidence": 1.0, + "from_ocr": false, + "rendering_mode": -1, + "widget": false, + "font_key": "/F67", + "font_name": "/OGLZTH+ArialMT" + }, + { + "index": 45, + "rgba": { + "r": 0, + "g": 0, + "b": 0, + "a": 255 + }, + "rect": { + "r_x0": 83.169, + "r_y0": 467.71, + "r_x1": 197.682, + "r_y1": 467.71, + "r_x2": 197.682, + "r_y2": 472.864, + "r_x3": 83.169, + "r_y3": 472.864, + "coord_origin": "BOTTOMLEFT" + }, + "text": "Insurance spares valuing more than ", + "orig": "Insurance spares valuing more than ", + "text_direction": "left_to_right", + "confidence": 1.0, + "from_ocr": false, + "rendering_mode": -1, + "widget": false, + "font_key": "/F67", + "font_name": "/OGLZTH+ArialMT" + }, + { + "index": 46, + "rgba": { + "r": 0, + "g": 0, + "b": 0, + "a": 255 + }, + "rect": { + "r_x0": 196.458, + "r_y0": 467.721, + "r_x1": 200.458, + "r_y1": 467.721, + "r_x2": 200.458, + "r_y2": 472.864, + "r_x3": 196.458, + "r_y3": 472.864, + "coord_origin": "BOTTOMLEFT" + }, + "text": "`", + "orig": "`", + "text_direction": "left_to_right", + "confidence": 1.0, + "from_ocr": false, + "rendering_mode": -1, + "widget": false, + "font_key": "/F83", + "font_name": "/SOBCTK+Rupee" + }, + { + "index": 47, + "rgba": { + "r": 0, + "g": 0, + "b": 0, + "a": 255 + }, + "rect": { + "r_x0": 200.161, + "r_y0": 467.71, + "r_x1": 384.491, + "r_y1": 467.71, + "r_x2": 384.491, + "r_y2": 472.864, + "r_x3": 200.161, + "r_y3": 472.864, + "coord_origin": "BOTTOMLEFT" + }, + "text": " 1 lakh per unit are capitalized with the related fixed assets.", + "orig": " 1 lakh per unit are capitalized with the related fixed assets.", + "text_direction": "left_to_right", + "confidence": 1.0, + "from_ocr": false, + "rendering_mode": -1, + "widget": false, + "font_key": "/F67", + "font_name": "/OGLZTH+ArialMT" + }, + { + "index": 48, + "rgba": { + "r": 0, + "g": 0, + "b": 0, + "a": 255 + }, + "rect": { + "r_x0": 64.498, + "r_y0": 458.676, + "r_x1": 74.95, + "r_y1": 458.676, + "r_x2": 74.95, + "r_y2": 463.83, + "r_x3": 64.498, + "r_y3": 463.83, + "coord_origin": "BOTTOMLEFT" + }, + "text": "4.5", + "orig": "4.5", + "text_direction": "left_to_right", + "confidence": 1.0, + "from_ocr": false, + "rendering_mode": -1, + "widget": false, + "font_key": "/F67", + "font_name": "/OGLZTH+ArialMT" + }, + { + "index": 49, + "rgba": { + "r": 0, + "g": 0, + "b": 0, + "a": 255 + }, + "rect": { + "r_x0": 83.157, + "r_y0": 458.676, + "r_x1": 554.497, + "r_y1": 458.676, + "r_x2": 554.497, + "r_y2": 463.83, + "r_x3": 83.157, + "r_y3": 463.83, + "coord_origin": "BOTTOMLEFT" + }, + "text": "Fixed assets retired from active use and held for disposal are stated at net book value with provision for doubtful realization required, if any, and ", + "orig": "Fixed assets retired from active use and held for disposal are stated at net book value with provision for doubtful realization required, if any, and ", + "text_direction": "left_to_right", + "confidence": 1.0, + "from_ocr": false, + "rendering_mode": -1, + "widget": false, + "font_key": "/F67", + "font_name": "/OGLZTH+ArialMT" + }, + { + "index": 50, + "rgba": { + "r": 0, + "g": 0, + "b": 0, + "a": 255 + }, + "rect": { + "r_x0": 83.404, + "r_y0": 450.094, + "r_x1": 267.04, + "r_y1": 450.094, + "r_x2": 267.04, + "r_y2": 455.248, + "r_x3": 83.404, + "r_y3": 455.248, + "coord_origin": "BOTTOMLEFT" + }, + "text": "considered as current asset till the time of its disposal.", + "orig": "considered as current asset till the time of its disposal.", + "text_direction": "left_to_right", + "confidence": 1.0, + "from_ocr": false, + "rendering_mode": -1, + "widget": false, + "font_key": "/F67", + "font_name": "/OGLZTH+ArialMT" + }, + { + "index": 51, + "rgba": { + "r": 0, + "g": 0, + "b": 0, + "a": 255 + }, + "rect": { + "r_x0": 64.483, + "r_y0": 432.025, + "r_x1": 74.936, + "r_y1": 432.025, + "r_x2": 74.936, + "r_y2": 437.179, + "r_x3": 64.483, + "r_y3": 437.179, + "coord_origin": "BOTTOMLEFT" + }, + "text": "4.1", + "orig": "4.1", + "text_direction": "left_to_right", + "confidence": 1.0, + "from_ocr": false, + "rendering_mode": -1, + "widget": false, + "font_key": "/F67", + "font_name": "/OGLZTH+ArialMT" + }, + { + "index": 52, + "rgba": { + "r": 0, + "g": 0, + "b": 0, + "a": 255 + }, + "rect": { + "r_x0": 83.143, + "r_y0": 432.025, + "r_x1": 554.486, + "r_y1": 432.025, + "r_x2": 554.486, + "r_y2": 437.179, + "r_x3": 83.143, + "r_y3": 437.179, + "coord_origin": "BOTTOMLEFT" + }, + "text": "Depreciation on tangible assets is provided on straight-line method at the rates and in the manner prescribed under Schedule XIV to the ", + "orig": "Depreciation on tangible assets is provided on straight-line method at the rates and in the manner prescribed under Schedule XIV to the ", + "text_direction": "left_to_right", + "confidence": 1.0, + "from_ocr": false, + "rendering_mode": -1, + "widget": false, + "font_key": "/F67", + "font_name": "/OGLZTH+ArialMT" + }, + { + "index": 53, + "rgba": { + "r": 0, + "g": 0, + "b": 0, + "a": 255 + }, + "rect": { + "r_x0": 83.387, + "r_y0": 423.443, + "r_x1": 554.479, + "r_y1": 423.443, + "r_x2": 554.479, + "r_y2": 428.596, + "r_x3": 83.387, + "r_y3": 428.596, + "coord_origin": "BOTTOMLEFT" + }, + "text": "Companies Act, 1956 except in case of certain assets where depreciation at higher rate is provided based on their estimated remaining ", + "orig": "Companies Act, 1956 except in case of certain assets where depreciation at higher rate is provided based on their estimated remaining ", + "text_direction": "left_to_right", + "confidence": 1.0, + "from_ocr": false, + "rendering_mode": -1, + "widget": false, + "font_key": "/F67", + "font_name": "/OGLZTH+ArialMT" + }, + { + "index": 54, + "rgba": { + "r": 0, + "g": 0, + "b": 0, + "a": 255 + }, + "rect": { + "r_x0": 83.386, + "r_y0": 414.86, + "r_x1": 447.149, + "r_y1": 414.86, + "r_x2": 447.149, + "r_y2": 420.014, + "r_x3": 83.386, + "r_y3": 420.014, + "coord_origin": "BOTTOMLEFT" + }, + "text": "useful life, evaluated on the basis of technical estimate made periodically in respect of the following assets.", + "orig": "useful life, evaluated on the basis of technical estimate made periodically in respect of the following assets.", + "text_direction": "left_to_right", + "confidence": 1.0, + "from_ocr": false, + "rendering_mode": -1, + "widget": false, + "font_key": "/F67", + "font_name": "/OGLZTH+ArialMT" + }, + { + "index": 55, + "rgba": { + "r": 0, + "g": 0, + "b": 0, + "a": 255 + }, + "rect": { + "r_x0": 83.125, + "r_y0": 405.826, + "r_x1": 226.946, + "r_y1": 405.826, + "r_x2": 226.946, + "r_y2": 410.98, + "r_x3": 83.125, + "r_y3": 410.98, + "coord_origin": "BOTTOMLEFT" + }, + "text": "Earth work portion of: ", + "orig": "Earth work portion of: ", + "text_direction": "left_to_right", + "confidence": 1.0, + "from_ocr": false, + "rendering_mode": -1, + "widget": false, + "font_key": "/F67", + "font_name": "/OGLZTH+ArialMT" + }, + { + "index": 56, + "rgba": { + "r": 0, + "g": 0, + "b": 0, + "a": 255 + }, + "rect": { + "r_x0": 83.116, + "r_y0": 396.792, + "r_x1": 91.786, + "r_y1": 396.792, + "r_x2": 91.786, + "r_y2": 401.946, + "r_x3": 83.116, + "r_y3": 401.946, + "coord_origin": "BOTTOMLEFT" + }, + "text": "a) ", + "orig": "a) ", + "text_direction": "left_to_right", + "confidence": 1.0, + "from_ocr": false, + "rendering_mode": -1, + "widget": false, + "font_key": "/F67", + "font_name": "/OGLZTH+ArialMT" + }, + { + "index": 57, + "rgba": { + "r": 0, + "g": 0, + "b": 0, + "a": 255 + }, + "rect": { + "r_x0": 101.188, + "r_y0": 396.792, + "r_x1": 227.479, + "r_y1": 396.792, + "r_x2": 227.479, + "r_y2": 401.946, + "r_x3": 101.188, + "r_y3": 401.946, + "coord_origin": "BOTTOMLEFT" + }, + "text": "Red mud pond at Alumina Refinery; ", + "orig": "Red mud pond at Alumina Refinery; ", + "text_direction": "left_to_right", + "confidence": 1.0, + "from_ocr": false, + "rendering_mode": -1, + "widget": false, + "font_key": "/F67", + "font_name": "/OGLZTH+ArialMT" + }, + { + "index": 58, + "rgba": { + "r": 0, + "g": 0, + "b": 0, + "a": 255 + }, + "rect": { + "r_x0": 83.11, + "r_y0": 387.757, + "r_x1": 91.78, + "r_y1": 387.757, + "r_x2": 91.78, + "r_y2": 392.911, + "r_x3": 83.11, + "r_y3": 392.911, + "coord_origin": "BOTTOMLEFT" + }, + "text": "b) ", + "orig": "b) ", + "text_direction": "left_to_right", + "confidence": 1.0, + "from_ocr": false, + "rendering_mode": -1, + "widget": false, + "font_key": "/F67", + "font_name": "/OGLZTH+ArialMT" + }, + { + "index": 59, + "rgba": { + "r": 0, + "g": 0, + "b": 0, + "a": 255 + }, + "rect": { + "r_x0": 101.182, + "r_y0": 387.757, + "r_x1": 235.579, + "r_y1": 387.757, + "r_x2": 235.579, + "r_y2": 392.911, + "r_x3": 101.182, + "r_y3": 392.911, + "coord_origin": "BOTTOMLEFT" + }, + "text": "Ash pond at Alumina Refinery; ", + "orig": "Ash pond at Alumina Refinery; ", + "text_direction": "left_to_right", + "confidence": 1.0, + "from_ocr": false, + "rendering_mode": -1, + "widget": false, + "font_key": "/F67", + "font_name": "/OGLZTH+ArialMT" + }, + { + "index": 60, + "rgba": { + "r": 0, + "g": 0, + "b": 0, + "a": 255 + }, + "rect": { + "r_x0": 83.102, + "r_y0": 378.723, + "r_x1": 91.323, + "r_y1": 378.723, + "r_x2": 91.323, + "r_y2": 383.877, + "r_x3": 83.102, + "r_y3": 383.877, + "coord_origin": "BOTTOMLEFT" + }, + "text": "c) ", + "orig": "c) ", + "text_direction": "left_to_right", + "confidence": 1.0, + "from_ocr": false, + "rendering_mode": -1, + "widget": false, + "font_key": "/F67", + "font_name": "/OGLZTH+ArialMT" + }, + { + "index": 61, + "rgba": { + "r": 0, + "g": 0, + "b": 0, + "a": 255 + }, + "rect": { + "r_x0": 101.175, + "r_y0": 378.723, + "r_x1": 209.685, + "r_y1": 378.723, + "r_x2": 209.685, + "r_y2": 383.877, + "r_x3": 101.175, + "r_y3": 383.877, + "coord_origin": "BOTTOMLEFT" + }, + "text": "Ash ponds at Captive Power Plant.", + "orig": "Ash ponds at Captive Power Plant.", + "text_direction": "left_to_right", + "confidence": 1.0, + "from_ocr": false, + "rendering_mode": -1, + "widget": false, + "font_key": "/F67", + "font_name": "/OGLZTH+ArialMT" + }, + { + "index": 62, + "rgba": { + "r": 0, + "g": 0, + "b": 0, + "a": 255 + }, + "rect": { + "r_x0": 64.438, + "r_y0": 369.689, + "r_x1": 74.89, + "r_y1": 369.689, + "r_x2": 74.89, + "r_y2": 374.843, + "r_x3": 64.438, + "r_y3": 374.843, + "coord_origin": "BOTTOMLEFT" + }, + "text": "4.2", + "orig": "4.2", + "text_direction": "left_to_right", + "confidence": 1.0, + "from_ocr": false, + "rendering_mode": -1, + "widget": false, + "font_key": "/F67", + "font_name": "/OGLZTH+ArialMT" + }, + { + "index": 63, + "rgba": { + "r": 0, + "g": 0, + "b": 0, + "a": 255 + }, + "rect": { + "r_x0": 83.097, + "r_y0": 369.689, + "r_x1": 554.437, + "r_y1": 369.689, + "r_x2": 554.437, + "r_y2": 374.843, + "r_x3": 83.097, + "r_y3": 374.843, + "coord_origin": "BOTTOMLEFT" + }, + "text": "Intangible assets for software is amortized over a period of 3 years and intangible assets for Mining Rights is amortized over 20 years from the ", + "orig": "Intangible assets for software is amortized over a period of 3 years and intangible assets for Mining Rights is amortized over 20 years from the ", + "text_direction": "left_to_right", + "confidence": 1.0, + "from_ocr": false, + "rendering_mode": -1, + "widget": false, + "font_key": "/F67", + "font_name": "/OGLZTH+ArialMT" + }, + { + "index": 64, + "rgba": { + "r": 0, + "g": 0, + "b": 0, + "a": 255 + }, + "rect": { + "r_x0": 83.341, + "r_y0": 361.106, + "r_x1": 554.439, + "r_y1": 361.106, + "r_x2": 554.439, + "r_y2": 366.26, + "r_x3": 83.341, + "r_y3": 366.26, + "coord_origin": "BOTTOMLEFT" + }, + "text": "date of payment or date of renewal / deemed renewal whichever is earlier based on respective lease life. Technical know-how right (RTA ", + "orig": "date of payment or date of renewal / deemed renewal whichever is earlier based on respective lease life. Technical know-how right (RTA ", + "text_direction": "left_to_right", + "confidence": 1.0, + "from_ocr": false, + "rendering_mode": -1, + "widget": false, + "font_key": "/F67", + "font_name": "/OGLZTH+ArialMT" + }, + { + "index": 65, + "rgba": { + "r": 0, + "g": 0, + "b": 0, + "a": 255 + }, + "rect": { + "r_x0": 83.337, + "r_y0": 352.524, + "r_x1": 327.319, + "r_y1": 352.524, + "r_x2": 327.319, + "r_y2": 357.678, + "r_x3": 83.337, + "r_y3": 357.678, + "coord_origin": "BOTTOMLEFT" + }, + "text": "license) is amortized over the useful life of related plant and machinery. ", + "orig": "license) is amortized over the useful life of related plant and machinery. ", + "text_direction": "left_to_right", + "confidence": 1.0, + "from_ocr": false, + "rendering_mode": -1, + "widget": false, + "font_key": "/F67", + "font_name": "/OGLZTH+ArialMT" + }, + { + "index": 66, + "rgba": { + "r": 0, + "g": 0, + "b": 0, + "a": 255 + }, + "rect": { + "r_x0": 64.417, + "r_y0": 343.49, + "r_x1": 74.869, + "r_y1": 343.49, + "r_x2": 74.869, + "r_y2": 348.644, + "r_x3": 64.417, + "r_y3": 348.644, + "coord_origin": "BOTTOMLEFT" + }, + "text": "4.3", + "orig": "4.3", + "text_direction": "left_to_right", + "confidence": 1.0, + "from_ocr": false, + "rendering_mode": -1, + "widget": false, + "font_key": "/F67", + "font_name": "/OGLZTH+ArialMT" + }, + { + "index": 67, + "rgba": { + "r": 0, + "g": 0, + "b": 0, + "a": 255 + }, + "rect": { + "r_x0": 83.076, + "r_y0": 343.49, + "r_x1": 554.42, + "r_y1": 343.49, + "r_x2": 554.42, + "r_y2": 348.644, + "r_x3": 83.076, + "r_y3": 348.644, + "coord_origin": "BOTTOMLEFT" + }, + "text": "Certain assets at Port Facilities are depreciated at rates calculated on the basis of balance lease period of land belonging to the Port Authority on ", + "orig": "Certain assets at Port Facilities are depreciated at rates calculated on the basis of balance lease period of land belonging to the Port Authority on ", + "text_direction": "left_to_right", + "confidence": 1.0, + "from_ocr": false, + "rendering_mode": -1, + "widget": false, + "font_key": "/F67", + "font_name": "/OGLZTH+ArialMT" + }, + { + "index": 68, + "rgba": { + "r": 0, + "g": 0, + "b": 0, + "a": 255 + }, + "rect": { + "r_x0": 83.321, + "r_y0": 334.907, + "r_x1": 194.931, + "r_y1": 334.907, + "r_x2": 194.931, + "r_y2": 340.061, + "r_x3": 83.321, + "r_y3": 340.061, + "coord_origin": "BOTTOMLEFT" + }, + "text": "which these assets are installed.", + "orig": "which these assets are installed.", + "text_direction": "left_to_right", + "confidence": 1.0, + "from_ocr": false, + "rendering_mode": -1, + "widget": false, + "font_key": "/F67", + "font_name": "/OGLZTH+ArialMT" + }, + { + "index": 69, + "rgba": { + "r": 0, + "g": 0, + "b": 0, + "a": 255 + }, + "rect": { + "r_x0": 64.402, + "r_y0": 325.873, + "r_x1": 74.855, + "r_y1": 325.873, + "r_x2": 74.855, + "r_y2": 331.027, + "r_x3": 64.402, + "r_y3": 331.027, + "coord_origin": "BOTTOMLEFT" + }, + "text": "4.4", + "orig": "4.4", + "text_direction": "left_to_right", + "confidence": 1.0, + "from_ocr": false, + "rendering_mode": -1, + "widget": false, + "font_key": "/F67", + "font_name": "/OGLZTH+ArialMT" + }, + { + "index": 70, + "rgba": { + "r": 0, + "g": 0, + "b": 0, + "a": 255 + }, + "rect": { + "r_x0": 83.062, + "r_y0": 325.873, + "r_x1": 131.307, + "r_y1": 325.873, + "r_x2": 131.307, + "r_y2": 331.027, + "r_x3": 83.062, + "r_y3": 331.027, + "coord_origin": "BOTTOMLEFT" + }, + "text": "Assets costing ", + "orig": "Assets costing ", + "text_direction": "left_to_right", + "confidence": 1.0, + "from_ocr": false, + "rendering_mode": -1, + "widget": false, + "font_key": "/F67", + "font_name": "/OGLZTH+ArialMT" + }, + { + "index": 71, + "rgba": { + "r": 0, + "g": 0, + "b": 0, + "a": 255 + }, + "rect": { + "r_x0": 130.083, + "r_y0": 325.884, + "r_x1": 134.083, + "r_y1": 325.884, + "r_x2": 134.083, + "r_y2": 331.027, + "r_x3": 130.083, + "r_y3": 331.027, + "coord_origin": "BOTTOMLEFT" + }, + "text": "`", + "orig": "`", + "text_direction": "left_to_right", + "confidence": 1.0, + "from_ocr": false, + "rendering_mode": -1, + "widget": false, + "font_key": "/F83", + "font_name": "/SOBCTK+Rupee" + }, + { + "index": 72, + "rgba": { + "r": 0, + "g": 0, + "b": 0, + "a": 255 + }, + "rect": { + "r_x0": 133.785, + "r_y0": 325.873, + "r_x1": 406.611, + "r_y1": 325.873, + "r_x2": 406.611, + "r_y2": 331.027, + "r_x3": 133.785, + "r_y3": 331.027, + "coord_origin": "BOTTOMLEFT" + }, + "text": " 5,000/- or less individually are depreciated fully in the year in which they are put to use.", + "orig": " 5,000/- or less individually are depreciated fully in the year in which they are put to use.", + "text_direction": "left_to_right", + "confidence": 1.0, + "from_ocr": false, + "rendering_mode": -1, + "widget": false, + "font_key": "/F67", + "font_name": "/OGLZTH+ArialMT" + }, + { + "index": 73, + "rgba": { + "r": 0, + "g": 0, + "b": 0, + "a": 255 + }, + "rect": { + "r_x0": 64.391, + "r_y0": 316.839, + "r_x1": 74.844, + "r_y1": 316.839, + "r_x2": 74.844, + "r_y2": 321.993, + "r_x3": 64.391, + "r_y3": 321.993, + "coord_origin": "BOTTOMLEFT" + }, + "text": "4.5", + "orig": "4.5", + "text_direction": "left_to_right", + "confidence": 1.0, + "from_ocr": false, + "rendering_mode": -1, + "widget": false, + "font_key": "/F67", + "font_name": "/OGLZTH+ArialMT" + }, + { + "index": 74, + "rgba": { + "r": 0, + "g": 0, + "b": 0, + "a": 255 + }, + "rect": { + "r_x0": 83.051, + "r_y0": 316.839, + "r_x1": 362.892, + "r_y1": 316.839, + "r_x2": 362.892, + "r_y2": 321.993, + "r_x3": 83.051, + "r_y3": 321.993, + "coord_origin": "BOTTOMLEFT" + }, + "text": "Assets laid on land not owned by the Company are depreciated over a period of five years.", + "orig": "Assets laid on land not owned by the Company are depreciated over a period of five years.", + "text_direction": "left_to_right", + "confidence": 1.0, + "from_ocr": false, + "rendering_mode": -1, + "widget": false, + "font_key": "/F67", + "font_name": "/OGLZTH+ArialMT" + }, + { + "index": 75, + "rgba": { + "r": 0, + "g": 0, + "b": 0, + "a": 255 + }, + "rect": { + "r_x0": 64.379, + "r_y0": 307.805, + "r_x1": 74.832, + "r_y1": 307.805, + "r_x2": 74.832, + "r_y2": 312.959, + "r_x3": 64.379, + "r_y3": 312.959, + "coord_origin": "BOTTOMLEFT" + }, + "text": "4.6", + "orig": "4.6", + "text_direction": "left_to_right", + "confidence": 1.0, + "from_ocr": false, + "rendering_mode": -1, + "widget": false, + "font_key": "/F67", + "font_name": "/OGLZTH+ArialMT" + }, + { + "index": 76, + "rgba": { + "r": 0, + "g": 0, + "b": 0, + "a": 255 + }, + "rect": { + "r_x0": 83.039, + "r_y0": 307.805, + "r_x1": 554.381, + "r_y1": 307.805, + "r_x2": 554.381, + "r_y2": 312.959, + "r_x3": 83.039, + "r_y3": 312.959, + "coord_origin": "BOTTOMLEFT" + }, + "text": "Classification of plant and machinery into continuous and non-continuous is made on the basis of technical opinion and depreciation provided ", + "orig": "Classification of plant and machinery into continuous and non-continuous is made on the basis of technical opinion and depreciation provided ", + "text_direction": "left_to_right", + "confidence": 1.0, + "from_ocr": false, + "rendering_mode": -1, + "widget": false, + "font_key": "/F67", + "font_name": "/OGLZTH+ArialMT" + }, + { + "index": 77, + "rgba": { + "r": 0, + "g": 0, + "b": 0, + "a": 255 + }, + "rect": { + "r_x0": 83.285, + "r_y0": 299.223, + "r_x1": 129.829, + "r_y1": 299.223, + "r_x2": 129.829, + "r_y2": 304.377, + "r_x3": 83.285, + "r_y3": 304.377, + "coord_origin": "BOTTOMLEFT" + }, + "text": "accordingly. ", + "orig": "accordingly. ", + "text_direction": "left_to_right", + "confidence": 1.0, + "from_ocr": false, + "rendering_mode": -1, + "widget": false, + "font_key": "/F67", + "font_name": "/OGLZTH+ArialMT" + }, + { + "index": 78, + "rgba": { + "r": 0, + "g": 0, + "b": 0, + "a": 255 + }, + "rect": { + "r_x0": 64.366, + "r_y0": 290.189, + "r_x1": 74.819, + "r_y1": 290.189, + "r_x2": 74.819, + "r_y2": 295.343, + "r_x3": 64.366, + "r_y3": 295.343, + "coord_origin": "BOTTOMLEFT" + }, + "text": "4.7", + "orig": "4.7", + "text_direction": "left_to_right", + "confidence": 1.0, + "from_ocr": false, + "rendering_mode": -1, + "widget": false, + "font_key": "/F67", + "font_name": "/OGLZTH+ArialMT" + }, + { + "index": 79, + "rgba": { + "r": 0, + "g": 0, + "b": 0, + "a": 255 + }, + "rect": { + "r_x0": 83.026, + "r_y0": 290.189, + "r_x1": 268.539, + "r_y1": 290.189, + "r_x2": 268.539, + "r_y2": 295.343, + "r_x3": 83.026, + "r_y3": 295.343, + "coord_origin": "BOTTOMLEFT" + }, + "text": "Depreciation on value adjustment is provided prospectively.", + "orig": "Depreciation on value adjustment is provided prospectively.", + "text_direction": "left_to_right", + "confidence": 1.0, + "from_ocr": false, + "rendering_mode": -1, + "widget": false, + "font_key": "/F67", + "font_name": "/OGLZTH+ArialMT" + }, + { + "index": 80, + "rgba": { + "r": 0, + "g": 0, + "b": 0, + "a": 255 + }, + "rect": { + "r_x0": 64.357, + "r_y0": 272.12, + "r_x1": 74.81, + "r_y1": 272.12, + "r_x2": 74.81, + "r_y2": 277.274, + "r_x3": 64.357, + "r_y3": 277.274, + "coord_origin": "BOTTOMLEFT" + }, + "text": "5.1", + "orig": "5.1", + "text_direction": "left_to_right", + "confidence": 1.0, + "from_ocr": false, + "rendering_mode": -1, + "widget": false, + "font_key": "/F67", + "font_name": "/OGLZTH+ArialMT" + }, + { + "index": 81, + "rgba": { + "r": 0, + "g": 0, + "b": 0, + "a": 255 + }, + "rect": { + "r_x0": 83.017, + "r_y0": 272.12, + "r_x1": 554.368, + "r_y1": 272.12, + "r_x2": 554.368, + "r_y2": 277.274, + "r_x3": 83.017, + "r_y3": 277.274, + "coord_origin": "BOTTOMLEFT" + }, + "text": "General and specific borrowing costs attributable to the acquisition or construction of a qualifying asset are capitalized as part of the cost of that ", + "orig": "General and specific borrowing costs attributable to the acquisition or construction of a qualifying asset are capitalized as part of the cost of that ", + "text_direction": "left_to_right", + "confidence": 1.0, + "from_ocr": false, + "rendering_mode": -1, + "widget": false, + "font_key": "/F67", + "font_name": "/OGLZTH+ArialMT" + }, + { + "index": 82, + "rgba": { + "r": 0, + "g": 0, + "b": 0, + "a": 255 + }, + "rect": { + "r_x0": 83.264, + "r_y0": 263.538, + "r_x1": 300.273, + "r_y1": 263.538, + "r_x2": 300.273, + "r_y2": 268.692, + "r_x3": 83.264, + "r_y3": 268.692, + "coord_origin": "BOTTOMLEFT" + }, + "text": "asset until such time the assets are ready for their intended use.", + "orig": "asset until such time the assets are ready for their intended use.", + "text_direction": "left_to_right", + "confidence": 1.0, + "from_ocr": false, + "rendering_mode": -1, + "widget": false, + "font_key": "/F67", + "font_name": "/OGLZTH+ArialMT" + }, + { + "index": 83, + "rgba": { + "r": 0, + "g": 0, + "b": 0, + "a": 255 + }, + "rect": { + "r_x0": 64.344, + "r_y0": 254.504, + "r_x1": 74.797, + "r_y1": 254.504, + "r_x2": 74.797, + "r_y2": 259.658, + "r_x3": 64.344, + "r_y3": 259.658, + "coord_origin": "BOTTOMLEFT" + }, + "text": "5.2", + "orig": "5.2", + "text_direction": "left_to_right", + "confidence": 1.0, + "from_ocr": false, + "rendering_mode": -1, + "widget": false, + "font_key": "/F67", + "font_name": "/OGLZTH+ArialMT" + }, + { + "index": 84, + "rgba": { + "r": 0, + "g": 0, + "b": 0, + "a": 255 + }, + "rect": { + "r_x0": 83.004, + "r_y0": 254.504, + "r_x1": 370.384, + "r_y1": 254.504, + "r_x2": 370.384, + "r_y2": 259.658, + "r_x3": 83.004, + "r_y3": 259.658, + "coord_origin": "BOTTOMLEFT" + }, + "text": "Other borrowing costs are recognized as expenses in the period in which these are incurred.", + "orig": "Other borrowing costs are recognized as expenses in the period in which these are incurred.", + "text_direction": "left_to_right", + "confidence": 1.0, + "from_ocr": false, + "rendering_mode": -1, + "widget": false, + "font_key": "/F67", + "font_name": "/OGLZTH+ArialMT" + }, + { + "index": 85, + "rgba": { + "r": 0, + "g": 0, + "b": 0, + "a": 255 + }, + "rect": { + "r_x0": 82.992, + "r_y0": 236.435, + "r_x1": 554.338, + "r_y1": 236.435, + "r_x2": 554.338, + "r_y2": 241.589, + "r_x3": 82.992, + "r_y3": 241.589, + "coord_origin": "BOTTOMLEFT" + }, + "text": "The Company reviews the carrying amount of its fixed assets, whenever circumstances indicate that the carrying amount of the asset may not be ", + "orig": "The Company reviews the carrying amount of its fixed assets, whenever circumstances indicate that the carrying amount of the asset may not be ", + "text_direction": "left_to_right", + "confidence": 1.0, + "from_ocr": false, + "rendering_mode": -1, + "widget": false, + "font_key": "/F67", + "font_name": "/OGLZTH+ArialMT" + }, + { + "index": 86, + "rgba": { + "r": 0, + "g": 0, + "b": 0, + "a": 255 + }, + "rect": { + "r_x0": 83.238, + "r_y0": 227.853, + "r_x1": 554.336, + "r_y1": 227.853, + "r_x2": 554.336, + "r_y2": 233.007, + "r_x3": 83.238, + "r_y3": 233.007, + "coord_origin": "BOTTOMLEFT" + }, + "text": "recoverable. If the estimated discounted future cash flow expected to result from use of the asset is less than its carrying amount, the ", + "orig": "recoverable. If the estimated discounted future cash flow expected to result from use of the asset is less than its carrying amount, the ", + "text_direction": "left_to_right", + "confidence": 1.0, + "from_ocr": false, + "rendering_mode": -1, + "widget": false, + "font_key": "/F67", + "font_name": "/OGLZTH+ArialMT" + }, + { + "index": 87, + "rgba": { + "r": 0, + "g": 0, + "b": 0, + "a": 255 + }, + "rect": { + "r_x0": 83.235, + "r_y0": 219.271, + "r_x1": 554.323, + "r_y1": 219.271, + "r_x2": 554.323, + "r_y2": 224.425, + "r_x3": 83.235, + "r_y3": 224.425, + "coord_origin": "BOTTOMLEFT" + }, + "text": "asset is deemed to be impaired. The impairment loss is measured as the difference between the carrying amount and recoverable ", + "orig": "asset is deemed to be impaired. The impairment loss is measured as the difference between the carrying amount and recoverable ", + "text_direction": "left_to_right", + "confidence": 1.0, + "from_ocr": false, + "rendering_mode": -1, + "widget": false, + "font_key": "/F67", + "font_name": "/OGLZTH+ArialMT" + }, + { + "index": 88, + "rgba": { + "r": 0, + "g": 0, + "b": 0, + "a": 255 + }, + "rect": { + "r_x0": 83.232, + "r_y0": 210.688, + "r_x1": 112.136, + "r_y1": 210.688, + "r_x2": 112.136, + "r_y2": 215.842, + "r_x3": 83.232, + "r_y3": 215.842, + "coord_origin": "BOTTOMLEFT" + }, + "text": "amount.", + "orig": "amount.", + "text_direction": "left_to_right", + "confidence": 1.0, + "from_ocr": false, + "rendering_mode": -1, + "widget": false, + "font_key": "/F67", + "font_name": "/OGLZTH+ArialMT" + }, + { + "index": 89, + "rgba": { + "r": 0, + "g": 0, + "b": 0, + "a": 255 + }, + "rect": { + "r_x0": 64.313, + "r_y0": 192.62, + "r_x1": 74.766, + "r_y1": 192.62, + "r_x2": 74.766, + "r_y2": 197.774, + "r_x3": 64.313, + "r_y3": 197.774, + "coord_origin": "BOTTOMLEFT" + }, + "text": "7.1", + "orig": "7.1", + "text_direction": "left_to_right", + "confidence": 1.0, + "from_ocr": false, + "rendering_mode": -1, + "widget": false, + "font_key": "/F67", + "font_name": "/OGLZTH+ArialMT" + }, + { + "index": 90, + "rgba": { + "r": 0, + "g": 0, + "b": 0, + "a": 255 + }, + "rect": { + "r_x0": 82.973, + "r_y0": 192.62, + "r_x1": 554.286, + "r_y1": 192.62, + "r_x2": 554.286, + "r_y2": 197.774, + "r_x3": 82.973, + "r_y3": 197.774, + "coord_origin": "BOTTOMLEFT" + }, + "text": "Investments intended to be held for not more than one year from the date of such investment, are classified as current investments. All other ", + "orig": "Investments intended to be held for not more than one year from the date of such investment, are classified as current investments. All other ", + "text_direction": "left_to_right", + "confidence": 1.0, + "from_ocr": false, + "rendering_mode": -1, + "widget": false, + "font_key": "/F67", + "font_name": "/OGLZTH+ArialMT" + }, + { + "index": 91, + "rgba": { + "r": 0, + "g": 0, + "b": 0, + "a": 255 + }, + "rect": { + "r_x0": 83.221, + "r_y0": 184.038, + "r_x1": 554.321, + "r_y1": 184.038, + "r_x2": 554.321, + "r_y2": 189.192, + "r_x3": 83.221, + "r_y3": 189.192, + "coord_origin": "BOTTOMLEFT" + }, + "text": "investments are classified as long term investments. Long-term investments are carried at cost, after providing for diminution in value, if it ", + "orig": "investments are classified as long term investments. Long-term investments are carried at cost, after providing for diminution in value, if it ", + "text_direction": "left_to_right", + "confidence": 1.0, + "from_ocr": false, + "rendering_mode": -1, + "widget": false, + "font_key": "/F67", + "font_name": "/OGLZTH+ArialMT" + }, + { + "index": 92, + "rgba": { + "r": 0, + "g": 0, + "b": 0, + "a": 255 + }, + "rect": { + "r_x0": 83.219, + "r_y0": 175.455, + "r_x1": 170.826, + "r_y1": 175.455, + "r_x2": 170.826, + "r_y2": 180.609, + "r_x3": 83.219, + "r_y3": 180.609, + "coord_origin": "BOTTOMLEFT" + }, + "text": "is of a permanent nature. ", + "orig": "is of a permanent nature. ", + "text_direction": "left_to_right", + "confidence": 1.0, + "from_ocr": false, + "rendering_mode": -1, + "widget": false, + "font_key": "/F67", + "font_name": "/OGLZTH+ArialMT" + }, + { + "index": 93, + "rgba": { + "r": 0, + "g": 0, + "b": 0, + "a": 255 + }, + "rect": { + "r_x0": 64.3, + "r_y0": 166.421, + "r_x1": 74.752, + "r_y1": 166.421, + "r_x2": 74.752, + "r_y2": 171.575, + "r_x3": 64.3, + "r_y3": 171.575, + "coord_origin": "BOTTOMLEFT" + }, + "text": "7.2", + "orig": "7.2", + "text_direction": "left_to_right", + "confidence": 1.0, + "from_ocr": false, + "rendering_mode": -1, + "widget": false, + "font_key": "/F67", + "font_name": "/OGLZTH+ArialMT" + }, + { + "index": 94, + "rgba": { + "r": 0, + "g": 0, + "b": 0, + "a": 255 + }, + "rect": { + "r_x0": 82.959, + "r_y0": 166.421, + "r_x1": 299.945, + "r_y1": 166.421, + "r_x2": 299.945, + "r_y2": 171.575, + "r_x3": 82.959, + "r_y3": 171.575, + "coord_origin": "BOTTOMLEFT" + }, + "text": "Current investments are stated at cost or fair value whichever is lower. ", + "orig": "Current investments are stated at cost or fair value whichever is lower. ", + "text_direction": "left_to_right", + "confidence": 1.0, + "from_ocr": false, + "rendering_mode": -1, + "widget": false, + "font_key": "/F67", + "font_name": "/OGLZTH+ArialMT" + }, + { + "index": 95, + "rgba": { + "r": 0, + "g": 0, + "b": 0, + "a": 255 + }, + "rect": { + "r_x0": 64.29, + "r_y0": 148.353, + "r_x1": 74.742, + "r_y1": 148.353, + "r_x2": 74.742, + "r_y2": 153.507, + "r_x3": 64.29, + "r_y3": 153.507, + "coord_origin": "BOTTOMLEFT" + }, + "text": "8.1", + "orig": "8.1", + "text_direction": "left_to_right", + "confidence": 1.0, + "from_ocr": false, + "rendering_mode": -1, + "widget": false, + "font_key": "/F67", + "font_name": "/OGLZTH+ArialMT" + }, + { + "index": 96, + "rgba": { + "r": 0, + "g": 0, + "b": 0, + "a": 255 + }, + "rect": { + "r_x0": 82.949, + "r_y0": 148.353, + "r_x1": 554.29, + "r_y1": 148.353, + "r_x2": 554.29, + "r_y2": 153.507, + "r_x3": 82.949, + "r_y3": 153.507, + "coord_origin": "BOTTOMLEFT" + }, + "text": "Inventory of stores and spares are valued at cost net of CENVAT / VAT credit wherever applicable. Cost is determined on moving weighted ", + "orig": "Inventory of stores and spares are valued at cost net of CENVAT / VAT credit wherever applicable. Cost is determined on moving weighted ", + "text_direction": "left_to_right", + "confidence": 1.0, + "from_ocr": false, + "rendering_mode": -1, + "widget": false, + "font_key": "/F67", + "font_name": "/OGLZTH+ArialMT" + }, + { + "index": 97, + "rgba": { + "r": 0, + "g": 0, + "b": 0, + "a": 255 + }, + "rect": { + "r_x0": 83.197, + "r_y0": 139.771, + "r_x1": 194.363, + "r_y1": 139.771, + "r_x2": 194.363, + "r_y2": 144.925, + "r_x3": 83.197, + "r_y3": 144.925, + "coord_origin": "BOTTOMLEFT" + }, + "text": "average price on real time basis.", + "orig": "average price on real time basis.", + "text_direction": "left_to_right", + "confidence": 1.0, + "from_ocr": false, + "rendering_mode": -1, + "widget": false, + "font_key": "/F67", + "font_name": "/OGLZTH+ArialMT" + }, + { + "index": 98, + "rgba": { + "r": 0, + "g": 0, + "b": 0, + "a": 255 + }, + "rect": { + "r_x0": 64.278, + "r_y0": 130.736, + "r_x1": 74.73, + "r_y1": 130.736, + "r_x2": 74.73, + "r_y2": 135.89, + "r_x3": 64.278, + "r_y3": 135.89, + "coord_origin": "BOTTOMLEFT" + }, + "text": "8.2", + "orig": "8.2", + "text_direction": "left_to_right", + "confidence": 1.0, + "from_ocr": false, + "rendering_mode": -1, + "widget": false, + "font_key": "/F67", + "font_name": "/OGLZTH+ArialMT" + }, + { + "index": 99, + "rgba": { + "r": 0, + "g": 0, + "b": 0, + "a": 255 + }, + "rect": { + "r_x0": 82.937, + "r_y0": 130.736, + "r_x1": 456.172, + "r_y1": 130.736, + "r_x2": 456.172, + "r_y2": 135.89, + "r_x3": 82.937, + "r_y3": 135.89, + "coord_origin": "BOTTOMLEFT" + }, + "text": "Stores and spares other than insurance spares held but not issued for more than 5 years are valued at 5% of the cost. ", + "orig": "Stores and spares other than insurance spares held but not issued for more than 5 years are valued at 5% of the cost. 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