diff --git "a/PL9fwy3NUQKway0xLRTe7OlRxcQic7R2s-/71kk9HL3q08_raw.json" "b/PL9fwy3NUQKway0xLRTe7OlRxcQic7R2s-/71kk9HL3q08_raw.json" new file mode 100644--- /dev/null +++ "b/PL9fwy3NUQKway0xLRTe7OlRxcQic7R2s-/71kk9HL3q08_raw.json" @@ -0,0 +1 @@ +{"segments": [{"id": 1, "seek": 1021, "start": 2.61, "end": 10.21, "text": "بسم الله الرحمن الرحيم بنواصل محاضرات البصريات الهندسية موضوعنا اليوم عن ال focal points and planes", "tokens": [3555, 38251, 21984, 34892, 5016, 27842, 34892, 5016, 32640, 44945, 2407, 33546, 1211, 3714, 5016, 46958, 2288, 9307, 29739, 9381, 16572, 9307, 2423, 3224, 41260, 3794, 10632, 3714, 2407, 11242, 45367, 8315, 45595, 20498, 18871, 2423, 26592, 2793, 293, 14952], "avg_logprob": -0.09899009291718645, "compression_ratio": 1.3471074380165289, "no_speech_prob": 6.556510925292969e-07, "words": [{"start": 2.61, "end": 3.19, "word": "بسم", "probability": 0.65380859375}, {"start": 3.19, "end": 3.35, "word": " الله", "probability": 0.93505859375}, {"start": 3.35, "end": 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{"start": 9.71, "end": 10.21, "word": " planes", "probability": 0.947265625}], "temperature": 1.0}, {"id": 2, "seek": 3371, "start": 11.41, "end": 33.71, "text": "Before we talk about it, let's remember some reference points that we used in Geometric Optics from the beginning of this course Let's say that we had two nodal points, the anterior nodal point and the posterior nodal point And we said that any ray that enters the anterior nodal point, exits the posterior nodal point", "tokens": [49731, 321, 751, 466, 309, 11, 718, 311, 1604, 512, 6408, 2793, 300, 321, 1143, 294, 2876, 29470, 21455, 1167, 490, 264, 2863, 295, 341, 1164, 961, 311, 584, 300, 321, 632, 732, 15224, 304, 2793, 11, 264, 22272, 15224, 304, 935, 293, 264, 33529, 15224, 304, 935, 400, 321, 848, 300, 604, 18592, 300, 18780, 264, 22272, 15224, 304, 935, 11, 44183, 264, 33529, 15224, 304, 935], "avg_logprob": -0.3786231970441514, "compression_ratio": 1.8705882352941177, "no_speech_prob": 1.7881393432617188e-06, "words": 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These reference points helped me in many things. 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"probability": 0.86962890625}, {"start": 52.52, "end": 52.62, "word": " to", "probability": 0.97265625}, {"start": 52.62, "end": 52.7, "word": " the", "probability": 0.86865234375}, {"start": 52.7, "end": 52.94, "word": " image", "probability": 0.9052734375}, {"start": 52.94, "end": 53.42, "word": " distance", "probability": 0.9443359375}, {"start": 53.42, "end": 53.64, "word": " over", "probability": 0.86669921875}, {"start": 53.64, "end": 53.78, "word": " the", "probability": 0.89208984375}, {"start": 53.78, "end": 54.0, "word": " object", "probability": 0.9697265625}, {"start": 54.0, "end": 54.6, "word": " distance.", "probability": 0.94140625}], "temperature": 1.0}, {"id": 4, "seek": 7250, "start": 55.04, "end": 72.5, "text": "وإنه إذا انطبقت ال anterior nodal point على ال posterior nodal point فالشعاع اللي بيمرم ال anterior nodal point ما بيغير اتجاهه و بيظل عبر العدسة undeviated, undeviated أيضا مرت علينا ال principal points", "tokens": [2407, 28814, 1863, 3224, 11933, 15730, 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"probability": 0.984130859375}, {"start": 71.04, "end": 71.38, "word": " ال", "probability": 0.98779296875}, {"start": 71.38, "end": 71.88, "word": " principal", "probability": 0.62451171875}, {"start": 71.88, "end": 72.5, "word": " points", "probability": 0.8515625}], "temperature": 1.0}, {"id": 5, "seek": 8951, "start": 75.25, "end": 89.51, "text": "which calculates the image distance and object distance where I have anterior principal point and posterior principal point and also as a reference, we talked about the optical axis and we said that everything is above the optical axis", "tokens": [13690, 4322, 1024, 264, 3256, 4560, 293, 2657, 4560, 689, 286, 362, 22272, 9716, 935, 293, 33529, 9716, 935, 293, 611, 382, 257, 6408, 11, 321, 2825, 466, 264, 20674, 10298, 293, 321, 848, 300, 1203, 307, 3673, 264, 20674, 10298], "avg_logprob": -0.43191965279125033, "compression_ratio": 1.6785714285714286, "no_speech_prob": 2.980232238769531e-07, "words": [{"start": 75.25, "end": 75.85, 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As we said nodal points, what makes them special? 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"probability": 0.96484375}, {"start": 596.62, "end": 597.1, "word": " Equal", "probability": 0.55413818359375}, {"start": 597.1, "end": 597.3, "word": " to", "probability": 0.9541015625}, {"start": 597.3, "end": 597.58, "word": " each", "probability": 0.9423828125}, {"start": 597.58, "end": 598.04, "word": " other", "probability": 0.9052734375}, {"start": 598.04, "end": 598.5, "word": " and", "probability": 0.857421875}, {"start": 598.5, "end": 598.9, "word": " equal", "probability": 0.892578125}, {"start": 598.9, "end": 599.06, "word": " to", "probability": 0.9697265625}, {"start": 599.06, "end": 599.18, "word": " the", "probability": 0.90234375}, {"start": 599.18, "end": 599.54, "word": " optical", "probability": 0.94775390625}, {"start": 599.54, "end": 600.12, "word": " axis", "probability": 0.96240234375}, {"start": 600.12, "end": 600.52, "word": " And", "probability": 0.316162109375}, {"start": 600.52, "end": 600.72, "word": " it", "probability": 0.5439453125}, {"start": 600.72, "end": 600.82, "word": " will", "probability": 0.794921875}, {"start": 600.82, "end": 601.32, "word": " form", "probability": 0.2176513671875}, {"start": 601.32, "end": 601.66, "word": " a", "probability": 0.78515625}, {"start": 601.66, "end": 601.98, "word": " picture", "probability": 0.59912109375}, {"start": 601.98, "end": 602.24, "word": " in", "probability": 0.57421875}, {"start": 602.24, "end": 602.34, "word": " the", "probability": 0.58642578125}, {"start": 602.34, "end": 602.74, "word": " plus", "probability": 0.7138671875}, {"start": 602.74, "end": 603.36, "word": " optical", "probability": 0.92626953125}, {"start": 603.36, "end": 604.34, "word": " infinity", "probability": 0.80859375}], "temperature": 1.0}, {"id": 29, "seek": 63485, "start": 606.79, "end": 634.85, "text": "By definition, light emanating from FA exits the lens collimated and comes to a focus at plus optical infinity طب ممكن سان يقول هل هذه بالحسابات بتظبط معانا؟ بنقول نعم بالحسابات بتظبط معانا و هنضيف شريحة عشان نحسب هذه القضية عشان نحسب هذه القضية بنقول كالقادة", "tokens": [27690, 7123, 11, 1442, 28211, 990, 490, 19894, 44183, 264, 6765, 1263, 33008, 293, 1487, 281, 257, 1879, 412, 1804, 20674, 13202, 23032, 3555, 3714, 43020, 8608, 7649, 7251, 39648, 8032, 1211, 29538, 20666, 5016, 3794, 16758, 9307, 39894, 19913, 3555, 9566, 20449, 7649, 995, 22807, 44945, 39648, 8717, 25957, 20666, 5016, 3794, 16758, 9307, 39894, 19913, 3555, 9566, 20449, 7649, 995, 4032, 8032, 1863, 11242, 33911, 13412, 16572, 5016, 3660, 6225, 8592, 7649, 8717, 5016, 35457, 29538, 25062, 11242, 10632, 6225, 8592, 7649, 8717, 5016, 35457, 29538, 25062, 11242, 10632, 44945, 39648, 9122, 6027, 4587, 18513, 3660], "avg_logprob": -0.19949494287221117, "compression_ratio": 1.7162162162162162, "no_speech_prob": 2.980232238769531e-07, "words": [{"start": 606.79, "end": 607.03, "word": "By", "probability": 0.77880859375}, {"start": 607.03, "end": 607.63, "word": " definition,", "probability": 0.89990234375}, {"start": 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"word": " focus", "probability": 0.93994140625}, {"start": 618.25, "end": 619.05, "word": " at", "probability": 0.9296875}, {"start": 619.05, "end": 619.49, "word": " plus", "probability": 0.71337890625}, {"start": 619.49, "end": 620.09, "word": " optical", "probability": 0.93212890625}, {"start": 620.09, "end": 621.27, "word": " infinity", "probability": 0.81982421875}, {"start": 621.27, "end": 621.85, "word": " طب", "probability": 0.40838623046875}, {"start": 621.85, "end": 622.17, "word": " ممكن", "probability": 0.906494140625}, {"start": 622.17, "end": 622.41, "word": " سان", "probability": 0.630859375}, {"start": 622.41, "end": 622.67, "word": " يقول", "probability": 0.951171875}, {"start": 622.67, "end": 623.25, "word": " هل", "probability": 0.791259765625}, {"start": 623.25, "end": 623.49, "word": " هذه", "probability": 0.58935546875}, {"start": 623.49, "end": 624.25, "word": " بالحسابات", "probability": 0.87939453125}, {"start": 624.25, "end": 624.79, "word": " بتظبط", "probability": 0.803466796875}, {"start": 624.79, "end": 625.63, "word": " معانا؟", "probability": 0.8209228515625}, {"start": 625.63, "end": 625.93, "word": " بنقول", "probability": 0.66845703125}, {"start": 625.93, "end": 626.37, "word": " نعم", "probability": 0.78515625}, {"start": 626.37, "end": 627.05, "word": " بالحسابات", "probability": 0.884912109375}, {"start": 627.05, "end": 627.57, "word": " بتظبط", "probability": 0.9923095703125}, {"start": 627.57, "end": 627.97, "word": " معانا", "probability": 0.9934895833333334}, {"start": 627.97, "end": 628.03, "word": " و", "probability": 0.853515625}, {"start": 628.03, "end": 628.41, "word": " هنضيف", "probability": 0.9093017578125}, {"start": 628.41, "end": 628.89, "word": " شريحة", "probability": 0.9921875}, {"start": 628.89, "end": 629.27, "word": " عشان", "probability": 0.97900390625}, {"start": 629.27, "end": 631.09, "word": " نحسب", "probability": 0.9894205729166666}, {"start": 631.09, "end": 631.49, "word": " هذه", "probability": 0.9384765625}, {"start": 631.49, "end": 632.35, "word": " القضية", "probability": 0.9873046875}, {"start": 632.35, "end": 632.65, "word": " عشان", "probability": 0.9459635416666666}, {"start": 632.65, "end": 632.99, "word": " نحسب", "probability": 0.99658203125}, {"start": 632.99, "end": 633.23, "word": " هذه", "probability": 0.970703125}, {"start": 633.23, "end": 633.81, "word": " القضية", "probability": 0.9949544270833334}, {"start": 633.81, "end": 634.27, "word": " بنقول", "probability": 0.810302734375}, {"start": 634.27, "end": 634.85, "word": " كالقادة", "probability": 0.8353515625}], "temperature": 1.0}, {"id": 30, "seek": 66645, "start": 637.57, "end": 666.45, "text": "عندي عدسة plus خمسة, هاي ال optical axis عدسة plus خمسة و ال plus خمسة معروف زي ما قولنا قبل شوية انه ال anterior focus بتاعها على شمالها بعشرين عفوا هدي لغة عربية plus خمسة diopter", "tokens": [3615, 1863, 16254, 6225, 3215, 3794, 3660, 1804, 16490, 2304, 3794, 3660, 11, 8032, 47302, 2423, 20674, 10298, 6225, 3215, 3794, 3660, 1804, 16490, 2304, 3794, 3660, 4032, 2423, 1804, 16490, 2304, 3794, 3660, 20449, 32887, 5172, 30767, 1829, 19446, 12174, 12610, 8315, 12174, 36150, 13412, 2407, 10632, 16472, 3224, 2423, 22272, 1879, 39894, 45761, 11296, 15844, 13412, 2304, 6027, 11296, 4724, 3615, 46309, 9957, 6225, 5172, 14407, 8032, 16254, 5296, 17082, 3660, 6225, 25513, 10632, 1804, 16490, 2304, 3794, 3660, 1026, 404, 391], "avg_logprob": -0.23419118137920605, "compression_ratio": 1.603448275862069, "no_speech_prob": 5.960464477539063e-08, "words": [{"start": 637.57, "end": 637.95, "word": "عندي", "probability": 0.70263671875}, {"start": 637.95, "end": 638.39, "word": " عدسة", "probability": 0.9669189453125}, {"start": 638.39, "end": 638.65, "word": " plus", "probability": 0.8486328125}, {"start": 638.65, "end": 639.29, "word": " خمسة,", "probability": 0.76434326171875}, {"start": 639.87, "end": 640.09, "word": " هاي", "probability": 0.509765625}, {"start": 640.09, "end": 640.17, "word": " ال", "probability": 0.9755859375}, {"start": 640.17, "end": 640.45, "word": " optical", "probability": 0.9033203125}, {"start": 640.45, "end": 641.17, "word": " axis", "probability": 0.90234375}, {"start": 641.17, "end": 644.27, "word": " عدسة", "probability": 0.8837890625}, {"start": 644.27, "end": 644.53, "word": " plus", "probability": 0.966796875}, {"start": 644.53, "end": 645.99, "word": " خمسة", "probability": 0.983642578125}, {"start": 645.99, "end": 649.33, "word": " و", "probability": 0.71630859375}, {"start": 649.33, "end": 649.43, "word": " ال", "probability": 0.81982421875}, {"start": 649.43, "end": 649.69, "word": " plus", "probability": 0.93115234375}, {"start": 649.69, "end": 650.15, "word": " خمسة", "probability": 0.98828125}, {"start": 650.15, "end": 650.59, "word": " معروف", "probability": 0.9915364583333334}, {"start": 650.59, "end": 650.79, "word": " زي", "probability": 0.891845703125}, {"start": 650.79, "end": 650.89, "word": " ما", "probability": 0.97314453125}, {"start": 650.89, "end": 651.15, "word": " قولنا", "probability": 0.79638671875}, {"start": 651.15, "end": 651.41, "word": " قبل", "probability": 0.845458984375}, {"start": 651.41, "end": 651.83, "word": " شوية", "probability": 0.9557291666666666}, {"start": 651.83, "end": 652.81, "word": " انه", "probability": 0.62353515625}, {"start": 652.81, "end": 653.47, "word": " ال", "probability": 0.9580078125}, {"start": 653.47, "end": 654.27, "word": " anterior", "probability": 0.6220703125}, {"start": 654.27, "end": 654.87, "word": " focus", "probability": 0.98828125}, {"start": 654.87, "end": 655.59, "word": " بتاعها", "probability": 0.8902994791666666}, {"start": 655.59, "end": 656.33, "word": " على", "probability": 0.7998046875}, {"start": 656.33, "end": 657.03, "word": " شمالها", "probability": 0.9520263671875}, {"start": 657.03, "end": 660.07, "word": " بعشرين", "probability": 0.7528076171875}, {"start": 660.07, "end": 661.51, "word": " عفوا", "probability": 0.7141927083333334}, {"start": 661.51, "end": 661.93, "word": " هدي", "probability": 0.236572265625}, {"start": 661.93, "end": 662.43, "word": " لغة", "probability": 0.79931640625}, {"start": 662.43, "end": 663.05, "word": " عربية", "probability": 0.9248046875}, {"start": 663.05, "end": 664.35, "word": " plus", "probability": 0.58740234375}, {"start": 664.35, "end": 665.57, "word": " خمسة", "probability": 0.9840087890625}, {"start": 665.57, "end": 666.45, "word": " diopter", "probability": 0.8169759114583334}], "temperature": 1.0}, {"id": 31, "seek": 69018, "start": 669.18, "end": 690.18, "text": "بنقول كالقاتى انه FA بتبعد عشرين سانتي يعني لو تصورنا انه في عندى object على FA جاي object على FA هذا ال object", "tokens": [3555, 1863, 39648, 9122, 6027, 4587, 9307, 7578, 16472, 3224, 19894, 39894, 3555, 22488, 6225, 46309, 9957, 8608, 7649, 31371, 37495, 22653, 45164, 6055, 9381, 13063, 8315, 16472, 3224, 8978, 43242, 7578, 2657, 15844, 19894, 10874, 47302, 2657, 15844, 19894, 23758, 2423, 2657], "avg_logprob": -0.31782670319080353, "compression_ratio": 1.3968253968253967, "no_speech_prob": 3.3974647521972656e-06, "words": [{"start": 669.18, "end": 669.6, "word": "بنقول", "probability": 0.660797119140625}, {"start": 669.6, "end": 670.32, "word": " كالقاتى", "probability": 0.6828125}, {"start": 670.32, "end": 671.52, "word": " انه", "probability": 0.5906982421875}, {"start": 671.52, "end": 672.04, "word": " FA", "probability": 0.299560546875}, {"start": 672.04, "end": 672.58, "word": " بتبعد", "probability": 0.8678385416666666}, {"start": 672.58, "end": 673.0, "word": " عشرين", "probability": 0.8623046875}, {"start": 673.0, "end": 673.38, "word": " سانتي", "probability": 0.6087239583333334}, {"start": 673.38, "end": 673.54, "word": " يعني", "probability": 0.57568359375}, {"start": 673.54, "end": 673.72, "word": " لو", "probability": 0.94677734375}, {"start": 673.72, "end": 674.38, "word": " تصورنا", "probability": 0.9735107421875}, {"start": 674.38, "end": 674.68, "word": " انه", "probability": 0.83935546875}, {"start": 674.68, "end": 674.8, "word": " في", "probability": 0.814453125}, {"start": 674.8, "end": 675.16, "word": " عندى", "probability": 0.796630859375}, {"start": 675.16, "end": 675.76, "word": " object", "probability": 0.984375}, {"start": 675.76, "end": 678.34, "word": " على", "probability": 0.701171875}, {"start": 678.34, "end": 678.82, "word": " FA", "probability": 0.93310546875}, {"start": 678.82, "end": 679.16, "word": " جاي", "probability": 0.863525390625}, {"start": 679.16, "end": 680.7, "word": " object", "probability": 0.87109375}, {"start": 680.7, "end": 681.06, "word": " على", "probability": 0.828125}, {"start": 681.06, "end": 681.66, "word": " FA", "probability": 0.9482421875}, {"start": 681.66, "end": 689.6, "word": " هذا", "probability": 0.76708984375}, {"start": 689.6, "end": 689.74, "word": " ال", "probability": 0.99365234375}, {"start": 689.74, "end": 690.18, "word": " object", "probability": 0.962890625}], "temperature": 1.0}, {"id": 32, "seek": 71862, "start": 691.62, "end": 718.62, "text": "How much is his U? How much is his U? To know the picture that will be formed, we say U is equal to negative N over O and is equal to negative 1 over 20 centimeters which is at a distance of F A and F A is at a distance of 20 centimeters, so 1 over 2 of 10 meters and is equal to negative 5 diodes", "tokens": [6462, 709, 307, 702, 624, 30, 1012, 709, 307, 702, 624, 30, 1407, 458, 264, 3036, 300, 486, 312, 8693, 11, 321, 584, 624, 307, 2681, 281, 3671, 426, 670, 422, 293, 307, 2681, 281, 3671, 502, 670, 945, 23300, 597, 307, 412, 257, 4560, 295, 479, 316, 293, 479, 316, 307, 412, 257, 4560, 295, 945, 23300, 11, 370, 502, 670, 568, 295, 1266, 8146, 293, 307, 2681, 281, 3671, 1025, 1026, 4789], "avg_logprob": -0.515000023841858, "compression_ratio": 1.8333333333333333, "no_speech_prob": 4.76837158203125e-07, "words": [{"start": 691.62, "end": 691.86, "word": "How", "probability": 0.088623046875}, {"start": 691.86, "end": 692.1, "word": " much", "probability": 0.51416015625}, {"start": 692.1, "end": 692.16, "word": " is", 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The light came out of it and some of it entered the lens Does it have a feature? What is this point? 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You can say that this is not parallel. No, it is parallel, but the distances between them are different. It is not a problem, but they are parallel to each other. That is, this and this and this and this are all parallel, okay? Okay, now as long as it is parallel and this is parallel, this will form a picture in the plus optical infinity and this will also form a picture in the plus optical infinity. 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Why not parallel to the optical axis? Because the point source is called off axis, not coming to the optical axis. Here, the point source is coming to the optical axis, exactly coming to the anterior focal point. 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What does this mean? 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Because its divergence is zero What does zero mean divergence? It means it is neither convergent nor divergent That is, the U at the surface of the lens is zero Example, we say as usual Equivalent rays to each other Let's suppose we have an example here", "tokens": [36, 358, 3576, 317, 24417, 1348, 490, 264, 3175, 20674, 13202, 322, 264, 1411, 1252, 1545, 630, 321, 584, 1348, 490, 264, 3175, 20674, 13202, 30, 1436, 1080, 47387, 307, 4018, 708, 775, 4018, 914, 47387, 30, 467, 1355, 309, 307, 9662, 9652, 6930, 6051, 18558, 6930, 663, 307, 11, 264, 624, 412, 264, 3753, 295, 264, 6765, 307, 4018, 24755, 781, 11, 321, 584, 382, 7713, 15624, 3576, 317, 24417, 281, 1184, 661, 961, 311, 7297, 321, 362, 364, 1365, 510], "avg_logprob": -0.49096385829419975, "compression_ratio": 1.7924528301886793, "no_speech_prob": 1.430511474609375e-06, "words": [{"start": 1858.26, "end": 1858.86, "word": "Equivalent", "probability": 0.3901519775390625}, {"start": 1858.86, "end": 1858.86, "word": " rays", "probability": 0.634765625}, {"start": 1858.86, "end": 1859.94, 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0.9091796875}, {"start": 1879.5, "end": 1879.88, "word": " zero", "probability": 0.87841796875}, {"start": 1879.88, "end": 1880.52, "word": " Example,", "probability": 0.6571044921875}, {"start": 1880.84, "end": 1881.1, "word": " we", "probability": 0.50732421875}, {"start": 1881.1, "end": 1881.3, "word": " say", "probability": 0.83984375}, {"start": 1881.3, "end": 1881.44, "word": " as", "probability": 0.77099609375}, {"start": 1881.44, "end": 1881.82, "word": " usual", "probability": 0.8837890625}, {"start": 1881.82, "end": 1882.82, "word": " Equivalent", "probability": 0.83203125}, {"start": 1882.82, "end": 1883.32, "word": " rays", "probability": 0.92431640625}, {"start": 1883.32, "end": 1883.92, "word": " to", "probability": 0.28564453125}, {"start": 1883.92, "end": 1884.32, "word": " each", "probability": 0.91015625}, {"start": 1884.32, "end": 1884.6, "word": " other", "probability": 0.8896484375}, {"start": 1884.6, "end": 1885.38, "word": " Let's", "probability": 0.58251953125}, 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{"start": 1922.7, "end": 1922.78, "word": " at", "probability": 0.14892578125}, {"start": 1922.78, "end": 1923.02, "word": " the", "probability": 0.91162109375}, {"start": 1923.02, "end": 1923.02, "word": " same", "probability": 0.91845703125}, {"start": 1923.02, "end": 1923.38, "word": " time", "probability": 0.86083984375}, {"start": 1923.38, "end": 1923.84, "word": " parallel", "probability": 0.89599609375}, {"start": 1923.84, "end": 1924.02, "word": " to", "probability": 0.9716796875}, {"start": 1924.02, "end": 1924.12, "word": " the", "probability": 0.90380859375}, {"start": 1924.12, "end": 1924.46, "word": " optical", "probability": 0.9423828125}, {"start": 1924.46, "end": 1925.3, "word": " axis", "probability": 0.97314453125}, {"start": 1925.3, "end": 1928.16, "word": " Let's", "probability": 0.5377197265625}, {"start": 1928.16, "end": 1928.34, "word": " draw", "probability": 0.78466796875}, {"start": 1928.34, "end": 1928.56, "word": " it", "probability": 0.6416015625}, 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{"start": 1939.1, "end": 1941.64, "word": " Let's", "probability": 0.54058837890625}, {"start": 1941.64, "end": 1941.8, "word": " say", "probability": 0.6552734375}, {"start": 1941.8, "end": 1941.98, "word": " as", "probability": 0.56201171875}, {"start": 1941.98, "end": 1942.34, "word": " follows", "probability": 0.673828125}], "temperature": 1.0}, {"id": 81, "seek": 197093, "start": 1945.89, "end": 1970.93, "text": "يو تساوي ناقص ان على او انا بدي او او تساوي ناقص ان على يو وي��اوي", "tokens": [1829, 2407, 6055, 3794, 995, 45865, 8717, 995, 4587, 9381, 16472, 15844, 1975, 2407, 1975, 8315, 4724, 16254, 1975, 2407, 1975, 2407, 6055, 3794, 995, 45865, 8717, 995, 4587, 9381, 16472, 15844, 7251, 2407, 4032, 1829, 3794, 995, 45865], "avg_logprob": -0.2460937589406967, "compression_ratio": 1.6666666666666667, "no_speech_prob": 5.960464477539063e-08, "words": [{"start": 1945.89, "end": 1946.53, "word": "يو", "probability": 0.2462158203125}, {"start": 1946.53, "end": 1947.73, "word": " 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"probability": 0.83447265625}, {"start": 1965.27, "end": 1968.39, "word": " يو", "probability": 0.9189453125}, {"start": 1968.39, "end": 1970.93, "word": " ويساوي", "probability": 0.85966796875}], "temperature": 1.0}, {"id": 82, "seek": 199287, "start": 1972.39, "end": 1992.87, "text": "-1 to the power of U0. Why U0? Because the rays are parallel to each other. U is the vergence, and we said that the vergence of the parallel rays is zero. Any part divided by zero minus infinity. 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I want it plus", "tokens": [33553, 438, 385, 11, 1580, 4114, 7699, 11, 13442, 11, 2309, 11, 13442, 11, 2309, 3477, 11, 718, 311, 3079, 341, 15667, 11, 321, 584, 382, 10002, 11, 321, 362, 4386, 286, 528, 309, 1804], "avg_logprob": -0.5998263839218352, "compression_ratio": 1.2407407407407407, "no_speech_prob": 2.384185791015625e-07, "words": [{"start": 2220.51, "end": 2220.87, "word": "Excuse", "probability": 0.57537841796875}, {"start": 2220.87, "end": 2221.01, "word": " me,", "probability": 0.9453125}, {"start": 2221.05, "end": 2221.25, "word": " someone", "probability": 0.2464599609375}, {"start": 2221.25, "end": 2221.49, "word": " wrote", "probability": 0.7451171875}, {"start": 2221.49, "end": 2222.13, "word": " twenty,", "probability": 0.52880859375}, {"start": 2222.57, "end": 2223.49, "word": " fifty,", "probability": 0.89892578125}, {"start": 2224.09, "end": 2224.31, "word": " six,", "probability": 0.06768798828125}, {"start": 2224.41, "end": 2224.89, "word": " fifty,", 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"probability": 0.72607421875}, {"start": 2229.59, "end": 2230.03, "word": " ..", "probability": 0.1502685546875}, {"start": 2230.03, "end": 2230.37, "word": " I", "probability": 0.69580078125}, {"start": 2230.37, "end": 2230.53, "word": " want", "probability": 0.7939453125}, {"start": 2230.53, "end": 2230.85, "word": " it", "probability": 0.533203125}, {"start": 2230.85, "end": 2231.33, "word": " plus", "probability": 0.73876953125}], "temperature": 1.0}, {"id": 94, "seek": 226260, "start": 2233.1, "end": 2262.6, "text": "2 diopter means it should be 50 cm 500 mm Let's apply this and see how the image is gathered at a distance of 50 cm at the point Always the rays are always parallel inside the lens Inside the lens coming from the minus optical infinity Always without any calculations The image of the parallel rays will be in the posterior focal point", "tokens": [17, 1026, 404, 391, 1355, 309, 820, 312, 2625, 14668, 5923, 11169, 961, 311, 3079, 341, 293, 536, 577, 264, 3256, 307, 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I divide it by Uncharted which is the refractive index behind the lens Uncharted divided by the power of the lens. 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On a distance of 5 cm, which is 10 cm, 20 cm, which is on a distance of 5 cm. So, in one word, in one word, any lens that has a collimated light that is parallel to each other and parallel to the optical axis, the image will be formed in the posterior focal point exactly as this drawing indicates. Is the story over? No. The thing is still missing. 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to let's go to the calculator quickly we divide one and three out of ten by five", "tokens": [17566, 510, 264, 4188, 307, 819, 570, 510, 264, 2808, 307, 406, 42632, 11, 510, 307, 1988, 11, 510, 307, 1281, 370, 264, 45353, 488, 8186, 295, 1281, 307, 472, 293, 1045, 484, 295, 2064, 6666, 538, 1732, 341, 307, 5044, 813, 420, 2681, 281, 718, 311, 352, 281, 264, 24993, 2661, 321, 9845, 472, 293, 1045, 484, 295, 2064, 538, 1732], "avg_logprob": -0.4982638756434123, "compression_ratio": 1.7738095238095237, "no_speech_prob": 8.940696716308594e-07, "words": [{"start": 2592.15, "end": 2592.67, "word": "because", "probability": 0.0413818359375}, {"start": 2592.67, "end": 2592.93, "word": " here", "probability": 0.495849609375}, {"start": 2592.93, "end": 2592.99, "word": " the", "probability": 0.66357421875}, {"start": 2592.99, "end": 2593.29, "word": " condition", "probability": 0.408447265625}, {"start": 2593.29, "end": 2593.47, "word": " is", "probability": 0.52490234375}, {"start": 2593.47, 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When is it equal to fA and fB in their distance from the lens? When the middle is homogenous, when the middle is homogenous, and this is how we explain these things.", "tokens": [6455, 562, 264, 2808, 307, 406, 3655, 45519, 11, 510, 1988, 293, 510, 1281, 11, 264, 1868, 2799, 6067, 1314, 490, 264, 6765, 538, 945, 14668, 11, 1339, 264, 8250, 2799, 6067, 1314, 490, 264, 6765, 538, 7551, 14668, 11, 597, 1355, 3052, 1314, 490, 264, 1868, 2799, 13, 1133, 307, 309, 2681, 281, 283, 32, 293, 283, 33, 294, 641, 4560, 490, 264, 6765, 30, 1133, 264, 2808, 307, 3655, 45519, 11, 562, 264, 2808, 307, 3655, 45519, 11, 293, 341, 307, 577, 321, 2903, 613, 721, 13], "avg_logprob": -0.47013887994819215, "compression_ratio": 1.994818652849741, "no_speech_prob": 2.205371856689453e-06, "words": [{"start": 2640.19, "end": 2640.59, "word": "So", "probability": 0.56298828125}, {"start": 2640.59, "end": 2641.01, "word": " when", "probability": 0.666015625}, {"start": 2641.01, "end": 2641.35, "word": " the", "probability": 0.8115234375}, {"start": 2641.35, "end": 2641.51, 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"text": "For a thin lens immersed in a uniform medium, uniform optical medium such as air or water, F-A and F-P are equidistant from the lens. Okay, now there is one last point. We have two types of lenses. We have the plus lens, which we always talk about, and the minus lens, which so far we have not mentioned at all. Of course, what is different from each other? 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"temperature": 1.0}, {"id": 114, "seek": 278135, "start": 2765.01, "end": 2781.35, "text": "For a convex plus power spherical lens, FA is located anterior to the lens and FP is located posterior to the lens. For a concave minus spherical lens, the points are reversed. 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But we will keep using F-A and F-P because God willing, it does not cause any confusion. 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