diff --git "a/PL9fwy3NUQKwasVXkhUjp6LPUI_sOpX-0N/jTcVRskg5cM_raw.json" "b/PL9fwy3NUQKwasVXkhUjp6LPUI_sOpX-0N/jTcVRskg5cM_raw.json" new file mode 100644--- /dev/null +++ "b/PL9fwy3NUQKwasVXkhUjp6LPUI_sOpX-0N/jTcVRskg5cM_raw.json" @@ -0,0 +1 @@ +{"segments": [{"id": 1, "seek": 268, "start": 0.0, "end": 2.68, "text": "موسيقى", "tokens": [2304, 41779, 1829, 4587, 7578], "avg_logprob": -0.3717447817325592, "compression_ratio": 0.5714285714285714, "no_speech_prob": 0.0029811859130859375, "words": [{"start": 0.0, "end": 2.68, "word": "موسيقى", "probability": 0.7352294921875}], "temperature": 1.0}, {"id": 2, "seek": 3795, "start": 10.93, "end": 37.95, "text": "بسم الله الرحمن الرحيم اليوم ان شاء الله بنكمل عن الموضوع اللى بدنا فيه المرة الماضية وهو ال inverse function معكوس الدالة اخر حاجة اعطيناها المرة اللى فات كان مثال على كيفية اثبات ان دالتين واحدة معكوس للثانية الان بناخد مثال اخر حول نفس المفهوم لكن بفكرة اخرى المثال بيقول ما يأتي let ال F of X", "tokens": [3555, 38251, 21984, 34892, 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"end": 785.9, "word": " X", "probability": 0.9775390625}, {"start": 785.9, "end": 786.36, "word": " بهذا", "probability": 0.9658203125}, {"start": 786.36, "end": 786.8, "word": " الشكل", "probability": 0.98779296875}], "temperature": 1.0}, {"id": 35, "seek": 81564, "start": 788.52, "end": 815.64, "text": "يبقى هاي قلبنا الرسمة عبر main عبر الخط y تساوي x نبدأ نشتغل الشغل الرياضي يعني الشغل العملي فاخد المثال التالي example determine whether or not determine whether or not", "tokens": [1829, 3555, 4587, 7578, 8032, 47302, 12174, 46152, 8315, 34892, 38251, 3660, 6225, 26890, 2135, 6225, 26890, 33962, 9566, 288, 6055, 3794, 995, 45865, 2031, 8717, 44510, 10721, 8717, 8592, 2655, 17082, 1211, 25124, 17082, 1211, 2423, 16572, 46958, 1829, 37495, 22653, 25124, 17082, 1211, 18863, 2304, 20292, 6156, 47283, 3215, 9673, 12984, 6027, 16712, 6027, 1829, 1365, 6997, 1968, 420, 406, 6997, 1968, 420, 406], "avg_logprob": -0.15450093594949638, "compression_ratio": 1.5582822085889572, 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"word": " يبقى", "probability": 0.9283447265625}, {"start": 958.59, "end": 958.91, "word": " معناه", "probability": 0.8146158854166666}, {"start": 958.91, "end": 959.13, "word": " هذا", "probability": 0.79296875}, {"start": 959.13, "end": 959.55, "word": " الكلام", "probability": 0.966796875}, {"start": 959.55, "end": 959.73, "word": " ما", "probability": 0.662109375}, {"start": 959.73, "end": 960.07, "word": " له؟", "probability": 0.7587890625}], "temperature": 1.0}, {"id": 42, "seek": 98166, "start": 960.1, "end": 981.66, "text": "ال F is not one to one because ال F of اتنين بده يساوي F of سالب اتنين but ولكن اتنين لا تساوي سالب اتنين يبقى في عندي معكوس", "tokens": [6027, 479, 307, 406, 472, 281, 472, 570, 2423, 479, 295, 1975, 2655, 1863, 9957, 47525, 3224, 7251, 3794, 995, 45865, 479, 295, 8608, 6027, 3555, 1975, 2655, 1863, 9957, 457, 35525, 19452, 1975, 2655, 1863, 9957, 20193, 6055, 3794, 995, 45865, 8608, 6027, 3555, 1975, 2655, 1863, 9957, 7251, 3555, 4587, 7578, 8978, 18871, 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"text": "خطوة تانية بدي اعمل interchange ما بين ال X و ما بين ال Y يبقى هنا بجي بقولك interchange ال X and ال Y we get نحصل على ما يأتي ال Y تساوي اتنين ناقص الجذر التالت ال X مين هي هذه؟", "tokens": [9778, 9566, 2407, 3660, 6055, 7649, 10632, 4724, 16254, 1975, 25957, 1211, 30358, 19446, 49374, 2423, 1783, 4032, 19446, 49374, 2423, 398, 7251, 3555, 4587, 7578, 34105, 4724, 7435, 1829, 4724, 39648, 4117, 30358, 2423, 1783, 293, 2423, 398, 321, 483, 8717, 5016, 36520, 15844, 19446, 7251, 10721, 31371, 2423, 398, 6055, 3794, 995, 45865, 1975, 2655, 1863, 9957, 8717, 995, 4587, 9381, 25724, 8848, 2288, 16712, 6027, 2655, 2423, 1783, 3714, 9957, 39896, 29538, 22807], "avg_logprob": -0.23498376700785253, "compression_ratio": 1.5942857142857143, "no_speech_prob": 5.960464477539063e-08, "words": [{"start": 1231.8400000000001, "end": 1232.88, "word": "خطوة", "probability": 0.8343505859375}, {"start": 1232.88, "end": 1233.24, "word": " تانية", "probability": 0.8709309895833334}, {"start": 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{"start": 1264.62, "end": 1266.56, "word": " طب", "probability": 0.4598388671875}, {"start": 1266.56, "end": 1267.1, "word": " كويسي", "probability": 0.74078369140625}, {"start": 1267.1, "end": 1267.36, "word": " بجان", "probability": 0.728515625}, {"start": 1267.36, "end": 1267.8, "word": " تهيرا", "probability": 0.724853515625}, {"start": 1267.8, "end": 1268.44, "word": " نحل", "probability": 0.7246907552083334}, {"start": 1268.44, "end": 1268.98, "word": " السؤال", "probability": 0.9894205729166666}, {"start": 1268.98, "end": 1269.9, "word": " هذا", "probability": 0.70703125}, {"start": 1269.9, "end": 1271.28, "word": " السؤال", "probability": 0.99169921875}, {"start": 1271.28, "end": 1272.28, "word": " يعتبر", "probability": 0.9749348958333334}, {"start": 1272.28, "end": 1273.18, "word": " تطبيق", "probability": 0.9830322265625}, {"start": 1273.18, "end": 1274.08, "word": " مباشر", "probability": 0.9935302734375}, {"start": 1274.08, "end": 1274.36, "word": " على", "probability": 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وبهالسهولة هيك يعني بعض المثال فيها ايه فكري شوية خد كمان مثال ونشوف كيف بدنا نعمل فيه كمان مثال يبقى example 3", "tokens": [6027, 7649, 37893, 28242, 9673, 12984, 6027, 39894, 1829, 7435, 1829, 39627, 6027, 3555, 3794, 41193, 3660, 46599, 3224, 6027, 3794, 3224, 12610, 3660, 39896, 4117, 37495, 22653, 45030, 11242, 9673, 12984, 6027, 8978, 11296, 1975, 1829, 3224, 6156, 4117, 16572, 13412, 2407, 10632, 16490, 3215, 9122, 2304, 7649, 50113, 6027, 4032, 1863, 8592, 38688, 9122, 33911, 47525, 8315, 8717, 25957, 1211, 8978, 3224, 9122, 2304, 7649, 50113, 6027, 7251, 3555, 4587, 7578, 1365, 805], "avg_logprob": -0.14514802023768425, "compression_ratio": 1.6776315789473684, "no_speech_prob": 5.960464477539063e-08, "words": [{"start": 1281.77, "end": 1282.31, "word": "الان", "probability": 0.802978515625}, {"start": 1282.31, "end": 1282.57, "word": " مش", "probability": 0.88232421875}, {"start": 1282.57, "end": 1283.01, "word": " كل", "probability": 0.97705078125}, {"start": 1283.01, "end": 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differentiable عن كل نقطة في دومينها", "tokens": [3555, 39648, 23758, 2423, 28820, 10943, 15844, 27188, 2655, 25720, 286, 7251, 3555, 4587, 7578, 8978, 29538, 21542, 6027, 3660, 4724, 30544, 20449, 4117, 41779, 3660, 11778, 6027, 3660, 39896, 11778, 6027, 3660, 12174, 16758, 37977, 32767, 9957, 24976, 33599, 2655, 23557, 4117, 27188, 16472, 5172, 2288, 3794, 307, 819, 9364, 18871, 28242, 8717, 47432, 3660, 8978, 11778, 20498, 9957, 11296], "avg_logprob": -0.28477821619279925, "compression_ratio": 1.4876543209876543, "no_speech_prob": 0.0, "words": [{"start": 2599.35, "end": 2599.87, "word": "بقول", "probability": 0.38568115234375}, {"start": 2599.87, "end": 2600.15, "word": " هذا", "probability": 0.313720703125}, {"start": 2600.15, "end": 2600.57, "word": " الكلام", "probability": 0.9052734375}, {"start": 2600.57, "end": 2600.75, "word": " على", "probability": 0.732421875}, {"start": 2600.75, "end": 2601.33, "word": " الفترة", "probability": 0.97900390625}, {"start": 2601.33, "end": 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كان في ال bus بنزله في المقام يعني A بصير واحد على A عشرة بصير واحد على عشرة هي مقلوبة is the reciprocal مقلوب the value of F prime", "tokens": [6027, 39184, 479, 17340, 16070, 39184, 316, 8978, 11778, 20498, 9957, 2423, 39184, 479, 7251, 3555, 4587, 7578, 43242, 28239, 47432, 3660, 363, 5296, 2655, 3794, 995, 45865, 479, 295, 316, 294, 264, 9274, 295, 479, 17340, 307, 264, 46948, 37495, 22653, 13412, 3555, 3224, 3714, 4587, 1211, 37746, 3714, 4587, 1211, 37746, 37495, 22653, 25961, 8978, 2423, 1255, 44945, 11622, 43761, 8978, 9673, 4587, 10943, 37495, 22653, 316, 4724, 9381, 13546, 36764, 24401, 15844, 316, 6225, 8592, 25720, 4724, 9381, 13546, 36764, 24401, 15844, 6225, 8592, 25720, 39896, 3714, 4587, 1211, 37746, 3660, 307, 264, 46948, 3714, 4587, 1211, 37746, 264, 2158, 295, 479, 5835], "avg_logprob": -0.33761683022864514, "compression_ratio": 1.8240740740740742, "no_speech_prob": 0.0, "words": [{"start": 2634.39, "end": 2634.71, "word": "الـ", "probability": 0.323089599609375}, 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مشتقة الدالة F عند النقطة A التي هي F inverse of B التلت أسطر و نص هذول بناروح نصيغهم في سطر واحد فقط لغير", "tokens": [3224, 2407, 3714, 4587, 1211, 37746, 37893, 2655, 28671, 32748, 6027, 3660, 479, 43242, 28239, 47432, 3660, 316, 38392, 39896, 479, 17340, 295, 363, 16712, 1211, 2655, 5551, 3794, 9566, 2288, 4032, 8717, 9381, 8032, 8848, 12610, 4724, 8315, 32887, 5016, 8717, 9381, 1829, 17082, 16095, 8978, 8608, 9566, 2288, 36764, 24401, 6156, 47432, 5296, 17082, 13546], "avg_logprob": -0.38577585487530147, "compression_ratio": 1.352112676056338, "no_speech_prob": 5.960464477539063e-08, "words": [{"start": 2661.29, "end": 2661.99, "word": "هو", "probability": 0.29010009765625}, {"start": 2661.99, "end": 2662.77, "word": " مقلوب", "probability": 0.74835205078125}, {"start": 2662.77, "end": 2663.91, "word": " مشتقة", "probability": 0.76025390625}, {"start": 2663.91, "end": 2664.61, "word": " الدالة", "probability": 0.8046875}, {"start": 2664.61, "end": 2664.87, "word": " F", 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"temperature": 1.0}, {"id": 120, "seek": 279301, "start": 2770.77, "end": 2793.01, "text": "إذا المثال اللي توسع قلنا احنا وياكوا الشفوي هذا الـ Apoxys 11 المعادة الـ polynomial الطويلة هذه أثبتنا إن الـ F inverse exist لكن مش قادرين نجيبه لكن بقدر أجيب مشتقة معكوسة درلة بواسطة مين؟ بواسطة هذه النظرية عند أي نقطة موجودة في domain الـ F inverse", "tokens": [28814, 15730, 9673, 12984, 6027, 13672, 1829, 33427, 3794, 3615, 12174, 1211, 8315, 1975, 5016, 8315, 4032, 25528, 4117, 14407, 25124, 5172, 45865, 23758, 2423, 39184, 316, 2259, 87, 749, 2975, 9673, 3615, 18513, 3660, 2423, 39184, 26110, 41950, 2407, 26895, 3660, 29538, 5551, 12984, 3555, 2655, 8315, 36145, 2423, 39184, 479, 17340, 2514, 44381, 37893, 12174, 18513, 2288, 9957, 8717, 7435, 1829, 3555, 3224, 44381, 4724, 28543, 2288, 5551, 7435, 1829, 3555, 37893, 2655, 28671, 20449, 4117, 41779, 3660, 11778, 2288, 37977, 4724, 14407, 3794, 9566, 3660, 3714, 9957, 22807, 4724, 14407, 3794, 9566, 3660, 29538, 28239, 19913, 2288, 10632, 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