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+{"segments": [{"id": 1, "seek": 268, "start": 0.0, "end": 2.68, "text": "موسيقى", "tokens": [2304, 41779, 1829, 4587, 7578], "avg_logprob": -0.3159179786841075, "compression_ratio": 0.5714285714285714, "no_speech_prob": 0.0040130615234375, "words": [{"start": 0.0, "end": 2.68, "word": "موسيقى", "probability": 0.752783203125}], "temperature": 1.0}, {"id": 2, "seek": 3202, "start": 10.34, "end": 32.02, "text": "بسم الله الرحمن الرحيم نواصل ما ابتدأنا به في المرة الماضية اخر حاجة كنا بنتكلم فيها المرة الماضية لل infinite series المتسلسلات اللانهائية ووصلنا الى ال geometric series اللى هى المتسلسلة الهندسية", "tokens": [3555, 38251, 21984, 34892, 5016, 27842, 34892, 5016, 32640, 8717, 2407, 33546, 1211, 19446, 48127, 2655, 3215, 10721, 8315, 39627, 8978, 9673, 25720, 9673, 46958, 10632, 1975, 34740, 11331, 26108, 3660, 9122, 8315, 4724, 29399, 4117, 19528, 8978, 11296, 9673, 25720, 9673, 46958, 10632, 24976, 13785, 2638, 9673, 2655, 3794, 1211, 3794, 1211, 9307, 13672, 7649, 3224, 16373, 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minus one حيث A الحد الأول والR هو الأساس تبع المتسلسلة واخذنا على ذلك أربعة أمثلة، الآن بنذهب إلى المثال رقم خمس اللي عم نسميه اتنين لأن الأربعة كانوا مجموعة متآلفة", "tokens": [2407, 8848, 37983, 8315, 8978, 9673, 25720, 9673, 46958, 10632, 16472, 9673, 2655, 3794, 1211, 3794, 37977, 2423, 3224, 41260, 3794, 10632, 15844, 13412, 28820, 28811, 5296, 316, 497, 5551, 3794, 426, 3175, 472, 11331, 1829, 12984, 316, 21542, 3215, 16247, 12610, 16070, 49, 31439, 16247, 3794, 32277, 6055, 3555, 3615, 9673, 2655, 3794, 1211, 3794, 37977, 4032, 47283, 8848, 8315, 15844, 29910, 23275, 5551, 25513, 27884, 5551, 2304, 12984, 37977, 12399, 6024, 48506, 44945, 24192, 3555, 30731, 9673, 12984, 6027, 12602, 4587, 2304, 16490, 2304, 3794, 13672, 1829, 6225, 2304, 8717, 38251, 1829, 3224, 1975, 2655, 1863, 9957, 5296, 33456, 16247, 25513, 27884, 25961, 14407, 3714, 7435, 2304, 2407, 27884, 44650, 148, 95, 46538, 3660], "avg_logprob": -0.20178952482011583, "compression_ratio": 1.6926229508196722, 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تقولى هاتلى قيم x بحيث أن المتسلسل اللى قدامنا هادي convert يعنى ماهى القيم اللتي تاخدها x حتى تكون المتسلسل هادي convert", "tokens": [9566, 1829, 3555, 8717, 3215, 7578, 9673, 12984, 6027, 3714, 25720, 6055, 7649, 10632, 6055, 39648, 7578, 8032, 9307, 23942, 12174, 32640, 2031, 4724, 5016, 1829, 12984, 14739, 9673, 2655, 3794, 1211, 3794, 1211, 13672, 7578, 12174, 3215, 10943, 8315, 8032, 995, 16254, 7620, 37495, 1863, 7578, 19446, 3224, 7578, 25062, 32640, 13672, 31371, 6055, 47283, 3215, 11296, 2031, 11331, 49975, 6055, 30544, 9673, 2655, 3794, 1211, 3794, 1211, 8032, 995, 16254, 7620], "avg_logprob": -0.19679053953370532, "compression_ratio": 1.6666666666666667, "no_speech_prob": 0.0, "words": [{"start": 778.24, "end": 778.96, "word": "طيب", "probability": 0.732421875}, {"start": 778.96, "end": 779.6, "word": " ندى", "probability": 0.7169596354166666}, {"start": 779.6, "end": 780.06, "word": " المثال", "probability": 0.9921875}, {"start": 780.06, "end": 780.44, "word": " مرة", 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series converged ما ساوة صفر يبقى ال series diverged عشان نتفاهم بقول كمان مرة أعطاني series وقال لي شوف ليها converge ولا diverge بقوله مافيش مشكلة هذا الحد نوني وختم ال limit", "tokens": [3794, 995, 2407, 3660, 20328, 5172, 2288, 4724, 39648, 3224, 11933, 15730, 2423, 2638, 9652, 3004, 19446, 8608, 995, 2407, 3660, 20328, 5172, 2288, 7251, 3555, 4587, 7578, 2423, 2638, 18558, 3004, 6225, 8592, 7649, 8717, 2655, 5172, 995, 16095, 4724, 39648, 9122, 2304, 7649, 3714, 25720, 5551, 3615, 9566, 7649, 1829, 2638, 4032, 4587, 6027, 32239, 13412, 38688, 32239, 11296, 41881, 49429, 18558, 432, 4724, 39648, 3224, 19446, 41185, 8592, 37893, 28820, 3660, 23758, 21542, 3215, 8717, 11536, 1829, 4032, 9778, 39237, 2423, 4948], "avg_logprob": -0.2698037860005401, "compression_ratio": 1.7231638418079096, "no_speech_prob": 5.960464477539063e-08, "words": [{"start": 2664.81, "end": 2665.59, "word": "ساوة", "probability": 0.6878662109375}, {"start": 2665.59, "end": 2666.15, "word": " صفر", 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