diff --git "a/PL9fwy3NUQKwYd6gznbXUdYHgGQaov9O9i/5d44V0nLLq0_raw.json" "b/PL9fwy3NUQKwYd6gznbXUdYHgGQaov9O9i/5d44V0nLLq0_raw.json" new file mode 100644--- /dev/null +++ "b/PL9fwy3NUQKwYd6gznbXUdYHgGQaov9O9i/5d44V0nLLq0_raw.json" @@ -0,0 +1 @@ +{"segments": [{"id": 1, "seek": 1166, "start": 0.0, "end": 11.66, "text": "سلام عليكم ورحمة الله الرحمن الرحيم اليوم ان شاء الله راح نكمل في chapter عشرة اللي هو ال infinite sequence and series حكينا بالأول section عشرة واحد عن ال infinite sequence عرفنا إيش هي ال sequence", "tokens": [3794, 37440, 25894, 24793, 4032, 2288, 35571, 3660, 21984, 34892, 5016, 27842, 34892, 5016, 32640, 45595, 20498, 16472, 13412, 16606, 21984, 12602, 39319, 8717, 24793, 1211, 8978, 7187, 6225, 8592, 25720, 13672, 1829, 31439, 2423, 13785, 8310, 293, 2638, 11331, 4117, 1829, 8315, 20666, 10721, 12610, 3541, 6225, 8592, 25720, 36764, 24401, 18871, 2423, 13785, 8310, 6225, 28480, 8315, 11933, 1829, 8592, 39896, 2423, 8310], "avg_logprob": -0.33309659948854736, 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عرفنا أمتى بتكون الـ sequence converge and diverge الماء الشبطر راح نشوف اللي هو الـ series طبعا الـ infinite series راح نتعرف في section عشرة أثنين على ال infinite series إيش هي و تعريفها و كيف ممكن نشوف بعض أنواع من ال series ده هي converge أو diverge", "tokens": [3224, 2407, 6225, 28480, 8315, 5551, 2304, 49975, 39894, 30544, 2423, 39184, 8310, 41881, 293, 18558, 432, 9673, 16606, 25124, 3555, 9566, 2288, 12602, 39319, 8717, 8592, 38688, 13672, 1829, 31439, 2423, 39184, 2638, 23032, 3555, 3615, 995, 2423, 39184, 13785, 2638, 12602, 39319, 8717, 2655, 3615, 28480, 8978, 3541, 6225, 8592, 25720, 5551, 12984, 1863, 9957, 15844, 2423, 13785, 2638, 11933, 1829, 8592, 39896, 4032, 37279, 16572, 5172, 11296, 4032, 9122, 33911, 3714, 43020, 8717, 8592, 38688, 45030, 11242, 14739, 14407, 3615, 9154, 2423, 2638, 11778, 3224, 39896, 41881, 34051, 18558, 432], "avg_logprob": -0.2827460211008153, "compression_ratio": 1.724770642201835, "no_speech_prob": 1.9669532775878906e-06, "words": 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sequence of partial sums هي عبارة عن S1 S2 SN إلى اخرى إلى مال نهاية S1 هي اول حد من ال series S2 هي مجموع اول حدين S3 هي مجموع اول تلت حدود يعني SM هي مجموع M من الحدود", "tokens": [6027, 7649, 23032, 3555, 3615, 995, 29538, 2423, 7649, 5296, 15042, 8717, 11242, 3615, 34105, 16472, 37495, 22653, 8717, 38251, 1829, 11296, 16472, 12984, 6055, 13546, 2304, 2423, 7649, 12984, 6055, 13546, 2304, 46740, 24192, 2423, 2638, 44945, 3615, 28480, 8310, 9154, 2423, 2638, 29538, 44945, 38251, 1829, 11296, 8310, 295, 14641, 34499, 1975, 1829, 8592, 2423, 8310, 295, 14641, 34499, 39896, 6225, 3555, 9640, 3660, 18871, 318, 16, 318, 17, 318, 45, 30731, 1975, 34740, 7578, 30731, 3714, 6027, 8717, 11296, 10632, 318, 16, 39896, 1975, 12610, 11331, 3215, 9154, 2423, 2638, 318, 17, 39896, 3714, 7435, 2304, 45367, 1975, 12610, 11331, 3215, 9957, 318, 18, 39896, 3714, 7435, 2304, 45367, 1975, 12610, 6055, 1211, 2655, 11331, 3215, 23328, 37495, 22653, 13115, 39896, 3714, 7435, 2304, 45367, 376, 9154, 21542, 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1584.83, "end": 1585.31, "word": " أو", "probability": 0.9013671875}, {"start": 1585.31, "end": 1585.61, "word": " غير", "probability": 0.989501953125}, {"start": 1585.61, "end": 1586.17, "word": " موجود", "probability": 0.9892578125}, {"start": 1586.17, "end": 1586.89, "word": " فبتكون", "probability": 0.943603515625}, {"start": 1586.89, "end": 1587.05, "word": " ال", "probability": 0.9501953125}, {"start": 1587.05, "end": 1587.23, "word": " test", "probability": 0.91650390625}, {"start": 1587.23, "end": 1587.87, "word": " تبعتي", "probability": 0.9134521484375}, {"start": 1587.87, "end": 1590.13, "word": " divergent", "probability": 0.6378580729166666}, {"start": 1590.13, "end": 1591.27, "word": " يبقى", "probability": 0.8980712890625}, {"start": 1591.27, "end": 1591.83, "word": " ال", "probability": 0.4296875}, {"start": 1591.83, "end": 1592.11, "word": " test", "probability": 0.97705078125}, {"start": 1592.11, "end": 1592.37, "word": " هذا", "probability": 0.88427734375}, {"start": 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"probability": 0.71337890625}, {"start": 2086.02, "end": 2086.42, "word": " طالما", "probability": 0.9309895833333334}, {"start": 2086.42, "end": 2086.84, "word": " ماعملتش", "probability": 0.9076171875}, {"start": 2086.84, "end": 2087.24, "word": " القطة", "probability": 0.7552083333333334}, {"start": 2087.24, "end": 2087.54, "word": " اني", "probability": 0.82470703125}, {"start": 2087.54, "end": 2088.06, "word": " اوزع", "probability": 0.8221435546875}, {"start": 2088.06, "end": 2088.2, "word": " ال", "probability": 0.338134765625}, {"start": 2088.2, "end": 2088.5, "word": " summation", "probability": 0.72900390625}, {"start": 2088.5, "end": 2088.84, "word": " على", "probability": 0.5927734375}, {"start": 2088.84, "end": 2089.04, "word": " هذه", "probability": 0.87060546875}, {"start": 2089.04, "end": 2089.34, "word": " وهذه", "probability": 0.74560546875}, {"start": 2089.34, "end": 2089.76, "word": " ليش", "probability": 0.679931640625}, {"start": 2089.76, "end": 2090.44, "word": " 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برضه geometric series الأكسى و اتنين ع تلاتة أقل من واحد ال series تبعتيه converge لأن هذه die verge وهذه converge و قد أن مجموعهم له die verge لذلك مافيش مجموعة لهم المجموعة تبعنا die verge لأن واحدة die verge والتانية converge", "tokens": [2304, 29245, 23328, 3714, 7435, 2304, 2407, 27884, 28242, 36764, 24401, 3660, 5296, 5016, 6027, 3224, 4032, 39182, 9957, 8717, 7435, 2304, 3615, 16095, 44381, 29538, 2423, 2638, 6055, 3555, 3615, 9307, 8315, 39896, 8592, 978, 37164, 19446, 41185, 8592, 3714, 7435, 2304, 2407, 27884, 5296, 11296, 5296, 33456, 1975, 2655, 1863, 9957, 6225, 6055, 1211, 9307, 3660, 29538, 4724, 43042, 3224, 33246, 2638, 16247, 4117, 3794, 7578, 4032, 1975, 2655, 1863, 9957, 6225, 6055, 1211, 9307, 3660, 5551, 4587, 1211, 9154, 36764, 24401, 2423, 2638, 6055, 3555, 3615, 31371, 3224, 41881, 5296, 33456, 29538, 978, 37164, 37037, 24192, 41881, 4032, 12174, 3215, 14739, 3714, 7435, 2304, 45367, 16095, 46740, 978, 37164, 5296, 8848, 23275, 19446, 41185, 8592, 3714, 7435, 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series يعني إذا كانت ال series تبع ال AM مثلا هاي series روحت شيلت منهم بعض ال terms يعني روحت", "tokens": [6027, 7649, 4724, 995, 38436, 2423, 3541, 4724, 3794, 37495, 22653, 9122, 33911, 44945, 2655, 3615, 10943, 1211, 45030, 11242, 11331, 2407, 33546, 9154, 2423, 2638, 5127, 322, 420, 48946, 2115, 2423, 7649, 9154, 16490, 33546, 10632, 2423, 2638, 37495, 22653, 11933, 15730, 25961, 2655, 2423, 2638, 6055, 3555, 3615, 2423, 6475, 50113, 15040, 8032, 47302, 2638, 12602, 2407, 33753, 13412, 26895, 2655, 9154, 16095, 45030, 11242, 2423, 2115, 37495, 22653, 12602, 2407, 33753], "avg_logprob": -0.1962499988079071, "compression_ratio": 1.6593406593406594, "no_speech_prob": 1.0192394256591797e-05, "words": [{"start": 2122.7400000000002, "end": 2123.46, "word": "الان", "probability": 0.5771484375}, {"start": 2123.46, "end": 2124.18, "word": " باقي", "probability": 0.83837890625}, {"start": 2124.18, "end": 2124.38, "word": " ال", "probability": 0.759765625}, {"start": 2124.38, "end": 2124.66, 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"probability": 0.93505859375}, {"start": 2139.74, "end": 2140.44, "word": " يعني", "probability": 0.93115234375}, {"start": 2140.44, "end": 2141.36, "word": " روحت", "probability": 0.9733072916666666}], "temperature": 1.0}, {"id": 95, "seek": 216809, "start": 2143.63, "end": 2168.09, "text": "بعد عشر ترمات مثلا شيلت منهم عشر ترمات زائد هذه series هل الآن ال series هذه اللي شيلت منها عشر ترمات ال series هذه إذا كانت ال summation على هذه convert فلو شيلت منهم terms بتظلها convert هذه بتظلها convert طب هذه ال series بتطلها هدولة طلعت هذه ال series إذا كانت هذه ال series convert وضفت عدد محدود من ال terms بتظلها ال series هذه convert", "tokens": [3555, 22488, 6225, 46309, 6055, 2288, 2304, 9307, 50113, 15040, 13412, 26895, 2655, 9154, 16095, 6225, 46309, 6055, 2288, 2304, 9307, 30767, 16373, 3215, 29538, 2638, 8032, 1211, 6024, 48506, 2423, 2638, 29538, 13672, 1829, 13412, 26895, 2655, 9154, 11296, 6225, 46309, 6055, 2288, 2304, 9307, 2423, 2638, 29538, 11933, 15730, 25961, 2655, 2423, 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