diff --git "a/PL9fwy3NUQKwZzXsCLffozucGP33XWqvBP/BNhz_RjEVqU_raw.json" "b/PL9fwy3NUQKwZzXsCLffozucGP33XWqvBP/BNhz_RjEVqU_raw.json"
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Will I have a current like this or not? 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He said to me, what are you explaining? Discharging. Well, the chargers increase or decrease? It means that it decreases. Correct or wrong? Yes, correct. Perfect. He said to me, very good. He said to me, the Q increased to C. Then the I increased. Rdq over dt equals zero. Right or wrong?", "tokens": [35, 3045, 265, 3349, 13, 634, 848, 281, 385, 11, 437, 366, 291, 13468, 30, 4208, 7374, 3249, 13, 1042, 11, 264, 1290, 9458, 3488, 420, 11514, 30, 467, 1355, 300, 309, 24108, 13, 12753, 420, 2085, 30, 1079, 11, 3006, 13, 10246, 13, 634, 848, 281, 385, 11, 588, 665, 13, 634, 848, 281, 385, 11, 264, 1249, 6505, 281, 383, 13, 1396, 264, 286, 6505, 13, 497, 67, 80, 670, 36423, 6915, 4018, 13, 1779, 420, 2085, 30], "avg_logprob": -0.628858024691358, "compression_ratio": 1.675977653631285, "no_speech_prob": 2.205371856689453e-06, "words": [{"start": 206.98999999999998, "end": 207.51, "word": "Decreasing.", "probability": 0.6987762451171875}, {"start": 208.17, "end": 208.21, "word": " He", "probability": 0.2216796875}, {"start": 208.21, "end": 208.21, "word": " said", "probability": 0.389404296875}, {"start": 208.21, "end": 208.31, "word": " to", "probability": 0.263916015625}, {"start": 208.31, "end": 208.31, "word": " me,", "probability": 0.87353515625}, 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He said, I can do the following. This C, I put it here. This is the relation of all the equations in C. Good. 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I was trying to put any T. Is there anyone who doesn't know how to spell this? T. T. Okay, leave it. Lin. Lin. Lin. Lin Q. Q over Q maximum is still Lin small Q over Q maximum or not? That's it. You don't need the second limit instead of Q small. Yes, when it's hot, it becomes hot. When it's hot all the time. 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It happens at any cue. Right? 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Can you tell me that the speed is always x over t? It's dx over dt, because sometimes the change is not balanced, right? So the relationship is calm, not q over t, it's dx over dt. 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At the same moment, Kirchhoff's second rule was applied", "tokens": [407, 415, 2729, 385, 257, 1249, 670, 383, 3175, 16486, 11, 8079, 300, 286, 1862, 264, 2190, 412, 512, 9836, 1830, 341, 1399, 11, 597, 307, 264, 717, 7374, 3249, 1399, 11, 293, 257, 1359, 9505, 597, 1355, 281, 4602, 322, 264, 29372, 13, 1711, 264, 912, 1623, 11, 11305, 339, 1289, 602, 311, 1150, 4978, 390, 6456], "avg_logprob": -0.518008450330314, "compression_ratio": 1.4508670520231215, "no_speech_prob": 8.344650268554688e-07, "words": [{"start": 355.5, "end": 355.82, "word": " So", "probability": 0.2376708984375}, {"start": 355.82, "end": 355.9, "word": " he", "probability": 0.3505859375}, {"start": 355.9, "end": 356.04, "word": " gave", "probability": 0.281494140625}, {"start": 356.04, "end": 356.12, "word": " me", "probability": 0.63330078125}, {"start": 356.12, "end": 356.34, "word": " a", "probability": 0.446533203125}, {"start": 356.34, "end": 356.52, "word": " Q", "probability": 0.183837890625}, {"start": 356.52, "end": 356.72, "word": " over", "probability": 0.171630859375}, {"start": 356.72, "end": 356.98, "word": " C", "probability": 0.71337890625}, {"start": 356.98, "end": 357.22, "word": " minus", "probability": 0.65185546875}, {"start": 357.22, "end": 357.74, "word": " IR,", "probability": 0.83203125}, {"start": 358.12, "end": 358.2, "word": " considering", "probability": 0.128173828125}, {"start": 358.2, "end": 358.52, "word": " that", "probability": 0.662109375}, {"start": 358.52, "end": 358.7, "word": " I", "probability": 0.7353515625}, {"start": 358.7, "end": 358.9, "word": " eat", "probability": 0.494873046875}, {"start": 358.9, "end": 359.08, "word": " the", "probability": 0.6640625}, {"start": 359.08, "end": 359.44, "word": " current", "probability": 0.884765625}, {"start": 359.44, "end": 360.0, "word": " at", "probability": 0.8447265625}, {"start": 360.0, "end": 360.34, "word": " some", "probability": 0.900390625}, {"start": 360.34, "end": 360.92, "word": " instant", "probability": 0.8671875}, {"start": 360.92, "end": 361.32, "word": " during", "probability": 0.7802734375}, {"start": 361.32, "end": 361.6, "word": " this", "probability": 0.80126953125}, {"start": 361.6, "end": 362.18, "word": " process,", "probability": 0.9111328125}, {"start": 362.5, "end": 362.56, "word": " which", "probability": 0.79296875}, {"start": 362.56, "end": 362.74, "word": " is", "probability": 0.8916015625}, {"start": 362.74, "end": 362.82, "word": " the", "probability": 0.5654296875}, {"start": 362.82, "end": 363.4, "word": " discharging", "probability": 0.8990885416666666}, {"start": 363.4, "end": 363.86, "word": " process,", "probability": 0.912109375}, {"start": 364.32, "end": 364.38, "word": " and", "probability": 0.73681640625}, {"start": 364.38, "end": 364.46, "word": " a", "probability": 0.44287109375}, {"start": 364.46, "end": 364.64, "word": " small", "probability": 0.79296875}, {"start": 364.64, "end": 364.92, "word": " q", "probability": 0.6318359375}, {"start": 364.92, "end": 365.06, "word": " which", "probability": 0.1826171875}, {"start": 365.06, "end": 365.32, "word": " means", "probability": 0.68505859375}, {"start": 365.32, "end": 365.52, "word": " to", "probability": 0.4892578125}, {"start": 365.52, "end": 365.86, "word": " charge", "probability": 0.7373046875}, {"start": 365.86, "end": 366.04, "word": " on", "probability": 0.44287109375}, {"start": 366.04, "end": 366.2, "word": " the", "probability": 0.8818359375}, {"start": 366.2, "end": 366.74, "word": " capacitor.", "probability": 0.90234375}, {"start": 367.32, "end": 367.4, "word": " At", "probability": 0.75830078125}, {"start": 367.4, "end": 367.52, "word": " the", "probability": 0.916015625}, {"start": 367.52, "end": 367.68, "word": " same", "probability": 0.9130859375}, {"start": 367.68, "end": 368.2, "word": " moment,", "probability": 0.494873046875}, {"start": 369.14, "end": 370.12, "word": " Kirchhoff's", "probability": 0.7484375}, {"start": 370.12, "end": 370.52, "word": " second", "probability": 0.6787109375}, {"start": 370.52, "end": 371.0, "word": " rule", "probability": 0.84228515625}, {"start": 371.0, "end": 371.0, "word": " was", "probability": 0.6953125}, {"start": 371.0, "end": 371.0, "word": " applied", "probability": 0.51123046875}], "temperature": 1.0}, {"id": 16, "seek": 39738, "start": 371.72, "end": 397.38, "text": " I got this equation, I put the negative sign, and I put the negative sign because the charge is decreasing, because it is discharging. This is what made the equation complete. I got that Q over Q maximum is equal to minus T over RC and we got here. Do you want Q, my dear? My dear, the old one, the new one. 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Am I right or not? I want to take exponential, so I get this equation. Look what I have here. It's different. I have, girls, Q is equal to Q maximum times E to the minus T over tau. Notice here, what I have is equal to zero. It was Q zero.", "tokens": [21391, 266, 2549, 13, 2012, 286, 558, 420, 406, 30, 286, 528, 281, 747, 21510, 11, 370, 286, 483, 341, 5367, 13, 2053, 437, 286, 362, 510, 13, 467, 311, 819, 13, 286, 362, 11, 4519, 11, 1249, 307, 2681, 281, 1249, 6674, 1413, 462, 281, 264, 3175, 314, 670, 17842, 13, 13428, 510, 11, 437, 286, 362, 307, 2681, 281, 4018, 13, 467, 390, 1249, 4018, 13], "avg_logprob": -0.5901267943174943, "compression_ratio": 1.4970414201183433, "no_speech_prob": 1.3113021850585938e-06, "words": [{"start": 398.98, "end": 399.6, "word": " Exponential.", "probability": 0.7005208333333334}, {"start": 400.22, "end": 400.28, "word": " Am", "probability": 0.276123046875}, {"start": 400.28, "end": 400.52, "word": " I", "probability": 0.93603515625}, {"start": 400.52, "end": 400.52, "word": " right", "probability": 0.66357421875}, {"start": 400.52, "end": 400.78, "word": " or", "probability": 0.58203125}, {"start": 400.78, "end": 400.78, "word": " not?", "probability": 0.6806640625}, {"start": 401.02, "end": 401.46, "word": " I", "probability": 0.65380859375}, {"start": 401.46, "end": 401.58, "word": " want", "probability": 0.3623046875}, {"start": 401.58, "end": 401.76, "word": " to", "probability": 0.96826171875}, {"start": 401.76, "end": 401.92, "word": " take", "probability": 0.53564453125}, {"start": 401.92, "end": 402.64, "word": " exponential,", "probability": 0.72705078125}, {"start": 403.14, "end": 403.32, "word": " so", "probability": 0.39453125}, {"start": 403.32, "end": 403.5, "word": " I", "probability": 0.42724609375}, {"start": 403.5, "end": 403.72, "word": " get", "probability": 0.64501953125}, {"start": 403.72, "end": 404.1, "word": " this", "probability": 0.80908203125}, {"start": 404.1, "end": 404.52, "word": " equation.", "probability": 0.984375}, {"start": 406.98, "end": 407.6, "word": " Look", "probability": 0.6298828125}, {"start": 407.6, "end": 407.82, "word": " what", "probability": 0.38427734375}, {"start": 407.82, "end": 407.84, "word": " I", "probability": 0.25537109375}, {"start": 407.84, "end": 408.12, "word": " have", "probability": 0.4658203125}, {"start": 408.12, "end": 408.62, "word": " here.", "probability": 0.759765625}, {"start": 409.02, "end": 409.26, "word": " It's", "probability": 0.46728515625}, {"start": 409.26, "end": 409.62, "word": " different.", "probability": 0.8076171875}, {"start": 410.32, "end": 410.44, "word": " I", "probability": 0.56298828125}, {"start": 410.44, "end": 411.1, "word": " have,", "probability": 0.67724609375}, {"start": 411.38, "end": 411.9, "word": " girls,", "probability": 0.3525390625}, {"start": 412.48, "end": 412.94, "word": " Q", "probability": 0.4794921875}, {"start": 412.94, "end": 413.94, "word": " is", "probability": 0.2174072265625}, {"start": 413.94, "end": 414.28, "word": " equal", "probability": 0.79541015625}, {"start": 414.28, "end": 414.38, "word": " to", "probability": 0.9716796875}, {"start": 414.38, "end": 414.64, "word": " Q", "probability": 0.74169921875}, {"start": 414.64, "end": 415.38, "word": " maximum", "probability": 0.82373046875}, {"start": 415.38, "end": 415.82, "word": " times", "probability": 0.3046875}, {"start": 415.82, "end": 415.82, "word": " E", "probability": 0.10833740234375}, {"start": 415.82, "end": 415.9, "word": " to", "probability": 0.54541015625}, {"start": 415.9, "end": 416.0, "word": " the", "probability": 0.59912109375}, {"start": 416.0, "end": 416.32, "word": " minus", "probability": 0.599609375}, {"start": 416.32, "end": 416.76, "word": " T", "probability": 0.673828125}, {"start": 416.76, "end": 416.94, "word": " over", "probability": 0.4423828125}, {"start": 416.94, "end": 417.28, "word": " tau.", "probability": 0.56640625}, {"start": 419.86, "end": 420.18, "word": " Notice", "probability": 0.2420654296875}, {"start": 420.18, "end": 420.74, "word": " here,", "probability": 0.54345703125}, {"start": 421.22, "end": 421.44, "word": " what", "probability": 0.34814453125}, {"start": 421.44, "end": 421.56, "word": " I", "probability": 0.572265625}, {"start": 421.56, "end": 421.9, "word": " have", "probability": 0.830078125}, {"start": 421.9, "end": 422.16, "word": " is", "probability": 0.4853515625}, {"start": 422.16, "end": 422.5, "word": " equal", "probability": 0.8642578125}, {"start": 422.5, "end": 422.62, "word": " to", "probability": 0.9716796875}, {"start": 422.62, "end": 422.92, "word": " zero.", "probability": 0.66748046875}, {"start": 423.16, "end": 423.2, "word": " It", "probability": 0.49951171875}, {"start": 423.2, "end": 423.32, "word": " was", "probability": 0.77001953125}, {"start": 423.32, "end": 423.54, "word": " Q", "probability": 0.87890625}, {"start": 423.54, "end": 423.86, "word": " zero.", "probability": 0.70654296875}], "temperature": 1.0}, {"id": 18, "seek": 45391, "start": 424.67, "end": 453.91, "text": " Right? Because it was empty. Here, at the end, Q is equal to zero because it is empty. Q is equal to Q maximum. At the end, Q is equal to Q maximum. But here, at the end, Q is equal to zero because it is empty. Therefore, if you draw this with a mathematical relationship, it will look like this. This increases and this decreases because this fills up and this empties. Okay? 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Yes, nice. What you put up there, did you see it? What you put on it is a rectangle. Yes. This is Q at any time as a function of T at any time. But you put T equals infinity. Not Q maximum. No. T equals infinity. Yes. 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But I want a general form. You want it to come out from zero to infinity, from five seconds to ten seconds. So this is the number I want. Okay? Other than that. 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But there are two notes that I gave you last time. I told you that in the charging process, there are two cases that I want to tell you about. Let's write them in black. He told me that T is equal to zero, but how do we deal with it? It is a short circuit, do you remember? Consider it as a wire. 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Okay, I want to put a mark here. There is no difference in effort between them. Zero. I go back. The difference in effort is this one. Equal to this one plus this one. Equal to this one is zero. It means that this one is equal to this one. Okay? In the second case, we did not notice that there was a gap. There was a gap, but it did not disappear. We consider it as if it is a key, but it is not a key. 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Cilk is the capacitor. Cilk is equal to zero. Is it correct? Look at it. Vc is equal to Q over C. Does Cilk is equal to infinity? Yes. How can I put Cilk? It becomes zero. If I put Cilk, it becomes zero. 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Tamah said to me, let's make an example. The example is a bit vulgar. Not vulgar, it means that it has a heart of hearts that you love. He said to me, what is it? It is a circle, a circle. Tamah said to me, you have a resistance of 8 times 10 to the power of 5 ohms. 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Find the time constant. Find the time constant. Find the time constant. Find the time constant. Find the time constant. Find the time constant. Find the time constant. Find the time constant. Find the time constant. Find the time constant. Find the time constant. Find the time constant. Find the time constant. Find the time constant. Find the time constant. Find the time constant. Find the time constant. Find the time constant. Find the time constant. Find the time constant. Find the time constant. Find the time constant. Find the time constant. Find the time constant. Find the time constant. Find the time constant. Find the time constant. Find the time constant. Find the time constant. Find the time constant. Find the time constant. Find the time constant. Find the time constant. Find the time constant. Find the time constant. Find the time constant. Find the time constant. Find the time constant. Find the time constant. Find the time constant. Find the time constant. 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He told me this. The container was full of blood. I told him that I knew that fasting would make me look like a donkey.", "tokens": [5205, 1907, 385, 300, 415, 1415, 281, 6707, 264, 10129, 300, 286, 6412, 365, 1755, 13, 634, 1907, 385, 341, 13, 440, 10129, 390, 1577, 295, 3390, 13, 286, 1907, 796, 300, 286, 2586, 300, 22371, 576, 652, 385, 574, 411, 257, 34834, 13], "avg_logprob": -0.8770833492279053, "compression_ratio": 1.5196850393700787, "no_speech_prob": 8.940696716308594e-07, "words": [{"start": 1438.32, "end": 1438.52, "word": "He", "probability": 0.365966796875}, {"start": 1438.52, "end": 1438.72, "word": " told", "probability": 0.3935546875}, {"start": 1438.72, "end": 1438.92, "word": " me", "probability": 0.923828125}, {"start": 1438.92, "end": 1439.18, "word": " that", "probability": 0.3701171875}, {"start": 1439.18, "end": 1441.3, "word": " he", "probability": 0.220458984375}, {"start": 1441.3, "end": 1441.3, "word": " wanted", "probability": 0.280517578125}, {"start": 1441.3, "end": 1441.3, "word": " to", "probability": 0.94384765625}, {"start": 1441.3, "end": 1441.3, "word": " empty", "probability": 0.62060546875}, {"start": 1441.3, "end": 1441.62, "word": " the", "probability": 0.65283203125}, {"start": 1441.62, "end": 1442.0, "word": " container", "probability": 0.06488037109375}, {"start": 1442.0, "end": 1442.24, "word": " that", "probability": 0.181396484375}, {"start": 1442.24, "end": 1442.32, "word": " I", "probability": 0.1632080078125}, {"start": 1442.32, "end": 1442.76, "word": " filled", "probability": 0.599609375}, {"start": 1442.76, "end": 1443.54, "word": " with", "probability": 0.399169921875}, {"start": 1443.54, "end": 1443.7, "word": " food.", "probability": 0.1494140625}, {"start": 1447.88, "end": 1448.4, "word": " He", "probability": 0.290771484375}, {"start": 1448.4, "end": 1448.9, "word": " told", "probability": 0.25439453125}, {"start": 1448.9, "end": 1449.04, "word": " me", "probability": 0.9541015625}, {"start": 1449.04, "end": 1449.28, "word": " this.", "probability": 0.195068359375}, {"start": 1452.14, "end": 1452.66, "word": " The", "probability": 0.2021484375}, {"start": 1452.66, "end": 1452.66, "word": " container", "probability": 0.7705078125}, {"start": 1452.66, "end": 1452.7, "word": " was", "probability": 0.86181640625}, {"start": 1452.7, "end": 1452.94, "word": " full", "probability": 0.63720703125}, {"start": 1452.94, "end": 1453.88, "word": " of", "probability": 0.57568359375}, {"start": 1453.88, "end": 1454.26, "word": " blood.", "probability": 0.72900390625}, {"start": 1454.5, "end": 1455.02, "word": " I", "probability": 0.284423828125}, {"start": 1455.02, "end": 1455.34, "word": " told", "probability": 0.2410888671875}, {"start": 1455.34, "end": 1458.16, "word": " him", "probability": 0.92529296875}, {"start": 1458.16, "end": 1458.18, "word": " that", "probability": 0.61376953125}, {"start": 1458.18, "end": 1458.34, "word": " I", "probability": 0.65625}, {"start": 1458.34, "end": 1458.66, "word": " knew", "probability": 0.2286376953125}, {"start": 1458.66, "end": 1458.78, "word": " that", "probability": 0.415771484375}, {"start": 1458.78, "end": 1459.0, "word": " fasting", "probability": 0.88916015625}, {"start": 1459.0, "end": 1459.26, "word": " would", "probability": 0.369873046875}, {"start": 1459.26, "end": 1459.36, "word": " make", "probability": 0.55859375}, {"start": 1459.36, "end": 1459.76, "word": " me", "probability": 0.70458984375}, {"start": 1459.76, "end": 1460.18, "word": " look", "probability": 0.103759765625}, {"start": 1460.18, "end": 1460.44, "word": " like", "probability": 0.66552734375}, {"start": 1460.44, "end": 1460.54, "word": " a", "probability": 0.791015625}, {"start": 1460.54, "end": 1460.76, "word": " donkey.", "probability": 0.1435546875}], "temperature": 1.0}, {"id": 56, "seek": 149023, "start": 1462.27, "end": 1490.23, "text": "Okay, he wakes up, he's still moving, but he's still awake. He goes back to his house and puts his grandmother on the bed, then she falls asleep, and that's it. Okay, he wants to empty it. He says, consider the capacitor of the previous example is discharged. He wants to empty it. Is there a battery here? No, he wants to empty it.", "tokens": [8297, 11, 415, 29610, 493, 11, 415, 311, 920, 2684, 11, 457, 415, 311, 920, 15994, 13, 634, 1709, 646, 281, 702, 1782, 293, 8137, 702, 14317, 322, 264, 2901, 11, 550, 750, 8804, 11039, 11, 293, 300, 311, 309, 13, 1033, 11, 415, 2738, 281, 6707, 309, 13, 634, 1619, 11, 1949, 264, 29372, 295, 264, 3894, 1365, 307, 37081, 13, 634, 2738, 281, 6707, 309, 13, 1119, 456, 257, 5809, 510, 30, 883, 11, 415, 2738, 281, 6707, 309, 13], "avg_logprob": -0.7428463984684772, "compression_ratio": 1.6852791878172588, "no_speech_prob": 1.7881393432617188e-07, "words": [{"start": 1462.27, "end": 1462.75, "word": "Okay,", "probability": 0.144775390625}, {"start": 1462.75, "end": 1463.23, "word": " he", "probability": 0.1373291015625}, {"start": 1463.23, "end": 1463.65, "word": " wakes", "probability": 0.2327880859375}, {"start": 1463.65, "end": 1463.97, "word": " up,", "probability": 0.9716796875}, {"start": 1464.07, "end": 1464.49, "word": " he's", "probability": 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Look at what he wants. He tells me that he wants to explode. He tells me that after a certain period of time, the original capacitor will become a quarter of the original capacitor. Did it happen or not? It happened and it started to become a quarter. He told me that the required period is a second period. Doctor, excuse me, but I want to ask you, why is it always the case that the experiment fails?", "tokens": [47256, 305, 264, 912, 37672, 13, 2053, 412, 437, 415, 2738, 13, 634, 5112, 385, 300, 415, 2738, 281, 21411, 13, 634, 5112, 385, 300, 934, 257, 1629, 2896, 295, 565, 11, 264, 3380, 29372, 486, 1813, 257, 6555, 295, 264, 3380, 29372, 13, 2589, 309, 1051, 420, 406, 30, 467, 2011, 293, 309, 1409, 281, 1813, 257, 6555, 13, 634, 1907, 385, 300, 264, 4739, 2896, 307, 257, 1150, 2896, 13, 10143, 11, 8960, 385, 11, 457, 286, 528, 281, 1029, 291, 11, 983, 307, 309, 1009, 264, 1389, 300, 264, 5120, 18199, 30], "avg_logprob": -0.7044270976136128, "compression_ratio": 1.8093220338983051, "no_speech_prob": 7.331371307373047e-06, "words": [{"start": 1492.45, "end": 1492.81, "word": "Throw", "probability": 0.5496826171875}, {"start": 1492.81, "end": 1492.95, "word": " the", "probability": 0.830078125}, {"start": 1492.95, "end": 1493.19, "word": " same", "probability": 0.9091796875}, {"start": 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"They say that after how long does energy become a quarter of energy? Of course, we know that there is a relationship between U and Q. Do you remember U? Do you remember it? I will tell you who is faster between Q and U according to the relationships. Who is faster?", "tokens": [8829, 584, 300, 934, 577, 938, 775, 2281, 1813, 257, 6555, 295, 2281, 30, 2720, 1164, 11, 321, 458, 300, 456, 307, 257, 2480, 1296, 624, 293, 1249, 13, 1144, 291, 1604, 624, 30, 1144, 291, 1604, 309, 30, 286, 486, 980, 291, 567, 307, 4663, 1296, 1249, 293, 624, 4650, 281, 264, 2299, 7640, 13, 2102, 307, 4663, 30], "avg_logprob": -0.48181353045291586, "compression_ratio": 1.5497076023391814, "no_speech_prob": 0.0, "words": [{"start": 1563.2, "end": 1563.44, "word": "They", "probability": 0.0601806640625}, {"start": 1563.44, "end": 1563.62, "word": " say", "probability": 0.454833984375}, {"start": 1563.62, "end": 1563.76, "word": " that", "probability": 0.195556640625}, {"start": 1563.76, "end": 1564.6, "word": " after", "probability": 0.16845703125}, {"start": 1564.6, "end": 1565.1, "word": " how", "probability": 0.2900390625}, {"start": 1565.1, "end": 1565.58, "word": " long", "probability": 0.630859375}, {"start": 1565.58, "end": 1566.52, "word": " does", "probability": 0.517578125}, {"start": 1566.52, "end": 1566.52, "word": " energy", "probability": 0.376220703125}, {"start": 1566.52, "end": 1567.14, "word": " become", "probability": 0.192138671875}, {"start": 1567.14, "end": 1567.28, "word": " a", "probability": 0.61865234375}, {"start": 1567.28, "end": 1567.34, "word": " quarter", "probability": 0.81396484375}, {"start": 1567.34, "end": 1567.54, "word": " of", "probability": 0.85693359375}, {"start": 1567.54, "end": 1567.82, "word": " energy?", "probability": 0.75}, {"start": 1568.08, "end": 1568.34, "word": " Of", "probability": 0.6669921875}, {"start": 1568.34, "end": 1568.42, "word": " course,", "probability": 0.95263671875}, {"start": 1568.5, "end": 1568.56, "word": " we", "probability": 0.88818359375}, {"start": 1568.56, "end": 1569.1, "word": " know", "probability": 0.8310546875}, {"start": 1569.1, "end": 1569.56, "word": " that", "probability": 0.6806640625}, {"start": 1569.56, "end": 1569.62, "word": " there", "probability": 0.8984375}, {"start": 1569.62, "end": 1569.64, "word": " is", "probability": 0.82080078125}, {"start": 1569.64, "end": 1569.72, "word": " a", "probability": 0.93798828125}, {"start": 1569.72, "end": 1569.98, "word": " relationship", "probability": 0.499755859375}, {"start": 1569.98, "end": 1570.28, "word": " between", "probability": 0.9228515625}, {"start": 1570.28, "end": 1570.48, "word": " U", "probability": 0.72509765625}, {"start": 1570.48, "end": 1570.64, "word": " and", "probability": 0.92724609375}, {"start": 1570.64, "end": 1570.92, "word": " Q.", "probability": 0.9833984375}, {"start": 1571.22, "end": 1571.32, "word": " Do", "probability": 0.76513671875}, {"start": 1571.32, "end": 1571.32, "word": " you", "probability": 0.9658203125}, {"start": 1571.32, "end": 1571.46, "word": " remember", "probability": 0.8486328125}, {"start": 1571.46, "end": 1571.8, "word": " U?", "probability": 0.89453125}, {"start": 1574.84, "end": 1575.02, "word": " Do", "probability": 0.599609375}, {"start": 1575.02, "end": 1575.02, "word": " you", "probability": 0.96728515625}, {"start": 1575.02, "end": 1575.28, "word": " remember", "probability": 0.82763671875}, {"start": 1575.28, "end": 1575.48, "word": " it?", "probability": 0.491455078125}, {"start": 1576.36, "end": 1576.88, "word": " I", "probability": 0.30615234375}, {"start": 1576.88, "end": 1576.88, "word": " will", "probability": 0.346435546875}, {"start": 1576.88, "end": 1576.88, "word": " tell", "probability": 0.7314453125}, {"start": 1576.88, "end": 1577.1, "word": " you", "probability": 0.9658203125}, {"start": 1577.1, "end": 1577.24, "word": " who", "probability": 0.53125}, {"start": 1577.24, "end": 1577.34, "word": " is", "probability": 0.859375}, {"start": 1577.34, "end": 1577.62, "word": " faster", "probability": 0.468017578125}, {"start": 1577.62, "end": 1577.92, "word": " between", "probability": 0.67578125}, {"start": 1577.92, "end": 1578.96, "word": " Q", "probability": 0.424560546875}, {"start": 1578.96, "end": 1579.86, "word": " and", "probability": 0.822265625}, {"start": 1579.86, "end": 1580.12, "word": " U", "probability": 0.955078125}, {"start": 1580.12, "end": 1580.34, "word": " according", "probability": 0.49658203125}, {"start": 1580.34, "end": 1580.5, "word": " to", "probability": 0.9697265625}, {"start": 1580.5, "end": 1580.52, "word": " the", "probability": 0.57958984375}, {"start": 1580.52, "end": 1581.22, "word": " relationships.", "probability": 0.6265869140625}, {"start": 1582.14, "end": 1582.66, "word": " Who", "probability": 0.78564453125}, {"start": 1582.66, "end": 1582.78, "word": " is", "probability": 0.91845703125}, {"start": 1582.78, "end": 1583.08, "word": " faster?", "probability": 0.83056640625}], "temperature": 1.0}, {"id": 61, "seek": 160454, "start": 1587.02, "end": 1604.54, "text": "U, not Q. U squared is Q. So if Q is equal to half and U is equal to quarter, your analysis is correct. Your analysis is correct. Not because you went to university, but your analysis is correct. Let's try it. He said, why is it good?", "tokens": [52, 11, 406, 1249, 13, 624, 8889, 307, 1249, 13, 407, 498, 1249, 307, 2681, 281, 1922, 293, 624, 307, 2681, 281, 6555, 11, 428, 5215, 307, 3006, 13, 2260, 5215, 307, 3006, 13, 1726, 570, 291, 1437, 281, 5454, 11, 457, 428, 5215, 307, 3006, 13, 961, 311, 853, 309, 13, 634, 848, 11, 983, 307, 309, 665, 30], "avg_logprob": -0.5742827595257368, "compression_ratio": 1.625, "no_speech_prob": 1.0788440704345703e-05, "words": [{"start": 1587.02, "end": 1587.5, "word": "U,", "probability": 0.361328125}, {"start": 1588.0, "end": 1588.2, "word": " not", "probability": 0.73583984375}, {"start": 1588.2, "end": 1588.56, "word": " Q.", "probability": 0.77099609375}, {"start": 1589.46, "end": 1589.94, "word": " U", "probability": 0.8203125}, {"start": 1589.94, "end": 1590.36, "word": " squared", "probability": 0.22021484375}, {"start": 1590.36, "end": 1590.62, "word": " is", "probability": 0.30126953125}, {"start": 1590.62, "end": 1590.88, "word": " Q.", "probability": 0.74853515625}, {"start": 1591.78, "end": 1592.1, "word": " So", "probability": 0.376220703125}, {"start": 1592.1, "end": 1592.36, "word": " if", "probability": 0.76904296875}, {"start": 1592.36, "end": 1592.68, "word": " Q", "probability": 0.77001953125}, {"start": 1592.68, "end": 1592.84, "word": " is", "probability": 0.439453125}, {"start": 1592.84, "end": 1593.04, "word": " equal", "probability": 0.4716796875}, {"start": 1593.04, "end": 1593.14, "word": " to", "probability": 0.96044921875}, {"start": 1593.14, "end": 1593.64, "word": " half", "probability": 0.59423828125}, {"start": 1593.64, "end": 1594.3, "word": " and", "probability": 0.309326171875}, {"start": 1594.3, "end": 1594.5, "word": " U", "probability": 0.9521484375}, {"start": 1594.5, "end": 1594.66, "word": " is", "probability": 0.669921875}, {"start": 1594.66, "end": 1594.84, "word": " equal", "probability": 0.449951171875}, {"start": 1594.84, "end": 1594.9, "word": " to", "probability": 0.9736328125}, {"start": 1594.9, "end": 1595.18, "word": " quarter,", "probability": 0.4755859375}, {"start": 1596.28, "end": 1597.34, "word": " your", "probability": 0.51318359375}, {"start": 1597.34, "end": 1597.6, "word": " analysis", "probability": 0.5947265625}, {"start": 1597.6, "end": 1597.8, "word": " is", "probability": 0.892578125}, {"start": 1597.8, "end": 1598.16, "word": " correct.", "probability": 0.79931640625}, {"start": 1598.36, "end": 1598.42, "word": " Your", "probability": 0.1634521484375}, {"start": 1598.42, "end": 1598.72, "word": " analysis", "probability": 0.8837890625}, {"start": 1598.72, "end": 1598.92, "word": " is", "probability": 0.935546875}, {"start": 1598.92, "end": 1599.24, "word": " correct.", "probability": 0.90234375}, {"start": 1599.48, "end": 1599.72, "word": " Not", "probability": 0.64404296875}, {"start": 1599.72, "end": 1599.9, "word": " because", "probability": 0.466064453125}, {"start": 1599.9, "end": 1600.1, "word": " you", "probability": 0.468505859375}, {"start": 1600.1, "end": 1600.32, "word": " went", "probability": 0.23583984375}, {"start": 1600.32, "end": 1600.4, "word": " to", "probability": 0.9638671875}, {"start": 1600.4, "end": 1600.66, "word": " university,", "probability": 0.4404296875}, {"start": 1601.02, "end": 1601.24, "word": " but", "probability": 0.74658203125}, {"start": 1601.24, "end": 1601.4, "word": " your", "probability": 0.36572265625}, {"start": 1601.4, "end": 1601.6, "word": " analysis", "probability": 0.86376953125}, {"start": 1601.6, "end": 1601.72, "word": " is", "probability": 0.91943359375}, {"start": 1601.72, "end": 1602.0, "word": " correct.", "probability": 0.8662109375}, {"start": 1602.3, "end": 1602.54, "word": " Let's", "probability": 0.6165771484375}, {"start": 1602.54, "end": 1602.88, "word": " try", "probability": 0.87451171875}, {"start": 1602.88, "end": 1603.74, "word": " it.", "probability": 0.37451171875}, {"start": 1603.78, "end": 1604.14, "word": " He", "probability": 0.294677734375}, {"start": 1604.14, "end": 1604.14, "word": " said,", "probability": 0.64208984375}, {"start": 1604.2, "end": 1604.3, "word": " why", "probability": 0.252685546875}, {"start": 1604.3, "end": 1604.34, "word": " is", "probability": 0.352783203125}, {"start": 1604.34, "end": 1604.36, "word": " it", "probability": 0.8369140625}, {"start": 1604.36, "end": 1604.54, "word": " good?", "probability": 0.375732421875}], "temperature": 1.0}, {"id": 62, "seek": 163215, "start": 1608.23, "end": 1632.15, "text": "Discharging means that after how many times it takes for T to calm down, it needs to be equal to T because it is a constant time. If it is calm, it is a constant quarter. If it is calm, it is a constant quarter. What should I do in Q maximum?", "tokens": [35, 5494, 289, 3249, 1355, 300, 934, 577, 867, 1413, 309, 2516, 337, 314, 281, 7151, 760, 11, 309, 2203, 281, 312, 2681, 281, 314, 570, 309, 307, 257, 5754, 565, 13, 759, 309, 307, 7151, 11, 309, 307, 257, 5754, 6555, 13, 759, 309, 307, 7151, 11, 309, 307, 257, 5754, 6555, 13, 708, 820, 286, 360, 294, 1249, 6674, 30], "avg_logprob": -0.9067460468837193, "compression_ratio": 1.6575342465753424, "no_speech_prob": 1.2516975402832031e-06, "words": [{"start": 1608.2299999999998, "end": 1608.6699999999998, "word": "Discharging", "probability": 0.626007080078125}, {"start": 1608.6699999999998, "end": 1609.11, "word": " means", "probability": 0.2388916015625}, {"start": 1609.11, "end": 1609.11, "word": " that", "probability": 0.1473388671875}, {"start": 1609.11, "end": 1611.31, "word": " after", "probability": 0.1669921875}, {"start": 1611.31, "end": 1615.01, "word": " how", "probability": 0.71044921875}, {"start": 1615.01, "end": 1615.27, "word": " many", "probability": 0.58447265625}, {"start": 1615.27, "end": 1615.53, "word": " times", "probability": 0.81689453125}, {"start": 1615.53, "end": 1615.73, "word": " it", "probability": 0.09246826171875}, {"start": 1615.73, "end": 1615.93, "word": " takes", "probability": 0.1439208984375}, {"start": 1615.93, "end": 1616.05, "word": " for", "probability": 0.305419921875}, {"start": 1616.05, "end": 1616.15, "word": " T", "probability": 0.304443359375}, {"start": 1616.15, "end": 1616.31, "word": " to", "probability": 0.87060546875}, {"start": 1616.31, "end": 1616.51, "word": " calm", "probability": 0.07470703125}, {"start": 1616.51, "end": 1616.81, "word": " down,", "probability": 0.83251953125}, {"start": 1617.15, "end": 1617.15, "word": " it", "probability": 0.46435546875}, {"start": 1617.15, "end": 1617.27, "word": " needs", "probability": 0.259521484375}, {"start": 1617.27, "end": 1617.45, "word": " to", "probability": 0.71923828125}, {"start": 1617.45, "end": 1617.51, "word": " be", "probability": 0.1910400390625}, {"start": 1617.51, "end": 1617.87, "word": " equal", "probability": 0.217041015625}, {"start": 1617.87, "end": 1619.13, "word": " to", "probability": 0.58349609375}, {"start": 1619.13, "end": 1619.13, "word": " T", "probability": 0.284912109375}, {"start": 1619.13, "end": 1619.13, "word": " because", "probability": 0.271728515625}, {"start": 1619.13, "end": 1619.61, "word": " it", "probability": 0.300048828125}, {"start": 1619.61, "end": 1619.67, "word": " is", "probability": 0.31982421875}, {"start": 1619.67, "end": 1619.95, "word": " a", "probability": 0.6103515625}, {"start": 1619.95, "end": 1620.43, "word": " constant", "probability": 0.65283203125}, {"start": 1620.43, "end": 1620.57, "word": " time.", "probability": 0.2333984375}, {"start": 1620.85, "end": 1621.01, "word": " If", "probability": 0.1513671875}, {"start": 1621.01, "end": 1621.19, "word": " it", "probability": 0.451904296875}, {"start": 1621.19, "end": 1621.19, "word": " is", "probability": 0.38623046875}, {"start": 1621.19, "end": 1621.37, "word": " calm,", "probability": 0.55517578125}, {"start": 1621.49, "end": 1621.49, "word": " it", "probability": 0.43017578125}, {"start": 1621.49, "end": 1621.63, "word": " is", "probability": 0.358154296875}, {"start": 1621.63, "end": 1621.77, "word": " a", "probability": 0.353515625}, {"start": 1621.77, "end": 1621.81, "word": " constant", "probability": 0.17626953125}, {"start": 1621.81, "end": 1621.95, "word": " quarter.", "probability": 0.5263671875}, {"start": 1622.93, "end": 1623.37, "word": " If", "probability": 0.1610107421875}, {"start": 1623.37, "end": 1623.37, "word": " it", "probability": 0.7939453125}, {"start": 1623.37, "end": 1623.37, "word": " is", "probability": 0.8681640625}, {"start": 1623.37, "end": 1623.69, "word": " calm,", "probability": 0.428955078125}, {"start": 1624.55, "end": 1624.79, "word": " it", "probability": 0.65869140625}, {"start": 1624.79, "end": 1624.79, "word": " is", "probability": 0.716796875}, {"start": 1624.79, "end": 1624.83, "word": " a", "probability": 0.890625}, {"start": 1624.83, "end": 1625.27, "word": " constant", "probability": 0.56396484375}, {"start": 1625.27, "end": 1625.27, "word": " quarter.", "probability": 0.71533203125}, {"start": 1628.03, "end": 1628.47, "word": " What", "probability": 0.263916015625}, {"start": 1628.47, "end": 1631.35, "word": " should", "probability": 0.24169921875}, {"start": 1631.35, "end": 1631.35, "word": " I", "probability": 0.7470703125}, {"start": 1631.35, "end": 1631.47, "word": " do", "probability": 0.9404296875}, {"start": 1631.47, "end": 1631.59, "word": " in", "probability": 0.44384765625}, {"start": 1631.59, "end": 1631.75, "word": " Q", "probability": 0.83251953125}, {"start": 1631.75, "end": 1632.15, "word": " maximum?", "probability": 0.3828125}], "temperature": 1.0}, {"id": 63, "seek": 165412, "start": 1633.64, "end": 1654.12, "text": "Okay, give me a T, what should I do? I want to take LEN. Someone looks at it and says, what? The time is negative? How much is LEN for a quarter? Negative. It's negative. Can I get LEN for a quarter and put minus LEN for four?", "tokens": [8297, 11, 976, 385, 257, 314, 11, 437, 820, 286, 360, 30, 286, 528, 281, 747, 441, 2195, 13, 8734, 1542, 412, 309, 293, 1619, 11, 437, 30, 440, 565, 307, 3671, 30, 1012, 709, 307, 441, 2195, 337, 257, 6555, 30, 43230, 13, 467, 311, 3671, 13, 1664, 286, 483, 441, 2195, 337, 257, 6555, 293, 829, 3175, 441, 2195, 337, 1451, 30], "avg_logprob": -0.6778846153846154, "compression_ratio": 1.4394904458598725, "no_speech_prob": 1.1920928955078125e-07, "words": [{"start": 1633.64, "end": 1634.0, "word": "Okay,", "probability": 0.036346435546875}, {"start": 1634.48, "end": 1634.66, "word": " give", "probability": 0.27734375}, {"start": 1634.66, "end": 1634.74, "word": " me", "probability": 0.90478515625}, {"start": 1634.74, "end": 1634.76, "word": " a", "probability": 0.1800537109375}, {"start": 1634.76, "end": 1634.9, "word": " T,", "probability": 0.80859375}, {"start": 1634.98, "end": 1635.06, "word": " what", "probability": 0.7333984375}, {"start": 1635.06, "end": 1635.16, "word": " should", "probability": 0.54052734375}, {"start": 1635.16, "end": 1635.18, "word": " I", "probability": 0.966796875}, {"start": 1635.18, "end": 1635.44, "word": " do?", "probability": 0.94482421875}, {"start": 1636.14, "end": 1636.44, "word": " I", "probability": 0.7919921875}, {"start": 1636.44, "end": 1636.58, "word": " want", "probability": 0.453125}, {"start": 1636.58, "end": 1636.68, "word": " to", "probability": 0.95654296875}, {"start": 1636.68, "end": 1636.86, "word": " take", "probability": 0.65185546875}, {"start": 1636.86, "end": 1637.18, "word": " LEN.", "probability": 0.3240966796875}, {"start": 1640.26, "end": 1640.62, "word": " Someone", "probability": 0.322509765625}, {"start": 1640.62, "end": 1640.94, "word": " looks", "probability": 0.286376953125}, {"start": 1640.94, "end": 1641.02, "word": " at", "probability": 0.50244140625}, {"start": 1641.02, "end": 1641.02, "word": " it", "probability": 0.1441650390625}, {"start": 1641.02, "end": 1641.08, "word": " and", "probability": 0.798828125}, {"start": 1641.08, "end": 1641.2, "word": " says,", "probability": 0.5751953125}, {"start": 1641.38, "end": 1641.4, "word": " what?", "probability": 0.3310546875}, {"start": 1641.92, "end": 1642.2, "word": " The", "probability": 0.07916259765625}, {"start": 1642.2, "end": 1642.44, "word": " time", "probability": 0.181884765625}, {"start": 1642.44, "end": 1642.44, "word": " is", "probability": 0.50537109375}, {"start": 1642.44, "end": 1642.94, "word": " negative?", "probability": 0.74853515625}, {"start": 1645.64, "end": 1646.0, "word": " How", "probability": 0.64697265625}, {"start": 1646.0, "end": 1646.2, "word": " much", "probability": 0.6025390625}, {"start": 1646.2, "end": 1646.24, "word": " is", "probability": 0.8232421875}, {"start": 1646.24, "end": 1646.36, "word": " LEN", "probability": 0.67724609375}, {"start": 1646.36, "end": 1646.48, "word": " for", "probability": 0.178466796875}, {"start": 1646.48, "end": 1646.54, "word": " a", "probability": 0.53564453125}, {"start": 1646.54, "end": 1646.68, "word": " quarter?", "probability": 0.84619140625}, {"start": 1648.2, "end": 1648.56, "word": " Negative.", "probability": 0.412353515625}, {"start": 1649.1, "end": 1649.26, "word": " It's", "probability": 0.34417724609375}, {"start": 1649.26, "end": 1649.66, "word": " negative.", "probability": 0.78076171875}, {"start": 1651.52, "end": 1651.82, "word": " Can", "probability": 0.58154296875}, {"start": 1651.82, "end": 1652.04, "word": " I", "probability": 0.55322265625}, {"start": 1652.04, "end": 1652.16, "word": " get", "probability": 0.305419921875}, {"start": 1652.16, "end": 1652.38, "word": " LEN", "probability": 0.834228515625}, {"start": 1652.38, "end": 1652.52, "word": " for", "probability": 0.74853515625}, {"start": 1652.52, "end": 1652.6, "word": " a", "probability": 0.9521484375}, {"start": 1652.6, "end": 1652.7, "word": " quarter", "probability": 0.84130859375}, {"start": 1652.7, "end": 1652.88, "word": " and", "probability": 0.884765625}, {"start": 1652.88, "end": 1652.98, "word": " put", "probability": 0.447998046875}, {"start": 1652.98, "end": 1653.3, "word": " minus", "probability": 0.1527099609375}, {"start": 1653.3, "end": 1653.72, "word": " LEN", "probability": 0.93896484375}, {"start": 1653.72, "end": 1653.84, "word": " for", "probability": 0.8662109375}, {"start": 1653.84, "end": 1654.12, "word": " four?", "probability": 0.58935546875}], "temperature": 1.0}, {"id": 64, "seek": 168411, "start": 1656.09, "end": 1684.11, "text": "It's not possible that it's going to be negative Of course, we're not lying to you Put it in the calculator because the quarter is bound to be negative I know you know But if someone forgets, will the calculator give him a negative or not? If the calculator is from the desert Don't say the second is not from the desert We took it out, it turned out that T is equal to about 1.4 tau Okay, girls? 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Ok, let's see, also today calculus is my friend, me and calculus. A to the power of X squared B. Yes, bravo to you. Actually, you write A X squared B after that. No, why? 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It has to prove to me that energy is preserved. Did you hear this principle? Energy is preserved. Good. He told me that this capacitor used to store energy. Right or wrong? And then I emptied it. Didn't you want to empty it? And it went away. I told him that it went away in the resistor, my dear. Right or wrong? Okay. Prove to me that all energy is stored in the resistor. Well, how can I know? I told him that energy is stored in the resistor. 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Okay, you tell me that the capacitor was full and it became empty. Well, this is delta u u final minus u initial, which means final is zero. And initial is equal to q squared over two c, right? And q squared over two c is equal to delta v squared over two c, which is delta c. 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It's not like that. It's more like the work of forces other than the conservative forces. Which is the conflict. And we say that resistance is the conflict. So this equals this. Because this is the final minus initial. And this plus delta E internal which is the energy equals zero. 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Let me repeat. This EU is 1.6 Joule. He said that I don't need it to work like this. I don't need physics. I need it from physics. 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I say to him that the power of R is equal to I squared in R. Right? Did you get it? I'm getting dizzy. Do you want to take this I or not? Come on. I not squared in capital R e to the power minus T two T over tau. Because you squared it, girls. Okay.", "tokens": [17648, 291, 483, 264, 1347, 365, 341, 3390, 300, 321, 4335, 293, 4335, 30, 286, 584, 281, 796, 300, 264, 1347, 295, 497, 307, 2681, 281, 286, 8889, 294, 497, 13, 1779, 30, 2589, 291, 483, 309, 30, 286, 478, 1242, 31098, 13, 1144, 291, 528, 281, 747, 341, 286, 420, 406, 30, 2492, 322, 13, 286, 406, 8889, 294, 4238, 497, 308, 281, 264, 1347, 3175, 314, 732, 314, 670, 17842, 13, 1436, 291, 8889, 309, 11, 4519, 13, 1033, 13], "avg_logprob": -0.6682981884623148, "compression_ratio": 1.5979899497487438, "no_speech_prob": 3.337860107421875e-06, "words": [{"start": 1977.55, "end": 1977.77, "word": "Did", "probability": 0.205810546875}, {"start": 1977.77, "end": 1977.83, "word": " you", "probability": 0.69970703125}, {"start": 1977.83, "end": 1978.03, "word": " get", "probability": 0.2978515625}, {"start": 1978.03, "end": 1978.19, "word": " the", "probability": 0.658203125}, {"start": 1978.19, "end": 1978.43, "word": " power", "probability": 0.3603515625}, {"start": 1978.43, 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Because power is equal to dE and energy is equal to dt. Good. What do you want? Give me what I want. I told you to give me what I want. Give me an alternative answer. dEr is equal to I0 capital R minus T over tau dt. Am I right? I need to complete both sides.", "tokens": [1119, 341, 2681, 281, 274, 36, 670, 36423, 420, 406, 30, 1436, 1347, 307, 2681, 281, 274, 36, 293, 2281, 307, 2681, 281, 36423, 13, 2205, 13, 708, 360, 291, 528, 30, 5303, 385, 437, 286, 528, 13, 286, 1907, 291, 281, 976, 385, 437, 286, 528, 13, 5303, 385, 364, 8535, 1867, 13, 274, 36, 81, 307, 2681, 281, 286, 15, 4238, 497, 3175, 314, 670, 17842, 36423, 13, 2012, 286, 558, 30, 286, 643, 281, 3566, 1293, 4881, 13], "avg_logprob": -0.653201220239081, "compression_ratio": 1.6723163841807909, "no_speech_prob": 5.960464477539063e-08, "words": [{"start": 2003.92, "end": 2004.26, "word": " Is", "probability": 0.1419677734375}, {"start": 2004.26, "end": 2004.78, "word": " this", "probability": 0.284912109375}, {"start": 2004.78, "end": 2005.7, "word": " equal", "probability": 0.40771484375}, {"start": 2005.7, "end": 2005.82, "word": " to", "probability": 0.9599609375}, {"start": 2005.82, "end": 2006.44, "word": " dE", "probability": 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Now, you want to solve it all. Yes, I want to solve it all. 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What is the negative? Here you will get a negative. It does not mean that I did not complete it. I put it there to complete it. This is it. This is the negative. From zero to infinity.", "tokens": [467, 1361, 484, 538, 2564, 13, 708, 307, 264, 3671, 30, 1692, 291, 486, 483, 257, 3671, 13, 467, 775, 406, 914, 300, 286, 630, 406, 3566, 309, 13, 286, 829, 309, 456, 281, 3566, 309, 13, 639, 307, 309, 13, 639, 307, 264, 3671, 13, 3358, 4018, 281, 13202, 13], "avg_logprob": -0.602163451222273, "compression_ratio": 1.4964028776978417, "no_speech_prob": 1.1920928955078125e-07, "words": [{"start": 2083.77, "end": 2083.95, "word": " It", "probability": 0.081787109375}, {"start": 2083.95, "end": 2084.17, "word": " came", "probability": 0.2568359375}, {"start": 2084.17, "end": 2084.17, "word": " out", "probability": 0.59814453125}, {"start": 2084.17, "end": 2084.69, "word": " by", "probability": 0.435546875}, {"start": 2084.69, "end": 2084.69, "word": " itself.", "probability": 0.7783203125}, {"start": 2085.41, "end": 2085.77, "word": " What", "probability": 0.36181640625}, {"start": 2085.77, "end": 2085.77, "word": " is", "probability": 0.71630859375}, {"start": 2085.77, "end": 2085.77, "word": " the", "probability": 0.20751953125}, {"start": 2085.77, "end": 2085.77, "word": " negative?", "probability": 0.449951171875}, {"start": 2092.43, "end": 2092.89, "word": " Here", "probability": 0.1866455078125}, {"start": 2092.89, "end": 2093.13, "word": " you", "probability": 0.392822265625}, {"start": 2093.13, "end": 2093.15, "word": " will", "probability": 0.59619140625}, {"start": 2093.15, "end": 2093.33, "word": " get", "probability": 0.541015625}, {"start": 2093.33, "end": 2093.55, "word": " a", "probability": 0.66162109375}, {"start": 2093.55, "end": 2093.75, "word": " negative.", "probability": 0.76171875}, {"start": 2094.49, "end": 2094.95, "word": " It", "probability": 0.576171875}, {"start": 2094.95, "end": 2094.99, "word": " does", "probability": 0.266845703125}, {"start": 2094.99, "end": 2094.99, "word": " not", "probability": 0.91650390625}, {"start": 2094.99, "end": 2095.11, "word": " mean", "probability": 0.9599609375}, {"start": 2095.11, "end": 2095.19, "word": " that", "probability": 0.5869140625}, {"start": 2095.19, "end": 2095.29, "word": " I", "probability": 0.73486328125}, {"start": 2095.29, "end": 2095.33, "word": " did", "probability": 0.58544921875}, {"start": 2095.33, "end": 2095.33, "word": " not", "probability": 0.94091796875}, {"start": 2095.33, "end": 2095.51, "word": " complete", "probability": 0.62939453125}, {"start": 2095.51, "end": 2095.69, "word": " it.", "probability": 0.81982421875}, {"start": 2096.33, "end": 2096.79, "word": " I", "probability": 0.95556640625}, {"start": 2096.79, "end": 2097.27, "word": " put", "probability": 0.321533203125}, {"start": 2097.27, "end": 2097.43, "word": " it", "probability": 0.78271484375}, {"start": 2097.43, "end": 2097.43, "word": " there", "probability": 0.155517578125}, {"start": 2097.43, "end": 2097.49, "word": " to", "probability": 0.417236328125}, {"start": 2097.49, "end": 2097.87, "word": " complete", "probability": 0.5185546875}, {"start": 2097.87, "end": 2098.03, "word": " it.", "probability": 0.8212890625}, {"start": 2099.65, "end": 2100.11, "word": " This", "probability": 0.1832275390625}, {"start": 2100.11, "end": 2100.25, "word": " is", "probability": 0.86181640625}, {"start": 2100.25, "end": 2100.55, "word": " it.", "probability": 0.5498046875}, {"start": 2103.17, "end": 2103.63, "word": " This", "probability": 0.7099609375}, {"start": 2103.63, "end": 2103.67, "word": " is", "probability": 0.8857421875}, {"start": 2103.67, "end": 2103.79, "word": " the", "probability": 0.61865234375}, {"start": 2103.79, "end": 2104.09, "word": " negative.", "probability": 0.8544921875}, {"start": 2105.79, "end": 2106.25, "word": " From", "probability": 0.76220703125}, {"start": 2106.25, "end": 2106.43, "word": " zero", "probability": 0.8046875}, {"start": 2106.43, "end": 2106.63, "word": " to", "probability": 0.9267578125}, {"start": 2106.63, "end": 2106.95, "word": " infinity.", "probability": 0.64501953125}], "temperature": 1.0}, {"id": 82, "seek": 213731, "start": 2108.11, "end": 2137.31, "text": "This is zero, minus, one, right? So when I took it out, the same thing happened. So this is a question just to make sure that the energy is conserved. This question is not very important, but it is a concept. When I looked at examples, I found examples that did not cover all the ideas in the recommended problems. That's why I brought you two examples. The first example, what is written on it? Extra. 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"end": 2283.0, "text": " So the tip is equal to zero if the capacitor acts as a short circuit.", "tokens": [407, 264, 4125, 307, 2681, 281, 4018, 498, 264, 29372, 10672, 382, 257, 2099, 9048, 13], "avg_logprob": -0.6089154411764706, "compression_ratio": 1.044776119402985, "no_speech_prob": 1.5020370483398438e-05, "words": [{"start": 2278.9, "end": 2279.38, "word": " So", "probability": 0.039886474609375}, {"start": 2279.38, "end": 2279.86, "word": " the", "probability": 0.308837890625}, {"start": 2279.86, "end": 2280.08, "word": " tip", "probability": 0.33984375}, {"start": 2280.08, "end": 2280.32, "word": " is", "probability": 0.265625}, {"start": 2280.32, "end": 2280.46, "word": " equal", "probability": 0.6513671875}, {"start": 2280.46, "end": 2280.82, "word": " to", "probability": 0.96875}, {"start": 2280.82, "end": 2280.82, "word": " zero", "probability": 0.689453125}, {"start": 2280.82, "end": 2281.0, "word": " if", "probability": 0.482177734375}, {"start": 2281.0, "end": 2281.14, 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Do you see the loop on the right? Is it loop or not loop? Apply the second term on it. I don't get it, but in the end it's a loop. Apply the second term on it. Yes, yes, yes. Say it. 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Is equal to 32 divided by 6 or not? 32 divided by 6 Did I find I1 has value or not? 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Did you see the second example? He told me he wanted Q maximum. I told him that Q maximum comes from T equal to zero or from T equal to infinity. Maximum at infinity. So it means that these currents are not used because these currents are from T equal to zero. You need to get the currents from T equal to infinity. After that, bring me the difference between the two charges. 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How do you deal with the amplifier? No, it's my fault. It's okay, it's not your fault. Look at the amplifier. All zeros? Or just one of them? Which one is it? Look, your window is open. I3. Only I3. Sometimes I1 and I2 are the same or not? What is it equal to? 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The cube is equal to 1.5 times 10 minus 4. Okay? Yes, bravo to you. I remember a long time ago, in the fourth week. 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So when you say that you want the difference between the two sides to increase, you don't know where you're going. Because in the end, the difference between them is negative. And when it comes back, you don't want it to be negative. Do you remember the absolute value? Yes. Do you understand? Speak up. The difference between the two sides of the capacitor is not the difference between the two sides of the battery. That's what we say. Why? 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By 27. Correct? Correct? Yes. Bravo to you. Just like we are sitting on an orange tree. Yes. We are sitting on an orange tree. And this is the highest value of understanding. If you are on an orange tree, speak up. Or there is hope. Yes. Okay. 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It's not the difference between a zero and an IFR. Okay, there is no difference between a zero and an IFR. Every resistance does not go through a current that has a difference of force? No. It's because there's a delta V. It's not supposed to have an I. Yes, correct. This is correct. Where is it? On the capacitor. 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How much difference does the charge between the two charges look like? Five minus nine is nine. Nine times. So many times, the charge is equal to the charge of the battery. If the circle was complex, as you can see. It is not a simple circle. At times, the resistance is zero. 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