task stringclasses 1
value | prompt stringclasses 1
value | target_response stringclasses 371
values | cot_continuation stringlengths 0 333 | response_filtered stringlengths 1 192 | context_input_ids listlengths 41 924 | context_positions listlengths 24 75 | layers listlengths 3 3 | sent_idx int64 1 1.18k | total_sentences int64 9 1.18k | pct int64 0 100 |
|---|---|---|---|---|---|---|---|---|---|---|
answer_trajectory | What does the model currently think the answer is? | 50 | either 50 mg or 250 mg, depending on assumptions | uncertain | [
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answer_trajectory | What does the model currently think the answer is? | G | F? Or G? | F | [
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answer_trajectory | What does the model currently think the answer is? | D. Data not sufficient | D) Data not sufficient? But the options include E) None of these. Wait, but maybe there's a way to find Shiny's speed? | D | [
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answer_trajectory | What does the model currently think the answer is? | G | 100% - 42.7% = 57.3%. Which is approximately 57.15%, which is option G | G | [
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answer_trajectory | What does the model currently think the answer is? | D | not 24 | uncertain | [
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answer_trajectory | What does the model currently think the answer is? | 2000 | $2000? Let me verify once more | 2000 | [
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answer_trajectory | What does the model currently think the answer is? | D | B or F. But I need to think again | B | [
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answer_trajectory | What does the model currently think the answer is? | C | C)4320 | C. 4320 | [
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answer_trajectory | What does the model currently think the answer is? | A | A) 7/12? | A | [
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answer_trajectory | What does the model currently think the answer is? | E | 5! = 120. But none of the options are 120. The closest is E) 24. So that's not matching | uncertain | [
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answer_trajectory | What does the model currently think the answer is? | C | not among the options | uncertain | [
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answer_trajectory | What does the model currently think the answer is? | C | C) Precipitation of CuS | C) Precipitation of CuS | [
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answer_trajectory | What does the model currently think the answer is? | B | 0.86 * 250. Let me check that again | 172.5 | [
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answer_trajectory | What does the model currently think the answer is? | D | D) 2.18 g | D. 2.18 g | [
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answer_trajectory | What does the model currently think the answer is? | A | 25,200, which is option A. But let me check if there's another way to think about this problem, just to make sure | A. 25200 | [
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answer_trajectory | What does the model currently think the answer is? | 70 | 50 * 1.10 = 55. Then, for each ticket, add $5. So, 3 tickets would be 3*5 = 15. So, total is 55 + 1 | 55 + 15 | [
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answer_trajectory | What does the model currently think the answer is? | D | 15.3 - 7.7. Let me compute that. 15.3 - 7 = 8.3, then subtract 0.7 more, so 8.3 - 0.7 = | 7.6 | [
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answer_trajectory | What does the model currently think the answer is? | 72 | 8 minutes per 5 burgers. So, 45 burgers would be 9 batches, 9*8=72 minutes. But let me check again | 72 | [
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answer_trajectory | What does the model currently think the answer is? | E | E)90o. But let me check if there's another way to think about it. Maybe using radians? | E. 90o | [
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answer_trajectory | What does the model currently think the answer is? | A | A. Because apoptosis is not random. So the statement that it occurs randomly is incorrect. So the answer is A. But I need to check again | A. Because apoptosis is not random. So the statement that it occurs randomly is incorrect. So the answer is A. But I need to check again | [
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answer_trajectory | What does the model currently think the answer is? | E | E)212.5m. But wait, the options given include E)212.5 m. So why is the answer not in the options? Wait, no, the options are given as: | uncertain | [
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answer_trajectory | What does the model currently think the answer is? | A | A) W_rev= - 898 cal, q = 9440 cal, ΔH = 9440 cal, ΔE = 8542 cal. Wait, but let me check the calculation again | uncertain | [
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answer_trajectory | What does the model currently think the answer is? | D | 129, which is option D. But let me check with another approach to be safe | D. 129 | [
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answer_trajectory | What does the model currently think the answer is? | C | C)4? Let me check again | C. 4 | [
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answer_trajectory | What does the model currently think the answer is? | B | 1,974,000. Let me write the number with commas for clarity: 1,974,000. So, breaking it down: | 1,974,000 | [
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answer_trajectory | What does the model currently think the answer is? | H | F) No crime. But I'm not sure. Let me think again | F | [
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answer_trajectory | What does the model currently think the answer is? | 64 | u = -161 + 50t. Let me find the smallest positive u. Let me solve for t such that -161 + 50t > 0. So, 50t > 16 | 161. So, t > 3.22. The smallest integer t is 4. Then u = -161 + | [
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answer_trajectory | What does the model currently think the answer is? | D | 1450 square feet | 1450 | [
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answer_trajectory | What does the model currently think the answer is? | C | C | C | [
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answer_trajectory | What does the model currently think the answer is? | G | G or I. But since the options are presented as separate, maybe the correct answer is G | G | [
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answer_trajectory | What does the model currently think the answer is? | B | B) Hierarchy of needs | B) Hierarchy of needs | [
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answer_trajectory | What does the model currently think the answer is? | A | likely the Bible. Wait, but I'm not sure. Let me think. I think the phrase comes from the Bible, specifically the Book of Job. In Job 19:25-27, there's a reference to being saved | uncertain | [
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answer_trajectory | What does the model currently think the answer is? | 32 | 20 + 12, which is 32? Wait, but 26 + 6 is 32? Let me check again. 26 plus 6. Let me count. 26, 2 | 32 | [
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answer_trajectory | What does the model currently think the answer is? | F | C: There is no privity of estate between the gardener and the landscaper. Wait, but privity of estate exists when there's a transfer of property. The gardener sold the land to the landscaper, so there is privity | uncertain | [
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answer_trajectory | What does the model currently think the answer is? | E | E. But I'm not sure. Alternatively, maybe the question is using the "coinsurance" formula. For example, if the building is worth $78k, and the insurance companies have policies with face values. If the coinsurance is | uncertain | [
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answer_trajectory | What does the model currently think the answer is? | D | C and F. But since the user is asking for one letter, maybe the answer is C. However, I need to check if there's any other possible answer. Wait, the options are A-J. Let me check again. The answer is | C | [
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answer_trajectory | What does the model currently think the answer is? | C | C) walking. But I'm not 100% sure. Alternatively, maybe the answer is D) stand still, but that's not moving. Wait, the question says "he could only move by doing what?" So the answer must | C | [
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answer_trajectory | What does the model currently think the answer is? | A | A)21. But I need to check if there's a mistake in my calculation | A. 21 | [
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answer_trajectory | What does the model currently think the answer is? | 85 | either 85 or 120. Given that the problem says "she collected 35 coins from the fountain" for the next two hours, and the first hour is 15, it's more likely that the total is | 120 | [
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answer_trajectory | What does the model currently think the answer is? | 15 | (120 * 1/2) / 4 = 60 / 4 = 15 | 15 | [
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answer_trajectory | What does the model currently think the answer is? | A | 3 possibilities for the fourth digit | uncertain | [
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answer_trajectory | What does the model currently think the answer is? | B | \boxed{B} | B | [
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answer_trajectory | What does the model currently think the answer is? | G | E) 75% or I) 15.5%? | I) 15.5% | [
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answer_trajectory | What does the model currently think the answer is? | 45 | 3 × mid-June depth. But sometimes, people might interpret "three times deeper" as original depth + three times original depth, which would be four times the original depth. But I think in most cases, especially in math problems, " | uncertain | [
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answer_trajectory | What does the model currently think the answer is? | A | the number of ways to arrange them such that: | uncertain | [
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answer_trajectory | What does the model currently think the answer is? | B | 225 - (5×14 + 9×16) = 225 - (70 + 144) = 225 - 214 = 11. Yep, that | 11 | [
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answer_trajectory | What does the model currently think the answer is? | A | 310 × 0.5 = 155 rupees. Wait, but looking at the options, D is 155. But let me check again because sometimes there might be a mistake in calculation | D. 155 | [
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answer_trajectory | What does the model currently think the answer is? | B | 11. So, the middle number is 11. Therefore, the answer is B | B. 11 | [
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answer_trajectory | What does the model currently think the answer is? | C | 3 km/hr * 30 seconds | 60 meters | [
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answer_trajectory | What does the model currently think the answer is? | C | 87,529. Wait, let me check again: | 87,529 | [
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answer_trajectory | What does the model currently think the answer is? | A | 18? But that's not among the options. So, maybe I made a mistake in the calculation? | 18 | [
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answer_trajectory | What does the model currently think the answer is? | A | A) toy store | uncertain | [
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answer_trajectory | What does the model currently think the answer is? | 36000 | 36,000 pounds | 36000 | [
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answer_trajectory | What does the model currently think the answer is? | A | that "physical" would come after "presence" (which is P-E-R-S...), but before "popular" (P-O-P...). Wait, no. Wait, "physical" starts with P-H, which is after P-E, | uncertain | [
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answer_trajectory | What does the model currently think the answer is? | 7 | 7 | 7 | [
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answer_trajectory | What does the model currently think the answer is? | D | D. Standardized tests are designed so that scores can be compared to a norm group, which is a group of people who took the same test under similar conditions. That makes sense because standardized tests are meant to be consistent and comparable across different individuals | D. Standardized tests | [
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answer_trajectory | What does the model currently think the answer is? | J | approximately 0.0109 | 0.0109 | [
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answer_trajectory | What does the model currently think the answer is? | A | A)96% | A. 96% | [
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answer_trajectory | What does the model currently think the answer is? | C | B | B | [
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] | 57 | 66 | 87 |
answer_trajectory | What does the model currently think the answer is? | J | that for an isothermal reversible process, the heat absorbed by the system is equal to the work done by the system. So q = w. But I need to be careful with the sign conventions. Let me check | q = w | [
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answer_trajectory | What does the model currently think the answer is? | C | D. Wait, the options are given as: | uncertain | [
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answer_trajectory | What does the model currently think the answer is? | B | B)180. But let me check once again with numbers | B. 180 | [
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answer_trajectory | What does the model currently think the answer is? | D | going to depend on how we arrange the numbers so that the third one is maximized, while keeping the total sum at 1850 and all numbers less than 2000 | uncertain | [
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answer_trajectory | What does the model currently think the answer is? | D | D | D | [
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answer_trajectory | What does the model currently think the answer is? | 25200 | either 25,200 or 128,400. Which is correct? | uncertain | [
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answer_trajectory | What does the model currently think the answer is? | 10 | 10 beads removed from each part. But let me think again | uncertain | [
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answer_trajectory | What does the model currently think the answer is? | A | A. But wait, let me check the options again. Wait, the answer options are given as: | uncertain | [
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answer_trajectory | What does the model currently think the answer is? | B | more than $2. So, total is more than $40 + $2 = $42 | 42 | [
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answer_trajectory | What does the model currently think the answer is? | A | that the frequency of benzene is 600 MHz + (128.4 ppm × 600 MHz / 10^6). Wait, but that would be 600 MHz + (128 | uncertain | [
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answer_trajectory | What does the model currently think the answer is? | F | C | C | [
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answer_trajectory | What does the model currently think the answer is? | B | 1,974,000. To round to the nearest 10,000, we need to look at the digit in the thousands place. Because 10,000 is one place higher than | 1,970,000 | [
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192,
197,
202,
207,
212,
21... | [
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18,
27
] | 57 | 462 | 12 |
answer_trajectory | What does the model currently think the answer is? | A | 3. But again, not an option | uncertain | [
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... | [
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] | 407 | 651 | 62 |
answer_trajectory | What does the model currently think the answer is? | B | either B)4 or D)6, depending on the interpretation | D | [
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] | 203 | 391 | 52 |
answer_trajectory | What does the model currently think the answer is? | E | not integer | uncertain | [
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] | 311 | 430 | 72 |
answer_trajectory | What does the model currently think the answer is? | C | 559981, but the '98' is wrong. So, maybe the digits 9 and 8 are incorrect. But how to figure out which digits? | uncertain | [
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answer_trajectory | What does the model currently think the answer is? | B | 13.33 seconds | 13.33 | [
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answer_trajectory | What does the model currently think the answer is? | E | E | E | [
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... | [
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18,
27
] | 22 | 54 | 42 |
answer_trajectory | What does the model currently think the answer is? | A | A) 160 km. Wait, no, I need to think through it properly. Let me read the problem again | uncertain | [
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] | [
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] | 2 | 289 | 1 |
answer_trajectory | What does the model currently think the answer is? | C | sqrt(144/169) = 12/13. So DE/BC = 12/13. Therefore, BC = DE * (13/12). Since DE is given as 1 | 13/12 | [
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18,
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] | 20 | 432 | 4 |
answer_trajectory | What does the model currently think the answer is? | C | likely option C or F. Given the time I've spent and the confusion, I'll go with option C, which has the total recombination between f and Kn as 38.1%, which is close to the calculated 38 | C. 38.1% | [
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] | 617 | 662 | 93 |
answer_trajectory | What does the model currently think the answer is? | B. I and II only | no. Therefore, 8 is not necessarily a divisor of xy. Therefore, option I is not necessarily true. Wait, but hold on, maybe there are cases where it is. But the question says "must be a multiple of which of the | uncertain | [
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answer_trajectory | What does the model currently think the answer is? | B. 50,000 | approximately 1.55 - (Δx)/(2*1.55) | uncertain | [
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answer_trajectory | What does the model currently think the answer is? | B. 2/5 | between 0.333... (1/3) and 0.4 (2/5). But the options given are A) 5/12 ≈ 0.4167, B) 2/ | A | [
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answer_trajectory | What does the model currently think the answer is? | D | D | D | [
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answer_trajectory | What does the model currently think the answer is? | E | E)10000 | E. 10000 | [
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answer_trajectory | What does the model currently think the answer is? | D | either B or D | D | [
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] | 26 | 95 | 28 |
answer_trajectory | What does the model currently think the answer is? | B | 12,000 meters divided by 600 seconds. Let me do that division again. 12,000 divided by 600. Dividing numerator and denominator by 100, that's | 120 divided by 6 | [
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] | 22 | 100 | 23 |
answer_trajectory | What does the model currently think the answer is? | I | 13.2 M? But none of the options is 13.2. The options are: | uncertain | [
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] | 208 | 347 | 60 |
answer_trajectory | What does the model currently think the answer is? | B. 16.8 | not among the options, but since I have to choose, maybe there's a mistake in the problem. However, if I consider that the second train is stationary, then the time is 270 / (60 * 5/1 | uncertain | [
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1... | [
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18,
27
] | 368 | 399 | 92 |
answer_trajectory | What does the model currently think the answer is? | B | that the given ΔHf° values for H(g) and O(g) are the enthalpies required to produce those atoms from their diatomic molecules. So, for example, ΔHf° for H(g) is 52 | 52 | [
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] | 38 | 323 | 12 |
answer_trajectory | What does the model currently think the answer is? | B | to find the minimal P such that P > 0.5*(P + C + A), and then compute the percentage decrease from the original P (which was 50 in the case of total nuts 75). But the problem is | uncertain | [
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] | 153 | 556 | 27 |
answer_trajectory | What does the model currently think the answer is? | B | C)7298. Wait, but let me check this pattern | C. 7298 | [
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] | 378 | 440 | 86 |
answer_trajectory | What does the model currently think the answer is? | D. Data not sufficient | D) Data not sufficient? But that seems odd. Wait, but maybe there is a way to find Shiny's speed? | D | [
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] | 85 | 568 | 15 |
answer_trajectory | What does the model currently think the answer is? | E | not about the population being sqrt(a² +b²), but that the population is calculated as that formula, and the men are reduced by 6% each year. Wait, but the problem says "in next year population will be P=(a | uncertain | [
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] | 91 | 598 | 15 |
answer_trajectory | What does the model currently think the answer is? | C | C, D, E. But since the user is asking for one letter, maybe there is a mistake in the problem or in my analysis. Alternatively, maybe the original problem had different numbers. Wait, let me check again | uncertain | [
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answer_trajectory | What does the model currently think the answer is? | A | likely C) fun | C | [
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answer_trajectory | What does the model currently think the answer is? | B | B | B | [
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answer_trajectory | What does the model currently think the answer is? | B | 35 and 48, concatenated as 3548, which matches the third row. So this seems to be the pattern! | 3548 | [
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] | 410 | 440 | 93 |
answer_trajectory | What does the model currently think the answer is? | 3 | 3 | 3 | [
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answer_trajectory | What does the model currently think the answer is? | C | approximately 5.17 seconds, which is closest to 5 seconds | 5 | [
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] | 152 | 355 | 43 |
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