Datasets:

felixZzz
/

np_4b_len16k_custom_teacher_response-6-custom_8b_student_logps

Modalities:

Formats:

Size:

Libraries:

Dataset card Data Studio Files Files and versions

Dataset Viewer

Auto-converted to Parquet Duplicate

Split (1)

train · 16.7k rows

prompt stringlengths 1.48k 16.3k	response stringlengths 753 111k	teacher_responses stringlengths 693 191k	prompt_idx int64 0 16.7k	think_logps listlengths 231 31.5k	answer_logps listlengths 28 2.69k
<\|im_start\|>system Your role as an assistant involves reconstructing the internal reasoning process that connects a provided question to its correct answer. Your task is to methodically reverse-engineer the logical steps, demonstrating a full cycle of analysis, summarization, idea generation, verification, error correction, and iterative refinement. Please structure your response into two distinct parts: Solution and Thought. In the Solution section, present the given correct answer in a precise and clear format: <\|begin_of_solution\|> {provided correct solution} <\|end_of_solution\|>. In the Thought section, articulate the step-by-step cognitive journey that leads to the solution. Use the specified format: <\|begin_of_thought\|> {detailed thought process with steps separated by '\n\n'} <\|end_of_thought\|>. Each step should reflect analytical breakdowns, synthesis of key points, generation of logical pathways, validation of each step's accuracy, refinement of any missteps, and reassessment of previous conclusions. The focus is solely on depicting the internal, structured thinking that arrives at the provided solution.<\|im_end\|> <\|im_start\|>user Return your final response within \boxed{}. The operation $\otimes$ is defined for all nonzero numbers by $a\otimes b =\frac{a^{2}}{b}$. Determine $[(1\otimes 2)\otimes 3]-[1\otimes (2\otimes 3)]$. $\text{(A)}\ -\frac{2}{3}\qquad\text{(B)}\ -\frac{1}{4}\qquad\text{(C)}\ 0\qquad\text{(D)}\ \frac{1}{4}\qquad\text{(E)}\ \frac{2}{3}$<\|im_end\|> <\|im_start\|>assistant <\|begin_of_solution\|> To determine the value of \([(1 \otimes 2) \otimes 3] - [1 \otimes (2 \otimes 3)]\) where the operation \(\otimes\) is defined by \(a \otimes b = \frac{a^2}{b}\), we proceed as follows: First, compute \(1 \otimes 2\): \[ 1 \otimes 2 = \frac{1^2}{2} = \frac{1}{2} \] Next, use this result to compute \((1 \otimes 2) \otimes 3\): \[ \left(\frac{1}{2}\right) \otimes 3 = \frac{\left(\frac{1}{2}\right)^2}{3} = \frac{\frac{1}{4}}{3} = \frac{1}{12} \] Now, compute \(2 \otimes 3\): \[ 2 \otimes 3 = \frac{2^2}{3} = \frac{4}{3} \] Then, use this result to compute \(1 \otimes (2 \otimes 3)\): \[ 1 \otimes \left(\frac{4}{3}\right) = \frac{1^2}{\frac{4}{3}} = \frac{1}{\frac{4}{3}} = \frac{3}{4} \] Finally, find the difference between the two results: \[ \frac{1}{12} - \frac{3}{4} = \frac{1}{12} - \frac{9}{12} = \frac{1 - 9}{12} = \frac{-8}{12} = -\frac{2}{3} \] Thus, the answer is \(\boxed{A}\). <\|end_of_solution\|> <\|begin_of_thought\|>	Okay, let me try to figure out this problem. So, we have this operation defined as a⊗b = a²/b. And we need to compute [(1⊗2)⊗3] - [1⊗(2⊗3)]. Then choose the correct answer from the options given. Alright, let's break it down step by step. First, I need to remember that the operation ⊗ is not associative, right? Because the problem is asking for the difference between two different groupings: (1⊗2)⊗3 and 1⊗(2⊗3). So, the order in which we perform the operations matters here. That's probably why there's a subtraction between them. Let me start by computing each part separately. Let's tackle the first part: (1⊗2)⊗3. Starting with the innermost operation, which is 1⊗2. According to the definition, a⊗b = a²/b. So here, a is 1 and b is 2. Plugging those in: 1² / 2 = 1/2. So, 1⊗2 equals 1/2. Now, we take that result and perform the next operation with 3. So, (1⊗2)⊗3 becomes (1/2)⊗3. Again, using the same definition: a is now 1/2 and b is 3. So, ( (1/2)² ) / 3 = (1/4) / 3 = 1/12. So, (1⊗2)⊗3 equals 1/12. Alright, that's the first part. Now let's compute the second part: 1⊗(2⊗3). Again, starting with the innermost operation, which is 2⊗3. Applying the definition: a is 2 and b is 3. So, 2² / 3 = 4/3. Therefore, 2⊗3 equals 4/3. Now, we need to compute 1⊗(4/3). Here, a is 1 and b is 4/3. Using the operation definition: 1² / (4/3) = 1 / (4/3) = 3/4. So, 1⊗(2⊗3) equals 3/4. Now, the problem asks for the difference between the two results: [(1⊗2)⊗3] - [1⊗(2⊗3)] = (1/12) - (3/4). To subtract these fractions, they need a common denominator. The denominators are 12 and 4, so 12 is the common denominator. Converting 3/4 to twelfths: 3/4 = 9/12. So, 1/12 - 9/12 = (1 - 9)/12 = -8/12. Simplifying that fraction by dividing numerator and denominator by 4: -8/12 = -2/3. Hmm, looking at the answer choices, option A is -2/3. So, is that the answer? Wait, but let me double-check my calculations to make sure I didn't make a mistake somewhere. First, checking (1⊗2): 1² / 2 = 1/2. Correct. Then, (1/2)⊗3: (1/2)² / 3 = (1/4)/3 = 1/12. That seems right. Now, for 2⊗3: 2² / 3 = 4/3. Correct. Then, 1⊗(4/3): 1² / (4/3) = 1 / (4/3) = 3/4. Yes, that's correct. Subtracting 3/4 from 1/12: 1/12 - 3/4. Convert 3/4 to 9/12, so 1/12 - 9/12 = -8/12 = -2/3. Yes, that all checks out. So the answer should be -2/3, which is option A. Wait, but let me think again. The operation is defined for all nonzero numbers, so we don't have any issues with division by zero here. 2⊗3 is 4/3, which is fine, and then 1⊗(4/3) is 3/4. Correct. Alternatively, maybe there's a different way to approach the problem? Let me try expanding both expressions using variables to see if there's a pattern. Let’s denote the first expression: (a⊗b)⊗c. Using the definition: First, compute a⊗b = a²/b. Then, take that result and ⊗ with c: (a²/b)⊗c = ( (a²/b)² ) / c = a⁴ / (b² c). Now, the second expression: a⊗(b⊗c). First compute b⊗c = b²/c. Then, a⊗(b²/c) = a² / (b²/c) = a² * (c / b²) = (a² c) / b². Therefore, the difference between the two expressions is: (a⁴ / (b² c)) - (a² c / b²) = (a⁴ - a² c²) / (b² c) = a² (a² - c²) / (b² c). Hmm, factoring that, it's a² (a - c)(a + c) / (b² c). But in our specific problem, a = 1, b = 2, c = 3. Plugging those values in: 1² (1 - 3)(1 + 3) / (2² * 3) = 1 * (-2)(4) / (4 * 3) = (-8) / 12 = -2/3. Same result. So that confirms the answer is indeed -2/3. Therefore, I think my initial calculation was correct, and the answer is option A. Final Answer \boxed{A} <\|end_of_thought\|><\|im_end\|>	Okay, let me try to figure out this problem. So, we have this operation defined as a⊗b = a²/b. And we need to compute [(1⊗2)⊗3] - [1⊗(2⊗3)]. Then choose the correct answer from the options given. Alright, let's break it down step by step. First, let's understand the operation. The tensor product here, ⊗, takes two nonzero numbers a and b and returns a squared divided by b. So, it's a binary operation that's a bit different from the usual addition or multiplication. Important to note that division is involved, so we have to make sure we don't divide by zero. But since the problem states that all nonzero numbers are considered, I guess we don't have to worry about that here. The expression we need to compute is [(1⊗2)⊗3] minus [1⊗(2⊗3)]. So, essentially, it's asking for the difference between two different ways of applying this operation: one where we first compute 1⊗2 and then compute the result with 3, and another where we first compute 2⊗3 and then apply that result with 1. The question is whether these two different groupings give different results, and if so, by how much. Let me start by computing each part step by step. Let's take it part in parentheses first. Let's compute (1⊗2) first. According to the definition, a⊗b = a²/b. So here, a is 1 and b is 2. Therefore, 1⊗2 = (1)² / 2 = 1/2. Okay, that's straightforward. Now, we need to compute (1⊗2)⊗3. Since we already found that (1⊗2) is 1/2, the next step is (1/2)⊗3. Applying the same operation here: a is 1/2 and b is 3. So, (1/2)² / 3 = (1/4) / 3 = 1/12. So, [(1⊗2)⊗3] equals 1/12. Now, let's compute the other part: 1⊗(2⊗3). Again, we need to compute the inner operation first, which is (2⊗3). Let's do that. Here, a is 2 and b is 3, so 2² / 3 = 4/3. Therefore, 2⊗3 = 4/3. Now, the next step is 1⊗(4/3). So, here, a is 1 and b is 4/3. Applying the operation: 1² / (4/3) = 1 / (4/3) = 3/4. Therefore, [1⊗(2⊗3)] equals 3/4. So now, the original expression is [(1⊗2)⊗3] - [1⊗(2⊗3)] = (1/12) - (3/4). Let's compute that. To subtract these fractions, they need a common denominator. The denominators are 12 and 4, so 12 is the common denominator. 3/4 is equivalent to 9/12. So, 1/12 - 9/12 = (1 - 9)/12 = -8/12. Simplifying that, divide numerator and denominator by 4: -2/3. Hmm, so that would be answer choice A, which is -2/3. But let me double-check my steps to make sure I didn't make a mistake. First, check 1⊗2: 1²/2 = 1/2. Correct. Then (1/2)⊗3: (1/2)² /3 = (1/4)/3 = 1/12. Correct. Then 2⊗3: 2²/3 = 4/3. Correct. Then 1⊗(4/3): 1² / (4/3) = 1(3/4) = 3/4. Correct. Then subtract: 1/12 - 3/4. Convert 3/4 to twelfths: 9/12. So 1/12 - 9/12 = -8/12 = -2/3. Yes, that looks right. So answer A. But wait, the answer options are listed as (A) -2/3, (B) -1/4, (C) 0, (D) 1/4, (E) 2/3. So, -2/3 is option A. But let me just think again if I interpreted the operation correctly. The operation is a⊗b = a²/b. So when we have parentheses, we follow the order of operations. So yes, first compute the expressions in parentheses. So, for [(1⊗2)⊗3], first compute 1⊗2, then take that result and tensor with 3. Similarly for [1⊗(2⊗3)], first compute 2⊗3, then tensor with 1. So my calculations seem correct. The difference is 1/12 - 3/4 = -2/3. So answer A. But wait, maybe I made a mistake in the sign? Let me check again. 1/12 is positive, 3/4 is positive. So subtracting a larger positive number from a smaller positive number gives a negative. Yes, so 1/12 is approximately 0.0833, and 3/4 is 0.75. So 0.0833 - 0.75 = -0.666..., which is -2/3. That's correct. Alternatively, maybe I messed up the order of operations in the second part. Let's check again. 1⊗(2⊗3). 2⊗3 is 4/3. Then 1⊗4/3 is 1 divided by 4/3, which is 3/4. Yes, that's correct. So then 1/12 - 3/4. 3/4 is 9/12. 1/12 - 9/12 is -8/12, which is -2/3. So all steps check out. Therefore, the answer is A, -2/3. Hmm, but wait, let me check once more. Maybe I confused the order in the operations? Let me write each step again. First part: (1⊗2)⊗3. 1⊗2: 1² / 2 = 1/2. Then, (1/2)⊗3: (1/2)² / 3 = (1/4)/3 = 1/12. So first result is 1/12. Second part: 1⊗(2⊗3). 2⊗3: 2² / 3 = 4/3. Then, 1⊗(4/3): 1² / (4/3) = 1 / (4/3) = 3/4. So second result is 3/4. Subtracting: 1/12 - 3/4. Convert to twelfths: 1/12 - 9/12 = -8/12 = -2/3. Yep, that's correct. I don't see any mistakes here. So the answer should be A. But wait, the answer options list A as -2/3, which is negative. But maybe I should check once again. Alternatively, maybe the operation is a⊗b = a² / b, but in the first part, when we compute (1⊗2)⊗3, is it (1⊗2) first, which is 1/2, then 1/2 ⊗3, which is (1/2)^2 /3 = 1/4 /3 = 1/12. Correct. Then 1⊗(2⊗3): 2⊗3 is 4/3, then 1⊗4/3 is 1^2 / (4/3) = 1(3/4) = 3/4. Then 1/12 - 3/4. 3/4 is 9/12, so 1/12 -9/12 is -8/12, which reduces to -2/3. Yes, that's correct. So the answer is A. But wait, let me check the problem statement again to make sure I didn't misread anything. The operation is defined for all nonzero numbers by a⊗b = a² / b. The expression is [(1⊗2)⊗3] - [1⊗(2⊗3)]. Yeah, that's exactly what I computed. So, seems correct. Alternatively, maybe the problem is testing associativity? But since the operation isn't typically associative, like regular multiplication or addition, this difference is expected. So perhaps this is an example of a non-associative operation, and the question is exploiting that. So in this case, the result is indeed different depending on the grouping, and the difference is -2/3. Therefore, I think the answer is A. But let me check once again for any possible miscalculations. Let's compute each step numerically: First part: 1⊗2: 1² / 2 = 1/2. Then, (1⊗2)⊗3 = (1/2)⊗3 = ( (1/2)^2 ) /3 = (1/4)/3 = 1/12 ≈ 0.0833. Second part: 2⊗3: 2² /3 = 4/3 ≈ 1.333. Then, 1⊗(4/3) = 1² / (4/3) = 1 / (4/3) = 3/4 = 0.75. Subtract: 0.0833 - 0.75 = -0.666..., which is -2/3. Yep. So I think I did everything correctly. Therefore, the answer is A, -2/3. Final Answer \boxed{A}	0	[ -0.04867544397711754, -0.0000247952248173533, -0.38703861832618713, -1.0537296533584595, -0.006087926682084799, -0.0000029802276912960224, -0.2919488847255707, -0.029750648885965347, -0.02332417666912079, -0.001304609584622085, -0.9742240309715271, -0.1566285938024521, -0.07578938454389572, -0.6003419160842896, -0.02152930200099945, -0.21484361588954926, -0.026622962206602097, -0.28328660130500793, -0.2547939121723175, -0.06361188739538193, -0.04073349013924599, -0.00009715084888739511, -0.1004972830414772, -0.0005697772721759975, -0.0015061474405229092, -0.2750326097011566, -1.4154614210128784, -0.621232271194458, -0.017709815874695778, -0.000018954096958623268, -1.1920928244535389e-7, -0.11293383687734604, -0.01620948128402233, -3.576278118089249e-7, -0.000010609570381348021, -0.0000027418097943154862, -0.00006890059739816934, -0.000025033637939486653, -1.1920928244535389e-7, -0.00009858122211880982, -0.09265437722206116, -8.344646857949556e-7, 0, -0.000007152531907195225, -0.000021934269170742482, -7.152555099310121e-7, -1.1920928244535389e-7, 0, -0.12162889540195465, -1.3248567581176758, -0.12906523048877716, -0.002001070184633136, -0.059196680784225464, -0.12699031829833984, -0.0004103533865418285, -0.014575669541954994, -0.006729913409799337, -0.01477877888828516, -0.049396540969610214, -0.4484840929508209, -0.00035339308669790626, -0.06918630748987198, -0.12698715925216675, -0.2757208049297333, -1.7018736600875854, -0.000018954096958623268, -0.000060437283536884934, -1.1920928244535389e-7, -0.000001311301275563892, -0.08907566964626312, -0.0000069141146923357155, -0.00011205045302631333, -0.9987331032752991, -1.701417326927185, -1.632204294204712, -0.11885111033916473, -0.007051462307572365, -0.1713121384382248, -0.27504149079322815, -3.336425542831421, -1.068645715713501, -0.290134459733963, -1.0873582363128662, -2.519629716873169, -7.152555099310121e-7, -0.000036000557884108275, -0.5103886127471924, -0.0005134217790327966, -1.6153593063354492, -0.000017165990357170813, -0.5681498050689697, -2.3841855067985307e-7, -9.536738616588991e-7, -0.10105139017105103, -0.21186411380767822, -0.057099808007478714, -2.467869997024536, -0.07891222089529037, -1.1920928244535389e-7, -0.000009417489309271332, -0.00014208737411536276, -0.005638172384351492, -0.033835019916296005, -1.9970061779022217, -0.00008165503095369786, -2.442194938659668, -0.6314852237701416, -0.006753832101821899, -0.7668070197105408, -0.7776181101799011, -4.185908794403076, -0.42214345932006836, -1.557849645614624, -0.002058769576251507, -0.46357154846191406, -0.025140482932329178, -0.7450687289237976, -0.01445594523102045, -0.0004316828562878072, -0.16667520999908447, -3.8037145137786865, -0.33597779273986816, -0.16546104848384857, -0.10057490319013596, -2.5735764503479004, -0.5093347430229187, -0.01075554545968771, -1.5028924942016602, -0.08096807450056076, -0.9071692228317261, -0.2132934331893921, -0.00013159839727450162, -1.5147663354873657, -3.576278118089249e-7, -0.7133216261863708, -1.139981985092163, -0.00030048147891648114, -0.16685985028743744, -2.3841855067985307e-7, -0.000017881233361549675, -1.8794406652450562, -0.357596218585968, -1.4862926006317139, -0.48503100872039795, -0.011242611333727837, -0.21716803312301636, -0.5221825838088989, -4.221646785736084, -3.9231491088867188, -0.000004410734163684538, -0.0023444804828613997, -1.0871679782867432, -0.01901668682694435, -2.8957974910736084, -0.8292679786682129, -0.07847213000059128, -0.41493627429008484, -0.000054596363042946905, -0.029849348589777946, -0.002186171943321824, -0.00002372236667724792, -0.00017438798386137933, -0.5812267065048218, -0.14906565845012665, -0.2334136813879013, -0.6619618535041809, -0.5996690392494202, -0.0861772894859314, -0.00159172632265836, -0.0009157040040008724, -0.5826734304428101, -0.12981262803077698, -0.2904874086380005, -0.00017236177518498152, -0.00009464769391342998, -0.0000010728830375228426, -0.00001823885577323381, -0.0007351318490691483, -1.1920928244535389e-7, -0.00008153582894010469, -0.0780622735619545, -0.000010967194612021558, -1.1920928244535389e-7, -0.0000058412379075889476, -0.00003290122185717337, -9.536738616588991e-7, -3.576278118089249e-7, -1.1920928244535389e-7, -0.00012170527770649642, -0.48445457220077515, -0.05184073746204376, -2.438305139541626, -0.0009534580749459565, -2.0572006702423096, -0.00044526674901135266, -2.664423704147339, -1.096585988998413, -0.017285529524087906, -0.1496446132659912, -0.14313213527202606, -0.2684018015861511, -1.049588680267334, -0.3067668378353119, -0.00013267113536130637, -1.6358084678649902, -3.6602165699005127, -0.04832032322883606, -1.0407021045684814, -2.6361501216888428, -0.08340802043676376, -0.020304329693317413, -0.5775925517082214, -0.1817718893289566, -0.2723017632961273, -0.00000822540732769994, -0.00002706014311115723, -0.000007629365427419543, -0.10722199827432632, -0.000005364403477869928, -3.276926040649414, -1.9155082702636719, -0.005101876333355904, -0.9633558988571167, -0.0011094611836597323, -0.0000027418097943154862, -0.04809948801994324, -0.06467010080814362, -0.163980171084404, -0.006743293721228838, -0.0009473841637372971, -0.16157901287078857, -0.0007489498239010572, -0.00006806619057897478, -0.00003361645576660521, -2.3841855067985307e-7, -0.0000015497195136049413, -0.00048828122089616954, -0.00040618274942971766, -7.052651882171631, -1.3542377948760986, -0.11064212769269943, -0.577963650226593, -0.00004851700214203447, -0.000007629365427419543, -0.049835436046123505, -0.9413273334503174, -0.8929092884063721, -0.03813574090600014, -0.19268245995044708, -0.11876197904348373, -0.0053314645774662495, -0.7409714460372925, -0.8093177080154419, -0.0000010728830375228426, -0.3812992572784424, -0.7004975080490112, -0.041105616837739944, -0.2433210164308548, -0.7160570025444031, -0.4589182734489441, -0.0007714632665738463, -0.0000020265558760002023, -1.0227272510528564, -0.0001820160250645131, -1.1920928244535389e-7, -0.1137251928448677, -0.28113624453544617, -0.02054411917924881, -0.7877177000045776, -0.06266026943922043, -0.11489995568990707, -1.5547518730163574, -0.003653638530522585, -3.77783465385437, -0.00009083335316972807, -0.000014781842764932662, -1.0558661222457886, -0.44797253608703613, -0.038045432418584824, -3.6425740718841553, -3.4502429962158203, -3.2946057319641113, -13.375371932983398, -0.9305607676506042, -0.004840560257434845, -2.6559689044952393, -1.2655975818634033, -0.07890406996011734, -0.34312981367111206, -0.5366834402084351, -0.000005483612312673358, -0.000038742269680369645, -3.576278118089249e-7, -0.06092245876789093, -0.06290791183710098, -0.2658311426639557, -0.40349215269088745, -1.1920928244535389e-7, -0.0000016689286894688848, -0.10025565326213837, -0.021008815616369247, -0.4329683482646942, -0.0004326361231505871, -0.00005245071224635467, -0.10028509050607681, -0.0004917366313748062, -0.0002047805901383981, -0.03823935613036156, -0.030095534399151802, -0.007032404653728008, -2.541320562362671, -0.00012516192509792745, -0.0008336406317539513, -0.00874250940978527, -8.344646857949556e-7, -1.1920928244535389e-7, -0.016037749126553535, -5.960462772236497e-7, -1.1920928244535389e-7, -5.960462772236497e-7, -2.3841855067985307e-7, -0.0182621031999588, -0.8071684241294861, -0.03551281988620758, -0.06796246767044067, 0, -0.0002867764269467443, -3.576278118089249e-7, -0.20566651225090027, -0.2254183441400528, 0, -0.038540150970220566, -0.000006318072337307967, -0.016230592504143715, -0.0018814972136169672, -0.0000017881377516459906, -0.03818657621741295, -0.000003576272320060525, -0.000004291525328881107, -0.08900544047355652, -0.0000040531076592742465, -0.11294203251600266, -0.6355065107345581, -0.00022682955022901297, -0.7021550536155701, -0.5426554679870605, -0.009179530665278435, -0.1004137247800827, -0.09330156445503235, -0.005161887500435114, -0.4253549873828888, -0.11223306506872177, -0.000007748573807475623, -0.17751985788345337, -1.013230323791504, -0.00033146608620882034, -0.00987088494002819, -0.0000023841830625315197, -0.000009894321920000948, -0.00534344045445323, 0, -0.4756343364715576, -0.5596938729286194, -0.1400676667690277, -0.3020702600479126, -0.025022482499480247, -0.08719278872013092, -0.9744019508361816, 0, -2.3841855067985307e-7, 0, -0.0007102350937202573, -0.07530756294727325, -0.0013384203193709254, -0.00003957670196541585, -0.000015258672647178173, -7.152555099310121e-7, -0.00007247662142617628, -4.252893447875977, -0.05250311270356178, -0.5553251504898071, -0.0013786583440378308, -0.8850408792495728, -0.00029345019720494747, -0.00003135155202471651, -0.0000027418097943154862, -0.0002972637885250151, -0.003180091269314289, 0, -0.000007152531907195225, -0.32198405265808105, -0.000004529942543740617, -0.8772059082984924, -0.04415178671479225, -1.6005396842956543, -1.0782243013381958, -0.4153641164302826, -0.19410282373428345, -0.012898702174425125, -0.000006794906312279636, -0.000022172682292875834, -4.768370445162873e-7, -0.11297748982906342, -7.152555099310121e-7, -0.000001311301275563892, -0.0000023841830625315197, -3.576278118089249e-7, -0.0036016139201819897, -0.015202956274151802, -0.02129184827208519, -0.033633552491664886, -0.004700919147580862, -0.00003707340147229843, -0.0000017881377516459906, -0.0014210374793037772, -1.407958745956421, -0.07946619391441345, -0.0024782679975032806, -0.000003099436753473128, -0.6932017803192139, -0.00038985759601928294, -0.00003111314072157256, -0.00001680836794548668, -9.536738616588991e-7, -0.5760546326637268, -0.001412466517649591, -0.00004029192859889008, -0.0000011920922133867862, -0.28121599555015564, -0.02061687409877777, -0.0000010728830375228426, -0.5770397782325745, -0.023474285379052162, 0, -0.00020346954988781363, -0.3272954821586609, -0.016712069511413574, -0.472425639629364, -0.0000015497195136049413, -0.0000017881377516459906, 0, -0.000018358061424805783, -0.0000040531076592742465, 0, -0.000013232143828645349, -0.49204206466674805, -0.000007152531907195225, -1.1920928244535389e-7, -0.000011444026313256472, -0.000005125986263010418, 0, -0.3872382938861847, -0.10550785809755325, -0.21280953288078308, -0.256907194852829, -0.00026353701832704246, -0.04542970284819603, -0.0004326361231505871, -0.25226712226867676, -0.005844764411449432, -0.40451622009277344, -2.8128418922424316, -0.00976039469242096, -0.0006281548412516713, -0.000048397800128441304, 0, -2.3841855067985307e-7, -1.1920928244535389e-7, -0.000010132738680113107, -2.245649576187134, -0.00002276871418871451, -0.7828382253646851, -0.15864643454551697, -0.0009919252479448915, -0.29845231771469116, -0.17840735614299774, -0.06389296054840088, -0.23421362042427063, -0.000697965151630342, -2.361340045928955, -0.021254153922200203, -0.0073073492385447025, -2.1274237632751465, -1.1920928244535389e-7, -2.3841855067985307e-7, -1.1920928244535389e-7, -0.0011295850854367018, -1.3205116987228394, -0.02652464061975479, -0.45171454548835754, -0.004743276163935661, -0.0689748153090477, -0.6312909126281738, -0.000004172316494077677, -0.000025033637939486653, -0.026919148862361908, -4.768370445162873e-7, -0.000002861018856492592, -0.0028072495479136705, -7.152555099310121e-7, -5.960462772236497e-7, -0.00003242440288886428, -4.768370445162873e-7, -1.314562201499939, -0.000026225699912174605, -0.027786890044808388, -0.000007390948667307384, -5.37967586517334, -0.020886708050966263, -0.04300105199217796, -0.0000015497195136049413, -0.0005135409301146865, -0.0000011920922133867862, -2.3841855067985307e-7, -0.011048450134694576, -4.768370445162873e-7, -0.002523097675293684, -0.968998908996582, -2.3841855067985307e-7, -0.25351452827453613, -0.00038092033355496824, -8.344646857949556e-7, -1.1920928244535389e-7, -0.44816240668296814, -0.0000010728830375228426, -0.000007390948667307384, -0.000004768360213347478, 0, -0.19030606746673584, -0.1998341679573059, -0.0011806668480858207, -2.819117784500122, -0.3787986934185028, -0.15646040439605713, -0.0006420934805646539, -0.4062589704990387, -1.1920928244535389e-7, -0.00005376194530981593, -0.0017903504194691777, -0.040164392441511154, -0.0000020265558760002023, -2.3841855067985307e-7, -0.004235345870256424, -2.656139612197876, -0.0499299056828022, -2.69225811958313, -0.0489991120994091, -0.0007578838267363608, -0.0012554391287267208, -0.000051020273531321436, -4.768370445162873e-7, -0.0038167026359587908, -0.000532008707523346, -0.000005125986263010418, -0.0001113352773245424, -0.0000032186455882765586, -0.0000033378546504536644, 0, -0.0004471732536330819, -0.22420328855514526, -0.000003576272320060525, -0.013985724188387394, -0.1004432663321495, -0.7209249138832092, -0.0000015497195136049413, -0.0008158930577337742, -0.011400907300412655, -3.576278118089249e-7, -3.576278118089249e-7, -1.1920928244535389e-7, 0, -0.0009126074146479368, -0.00040141629870049655, -0.026317516341805458, -0.0000017881377516459906, -0.12018562853336334, -0.0000011920922133867862, -7.152555099310121e-7, -0.000003814689989667386, 0, -0.001503528794273734, -0.004089683759957552, -0.0018819731194525957, -0.061986103653907776, -8.344646857949556e-7, 0, -0.00009333651541965082, -0.851554274559021, -4.768370445162873e-7, -0.2037513554096222, -4.768370445162873e-7, -0.000006318072337307967, -0.000010609570381348021, -1.1920928244535389e-7, -2.3841855067985307e-7, -2.3841855067985307e-7, -0.000017762025890988298, -0.0868263840675354, -2.3841855067985307e-7, -0.0000029802276912960224, -7.152555099310121e-7, 0, -0.00031382881570607424, -1.9158821105957031, -0.2521663308143616, -0.07018974423408508, -1.5097730159759521, -1.0189732313156128, -0.01421328168362379, -0.24427266418933868, -0.09757164120674133, -0.000058410845667822286, -0.01608244515955448, -5.960462772236497e-7, -0.00014256415306590497, -0.0000019073468138230965, 0, -0.000010251946150674485, -0.031484175473451614, -0.0000016689286894688848, 0, -0.0000016689286894688848, -0.0000084638240878121, -1.1920928244535389e-7, -9.536738616588991e-7, -4.768370445162873e-7, -0.0010089550632983446, -0.3135071098804474, -1.701470136642456, -7.152555099310121e-7, -0.000001311301275563892, -0.0000017881377516459906, 0, -0.000013589766240329482, -0.000006079655122448457, -0.000018954096958623268, -0.000008583032467868179, -1.1920928244535389e-7, -1.1920928244535389e-7, -0.008618067018687725, -0.38135772943496704, -0.3484489619731903, -0.00996861606836319, -0.3171204626560211, -0.1955772489309311, -0.04606059193611145, -0.000014066597032069694, -0.006874244660139084, -0.09567686170339584, 0, -0.2566221356391907, -0.001016695867292583, -0.000982159748673439, 0, -1.1920928244535389e-7, -0.0005505952867679298, -0.06449566036462784, -0.3661939203739166, 0, -0.020625164732336998, -3.576278118089249e-7, -0.000001311301275563892, -1.1920928244535389e-7, -4.768370445162873e-7, -1.1920928244535389e-7, -0.000008583032467868179, -1.4066874980926514, -0.08397375792264938, -1.7021185159683228, -0.00023469554434996098, -9.536738616588991e-7, -0.01064479909837246, -0.415223091840744, -1.1555465459823608, -0.026834432035684586, -0.15695714950561523, -0.22408762574195862, -0.0008322112844325602, -0.0000036954811548639555, 0, -0.025545531883835793, -0.25390568375587463, 0, -0.0028049908578395844, -0.000007033323527139146, 0, 0, 0, -0.01193030271679163, -1.7027227878570557, -0.0029874478932470083, -0.010807552374899387, -0.0013360392767935991, -0.000011086402082582936, -1.1920928244535389e-7, 0, -0.0017071687616407871, -9.536738616588991e-7, -0.000008583032467868179, 0, -4.768370445162873e-7, -1.1920928244535389e-7, -0.0004583738627843559, -0.3303922414779663, -1.1920928244535389e-7, -0.0010401559993624687, -0.00004541770613286644, -2.3841855067985307e-7, -2.3841855067985307e-7, 0, -7.152555099310121e-7, -4.768370445162873e-7, -0.16022582352161407, -1.1920928244535389e-7, -1.1920928244535389e-7, -2.3841855067985307e-7, 0, -0.24012267589569092, -0.004147618543356657, -0.04859289154410362, -0.020333999767899513, -0.014581426046788692, -0.17830103635787964, -0.000058530047681415454, -1.1920928244535389e-7, -1.1920928244535389e-7, -1.1920928244535389e-7, -2.3841855067985307e-7, -0.0000014305104514278355, -0.005313441157341003, -0.00039521988946944475, -0.17974883317947388, -1.1920928244535389e-7, -0.000009298280929215252, -0.20142307877540588, -1.090181827545166, -0.013813022524118423, -1.0693695545196533, -1.5524392127990723, -1.0213639736175537, -0.026550643146038055, -1.1003172397613525, -0.022660596296191216, -0.02404620870947838, -1.0110809803009033, -0.9892092943191528, -0.00020847532141488045, -0.0028977093752473593, -0.00003802703940891661, -0.0002967870968859643, -1.1920928244535389e-7, -0.5251170992851257, -0.3922044038772583, -1.3176497220993042, -0.003177833277732134, -0.7402358055114746, -0.000014543427823809907, -0.12797361612319946, -0.6958107948303223, -0.20527958869934082, -0.09223692864179611, -0.0000010728830375228426, -0.0020591262727975845, -0.0003003622987307608, -0.00006890059739816934, -0.0004159538948442787, -0.41286733746528625, -0.0077848611399531364, -0.01804576814174652, -0.7043362855911255, -1.2007653713226318, -1.6982508897781372, -3.629395008087158, -0.000013470558769768104, -0.000002622600959512056, -1.1920928244535389e-7, -0.257571280002594, -0.2009419947862625, -0.000012516897186287679, -0.981243371963501, -0.782946765422821, -0.0000023841830625315197, -0.10941416770219803, -0.0005896736984141171, -0.000053165931603871286, -0.0000034570634852570947, -0.000004410734163684538, -0.007112303748726845, -0.4684636890888214, -0.03812220320105553, -0.00008308542601298541, -0.6047286987304688, -0.0000016689286894688848, -0.048729490488767624, -0.0000017881377516459906, -0.0001134808044298552, -0.000012040065485052764, -1.1920928244535389e-7, -0.009130982682108879, -0.000513064325787127, -0.0002115741081070155, -0.0008809261489659548, -0.00023338454775512218, -0.11288602650165558, -0.038044169545173645, -0.20975446701049805, -0.6931488513946533, -0.0033494106028229, -2.127189874649048, -8.344646857949556e-7, -0.000014424220353248529, -2.3841855067985307e-7, -0.004351432900875807, -0.000004887569048150908, -0.000727627135347575, -0.0007607426377944648, -0.0000010728830375228426, -0.009757207706570625, -0.00005185469490243122, 0, -0.000015139465176616795, -0.8570349216461182, -0.027147145941853523, -0.04516299068927765, -0.0405147485435009, -0.0021964015904814005, 0, -9.536738616588991e-7, -0.003047704929485917, -0.00031668893643654883, -0.428705632686615, -0.00008320462075062096, -0.07892301678657532, -0.000002622600959512056, -0.004079710692167282, -0.006715467199683189, -5.960462772236497e-7, 0, -4.768370445162873e-7, -0.000019430925021879375, -0.31745612621307373, -0.00010382589971413836, -0.005267668981105089, -0.0005720409681089222, -0.000014424220353248529, -0.000009775113539944869, -0.10036035627126694, -0.000012159273865108844, -8.344646857949556e-7, -1.1920928244535389e-7, -0.02330426312983036, -0.0029938658699393272, -7.152555099310121e-7, -0.009481754153966904, -1.5048459768295288, -0.0002636561985127628, -0.0000011920922133867862, -3.576278118089249e-7, 0, -0.00016389934171456844, -0.0005230727256275713, -0.0010442048078402877, -0.6931570768356323, -1.7280399799346924, -9.536738616588991e-7, -0.00001680836794548668, 0, -0.0011724510695785284, -0.00002109982233378105, -0.0000033378546504536644, -0.0000015497195136049413, -1.1920928244535389e-7, -1.1920928244535389e-7, -0.00003504691630951129, -0.011742165312170982, -0.0012228161795064807, -0.1415189802646637, -0.7462405562400818, -2.906497001647949, -0.001570064458064735, -0.0008057684754021466, -0.0000015497195136049413, -0.0000011920922133867862, 0, -0.00007998623186722398, -0.00007998623186722398, -0.12695209681987762, -1.1920928244535389e-7, -0.00005149708886165172, -0.10094955563545227, -0.9423449039459229, -0.030049841850996017, -0.000004529942543740617, -0.00009643566590966657, 0, -0.000002861018856492592, -0.38774287700653076, -0.00012516192509792745, -8.344646857949556e-7, -0.0011975744273513556, -0.007641016039997339, -0.4743572175502777, -0.000005245195097813848, -0.0000010728830375228426, 0, -0.03381600230932236, -0.7485134601593018, -0.023486046120524406, -0.00011657988943625242, -0.22633221745491028, -8.344646857949556e-7, -1.1920928244535389e-7, -0.0022326798643916845, -0.04858766868710518, -0.0000034570634852570947, -3.576278118089249e-7, -0.0000015497195136049413, 0, -0.07905134558677673, -0.0003978414461016655, -0.000009179073458653875, 0, -5.960462772236497e-7, -4.768370445162873e-7, -0.00845602061599493, -8.344646857949556e-7, -0.0000017881377516459906, -1.1920928244535389e-7, -0.0000017881377516459906, -0.000059602869441732764, -1.1032865047454834, -0.00001597391747054644, -0.007214447017759085, -6.016528129577637, -0.06331529468297958, -1.1368777751922607, -0.16983084380626678, -1.781569242477417, -0.18698570132255554, -0.8688046932220459, -1.1387202739715576, -0.09642938524484634, -0.005289250984787941, -1.0826035737991333, -0.6218408942222595, -0.9764063358306885, -0.8196374773979187, -3.7504642009735107, -0.11337105184793472, -0.06560473889112473, -0.0014581772265955806, -0.0009806115413084626, -0.007043768186122179, -0.00011085849109804258, -0.0010346779599785805, -3.576278118089249e-7, -0.0070499237626791, -0.05102749913930893, -0.00007390703103737906, -0.018176885321736336, -0.000056980417866725475, -0.000007867782187531702, -0.0000020265558760002023, -0.000003099436753473128, -0.00018773700867313892, -0.39041221141815186, -0.000015616295058862306, -0.0000027418097943154862, -0.04858812317252159, -2.3841855067985307e-7, -0.000009894321920000948, -0.07915763556957245, -0.0000019073468138230965, -0.000002145764938177308, -0.020544352009892464, -0.000020861407392658293, -0.0000017881377516459906, -4.768370445162873e-7, -0.0000010728830375228426, -0.0000020265558760002023, -0.0000011920922133867862, -0.0000014305104514278355, -0.0007114263135008514, -0.000007390948667307384, -0.0000011920922133867862, -7.152555099310121e-7, -0.0002212279650848359, -0.0038549411110579967, -0.8807584643363953, -0.9955391883850098, -0.0002619877050165087, -0.0000020265558760002023, -2.3841855067985307e-7, -0.0012288884026929736, -0.05452373996376991, -0.000004529942543740617, -0.1433815062046051, -0.6627305746078491, -0.5312926173210144, -0.001033010776154697, -1.1603288650512695, -1.7330408096313477, -0.03316972777247429, -0.9478814601898193, -1.675218105316162, -2.020461082458496, -0.0002907091984525323, -0.44949331879615784, -0.0011518517276272178, -0.045076046139001846, -0.01706288941204548, -1.0188745260238647, -0.025371327996253967, -0.48166623711586, -0.0026713658589869738, -0.000006079655122448457, -0.004437836818397045, -0.0011834054021164775, -0.006072049494832754, -0.12974101305007935, -0.11349450051784515, -0.3649163842201233, -3.541799783706665, -0.9064923524856567, -1.2489819526672363, -2.787508964538574, -0.10953928530216217, -0.4655235707759857, -4.65270471572876, -0.11242835968732834, -0.13157698512077332, -0.28324276208877563, -0.00023552982020191848, -0.20267058908939362, -0.32044222950935364, -2.692518949508667, -0.000029444261599564925, -0.8820397257804871, -0.03508923202753067, -0.6111995577812195, -6.551303863525391, -2.1305549144744873, -0.3887237012386322, -1.6544790267944336, -0.6833714842796326, -1.5414024591445923, -2.4471933841705322, -0.42028358578681946, -0.0009726322605274618, -0.000015735502529423684, -5.960462772236497e-7, -0.00002372236667724792, -0.00003838465272565372, -2.3841855067985307e-7, -0.0009656057227402925, -0.671007513999939, -0.30139583349227905, -0.008340527303516865, -2.3841855067985307e-7, -0.000019311717551317997, 0, -0.1926669180393219, -0.5295075178146362, -0.704262375831604, -0.030151288956403732, -0.0000770062324590981, -0.0005066303419880569, -0.5606316924095154, -0.08298438787460327, -0.00003480850500636734, -3.576278118089249e-7, -0.00250038574449718, -0.10947176069021225, -0.9765576124191284, -1.7130458354949951, -4.768370445162873e-7, -0.000004887569048150908, -0.00014184899919200689, -7.152555099310121e-7, -0.000003814689989667386, -4.768370445162873e-7, -0.2698325216770172, -0.4782366156578064, -0.06979460269212723, -0.005125952418893576, -0.00003397406908334233, -0.000010013530300057027, -4.768370445162873e-7, -0.015435519628226757, -0.0004637358069885522, -0.10366396605968475, -0.09215256571769714, -0.0001858300092862919, -0.000011205610462639015, -0.1798107773065567, -0.4007579982280731, -3.591512441635132, -1.6584033966064453, -0.339968204498291, -0.12317337840795517, -1.7045565843582153, -2.8657615184783936, -1.7371208667755127, -0.09899887442588806, -1.3073850870132446, -0.00026425207033753395, -0.0004372832481749356, -0.000012993727978027891, 0, -0.04894019663333893, -0.0004564673872664571, -0.0700240433216095, -8.344646857949556e-7, -0.000007986990567587782, -0.6688950657844543, -0.00028391621890477836, -0.28179651498794556, -0.000005364403477869928, -0.000012516897186287679, -0.11473351716995239, -0.35146209597587585, -0.9853832721710205, -0.08764926344156265, -0.8574320673942566, -1.8765907287597656, -1.1160669326782227, -0.0007488307310268283, -2.7669405937194824, -0.21846821904182434, -0.41467344760894775, -0.06200537458062172, -0.12002874910831451, -0.03913940489292145, -0.1334572732448578, -2.5107905864715576, -0.12998399138450623, -0.05272897332906723, -0.25193849205970764, -0.05075933411717415, -0.24933886528015137, -1.236696481704712, -0.06857006251811981, -0.20145007967948914, -0.04412281513214111, -0.0007148809381760657, -0.0000014305104514278355, -2.2185938358306885, -0.09726148843765259, -0.017132148146629333, -0.10866911709308624, -0.00016318420239258558, -0.000007986990567587782, -8.344646857949556e-7, -0.0009662011871114373, -0.6671520471572876, -0.8477363586425781, -0.2791273593902588, -0.6190546751022339, -0.0015630420530214906, -0.5473716259002686, -0.028263647109270096, -0.5884828567504883, -0.2533756494522095, -0.0726277157664299, -0.0000605564855504781, -0.00005507317473529838, -0.5775880813598633, -0.02976221963763237, -0.13798797130584717, -0.008627286180853844, -0.0001245659514097497, -2.836564064025879, -2.679882287979126, -0.10033199936151505, -0.9680171608924866, -1.9217714071273804, -0.015013555064797401, -0.0017501289257779717, -0.00001597391747054644, -0.0000011920922133867862, -3.578902006149292, -2.417511224746704, -0.00003266281055402942, -0.000036477376852417365, -0.0000010728830375228426, -0.00005280832192511298, -0.000002145764938177308, -0.0003477922291494906, -0.3995617926120758, -0.043037138879299164, -1.147554636001587, -0.0009296386269852519, -0.00030119650182314217, -0.0000023841830625315197, -0.000015735502529423684, -0.000005006777428206988, -0.0004012971476186067, -4.768370445162873e-7, -1.1920928244535389e-7, -0.000005364403477869928, 0, -0.14272087812423706, -0.397927463054657, -0.022857874631881714, -0.0007107115816324949, -2.3841855067985307e-7, -0.00012516192509792745, -1.1920928244535389e-7, -0.000013589766240329482, -0.000033854863431770355, -0.006723637692630291, -0.000010132738680113107, -7.152555099310121e-7, -8.344646857949556e-7, -0.0000014305104514278355, -2.3841855067985307e-7, -0.5787155628204346, -0.002012729411944747, -2.3841855067985307e-7, -2.3841855067985307e-7, -0.000014662635294371285, -0.00001585470999998506, -0.000010967194612021558, -0.2625247836112976, -0.000013947389561508317, -0.000003576272320060525, -0.025035271421074867, -0.0003725788265001029, -0.000003933898824470816, 0, -0.003290122374892235, -2.3483033180236816, -0.13192202150821686, -0.045484837144613266, -1.8051334619522095, -0.28956037759780884, -1.1920928244535389e-7, -0.1746187061071396, -1.0356976985931396, -1.659584879875183, -0.000022291887944447808, -0.154094859957695, -0.6382604241371155, -0.7339240312576294, -0.026182815432548523, -2.55005145072937, -0.08239437639713287, -3.18228816986084, -0.06027798354625702, -1.502781867980957, -0.1887013465166092, -1.7014200687408447, -0.8903910517692566, -1.151711344718933, -0.5250367522239685, -1.7751526832580566, -0.9741021990776062, -0.0006561510381288826, -0.0018596036825329065, -0.00004660974445869215, -0.0000036954811548639555, -3.576278118089249e-7, -0.3530682623386383, -2.658679246902466, -0.00001168244216387393, -0.0000058412379075889476, -1.1920928244535389e-7, -0.007563762366771698, -0.009715416468679905, -0.00010346830822527409, -0.00001168244216387393, -3.576278118089249e-7, -0.4774535298347473, -0.016113413497805595, -0.035751521587371826, -0.0000032186455882765586, -0.0040008751675486565, -2.3508400917053223, -0.000022649508537142538, 0, -0.14003731310367584, -0.03915820270776749, -0.0006344689172692597, -5.951230049133301, -0.00002372236667724792, -0.9741250276565552, -0.0006622266955673695, -0.000014662635294371285, -1.1920928244535389e-7, -0.027063030749559402, -0.0020240312442183495, -0.00007068861305015162, -0.1365278959274292, -0.06994601339101791, -0.0000066756979322235566, -2.3841855067985307e-7, -0.0016494491137564182, -2.221195697784424, -0.6327866315841675, -0.4555334746837616, -0.004502872005105019, -0.5847086906433105, -0.03935500606894493, -0.160943403840065, -4.7781758308410645, -0.6096173524856567, -0.8260244727134705, -0.023708658292889595, -0.0030242919456213713, -9.536738616588991e-7, -0.26346254348754883, -0.00026472879108041525, -0.004093957599252462, -9.536738616588991e-7, -0.00001680836794548668, -1.6145232915878296, -2.434251546859741, -0.20164769887924194, -0.0008349508279934525, -0.000020146166207268834, -0.008635558187961578, -0.14611844718456268, -0.023756271228194237, -0.000024199192921514623, -7.152555099310121e-7, 0, -1.2237684726715088, -0.39152178168296814, -0.08894480019807816, -0.06351758539676666, -0.0000066756979322235566, -0.000001311301275563892, -0.1971210539340973, -0.14267747104167938, -0.000005006777428206988, -0.000003099436753473128, -0.0000010728830375228426, -0.000017762025890988298, -0.3882780969142914, -0.7164541482925415, -0.00018726025882642716, -7.152555099310121e-7, -0.0000014305104514278355, 0, -0.9613821506500244, -0.055142711848020554, -2.2486326694488525, -0.06249084696173668, -0.000011086402082582936, -0.000004529942543740617, -0.000009179073458653875, -0.008736127987504005, -0.14682407677173615, -2.999539613723755, -0.0621095672249794, -0.07428157329559326, -0.00006627816765103489, -1.4067717790603638, -1.5655957460403442, 0, -0.08082404732704163, -0.105002261698246, -2.1394152641296387, -0.04076725244522095, -0.5135289430618286, -0.018310796469449997, -0.0000023841830625315197, -0.000009059865078597795, 0, -0.23844414949417114, -1.6936203241348267, -0.9745062589645386, -0.039095841348171234, -1.1297978162765503, -0.04319401830434799, -1.36077880859375, -0.002476603025570512, -0.25732365250587463, -1.566393494606018, -0.10020981729030609, -0.864252507686615, -0.3891803026199341, -0.6111089587211609, -0.7927162051200867, -0.118690624833107, -1.048783540725708, -1.7131812572479248, -0.07803085446357727, -3.018681287765503, -0.871731698513031, -0.5398836135864258, -0.38690099120140076, -0.6064687371253967, -3.3929378986358643, -0.0333799347281456, -0.2039909064769745, -0.6633679866790771, -0.01788383722305298, -0.36665409803390503, -0.016484376043081284, -0.08460620790719986, -0.0005463061388581991, -0.006099656689912081, -8.344646857949556e-7, -0.002893073484301567, -0.023072589188814163, 0, -0.3152032792568207, -0.40502798557281494, -0.03926067799329758, -1.1920928244535389e-7, -0.986362099647522, -0.4307610094547272, -0.000041483970562694594, -0.20393122732639313, -0.317518413066864, -0.20143400132656097, -0.000013232143828645349, -0.00009023735765367746, -0.0000730726242181845, -0.0007588367443531752, -0.0013821106404066086, -0.000004529942543740617, -0.08390963077545166, -0.10503917932510376, -1.3005530834197998, -0.32598498463630676, -0.001033010776154697, -0.0005103239673189819, -0.0000023841830625315197, -0.00005054346183896996, -0.0004627825692296028, -2.3841855067985307e-7, -0.007494193036109209, -0.00013481661153491586, -0.0004976941272616386, -0.00020037073409184813, -0.0000034570634852570947, -0.07891254872083664, -0.0005546461907215416, -0.00039641151670366526, -0.4287068545818329, -0.0000010728830375228426, -0.00024184639914892614, -1.1368818283081055, -0.0000027418097943154862, -0.0000594836674281396, -7.152555099310121e-7, -0.11535925418138504, -0.00003766942609217949, -0.00003981510963058099, -0.0013511584838852286, -9.536738616588991e-7, -0.01817091554403305, -0.0000916677454370074, 0, -1.0537556409835815, -1.347294569015503, -1.025787353515625, -2.1784701347351074, -0.02442098781466484, -0.00008225102646974847, -2.3841855067985307e-7, -0.000023245540432981215, -0.000004172316494077677, -1.1920928244535389e-7, -0.008622794412076473, -0.000021934269170742482, -0.0000015497195136049413, -1.1920928244535389e-7, -0.004937479272484779, -0.000002145764938177308, -0.00005209310256759636, -0.0001851148990681395, -0.0000011920922133867862, -2.3841855067985307e-7, -2.3841855067985307e-7, -0.001405204995535314, -0.035896092653274536, -2.3841855067985307e-7, -5.960462772236497e-7, -0.0002097863471135497, -0.0006773561472073197, -0.043012358248233795, -0.000013828182090946939, -0.0019292091019451618, -0.47407832741737366, -0.0000019073468138230965, -0.0000213382354559144, -0.00007045020902296528, -0.0000020265558760002023, -0.0003361137059982866, -0.000001311301275563892, -0.00043275527423247695, -0.07898955047130585, -0.02975180558860302, -0.00009357491217087954, 0, -0.000032305197237292305, -0.16048264503479004, -0.000003099436753473128, -0.000003576272320060525, -0.0000010728830375228426, -0.005947037134319544, -0.011383110657334328, -4.768370445162873e-7, -0.00013374387344811112, -0.0004316828562878072, -0.0002044230350293219, -0.0000010728830375228426, -0.0000011920922133867862, -2.3841855067985307e-7, -0.000060794889577664435, -0.00002109982233378105, -0.03365891054272652, -0.06199618801474571, -1.889400839805603, -0.0001842805795604363, -0.000013351351299206726, -0.0002329078270122409, -1.1920928244535389e-7, -0.00003325883881188929, -0.0001255195093108341, -0.002401327481493354, -0.005240631755441427, -0.000024318398573086597, -7.152555099310121e-7, -0.12715870141983032, -0.047222137451171875, -0.042919743806123734, -0.003308420069515705, -0.000005602820692729438, -2.3841855067985307e-7, -0.000002264974000354414, -9.536738616588991e-7, -2.3841855067985307e-7, -0.00014077626110520214, -0.38250643014907837, -0.048627641052007675, -0.6863617897033691, -0.7599167823791504, -0.01983112469315529, -0.00011085849109804258, -0.000006318072337307967, -0.000002622600959512056, -2.3841855067985307e-7, -0.00006305972783593461, -0.00003242440288886428, -0.001976442988961935, -0.0000014305104514278355, -0.00004017272294731811, -0.5132067799568176, -0.33153167366981506, -0.5811362266540527, -0.04420573636889458, -0.0002286172821186483, -0.0000014305104514278355, -0.016149893403053284, -0.00783501286059618, -0.10058934986591339, -0.12812338769435883, -0.000007271740287251305, -0.000001311301275563892, -0.0010736184194684029, -0.0019947646651417017, -0.00015198028995655477, -3.576278118089249e-7, -0.0000019073468138230965, -1.1920928244535389e-7, -0.0002388668799540028, -0.01565089449286461, -0.000007152531907195225, -3.576278118089249e-7, -5.960462772236497e-7, 0, -0.011524297297000885, -0.00002455681169521995, -0.000010847986231965479, -0.0000016689286894688848, -0.000025152843591058627, -0.051663246005773544, -1.0868713855743408, -0.10628506541252136, -0.6556921601295471, -0.01732759177684784, -0.46828293800354004, -0.7577148675918579, -2.598288059234619, -1.7176878452301025, -0.00009798523387871683, -0.01818554848432541, -0.004359622485935688, -0.3586885929107666, -0.05690894275903702, -0.0006277974462136626, -0.26577767729759216, -0.2709293067455292, -0.01822218857705593, -0.6382578015327454, -0.0032235821709036827, -0.06810412555932999, -1.1376591920852661, -0.3990977704524994, -0.8503278493881226, -0.0011969790793955326, -0.8705170154571533, -2.425546169281006, -0.38998177647590637, -2.5051212310791016, -0.3533489406108856, -0.0013587776338681579, -0.0006594866863451898, -0.000019192511899746023, -0.00026294111739844084, -5.960462772236497e-7, -0.20534677803516388, -0.02244754135608673, -0.3322395086288452, -6.557838439941406, -0.31616097688674927, -0.8097037076950073, -1.0165011882781982, -0.8324443101882935, -2.515194892883301, -0.1671602427959442, -2.957364559173584, -0.6951896548271179, -2.9996204376220703, -0.3206937313079834, -4.768370445162873e-7, -1.0582269430160522, -0.742055356502533, -1.307894229888916, -0.04385199025273323, -1.5592448711395264, -0.06570164114236832, -0.00006651657167822123, -0.001404966926202178, -0.1414756178855896, -0.19733451306819916, -1.6393805742263794, -0.07493136078119278, -0.5663188695907593, -0.5578118562698364, -2.943467617034912, -0.6095666885375977, -1.3542695045471191, -0.9050593376159668, -0.02990823984146118, -1.462195634841919, -0.36643531918525696, -0.39205998182296753, -0.21826747059822083, -0.003026312217116356, -0.0004459816846065223, -0.000009179073458653875, -0.1619509756565094, -0.00968165136873722, -9.536738616588991e-7, -0.0009588173124939203, -0.726615309715271, -0.6630426645278931, -0.791165292263031, -0.15705496072769165, -0.0788225457072258, -0.0006135011790320277, -0.008711430244147778, -1.195796251296997, -0.11734849214553833, -1.7558706998825073, -0.011433553881943226, -0.057849060744047165, -0.0005225961795076728, -0.09551598131656647, -0.00003433168603805825, -0.0023390096612274647, -0.03195293992757797, -1.103847861289978, -0.003526779357343912, -0.010430348105728626, -0.000074741430580616, -2.0620384216308594, -0.000001311301275563892, -0.17977024614810944, -1.1630535125732422, -0.04346342384815216, -0.01154362317174673, -0.002315698890015483, -0.004136578179895878, -0.0007929041748866439, -0.00027652730932459235, -0.31602418422698975, -0.000002622600959512056, -0.042213961482048035, -0.12692931294441223, -0.08789941668510437, -0.10780054330825806, -0.00003981510963058099, -0.003660289803519845, -1.6007071733474731, -0.2279924601316452, -0.018261518329381943, -0.03858556970953941, -0.31335917115211487, -0.000003814689989667386, -0.0006382812280207872, -0.000004887569048150908, 0, -0.06642819195985794, -0.7176730036735535, -0.9740848541259766, -0.3283538818359375, -0.6096538305282593, -0.021685510873794556, -0.003057212568819523, -0.00838923268020153, -0.010002252645790577, -0.000006794906312279636, -9.536738616588991e-7, -0.8210239410400391, -0.08750761300325394, -0.01007341779768467, -0.00039593485416844487, -0.000001311301275563892, -0.08385109901428223, -0.006082713603973389, -0.00004088794958079234, -0.00018571082910057157, -0.0000011920922133867862, -0.07088106125593185, -0.3208925127983093, -0.00037531962152570486, -0.00001168244216387393, -0.009487777017056942, -0.694796621799469, -0.000013828182090946939, -7.152555099310121e-7, -0.03161285072565079, -0.062083687633275986, -0.001190430368296802, -0.48293620347976685, -0.000010013530300057027, -0.044727738946676254, -0.15665428340435028, -0.0000029802276912960224, -0.0000032186455882765586, -5.960462772236497e-7, -0.0033263610675930977, -0.011294594034552574, -0.00347961881197989, -0.21327118575572968, -1.7832942008972168, -0.0000019073468138230965, -0.00005340433563105762, 0, -0.03365948796272278, -0.000012397689715726301, -0.0011703077470883727, -0.000005006777428206988, -0.00000250339189733495, -2.3841855067985307e-7, -0.00016735584358684719, -1.0725523233413696, -0.34253475069999695, -0.03804565966129303, -0.00006675497570540756, -0.00009011816291604191, -4.768370445162873e-7, -0.006842751521617174, -0.05491277202963829, -0.00038985759601928294, -0.0000016689286894688848, -0.0000066756979322235566, -1.688775897026062, -0.84836745262146, -0.10055237263441086, -0.0006822404102422297, -0.0000016689286894688848, -0.01316945068538189, -0.05374521762132645, -0.1630171835422516, -0.00008272782724816352, -0.0000019073468138230965, -0.0000010728830375228426, -0.47494417428970337, -0.02753908932209015, -0.01593814603984356, -0.02326885610818863, -0.07380788773298264, -0.0000027418097943154862, -0.000013232143828645349, -0.019481860101222992, -0.5759443640708923, -0.0001003691868390888, -0.000011920858014491387, -0.000002145764938177308, -1.3162225484848022, -0.051233984529972076, -0.0019499113550409675, -0.0000046491513785440475, -0.000005125986263010418, -3.576278118089249e-7, -1.5639601945877075, -0.05004250630736351, -1.6557230949401855, -0.000010371154530730564, -0.000025987286790041253, -0.000006198863957251888, -0.0000040531076592742465, -0.000005602820692729438, -0.010187767446041107, -1.7533646821975708, -0.2970395088195801, -0.23474402725696564, -0.055298272520303726, -0.3231809139251709, -0.825970470905304, -0.05453265458345413, -1.075386881828308, -0.008036303333938122, -0.011949856765568256, -0.0746506080031395, -0.7678219079971313, -3.717991352081299, -0.5668858289718628, -0.6825867891311646, -0.0037656365893781185, -1.6669895648956299, -0.009758387692272663, -0.1078566238284111, -0.9195712208747864, -0.45158660411834717, -0.1643943041563034, -0.04872460663318634, -0.48987001180648804, -0.18669356405735016, -0.000014662635294371285, -0.042174533009529114, -0.2549617886543274, -0.00012814177898690104, -0.007823893800377846, -0.03834192454814911, -0.7840583324432373, -0.02066054753959179, -0.1497170776128769, -0.3173142075538635, -0.0010977915953844786, -0.09098777174949646, -0.48333460092544556, -0.003416774095967412, -0.0067496877163648605, -0.0012528197839856148, -0.06201982870697975, -0.00008272782724816352, -0.0006862907321192324, -0.00002610649426060263, -0.0011965028243139386, -0.004223950207233429, -0.001629097736440599, -0.6937506794929504, -0.10020744800567627, -0.00007915183232398704, -1.7594760656356812, -0.681695818901062, -0.13306038081645966, -0.006023586727678776, -0.00017772526189219207, -0.000056503606174374, -0.0000015497195136049413, -0.00011062010162277147, -0.00023445718397852033, -9.536738616588991e-7, -0.007655567489564419, -0.0027781245298683643, -0.00001645074735279195, -2.3841855067985307e-7, -0.000048397800128441304, -0.00027223696815781295, -0.0000017881377516459906, -0.000004768360213347478, -0.0000016689286894688848, -0.004434632603079081, -6.0098443031311035, -0.003609928535297513, -0.11276398599147797, -0.010075188241899014, -0.4769168496131897, -0.13991501927375793, -0.25797173380851746, -1.0389176607131958, -0.016840901225805283, -0.08476667106151581, -1.2003352642059326, -2.2109498977661133, -0.43674224615097046, -0.42873629927635193, -3.019277811050415, -0.31495335698127747, -4.768370445162873e-7, -0.13726837933063507, -0.9006765484809875, -0.9058017730712891, -0.04227349907159805, -1.20364511013031, -0.45406749844551086, -0.0000027418097943154862, -0.1808694750070572, -2.349015712738037, -0.7496768832206726, -0.09653265029191971, -1.2805542945861816, -1.0173343420028687, -0.00011038171214750037, -12.030486106872559, -0.0020567469764500856, -0.5360690355300903, -4.527217864990234, -2.5275697708129883, -0.17107145488262177, -2.5765037536621094, -0.027659809216856956, -0.27895286679267883, -1.7362700700759888, -1.2848340272903442, -0.8874372243881226, -0.1329011172056198, -0.004403537139296532, -0.6565731167793274, -5.399165153503418, -1.5697386264801025, -0.28510019183158875, -2.994619607925415, -0.1797569990158081, -0.39122864603996277, -0.3563714325428009, -0.0001234931987710297, -0.0015135272406041622, -0.000010609570381348021, -4.768370445162873e-7, -0.011628464795649052, -1.3741977214813232, -1.1331894397735596, -0.24060232937335968, -2.197652816772461, -0.006272155325859785, -7.3307952880859375, -0.001401514746248722, -0.3948269784450531, -0.6628093123435974, -1.8875045776367188, -0.1802946776151657, -0.0032511495519429445, -0.0000017881377516459906, -0.3852574825286865, -4.666676044464111, -1.0435011386871338, -3.6370811462402344, -0.09405685216188431, -0.2659289240837097, -0.000002861018856492592, -0.02645823545753956, -0.49016356468200684, -0.21460933983325958, -1.4560267925262451, -0.09410014748573303, -0.6083762645721436, -0.0021835551597177982, -0.0074310083873569965, -0.0024776733480393887, -0.000005602820692729438, -0.000005960446742392378, -0.3675682842731476, -1.6206732988357544, -0.3485996127128601, 0, -0.7366159558296204, -0.0971502885222435, -0.0654354840517044, -0.5763174295425415, -0.0020509178284555674, -0.031420640647411346, -1.060652494430542, -0.9918892979621887, -1.3244855403900146, -0.005929617211222649, -0.4347776472568512, -0.5303974151611328, -0.9743586182594299, -2.427277088165283, -0.4111449122428894, -0.34462448954582214, -0.5989200472831726, -1.1920928244535389e-7, -0.005952843930572271, -0.00006151010165922344, -0.5868962407112122, -0.8761475682258606, -0.5759494304656982, -0.694705605506897, -0.6240385174751282, -0.6620903015136719, -0.6666595935821533, -0.000005245195097813848, -0.9761838316917419, -0.3600703179836273, -0.43032798171043396, -1.0430116653442383, -0.035461850464344025, -0.06650593876838684, -7.152555099310121e-7, -1.3224782943725586, -0.31460022926330566, -0.0000963164638960734, -1.7623469829559326, -0.14385753870010376, -0.2519310712814331, -0.000010847986231965479, -0.0008068405441008508, -0.00016890530241653323, -0.28116926550865173, -0.47512248158454895, -0.0005660838796757162, -1.3508341312408447, -0.507034420967102, -0.4890485405921936, -0.48529109358787537, -0.00044312194222584367, -3.2884387969970703, -0.000002145764938177308, -0.005002719350159168, -0.025103632360696793, 0, -1.931650161743164, -0.01816307194530964, -0.00008809178689261898, -0.0007519278442487121, -0.00005864924969500862, -0.014643102884292603, -0.060703717172145844, -0.0000020265558760002023, -0.09792201966047287, -0.00010394509445177391, -5.131848335266113, -0.00004053033626405522, -0.0003545847721397877, -0.0000023841830625315197, -0.25202012062072754, -0.000008702239938429557, -0.00016711745411157608, -0.000048397800128441304, -1.9102510213851929, -0.0007001094636507332, -0.04859357327222824, -0.00006294052582234144, -0.00002825220326485578, -2.3841855067985307e-7, -0.07974570244550705, -0.000014185804502631072, -0.0004533693427219987, -0.0055051627568900585, -0.0013336582342162728, -0.11351259797811508, -0.0006165986997075379, -1.1920928244535389e-7, -0.15325188636779785, -0.00000250339189733495, -0.008719347417354584, -0.0000029802276912960224, -0.000007867782187531702, -0.00005185469490243122, -4.768370445162873e-7, -0.0000019073468138230965, -0.000377583724912256, -0.20654790103435516, -0.00009524368942948058, -0.0000029802276912960224, -0.00018130090029444546, -0.010463026352226734, -5.960462772236497e-7, -3.576278118089249e-7, -0.47429564595222473, -0.004539423156529665, -0.023261869326233864, -0.0025046665687114, -0.004622013308107853, -0.048588238656520844, -0.0005554801900871098, -0.06993722915649414, -0.0000017881377516459906, -0.0013272295473143458, -0.000001311301275563892, -0.004169580992311239, 0, -0.2519303262233734, -9.536738616588991e-7, -0.000013112935448589269, -0.0000020265558760002023, -1.1920928244535389e-7, 0, -5.1665496826171875, -0.018179696053266525, -0.005236718337982893, -0.003818840254098177, -0.000010371154530730564, -0.00005280832192511298, -0.004926447756588459, -0.9742600917816162, -0.0000023841830625315197, -7.152555099310121e-7, -0.04345531761646271, -0.00010096516780322418, -0.43083763122558594, -0.000006318072337307967, -0.03039439395070076, -0.008846850134432316, -0.00004470248313737102, -0.0000046491513785440475, -0.0000011920922133867862, -1.1920928244535389e-7, -0.0007736074039712548, -0.00005304672595229931, -0.03815559297800064, -0.25197702646255493, -1.4836466312408447, -0.012561840936541557, -0.10046364367008209, -0.0002040654799202457, -2.3841855067985307e-7, -0.00018880968855228275, -0.00007116541382856667, -0.0032393860165029764, -0.005548196844756603, -0.000014066597032069694, -5.960462772236497e-7, -0.11300240457057953, -0.0000756950321374461, -0.000002861018856492592, -1.1920928244535389e-7, -5.960462772236497e-7, 0, -0.000774798565544188, -0.4355783462524414, -0.062049515545368195, -1.117727518081665, -0.00364841241389513, -0.03365130349993706, -2.3841855067985307e-7, -0.000005245195097813848, 0, -2.3841855067985307e-7, -0.000005245195097813848, -0.00013886917440686375, -0.00015853578224778175, -0.0002961912250611931, -0.000002861018856492592, -3.576278118089249e-7, -2.3841855067985307e-7, -0.05497889593243599, -0.00045658653834834695, -8.344646857949556e-7, -4.768370445162873e-7, -0.000004172316494077677, -0.000003814689989667386, -0.000003814689989667386, -0.3101121783256531, -0.000013232143828645349, -0.00002706014311115723, -0.1291520744562149, -0.003257803386077285, -0.000020861407392658293, 0, -0.1358400285243988, -1.700791597366333, -1.9427353143692017, -3.2382895946502686, -0.5614067316055298, -3.829846143722534, -0.11248918622732162, -2.984220027923584, -1.4643806219100952, -0.40349334478378296, -0.38864120841026306, -0.007005888503044844, -1.0010477304458618, -0.000004887569048150908, -0.007908578962087631, -0.08184158802032471, -0.14293479919433594, -0.04867226630449295, -1.1900858879089355, -0.06551207602024078, -0.00003838465272565372, -0.0001245659514097497, -0.0000011920922133867862, -0.2813211679458618, -0.017973996698856354, -0.000008106198947643861, -0.000003099436753473128, -0.01107026170939207, -0.00003504691630951129, 0, -0.00020489977032411844, -0.00008356221951544285, -0.000004529942543740617, -0.000009536697689327411, 0, 0, 0 ]	[ -5.960462772236497e-7, -2.3841855067985307e-7, 0, 0, -5.960462772236497e-7, 0, 0, -2.3841855067985307e-7, 0, 0, 0, -1.3199667930603027, -0.47408032417297363, -0.3295610845088959, -0.0017403707606717944, 0, -0.035301681607961655, -0.002042947104200721, -2.3841855067985307e-7, -0.43941840529441833, -0.000006794906312279636, -3.576278118089249e-7, -7.152555099310121e-7, -0.0000027418097943154862, -0.000013470558769768104, -4.768370445162873e-7, -2.3841855067985307e-7, -0.000001311301275563892, -5.960462772236497e-7, -2.3841855067985307e-7, -0.00003957670196541585, -4.768370445162873e-7, -0.0000011920922133867862, 0, -5.960462772236497e-7, -9.536738616588991e-7, -0.0000058412379075889476, -5.960462772236497e-7, -1.1920928244535389e-7, -1.1920928244535389e-7, -0.0000016689286894688848, -0.000007152531907195225, -0.0000019073468138230965, -2.3841855067985307e-7, -0.000003814689989667386, -0.08896835893392563, -0.03226498141884804, -0.006945040542632341, -0.0000010728830375228426, -0.08940047770738602, -0.000019430925021879375, -7.152555099310121e-7, 0, -5.960462772236497e-7, -1.1920928244535389e-7, 0, -1.4062610864639282, -0.000007748573807475623, -0.0000010728830375228426, -0.0000016689286894688848, -0.000002622600959512056, -0.0000032186455882765586, -3.576278118089249e-7, -1.1920928244535389e-7, -0.000002861018856492592, -0.00001680836794548668, 0, 0, -0.00038342276820912957, 0, 0, 0, -0.000007510157047363464, -0.04746260866522789, -0.000007152531907195225, -0.23243595659732819, -0.08841755241155624, -1.1920928244535389e-7, -5.960462772236497e-7, -1.1369688510894775, -0.000004410734163684538, -0.0415184311568737, -0.9041125774383545, -0.0008116050157696009, -2.3841855067985307e-7, -9.536738616588991e-7, -3.576278118089249e-7, -1.1920928244535389e-7, -0.0000015497195136049413, -0.000032066785934148356, -0.0000423184028477408, -0.00016378014697693288, 0, -0.0000107287787614041, -0.0000014305104514278355, -4.768370445162873e-7, -1.1920928244535389e-7, -2.3841855067985307e-7, -2.3841855067985307e-7, 0, -0.000001311301275563892, -0.00000250339189733495, -0.00033539868309162557, 0, 0, 0, 0, 0, -9.536738616588991e-7, 0, -1.1920928244535389e-7, -8.344646857949556e-7, 0, 0, -1.1920928244535389e-7, -3.576278118089249e-7, -0.0005685858195647597, -0.0000010728830375228426, -4.634760856628418, -0.008635204285383224, -1.1920928244535389e-7, -0.8321564793586731, -0.026302188634872437, -2.3841855067985307e-7, -0.00037925204378552735, -0.0004916174802929163, -0.000648883986286819, -0.007240957580506802, -0.0009158230968751013, -0.000007748573807475623, -0.0000034570634852570947, -0.00001156323378381785, -1.1920928244535389e-7, -7.152555099310121e-7, -0.0000016689286894688848, 0, -0.0000010728830375228426, -0.000003933898824470816, -1.1920928244535389e-7, -3.576278118089249e-7, -0.00006913899414939806, -0.000028371408916427754, -3.576278118089249e-7, -1.1920928244535389e-7, -0.17983707785606384, -0.020543651655316353, -0.3868797719478607, -0.0000017881377516459906, -0.0000019073468138230965, 0, -0.0000033378546504536644, -1.1920928244535389e-7, -0.0015028145862743258, -0.000005364403477869928, -0.00004279521817807108, -2.3841855067985307e-7, -1.1920928244535389e-7, -1.1920928244535389e-7, -8.344646857949556e-7, -2.3841855067985307e-7, -2.3841855067985307e-7, 0, -0.00003158996332786046, -0.0000710462118149735, -1.1920928244535389e-7, -0.0000014305104514278355, -0.00003576214658096433, 0, -1.1920928244535389e-7, -0.0000017881377516459906, 0, -2.3841855067985307e-7, -0.00001156323378381785, -1.1920928244535389e-7, 0, 0, -1.1920928244535389e-7, -8.344646857949556e-7, 0, 0, -4.768370445162873e-7, -0.011049039661884308, -0.000008583032467868179, 0, 0, -1.1920928244535389e-7, 0, -0.0000020265558760002023, -2.3841855067985307e-7, -1.1920928244535389e-7, -4.768370445162873e-7, 0, -1.1920928244535389e-7, -2.3841855067985307e-7, -1.1920928244535389e-7, 0, 0, -0.00006603976362384856, 0, -0.00007688703772146255, -0.0000014305104514278355, -0.009758859872817993, -0.007760139182209969, -0.0031780709978193045, -0.000011324817933200393, -0.005250474438071251, -0.000007986990567587782, 0, -7.152555099310121e-7, -2.3841855067985307e-7, -2.3841855067985307e-7, -2.3841855067985307e-7, -0.0019431296968832612, -0.000025033637939486653, 0, 0, 0, 0, -5.960462772236497e-7, -1.1920928244535389e-7, -5.960462772236497e-7, -5.960462772236497e-7, -1.1920928244535389e-7, -5.960462772236497e-7, -2.3841855067985307e-7, -4.768370445162873e-7, -0.000010251946150674485, 0, 0, 0, -2.3841855067985307e-7, -4.768370445162873e-7, 0, -1.1920928244535389e-7, -7.152555099310121e-7, 0, 0, 0, 0, -0.000016331539882230572, -0.0000032186455882765586, -0.00003707340147229843, -0.24228772521018982, -0.005237074103206396, -0.000023603161025675945, -0.0000019073468138230965, -7.152555099310121e-7, -0.00002074220174108632, -0.000001311301275563892, -0.0011736417654901743, -1.1920928244535389e-7, -3.576278118089249e-7, -4.768370445162873e-7, -0.000003814689989667386, -0.1427413374185562, -0.00038115866482257843, -3.576278118089249e-7, -0.000010967194612021558, -0.00000250339189733495, -0.000002622600959512056, -0.0000015497195136049413, -0.000025510462364763953, -0.00004339123915997334, 0, -2.3841855067985307e-7, -0.0000011920922133867862, -1.1920928244535389e-7, -7.152555099310121e-7, -0.000002264974000354414, -0.000003933898824470816, -0.05488399788737297, -0.000019073304429184645, -2.3841855067985307e-7, -9.536738616588991e-7, -7.152555099310121e-7, 0, -1.1920928244535389e-7, -1.1920928244535389e-7, -0.000005483612312673358, -0.000003933898824470816, -3.576278118089249e-7, -0.00003802703940891661, -0.0000011920922133867862, -0.000004291525328881107, 0, -0.000010251946150674485, 0, -0.0000033378546504536644, -0.00007891343557275832, -0.00523553229868412, -2.3841855067985307e-7, -0.0000017881377516459906, 0, 0, -0.0000460137271147687, -4.768370445162873e-7, -0.0036019703838974237, -0.000004768360213347478, -0.00003671578815556131, -0.0020624573808163404, -0.03366352245211601, -0.000019430925021879375, -0.00006770858453819528, -2.3841855067985307e-7, -1.1920928244535389e-7, 0, 0, -0.00002539125671319198, -0.0000011920922133867862, -0.000030040289857424796, -0.000001311301275563892, -1.1920928244535389e-7, -0.000009775113539944869, 0, 0, -0.00007617183291586116, -0.000007510157047363464, -0.000004172316494077677, -0.03839217126369476, 0, -2.828854560852051, 0, -0.000017165990357170813, -0.1609395444393158, -0.0008797351038083434, -0.0002972637885250151, -0.0019406310748308897, -8.344646857949556e-7, -1.1920928244535389e-7, 0, -0.0004159538948442787, -1.5019361972808838, -0.0000010728830375228426, -7.152555099310121e-7, -4.768370445162873e-7, -2.3841855067985307e-7, 0, -1.1920928244535389e-7, 0, 0, -0.0000023841830625315197, -2.3841855067985307e-7, -0.000005483612312673358, 0, 0, -0.06197187304496765, -0.000010371154530730564, -2.3841855067985307e-7, -4.768370445162873e-7, 0, 0, -0.0000023841830625315197, 0, 0, -2.3841855067985307e-7, 0, 0, -0.000007748573807475623, -1.1920928244535389e-7, -0.00003242440288886428, -1.1920928244535389e-7, -1.1920928244535389e-7, 0, -2.3841855067985307e-7, -1.1920928244535389e-7, -0.523126482963562, -0.000004529942543740617, -0.006718190852552652, -0.000006079655122448457, -0.00003242440288886428, 0, -0.0000010728830375228426, 0, -3.576278118089249e-7, -1.1920928244535389e-7, -1.1920928244535389e-7, -1.1920928244535389e-7, -0.061968062072992325, -0.000001311301275563892, -0.0000015497195136049413, -1.1920928244535389e-7, 0, -1.1920928244535389e-7, 0, -3.576278118089249e-7, -2.3841855067985307e-7, -0.004079116974025965, -8.344646857949556e-7, 0, 0, -0.0000010728830375228426, 0, -4.768370445162873e-7, -0.000012636104656849056, -5.960462772236497e-7, -0.0000015497195136049413, -0.005300278775393963, -0.0000011920922133867862, 0, -2.843886375427246, -2.3841855067985307e-7, -0.000005483612312673358, -0.000051616290875244886, -2.3841855067985307e-7, -8.344646857949556e-7, -3.576278118089249e-7, -8.344646857949556e-7, -0.000028609820219571702, -0.000006198863957251888, 0, 0, 0, -1.1920928244535389e-7, -1.1920928244535389e-7, -0.000001311301275563892 ]
"<\|im_start\|>system\nYour role as an assistant involves reconstructing the internal reasoning proces(...TRUNCATED)	"Okay, let me try to figure out this problem. So Doug has a square window made up of 8 equal-sized p(...TRUNCATED)	"Okay, let's try to figure out the side length of Doug's square window. Hmm, the problem says he use(...TRUNCATED)	1	[-0.05507265403866768,-0.000021219027985353023,-0.34866154193878174,-0.17981764674186707,-0.46494293(...TRUNCATED)	[-1.1920928244535389e-7,-2.3841855067985307e-7,0.0,0.0,-1.7881377516459906e-6,0.0,0.0,-2.38418550679(...TRUNCATED)
"<\|im_start\|>system\nYour role as an assistant involves reconstructing the internal reasoning proces(...TRUNCATED)	"Okay, let's see. I need to find the value of n given this polynomial P(x) of degree 3n that satisfi(...TRUNCATED)	"Okay, let me try to figure out this problem. So we have a polynomial P(x) of degree 3n that satisfi(...TRUNCATED)	2	[-0.12732812762260437,-0.00002288792165927589,-0.7581201195716858,-1.8047798871994019,-0.00229750201(...TRUNCATED)	[-4.291525328881107e-6,-1.1920928244535389e-7,0.0,-9.536738616588991e-7,-8.821448318485636e-6,0.0,-1(...TRUNCATED)
"<\|im_start\|>system\nYour role as an assistant involves reconstructing the internal reasoning proces(...TRUNCATED)	"Okay, let's try to figure out this problem step by step. The function is given as f(x) = a x² - (...TRUNCATED)	"Okay, let's see. I need to find the value of 'a' such that when we apply the function f twice to th(...TRUNCATED)	3	[-0.07908769696950912,-0.000027894584491150454,-0.38700801134109497,-0.22543375194072723,-0.82871162(...TRUNCATED)	[-3.576278118089249e-7,0.0,0.0,0.0,-1.1920928244535389e-7,0.0,0.0,-1.1920928244535389e-7,0.0,0.0,0.0(...TRUNCATED)
"<\|im_start\|>system\nYour role as an assistant involves reconstructing the internal reasoning proces(...TRUNCATED)	"Okay, let's try to figure out this problem step by step. So, the question is about comparing the to(...TRUNCATED)	"Okay, let's see. I need to figure out how many cents are saved by buying the appliance from the tel(...TRUNCATED)	4	[-0.03006083145737648,-0.000023364747903542593,-0.3134635388851166,-0.31329232454299927,-0.552381634(...TRUNCATED)	[-3.576278118089249e-7,0.0,0.0,0.0,-3.576278118089249e-7,0.0,0.0,-2.3841855067985307e-7,0.0,0.0,0.0,(...TRUNCATED)
"<\|im_start\|>system\nYour role as an assistant involves reconstructing the internal reasoning proces(...TRUNCATED)	"Okay, let's try to tackle this geometry problem step by step. First, I need to visualize the setup.(...TRUNCATED)	"Okay, let's try to tackle this geometry problem step by step. First, I need to visualize the setup.(...TRUNCATED)	5	[-0.07933791726827621,-0.000027656173188006505,-0.3872584402561188,-0.3869107663631439,-0.3539535999(...TRUNCATED)	[-8.344646857949556e-7,-1.1920928244535389e-7,0.0,0.0,-8.344646857949556e-7,0.0,-1.1920928244535389e(...TRUNCATED)
"<\|im_start\|>system\nYour role as an assistant involves reconstructing the internal reasoning proces(...TRUNCATED)	"Okay, let's see. The problem is about Judy's hits during the softball season. She had a total of 35(...TRUNCATED)	"Okay, let's see. The problem is about Judy's hits during the softball season. She had a total of 35(...TRUNCATED)	6	[-0.007698036264628172,-0.000024437606043647975,-0.20155395567417145,-0.2014216184616089,-0.19169320(...TRUNCATED)	[0.0,-2.622600959512056e-6,0.0,-4.768370445162873e-7,-1.1920922133867862e-6,0.0,0.0,0.0,-1.192092824(...TRUNCATED)
"<\|im_start\|>system\nYour role as an assistant involves reconstructing the internal reasoning proces(...TRUNCATED)	"Okay, let's tackle this problem step by step. So, the question is about rotating the graph of y = l(...TRUNCATED)	"Okay, let's tackle this problem step by step. The question is about rotating the graph of y = log(...TRUNCATED)	7	[-0.08929406851530075,-0.000036477376852417365,-0.7578859925270081,-0.2254423201084137,-1.1899217367(...TRUNCATED)	[-4.768370445162873e-7,-2.3841855067985307e-7,0.0,-2.3841855067985307e-7,-7.152555099310121e-7,0.0,0(...TRUNCATED)
"<\|im_start\|>system\nYour role as an assistant involves reconstructing the internal reasoning proces(...TRUNCATED)	"Okay, so I need to figure out who ends up with the largest final answer among Jose, Thuy, and Karee(...TRUNCATED)	"Okay, let's tackle this problem step by step. So, we have three people—Jose, Thuy, and Kareem—e(...TRUNCATED)	8	[-0.030001254752278328,-0.00003099393507000059,-0.17984434962272644,-0.2254335582256317,-1.816813111(...TRUNCATED)	[-2.3841855067985307e-7,-1.1920928244535389e-7,0.0,-1.1920928244535389e-7,-1.0728830375228426e-6,0.0(...TRUNCATED)
"<\|im_start\|>system\nYour role as an assistant involves reconstructing the internal reasoning proces(...TRUNCATED)	"Okay, let me try to figure out this problem. So, we have a set of consecutive positive integers sta(...TRUNCATED)	"Okay, let me try to figure out this problem step by step. So, we have a set of consecutive positive(...TRUNCATED)	9	[-0.07026564329862595,-0.000015258672647178173,-0.3486752510070801,-1.8048397302627563,-0.0022368428(...TRUNCATED)	[-2.0265558760002023e-6,0.0,0.0,0.0,-7.152555099310121e-7,0.0,0.0,-2.3841855067985307e-7,0.0,0.0,0.0(...TRUNCATED)

End of preview. Expand in Data Studio

README.md exists but content is empty.

Downloads last month: 4

Size of downloaded dataset files:

Size of the auto-converted Parquet files:

Number of rows: