Datasets:
JackHsieh
/
chunk-records-example

Dataset card Data Studio Files
xet
 Community
is_thoughtful
bool
uuid
string
chunk_index
int64
chunk_start_index
int64
chunk_end_index
int64
num_scored_tokens
int64
input_ids
list
thought_text
list
g
list
truncated
list
thoughtless_log_prob_sum
float32
thoughtless_log_prob_per_token
list
thoughtful_log_prob_sum
list
thoughtful_log_prob_per_token
list
false
001dc66d-c838-4f3f-9f14-49a718d6a8cc
44
1,408
1,440
32
[]
[]
[]
[]
-7.935134
null
[]
[]
false
001dc66d-c838-4f3f-9f14-49a718d6a8cc
45
1,440
1,472
32
[]
[]
[]
[]
-3.16747
null
[]
[]
false
001dc66d-c838-4f3f-9f14-49a718d6a8cc
46
1,472
1,504
32
[]
[]
[]
[]
-20.062107
null
[]
[]
false
001dc66d-c838-4f3f-9f14-49a718d6a8cc
47
1,504
1,536
32
[]
[]
[]
[]
-45.108044
null
[]
[]
false
001dc66d-c838-4f3f-9f14-49a718d6a8cc
48
1,536
1,568
32
[]
[]
[]
[]
-7.225705
null
[]
[]
true
001dc66d-c838-4f3f-9f14-49a718d6a8cc
49
1,568
1,600
32
[ [ 13708, 2450, 397, 785, 3931, 13666, 5099, 81493, 4766, 264, 20169, 4647, 11, 11689, 304, 279, 6149, 315, 57960, 77, 370, 4260, 3212, 12947, 576, 1790, 11211, 1969, 4583, 419, 20169, 11, ...
[ "<thought>\nThe cut occurs mid-expression inside a gradient term, specifically in the middle of $\\nabla_x$. The next tokens must complete this gradient, most likely involving the log-density or score function of the model evaluated at $x_i$ and $\\theta_t^{(j)}$. The next 8 tokens will likely include an argument f...
[ 0 ]
[ false ]
-5.115074
[ -0.12255859375, -0.10107421875, -0.000011801719665527344, 0, -0.027099609375, -0.00130462646484375, -0.00023174285888671875, -0.0250244140625, -0.0074462890625, -0.0194091796875, -0.326171875, -0.09814453125, -0.00927734375, -0.0019989013671875, -0.00107574462890625, -0.000572204589843...
[ -6.722019195556641 ]
[ [ -0.2373046875, -0.2236328125, -0.000027298927307128906, -2.384185791015625e-7, -0.216796875, -0.0087890625, -0.00072479248046875, -0.02392578125, -0.046875, -0.03759765625, -0.7109375, -0.2021484375, -0.016845703125, -0.0027313232421875, -0.0011520385742...
false
001dc66d-c838-4f3f-9f14-49a718d6a8cc
50
1,600
1,632
32
[]
[]
[]
[]
-19.161108
null
[]
[]
false
001dc66d-c838-4f3f-9f14-49a718d6a8cc
51
1,632
1,664
32
[]
[]
[]
[]
-33.088089
null
[]
[]
false
001dc66d-c838-4f3f-9f14-49a718d6a8cc
52
1,664
1,696
32
[]
[]
[]
[]
-24.26535
null
[]
[]
false
001dc66d-c838-4f3f-9f14-49a718d6a8cc
53
1,696
1,728
32
[]
[]
[]
[]
-11.522701
null
[]
[]
false
001dc66d-c838-4f3f-9f14-49a718d6a8cc
54
1,728
1,760
32
[]
[]
[]
[]
-13.737072
null
[]
[]
false
001dc66d-c838-4f3f-9f14-49a718d6a8cc
55
1,760
1,792
32
[]
[]
[]
[]
-4.922494
null
[]
[]
false
001dc66d-c838-4f3f-9f14-49a718d6a8cc
56
1,792
1,824
32
[]
[]
[]
[]
-12.465454
null
[]
[]
false
001dc66d-c838-4f3f-9f14-49a718d6a8cc
57
1,824
1,856
32
[]
[]
[]
[]
-15.235617
null
[]
[]
false
001dc66d-c838-4f3f-9f14-49a718d6a8cc
58
1,856
1,888
32
[]
[]
[]
[]
-10.843982
null
[]
[]
false
001dc66d-c838-4f3f-9f14-49a718d6a8cc
59
1,888
1,920
32
[]
[]
[]
[]
-1.650407
null
[]
[]
false
001dc66d-c838-4f3f-9f14-49a718d6a8cc
60
1,920
1,952
32
[]
[]
[]
[]
-1.918378
null
[]
[]
true
001dc66d-c838-4f3f-9f14-49a718d6a8cc
61
1,952
1,984
32
[ [ 13708, 2450, 397, 785, 3931, 13666, 5099, 1331, 18380, 304, 279, 12111, 594, 9179, 6337, 11, 4766, 264, 20169, 2647, 369, 57960, 15976, 15159, 83, 10, 16, 92, 47822, 7, 73, 9139, 129...
[ "<thought>\nThe cut occurs mid-sentence in the algorithm's inner loop, inside a gradient update for $\\theta_{t+1}^{(j)}$. The term being computed is a gradient with respect to $\\theta$, and the current token ends with $\\sum_{i=1}^n$, suggesting that the next tokens must be a continuation of the summation express...
[ 0 ]
[ false ]
-22.452978
[ -2.796875, -0.1943359375, -7.625, -1.7890625, -4.9375, -0.224609375, -0.034423828125, -0.01300048828125, -0.91015625, -0.55859375, -0.95703125, -0.10205078125, -1.09375, -0.000017762184143066406, -0.333984375, -0.0042724609375, -0.10546875, -0.0004138946533203125, -0.001602172851...
[ -24.295074462890625 ]
[ [ -3.75, -0.115234375, -8.125, -2.375, -3.625, -0.05908203125, -0.02197265625, -0.0050048828125, -1.328125, -0.55078125, -1.859375, -0.09619140625, -1.234375, -0.00001704692840576172, -0.34375, -0.004608154296875, -0.1220703125, -0.000415802001...
false
001dc66d-c838-4f3f-9f14-49a718d6a8cc
62
1,984
2,016
32
[]
[]
[]
[]
-3.458599
null
[]
[]
false
001dc66d-c838-4f3f-9f14-49a718d6a8cc
63
2,016
2,048
32
[]
[]
[]
[]
-11.881268
null
[]
[]
false
001dc66d-c838-4f3f-9f14-49a718d6a8cc
64
2,048
2,080
32
[]
[]
[]
[]
-31.335577
null
[]
[]
false
001dc66d-c838-4f3f-9f14-49a718d6a8cc
65
2,080
2,112
32
[]
[]
[]
[]
-11.767308
null
[]
[]
false
001dc66d-c838-4f3f-9f14-49a718d6a8cc
66
2,112
2,144
32
[]
[]
[]
[]
-9.398102
null
[]
[]
false
001dc66d-c838-4f3f-9f14-49a718d6a8cc
67
2,144
2,176
32
[]
[]
[]
[]
-0.482165
null
[]
[]
false
001dc66d-c838-4f3f-9f14-49a718d6a8cc
68
2,176
2,208
32
[]
[]
[]
[]
-0.249174
null
[]
[]
false
001dc66d-c838-4f3f-9f14-49a718d6a8cc
69
2,208
2,240
32
[]
[]
[]
[]
-10.956648
null
[]
[]
false
001dc66d-c838-4f3f-9f14-49a718d6a8cc
70
2,240
2,272
32
[]
[]
[]
[]
-7.849104
null
[]
[]
false
001dc66d-c838-4f3f-9f14-49a718d6a8cc
71
2,272
2,304
32
[]
[]
[]
[]
-3.222795
null
[]
[]
false
001dc66d-c838-4f3f-9f14-49a718d6a8cc
72
2,304
2,336
32
[]
[]
[]
[]
-0.517693
null
[]
[]
false
001dc66d-c838-4f3f-9f14-49a718d6a8cc
73
2,336
2,368
32
[]
[]
[]
[]
-5.832995
null
[]
[]
true
001dc66d-c838-4f3f-9f14-49a718d6a8cc
74
2,368
2,400
32
[ [ 13708, 2450, 397, 785, 3931, 13666, 5099, 81493, 4766, 458, 58755, 304, 279, 4680, 2647, 23606, 11, 11689, 1283, 279, 34259, 367, 1922, 400, 502, 6, 284, 220, 16, 400, 311, 400, 296,...
[ "<thought>\nThe cut occurs mid-expression inside an exponential in the weight update equation, specifically after the summation index $ j' = 1 $ to $ m $, but before the end of the inner product involving $ \\nabla_x \\phi $. The next 8 tokens will most likely be the continuation of the inner product, beginning wit...
[ 0 ]
[ false ]
-48.145199
[ -0.000006794929504394531, -2.384185791015625e-7, -0.0380859375, -7.21875, -9.0625, -2.9375, -0.0120849609375, -3.0625, -3.9375, -2.0625, -1.53125, -5.6875, -1.125, -1.0625, -2.65625, -1.9453125, -0.73828125, -2.109375, -1.1015625, -0.0038909912109375, -0.0201416015625, -0.0...
[ -52.22252655029297 ]
[ [ -0.00000476837158203125, -0.000006198883056640625, -0.034912109375, -6.3125, -12.125, -2.140625, -0.0162353515625, -4.0625, -3.84375, -1.8515625, -1.34375, -5.625, -1.28125, -0.9140625, -3.375, -1.7578125, -0.89453125, -3.828125, -0.94531...
true
001dc66d-c838-4f3f-9f14-49a718d6a8cc
75
2,400
2,432
32
[ [ 13708, 2450, 397, 785, 3931, 13666, 5099, 34841, 304, 279, 27690, 315, 458, 58755, 729, 11, 11689, 304, 279, 6149, 315, 279, 4680, 2647, 7493, 13, 576, 1482, 3950, 374, 330, 86, 528,...
[ "<thought>\nThe cut occurs mid-token in the exponent of an exponential function, specifically in the middle of the weight update expression. The current token is \"w_t\", and the next few tokens must complete the exponent, likely involving the summation over $j'$ and continuation of the inner product with the gradi...
[ 0 ]
[ false ]
-16.513746
[ -0.0000743865966796875, -0.0003452301025390625, -0.0029754638671875, -0.04248046875, -0.0017242431640625, -0.0020294189453125, -0.007293701171875, -0.224609375, -0.232421875, -1.9296875, -1.8125, -1.734375, -0.050537109375, -0.009033203125, -0.000009655952453613281, -0.09912109375, -...
[ -15.099967002868652 ]
[ [ -0.0003452301025390625, -0.000522613525390625, -0.006927490234375, -0.076171875, -0.004058837890625, -0.0038604736328125, -0.005279541015625, -0.25, -0.28515625, -1.7734375, -1.9609375, -1.3828125, -0.0576171875, -0.0076904296875, -0.00000870227813720703...
false
001dc66d-c838-4f3f-9f14-49a718d6a8cc
76
2,432
2,464
32
[]
[]
[]
[]
-19.510334
null
[]
[]
true
001dc66d-c838-4f3f-9f14-49a718d6a8cc
77
2,464
2,496
32
[ [ 13708, 2450, 397, 785, 3931, 13666, 5099, 81493, 304, 279, 27690, 315, 279, 58755, 729, 11, 11689, 304, 279, 4647, 57960, 77, 370, 4260, 3212, 1124, 16827, 2075, 5318, 11, 1124, 15976, ...
[ "<thought>\nThe cut occurs mid-expression in the exponent of the exponential function, specifically in the term $\\nabla_x \\phi(x_i, \\theta_t^{(j)}) \\cdot \\frac{1}{m} \\sum_{j'=1}^{m} \\sigma_{j'} w_t^{(j')} \\nabla_x \\phi(x_i, \\theta$. Since $\\theta$ is a parameter and the function $\\phi$ is indexed by it,...
[ 0 ]
[ false ]
-8.15836
[ -0.39453125, -1.0390625, -0.0174560546875, -1.7421875, -0.212890625, -0.008056640625, -0.00113677978515625, -0.0003948211669921875, -0.0087890625, -0.068359375, -1.375, -0.56640625, -0.06201171875, -0.00909423828125, -0.015380859375, -0.0003337860107421875, -2.421875, -0.0402832031...
[ -7.552177429199219 ]
[ [ -0.236328125, -1.3203125, -0.01507568359375, -0.8359375, -0.19140625, -0.005462646484375, -0.00113677978515625, -0.0003414154052734375, -0.009765625, -0.058349609375, -1.1796875, -0.57421875, -0.07763671875, -0.0107421875, -0.01300048828125, -0.00054...
false
001dc66d-c838-4f3f-9f14-49a718d6a8cc
78
2,496
2,528
32
[]
[]
[]
[]
-6.940907
null
[]
[]
false
001dc66d-c838-4f3f-9f14-49a718d6a8cc
79
2,528
2,560
32
[]
[]
[]
[]
-13.121794
null
[]
[]
false
001dc66d-c838-4f3f-9f14-49a718d6a8cc
80
2,560
2,592
32
[]
[]
[]
[]
-6.292936
null
[]
[]
false
001dc66d-c838-4f3f-9f14-49a718d6a8cc
81
2,592
2,624
32
[]
[]
[]
[]
-12.370665
null
[]
[]
false
001dc66d-c838-4f3f-9f14-49a718d6a8cc
82
2,624
2,656
32
[]
[]
[]
[]
-15.421492
null
[]
[]
false
001dc66d-c838-4f3f-9f14-49a718d6a8cc
83
2,656
2,688
32
[]
[]
[]
[]
-43.496971
null
[]
[]
false
001dc66d-c838-4f3f-9f14-49a718d6a8cc
84
2,688
2,720
32
[]
[]
[]
[]
-35.733063
null
[]
[]
false
001dc66d-c838-4f3f-9f14-49a718d6a8cc
85
2,720
2,752
32
[]
[]
[]
[]
-56.831554
null
[]
[]
true
001dc66d-c838-4f3f-9f14-49a718d6a8cc
86
2,752
2,784
32
[ [ 13708, 2450, 397, 785, 3931, 13666, 5099, 1331, 18380, 304, 279, 48723, 3019, 369, 400, 86, 15159, 83, 10, 16, 92, 47822, 7, 73, 9139, 54876, 11689, 1283, 279, 16319, 400, 86, 15159,...
[ "<thought>\nThe cut occurs mid-sentence in the normalization step for $w_{t+1}^{(j)}$, specifically after the assignment $w_{t+1}^{(j)} = \\tilde{w}_{t$. The next token must be the continuation of this assignment, likely the normalization denominator involving the sum over $j$, such as $/ \\sum_{j=1}^m \\tilde{w}_{...
[ 0 ]
[ false ]
-56.758965
[ -0.224609375, -0.0201416015625, -0.000698089599609375, -0.251953125, -0.12451171875, -4.65625, -0.443359375, -1.5546875, -0.341796875, -0.01446533203125, -0.000133514404296875, -0.04931640625, -1.0703125, -1.8203125, -3.0625, -2.375, -0.259765625, -0.0101318359375, -0.00025749206...
[ -58.065547943115234 ]
[ [ -0.5625, -0.015625, -0.0004291534423828125, -0.349609375, -0.1240234375, -4.3125, -0.78125, -1.4375, -0.034423828125, -0.01544189453125, -0.0003490447998046875, -0.09521484375, -1.328125, -1.6640625, -3.734375, -2.65625, -0.0556640625, -0.010...
false
001dc66d-c838-4f3f-9f14-49a718d6a8cc
87
2,784
2,816
32
[]
[]
[]
[]
-63.727505
null
[]
[]
false
001dc66d-c838-4f3f-9f14-49a718d6a8cc
88
2,816
2,848
32
[]
[]
[]
[]
-81.751389
null
[]
[]
false
001dc66d-c838-4f3f-9f14-49a718d6a8cc
89
2,848
2,880
32
[]
[]
[]
[]
-81.609222
null
[]
[]
false
001dc66d-c838-4f3f-9f14-49a718d6a8cc
90
2,880
2,912
32
[]
[]
[]
[]
-78.841904
null
[]
[]
false
001dc66d-c838-4f3f-9f14-49a718d6a8cc
91
2,912
2,944
32
[]
[]
[]
[]
-103.099075
null
[]
[]
false
001dc66d-c838-4f3f-9f14-49a718d6a8cc
92
2,944
2,976
32
[]
[]
[]
[]
-84.252777
null
[]
[]
false
001dc66d-c838-4f3f-9f14-49a718d6a8cc
93
2,976
3,008
32
[]
[]
[]
[]
-43.221317
null
[]
[]
true
001dc66d-c838-4f3f-9f14-49a718d6a8cc
94
3,008
3,040
32
[ [ 13708, 2450, 397, 785, 1790, 220, 23, 11211, 1969, 4583, 279, 7271, 315, 279, 4802, 729, 400, 36, 1139, 2075, 15087, 11, 892, 374, 4363, 264, 2629, 916, 279, 9498, 4419, 13, 576, ...
[ "<thought>\nThe next 8 tokens must complete the definition of the energy function $E_T(x)$, which is likely a sum over the learned features. The most plausible continuation is the start of a summation expression involving weights, features, and parameters, such as \"$\\sum_{j=1}^m w_T^{(j)} \\phi(x, \\theta_T^{(j)}...
[ 0 ]
[ false ]
-54.09734
[ -0.140625, -7.59375, -4.84375, -0.0029296875, -1.9765625, -0.1123046875, -0.2890625, -0.0025177001953125, -1.1015625, -0.034912109375, -0.2216796875, -0.5078125, -2.109375, -0.01318359375, -5.375, -3.234375, -0.546875, -0.2890625, -1.1171875, -0.00021839141845703125, -1.57812...
[ -55.663597106933594 ]
[ [ -0.205078125, -7.4375, -4.9375, -0.00194549560546875, -1.40625, -0.10205078125, -0.1875, -0.003387451171875, -1.203125, -0.028564453125, -0.248046875, -0.2353515625, -1.8828125, -0.0208740234375, -6.65625, -3.484375, -0.478515625, -0.45703125...
false
001dc66d-c838-4f3f-9f14-49a718d6a8cc
95
3,040
3,072
32
[]
[]
[]
[]
-43.777523
null
[]
[]
false
001dc66d-c838-4f3f-9f14-49a718d6a8cc
96
3,072
3,104
32
[]
[]
[]
[]
-34.594666
null
[]
[]
false
001dc66d-c838-4f3f-9f14-49a718d6a8cc
97
3,104
3,136
32
[]
[]
[]
[]
-50.020065
null
[]
[]
false
001dc66d-c838-4f3f-9f14-49a718d6a8cc
98
3,136
3,168
32
[]
[]
[]
[]
-23.770386
null
[]
[]
false
001dc66d-c838-4f3f-9f14-49a718d6a8cc
99
3,168
3,200
32
[]
[]
[]
[]
-10.50877
null
[]
[]
false
001dc66d-c838-4f3f-9f14-49a718d6a8cc
100
3,200
3,232
32
[]
[]
[]
[]
-40.157364
null
[]
[]
false
001dc66d-c838-4f3f-9f14-49a718d6a8cc
101
3,232
3,264
32
[]
[]
[]
[]
-20.544619
null
[]
[]
false
001dc66d-c838-4f3f-9f14-49a718d6a8cc
102
3,264
3,296
32
[]
[]
[]
[]
-20.263554
null
[]
[]
false
001dc66d-c838-4f3f-9f14-49a718d6a8cc
103
3,296
3,328
32
[]
[]
[]
[]
-33.73238
null
[]
[]
true
001dc66d-c838-4f3f-9f14-49a718d6a8cc
104
3,328
3,360
32
[ [ 13708, 2450, 397, 785, 1467, 374, 5099, 26798, 1526, 264, 40080, 5114, 11, 11689, 330, 785, 40325, 1124, 2717, 46752, 90, 23881, 25, 9501, 2204, 29307, 1, 1959, 432, 702, 1101, 21376, ...
[ "<thought>\nThe text is mid-way through a proposition statement, specifically \"The Algorithm \\autoref{alg:SM_ebm\" — it has just begun to reference Algorithm SM_ebm (likely referring to the preceding algorithm). The next few tokens will complete this reference by appending the algorithm's label (likely \"f1\"), f...
[ 0 ]
[ false ]
-14.52417
[ -0.138671875, -1.5703125, -0.1416015625, -0.169921875, -0.142578125, -0.00537109375, -1.1796875, -0.134765625, -0.0186767578125, -0.000881195068359375, -0.04052734375, -0.16796875, -0.00439453125, -0.083984375, -0.41015625, -0.00189208984375, -0.01153564453125, -0.000885009765625, ...
[ -15.66041088104248 ]
[ [ -0.0299072265625, -0.6640625, -0.126953125, -2.1875, -0.216796875, -0.004180908203125, -0.5, -0.0546875, -0.02490234375, -0.00091552734375, -0.0341796875, -0.302734375, -0.01361083984375, -1.0390625, -0.91796875, -0.052978515625, -0.0111694335937...
false
001dc66d-c838-4f3f-9f14-49a718d6a8cc
105
3,360
3,392
32
[]
[]
[]
[]
-29.7066
null
[]
[]
true
001dc66d-c838-4f3f-9f14-49a718d6a8cc
106
3,392
3,424
32
[ [ 13708, 2450, 397, 785, 3931, 13666, 5099, 1331, 18380, 304, 279, 40080, 5114, 11, 11689, 1283, 330, 27847, 1124, 2717, 46752, 90, 23881, 25, 30940, 2204, 29307, 1, 1959, 892, 374, 458, ...
[ "<thought>\nThe cut occurs mid-sentence in the proposition statement, specifically after \"Algorithm \\autoref{alg:implicit_ebm\" — which is an incomplete reference. The next token must be a closing brace to complete the command, followed by a space and a likely alphanumeric identifier (e.g., \"alg:implicit_ebm\") ...
[ 0 ]
[ false ]
-24.947338
[ -0.0036163330078125, -0.00009489059448242188, -0.484375, -0.01806640625, -0.0712890625, -0.1923828125, -0.017333984375, -0.2119140625, -0.0012359619140625, -0.000514984130859375, -0.0086669921875, -0.255859375, -1.046875, -3.328125, -6.53125, -0.55078125, -0.6640625, -3.5, -0.075...
[ -24.532012939453125 ]
[ [ -0.01068115234375, -0.000507354736328125, -0.49609375, -0.08544921875, -0.0289306640625, -0.0869140625, -0.01214599609375, -0.06689453125, -0.00089263916015625, -0.0007171630859375, -0.01556396484375, -0.318359375, -1.203125, -2.890625, -6.4375, -0.5...
false
001dc66d-c838-4f3f-9f14-49a718d6a8cc
107
3,424
3,456
32
[]
[]
[]
[]
-1.025209
null
[]
[]
false
001dc66d-c838-4f3f-9f14-49a718d6a8cc
108
3,456
3,488
32
[]
[]
[]
[]
-11.985535
null
[]
[]
false
001dc66d-c838-4f3f-9f14-49a718d6a8cc
109
3,488
3,520
32
[]
[]
[]
[]
-10.536446
null
[]
[]
false
001dc66d-c838-4f3f-9f14-49a718d6a8cc
110
3,520
3,552
32
[]
[]
[]
[]
-4.770769
null
[]
[]
false
001dc66d-c838-4f3f-9f14-49a718d6a8cc
111
3,552
3,584
32
[]
[]
[]
[]
-7.892844
null
[]
[]
false
001dc66d-c838-4f3f-9f14-49a718d6a8cc
112
3,584
3,616
32
[]
[]
[]
[]
-42.272774
null
[]
[]
false
001dc66d-c838-4f3f-9f14-49a718d6a8cc
113
3,616
3,648
32
[]
[]
[]
[]
-64.60704
null
[]
[]
false
001dc66d-c838-4f3f-9f14-49a718d6a8cc
114
3,648
3,680
32
[]
[]
[]
[]
-33.657192
null
[]
[]
false
001dc66d-c838-4f3f-9f14-49a718d6a8cc
115
3,680
3,712
32
[]
[]
[]
[]
-46.355896
null
[]
[]
false
001dc66d-c838-4f3f-9f14-49a718d6a8cc
116
3,712
3,744
32
[]
[]
[]
[]
-37.290073
null
[]
[]
false
001dc66d-c838-4f3f-9f14-49a718d6a8cc
117
3,744
3,776
32
[]
[]
[]
[]
-0.901063
null
[]
[]
false
001dc66d-c838-4f3f-9f14-49a718d6a8cc
118
3,776
3,808
32
[]
[]
[]
[]
-18.180996
null
[]
[]
false
001dc66d-c838-4f3f-9f14-49a718d6a8cc
119
3,808
3,840
32
[]
[]
[]
[]
-24.874046
null
[]
[]
false
001dc66d-c838-4f3f-9f14-49a718d6a8cc
120
3,840
3,872
32
[]
[]
[]
[]
-32.412125
null
[]
[]
false
001dc66d-c838-4f3f-9f14-49a718d6a8cc
121
3,872
3,904
32
[]
[]
[]
[]
-30.765535
null
[]
[]
false
001dc66d-c838-4f3f-9f14-49a718d6a8cc
122
3,904
3,936
32
[]
[]
[]
[]
-29.352268
null
[]
[]
true
001dc66d-c838-4f3f-9f14-49a718d6a8cc
123
3,936
3,968
32
[ [ 13708, 2450, 397, 785, 1790, 220, 23, 11211, 1969, 4583, 279, 1482, 21647, 4766, 279, 11064, 315, 86755, 1124, 2717, 46752, 90, 2674, 25, 278, 709, 446, 88790, 2137, 11689, 279, 17133, ...
[ "<thought>\nThe next 8 tokens must complete the current clause inside the proof of Proposition \\autoref{prop:algequivalence}, specifically the phrase \"i.e. $x_{k_{t+1,i}}$ is a uniform random sample from\" — the most immediate continuation is a set or distribution from which the sample is drawn. Given the context...
[ 0 ]
[ false ]
-19.90658
[ -0.049560546875, -0.00848388671875, -0.000022292137145996094, -0.05126953125, -2.0625, -0.1044921875, -0.01019287109375, -0.000362396240234375, -0.00174713134765625, -2.28125, -1.171875, -4.875, -4.96875, -0.09619140625, -0.451171875, -0.07958984375, -0.875, -0.1279296875, -0.091...
[ -20.42093276977539 ]
[ [ -0.08154296875, -0.01202392578125, -0.000012278556823730469, -0.07666015625, -1.6171875, -0.06787109375, -0.00823974609375, -0.0003147125244140625, -0.00148773193359375, -3.28125, -1.109375, -4.96875, -5.25, -0.12060546875, -0.3984375, -0.06298828125...
false
001dc66d-c838-4f3f-9f14-49a718d6a8cc
124
3,968
4,000
32
[]
[]
[]
[]
-25.877232
null
[]
[]
false
001dc66d-c838-4f3f-9f14-49a718d6a8cc
125
4,000
4,032
32
[]
[]
[]
[]
-21.020403
null
[]
[]
false
001dc66d-c838-4f3f-9f14-49a718d6a8cc
126
4,032
4,064
32
[]
[]
[]
[]
-24.205946
null
[]
[]
false
001dc66d-c838-4f3f-9f14-49a718d6a8cc
127
4,064
4,096
32
[]
[]
[]
[]
-23.150595
null
[]
[]
false
0025547a-231d-4655-80c3-0bb46b5b26f4
0
0
32
31
[]
[]
[]
[]
-96.784698
null
[]
[]
false
0025547a-231d-4655-80c3-0bb46b5b26f4
1
32
64
32
[]
[]
[]
[]
-69.079697
null
[]
[]
false
0025547a-231d-4655-80c3-0bb46b5b26f4
2
64
96
32
[]
[]
[]
[]
-30.809401
null
[]
[]
false
0025547a-231d-4655-80c3-0bb46b5b26f4
3
96
128
32
[]
[]
[]
[]
-94.158417
null
[]
[]
false
0025547a-231d-4655-80c3-0bb46b5b26f4
4
128
160
32
[]
[]
[]
[]
-40.350166
null
[]
[]
false
0025547a-231d-4655-80c3-0bb46b5b26f4
5
160
192
32
[]
[]
[]
[]
-32.215088
null
[]
[]
false
0025547a-231d-4655-80c3-0bb46b5b26f4
6
192
224
32
[]
[]
[]
[]
-56.645546
null
[]
[]
false
0025547a-231d-4655-80c3-0bb46b5b26f4
7
224
256
32
[]
[]
[]
[]
-41.736328
null
[]
[]
false
0025547a-231d-4655-80c3-0bb46b5b26f4
8
256
288
32
[]
[]
[]
[]
-48.213303
null
[]
[]
false
0025547a-231d-4655-80c3-0bb46b5b26f4
9
288
320
32
[]
[]
[]
[]
-35.952843
null
[]
[]
false
0025547a-231d-4655-80c3-0bb46b5b26f4
10
320
352
32
[]
[]
[]
[]
-32.050308
null
[]
[]
false
0025547a-231d-4655-80c3-0bb46b5b26f4
11
352
384
32
[]
[]
[]
[]
-33.497555
null
[]
[]
true
0025547a-231d-4655-80c3-0bb46b5b26f4
12
384
416
32
[ [ 13708, 2450, 397, 785, 3931, 13666, 5099, 1331, 18380, 304, 279, 12111, 594, 5571, 3772, 11, 1380, 279, 1156, 1946, 1509, 374, 1660, 10007, 13, 576, 1790, 2421, 11211, 686, 4558, 7838, ...
[ "<thought>\nThe cut occurs mid-sentence in the algorithm's Input section, where the first input item is being listed. The next few tokens will almost certainly complete the current clause by specifying the input parameters for the algorithm, likely continuing with the Gaussian Process (GP) mentioned. The next token...
[ 0 ]
[ false ]
-23.808178
[ -0.0002689361572265625, -4.71875, -1.0390625, -0.1123046875, -0.345703125, -0.0791015625, -0.91796875, -0.0028533935546875, -0.00482177734375, -0.000858306884765625, -0.00010824203491210938, -0.1416015625, -0.119140625, -0.033447265625, -0.53125, -0.028076171875, -2.6875, -2.53125,...
[ -21.838829040527344 ]
[ [ -0.000904083251953125, -3.328125, -0.859375, -0.26171875, -0.5625, -0.0654296875, -1.3671875, -0.0035858154296875, -0.12890625, -0.00176239013671875, -0.00024127960205078125, -0.1181640625, -0.23828125, -0.072265625, -0.267578125, -0.033203125, -...
false
0025547a-231d-4655-80c3-0bb46b5b26f4
13
416
448
32
[]
[]
[]
[]
-37.152084
null
[]
[]
true
0025547a-231d-4655-80c3-0bb46b5b26f4
14
448
480
32
[ [ 13708, 2450, 397, 785, 3931, 13666, 518, 279, 835, 315, 279, 1555, 91405, 5097, 7808, 892, 374, 264, 3210, 504, 279, 12111, 292, 6328, 1483, 304, 97913, 311, 78064, 279, 2550, 315, 4...
[ "<thought>\nThe cut occurs at the end of the line `\\Output`, which is a command from the algorithmic package used in LaTeX to denote the output of an algorithm. The next tokens will likely be a label or colon introducing the output variables or quantities, followed by their description. Given the context of Gaussi...
[ 0 ]
[ false ]
-47.119507
[ -0.271484375, -0.2177734375, -0.0026397705078125, -0.00732421875, -0.000022292137145996094, -1.6328125, -0.765625, -0.91796875, -5.46875, -1.6953125, -5.21875, -0.234375, -0.0146484375, -0.26171875, -0.0003299713134765625, -0.18359375, -5.28125, -2.75, -0.31640625, -4.03125, ...
[ -47.90794372558594 ]
[ [ -0.287109375, -0.4609375, -0.0145263671875, -0.016845703125, -0.0003757476806640625, -3.4375, -1.9609375, -0.4921875, -5.125, -1.515625, -4.1875, -0.41796875, -0.01953125, -0.2099609375, -0.00052642822265625, -0.21484375, -5.25, -3, -0.38...
false
0025547a-231d-4655-80c3-0bb46b5b26f4
15
480
512
32
[]
[]
[]
[]
-20.08341
null
[]
[]