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
01661b2d-c004-4764-b1d4-0168680003ce
0
0
32
31
[]
[]
[]
[]
-96.373566
null
[]
[]
false
01661b2d-c004-4764-b1d4-0168680003ce
1
32
64
32
[]
[]
[]
[]
-44.959293
null
[]
[]
false
01661b2d-c004-4764-b1d4-0168680003ce
2
64
96
32
[]
[]
[]
[]
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null
[]
[]
false
01661b2d-c004-4764-b1d4-0168680003ce
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[]
[]
[]
[]
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null
[]
[]
false
01661b2d-c004-4764-b1d4-0168680003ce
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[]
[]
[]
[]
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null
[]
[]
false
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[]
[]
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[]
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[]
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null
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[]
[]
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[]
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[]
[]
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[]
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false
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[]
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[]
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[]
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[]
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null
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[]
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null
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false
01661b2d-c004-4764-b1d4-0168680003ce
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01661b2d-c004-4764-b1d4-0168680003ce
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null
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01661b2d-c004-4764-b1d4-0168680003ce
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[]
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null
[]
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false
01661b2d-c004-4764-b1d4-0168680003ce
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[]
[]
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[]
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null
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false
01661b2d-c004-4764-b1d4-0168680003ce
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[]
[]
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null
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[ "<thought>\nThe cut occurs mid-expression inside the algorithm's input specification, specifically after `R\\in \\mathbb{R}^{m_R \\times` — the multiplication symbol `\\times` is incomplete, and the next token must be the second dimension of the matrix $ R $. Since $ R $ is a right sketch matrix, it is standard in ...
[ 0 ]
[ false ]
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[ -49.04902648925781 ]
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false
01661b2d-c004-4764-b1d4-0168680003ce
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[]
[]
[]
[]
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null
[]
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true
01661b2d-c004-4764-b1d4-0168680003ce
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[ "<thought>\nThe cut occurs mid-definition in the algorithm's parameters, specifically inside the line `\\REQUIRE{$A \\in \\mathbb{R}^{n \\times d}, S\\in \\mathbb{R}^{m_S \\times n}, R\\in \\mathbb{R}^{m_R \\times d}, V \\in \\mathbb{R}^{m_V \\times` where the matrix $ V $ is being introduced but its dimensions are...
[ 0 ]
[ false ]
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[ -51.183650970458984 ]
[ [ -0.359375, -2.578125, -5.25, -0.0014190673828125, -0.31640625, -1.484375, -1.234375, -0.00823974609375, -2.1875, -5, -1.6640625, -0.1279296875, -0.06689453125, -2.921875, -0.703125, -1.8828125, -5.15625, -4.375, -4.875, -5.75, -0....
false
01661b2d-c004-4764-b1d4-0168680003ce
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[]
[]
[]
[]
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null
[]
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true
01661b2d-c004-4764-b1d4-0168680003ce
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[ [ 13708, 2450, 397, 785, 12111, 374, 1660, 4512, 448, 264, 1140, 315, 2567, 5029, 13, 576, 1537, 1555, 4933, 279, 1191, 315, 279, 1124, 1318, 5566, 90, 787, 19714, 92, 2504, 11, 14838,...
[ "<thought>\nThe algorithm is being defined with a list of required parameters. The last line shows the start of the \\texttt{REQUIRE} block, listing matrices $A$, $S$, $R$, $V$, and $W$, each with their respective dimensions. The final matrix $W$ is incomplete, and the next token must be its dimension specification...
[ 0 ]
[ false ]
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[ -74.32139587402344 ]
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false
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[]
[]
[]
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[]
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false
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[]
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01661b2d-c004-4764-b1d4-0168680003ce
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[]
[]
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null
[]
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false
01661b2d-c004-4764-b1d4-0168680003ce
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[]
[]
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[ "<thought>\nThe cut occurs mid-assignment in the algorithm's second step, specifically inside the expression $Z_L^{'} Z_R^{'} \\leftarrow [U^\\ldots$. The next 8 tokens are likely to complete the matrix construction, probably involving $U_C$ or $U_D$ from the first step. Given the context and the notation, the next...
[ 0 ]
[ false ]
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[ -15.09326171875 ]
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false
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[]
[]
[]
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null
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false
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[]
[]
[]
[]
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false
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[]
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false
01661b2d-c004-4764-b1d4-0168680003ce
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[]
[]
[]
[]
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null
[]
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false
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[]
[]
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false
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[]
[]
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null
[]
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true
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[ "<thought>\nThe cut occurs mid-matrix construction in the third line of the algorithm, specifically in the definition of $ Z_L $. The last token is the opening bracket of a row vector, with $ Z_L^{'} (T_D^{-1})^{\\top} $ already given. The next token must be a separator (likely a column separator like `&`) followed...
[ 0 ]
[ false ]
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[ -77.59912109375 ]
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false
01661b2d-c004-4764-b1d4-0168680003ce
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[]
[]
[]
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null
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false
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[]
[]
[]
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null
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false
01661b2d-c004-4764-b1d4-0168680003ce
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[]
[]
[]
[]
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null
[]
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false
01661b2d-c004-4764-b1d4-0168680003ce
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null
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false
01661b2d-c004-4764-b1d4-0168680003ce
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[]
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null
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true
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[ "<thought>\nThe next 8 tokens will almost certainly be the continuation of the matrix expression in the final return statement, specifically completing the shape specification that begins with $P_{n\\times k$. The token immediately after is almost certainly a closing brace, followed by a comma and the next dimensio...
[ 0 ]
[ false ]
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[ -65.732666015625 ]
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false
01661b2d-c004-4764-b1d4-0168680003ce
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[]
[]
[]
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null
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false
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false
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false
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[]
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[]
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null
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false
01661b2d-c004-4764-b1d4-0168680003ce
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[]
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false
01661b2d-c004-4764-b1d4-0168680003ce
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false
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[]
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[ "<thought>\nThe text cuts off mid-sentence during the phrase \"We start with,\" suggesting that the next few tokens will specify the initial step of the greedy construction process. The sentence is likely to name an initial configuration, data structure, or heuristic (e.g., \"an empty set,\" \"a random subset,\" \"...
[ 0 ]
[ false ]
-67.88446
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[ -70.1414794921875 ]
[ [ -0.94140625, -1.1484375, -5.03125, -5.90625, -0.64453125, -0.171875, -0.91796875, -0.84765625, -0.010498046875, -0.58203125, -0.0279541015625, -0.3203125, -4.84375, -3.8125, -3.71875, -1.0234375, -1.7734375, -1.1953125, -0.11376953125, ...
true
01661b2d-c004-4764-b1d4-0168680003ce
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[ [ 13708, 2450, 397, 785, 1790, 220, 23, 11211, 525, 1429, 4363, 311, 387, 1036, 437, 1221, 5367, 7887, 9336, 438, 279, 1467, 374, 5099, 1331, 18380, 11, 3432, 1101, 11523, 264, 55980, ...
[ "<thought>\nThe next 8 tokens are most likely to be “and then iteratively”, as the text is mid-sentence, having just introduced a greedy approach to constructing a full placement. The sentence structure is clearly building toward an explanation of the greedy method, and the grammatical flow requires a continuation ...
[ 0 ]
[ false ]
-62.132248
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[ -55.556297302246094 ]
[ [ -5.875, -4.96875, -3.578125, -1.78125, -3.203125, -0.1328125, -0.3515625, -0.2255859375, -0.58203125, -4.25, -0.057373046875, -9.5625, -5.03125, -0.0223388671875, -0.1455078125, -0.9296875, -0.1806640625, -0.04345703125, -0.515625, -5...
true
01661b2d-c004-4764-b1d4-0168680003ce
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2,880
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[ [ 13708, 2450, 397, 785, 3931, 13666, 5099, 1331, 18380, 11, 304, 279, 6149, 315, 22692, 279, 55980, 8086, 315, 279, 6172, 400, 50, 12947, 576, 17133, 330, 12209, 11, 582, 29629, 1526, ...
[ "<thought>\nThe cut occurs mid-sentence, in the middle of describing the greedy construction of the matrix $S$. The phrase \"Then, we iterate through the columns of\" is incomplete and expects a noun phrase specifying what is being iterated over—most likely the columns of a matrix involved in the hashing or sketchi...
[ 0 ]
[ false ]
-31.049238
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[ -31.5936279296875 ]
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false
01661b2d-c004-4764-b1d4-0168680003ce
91
2,912
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[]
[]
[]
[]
-63.788574
null
[]
[]
false
01661b2d-c004-4764-b1d4-0168680003ce
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2,944
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[]
[]
[]
[]
-80.152435
null
[]
[]
false
01661b2d-c004-4764-b1d4-0168680003ce
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2,976
3,008
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[]
[]
[]
[]
-88.491066
null
[]
[]
false
01661b2d-c004-4764-b1d4-0168680003ce
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3,008
3,040
32
[]
[]
[]
[]
-95.559509
null
[]
[]
false
01661b2d-c004-4764-b1d4-0168680003ce
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3,040
3,072
32
[]
[]
[]
[]
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null
[]
[]
false
01661b2d-c004-4764-b1d4-0168680003ce
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3,072
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[]
[]
[]
[]
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null
[]
[]
true
01661b2d-c004-4764-b1d4-0168680003ce
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[ [ 13708, 2450, 397, 785, 1467, 374, 5099, 1331, 18380, 11, 13391, 448, 1036, 2461, 1817, 3250, 2419, 323, 279, 1790, 2421, 11211, 686, 4363, 19131, 264, 1714, 476, 1882, 369, 11589, 1817, ...
[ "<thought>\nThe text is mid-sentence, ending with “For each column,” and the next few tokens will likely introduce a method or process for handling each column in the greedy construction of the matrix $S$. The local syntax suggests a continuation of the algorithmic description, possibly naming a loop or a specific ...
[ 0 ]
[ false ]
-73.987762
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[ -75.85006713867188 ]
[ [ -1.203125, -0.80078125, -3.578125, -0.0078125, -1.3515625, -4.15625, -0.275390625, -5.96875, -0.298828125, -0.087890625, -0.016845703125, -8.125, -1.28125, -0.5, -3.921875, -7.71875, -1.984375, -0.004119873046875, -7.4375, -0.96875, ...
false
01661b2d-c004-4764-b1d4-0168680003ce
98
3,136
3,168
32
[]
[]
[]
[]
-80.740883
null
[]
[]
false
01661b2d-c004-4764-b1d4-0168680003ce
99
3,168
3,200
32
[]
[]
[]
[]
-56.707031
null
[]
[]