in
sequence | in_len
int64 7
51
| idxs
int64 0
969k
| string
stringlengths 5
49
|
---|---|---|---|
[
1,
3,
11,
13,
2,
15,
13
] | 7 | 200 | (*68) |
[
1,
3,
10,
10,
2,
15,
10
] | 7 | 201 | (*55) |
[
1,
16,
17,
19,
8,
18,
19,
2,
15,
8
] | 10 | 202 | (L[x3]x) |
[
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16,
17,
19,
5,
18,
1,
4,
8,
19,
2,
2,
15,
8
] | 14 | 203 | (L[x0](+3x)) |
[
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16,
17,
19,
11,
18,
1,
4,
8,
19,
2,
2,
15,
14
] | 14 | 204 | (L[x6](+3x)) |
[
1,
3,
10,
9,
2,
15,
5
] | 7 | 205 | (*54) |
[
1,
16,
17,
19,
7,
18,
1,
16,
17,
19,
5,
18,
8,
2,
2,
15,
8
] | 17 | 206 | (L[x2](L[x0]3)) |
[
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19,
7,
18,
1,
16,
17,
19,
5,
18,
7,
2,
2,
15,
7
] | 17 | 207 | (L[x2](L[x0]2)) |
[
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19,
5,
18,
1,
4,
5,
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2,
2,
15,
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] | 14 | 208 | (L[x0](+0x)) |
[
1,
16,
17,
20,
12,
18,
6,
2,
15,
6
] | 10 | 209 | (L[y7]1) |
[
1,
16,
17,
20,
5,
18,
20,
2,
15,
5
] | 10 | 210 | (L[y0]y) |
[
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19,
10,
18,
1,
16,
17,
21,
7,
18,
5,
2,
2,
15,
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] | 17 | 211 | (L[x5](L[z2]0)) |
[
1,
16,
17,
20,
6,
18,
6,
2,
15,
6
] | 10 | 212 | (L[y1]1) |
[
1,
16,
17,
19,
10,
18,
5,
2,
15,
5
] | 10 | 213 | (L[x5]0) |
[
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16,
17,
19,
5,
18,
1,
4,
8,
19,
2,
2,
15,
8
] | 14 | 214 | (L[x0](+3x)) |
[
1,
3,
6,
6,
2,
15,
6
] | 7 | 215 | (*11) |
[
1,
4,
1,
4,
5,
5,
2,
8,
2,
15,
8
] | 11 | 216 | (+(+00)3) |
[
1,
3,
5,
5,
2,
15,
5
] | 7 | 217 | (*00) |
[
1,
3,
6,
5,
2,
15,
5
] | 7 | 218 | (*10) |
[
1,
4,
1,
4,
6,
5,
2,
8,
2,
15,
9
] | 11 | 219 | (+(+10)3) |
[
1,
16,
17,
21,
14,
18,
1,
16,
17,
19,
10,
18,
21,
2,
2,
15,
14
] | 17 | 220 | (L[z9](L[x5]z)) |
[
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21,
8,
18,
1,
16,
17,
19,
6,
18,
5,
2,
2,
15,
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] | 17 | 221 | (L[z3](L[x1]0)) |
[
1,
3,
7,
7,
2,
15,
9
] | 7 | 222 | (*22) |
[
1,
3,
10,
10,
2,
15,
10
] | 7 | 223 | (*55) |
[
1,
16,
17,
19,
9,
18,
10,
2,
15,
10
] | 10 | 224 | (L[x4]5) |
[
1,
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21,
11,
18,
1,
16,
17,
21,
6,
18,
6,
2,
2,
15,
6
] | 17 | 225 | (L[z6](L[z1]1)) |
[
1,
3,
14,
14,
2,
15,
6
] | 7 | 226 | (*99) |
[
1,
16,
17,
21,
12,
18,
21,
2,
15,
12
] | 10 | 227 | (L[z7]z) |
[
1,
16,
17,
19,
13,
18,
19,
2,
15,
13
] | 10 | 228 | (L[x8]x) |
[
1,
4,
7,
1,
16,
17,
21,
9,
18,
6,
2,
2,
15,
8
] | 14 | 229 | (+2(L[z4]1)) |
[
1,
16,
17,
19,
5,
18,
19,
2,
15,
5
] | 10 | 230 | (L[x0]x) |
[
1,
3,
11,
10,
2,
15,
5
] | 7 | 231 | (*65) |
[
1,
16,
17,
19,
11,
18,
1,
16,
17,
21,
6,
18,
6,
2,
2,
15,
6
] | 17 | 232 | (L[x6](L[z1]1)) |
[
1,
16,
17,
21,
11,
18,
9,
2,
15,
9
] | 10 | 233 | (L[z6]4) |
[
1,
3,
14,
5,
2,
15,
5
] | 7 | 234 | (*90) |
[
1,
3,
9,
1,
4,
9,
9,
2,
2,
15,
7
] | 11 | 235 | (*4(+44)) |
[
1,
16,
17,
20,
14,
18,
14,
2,
15,
14
] | 10 | 236 | (L[y9]9) |
[
1,
16,
17,
19,
10,
18,
19,
2,
15,
10
] | 10 | 237 | (L[x5]x) |
[
1,
3,
14,
6,
2,
15,
14
] | 7 | 238 | (*91) |
[
1,
16,
17,
20,
14,
18,
20,
2,
15,
14
] | 10 | 239 | (L[y9]y) |
[
1,
16,
17,
21,
12,
18,
21,
2,
15,
12
] | 10 | 240 | (L[z7]z) |
[
1,
16,
17,
20,
14,
18,
7,
2,
15,
7
] | 10 | 241 | (L[y9]2) |
[
1,
3,
5,
5,
2,
15,
5
] | 7 | 242 | (*00) |
[
1,
4,
7,
1,
16,
17,
21,
9,
18,
6,
2,
2,
15,
8
] | 14 | 243 | (+2(L[z4]1)) |
[
1,
16,
17,
19,
8,
18,
19,
2,
15,
8
] | 10 | 244 | (L[x3]x) |
[
1,
16,
17,
19,
1,
4,
6,
6,
2,
18,
14,
2,
15,
14
] | 14 | 245 | (L[x(+11)]9) |
[
1,
16,
17,
19,
13,
18,
19,
2,
15,
13
] | 10 | 246 | (L[x8]x) |
[
1,
16,
17,
19,
11,
18,
1,
3,
19,
19,
2,
2,
15,
11
] | 14 | 247 | (L[x6](*xx)) |
[
1,
16,
17,
20,
8,
18,
14,
2,
15,
14
] | 10 | 248 | (L[y3]9) |
[
1,
3,
5,
5,
2,
15,
5
] | 7 | 249 | (*00) |
[
1,
3,
6,
5,
2,
15,
5
] | 7 | 250 | (*10) |
[
1,
3,
10,
1,
16,
17,
21,
8,
18,
9,
2,
2,
15,
5
] | 14 | 251 | (*5(L[z3]4)) |
[
1,
16,
17,
20,
6,
18,
8,
2,
15,
8
] | 10 | 252 | (L[y1]3) |
[
1,
16,
17,
20,
1,
4,
5,
5,
2,
18,
6,
2,
15,
6
] | 14 | 253 | (L[y(+00)]1) |
[
1,
3,
7,
7,
2,
15,
9
] | 7 | 254 | (*22) |
[
1,
16,
17,
20,
1,
4,
5,
5,
2,
18,
5,
2,
15,
5
] | 14 | 255 | (L[y(+00)]0) |
[
1,
3,
7,
8,
2,
15,
11
] | 7 | 256 | (*23) |
[
1,
16,
17,
20,
5,
18,
12,
2,
15,
12
] | 10 | 257 | (L[y0]7) |
[
1,
3,
1,
3,
10,
10,
2,
13,
2,
15,
5
] | 11 | 258 | (*(*55)8) |
[
1,
3,
1,
3,
5,
10,
2,
13,
2,
15,
5
] | 11 | 259 | (*(*05)8) |
[
1,
16,
17,
19,
7,
18,
19,
2,
15,
7
] | 10 | 260 | (L[x2]x) |
[
1,
16,
17,
20,
5,
18,
10,
2,
15,
10
] | 10 | 261 | (L[y0]5) |
[
1,
16,
17,
21,
10,
18,
8,
2,
15,
8
] | 10 | 262 | (L[z5]3) |
[
1,
3,
14,
14,
2,
15,
6
] | 7 | 263 | (*99) |
[
1,
16,
17,
20,
7,
18,
5,
2,
15,
5
] | 10 | 264 | (L[y2]0) |
[
1,
3,
5,
5,
2,
15,
5
] | 7 | 265 | (*00) |
[
1,
3,
6,
6,
2,
15,
6
] | 7 | 266 | (*11) |
[
1,
16,
17,
20,
5,
18,
20,
2,
15,
5
] | 10 | 267 | (L[y0]y) |
[
1,
16,
17,
20,
10,
18,
5,
2,
15,
5
] | 10 | 268 | (L[y5]0) |
[
1,
3,
10,
6,
2,
15,
10
] | 7 | 269 | (*51) |
[
1,
16,
17,
20,
10,
18,
10,
2,
15,
10
] | 10 | 270 | (L[y5]5) |
[
1,
16,
17,
19,
12,
18,
10,
2,
15,
10
] | 10 | 271 | (L[x7]5) |
[
1,
16,
17,
21,
1,
16,
17,
19,
12,
18,
10,
2,
18,
1,
4,
5,
21,
2,
2,
15,
10
] | 21 | 272 | (L[z(L[x7]5)](+0z)) |
[
1,
16,
17,
20,
14,
18,
12,
2,
15,
12
] | 10 | 273 | (L[y9]7) |
[
1,
16,
17,
19,
7,
18,
5,
2,
15,
5
] | 10 | 274 | (L[x2]0) |
[
1,
16,
17,
20,
14,
18,
14,
2,
15,
14
] | 10 | 275 | (L[y9]9) |
[
1,
16,
17,
20,
12,
18,
10,
2,
15,
10
] | 10 | 276 | (L[y7]5) |
[
1,
16,
17,
19,
10,
18,
19,
2,
15,
10
] | 10 | 277 | (L[x5]x) |
[
1,
3,
14,
6,
2,
15,
14
] | 7 | 278 | (*91) |
[
1,
16,
17,
19,
13,
18,
19,
2,
15,
13
] | 10 | 279 | (L[x8]x) |
[
1,
16,
17,
19,
5,
18,
13,
2,
15,
13
] | 10 | 280 | (L[x0]8) |
[
1,
16,
17,
20,
6,
18,
20,
2,
15,
6
] | 10 | 281 | (L[y1]y) |
[
1,
16,
17,
20,
7,
18,
13,
2,
15,
13
] | 10 | 282 | (L[y2]8) |
[
1,
3,
6,
5,
2,
15,
5
] | 7 | 283 | (*10) |
[
1,
3,
1,
4,
10,
8,
2,
5,
2,
15,
5
] | 11 | 284 | (*(+53)0) |
[
1,
3,
11,
1,
4,
12,
5,
2,
2,
15,
7
] | 11 | 285 | (*6(+70)) |
[
1,
3,
6,
6,
2,
15,
6
] | 7 | 286 | (*11) |
[
1,
16,
17,
20,
8,
18,
6,
2,
15,
6
] | 10 | 287 | (L[y3]1) |
[
1,
16,
17,
19,
13,
18,
19,
2,
15,
13
] | 10 | 288 | (L[x8]x) |
[
1,
16,
17,
20,
8,
18,
8,
2,
15,
8
] | 10 | 289 | (L[y3]3) |
[
1,
16,
17,
19,
5,
18,
19,
2,
15,
5
] | 10 | 290 | (L[x0]x) |
[
1,
16,
17,
19,
13,
18,
13,
2,
15,
13
] | 10 | 291 | (L[x8]8) |
[
1,
16,
17,
20,
8,
18,
12,
2,
15,
12
] | 10 | 292 | (L[y3]7) |
[
1,
16,
17,
20,
6,
18,
5,
2,
15,
5
] | 10 | 293 | (L[y1]0) |
[
1,
16,
17,
20,
6,
18,
6,
2,
15,
6
] | 10 | 294 | (L[y1]1) |
[
1,
3,
14,
12,
2,
15,
8
] | 7 | 295 | (*97) |
[
1,
16,
17,
20,
6,
18,
8,
2,
15,
8
] | 10 | 296 | (L[y1]3) |
[
1,
16,
17,
19,
6,
18,
13,
2,
15,
13
] | 10 | 297 | (L[x1]8) |
[
1,
16,
17,
19,
5,
18,
6,
2,
15,
6
] | 10 | 298 | (L[x0]1) |
[
1,
16,
17,
20,
5,
18,
6,
2,
15,
6
] | 10 | 299 | (L[y0]1) |