sample_id int64 0 22.4k | user_id stringlengths 11 21 | master stringclasses 3
values | subcategories listlengths 0 4 | all_labels listlengths 1 5 |
|---|---|---|---|---|
200 | A4EIIO2XXLR61 | generalization | [
{
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"hop": 4
}
] | [
"generalization",
"2nd-symmetry_4"
] |
201 | A96FRN3LGYUX9 | generalization | [
{
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"hop": 1
},
{
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"hop": 2
},
{
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}
] | [
"generalization",
"2nd-symmetry_1",
"substitutability_2",
"transitivity_1"
] |
202 | AEE64QQUQZ5XA | generalization | [
{
"rule": "2nd-symmetry",
"hop": 2
},
{
"rule": "transitivity",
"hop": 3
}
] | [
"generalization",
"2nd-symmetry_2",
"transitivity_3"
] |
203 | A2CSGH74809T4R | uncategorized | [] | [
"uncategorized"
] |
204 | A5A9N3HZT14KD | generalization | [
{
"rule": "2nd-symmetry",
"hop": 4
},
{
"rule": "transitivity",
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}
] | [
"generalization",
"2nd-symmetry_4",
"transitivity_2"
] |
205 | A29B2TOMJOUES3 | generalization | [
{
"rule": "2nd-symmetry",
"hop": 3
}
] | [
"generalization",
"2nd-symmetry_3"
] |
206 | AXFWFTDCJVF7G | generalization | [
{
"rule": "2nd-symmetry",
"hop": 1
},
{
"rule": "substitutability",
"hop": 3
},
{
"rule": "transitivity",
"hop": 1
}
] | [
"generalization",
"2nd-symmetry_1",
"substitutability_3",
"transitivity_1"
] |
207 | A3315AAN855HYG | memorization | [] | [
"memorization"
] |
208 | A12EYBCZGO4WV7 | generalization | [
{
"rule": "2nd-symmetry",
"hop": 1
},
{
"rule": "transitivity",
"hop": 1
}
] | [
"generalization",
"2nd-symmetry_1",
"transitivity_1"
] |
209 | AMURMVZ03LPQA | generalization | [
{
"rule": "2nd-symmetry",
"hop": 1
},
{
"rule": "transitivity",
"hop": 2
}
] | [
"generalization",
"2nd-symmetry_1",
"transitivity_2"
] |
210 | A1FD1Y4AJ8ZMW4 | generalization | [
{
"rule": "2nd-symmetry",
"hop": 1
},
{
"rule": "transitivity",
"hop": 3
}
] | [
"generalization",
"2nd-symmetry_1",
"transitivity_3"
] |
211 | AL084VOAU6E3C | uncategorized | [] | [
"uncategorized"
] |
212 | A2CECLRFH55F8H | generalization | [
{
"rule": "2nd-symmetry",
"hop": 2
},
{
"rule": "transitivity",
"hop": 3
}
] | [
"generalization",
"2nd-symmetry_2",
"transitivity_3"
] |
213 | A1S1B0TWZEG4VJ | generalization | [
{
"rule": "2nd-symmetry",
"hop": 3
},
{
"rule": "transitivity",
"hop": 3
}
] | [
"generalization",
"2nd-symmetry_3",
"transitivity_3"
] |
214 | A2KWLOBY7GABA0 | generalization | [
{
"rule": "2nd-symmetry",
"hop": 4
},
{
"rule": "transitivity",
"hop": 4
}
] | [
"generalization",
"2nd-symmetry_4",
"transitivity_4"
] |
215 | A2FN4ABZQRR9GE | generalization | [
{
"rule": "2nd-symmetry",
"hop": 2
},
{
"rule": "transitivity",
"hop": 2
}
] | [
"generalization",
"2nd-symmetry_2",
"transitivity_2"
] |
216 | A319F6Y5SBU5YK | generalization | [
{
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{
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{
"rule": "symmetry",
"hop": 2
},
{
"rule": "transitivity",
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}
] | [
"generalization",
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] |
217 | A149L4IP4RQ8S9 | generalization | [
{
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"hop": 2
},
{
"rule": "substitutability",
"hop": 2
},
{
"rule": "transitivity",
"hop": 1
}
] | [
"generalization",
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"transitivity_1"
] |
218 | AAH8M8ULI36DE | generalization | [
{
"rule": "2nd-symmetry",
"hop": 1
},
{
"rule": "transitivity",
"hop": 2
}
] | [
"generalization",
"2nd-symmetry_1",
"transitivity_2"
] |
219 | A3J39RV0LQHXCP | generalization | [
{
"rule": "transitivity",
"hop": 4
}
] | [
"generalization",
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] |
220 | A1A7U8OF2UR6WL | generalization | [
{
"rule": "2nd-symmetry",
"hop": 1
}
] | [
"generalization",
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] |
221 | AGJXKY9XQ2BD5 | memorization | [] | [
"memorization"
] |
222 | A3KL7ZYG9CWY82 | generalization | [
{
"rule": "2nd-symmetry",
"hop": 3
},
{
"rule": "transitivity",
"hop": 3
}
] | [
"generalization",
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"transitivity_3"
] |
223 | A158XRI6AASL6 | generalization | [
{
"rule": "2nd-symmetry",
"hop": 2
},
{
"rule": "transitivity",
"hop": 4
}
] | [
"generalization",
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"transitivity_4"
] |
224 | A281NPSIMI1C2R | generalization | [
{
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"hop": 2
},
{
"rule": "substitutability",
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},
{
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}
] | [
"generalization",
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] |
225 | A2EK2IAJ4FHTZP | generalization | [
{
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"hop": 4
}
] | [
"generalization",
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] |
226 | A1RK5GJ4M1OWAF | generalization | [
{
"rule": "2nd-symmetry",
"hop": 2
}
] | [
"generalization",
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] |
227 | A2U742I37JI26X | uncategorized | [] | [
"uncategorized"
] |
228 | A1XH6NCME860D3 | generalization | [
{
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"hop": 1
},
{
"rule": "symmetry",
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},
{
"rule": "transitivity",
"hop": 1
}
] | [
"generalization",
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] |
229 | A37IRE9GZ0CZ7I | uncategorized | [] | [
"uncategorized"
] |
230 | A2UFXLVH3I78Y4 | generalization | [
{
"rule": "2nd-symmetry",
"hop": 2
}
] | [
"generalization",
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] |
231 | A2569HQNP3JZUZ | generalization | [
{
"rule": "2nd-symmetry",
"hop": 2
},
{
"rule": "transitivity",
"hop": 2
}
] | [
"generalization",
"2nd-symmetry_2",
"transitivity_2"
] |
232 | AULEC463O7J5P | uncategorized | [] | [
"uncategorized"
] |
233 | A0864963DOAY7LXGS5I6 | generalization | [
{
"rule": "2nd-symmetry",
"hop": 1
},
{
"rule": "transitivity",
"hop": 3
}
] | [
"generalization",
"2nd-symmetry_1",
"transitivity_3"
] |
234 | A240W3C2Z3WQCQ | generalization | [
{
"rule": "2nd-symmetry",
"hop": 1
},
{
"rule": "transitivity",
"hop": 3
}
] | [
"generalization",
"2nd-symmetry_1",
"transitivity_3"
] |
235 | A3GD191LATGLP6 | generalization | [
{
"rule": "2nd-symmetry",
"hop": 1
},
{
"rule": "symmetry",
"hop": 1
},
{
"rule": "transitivity",
"hop": 1
}
] | [
"generalization",
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"transitivity_1"
] |
236 | A1NB86VZRY4WO1 | uncategorized | [] | [
"uncategorized"
] |
237 | A6UADTLMGWMPX | generalization | [
{
"rule": "2nd-symmetry",
"hop": 2
},
{
"rule": "substitutability",
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},
{
"rule": "transitivity",
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}
] | [
"generalization",
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] |
238 | A3BFDEBT5IV4UN | generalization | [
{
"rule": "2nd-symmetry",
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},
{
"rule": "transitivity",
"hop": 2
}
] | [
"generalization",
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"transitivity_2"
] |
239 | A3V7K5L1134ZO3 | generalization | [
{
"rule": "2nd-symmetry",
"hop": 1
},
{
"rule": "substitutability",
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},
{
"rule": "transitivity",
"hop": 2
}
] | [
"generalization",
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"transitivity_2"
] |
240 | AF49UMPAYLMS8 | uncategorized | [] | [
"uncategorized"
] |
241 | A3C6T1060AMN0R | generalization | [
{
"rule": "2nd-symmetry",
"hop": 1
},
{
"rule": "substitutability",
"hop": 3
},
{
"rule": "transitivity",
"hop": 1
}
] | [
"generalization",
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] |
242 | A3TG7B7FLB8E12 | generalization | [
{
"rule": "2nd-symmetry",
"hop": 2
},
{
"rule": "transitivity",
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}
] | [
"generalization",
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] |
243 | AN020YF8L8ITR | uncategorized | [] | [
"uncategorized"
] |
244 | A2T006AT1GONGJ | generalization | [
{
"rule": "2nd-symmetry",
"hop": 4
},
{
"rule": "transitivity",
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}
] | [
"generalization",
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] |
245 | A1YOAHJAQ3KNDZ | generalization | [
{
"rule": "2nd-symmetry",
"hop": 2
},
{
"rule": "transitivity",
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}
] | [
"generalization",
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] |
246 | A192XPGJO9R96F | generalization | [
{
"rule": "2nd-symmetry",
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},
{
"rule": "transitivity",
"hop": 1
}
] | [
"generalization",
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] |
247 | ASKKAHTFD4XRL | generalization | [
{
"rule": "2nd-symmetry",
"hop": 3
},
{
"rule": "transitivity",
"hop": 4
}
] | [
"generalization",
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] |
248 | A3BTXKZRQS5ZYR | generalization | [
{
"rule": "2nd-symmetry",
"hop": 3
}
] | [
"generalization",
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] |
249 | A1IJKDO76HEUQY | generalization | [
{
"rule": "2nd-symmetry",
"hop": 1
},
{
"rule": "transitivity",
"hop": 2
}
] | [
"generalization",
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"transitivity_2"
] |
250 | A39EZGVE8HIESM | generalization | [
{
"rule": "2nd-symmetry",
"hop": 1
},
{
"rule": "transitivity",
"hop": 2
}
] | [
"generalization",
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"transitivity_2"
] |
251 | AWGD8WG6ZFM83 | generalization | [
{
"rule": "2nd-symmetry",
"hop": 2
},
{
"rule": "transitivity",
"hop": 4
}
] | [
"generalization",
"2nd-symmetry_2",
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] |
252 | A1087Y8RJ4D422 | generalization | [
{
"rule": "2nd-symmetry",
"hop": 2
}
] | [
"generalization",
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] |
253 | A3ISG188UDVVOZ | generalization | [
{
"rule": "2nd-symmetry",
"hop": 3
},
{
"rule": "transitivity",
"hop": 2
}
] | [
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] |
254 | A2YJ2V5H6DLM93 | generalization | [
{
"rule": "2nd-symmetry",
"hop": 1
},
{
"rule": "transitivity",
"hop": 4
}
] | [
"generalization",
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] |
255 | AK4BDCKD4ES0I | generalization | [
{
"rule": "2nd-symmetry",
"hop": 1
},
{
"rule": "transitivity",
"hop": 3
}
] | [
"generalization",
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"transitivity_3"
] |
256 | AJ4WHRBBOBQLD | generalization | [
{
"rule": "2nd-symmetry",
"hop": 2
},
{
"rule": "transitivity",
"hop": 4
}
] | [
"generalization",
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] |
257 | A3HPHCW6NAYEXB | generalization | [
{
"rule": "2nd-symmetry",
"hop": 3
}
] | [
"generalization",
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] |
258 | A17BUXSHOUOP4M | generalization | [
{
"rule": "2nd-symmetry",
"hop": 2
},
{
"rule": "transitivity",
"hop": 3
}
] | [
"generalization",
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] |
259 | A1DEJOWMFEQAH | generalization | [
{
"rule": "2nd-symmetry",
"hop": 1
},
{
"rule": "transitivity",
"hop": 2
}
] | [
"generalization",
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"transitivity_2"
] |
260 | A3VBF1J95ROAYF | generalization | [
{
"rule": "2nd-symmetry",
"hop": 1
},
{
"rule": "transitivity",
"hop": 2
}
] | [
"generalization",
"2nd-symmetry_1",
"transitivity_2"
] |
261 | A1JS9RPSU8GP9M | uncategorized | [] | [
"uncategorized"
] |
262 | A3HLUZYBO1S49X | generalization | [
{
"rule": "2nd-symmetry",
"hop": 2
},
{
"rule": "symmetry",
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},
{
"rule": "transitivity",
"hop": 3
}
] | [
"generalization",
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] |
263 | A5L3L318Q55FI | generalization | [
{
"rule": "2nd-symmetry",
"hop": 3
},
{
"rule": "transitivity",
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}
] | [
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] |
264 | A2GA55P7WGHJCP | generalization | [
{
"rule": "2nd-symmetry",
"hop": 3
},
{
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"hop": 1
}
] | [
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] |
265 | A35X2JJI49OBZP | generalization | [
{
"rule": "2nd-symmetry",
"hop": 2
},
{
"rule": "transitivity",
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}
] | [
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] |
266 | A132ETQPMHQ585 | generalization | [
{
"rule": "2nd-symmetry",
"hop": 2
},
{
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}
] | [
"generalization",
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] |
267 | AITPVQ9TKUIZT | generalization | [
{
"rule": "2nd-symmetry",
"hop": 2
},
{
"rule": "transitivity",
"hop": 2
}
] | [
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"transitivity_2"
] |
268 | A2B7BUH8834Y6M | generalization | [
{
"rule": "2nd-symmetry",
"hop": 1
},
{
"rule": "symmetry",
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},
{
"rule": "transitivity",
"hop": 1
}
] | [
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] |
269 | A23Q4B6O6E8GZ9 | generalization | [
{
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},
{
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}
] | [
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] |
270 | A2T95JFC0OJOGL | generalization | [
{
"rule": "2nd-symmetry",
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},
{
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}
] | [
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] |
271 | AC1U4QK4QNK0E | generalization | [
{
"rule": "2nd-symmetry",
"hop": 2
},
{
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}
] | [
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] |
272 | A1VR3AUXR1950S | generalization | [
{
"rule": "2nd-symmetry",
"hop": 3
},
{
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}
] | [
"generalization",
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] |
273 | A1ZHJZCNL7O908 | memorization | [] | [
"memorization"
] |
274 | A1LNISCJBDOHXW | generalization | [
{
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"hop": 2
}
] | [
"generalization",
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] |
275 | AY8VC9FOS1WOK | generalization | [
{
"rule": "2nd-symmetry",
"hop": 3
}
] | [
"generalization",
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] |
276 | A21P8RKP4HRO1W | generalization | [
{
"rule": "2nd-symmetry",
"hop": 1
},
{
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}
] | [
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"transitivity_2"
] |
277 | A33USONZGGII4G | generalization | [
{
"rule": "2nd-symmetry",
"hop": 3
}
] | [
"generalization",
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] |
278 | AAEMCKW45A74Z | generalization | [
{
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"hop": 1
},
{
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},
{
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}
] | [
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] |
279 | A11PK2MO25K5QW | generalization | [
{
"rule": "transitivity",
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}
] | [
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] |
280 | A30B9UTVDTUQ7Y | generalization | [
{
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"hop": 4
},
{
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}
] | [
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] |
281 | A1HBTW5M7ZZ9PT | generalization | [
{
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}
] | [
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] |
282 | A2KTFTRTY0ONWF | generalization | [
{
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},
{
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}
] | [
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] |
283 | A2SE5EJ7B6Z8NP | uncategorized | [] | [
"uncategorized"
] |
284 | A39ULNFL84RCKV | generalization | [
{
"rule": "2nd-symmetry",
"hop": 1
},
{
"rule": "transitivity",
"hop": 1
}
] | [
"generalization",
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"transitivity_1"
] |
285 | A1D7BE64YN2U66 | uncategorized | [] | [
"uncategorized"
] |
286 | A13QVE6RCEFJGX | generalization | [
{
"rule": "2nd-symmetry",
"hop": 3
},
{
"rule": "transitivity",
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}
] | [
"generalization",
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"transitivity_3"
] |
287 | A2T4PF3X3MC0VC | generalization | [
{
"rule": "2nd-symmetry",
"hop": 4
},
{
"rule": "transitivity",
"hop": 4
}
] | [
"generalization",
"2nd-symmetry_4",
"transitivity_4"
] |
288 | ADLVFFE4VBT8 | memorization | [] | [
"memorization"
] |
289 | A1I92SYJD5QION | generalization | [
{
"rule": "2nd-symmetry",
"hop": 3
},
{
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}
] | [
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"transitivity_4"
] |
290 | A1AKIHYFDW0QL7 | generalization | [
{
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},
{
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"hop": 4
},
{
"rule": "transitivity",
"hop": 3
}
] | [
"generalization",
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"substitutability_4",
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] |
291 | ARF6NZ2PH6MCB | generalization | [
{
"rule": "2nd-symmetry",
"hop": 3
},
{
"rule": "transitivity",
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}
] | [
"generalization",
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] |
292 | A2RFTPD24JTKQ3 | generalization | [
{
"rule": "2nd-symmetry",
"hop": 2
},
{
"rule": "transitivity",
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}
] | [
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"2nd-symmetry_2",
"transitivity_2"
] |
293 | A3LC7UFWJ7PPG0 | generalization | [
{
"rule": "2nd-symmetry",
"hop": 2
},
{
"rule": "symmetry",
"hop": 4
},
{
"rule": "transitivity",
"hop": 2
}
] | [
"generalization",
"2nd-symmetry_2",
"symmetry_4",
"transitivity_2"
] |
294 | A3303LR13XT0N8 | generalization | [
{
"rule": "2nd-symmetry",
"hop": 1
},
{
"rule": "transitivity",
"hop": 2
}
] | [
"generalization",
"2nd-symmetry_1",
"transitivity_2"
] |
295 | A396I8WVBF39PH | uncategorized | [] | [
"uncategorized"
] |
296 | A12W8NRSYR593I | uncategorized | [] | [
"uncategorized"
] |
297 | A14XRI4U6BRG8T | generalization | [
{
"rule": "2nd-symmetry",
"hop": 3
},
{
"rule": "transitivity",
"hop": 3
}
] | [
"generalization",
"2nd-symmetry_3",
"transitivity_3"
] |
298 | A3VS49PP3UN9S5 | generalization | [
{
"rule": "2nd-symmetry",
"hop": 2
},
{
"rule": "transitivity",
"hop": 2
}
] | [
"generalization",
"2nd-symmetry_2",
"transitivity_2"
] |
299 | AA95FYFIP38RM | generalization | [
{
"rule": "2nd-symmetry",
"hop": 3
},
{
"rule": "transitivity",
"hop": 4
}
] | [
"generalization",
"2nd-symmetry_3",
"transitivity_4"
] |
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