sample_id int64 0 22.4k | user_id stringlengths 11 21 | master stringclasses 3
values | subcategories listlengths 0 4 | all_labels listlengths 1 5 |
|---|---|---|---|---|
0 | A1YJEY40YUW4SE | generalization | [
{
"rule": "2nd-symmetry",
"hop": 2
}
] | [
"generalization",
"2nd-symmetry_2"
] |
1 | A60XNB876KYML | uncategorized | [] | [
"uncategorized"
] |
2 | A3G6XNM240RMWA | uncategorized | [] | [
"uncategorized"
] |
3 | A1PQFP6SAJ6D80 | generalization | [
{
"rule": "2nd-symmetry",
"hop": 3
}
] | [
"generalization",
"2nd-symmetry_3"
] |
4 | A38FVHZTNQ271F | generalization | [
{
"rule": "2nd-symmetry",
"hop": 3
},
{
"rule": "transitivity",
"hop": 2
}
] | [
"generalization",
"2nd-symmetry_3",
"transitivity_2"
] |
5 | A3BTN14HIZET6Z | generalization | [
{
"rule": "2nd-symmetry",
"hop": 2
}
] | [
"generalization",
"2nd-symmetry_2"
] |
6 | A1Z59RFKN0M5QL | generalization | [
{
"rule": "2nd-symmetry",
"hop": 2
},
{
"rule": "symmetry",
"hop": 4
}
] | [
"generalization",
"2nd-symmetry_2",
"symmetry_4"
] |
7 | AWUO9P6PL1SY8 | uncategorized | [] | [
"uncategorized"
] |
8 | A3LMILRM9OC3SA | generalization | [
{
"rule": "2nd-symmetry",
"hop": 2
}
] | [
"generalization",
"2nd-symmetry_2"
] |
9 | A30IP88QK3YUIO | generalization | [
{
"rule": "2nd-symmetry",
"hop": 2
},
{
"rule": "transitivity",
"hop": 1
}
] | [
"generalization",
"2nd-symmetry_2",
"transitivity_1"
] |
10 | APBQH4BS48CQO | memorization | [] | [
"memorization"
] |
11 | A3FE8W8UV95U6B | generalization | [
{
"rule": "2nd-symmetry",
"hop": 1
},
{
"rule": "substitutability",
"hop": 2
},
{
"rule": "transitivity",
"hop": 1
}
] | [
"generalization",
"2nd-symmetry_1",
"substitutability_2",
"transitivity_1"
] |
12 | A1EVGDOTGFZOSS | generalization | [
{
"rule": "2nd-symmetry",
"hop": 2
},
{
"rule": "transitivity",
"hop": 3
}
] | [
"generalization",
"2nd-symmetry_2",
"transitivity_3"
] |
13 | AP5WTCMP6DTRV | generalization | [
{
"rule": "2nd-symmetry",
"hop": 2
}
] | [
"generalization",
"2nd-symmetry_2"
] |
14 | A21IM16PQWKVO5 | uncategorized | [] | [
"uncategorized"
] |
15 | A1TLDR1V4O48PK | generalization | [
{
"rule": "2nd-symmetry",
"hop": 2
}
] | [
"generalization",
"2nd-symmetry_2"
] |
16 | A6F8KH0J1AVYA | generalization | [
{
"rule": "2nd-symmetry",
"hop": 3
},
{
"rule": "transitivity",
"hop": 3
}
] | [
"generalization",
"2nd-symmetry_3",
"transitivity_3"
] |
17 | AXPKZA7UZXKTT | uncategorized | [] | [
"uncategorized"
] |
18 | A2SIAYDK7GG7QA | generalization | [
{
"rule": "2nd-symmetry",
"hop": 3
}
] | [
"generalization",
"2nd-symmetry_3"
] |
19 | A1QV5IH6HDRN0L | generalization | [
{
"rule": "2nd-symmetry",
"hop": 1
},
{
"rule": "transitivity",
"hop": 1
}
] | [
"generalization",
"2nd-symmetry_1",
"transitivity_1"
] |
20 | A3UQXHI88S7XAX | generalization | [
{
"rule": "2nd-symmetry",
"hop": 3
}
] | [
"generalization",
"2nd-symmetry_3"
] |
21 | A2EK2CJNJUF7OQ | generalization | [
{
"rule": "2nd-symmetry",
"hop": 1
},
{
"rule": "substitutability",
"hop": 2
},
{
"rule": "transitivity",
"hop": 1
}
] | [
"generalization",
"2nd-symmetry_1",
"substitutability_2",
"transitivity_1"
] |
22 | A2GWNGQF9SHRE4 | generalization | [
{
"rule": "2nd-symmetry",
"hop": 3
}
] | [
"generalization",
"2nd-symmetry_3"
] |
23 | ABV67T136UXFQ | generalization | [
{
"rule": "2nd-symmetry",
"hop": 2
}
] | [
"generalization",
"2nd-symmetry_2"
] |
24 | A2FQZKL2KIZACO | uncategorized | [] | [
"uncategorized"
] |
25 | A312RDWQYLAG7S | generalization | [
{
"rule": "2nd-symmetry",
"hop": 3
},
{
"rule": "transitivity",
"hop": 4
}
] | [
"generalization",
"2nd-symmetry_3",
"transitivity_4"
] |
26 | A3TYR1ALBZ2EU9 | generalization | [
{
"rule": "2nd-symmetry",
"hop": 3
},
{
"rule": "transitivity",
"hop": 3
}
] | [
"generalization",
"2nd-symmetry_3",
"transitivity_3"
] |
27 | AUYVMLI0CBMYS | generalization | [
{
"rule": "2nd-symmetry",
"hop": 4
}
] | [
"generalization",
"2nd-symmetry_4"
] |
28 | A2H0VDRANZMGGX | generalization | [
{
"rule": "2nd-symmetry",
"hop": 2
}
] | [
"generalization",
"2nd-symmetry_2"
] |
29 | A2MZDI3I5AEL74 | generalization | [
{
"rule": "2nd-symmetry",
"hop": 3
},
{
"rule": "transitivity",
"hop": 3
}
] | [
"generalization",
"2nd-symmetry_3",
"transitivity_3"
] |
30 | A17PVB3HRDWN2B | uncategorized | [] | [
"uncategorized"
] |
31 | A3R9H6OKZHHRJD | generalization | [
{
"rule": "2nd-symmetry",
"hop": 2
}
] | [
"generalization",
"2nd-symmetry_2"
] |
32 | A2II54B3VA45LN | generalization | [
{
"rule": "2nd-symmetry",
"hop": 2
},
{
"rule": "symmetry",
"hop": 4
},
{
"rule": "transitivity",
"hop": 3
}
] | [
"generalization",
"2nd-symmetry_2",
"symmetry_4",
"transitivity_3"
] |
33 | A2W0O92FZFHJOJ | generalization | [
{
"rule": "2nd-symmetry",
"hop": 2
},
{
"rule": "transitivity",
"hop": 2
}
] | [
"generalization",
"2nd-symmetry_2",
"transitivity_2"
] |
34 | ARXL1MF07FKY3 | generalization | [
{
"rule": "2nd-symmetry",
"hop": 2
},
{
"rule": "transitivity",
"hop": 3
}
] | [
"generalization",
"2nd-symmetry_2",
"transitivity_3"
] |
35 | AVM6OR01CPJNQ | generalization | [
{
"rule": "2nd-symmetry",
"hop": 3
},
{
"rule": "transitivity",
"hop": 3
}
] | [
"generalization",
"2nd-symmetry_3",
"transitivity_3"
] |
36 | A1ISPXMZL1IYSE | generalization | [
{
"rule": "2nd-symmetry",
"hop": 4
},
{
"rule": "transitivity",
"hop": 2
}
] | [
"generalization",
"2nd-symmetry_4",
"transitivity_2"
] |
37 | A16NAH39LN211W | generalization | [
{
"rule": "2nd-symmetry",
"hop": 3
}
] | [
"generalization",
"2nd-symmetry_3"
] |
38 | A34M18U6T33YDZ | generalization | [
{
"rule": "2nd-symmetry",
"hop": 3
},
{
"rule": "transitivity",
"hop": 2
}
] | [
"generalization",
"2nd-symmetry_3",
"transitivity_2"
] |
39 | A8TWSBLUYJR0U | generalization | [
{
"rule": "2nd-symmetry",
"hop": 4
}
] | [
"generalization",
"2nd-symmetry_4"
] |
40 | A149N75TZ34CE5 | generalization | [
{
"rule": "2nd-symmetry",
"hop": 3
}
] | [
"generalization",
"2nd-symmetry_3"
] |
41 | AUJZEJ5KJU6OQ | generalization | [
{
"rule": "2nd-symmetry",
"hop": 2
},
{
"rule": "transitivity",
"hop": 2
}
] | [
"generalization",
"2nd-symmetry_2",
"transitivity_2"
] |
42 | A2EVBQAN92IEZS | generalization | [
{
"rule": "2nd-symmetry",
"hop": 1
},
{
"rule": "transitivity",
"hop": 3
}
] | [
"generalization",
"2nd-symmetry_1",
"transitivity_3"
] |
43 | A2VOGNBUMXSW13 | generalization | [
{
"rule": "2nd-symmetry",
"hop": 1
},
{
"rule": "transitivity",
"hop": 2
}
] | [
"generalization",
"2nd-symmetry_1",
"transitivity_2"
] |
44 | A2SPAROS5PSI8X | generalization | [
{
"rule": "2nd-symmetry",
"hop": 4
}
] | [
"generalization",
"2nd-symmetry_4"
] |
45 | A22PKZZK5DSONS | generalization | [
{
"rule": "2nd-symmetry",
"hop": 1
},
{
"rule": "transitivity",
"hop": 3
}
] | [
"generalization",
"2nd-symmetry_1",
"transitivity_3"
] |
46 | AX1567KGMAVLT | generalization | [
{
"rule": "2nd-symmetry",
"hop": 3
}
] | [
"generalization",
"2nd-symmetry_3"
] |
47 | AQX8T9SFFK43U | generalization | [
{
"rule": "2nd-symmetry",
"hop": 2
}
] | [
"generalization",
"2nd-symmetry_2"
] |
48 | A2ZQE4X9GYJMRI | uncategorized | [] | [
"uncategorized"
] |
49 | A38VDDNZ7A3QM0 | generalization | [
{
"rule": "2nd-symmetry",
"hop": 2
},
{
"rule": "transitivity",
"hop": 2
}
] | [
"generalization",
"2nd-symmetry_2",
"transitivity_2"
] |
50 | AIBDCIWC061A | generalization | [
{
"rule": "2nd-symmetry",
"hop": 2
},
{
"rule": "transitivity",
"hop": 4
}
] | [
"generalization",
"2nd-symmetry_2",
"transitivity_4"
] |
51 | A2CHSTCUTAY1P6 | generalization | [
{
"rule": "2nd-symmetry",
"hop": 4
}
] | [
"generalization",
"2nd-symmetry_4"
] |
52 | A1S8KORSO7AL10 | generalization | [
{
"rule": "2nd-symmetry",
"hop": 4
}
] | [
"generalization",
"2nd-symmetry_4"
] |
53 | A2X0X13NTPOZN1 | uncategorized | [] | [
"uncategorized"
] |
54 | A66XG9X8S7IH | generalization | [
{
"rule": "2nd-symmetry",
"hop": 4
},
{
"rule": "transitivity",
"hop": 2
}
] | [
"generalization",
"2nd-symmetry_4",
"transitivity_2"
] |
55 | A1ACH77RG6C8MN | generalization | [
{
"rule": "2nd-symmetry",
"hop": 2
},
{
"rule": "transitivity",
"hop": 2
}
] | [
"generalization",
"2nd-symmetry_2",
"transitivity_2"
] |
56 | AC1RJK3LSF4RQ | generalization | [
{
"rule": "2nd-symmetry",
"hop": 3
},
{
"rule": "transitivity",
"hop": 4
}
] | [
"generalization",
"2nd-symmetry_3",
"transitivity_4"
] |
57 | A1D94IJBAPKVYV | generalization | [
{
"rule": "2nd-symmetry",
"hop": 4
},
{
"rule": "transitivity",
"hop": 2
}
] | [
"generalization",
"2nd-symmetry_4",
"transitivity_2"
] |
58 | A2E6150RHKGSIR | generalization | [
{
"rule": "2nd-symmetry",
"hop": 1
}
] | [
"generalization",
"2nd-symmetry_1"
] |
59 | A3B7900K4X1AY5 | uncategorized | [] | [
"uncategorized"
] |
60 | AV3AUFSA1DXVZ | generalization | [
{
"rule": "2nd-symmetry",
"hop": 2
},
{
"rule": "transitivity",
"hop": 2
}
] | [
"generalization",
"2nd-symmetry_2",
"transitivity_2"
] |
61 | A16ZJA9BD2WU0Z | generalization | [
{
"rule": "2nd-symmetry",
"hop": 2
},
{
"rule": "transitivity",
"hop": 2
}
] | [
"generalization",
"2nd-symmetry_2",
"transitivity_2"
] |
62 | A2RQOO8VYAEZZG | generalization | [
{
"rule": "2nd-symmetry",
"hop": 1
},
{
"rule": "transitivity",
"hop": 1
}
] | [
"generalization",
"2nd-symmetry_1",
"transitivity_1"
] |
63 | A2LI8L6O4M0G1K | generalization | [
{
"rule": "2nd-symmetry",
"hop": 2
},
{
"rule": "symmetry",
"hop": 4
},
{
"rule": "transitivity",
"hop": 4
}
] | [
"generalization",
"2nd-symmetry_2",
"symmetry_4",
"transitivity_4"
] |
64 | A26869WFGMMZHM | generalization | [
{
"rule": "2nd-symmetry",
"hop": 3
},
{
"rule": "transitivity",
"hop": 3
}
] | [
"generalization",
"2nd-symmetry_3",
"transitivity_3"
] |
65 | A1B89QLQZICCYG | uncategorized | [] | [
"uncategorized"
] |
66 | AVBSDBRCF7LK2 | generalization | [
{
"rule": "2nd-symmetry",
"hop": 2
}
] | [
"generalization",
"2nd-symmetry_2"
] |
67 | AW2CYR1UFNI1R | uncategorized | [] | [
"uncategorized"
] |
68 | A3CU4448KHG57X | generalization | [
{
"rule": "transitivity",
"hop": 3
}
] | [
"generalization",
"transitivity_3"
] |
69 | A1NEIH01B5X6QL | generalization | [
{
"rule": "2nd-symmetry",
"hop": 2
},
{
"rule": "transitivity",
"hop": 2
}
] | [
"generalization",
"2nd-symmetry_2",
"transitivity_2"
] |
70 | AN5T6MAD6FC5I | generalization | [
{
"rule": "2nd-symmetry",
"hop": 1
},
{
"rule": "transitivity",
"hop": 2
}
] | [
"generalization",
"2nd-symmetry_1",
"transitivity_2"
] |
71 | A220H1HPW0BU20 | generalization | [
{
"rule": "transitivity",
"hop": 2
}
] | [
"generalization",
"transitivity_2"
] |
72 | A1REYI6T6VJHKK | generalization | [
{
"rule": "2nd-symmetry",
"hop": 3
},
{
"rule": "transitivity",
"hop": 3
}
] | [
"generalization",
"2nd-symmetry_3",
"transitivity_3"
] |
73 | A265CA7CZPYQ65 | generalization | [
{
"rule": "2nd-symmetry",
"hop": 1
},
{
"rule": "transitivity",
"hop": 2
}
] | [
"generalization",
"2nd-symmetry_1",
"transitivity_2"
] |
74 | A1JPXK38UHUSP7 | generalization | [
{
"rule": "2nd-symmetry",
"hop": 1
}
] | [
"generalization",
"2nd-symmetry_1"
] |
75 | ABFAO09KLTIFL | uncategorized | [] | [
"uncategorized"
] |
76 | A1YZ8KOTNU1BEU | uncategorized | [] | [
"uncategorized"
] |
77 | A1OA7ZKRQH98C8 | generalization | [
{
"rule": "2nd-symmetry",
"hop": 2
}
] | [
"generalization",
"2nd-symmetry_2"
] |
78 | AMB2Z4FMDBWQY | memorization | [] | [
"memorization"
] |
79 | A2HRHF83I3NDGT | generalization | [
{
"rule": "2nd-symmetry",
"hop": 2
},
{
"rule": "transitivity",
"hop": 2
}
] | [
"generalization",
"2nd-symmetry_2",
"transitivity_2"
] |
80 | A2P99LRDXBF8NF | generalization | [
{
"rule": "2nd-symmetry",
"hop": 3
},
{
"rule": "transitivity",
"hop": 3
}
] | [
"generalization",
"2nd-symmetry_3",
"transitivity_3"
] |
81 | A3VOND2IXC3VET | generalization | [
{
"rule": "2nd-symmetry",
"hop": 3
},
{
"rule": "transitivity",
"hop": 2
}
] | [
"generalization",
"2nd-symmetry_3",
"transitivity_2"
] |
82 | AMYBVJ1JP667H | generalization | [
{
"rule": "2nd-symmetry",
"hop": 1
},
{
"rule": "transitivity",
"hop": 1
}
] | [
"generalization",
"2nd-symmetry_1",
"transitivity_1"
] |
83 | AY1EF0GOH80EK | generalization | [
{
"rule": "2nd-symmetry",
"hop": 2
},
{
"rule": "transitivity",
"hop": 1
}
] | [
"generalization",
"2nd-symmetry_2",
"transitivity_1"
] |
84 | A1J7CRZ4OJ1T2L | uncategorized | [] | [
"uncategorized"
] |
85 | AD526SECC3I9D | memorization | [] | [
"memorization"
] |
86 | A3AZI828WJN1CD | generalization | [
{
"rule": "2nd-symmetry",
"hop": 2
},
{
"rule": "transitivity",
"hop": 1
}
] | [
"generalization",
"2nd-symmetry_2",
"transitivity_1"
] |
87 | ACUGBCEADYT6D | generalization | [
{
"rule": "2nd-symmetry",
"hop": 2
}
] | [
"generalization",
"2nd-symmetry_2"
] |
88 | AWCX1MPM94R1A | generalization | [
{
"rule": "2nd-symmetry",
"hop": 2
},
{
"rule": "transitivity",
"hop": 3
}
] | [
"generalization",
"2nd-symmetry_2",
"transitivity_3"
] |
89 | A14VNXS7M0JO5K | generalization | [
{
"rule": "2nd-symmetry",
"hop": 2
}
] | [
"generalization",
"2nd-symmetry_2"
] |
90 | AMV9D5D7VOCO6 | generalization | [
{
"rule": "2nd-symmetry",
"hop": 2
},
{
"rule": "transitivity",
"hop": 2
}
] | [
"generalization",
"2nd-symmetry_2",
"transitivity_2"
] |
91 | A3VU2J7G0U35AU | generalization | [
{
"rule": "2nd-symmetry",
"hop": 3
},
{
"rule": "transitivity",
"hop": 3
}
] | [
"generalization",
"2nd-symmetry_3",
"transitivity_3"
] |
92 | A2K3A3HA229ZVN | generalization | [
{
"rule": "2nd-symmetry",
"hop": 2
},
{
"rule": "transitivity",
"hop": 3
}
] | [
"generalization",
"2nd-symmetry_2",
"transitivity_3"
] |
93 | A287547UH1VBJ7 | generalization | [
{
"rule": "2nd-symmetry",
"hop": 2
},
{
"rule": "transitivity",
"hop": 4
}
] | [
"generalization",
"2nd-symmetry_2",
"transitivity_4"
] |
94 | ASXPNU896V9I8 | uncategorized | [] | [
"uncategorized"
] |
95 | A3S3R88HA0HZG3 | generalization | [
{
"rule": "2nd-symmetry",
"hop": 2
},
{
"rule": "substitutability",
"hop": 4
},
{
"rule": "transitivity",
"hop": 2
}
] | [
"generalization",
"2nd-symmetry_2",
"substitutability_4",
"transitivity_2"
] |
96 | A2SX3JU39YE2TP | memorization | [] | [
"memorization"
] |
97 | A3T7IVHM2TU5B2 | generalization | [
{
"rule": "transitivity",
"hop": 3
}
] | [
"generalization",
"transitivity_3"
] |
98 | A1LR48HRU3LSHF | generalization | [
{
"rule": "2nd-symmetry",
"hop": 1
},
{
"rule": "substitutability",
"hop": 3
},
{
"rule": "symmetry",
"hop": 2
},
{
"rule": "transitivity",
"hop": 1
}
] | [
"generalization",
"2nd-symmetry_1",
"substitutability_3",
"symmetry_2",
"transitivity_1"
] |
99 | A3O0BXK3SZ6FE0 | generalization | [
{
"rule": "2nd-symmetry",
"hop": 2
},
{
"rule": "transitivity",
"hop": 4
}
] | [
"generalization",
"2nd-symmetry_2",
"transitivity_4"
] |
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