sample_id int64 0 22.4k | user_id stringlengths 11 21 | master stringclasses 3
values | subcategories listlengths 0 4 | all_labels listlengths 1 5 |
|---|---|---|---|---|
100 | A24YA4ZYCDUIKP | generalization | [
{
"rule": "2nd-symmetry",
"hop": 3
}
] | [
"generalization",
"2nd-symmetry_3"
] |
101 | AEEJGDRRGLBB1 | memorization | [] | [
"memorization"
] |
102 | A2K6LI89NAD2J2 | memorization | [] | [
"memorization"
] |
103 | A1P9UMP1XSE6MI | generalization | [
{
"rule": "2nd-symmetry",
"hop": 1
},
{
"rule": "transitivity",
"hop": 1
}
] | [
"generalization",
"2nd-symmetry_1",
"transitivity_1"
] |
104 | A4WX0FZ1MMAUH | generalization | [
{
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"hop": 1
},
{
"rule": "substitutability",
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},
{
"rule": "transitivity",
"hop": 2
}
] | [
"generalization",
"2nd-symmetry_1",
"substitutability_2",
"transitivity_2"
] |
105 | AHP55PFHJL0H8 | generalization | [
{
"rule": "2nd-symmetry",
"hop": 2
},
{
"rule": "transitivity",
"hop": 2
}
] | [
"generalization",
"2nd-symmetry_2",
"transitivity_2"
] |
106 | ASPABROV8R7M5 | generalization | [
{
"rule": "2nd-symmetry",
"hop": 1
},
{
"rule": "substitutability",
"hop": 4
},
{
"rule": "transitivity",
"hop": 2
}
] | [
"generalization",
"2nd-symmetry_1",
"substitutability_4",
"transitivity_2"
] |
107 | A3T4OHEAHOJ700 | generalization | [
{
"rule": "2nd-symmetry",
"hop": 2
},
{
"rule": "transitivity",
"hop": 2
}
] | [
"generalization",
"2nd-symmetry_2",
"transitivity_2"
] |
108 | AWR80FA3IQ633 | generalization | [
{
"rule": "2nd-symmetry",
"hop": 3
},
{
"rule": "transitivity",
"hop": 4
}
] | [
"generalization",
"2nd-symmetry_3",
"transitivity_4"
] |
109 | A3TQZLWYCQXLCQ | generalization | [
{
"rule": "2nd-symmetry",
"hop": 2
},
{
"rule": "transitivity",
"hop": 2
}
] | [
"generalization",
"2nd-symmetry_2",
"transitivity_2"
] |
110 | A2RUV6V9CWZAA0 | generalization | [
{
"rule": "2nd-symmetry",
"hop": 1
},
{
"rule": "transitivity",
"hop": 1
}
] | [
"generalization",
"2nd-symmetry_1",
"transitivity_1"
] |
111 | AWWBWAEQ8UUO0 | uncategorized | [] | [
"uncategorized"
] |
112 | AWN8Q7FYS4G09 | generalization | [
{
"rule": "2nd-symmetry",
"hop": 3
},
{
"rule": "transitivity",
"hop": 2
}
] | [
"generalization",
"2nd-symmetry_3",
"transitivity_2"
] |
113 | A17V9XL4CWTQ6G | generalization | [
{
"rule": "2nd-symmetry",
"hop": 2
},
{
"rule": "transitivity",
"hop": 4
}
] | [
"generalization",
"2nd-symmetry_2",
"transitivity_4"
] |
114 | A1LB3NB6L5DT1Y | generalization | [
{
"rule": "2nd-symmetry",
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},
{
"rule": "substitutability",
"hop": 2
},
{
"rule": "symmetry",
"hop": 4
},
{
"rule": "transitivity",
"hop": 2
}
] | [
"generalization",
"2nd-symmetry_1",
"substitutability_2",
"symmetry_4",
"transitivity_2"
] |
115 | A3CKLLCH0MDTGH | generalization | [
{
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"hop": 1
},
{
"rule": "symmetry",
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},
{
"rule": "transitivity",
"hop": 1
}
] | [
"generalization",
"2nd-symmetry_1",
"symmetry_4",
"transitivity_1"
] |
116 | A2X5QDOMVGWFUC | generalization | [
{
"rule": "2nd-symmetry",
"hop": 1
},
{
"rule": "transitivity",
"hop": 1
}
] | [
"generalization",
"2nd-symmetry_1",
"transitivity_1"
] |
117 | A2S6QCNNN8AK91 | generalization | [
{
"rule": "2nd-symmetry",
"hop": 2
},
{
"rule": "transitivity",
"hop": 3
}
] | [
"generalization",
"2nd-symmetry_2",
"transitivity_3"
] |
118 | A33AQPJYH7UUXR | generalization | [
{
"rule": "2nd-symmetry",
"hop": 4
}
] | [
"generalization",
"2nd-symmetry_4"
] |
119 | A2YR1V9QJRC2P1 | generalization | [
{
"rule": "2nd-symmetry",
"hop": 4
}
] | [
"generalization",
"2nd-symmetry_4"
] |
120 | A21JMECLD2N7I2 | generalization | [
{
"rule": "2nd-symmetry",
"hop": 1
},
{
"rule": "transitivity",
"hop": 1
}
] | [
"generalization",
"2nd-symmetry_1",
"transitivity_1"
] |
121 | A3QOIDA6B2NIPO | generalization | [
{
"rule": "2nd-symmetry",
"hop": 3
},
{
"rule": "transitivity",
"hop": 3
}
] | [
"generalization",
"2nd-symmetry_3",
"transitivity_3"
] |
122 | A2T0BXKW56SBH9 | uncategorized | [] | [
"uncategorized"
] |
123 | A3UVL71PTUYLPP | generalization | [
{
"rule": "2nd-symmetry",
"hop": 2
},
{
"rule": "transitivity",
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}
] | [
"generalization",
"2nd-symmetry_2",
"transitivity_3"
] |
124 | A3A5N8WWYSTF5B | generalization | [
{
"rule": "2nd-symmetry",
"hop": 3
},
{
"rule": "transitivity",
"hop": 4
}
] | [
"generalization",
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] |
125 | A1SQW9H85UVYNU | generalization | [
{
"rule": "2nd-symmetry",
"hop": 3
},
{
"rule": "transitivity",
"hop": 3
}
] | [
"generalization",
"2nd-symmetry_3",
"transitivity_3"
] |
126 | AR7ODCG57VKFT | generalization | [
{
"rule": "2nd-symmetry",
"hop": 2
},
{
"rule": "transitivity",
"hop": 1
}
] | [
"generalization",
"2nd-symmetry_2",
"transitivity_1"
] |
127 | AFUTF08TQFSGY | generalization | [
{
"rule": "transitivity",
"hop": 2
}
] | [
"generalization",
"transitivity_2"
] |
128 | A1H2M09FY6B9LR | generalization | [
{
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"hop": 2
},
{
"rule": "substitutability",
"hop": 2
},
{
"rule": "transitivity",
"hop": 2
}
] | [
"generalization",
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"substitutability_2",
"transitivity_2"
] |
129 | A339O8ZW72WHZ0 | generalization | [
{
"rule": "2nd-symmetry",
"hop": 1
},
{
"rule": "transitivity",
"hop": 3
}
] | [
"generalization",
"2nd-symmetry_1",
"transitivity_3"
] |
130 | A285W83NMJ5W8W | generalization | [
{
"rule": "2nd-symmetry",
"hop": 1
},
{
"rule": "transitivity",
"hop": 1
}
] | [
"generalization",
"2nd-symmetry_1",
"transitivity_1"
] |
131 | A27DNSEA1L04L2 | generalization | [
{
"rule": "2nd-symmetry",
"hop": 3
},
{
"rule": "substitutability",
"hop": 4
},
{
"rule": "transitivity",
"hop": 3
}
] | [
"generalization",
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"transitivity_3"
] |
132 | A2DGK3VPJXWT22 | generalization | [
{
"rule": "2nd-symmetry",
"hop": 3
},
{
"rule": "transitivity",
"hop": 3
}
] | [
"generalization",
"2nd-symmetry_3",
"transitivity_3"
] |
133 | A3PHEK78LJRZLW | generalization | [
{
"rule": "2nd-symmetry",
"hop": 2
}
] | [
"generalization",
"2nd-symmetry_2"
] |
134 | A1YSVN7EBQZ5XT | uncategorized | [] | [
"uncategorized"
] |
135 | A22CW0ZHY3NJH8 | generalization | [
{
"rule": "transitivity",
"hop": 3
}
] | [
"generalization",
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] |
136 | AR18PHLJDG19R | generalization | [
{
"rule": "2nd-symmetry",
"hop": 3
},
{
"rule": "transitivity",
"hop": 4
}
] | [
"generalization",
"2nd-symmetry_3",
"transitivity_4"
] |
137 | A235ZXW80ILN9R | generalization | [
{
"rule": "2nd-symmetry",
"hop": 3
},
{
"rule": "transitivity",
"hop": 3
}
] | [
"generalization",
"2nd-symmetry_3",
"transitivity_3"
] |
138 | ABAHRPQTOEP8L | generalization | [
{
"rule": "2nd-symmetry",
"hop": 2
},
{
"rule": "transitivity",
"hop": 2
}
] | [
"generalization",
"2nd-symmetry_2",
"transitivity_2"
] |
139 | AYSJCU3AUITYP | generalization | [
{
"rule": "2nd-symmetry",
"hop": 2
},
{
"rule": "substitutability",
"hop": 3
},
{
"rule": "transitivity",
"hop": 3
}
] | [
"generalization",
"2nd-symmetry_2",
"substitutability_3",
"transitivity_3"
] |
140 | A3ACCVELQ149WV | generalization | [
{
"rule": "2nd-symmetry",
"hop": 1
},
{
"rule": "transitivity",
"hop": 3
}
] | [
"generalization",
"2nd-symmetry_1",
"transitivity_3"
] |
141 | AWXNJ01KHLU3B | generalization | [
{
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},
{
"rule": "symmetry",
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},
{
"rule": "transitivity",
"hop": 1
}
] | [
"generalization",
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] |
142 | A9JG8QKH3NWFJ | generalization | [
{
"rule": "2nd-symmetry",
"hop": 1
},
{
"rule": "transitivity",
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}
] | [
"generalization",
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"transitivity_3"
] |
143 | A2FOR1IJSX76LQ | generalization | [
{
"rule": "2nd-symmetry",
"hop": 1
},
{
"rule": "substitutability",
"hop": 4
},
{
"rule": "transitivity",
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}
] | [
"generalization",
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] |
144 | A77L8C71G9XMK | generalization | [
{
"rule": "2nd-symmetry",
"hop": 2
},
{
"rule": "symmetry",
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},
{
"rule": "transitivity",
"hop": 2
}
] | [
"generalization",
"2nd-symmetry_2",
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"transitivity_2"
] |
145 | A4NV7E4LLOYON | generalization | [
{
"rule": "2nd-symmetry",
"hop": 1
},
{
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},
{
"rule": "transitivity",
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}
] | [
"generalization",
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] |
146 | A3E7FX6I0T8PCR | generalization | [
{
"rule": "transitivity",
"hop": 3
}
] | [
"generalization",
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] |
147 | A4SOY5CTY9W2Q | generalization | [
{
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"hop": 1
},
{
"rule": "substitutability",
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},
{
"rule": "transitivity",
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}
] | [
"generalization",
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] |
148 | A1R3CO2XPML10H | generalization | [
{
"rule": "2nd-symmetry",
"hop": 1
},
{
"rule": "transitivity",
"hop": 3
}
] | [
"generalization",
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] |
149 | A1VN0LUQERNCR1 | generalization | [
{
"rule": "2nd-symmetry",
"hop": 3
},
{
"rule": "transitivity",
"hop": 3
}
] | [
"generalization",
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] |
150 | A1EQL66CVJ80SP | generalization | [
{
"rule": "2nd-symmetry",
"hop": 2
},
{
"rule": "symmetry",
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},
{
"rule": "transitivity",
"hop": 1
}
] | [
"generalization",
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] |
151 | A1AJA5SWVOX28E | generalization | [
{
"rule": "2nd-symmetry",
"hop": 1
},
{
"rule": "transitivity",
"hop": 1
}
] | [
"generalization",
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"transitivity_1"
] |
152 | AJ7NR31ZL4CBI | generalization | [
{
"rule": "2nd-symmetry",
"hop": 2
},
{
"rule": "transitivity",
"hop": 2
}
] | [
"generalization",
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"transitivity_2"
] |
153 | AK78LWNKUAG3M | uncategorized | [] | [
"uncategorized"
] |
154 | A2DG0MT6A0EYXI | generalization | [
{
"rule": "2nd-symmetry",
"hop": 2
},
{
"rule": "transitivity",
"hop": 2
}
] | [
"generalization",
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"transitivity_2"
] |
155 | A2QE9FT13SXK92 | generalization | [
{
"rule": "2nd-symmetry",
"hop": 3
}
] | [
"generalization",
"2nd-symmetry_3"
] |
156 | ARGDPRYFGTAVS | generalization | [
{
"rule": "2nd-symmetry",
"hop": 4
},
{
"rule": "transitivity",
"hop": 3
}
] | [
"generalization",
"2nd-symmetry_4",
"transitivity_3"
] |
157 | A17091PGI79VF6 | generalization | [
{
"rule": "2nd-symmetry",
"hop": 3
},
{
"rule": "transitivity",
"hop": 4
}
] | [
"generalization",
"2nd-symmetry_3",
"transitivity_4"
] |
158 | AF6EHFR0RBGHT | generalization | [
{
"rule": "2nd-symmetry",
"hop": 2
},
{
"rule": "transitivity",
"hop": 2
}
] | [
"generalization",
"2nd-symmetry_2",
"transitivity_2"
] |
159 | A2JU3R4WD74388 | generalization | [
{
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"hop": 1
},
{
"rule": "symmetry",
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},
{
"rule": "transitivity",
"hop": 2
}
] | [
"generalization",
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"transitivity_2"
] |
160 | A12LN1UTGCPU4R | generalization | [
{
"rule": "transitivity",
"hop": 4
}
] | [
"generalization",
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] |
161 | A1VJCR1AJRFJJ7 | generalization | [
{
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"hop": 2
},
{
"rule": "substitutability",
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},
{
"rule": "transitivity",
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}
] | [
"generalization",
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] |
162 | A4DIVP0NEQDA3 | generalization | [
{
"rule": "2nd-symmetry",
"hop": 1
},
{
"rule": "transitivity",
"hop": 2
}
] | [
"generalization",
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"transitivity_2"
] |
163 | AFLIU4A1AS7PE | generalization | [
{
"rule": "2nd-symmetry",
"hop": 2
},
{
"rule": "transitivity",
"hop": 2
}
] | [
"generalization",
"2nd-symmetry_2",
"transitivity_2"
] |
164 | A1E9VB5X00ITY4 | generalization | [
{
"rule": "2nd-symmetry",
"hop": 2
},
{
"rule": "transitivity",
"hop": 2
}
] | [
"generalization",
"2nd-symmetry_2",
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] |
165 | A2JEGR5ASS6OE3 | generalization | [
{
"rule": "2nd-symmetry",
"hop": 1
},
{
"rule": "symmetry",
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},
{
"rule": "transitivity",
"hop": 1
}
] | [
"generalization",
"2nd-symmetry_1",
"symmetry_4",
"transitivity_1"
] |
166 | ADSCDY8LSLTCF | generalization | [
{
"rule": "2nd-symmetry",
"hop": 1
},
{
"rule": "transitivity",
"hop": 2
}
] | [
"generalization",
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"transitivity_2"
] |
167 | A3977OZLNA8LCB | generalization | [
{
"rule": "2nd-symmetry",
"hop": 3
}
] | [
"generalization",
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] |
168 | A18Z7ICRLVHBBP | generalization | [
{
"rule": "2nd-symmetry",
"hop": 3
},
{
"rule": "transitivity",
"hop": 4
}
] | [
"generalization",
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"transitivity_4"
] |
169 | A3KUQ3M1O3L9DW | generalization | [
{
"rule": "2nd-symmetry",
"hop": 2
},
{
"rule": "transitivity",
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}
] | [
"generalization",
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] |
170 | A1EDK3T6KR171Z | memorization | [] | [
"memorization"
] |
171 | A2E50C4GOXL0E1 | generalization | [
{
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"hop": 3
}
] | [
"generalization",
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] |
172 | A2VQKJHIHMRDJG | generalization | [
{
"rule": "2nd-symmetry",
"hop": 2
}
] | [
"generalization",
"2nd-symmetry_2"
] |
173 | A1PD2IY2BKCMSA | generalization | [
{
"rule": "transitivity",
"hop": 2
}
] | [
"generalization",
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] |
174 | A1HEB1RHNOB4HK | generalization | [
{
"rule": "2nd-symmetry",
"hop": 2
}
] | [
"generalization",
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] |
175 | AQDKKTFH5XREM | generalization | [
{
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},
{
"rule": "transitivity",
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}
] | [
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] |
176 | A1CB9JJ39HN1UR | generalization | [
{
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},
{
"rule": "transitivity",
"hop": 3
}
] | [
"generalization",
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"transitivity_3"
] |
177 | A23FLGGNVYEPQE | memorization | [] | [
"memorization"
] |
178 | AKMEY1BSHSDG7 | uncategorized | [] | [
"uncategorized"
] |
179 | A1GNYCXWR15YF9 | generalization | [
{
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},
{
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},
{
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}
] | [
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] |
180 | A28QU1UG32PYNV | generalization | [
{
"rule": "2nd-symmetry",
"hop": 2
},
{
"rule": "transitivity",
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}
] | [
"generalization",
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"transitivity_4"
] |
181 | A3Q8YGI0NDH78K | generalization | [
{
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"hop": 3
}
] | [
"generalization",
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] |
182 | A059547920Q3LZVFHLPI3 | generalization | [
{
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"hop": 3
},
{
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}
] | [
"generalization",
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] |
183 | A1XOQU117PKOHN | generalization | [
{
"rule": "2nd-symmetry",
"hop": 2
},
{
"rule": "transitivity",
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}
] | [
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] |
184 | A10QJVO4NWCL74 | generalization | [
{
"rule": "2nd-symmetry",
"hop": 2
},
{
"rule": "transitivity",
"hop": 3
}
] | [
"generalization",
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"transitivity_3"
] |
185 | AT67ET6XVBMLO | generalization | [
{
"rule": "2nd-symmetry",
"hop": 3
},
{
"rule": "transitivity",
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}
] | [
"generalization",
"2nd-symmetry_3",
"transitivity_3"
] |
186 | A23IRZULU0UWA9 | generalization | [
{
"rule": "2nd-symmetry",
"hop": 3
},
{
"rule": "transitivity",
"hop": 4
}
] | [
"generalization",
"2nd-symmetry_3",
"transitivity_4"
] |
187 | A29CFYFOGQIYBD | generalization | [
{
"rule": "2nd-symmetry",
"hop": 2
},
{
"rule": "transitivity",
"hop": 2
}
] | [
"generalization",
"2nd-symmetry_2",
"transitivity_2"
] |
188 | A3RZDS72H6UHI7 | generalization | [
{
"rule": "2nd-symmetry",
"hop": 2
},
{
"rule": "transitivity",
"hop": 1
}
] | [
"generalization",
"2nd-symmetry_2",
"transitivity_1"
] |
189 | A2DVCR7ITSBDUR | generalization | [
{
"rule": "2nd-symmetry",
"hop": 2
},
{
"rule": "transitivity",
"hop": 3
}
] | [
"generalization",
"2nd-symmetry_2",
"transitivity_3"
] |
190 | AY6EFQW46SVU2 | generalization | [
{
"rule": "2nd-symmetry",
"hop": 3
},
{
"rule": "transitivity",
"hop": 2
}
] | [
"generalization",
"2nd-symmetry_3",
"transitivity_2"
] |
191 | A3QDZ7H08BLCJA | generalization | [
{
"rule": "2nd-symmetry",
"hop": 3
}
] | [
"generalization",
"2nd-symmetry_3"
] |
192 | A2URGBJ6XRUTMQ | generalization | [
{
"rule": "2nd-symmetry",
"hop": 3
},
{
"rule": "transitivity",
"hop": 3
}
] | [
"generalization",
"2nd-symmetry_3",
"transitivity_3"
] |
193 | A10G2HJL0VSWET | generalization | [
{
"rule": "2nd-symmetry",
"hop": 1
},
{
"rule": "transitivity",
"hop": 2
}
] | [
"generalization",
"2nd-symmetry_1",
"transitivity_2"
] |
194 | A1Y1BX4MQAN6P5 | generalization | [
{
"rule": "2nd-symmetry",
"hop": 1
},
{
"rule": "substitutability",
"hop": 3
},
{
"rule": "symmetry",
"hop": 3
},
{
"rule": "transitivity",
"hop": 1
}
] | [
"generalization",
"2nd-symmetry_1",
"substitutability_3",
"symmetry_3",
"transitivity_1"
] |
195 | AOQZ84T71MF85 | generalization | [
{
"rule": "2nd-symmetry",
"hop": 1
},
{
"rule": "transitivity",
"hop": 1
}
] | [
"generalization",
"2nd-symmetry_1",
"transitivity_1"
] |
196 | A21TOLI6QZZN72 | generalization | [
{
"rule": "2nd-symmetry",
"hop": 2
},
{
"rule": "transitivity",
"hop": 2
}
] | [
"generalization",
"2nd-symmetry_2",
"transitivity_2"
] |
197 | A2F09EWKV3MTO2 | generalization | [
{
"rule": "2nd-symmetry",
"hop": 1
}
] | [
"generalization",
"2nd-symmetry_1"
] |
198 | A38BYCK64K98TI | generalization | [
{
"rule": "2nd-symmetry",
"hop": 3
}
] | [
"generalization",
"2nd-symmetry_3"
] |
199 | ADMPGWBF0BC9W | generalization | [
{
"rule": "2nd-symmetry",
"hop": 2
},
{
"rule": "transitivity",
"hop": 3
}
] | [
"generalization",
"2nd-symmetry_2",
"transitivity_3"
] |
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