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reasoning_gym
"Given the truthfulness of these statements, please tell me the number of possible solutions: \n - S(...TRUNCATED)
"{\"reasoning_gym_dataset\": \"self_reference\", \"ground_truth\": \"2\", \"reasoning_gym_entry\": {(...TRUNCATED)
"{\"source_dataset\": \"self_reference\", \"source_index\": 1783, \"difficulty\": {\"difficulty\": 7(...TRUNCATED)
[" The field \"solution\" should contain a list of all valid solutions (each solution is a dictionar(...TRUNCATED)
[ 11163, 18000, 7696, 6214, 8409, 18000, 18000, 10595 ]
0.125
null
reasoning_gym
"Given the truthfulness of these statements, please tell me the number of possible solutions: \n - S(...TRUNCATED)
"{\"reasoning_gym_dataset\": \"self_reference\", \"ground_truth\": \"5\", \"reasoning_gym_entry\": {(...TRUNCATED)
"{\"source_dataset\": \"self_reference\", \"source_index\": 221, \"difficulty\": {\"difficulty\": 6}(...TRUNCATED)
[" If there is no possible solution, write \"no solution\".\n\n<think>\nOkay, so I've got this logic(...TRUNCATED)
[ 7823, 5501, 13948, 7927, 7486, 8592, 6007, 7698 ]
0.25
null
reasoning_gym
"Given the truthfulness of these statements, please tell me the number of possible solutions: \n - S(...TRUNCATED)
"{\"reasoning_gym_dataset\": \"self_reference\", \"ground_truth\": \"3\", \"reasoning_gym_entry\": {(...TRUNCATED)
"{\"source_dataset\": \"self_reference\", \"source_index\": 590, \"difficulty\": {\"difficulty\": 10(...TRUNCATED)
[" The number of possible solutions can be 0, 1, 2, or 3. \nOkay, let me try to figure out how to so(...TRUNCATED)
[ 8989, 8703, 9295, 10504, 7441, 18000, 1962, 7793 ]
0.125
null
reasoning_gym
"Given the truthfulness of these statements, please tell me the number of possible solutions: \n - S(...TRUNCATED)
"{\"reasoning_gym_dataset\": \"self_reference\", \"ground_truth\": \"4\", \"reasoning_gym_entry\": {(...TRUNCATED)
"{\"source_dataset\": \"self_reference\", \"source_index\": 2205, \"difficulty\": {\"difficulty\": 1(...TRUNCATED)
[" For example, if there were 3 possible solutions, your answer would be {\"answer\":3}\n\nOkay, so (...TRUNCATED)
[ 8475, 13975, 7917, 18000, 9025, 8348, 13091, 12577 ]
0.375
null
reasoning_gym
"Given the truthfulness of these statements, please tell me the number of possible solutions: \n - S(...TRUNCATED)
"{\"reasoning_gym_dataset\": \"self_reference\", \"ground_truth\": \"1\", \"reasoning_gym_entry\": {(...TRUNCATED)
"{\"source_dataset\": \"self_reference\", \"source_index\": 3852, \"difficulty\": {\"difficulty\": 8(...TRUNCATED)
[" The number of possible solutions is the number of valid truth assignments to these 7 statements t(...TRUNCATED)
[ 18000, 11898, 12727, 8119, 9524, 18000, 7757, 18000 ]
0.125
null
reasoning_gym
"Given the truthfulness of these statements, please tell me the number of possible solutions: \n - S(...TRUNCATED)
"{\"reasoning_gym_dataset\": \"self_reference\", \"ground_truth\": \"2\", \"reasoning_gym_entry\": {(...TRUNCATED)
"{\"source_dataset\": \"self_reference\", \"source_index\": 533, \"difficulty\": {\"difficulty\": 5}(...TRUNCATED)
[" \n\n<think>\nAlright, let me try to work through this problem step by step. So, we have seven sta(...TRUNCATED)
[ 7921, 8020, 12075, 1651, 9349, 719, 18000, 8478 ]
0.25
null
reasoning_gym
"Given the truthfulness of these statements, please tell me the number of possible solutions: \n - S(...TRUNCATED)
"{\"reasoning_gym_dataset\": \"self_reference\", \"ground_truth\": \"2\", \"reasoning_gym_entry\": {(...TRUNCATED)
"{\"source_dataset\": \"self_reference\", \"source_index\": 1745, \"difficulty\": {\"difficulty\": 4(...TRUNCATED)
[" The answer should be a number.\n\nOkay, so I've got this logic puzzle here with seven statements,(...TRUNCATED)
[ 18000, 9315, 5504, 11594, 12006, 11799, 7786, 11153 ]
0.375
null
reasoning_gym
"Given the truthfulness of these statements, please tell me the number of possible solutions: \n - S(...TRUNCATED)
"{\"reasoning_gym_dataset\": \"self_reference\", \"ground_truth\": \"1\", \"reasoning_gym_entry\": {(...TRUNCATED)
"{\"source_dataset\": \"self_reference\", \"source_index\": 3040, \"difficulty\": {\"difficulty\": 1(...TRUNCATED)
[" \n\n<think>\nAlright, let's tackle this problem step by step. We have seven statements, each maki(...TRUNCATED)
[ 18000, 11252, 4905, 7779, 18000, 9769, 10118, 18000 ]
0.25
null
reasoning_gym
"Given the truthfulness of these statements, please tell me the number of possible solutions: \n - S(...TRUNCATED)
"{\"reasoning_gym_dataset\": \"self_reference\", \"ground_truth\": \"3\", \"reasoning_gym_entry\": {(...TRUNCATED)
"{\"source_dataset\": \"self_reference\", \"source_index\": 366, \"difficulty\": {\"difficulty\": 8}(...TRUNCATED)
[" If the number of possible solutions is zero, state that there is no possible solution.\n\nAlright(...TRUNCATED)
[ 7344, 8147, 11965, 9428, 8259, 7435, 3910, 4127 ]
0.375
null
reasoning_gym
"Given the truthfulness of these statements, please tell me the number of possible solutions: \n - S(...TRUNCATED)
"{\"reasoning_gym_dataset\": \"self_reference\", \"ground_truth\": \"2\", \"reasoning_gym_entry\": {(...TRUNCATED)
"{\"source_dataset\": \"self_reference\", \"source_index\": 1840, \"difficulty\": {\"difficulty\": 1(...TRUNCATED)
[" The problem is to determine the number of possible solutions given the truthfulness of these 7 st(...TRUNCATED)
[ 18000, 1443, 13030, 8751, 6989, 7736, 8787, 11555 ]
0.25
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