@relation openml_task_3501_predictions

@attribute repeat numeric
@attribute fold numeric
@attribute row_id numeric
@attribute confidence.0<=WhiteClover-94<8.8225 numeric
@attribute confidence.8.8225<=WhiteClover-94<17.645 numeric
@attribute confidence.17.645<=WhiteClover-94<26.4675 numeric
@attribute confidence.26.4675<=WhiteClover-94<=35.29 numeric
@attribute prediction {0<=WhiteClover-94<8.8225,8.8225<=WhiteClover-94<17.645,17.645<=WhiteClover-94<26.4675,26.4675<=WhiteClover-94<=35.29}
@attribute correct {0<=WhiteClover-94<8.8225,8.8225<=WhiteClover-94<17.645,17.645<=WhiteClover-94<26.4675,26.4675<=WhiteClover-94<=35.29}

@data
0,0,55,0.535388,0.000833,0.23189,0.23189,0<=WhiteClover-94<8.8225,0<=WhiteClover-94<8.8225
0,0,9,0.888367,0.036482,0.060121,0.01503,0<=WhiteClover-94<8.8225,0<=WhiteClover-94<8.8225
0,0,21,0.825524,0.101778,0.036349,0.036349,0<=WhiteClover-94<8.8225,0<=WhiteClover-94<8.8225
0,0,52,0.92863,0.041632,0.014869,0.014869,0<=WhiteClover-94<8.8225,0<=WhiteClover-94<8.8225
0,0,43,0.073667,0.912979,0.004451,0.008903,8.8225<=WhiteClover-94<17.645,8.8225<=WhiteClover-94<17.645
0,0,24,0.284552,0.617442,0.049003,0.049003,8.8225<=WhiteClover-94<17.645,8.8225<=WhiteClover-94<17.645
0,0,18,0.016027,0.977618,0.005084,0.001271,8.8225<=WhiteClover-94<17.645,17.645<=WhiteClover-94<26.4675
0,1,26,0.068853,0.927424,0.000638,0.003085,8.8225<=WhiteClover-94<17.645,0<=WhiteClover-94<8.8225
0,1,7,0.961895,0.020249,0.008928,0.008928,0<=WhiteClover-94<8.8225,0<=WhiteClover-94<8.8225
0,1,53,0.012914,0.968525,0.009281,0.009281,8.8225<=WhiteClover-94<17.645,0<=WhiteClover-94<8.8225
0,1,44,0.186271,0.741113,0.036308,0.036308,8.8225<=WhiteClover-94<17.645,0<=WhiteClover-94<8.8225
0,1,10,0.664093,0.221364,0.057271,0.057271,0<=WhiteClover-94<8.8225,8.8225<=WhiteClover-94<17.645
0,1,16,0.428502,0.428502,0.09533,0.047665,0<=WhiteClover-94<8.8225,8.8225<=WhiteClover-94<17.645
0,1,17,0.091939,0.043537,0.827453,0.037071,17.645<=WhiteClover-94<26.4675,17.645<=WhiteClover-94<26.4675
0,2,8,0.002664,0.925672,0.035832,0.035832,8.8225<=WhiteClover-94<17.645,0<=WhiteClover-94<8.8225
0,2,62,0.829827,0.128486,0.027791,0.013895,0<=WhiteClover-94<8.8225,0<=WhiteClover-94<8.8225
0,2,34,0.63339,0.256156,0.055227,0.055227,0<=WhiteClover-94<8.8225,0<=WhiteClover-94<8.8225
0,2,4,0.020589,0.794813,0.092299,0.092299,8.8225<=WhiteClover-94<17.645,0<=WhiteClover-94<8.8225
0,2,42,0.326909,0.607403,0.043792,0.021896,8.8225<=WhiteClover-94<17.645,8.8225<=WhiteClover-94<17.645
0,2,39,0.037509,0.910163,0.026164,0.026164,8.8225<=WhiteClover-94<17.645,8.8225<=WhiteClover-94<17.645
0,2,45,0.066297,0.001554,0.89602,0.036129,17.645<=WhiteClover-94<26.4675,17.645<=WhiteClover-94<26.4675
0,3,20,0.064837,0.906217,0.014473,0.014473,8.8225<=WhiteClover-94<17.645,0<=WhiteClover-94<8.8225
0,3,60,0.110931,0.861206,0.013931,0.013931,8.8225<=WhiteClover-94<17.645,0<=WhiteClover-94<8.8225
0,3,51,0.170006,0.792046,0.018974,0.018974,8.8225<=WhiteClover-94<17.645,0<=WhiteClover-94<8.8225
0,3,11,0.845122,0.095927,0.029476,0.029476,0<=WhiteClover-94<8.8225,0<=WhiteClover-94<8.8225
0,3,48,0.839884,0.119612,0.020252,0.020252,0<=WhiteClover-94<8.8225,8.8225<=WhiteClover-94<17.645
0,3,32,0.341865,0.64172,0.00089,0.015525,8.8225<=WhiteClover-94<17.645,8.8225<=WhiteClover-94<17.645
0,4,14,0.090584,0.295834,0.204527,0.409055,26.4675<=WhiteClover-94<=35.29,0<=WhiteClover-94<8.8225
0,4,50,0.994514,0.000035,0.004579,0.000872,0<=WhiteClover-94<8.8225,0<=WhiteClover-94<8.8225
0,4,36,0.800281,0.029299,0.096725,0.073696,0<=WhiteClover-94<8.8225,0<=WhiteClover-94<8.8225
0,4,1,0.881525,0.058161,0.020105,0.04021,0<=WhiteClover-94<8.8225,0<=WhiteClover-94<8.8225
0,4,41,0.052303,0.87172,0.054584,0.021393,8.8225<=WhiteClover-94<17.645,8.8225<=WhiteClover-94<17.645
0,4,47,0.768465,0.136893,0.063095,0.031547,0<=WhiteClover-94<8.8225,8.8225<=WhiteClover-94<17.645
0,5,31,0.090666,0.902018,0.002647,0.004669,8.8225<=WhiteClover-94<17.645,0<=WhiteClover-94<8.8225
0,5,3,0.966919,0.001466,0.022131,0.009485,0<=WhiteClover-94<8.8225,0<=WhiteClover-94<8.8225
0,5,27,0.866312,0.119706,0.005059,0.008923,0<=WhiteClover-94<8.8225,0<=WhiteClover-94<8.8225
0,5,5,0.835321,0.054626,0.055026,0.055026,0<=WhiteClover-94<8.8225,0<=WhiteClover-94<8.8225
0,5,22,0.116514,0.869383,0.005103,0.009,8.8225<=WhiteClover-94<17.645,8.8225<=WhiteClover-94<17.645
0,5,46,0.69505,0.288123,0.006089,0.010738,0<=WhiteClover-94<8.8225,8.8225<=WhiteClover-94<17.645
0,6,28,0.982061,0.007057,0.004226,0.006656,0<=WhiteClover-94<8.8225,0<=WhiteClover-94<8.8225
0,6,19,0.72329,0.112607,0.02248,0.141623,0<=WhiteClover-94<8.8225,0<=WhiteClover-94<8.8225
0,6,35,0.944542,0.021816,0.013065,0.020578,0<=WhiteClover-94<8.8225,0<=WhiteClover-94<8.8225
0,6,29,0.367703,0.387602,0.19655,0.048146,8.8225<=WhiteClover-94<17.645,0<=WhiteClover-94<8.8225
0,6,57,0.61345,0.298886,0.037742,0.049923,0<=WhiteClover-94<8.8225,8.8225<=WhiteClover-94<17.645
0,6,13,0.062943,0.910822,0.013941,0.012294,8.8225<=WhiteClover-94<17.645,8.8225<=WhiteClover-94<17.645
0,7,6,0.876373,0.106056,0.007397,0.010175,0<=WhiteClover-94<8.8225,0<=WhiteClover-94<8.8225
0,7,59,0.880496,0.022497,0.048504,0.048504,0<=WhiteClover-94<8.8225,0<=WhiteClover-94<8.8225
0,7,54,0.988603,0.000505,0.005446,0.005446,0<=WhiteClover-94<8.8225,0<=WhiteClover-94<8.8225
0,7,2,0.93619,0.050578,0.003527,0.009705,0<=WhiteClover-94<8.8225,0<=WhiteClover-94<8.8225
0,7,49,0.404271,0.411862,0.091933,0.091933,8.8225<=WhiteClover-94<17.645,8.8225<=WhiteClover-94<17.645
0,7,33,0.434065,0.491904,0.037016,0.037016,8.8225<=WhiteClover-94<17.645,8.8225<=WhiteClover-94<17.645
0,8,15,0.007199,0.981823,0.005753,0.005225,8.8225<=WhiteClover-94<17.645,0<=WhiteClover-94<8.8225
0,8,30,0.953924,0.015359,0.015359,0.015359,0<=WhiteClover-94<8.8225,0<=WhiteClover-94<8.8225
0,8,58,0.800419,0.12979,0.034896,0.034896,0<=WhiteClover-94<8.8225,0<=WhiteClover-94<8.8225
0,8,38,0.859956,0.080621,0.035429,0.023994,0<=WhiteClover-94<8.8225,8.8225<=WhiteClover-94<17.645
0,8,40,0.751259,0.211053,0.018844,0.018844,0<=WhiteClover-94<8.8225,8.8225<=WhiteClover-94<17.645
0,8,12,0.10119,0.80952,0.066702,0.022587,8.8225<=WhiteClover-94<17.645,26.4675<=WhiteClover-94<=35.29
0,9,56,0.977798,0.012316,0.004943,0.004943,0<=WhiteClover-94<8.8225,0<=WhiteClover-94<8.8225
0,9,25,0.916648,0.080647,0.000598,0.002108,0<=WhiteClover-94<8.8225,0<=WhiteClover-94<8.8225
0,9,23,0.864232,0.075805,0.039975,0.019988,0<=WhiteClover-94<8.8225,0<=WhiteClover-94<8.8225
0,9,37,0.952905,0.033607,0.006744,0.006744,0<=WhiteClover-94<8.8225,8.8225<=WhiteClover-94<17.645
0,9,61,0.377869,0.555276,0.033428,0.033428,8.8225<=WhiteClover-94<17.645,8.8225<=WhiteClover-94<17.645
0,9,0,0.884622,0.086192,0.014593,0.014593,0<=WhiteClover-94<8.8225,17.645<=WhiteClover-94<26.4675