@relation openml_task_4462_predictions @attribute repeat numeric @attribute fold numeric @attribute row_id numeric @attribute confidence.P numeric @attribute confidence.N numeric @attribute prediction {P,N} @attribute correct {P,N} @data 0,0,22,1,0,P,P 0,0,21,1,0,P,P 0,0,23,1,0,P,P 0,0,15,1,0,P,P 0,0,36,0,1,N,N 0,0,50,0,1,N,N 0,0,46,0,1,N,N 0,1,1,0.999994,0.000006,P,P 0,1,12,1,0,P,P 0,1,24,0,1,N,P 0,1,18,1,0,P,P 0,1,54,0,1,N,N 0,1,43,0,1,N,N 0,1,49,0,1,N,N 0,2,7,1,0,P,P 0,2,6,1,0,P,P 0,2,25,1,0,P,P 0,2,0,1,0,P,P 0,2,42,0,1,N,N 0,2,37,0,1,N,N 0,2,45,0,1,N,N 0,3,31,1,0,P,P 0,3,26,1,0,P,P 0,3,14,1,0,P,P 0,3,38,0,1,N,N 0,3,40,0,1,N,N 0,3,55,0,1,N,N 0,3,58,0,1,N,N 0,4,17,1,0,P,P 0,4,4,1,0,P,P 0,4,29,1,0,P,P 0,4,48,0,1,N,N 0,4,64,0,1,N,N 0,4,56,0.000005,0.999995,N,N 0,4,51,1,0,P,N 0,5,5,1,0,P,P 0,5,28,1,0,P,P 0,5,30,1,0,P,P 0,5,53,0,1,N,N 0,5,63,0,1,N,N 0,5,65,0,1,N,N 0,5,33,0,1,N,N 0,6,9,1,0,P,P 0,6,20,1,0,P,P 0,6,11,1,0,P,P 0,6,60,0,1,N,N 0,6,61,0,1,N,N 0,6,62,0,1,N,N 0,7,8,0.000206,0.999794,N,P 0,7,32,1,0,P,P 0,7,16,1,0,P,P 0,7,47,0,1,N,N 0,7,41,0,1,N,N 0,7,39,0,1,N,N 0,8,19,1,0,P,P 0,8,27,1,0,P,P 0,8,13,1,0,P,P 0,8,52,0.00995,0.99005,N,N 0,8,59,0,1,N,N 0,8,44,0,1,N,N 0,9,3,1,0,P,P 0,9,10,1,0,P,P 0,9,2,1,0,P,P 0,9,57,0,1,N,N 0,9,34,0,1,N,N 0,9,35,0.037297,0.962703,N,N 1,0,20,1,0,P,P 1,0,5,1,0,P,P 1,0,27,1,0,P,P 1,0,31,1,0,P,P 1,0,47,0,1,N,N 1,0,48,0,1,N,N 1,0,60,0,1,N,N 1,1,7,1,0,P,P 1,1,1,1,0,P,P 1,1,3,1,0,P,P 1,1,2,1,0,P,P 1,1,40,0,1,N,N 1,1,65,0,1,N,N 1,1,42,0,1,N,N 1,2,12,1,0,P,P 1,2,24,0,1,N,P 1,2,0,1,0,P,P 1,2,26,1,0,P,P 1,2,38,0,1,N,N 1,2,63,0,1,N,N 1,2,41,0,1,N,N 1,3,23,1,0,P,P 1,3,13,1,0,P,P 1,3,11,1,0,P,P 1,3,43,0,1,N,N 1,3,54,0,1,N,N 1,3,35,1,0,P,N 1,3,56,0,1,N,N 1,4,18,1,0,P,P 1,4,15,1,0,P,P 1,4,9,1,0,P,P 1,4,34,0,1,N,N 1,4,59,0,1,N,N 1,4,58,0,1,N,N 1,4,55,0,1,N,N 1,5,4,1,0,P,P 1,5,29,1,0,P,P 1,5,30,1,0,P,P 1,5,50,0,1,N,N 1,5,49,0,1,N,N 1,5,45,0,1,N,N 1,5,52,0.006088,0.993912,N,N 1,6,17,1,0,P,P 1,6,8,0,1,N,P 1,6,25,1,0,P,P 1,6,62,0,1,N,N 1,6,64,0,1,N,N 1,6,53,0,1,N,N 1,7,28,1,0,P,P 1,7,6,1,0,P,P 1,7,14,1,0,P,P 1,7,44,0,1,N,N 1,7,33,0,1,N,N 1,7,61,0,1,N,N 1,8,32,1,0,P,P 1,8,19,1,0,P,P 1,8,10,1,0,P,P 1,8,46,0,1,N,N 1,8,39,0,1,N,N 1,8,51,1,0,P,N 1,9,21,1,0,P,P 1,9,16,1,0,P,P 1,9,22,1,0,P,P 1,9,36,0,1,N,N 1,9,37,0,1,N,N 1,9,57,0,1,N,N 2,0,54,0,1,N,N 2,0,57,0,1,N,N 2,0,53,0,1,N,N 2,0,47,0,1,N,N 2,0,15,1,0,P,P 2,0,7,1,0,P,P 2,0,24,0,1,N,P 2,1,58,0,1,N,N 2,1,63,0,1,N,N 2,1,43,0,1,N,N 2,1,48,0,1,N,N 2,1,2,1,0,P,P 2,1,30,1,0,P,P 2,1,5,1,0,P,P 2,2,64,0,1,N,N 2,2,39,0,1,N,N 2,2,35,0,1,N,N 2,2,51,1,0,P,N 2,2,10,1,0,P,P 2,2,28,1,0,P,P 2,2,4,1,0,P,P 2,3,61,0,1,N,N 2,3,33,0,1,N,N 2,3,37,0,1,N,N 2,3,1,1,0,P,P 2,3,23,1,0,P,P 2,3,22,1,0,P,P 2,3,32,1,0,P,P 2,4,59,0,1,N,N 2,4,50,0,1,N,N 2,4,40,0,1,N,N 2,4,20,1,0,P,P 2,4,26,1,0,P,P 2,4,19,1,0,P,P 2,4,18,1,0,P,P 2,5,56,0,1,N,N 2,5,52,0.002094,0.997906,N,N 2,5,44,0,1,N,N 2,5,27,1,0,P,P 2,5,13,1,0,P,P 2,5,9,1,0,P,P 2,5,21,1,0,P,P 2,6,65,0,1,N,N 2,6,49,0,1,N,N 2,6,46,0,1,N,N 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4,5,50,0,1,N,N 4,5,40,0,1,N,N 4,5,45,0,1,N,N 4,6,3,1,0,P,P 4,6,18,1,0,P,P 4,6,31,1,0,P,P 4,6,37,0,1,N,N 4,6,57,0,1,N,N 4,6,62,0,1,N,N 4,7,2,1,0,P,P 4,7,32,1,0,P,P 4,7,1,1,0,P,P 4,7,55,0,1,N,N 4,7,53,0,1,N,N 4,7,54,0,1,N,N 4,8,17,1,0,P,P 4,8,8,0,1,N,P 4,8,22,1,0,P,P 4,8,58,0,1,N,N 4,8,63,0,1,N,N 4,8,33,0,1,N,N 4,9,23,1,0,P,P 4,9,28,1,0,P,P 4,9,27,1,0,P,P 4,9,49,0,1,N,N 4,9,65,0,1,N,N 4,9,38,0,1,N,N 5,0,19,1,0,P,P 5,0,4,1,0,P,P 5,0,27,1,0,P,P 5,0,17,1,0,P,P 5,0,64,0,1,N,N 5,0,41,0,1,N,N 5,0,36,0,1,N,N 5,1,18,1,0,P,P 5,1,9,1,0,P,P 5,1,0,1,0,P,P 5,1,3,1,0,P,P 5,1,54,0,1,N,N 5,1,50,0,1,N,N 5,1,33,0,1,N,N 5,2,20,1,0,P,P 5,2,12,1,0,P,P 5,2,14,1,0,P,P 5,2,29,1,0,P,P 5,2,58,0,1,N,N 5,2,45,0,1,N,N 5,2,38,0,1,N,N 5,3,28,1,0,P,P 5,3,5,1,0,P,P 5,3,15,1,0,P,P 5,3,65,0,1,N,N 5,3,61,0,1,N,N 5,3,34,0,1,N,N 5,3,62,0,1,N,N 5,4,21,1,0,P,P 5,4,10,1,0,P,P 5,4,11,1,0,P,P 5,4,46,0,1,N,N 5,4,51,1,0,P,N 5,4,49,0,1,N,N 5,4,55,0,1,N,N 5,5,8,0,1,N,P 5,5,1,0.790283,0.209717,P,P 5,5,7,1,0,P,P 5,5,42,0,1,N,N 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