@relation openml_task_3517_predictions @attribute repeat numeric @attribute fold numeric @attribute row_id numeric @attribute confidence.1 numeric @attribute confidence.2 numeric @attribute confidence.3 numeric @attribute confidence.4 numeric @attribute confidence.5 numeric @attribute confidence.6 numeric @attribute confidence.7 numeric @attribute confidence.9 numeric @attribute prediction {1,2,3,4,5,6,7,9} @attribute correct {1,2,3,4,5,6,7,9} @data 0,0,2781,0.478857,0.181092,0.080936,0.100611,0.061234,0.054247,0.015139,0.027883,1,1 0,0,5044,0.399268,0.161384,0.161027,0.138482,0.060056,0.042606,0.021658,0.015518,1,1 0,0,667,0.412029,0.129559,0.071338,0.095259,0.127771,0.079952,0.023778,0.060314,1,1 0,0,1824,0.493151,0.155637,0.081171,0.099103,0.097438,0.036981,0.015083,0.021434,1,1 0,0,6571,0.387563,0.177337,0.083158,0.119755,0.09576,0.068792,0.020206,0.047429,1,1 0,0,1777,0.27628,0.134961,0.112549,0.141633,0.142805,0.091628,0.041317,0.058826,1,1 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0,9,2539,0.385728,0.15063,0.070663,0.107888,0.120779,0.081702,0.041065,0.041546,1,9 0,9,6583,0.18194,0.082104,0.046278,0.116069,0.343599,0.134872,0.034942,0.060196,5,9 0,9,6392,0.14112,0.08015,0.034507,0.153479,0.267219,0.232704,0.04041,0.05041,5,9 0,9,1450,0.177696,0.094339,0.049974,0.107255,0.271911,0.187487,0.045272,0.066065,5,9 0,9,5166,0.211629,0.098088,0.04879,0.138807,0.25143,0.133348,0.041554,0.076353,5,9 0,9,3492,0.216419,0.087841,0.049763,0.103887,0.24614,0.194778,0.040682,0.06049,5,9 0,9,5818,0.184601,0.093524,0.038507,0.095928,0.301628,0.140918,0.055442,0.089452,5,9 0,9,5544,0.280782,0.131617,0.112324,0.12424,0.191909,0.112709,0.027383,0.019035,1,3 0,9,281,0.307152,0.154492,0.093648,0.122485,0.150484,0.092492,0.026346,0.052902,1,3 0,9,5603,0.31313,0.155931,0.101476,0.157649,0.126253,0.087576,0.030538,0.027446,1,3 0,9,1185,0.425837,0.153525,0.078794,0.107589,0.089969,0.095897,0.030812,0.017578,1,3 0,9,4492,0.288945,0.136331,0.122485,0.133685,0.183404,0.072712,0.035638,0.0268,1,3 0,9,6955,0.319245,0.171849,0.09167,0.130958,0.145475,0.084564,0.023664,0.032576,1,3 0,9,2129,0.283187,0.135151,0.147821,0.168696,0.135698,0.095277,0.016114,0.018056,1,3 0,9,1817,0.393055,0.151259,0.098164,0.116842,0.092464,0.092627,0.021011,0.034576,1,3 0,9,6444,0.418217,0.119567,0.070675,0.104548,0.13619,0.076733,0.023357,0.050713,1,3 0,9,434,0.350126,0.140041,0.07479,0.1146,0.104708,0.16259,0.021368,0.031778,1,3 0,9,440,0.364467,0.13682,0.10445,0.106786,0.13882,0.101675,0.023731,0.023252,1,3 0,9,5106,0.341188,0.168444,0.099957,0.090323,0.101065,0.117711,0.05509,0.026222,1,3 0,9,3186,0.371651,0.143805,0.087345,0.10627,0.12042,0.118685,0.029835,0.021989,1,3 0,9,627,0.278238,0.160032,0.108236,0.120274,0.146916,0.114617,0.031182,0.040505,1,3 0,9,3678,0.333549,0.154264,0.181346,0.137183,0.081752,0.060211,0.024447,0.027247,1,3 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0,9,3936,0.327477,0.234977,0.084085,0.127161,0.098454,0.077566,0.016114,0.034167,1,3 0,9,393,0.31144,0.145135,0.097017,0.135424,0.104164,0.148832,0.038953,0.019035,1,3 0,9,2710,0.288371,0.163841,0.070637,0.151029,0.136606,0.116412,0.024398,0.048706,1,3 0,9,3741,0.272457,0.137374,0.095003,0.274803,0.105787,0.067974,0.016114,0.030488,4,3 0,9,3524,0.31261,0.155261,0.099911,0.169764,0.110613,0.098164,0.022364,0.031313,1,3 0,9,378,0.326894,0.151599,0.144995,0.136153,0.10678,0.091231,0.020722,0.021627,1,3 0,9,2703,0.320423,0.12886,0.092727,0.169892,0.132707,0.09081,0.027816,0.036766,1,3 0,9,4292,0.301657,0.160298,0.097993,0.162985,0.112976,0.1234,0.016114,0.024577,1,3 0,9,2528,0.327686,0.141326,0.072925,0.12218,0.130093,0.101211,0.042115,0.062463,1,3 0,9,3634,0.354586,0.147763,0.103083,0.181506,0.09527,0.071265,0.019447,0.02708,1,3 0,9,4802,0.319002,0.163972,0.104187,0.143674,0.120906,0.087113,0.033351,0.027796,1,3 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