@relation openml_task_246_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.8 numeric
@attribute confidence.9 numeric
@attribute confidence.10 numeric
@attribute prediction {1,2,3,4,5,6,7,8,9,10}
@attribute correct {1,2,3,4,5,6,7,8,9,10}

@data
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0,0,1693,0.091661,0.016528,0.01816,0.048358,0.009816,0.047498,0.097998,0.006172,0.640946,0.022861,9,9
0,0,697,0.021839,0.056526,0.008336,0.5792,0.010566,0.23205,0.019744,0.008018,0.043643,0.020078,4,4
0,0,87,0.85847,0.002785,0.012949,0.007693,0.004541,0.011373,0.016825,0.007644,0.054156,0.023563,1,1
0,0,589,0.015566,0.015776,0.860059,0.010392,0.01077,0.005055,0.00645,0.021531,0.026549,0.027853,3,3
0,0,1635,0.018844,0.033265,0.008678,0.03893,0.083122,0.076773,0.108169,0.017058,0.565546,0.049614,9,9
0,0,603,0.013611,0.032731,0.058295,0.669685,0.014356,0.057601,0.012943,0.035351,0.058787,0.04664,4,4
0,0,1834,0.059338,0.100337,0.022983,0.028712,0.029155,0.046673,0.011398,0.044551,0.055281,0.601573,10,10
0,0,382,0.088675,0.260819,0.177829,0.094458,0.130907,0.01975,0.032766,0.040135,0.108263,0.046398,2,2
0,0,358,0.003601,0.816584,0.005414,0.036553,0.038436,0.021049,0.007354,0.018335,0.022864,0.02981,2,2
0,0,664,0.022328,0.015081,0.01593,0.701972,0.024913,0.059072,0.053381,0.00643,0.079826,0.021067,4,4
0,0,1299,0.028777,0.104367,0.075981,0.146984,0.062112,0.162546,0.260498,0.026232,0.097979,0.034524,7,7
0,0,1791,0.084771,0.030146,0.013161,0.027437,0.018234,0.045094,0.112198,0.012768,0.590983,0.065207,9,9
0,0,173,0.480185,0.0056,0.026492,0.013425,0.029568,0.05007,0.041527,0.051147,0.269746,0.032238,1,1
0,0,1850,0.036846,0.027948,0.025595,0.023017,0.007511,0.040605,0.002596,0.041737,0.046341,0.747805,10,10
0,0,590,0.02056,0.074981,0.441532,0.05951,0.018188,0.090165,0.026708,0.0638,0.069127,0.135429,3,3
0,0,1899,0.041217,0.028794,0.026048,0.021503,0.00616,0.036804,0.006206,0.034253,0.057667,0.741349,10,10
0,0,556,0.01033,0.005138,0.897347,0.00944,0.004121,0.006013,0.006722,0.022435,0.018288,0.020166,3,3
0,0,1936,0.072222,0.054935,0.089462,0.065503,0.042308,0.118044,0.072821,0.032552,0.27542,0.176733,9,10
0,0,1736,0.064885,0.090917,0.128096,0.113095,0.027878,0.052742,0.101157,0.05879,0.280624,0.081817,9,9
0,0,607,0.017773,0.152444,0.164032,0.273891,0.055234,0.026441,0.073167,0.062831,0.087249,0.086938,4,4
0,0,1082,0.028808,0.007879,0.01799,0.055554,0.03394,0.589619,0.091796,0.004869,0.137598,0.031947,6,6
0,0,1713,0.050878,0.022893,0.012536,0.225293,0.022262,0.057668,0.108227,0.003315,0.46711,0.029819,9,9
0,0,309,0.056312,0.326613,0.021334,0.055987,0.0563,0.071059,0.0357,0.147104,0.10591,0.12368,2,2
0,0,337,0.019355,0.595002,0.074673,0.063825,0.029466,0.045966,0.011805,0.02722,0.07748,0.055207,2,2
0,0,962,0.039469,0.14623,0.015826,0.032495,0.624793,0.032773,0.054156,0.024467,0.015894,0.013898,5,5
0,0,798,0.034477,0.01479,0.014132,0.713875,0.013911,0.10603,0.016823,0.007336,0.061523,0.017103,4,4
0,0,1212,0.030297,0.006629,0.00867,0.051923,0.025125,0.034727,0.780626,0.005492,0.043434,0.013077,7,7
0,0,1731,0.064293,0.149416,0.01253,0.242729,0.040965,0.066494,0.066866,0.017352,0.297379,0.041976,9,9
0,0,1717,0.086743,0.016936,0.009906,0.120429,0.021163,0.167142,0.122368,0.00782,0.416797,0.030696,9,9
0,0,1059,0.085517,0.075447,0.019222,0.064522,0.093786,0.429994,0.063763,0.032211,0.036641,0.098896,6,6
0,0,552,0.016554,0.006742,0.787736,0.022133,0.005457,0.013219,0.022986,0.027517,0.0733,0.024358,3,3
0,0,573,0.088952,0.085731,0.188468,0.129205,0.025235,0.072527,0.058038,0.078052,0.195938,0.077855,9,3
0,0,839,0.035001,0.039294,0.018199,0.051809,0.546343,0.079066,0.132198,0.011017,0.053819,0.033254,5,5
0,0,795,0.01267,0.020047,0.010088,0.565687,0.083226,0.157445,0.037045,0.018296,0.054995,0.0405,4,4
0,0,461,0.026372,0.006538,0.841709,0.017292,0.005314,0.016257,0.011012,0.022867,0.025005,0.027632,3,3
0,0,926,0.008095,0.051065,0.00555,0.011242,0.83206,0.013335,0.061375,0.002273,0.010209,0.004797,5,5
0,0,724,0.054548,0.03173,0.075569,0.506194,0.012812,0.071885,0.027173,0.041995,0.086561,0.091532,4,4
0,0,840,0.009461,0.041233,0.002647,0.014107,0.808794,0.023128,0.080882,0.000913,0.013987,0.004849,5,5
0,0,350,0.005694,0.772295,0.007614,0.040619,0.061273,0.028801,0.01112,0.011145,0.026445,0.034994,2,2
0,0,89,0.779785,0.003629,0.012899,0.014998,0.010067,0.019363,0.014789,0.010699,0.102101,0.03167,1,1
0,0,526,0.038753,0.055705,0.533986,0.067661,0.015305,0.022612,0.025408,0.103466,0.078134,0.058971,3,3
0,0,1620,0.160298,0.013006,0.012317,0.031555,0.006043,0.127392,0.041109,0.012059,0.471981,0.124239,9,9
0,0,717,0.02713,0.009195,0.013844,0.735153,0.017433,0.053843,0.082051,0.006875,0.041775,0.0127,4,4
0,0,364,0.012876,0.73993,0.014717,0.013288,0.035049,0.022596,0.007667,0.043034,0.040295,0.070548,2,2
0,0,1409,0.009488,0.02046,0.029707,0.016809,0.00457,0.00844,0.017098,0.844741,0.007519,0.041168,8,8
0,0,1980,0.04864,0.026359,0.018787,0.04343,0.007814,0.139149,0.006071,0.079293,0.046033,0.584424,10,10
0,0,856,0.011761,0.15541,0.002391,0.012635,0.626108,0.043755,0.063286,0.003767,0.037889,0.042999,5,5
0,0,1230,0.029887,0.005519,0.006557,0.011844,0.055762,0.018466,0.848838,0.002817,0.01758,0.00273,7,7
0,0,1107,0.026564,0.005607,0.031477,0.081954,0.013578,0.713171,0.018514,0.00868,0.028476,0.07198,6,6
0,0,232,0.02477,0.658859,0.013572,0.064728,0.09605,0.022615,0.024148,0.023028,0.04807,0.02416,2,2
0,0,1473,0.007674,0.036702,0.015823,0.090813,0.0043,0.022417,0.012735,0.756562,0.017009,0.035965,8,8
0,0,1625,0.007763,0.092156,0.283434,0.050802,0.033322,0.057575,0.033526,0.059496,0.228093,0.153831,3,9
0,0,1767,0.05769,0.037631,0.035516,0.08306,0.003686,0.071869,0.022539,0.011761,0.578729,0.09752,9,9