@relation openml_task_4206_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
0,0,55,1,0,0,0,0<=WhiteClover-94<8.8225,0<=WhiteClover-94<8.8225
0,0,9,1,0,0,0,0<=WhiteClover-94<8.8225,0<=WhiteClover-94<8.8225
0,0,21,0.944444,0.055556,0,0,0<=WhiteClover-94<8.8225,0<=WhiteClover-94<8.8225
0,0,52,0.419355,0.548387,0,0.032258,8.8225<=WhiteClover-94<17.645,0<=WhiteClover-94<8.8225
0,0,43,0.419355,0.548387,0,0.032258,8.8225<=WhiteClover-94<17.645,8.8225<=WhiteClover-94<17.645
0,0,24,0.419355,0.548387,0,0.032258,8.8225<=WhiteClover-94<17.645,8.8225<=WhiteClover-94<17.645
0,0,18,0,0,1,0,17.645<=WhiteClover-94<26.4675,17.645<=WhiteClover-94<26.4675
0,1,26,0.764706,0.176471,0,0.058824,0<=WhiteClover-94<8.8225,0<=WhiteClover-94<8.8225
0,1,7,0.777778,0.222222,0,0,0<=WhiteClover-94<8.8225,0<=WhiteClover-94<8.8225
0,1,53,0.153846,0.846154,0,0,8.8225<=WhiteClover-94<17.645,0<=WhiteClover-94<8.8225
0,1,44,1,0,0,0,0<=WhiteClover-94<8.8225,0<=WhiteClover-94<8.8225
0,1,10,0.764706,0.176471,0,0.058824,0<=WhiteClover-94<8.8225,8.8225<=WhiteClover-94<17.645
0,1,16,0.153846,0.846154,0,0,8.8225<=WhiteClover-94<17.645,8.8225<=WhiteClover-94<17.645
0,1,17,0,0,1,0,17.645<=WhiteClover-94<26.4675,17.645<=WhiteClover-94<26.4675
0,2,8,0.210526,0.789474,0,0,8.8225<=WhiteClover-94<17.645,0<=WhiteClover-94<8.8225
0,2,62,0.727273,0.181818,0,0.090909,0<=WhiteClover-94<8.8225,0<=WhiteClover-94<8.8225
0,2,34,0.941176,0.058824,0,0,0<=WhiteClover-94<8.8225,0<=WhiteClover-94<8.8225
0,2,4,0.941176,0.058824,0,0,0<=WhiteClover-94<8.8225,0<=WhiteClover-94<8.8225
0,2,42,0.727273,0.181818,0,0.090909,0<=WhiteClover-94<8.8225,8.8225<=WhiteClover-94<17.645
0,2,39,0.210526,0.789474,0,0,8.8225<=WhiteClover-94<17.645,8.8225<=WhiteClover-94<17.645
0,2,45,0,0,1,0,17.645<=WhiteClover-94<26.4675,17.645<=WhiteClover-94<26.4675
0,3,20,0.384615,0.615385,0,0,8.8225<=WhiteClover-94<17.645,0<=WhiteClover-94<8.8225
0,3,60,0.9,0.1,0,0,0<=WhiteClover-94<8.8225,0<=WhiteClover-94<8.8225
0,3,51,0.9,0.1,0,0,0<=WhiteClover-94<8.8225,0<=WhiteClover-94<8.8225
0,3,11,0.384615,0.615385,0,0,8.8225<=WhiteClover-94<17.645,0<=WhiteClover-94<8.8225
0,3,48,0.75,0,0.125,0.125,0<=WhiteClover-94<8.8225,8.8225<=WhiteClover-94<17.645
0,3,32,0.384615,0.615385,0,0,8.8225<=WhiteClover-94<17.645,8.8225<=WhiteClover-94<17.645
0,4,14,0.857143,0.142857,0,0,0<=WhiteClover-94<8.8225,0<=WhiteClover-94<8.8225
0,4,50,0.857143,0.142857,0,0,0<=WhiteClover-94<8.8225,0<=WhiteClover-94<8.8225
0,4,36,0.227273,0.727273,0,0.045455,8.8225<=WhiteClover-94<17.645,0<=WhiteClover-94<8.8225
0,4,1,0.944444,0.055556,0,0,0<=WhiteClover-94<8.8225,0<=WhiteClover-94<8.8225
0,4,41,0.857143,0.142857,0,0,0<=WhiteClover-94<8.8225,8.8225<=WhiteClover-94<17.645
0,4,47,0.227273,0.727273,0,0.045455,8.8225<=WhiteClover-94<17.645,8.8225<=WhiteClover-94<17.645
0,5,31,0,1,0,0,8.8225<=WhiteClover-94<17.645,0<=WhiteClover-94<8.8225
0,5,3,0.75,0.2,0,0.05,0<=WhiteClover-94<8.8225,0<=WhiteClover-94<8.8225
0,5,27,0,1,0,0,8.8225<=WhiteClover-94<17.645,0<=WhiteClover-94<8.8225
0,5,5,0.75,0,0.25,0,0<=WhiteClover-94<8.8225,0<=WhiteClover-94<8.8225
0,5,22,0,1,0,0,8.8225<=WhiteClover-94<17.645,8.8225<=WhiteClover-94<17.645
0,5,46,0,1,0,0,8.8225<=WhiteClover-94<17.645,8.8225<=WhiteClover-94<17.645
0,6,28,0.62963,0.333333,0.018519,0.018519,0<=WhiteClover-94<8.8225,0<=WhiteClover-94<8.8225
0,6,19,0.62963,0.333333,0.018519,0.018519,0<=WhiteClover-94<8.8225,0<=WhiteClover-94<8.8225
0,6,35,0.62963,0.333333,0.018519,0.018519,0<=WhiteClover-94<8.8225,0<=WhiteClover-94<8.8225
0,6,29,0.62963,0.333333,0.018519,0.018519,0<=WhiteClover-94<8.8225,0<=WhiteClover-94<8.8225
0,6,57,0.62963,0.333333,0.018519,0.018519,0<=WhiteClover-94<8.8225,8.8225<=WhiteClover-94<17.645
0,6,13,0.62963,0.333333,0.018519,0.018519,0<=WhiteClover-94<8.8225,8.8225<=WhiteClover-94<17.645
0,7,6,0.387097,0.580645,0,0.032258,8.8225<=WhiteClover-94<17.645,0<=WhiteClover-94<8.8225
0,7,59,1,0,0,0,0<=WhiteClover-94<8.8225,0<=WhiteClover-94<8.8225
0,7,54,1,0,0,0,0<=WhiteClover-94<8.8225,0<=WhiteClover-94<8.8225
0,7,2,0.387097,0.580645,0,0.032258,8.8225<=WhiteClover-94<17.645,0<=WhiteClover-94<8.8225
0,7,49,0.387097,0.580645,0,0.032258,8.8225<=WhiteClover-94<17.645,8.8225<=WhiteClover-94<17.645
0,7,33,1,0,0,0,0<=WhiteClover-94<8.8225,8.8225<=WhiteClover-94<17.645
0,8,15,0.26087,0.73913,0,0,8.8225<=WhiteClover-94<17.645,0<=WhiteClover-94<8.8225
0,8,30,0.26087,0.73913,0,0,8.8225<=WhiteClover-94<17.645,0<=WhiteClover-94<8.8225
0,8,58,0.944444,0.055556,0,0,0<=WhiteClover-94<8.8225,0<=WhiteClover-94<8.8225
0,8,38,1,0,0,0,0<=WhiteClover-94<8.8225,8.8225<=WhiteClover-94<17.645
0,8,40,0.26087,0.73913,0,0,8.8225<=WhiteClover-94<17.645,8.8225<=WhiteClover-94<17.645
0,8,12,0.26087,0.73913,0,0,8.8225<=WhiteClover-94<17.645,26.4675<=WhiteClover-94<=35.29
0,9,56,0.944444,0.055556,0,0,0<=WhiteClover-94<8.8225,0<=WhiteClover-94<8.8225
0,9,25,0.307692,0.653846,0,0.038462,8.8225<=WhiteClover-94<17.645,0<=WhiteClover-94<8.8225
0,9,23,1,0,0,0,0<=WhiteClover-94<8.8225,0<=WhiteClover-94<8.8225
0,9,37,0.944444,0.055556,0,0,0<=WhiteClover-94<8.8225,8.8225<=WhiteClover-94<17.645
0,9,61,0.307692,0.653846,0,0.038462,8.8225<=WhiteClover-94<17.645,8.8225<=WhiteClover-94<17.645
0,9,0,1,0,0,0,0<=WhiteClover-94<8.8225,17.645<=WhiteClover-94<26.4675
1,0,5,1,0,0,0,0<=WhiteClover-94<8.8225,0<=WhiteClover-94<8.8225
1,0,28,0.705882,0.235294,0,0.058824,0<=WhiteClover-94<8.8225,0<=WhiteClover-94<8.8225
1,0,52,0.823529,0.176471,0,0,0<=WhiteClover-94<8.8225,0<=WhiteClover-94<8.8225
1,0,26,0.705882,0.235294,0,0.058824,0<=WhiteClover-94<8.8225,0<=WhiteClover-94<8.8225
1,0,32,0.214286,0.785714,0,0,8.8225<=WhiteClover-94<17.645,8.8225<=WhiteClover-94<17.645
1,0,46,0.823529,0.176471,0,0,0<=WhiteClover-94<8.8225,8.8225<=WhiteClover-94<17.645
1,0,18,0,0,1,0,17.645<=WhiteClover-94<26.4675,17.645<=WhiteClover-94<26.4675
1,1,36,0.25,0.75,0,0,8.8225<=WhiteClover-94<17.645,0<=WhiteClover-94<8.8225
1,1,59,0.941176,0.058824,0,0,0<=WhiteClover-94<8.8225,0<=WhiteClover-94<8.8225
1,1,29,0.25,0.75,0,0,8.8225<=WhiteClover-94<17.645,0<=WhiteClover-94<8.8225
1,1,31,0.941176,0.058824,0,0,0<=WhiteClover-94<8.8225,0<=WhiteClover-94<8.8225
1,1,22,0.25,0.75,0,0,8.8225<=WhiteClover-94<17.645,8.8225<=WhiteClover-94<17.645
1,1,42,0.333333,0.5,0,0.166667,8.8225<=WhiteClover-94<17.645,8.8225<=WhiteClover-94<17.645
1,1,17,0,0,1,0,17.645<=WhiteClover-94<26.4675,17.645<=WhiteClover-94<26.4675
1,2,4,0.944444,0.055556,0,0,0<=WhiteClover-94<8.8225,0<=WhiteClover-94<8.8225
1,2,53,0.2,0.8,0,0,8.8225<=WhiteClover-94<17.645,0<=WhiteClover-94<8.8225
1,2,9,0.8,0,0.2,0,0<=WhiteClover-94<8.8225,0<=WhiteClover-94<8.8225
1,2,19,0.8,0,0.2,0,0<=WhiteClover-94<8.8225,0<=WhiteClover-94<8.8225
1,2,10,0,1,0,0,8.8225<=WhiteClover-94<17.645,8.8225<=WhiteClover-94<17.645
1,2,16,0.4,0.6,0,0,8.8225<=WhiteClover-94<17.645,8.8225<=WhiteClover-94<17.645
1,2,12,0.4,0.6,0,0,8.8225<=WhiteClover-94<17.645,26.4675<=WhiteClover-94<=35.29
1,3,7,1,0,0,0,0<=WhiteClover-94<8.8225,0<=WhiteClover-94<8.8225
1,3,62,0,0.8,0,0.2,8.8225<=WhiteClover-94<17.645,0<=WhiteClover-94<8.8225
1,3,14,0,0.8,0,0.2,8.8225<=WhiteClover-94<17.645,0<=WhiteClover-94<8.8225
1,3,34,1,0,0,0,0<=WhiteClover-94<8.8225,0<=WhiteClover-94<8.8225
1,3,43,0.5,0.5,0,0,0<=WhiteClover-94<8.8225,8.8225<=WhiteClover-94<17.645
1,3,33,1,0,0,0,0<=WhiteClover-94<8.8225,8.8225<=WhiteClover-94<17.645
1,4,21,0.9375,0.0625,0,0,0<=WhiteClover-94<8.8225,0<=WhiteClover-94<8.8225
1,4,20,0.9375,0.0625,0,0,0<=WhiteClover-94<8.8225,0<=WhiteClover-94<8.8225
1,4,35,0.9375,0.0625,0,0,0<=WhiteClover-94<8.8225,0<=WhiteClover-94<8.8225
1,4,50,0.210526,0.789474,0,0,8.8225<=WhiteClover-94<17.645,0<=WhiteClover-94<8.8225
1,4,49,0.210526,0.789474,0,0,8.8225<=WhiteClover-94<17.645,8.8225<=WhiteClover-94<17.645
1,4,48,0.75,0,0.125,0.125,0<=WhiteClover-94<8.8225,8.8225<=WhiteClover-94<17.645
1,5,30,0.166667,0.833333,0,0,8.8225<=WhiteClover-94<17.645,0<=WhiteClover-94<8.8225
1,5,27,0,1,0,0,8.8225<=WhiteClover-94<17.645,0<=WhiteClover-94<8.8225
1,5,15,0.285714,0.571429,0,0.142857,8.8225<=WhiteClover-94<17.645,0<=WhiteClover-94<8.8225
1,5,56,0.944444,0.055556,0,0,0<=WhiteClover-94<8.8225,0<=WhiteClover-94<8.8225
1,5,37,0.944444,0.055556,0,0,0<=WhiteClover-94<8.8225,8.8225<=WhiteClover-94<17.645
1,5,47,0.166667,0.833333,0,0,8.8225<=WhiteClover-94<17.645,8.8225<=WhiteClover-94<17.645
1,6,25,0.37931,0.586207,0,0.034483,8.8225<=WhiteClover-94<17.645,0<=WhiteClover-94<8.8225
1,6,6,0.37931,0.586207,0,0.034483,8.8225<=WhiteClover-94<17.645,0<=WhiteClover-94<8.8225
1,6,55,0.833333,0,0.166667,0,0<=WhiteClover-94<8.8225,0<=WhiteClover-94<8.8225
1,6,2,0.37931,0.586207,0,0.034483,8.8225<=WhiteClover-94<17.645,0<=WhiteClover-94<8.8225
1,6,57,0.37931,0.586207,0,0.034483,8.8225<=WhiteClover-94<17.645,8.8225<=WhiteClover-94<17.645
1,6,24,0.37931,0.586207,0,0.034483,8.8225<=WhiteClover-94<17.645,8.8225<=WhiteClover-94<17.645
1,7,11,0.62963,0.333333,0.018519,0.018519,0<=WhiteClover-94<8.8225,0<=WhiteClover-94<8.8225
1,7,44,0.62963,0.333333,0.018519,0.018519,0<=WhiteClover-94<8.8225,0<=WhiteClover-94<8.8225
1,7,23,0.62963,0.333333,0.018519,0.018519,0<=WhiteClover-94<8.8225,0<=WhiteClover-94<8.8225
1,7,3,0.62963,0.333333,0.018519,0.018519,0<=WhiteClover-94<8.8225,0<=WhiteClover-94<8.8225
1,7,41,0.62963,0.333333,0.018519,0.018519,0<=WhiteClover-94<8.8225,8.8225<=WhiteClover-94<17.645
1,7,39,0.62963,0.333333,0.018519,0.018519,0<=WhiteClover-94<8.8225,8.8225<=WhiteClover-94<17.645
1,8,58,1,0,0,0,0<=WhiteClover-94<8.8225,0<=WhiteClover-94<8.8225
1,8,54,1,0,0,0,0<=WhiteClover-94<8.8225,0<=WhiteClover-94<8.8225
1,8,1,0.2,0.6,0,0.2,8.8225<=WhiteClover-94<17.645,0<=WhiteClover-94<8.8225
1,8,13,0.214286,0.785714,0,0,8.8225<=WhiteClover-94<17.645,8.8225<=WhiteClover-94<17.645
1,8,38,1,0,0,0,0<=WhiteClover-94<8.8225,8.8225<=WhiteClover-94<17.645
1,8,0,0.214286,0.785714,0,0,8.8225<=WhiteClover-94<17.645,17.645<=WhiteClover-94<26.4675
1,9,51,0.777778,0.222222,0,0,0<=WhiteClover-94<8.8225,0<=WhiteClover-94<8.8225
1,9,60,0.722222,0.222222,0,0.055556,0<=WhiteClover-94<8.8225,0<=WhiteClover-94<8.8225
1,9,8,0.166667,0.833333,0,0,8.8225<=WhiteClover-94<17.645,0<=WhiteClover-94<8.8225
1,9,61,0.166667,0.833333,0,0,8.8225<=WhiteClover-94<17.645,8.8225<=WhiteClover-94<17.645
1,9,40,0.166667,0.833333,0,0,8.8225<=WhiteClover-94<17.645,8.8225<=WhiteClover-94<17.645
1,9,45,0,0,1,0,17.645<=WhiteClover-94<26.4675,17.645<=WhiteClover-94<26.4675
2,0,5,1,0,0,0,0<=WhiteClover-94<8.8225,0<=WhiteClover-94<8.8225
2,0,27,0.2,0.8,0,0,8.8225<=WhiteClover-94<17.645,0<=WhiteClover-94<8.8225
2,0,54,0.705882,0.235294,0,0.058824,0<=WhiteClover-94<8.8225,0<=WhiteClover-94<8.8225
2,0,60,0.705882,0.235294,0,0.058824,0<=WhiteClover-94<8.8225,0<=WhiteClover-94<8.8225
2,0,40,0.230769,0.769231,0,0,8.8225<=WhiteClover-94<17.645,8.8225<=WhiteClover-94<17.645
2,0,61,0.230769,0.769231,0,0,8.8225<=WhiteClover-94<17.645,8.8225<=WhiteClover-94<17.645
2,0,45,0,0,1,0,17.645<=WhiteClover-94<26.4675,17.645<=WhiteClover-94<26.4675
2,1,7,0.904762,0.095238,0,0,0<=WhiteClover-94<8.8225,0<=WhiteClover-94<8.8225
2,1,35,0.7,0.3,0,0,0<=WhiteClover-94<8.8225,0<=WhiteClover-94<8.8225
2,1,11,0.25,0.75,0,0,8.8225<=WhiteClover-94<17.645,0<=WhiteClover-94<8.8225
2,1,55,1,0,0,0,0<=WhiteClover-94<8.8225,0<=WhiteClover-94<8.8225
2,1,43,0.7,0.3,0,0,0<=WhiteClover-94<8.8225,8.8225<=WhiteClover-94<17.645
2,1,48,1,0,0,0,0<=WhiteClover-94<8.8225,8.8225<=WhiteClover-94<17.645
2,1,18,0,0,1,0,17.645<=WhiteClover-94<26.4675,17.645<=WhiteClover-94<26.4675
2,2,29,0.333333,0.666667,0,0,8.8225<=WhiteClover-94<17.645,0<=WhiteClover-94<8.8225
2,2,23,0.833333,0,0.166667,0,0<=WhiteClover-94<8.8225,0<=WhiteClover-94<8.8225
2,2,14,0.2,0.8,0,0,8.8225<=WhiteClover-94<17.645,0<=WhiteClover-94<8.8225
2,2,25,1,0,0,0,0<=WhiteClover-94<8.8225,0<=WhiteClover-94<8.8225
2,2,32,0.333333,0.666667,0,0,8.8225<=WhiteClover-94<17.645,8.8225<=WhiteClover-94<17.645
2,2,57,1,0,0,0,0<=WhiteClover-94<8.8225,8.8225<=WhiteClover-94<17.645
2,2,12,0.2,0.8,0,0,8.8225<=WhiteClover-94<17.645,26.4675<=WhiteClover-94<=35.29
2,3,26,0.823529,0.147059,0.029412,0,0<=WhiteClover-94<8.8225,0<=WhiteClover-94<8.8225
2,3,58,0.5,0.375,0,0.125,0<=WhiteClover-94<8.8225,0<=WhiteClover-94<8.8225
2,3,1,0.2,0.6,0,0.2,8.8225<=WhiteClover-94<17.645,0<=WhiteClover-94<8.8225
2,3,30,0.823529,0.147059,0.029412,0,0<=WhiteClover-94<8.8225,0<=WhiteClover-94<8.8225
2,3,46,0.823529,0.147059,0.029412,0,0<=WhiteClover-94<8.8225,8.8225<=WhiteClover-94<17.645
2,3,22,0.823529,0.147059,0.029412,0,0<=WhiteClover-94<8.8225,8.8225<=WhiteClover-94<17.645
2,4,2,0.37931,0.586207,0,0.034483,8.8225<=WhiteClover-94<17.645,0<=WhiteClover-94<8.8225
2,4,53,0.37931,0.586207,0,0.034483,8.8225<=WhiteClover-94<17.645,0<=WhiteClover-94<8.8225
2,4,36,0.37931,0.586207,0,0.034483,8.8225<=WhiteClover-94<17.645,0<=WhiteClover-94<8.8225
2,4,34,0.944444,0.055556,0,0,0<=WhiteClover-94<8.8225,0<=WhiteClover-94<8.8225
2,4,10,0.37931,0.586207,0,0.034483,8.8225<=WhiteClover-94<17.645,8.8225<=WhiteClover-94<17.645
2,4,47,0.37931,0.586207,0,0.034483,8.8225<=WhiteClover-94<17.645,8.8225<=WhiteClover-94<17.645
2,5,56,0.764706,0.235294,0,0,0<=WhiteClover-94<8.8225,0<=WhiteClover-94<8.8225
2,5,3,0.75,0.2,0,0.05,0<=WhiteClover-94<8.8225,0<=WhiteClover-94<8.8225
2,5,51,0.764706,0.235294,0,0,0<=WhiteClover-94<8.8225,0<=WhiteClover-94<8.8225
2,5,9,0.75,0,0.25,0,0<=WhiteClover-94<8.8225,0<=WhiteClover-94<8.8225
2,5,16,0.230769,0.769231,0,0,8.8225<=WhiteClover-94<17.645,8.8225<=WhiteClover-94<17.645
2,5,24,0.230769,0.769231,0,0,8.8225<=WhiteClover-94<17.645,8.8225<=WhiteClover-94<17.645
2,6,20,1,0,0,0,0<=WhiteClover-94<8.8225,0<=WhiteClover-94<8.8225
2,6,6,0.387097,0.580645,0,0.032258,8.8225<=WhiteClover-94<17.645,0<=WhiteClover-94<8.8225
2,6,21,1,0,0,0,0<=WhiteClover-94<8.8225,0<=WhiteClover-94<8.8225
2,6,52,0.387097,0.580645,0,0.032258,8.8225<=WhiteClover-94<17.645,0<=WhiteClover-94<8.8225
2,6,37,1,0,0,0,0<=WhiteClover-94<8.8225,8.8225<=WhiteClover-94<17.645
2,6,33,1,0,0,0,0<=WhiteClover-94<8.8225,8.8225<=WhiteClover-94<17.645
2,7,62,0.875,0.0625,0.0625,0,0<=WhiteClover-94<8.8225,0<=WhiteClover-94<8.8225
2,7,28,0.666667,0.266667,0,0.066667,0<=WhiteClover-94<8.8225,0<=WhiteClover-94<8.8225
2,7,59,1,0,0,0,0<=WhiteClover-94<8.8225,0<=WhiteClover-94<8.8225
2,7,44,0.875,0.0625,0.0625,0,0<=WhiteClover-94<8.8225,0<=WhiteClover-94<8.8225
2,7,13,0.230769,0.769231,0,0,8.8225<=WhiteClover-94<17.645,8.8225<=WhiteClover-94<17.645
2,7,41,0.875,0.0625,0.0625,0,0<=WhiteClover-94<8.8225,8.8225<=WhiteClover-94<17.645
2,8,50,0.166667,0.833333,0,0,8.8225<=WhiteClover-94<17.645,0<=WhiteClover-94<8.8225
2,8,15,0.166667,0.833333,0,0,8.8225<=WhiteClover-94<17.645,0<=WhiteClover-94<8.8225
2,8,4,0.944444,0.055556,0,0,0<=WhiteClover-94<8.8225,0<=WhiteClover-94<8.8225
2,8,38,0.166667,0.833333,0,0,8.8225<=WhiteClover-94<17.645,8.8225<=WhiteClover-94<17.645
2,8,42,0.75,0.166667,0,0.083333,0<=WhiteClover-94<8.8225,8.8225<=WhiteClover-94<17.645
2,8,0,1,0,0,0,0<=WhiteClover-94<8.8225,17.645<=WhiteClover-94<26.4675
2,9,31,0.944444,0.055556,0,0,0<=WhiteClover-94<8.8225,0<=WhiteClover-94<8.8225
2,9,19,0,0,1,0,17.645<=WhiteClover-94<26.4675,0<=WhiteClover-94<8.8225
2,9,8,0,1,0,0,8.8225<=WhiteClover-94<17.645,0<=WhiteClover-94<8.8225
2,9,49,0.4,0.6,0,0,8.8225<=WhiteClover-94<17.645,8.8225<=WhiteClover-94<17.645
2,9,39,0,1,0,0,8.8225<=WhiteClover-94<17.645,8.8225<=WhiteClover-94<17.645
2,9,17,0.833333,0,0.166667,0,0<=WhiteClover-94<8.8225,17.645<=WhiteClover-94<26.4675
3,0,58,0.744186,0.232558,0,0.023256,0<=WhiteClover-94<8.8225,0<=WhiteClover-94<8.8225
3,0,1,0.153846,0.615385,0.230769,0,8.8225<=WhiteClover-94<17.645,0<=WhiteClover-94<8.8225
3,0,2,0.111111,0.888889,0,0,8.8225<=WhiteClover-94<17.645,0<=WhiteClover-94<8.8225
3,0,8,0.744186,0.232558,0,0.023256,0<=WhiteClover-94<8.8225,0<=WhiteClover-94<8.8225
3,0,16,0.111111,0.888889,0,0,8.8225<=WhiteClover-94<17.645,8.8225<=WhiteClover-94<17.645
3,0,22,0.744186,0.232558,0,0.023256,0<=WhiteClover-94<8.8225,8.8225<=WhiteClover-94<17.645
3,0,45,0.744186,0.232558,0,0.023256,0<=WhiteClover-94<8.8225,17.645<=WhiteClover-94<26.4675
3,1,34,0.9375,0.0625,0,0,0<=WhiteClover-94<8.8225,0<=WhiteClover-94<8.8225
3,1,29,0.28,0.68,0,0.04,8.8225<=WhiteClover-94<17.645,0<=WhiteClover-94<8.8225
3,1,11,0.9375,0.0625,0,0,0<=WhiteClover-94<8.8225,0<=WhiteClover-94<8.8225
3,1,53,0.28,0.68,0,0.04,8.8225<=WhiteClover-94<17.645,0<=WhiteClover-94<8.8225
3,1,13,0.28,0.68,0,0.04,8.8225<=WhiteClover-94<17.645,8.8225<=WhiteClover-94<17.645
3,1,49,0.28,0.68,0,0.04,8.8225<=WhiteClover-94<17.645,8.8225<=WhiteClover-94<17.645
3,1,0,0.536585,0.439024,0,0.02439,0<=WhiteClover-94<8.8225,17.645<=WhiteClover-94<26.4675
3,2,9,0.833333,0,0.166667,0,0<=WhiteClover-94<8.8225,0<=WhiteClover-94<8.8225
3,2,3,0.941176,0.058824,0,0,0<=WhiteClover-94<8.8225,0<=WhiteClover-94<8.8225
3,2,30,0.433333,0.566667,0,0,8.8225<=WhiteClover-94<17.645,0<=WhiteClover-94<8.8225
3,2,54,0.941176,0.058824,0,0,0<=WhiteClover-94<8.8225,0<=WhiteClover-94<8.8225
3,2,48,0.433333,0.566667,0,0,8.8225<=WhiteClover-94<17.645,8.8225<=WhiteClover-94<17.645
3,2,61,0.433333,0.566667,0,0,8.8225<=WhiteClover-94<17.645,8.8225<=WhiteClover-94<17.645
3,2,12,0.433333,0.566667,0,0,8.8225<=WhiteClover-94<17.645,26.4675<=WhiteClover-94<=35.29
3,3,28,0.615385,0.307692,0,0.076923,0<=WhiteClover-94<8.8225,0<=WhiteClover-94<8.8225
3,3,20,0.615385,0.307692,0,0.076923,0<=WhiteClover-94<8.8225,0<=WhiteClover-94<8.8225
3,3,27,0.882353,0.058824,0.058824,0,0<=WhiteClover-94<8.8225,0<=WhiteClover-94<8.8225
3,3,35,0.615385,0.307692,0,0.076923,0<=WhiteClover-94<8.8225,0<=WhiteClover-94<8.8225
3,3,41,0.882353,0.058824,0.058824,0,0<=WhiteClover-94<8.8225,8.8225<=WhiteClover-94<17.645
3,3,37,0.8,0.2,0,0,0<=WhiteClover-94<8.8225,8.8225<=WhiteClover-94<17.645
3,4,44,0.823529,0.117647,0,0.058824,0<=WhiteClover-94<8.8225,0<=WhiteClover-94<8.8225
3,4,56,0.764706,0.235294,0,0,0<=WhiteClover-94<8.8225,0<=WhiteClover-94<8.8225
3,4,6,0.764706,0.235294,0,0,0<=WhiteClover-94<8.8225,0<=WhiteClover-94<8.8225
3,4,4,0.823529,0.117647,0,0.058824,0<=WhiteClover-94<8.8225,0<=WhiteClover-94<8.8225
3,4,38,0.823529,0.117647,0,0.058824,0<=WhiteClover-94<8.8225,8.8225<=WhiteClover-94<17.645
3,4,43,0.823529,0.117647,0,0.058824,0<=WhiteClover-94<8.8225,8.8225<=WhiteClover-94<17.645
3,5,62,0.7,0.2,0,0.1,0<=WhiteClover-94<8.8225,0<=WhiteClover-94<8.8225
3,5,23,0.833333,0,0.166667,0,0<=WhiteClover-94<8.8225,0<=WhiteClover-94<8.8225
3,5,50,0.2,0.8,0,0,8.8225<=WhiteClover-94<17.645,0<=WhiteClover-94<8.8225
3,5,14,0.7,0.2,0,0.1,0<=WhiteClover-94<8.8225,0<=WhiteClover-94<8.8225
3,5,33,1,0,0,0,0<=WhiteClover-94<8.8225,8.8225<=WhiteClover-94<17.645
3,5,46,0.7,0.2,0,0.1,0<=WhiteClover-94<8.8225,8.8225<=WhiteClover-94<17.645
3,6,31,0.2,0.8,0,0,8.8225<=WhiteClover-94<17.645,0<=WhiteClover-94<8.8225
3,6,21,1,0,0,0,0<=WhiteClover-94<8.8225,0<=WhiteClover-94<8.8225
3,6,5,0.75,0,0.25,0,0<=WhiteClover-94<8.8225,0<=WhiteClover-94<8.8225
3,6,52,1,0,0,0,0<=WhiteClover-94<8.8225,0<=WhiteClover-94<8.8225
3,6,10,0.8,0.15,0,0.05,0<=WhiteClover-94<8.8225,8.8225<=WhiteClover-94<17.645
3,6,24,0.214286,0.785714,0,0,8.8225<=WhiteClover-94<17.645,8.8225<=WhiteClover-94<17.645
3,7,26,0.62963,0.333333,0.018519,0.018519,0<=WhiteClover-94<8.8225,0<=WhiteClover-94<8.8225
3,7,59,0.62963,0.333333,0.018519,0.018519,0<=WhiteClover-94<8.8225,0<=WhiteClover-94<8.8225
3,7,55,0.62963,0.333333,0.018519,0.018519,0<=WhiteClover-94<8.8225,0<=WhiteClover-94<8.8225
3,7,51,0.62963,0.333333,0.018519,0.018519,0<=WhiteClover-94<8.8225,0<=WhiteClover-94<8.8225
3,7,42,0.62963,0.333333,0.018519,0.018519,0<=WhiteClover-94<8.8225,8.8225<=WhiteClover-94<17.645
3,7,39,0.62963,0.333333,0.018519,0.018519,0<=WhiteClover-94<8.8225,8.8225<=WhiteClover-94<17.645
3,8,19,0,0,1,0,17.645<=WhiteClover-94<26.4675,0<=WhiteClover-94<8.8225
3,8,15,0.7,0.28,0.02,0,0<=WhiteClover-94<8.8225,0<=WhiteClover-94<8.8225
3,8,25,0.7,0.28,0.02,0,0<=WhiteClover-94<8.8225,0<=WhiteClover-94<8.8225
3,8,47,0.7,0.28,0.02,0,0<=WhiteClover-94<8.8225,8.8225<=WhiteClover-94<17.645
3,8,32,0.7,0.28,0.02,0,0<=WhiteClover-94<8.8225,8.8225<=WhiteClover-94<17.645
3,8,17,0.7,0.28,0.02,0,0<=WhiteClover-94<8.8225,17.645<=WhiteClover-94<26.4675
3,9,36,0.764706,0.235294,0,0,0<=WhiteClover-94<8.8225,0<=WhiteClover-94<8.8225
3,9,7,0.764706,0.235294,0,0,0<=WhiteClover-94<8.8225,0<=WhiteClover-94<8.8225
3,9,60,0.722222,0.222222,0,0.055556,0<=WhiteClover-94<8.8225,0<=WhiteClover-94<8.8225
3,9,40,0.230769,0.769231,0,0,8.8225<=WhiteClover-94<17.645,8.8225<=WhiteClover-94<17.645
3,9,57,0.230769,0.769231,0,0,8.8225<=WhiteClover-94<17.645,8.8225<=WhiteClover-94<17.645
3,9,18,0,0,1,0,17.645<=WhiteClover-94<26.4675,17.645<=WhiteClover-94<26.4675
4,0,8,0.083333,0.916667,0,0,8.8225<=WhiteClover-94<17.645,0<=WhiteClover-94<8.8225
4,0,30,0.083333,0.916667,0,0,8.8225<=WhiteClover-94<17.645,0<=WhiteClover-94<8.8225
4,0,50,0.333333,0.5,0,0.166667,8.8225<=WhiteClover-94<17.645,0<=WhiteClover-94<8.8225
4,0,1,0.944444,0.055556,0,0,0<=WhiteClover-94<8.8225,0<=WhiteClover-94<8.8225
4,0,41,0.25,0.75,0,0,8.8225<=WhiteClover-94<17.645,8.8225<=WhiteClover-94<17.645
4,0,49,0.333333,0.5,0,0.166667,8.8225<=WhiteClover-94<17.645,8.8225<=WhiteClover-94<17.645
4,0,18,0,0,1,0,17.645<=WhiteClover-94<26.4675,17.645<=WhiteClover-94<26.4675
4,1,21,0.9375,0.0625,0,0,0<=WhiteClover-94<8.8225,0<=WhiteClover-94<8.8225
4,1,4,0.9375,0.0625,0,0,0<=WhiteClover-94<8.8225,0<=WhiteClover-94<8.8225
4,1,58,0.9375,0.0625,0,0,0<=WhiteClover-94<8.8225,0<=WhiteClover-94<8.8225
4,1,36,0.2,0.8,0,0,8.8225<=WhiteClover-94<17.645,0<=WhiteClover-94<8.8225
4,1,48,1,0,0,0,0<=WhiteClover-94<8.8225,8.8225<=WhiteClover-94<17.645
4,1,32,0.5,0.5,0,0,0<=WhiteClover-94<8.8225,8.8225<=WhiteClover-94<17.645
4,1,17,0,0,1,0,17.645<=WhiteClover-94<26.4675,17.645<=WhiteClover-94<26.4675
4,2,56,0.9375,0.0625,0,0,0<=WhiteClover-94<8.8225,0<=WhiteClover-94<8.8225
4,2,15,0.28,0.68,0,0.04,8.8225<=WhiteClover-94<17.645,0<=WhiteClover-94<8.8225
4,2,34,0.9375,0.0625,0,0,0<=WhiteClover-94<8.8225,0<=WhiteClover-94<8.8225
4,2,27,0.28,0.68,0,0.04,8.8225<=WhiteClover-94<17.645,0<=WhiteClover-94<8.8225
4,2,61,0.28,0.68,0,0.04,8.8225<=WhiteClover-94<17.645,8.8225<=WhiteClover-94<17.645
4,2,24,0.28,0.68,0,0.04,8.8225<=WhiteClover-94<17.645,8.8225<=WhiteClover-94<17.645
4,2,0,0.536585,0.439024,0,0.02439,0<=WhiteClover-94<8.8225,17.645<=WhiteClover-94<26.4675
4,3,25,0.823529,0.117647,0,0.058824,0<=WhiteClover-94<8.8225,0<=WhiteClover-94<8.8225
4,3,23,0.75,0,0.25,0,0<=WhiteClover-94<8.8225,0<=WhiteClover-94<8.8225
4,3,60,0.823529,0.117647,0,0.058824,0<=WhiteClover-94<8.8225,0<=WhiteClover-94<8.8225
4,3,51,0.777778,0.222222,0,0,0<=WhiteClover-94<8.8225,0<=WhiteClover-94<8.8225
4,3,10,0.823529,0.117647,0,0.058824,0<=WhiteClover-94<8.8225,8.8225<=WhiteClover-94<17.645
4,3,43,0.823529,0.117647,0,0.058824,0<=WhiteClover-94<8.8225,8.8225<=WhiteClover-94<17.645
4,4,7,0.941176,0.058824,0,0,0<=WhiteClover-94<8.8225,0<=WhiteClover-94<8.8225
4,4,26,0.941176,0.058824,0,0,0<=WhiteClover-94<8.8225,0<=WhiteClover-94<8.8225
4,4,62,0.25,0.708333,0,0.041667,8.8225<=WhiteClover-94<17.645,0<=WhiteClover-94<8.8225
4,4,14,0.25,0.708333,0,0.041667,8.8225<=WhiteClover-94<17.645,0<=WhiteClover-94<8.8225
4,4,13,0.25,0.708333,0,0.041667,8.8225<=WhiteClover-94<17.645,8.8225<=WhiteClover-94<17.645
4,4,46,1,0,0,0,0<=WhiteClover-94<8.8225,8.8225<=WhiteClover-94<17.645
4,5,2,1,0,0,0,0<=WhiteClover-94<8.8225,0<=WhiteClover-94<8.8225
4,5,31,0.2,0.8,0,0,8.8225<=WhiteClover-94<17.645,0<=WhiteClover-94<8.8225
4,5,28,0.75,0.2,0,0.05,0<=WhiteClover-94<8.8225,0<=WhiteClover-94<8.8225
4,5,11,1,0,0,0,0<=WhiteClover-94<8.8225,0<=WhiteClover-94<8.8225
4,5,39,0.230769,0.769231,0,0,8.8225<=WhiteClover-94<17.645,8.8225<=WhiteClover-94<17.645
4,5,47,0.230769,0.769231,0,0,8.8225<=WhiteClover-94<17.645,8.8225<=WhiteClover-94<17.645
4,6,53,0.133333,0.8,0,0.066667,8.8225<=WhiteClover-94<17.645,0<=WhiteClover-94<8.8225
4,6,29,1,0,0,0,0<=WhiteClover-94<8.8225,0<=WhiteClover-94<8.8225
4,6,19,0,0,1,0,17.645<=WhiteClover-94<26.4675,0<=WhiteClover-94<8.8225
4,6,3,0.944444,0.055556,0,0,0<=WhiteClover-94<8.8225,0<=WhiteClover-94<8.8225
4,6,38,0,1,0,0,8.8225<=WhiteClover-94<17.645,8.8225<=WhiteClover-94<17.645
4,6,22,0,1,0,0,8.8225<=WhiteClover-94<17.645,8.8225<=WhiteClover-94<17.645
4,7,20,0.384615,0.615385,0,0,8.8225<=WhiteClover-94<17.645,0<=WhiteClover-94<8.8225
4,7,55,0.666667,0,0.333333,0,0<=WhiteClover-94<8.8225,0<=WhiteClover-94<8.8225
4,7,35,0.384615,0.615385,0,0,8.8225<=WhiteClover-94<17.645,0<=WhiteClover-94<8.8225
4,7,5,0.666667,0,0.333333,0,0<=WhiteClover-94<8.8225,0<=WhiteClover-94<8.8225
4,7,40,0.384615,0.615385,0,0,8.8225<=WhiteClover-94<17.645,8.8225<=WhiteClover-94<17.645
4,7,42,0.88,0.08,0,0.04,0<=WhiteClover-94<8.8225,8.8225<=WhiteClover-94<17.645
4,8,9,0.8,0,0.2,0,0<=WhiteClover-94<8.8225,0<=WhiteClover-94<8.8225
4,8,6,0,1,0,0,8.8225<=WhiteClover-94<17.645,0<=WhiteClover-94<8.8225
4,8,44,0.8,0,0.2,0,0<=WhiteClover-94<8.8225,0<=WhiteClover-94<8.8225
4,8,12,0.333333,0.666667,0,0,8.8225<=WhiteClover-94<17.645,26.4675<=WhiteClover-94<=35.29
4,8,33,1,0,0,0,0<=WhiteClover-94<8.8225,8.8225<=WhiteClover-94<17.645
4,8,37,1,0,0,0,0<=WhiteClover-94<8.8225,8.8225<=WhiteClover-94<17.645
4,9,54,0.722222,0.222222,0,0.055556,0<=WhiteClover-94<8.8225,0<=WhiteClover-94<8.8225
4,9,52,0.764706,0.235294,0,0,0<=WhiteClover-94<8.8225,0<=WhiteClover-94<8.8225
4,9,59,0.764706,0.235294,0,0,0<=WhiteClover-94<8.8225,0<=WhiteClover-94<8.8225
4,9,16,0.230769,0.769231,0,0,8.8225<=WhiteClover-94<17.645,8.8225<=WhiteClover-94<17.645
4,9,57,0.230769,0.769231,0,0,8.8225<=WhiteClover-94<17.645,8.8225<=WhiteClover-94<17.645
4,9,45,0,0,1,0,17.645<=WhiteClover-94<26.4675,17.645<=WhiteClover-94<26.4675
5,0,48,1,0,0,0,0<=WhiteClover-94<8.8225,8.8225<=WhiteClover-94<17.645
5,0,46,0.857143,0.142857,0,0,0<=WhiteClover-94<8.8225,8.8225<=WhiteClover-94<17.645
5,0,52,0.857143,0.142857,0,0,0<=WhiteClover-94<8.8225,0<=WhiteClover-94<8.8225
5,0,29,0.857143,0.142857,0,0,0<=WhiteClover-94<8.8225,0<=WhiteClover-94<8.8225
5,0,15,1,0,0,0,0<=WhiteClover-94<8.8225,0<=WhiteClover-94<8.8225
5,0,25,0.857143,0.142857,0,0,0<=WhiteClover-94<8.8225,0<=WhiteClover-94<8.8225
5,0,18,0,0,1,0,17.645<=WhiteClover-94<26.4675,17.645<=WhiteClover-94<26.4675
5,1,42,0.230769,0.769231,0,0,8.8225<=WhiteClover-94<17.645,8.8225<=WhiteClover-94<17.645
5,1,57,0.230769,0.769231,0,0,8.8225<=WhiteClover-94<17.645,8.8225<=WhiteClover-94<17.645
5,1,35,0.722222,0.222222,0,0.055556,0<=WhiteClover-94<8.8225,0<=WhiteClover-94<8.8225
5,1,31,0.2,0.8,0,0,8.8225<=WhiteClover-94<17.645,0<=WhiteClover-94<8.8225
5,1,6,1,0,0,0,0<=WhiteClover-94<8.8225,0<=WhiteClover-94<8.8225
5,1,56,1,0,0,0,0<=WhiteClover-94<8.8225,0<=WhiteClover-94<8.8225
5,1,17,0,0,1,0,17.645<=WhiteClover-94<26.4675,17.645<=WhiteClover-94<26.4675
5,2,39,0,1,0,0,8.8225<=WhiteClover-94<17.645,8.8225<=WhiteClover-94<17.645
5,2,33,1,0,0,0,0<=WhiteClover-94<8.8225,8.8225<=WhiteClover-94<17.645
5,2,7,1,0,0,0,0<=WhiteClover-94<8.8225,0<=WhiteClover-94<8.8225
5,2,23,0.833333,0,0.166667,0,0<=WhiteClover-94<8.8225,0<=WhiteClover-94<8.8225
5,2,26,1,0,0,0,0<=WhiteClover-94<8.8225,0<=WhiteClover-94<8.8225
5,2,14,0.2,0.8,0,0,8.8225<=WhiteClover-94<17.645,0<=WhiteClover-94<8.8225
5,2,12,0.2,0.8,0,0,8.8225<=WhiteClover-94<17.645,26.4675<=WhiteClover-94<=35.29
5,3,10,0.904762,0.095238,0,0,0<=WhiteClover-94<8.8225,8.8225<=WhiteClover-94<17.645
5,3,13,0.904762,0.095238,0,0,0<=WhiteClover-94<8.8225,8.8225<=WhiteClover-94<17.645
5,3,3,0.904762,0.095238,0,0,0<=WhiteClover-94<8.8225,0<=WhiteClover-94<8.8225
5,3,62,0.346154,0.615385,0,0.038462,8.8225<=WhiteClover-94<17.645,0<=WhiteClover-94<8.8225
5,3,36,0.346154,0.615385,0,0.038462,8.8225<=WhiteClover-94<17.645,0<=WhiteClover-94<8.8225
5,3,59,0.904762,0.095238,0,0,0<=WhiteClover-94<8.8225,0<=WhiteClover-94<8.8225
5,4,43,0.789474,0.157895,0,0.052632,0<=WhiteClover-94<8.8225,8.8225<=WhiteClover-94<17.645
5,4,37,0.8,0.2,0,0,0<=WhiteClover-94<8.8225,8.8225<=WhiteClover-94<17.645
5,4,2,0.8,0.2,0,0,0<=WhiteClover-94<8.8225,0<=WhiteClover-94<8.8225
5,4,20,0.789474,0.157895,0,0.052632,0<=WhiteClover-94<8.8225,0<=WhiteClover-94<8.8225
5,4,11,0.8,0.2,0,0,0<=WhiteClover-94<8.8225,0<=WhiteClover-94<8.8225
5,4,51,0.8,0.2,0,0,0<=WhiteClover-94<8.8225,0<=WhiteClover-94<8.8225
5,5,40,0.62963,0.333333,0.018519,0.018519,0<=WhiteClover-94<8.8225,8.8225<=WhiteClover-94<17.645
5,5,24,0.62963,0.333333,0.018519,0.018519,0<=WhiteClover-94<8.8225,8.8225<=WhiteClover-94<17.645
5,5,28,0.62963,0.333333,0.018519,0.018519,0<=WhiteClover-94<8.8225,0<=WhiteClover-94<8.8225
5,5,1,0.62963,0.333333,0.018519,0.018519,0<=WhiteClover-94<8.8225,0<=WhiteClover-94<8.8225
5,5,34,0.62963,0.333333,0.018519,0.018519,0<=WhiteClover-94<8.8225,0<=WhiteClover-94<8.8225
5,5,54,0.62963,0.333333,0.018519,0.018519,0<=WhiteClover-94<8.8225,0<=WhiteClover-94<8.8225
5,6,47,0.4,0.566667,0,0.033333,8.8225<=WhiteClover-94<17.645,8.8225<=WhiteClover-94<17.645
5,6,38,0.4,0.566667,0,0.033333,8.8225<=WhiteClover-94<17.645,8.8225<=WhiteClover-94<17.645
5,6,50,0.4,0.566667,0,0.033333,8.8225<=WhiteClover-94<17.645,0<=WhiteClover-94<8.8225
5,6,8,0.4,0.566667,0,0.033333,8.8225<=WhiteClover-94<17.645,0<=WhiteClover-94<8.8225
5,6,9,1,0,0,0,0<=WhiteClover-94<8.8225,0<=WhiteClover-94<8.8225
5,6,55,1,0,0,0,0<=WhiteClover-94<8.8225,0<=WhiteClover-94<8.8225
5,7,49,0.428571,0.428571,0,0.142857,0<=WhiteClover-94<8.8225,8.8225<=WhiteClover-94<17.645
5,7,22,0.25,0.75,0,0,8.8225<=WhiteClover-94<17.645,8.8225<=WhiteClover-94<17.645
5,7,4,0.944444,0.055556,0,0,0<=WhiteClover-94<8.8225,0<=WhiteClover-94<8.8225
5,7,19,0.8,0,0.2,0,0<=WhiteClover-94<8.8225,0<=WhiteClover-94<8.8225
5,7,5,0.8,0,0.2,0,0<=WhiteClover-94<8.8225,0<=WhiteClover-94<8.8225
5,7,53,0.153846,0.846154,0,0,8.8225<=WhiteClover-94<17.645,0<=WhiteClover-94<8.8225
5,8,41,0.769231,0.230769,0,0,0<=WhiteClover-94<8.8225,8.8225<=WhiteClover-94<17.645
5,8,61,0.214286,0.785714,0,0,8.8225<=WhiteClover-94<17.645,8.8225<=WhiteClover-94<17.645
5,8,21,1,0,0,0,0<=WhiteClover-94<8.8225,0<=WhiteClover-94<8.8225
5,8,58,0.705882,0.235294,0,0.058824,0<=WhiteClover-94<8.8225,0<=WhiteClover-94<8.8225
5,8,44,1,0,0,0,0<=WhiteClover-94<8.8225,0<=WhiteClover-94<8.8225
5,8,0,0.214286,0.785714,0,0,8.8225<=WhiteClover-94<17.645,17.645<=WhiteClover-94<26.4675
5,9,32,0.8,0,0,0.2,0<=WhiteClover-94<8.8225,8.8225<=WhiteClover-94<17.645
5,9,16,0.8,0,0,0.2,0<=WhiteClover-94<8.8225,8.8225<=WhiteClover-94<17.645
5,9,27,0.32,0.68,0,0,8.8225<=WhiteClover-94<17.645,0<=WhiteClover-94<8.8225
5,9,60,0.8,0,0,0.2,0<=WhiteClover-94<8.8225,0<=WhiteClover-94<8.8225
5,9,30,0.32,0.68,0,0,8.8225<=WhiteClover-94<17.645,0<=WhiteClover-94<8.8225
5,9,45,0,0,1,0,17.645<=WhiteClover-94<26.4675,17.645<=WhiteClover-94<26.4675
6,0,9,1,0,0,0,0<=WhiteClover-94<8.8225,0<=WhiteClover-94<8.8225
6,0,53,0.157895,0.842105,0,0,8.8225<=WhiteClover-94<17.645,0<=WhiteClover-94<8.8225
6,0,54,0.944444,0.055556,0,0,0<=WhiteClover-94<8.8225,0<=WhiteClover-94<8.8225
6,0,15,0.157895,0.842105,0,0,8.8225<=WhiteClover-94<17.645,0<=WhiteClover-94<8.8225
6,0,46,0.9,0.1,0,0,0<=WhiteClover-94<8.8225,8.8225<=WhiteClover-94<17.645
6,0,48,1,0,0,0,0<=WhiteClover-94<8.8225,8.8225<=WhiteClover-94<17.645
6,0,17,0,0,1,0,17.645<=WhiteClover-94<26.4675,17.645<=WhiteClover-94<26.4675
6,1,34,0.941176,0.058824,0,0,0<=WhiteClover-94<8.8225,0<=WhiteClover-94<8.8225
6,1,29,0.25,0.75,0,0,8.8225<=WhiteClover-94<17.645,0<=WhiteClover-94<8.8225
6,1,21,0.941176,0.058824,0,0,0<=WhiteClover-94<8.8225,0<=WhiteClover-94<8.8225
6,1,25,1,0,0,0,0<=WhiteClover-94<8.8225,0<=WhiteClover-94<8.8225
6,1,57,1,0,0,0,0<=WhiteClover-94<8.8225,8.8225<=WhiteClover-94<17.645
6,1,38,0,0,0,1,26.4675<=WhiteClover-94<=35.29,8.8225<=WhiteClover-94<17.645
6,1,18,0,0,1,0,17.645<=WhiteClover-94<26.4675,17.645<=WhiteClover-94<26.4675
6,2,62,0.4,0.566667,0,0.033333,8.8225<=WhiteClover-94<17.645,0<=WhiteClover-94<8.8225
6,2,23,1,0,0,0,0<=WhiteClover-94<8.8225,0<=WhiteClover-94<8.8225
6,2,2,0.4,0.566667,0,0.033333,8.8225<=WhiteClover-94<17.645,0<=WhiteClover-94<8.8225
6,2,20,0.944444,0.055556,0,0,0<=WhiteClover-94<8.8225,0<=WhiteClover-94<8.8225
6,2,10,0.4,0.566667,0,0.033333,8.8225<=WhiteClover-94<17.645,8.8225<=WhiteClover-94<17.645
6,2,16,0.4,0.566667,0,0.033333,8.8225<=WhiteClover-94<17.645,8.8225<=WhiteClover-94<17.645
6,2,45,0,0,1,0,17.645<=WhiteClover-94<26.4675,17.645<=WhiteClover-94<26.4675
6,3,56,1,0,0,0,0<=WhiteClover-94<8.8225,0<=WhiteClover-94<8.8225
6,3,11,1,0,0,0,0<=WhiteClover-94<8.8225,0<=WhiteClover-94<8.8225
6,3,8,0,1,0,0,8.8225<=WhiteClover-94<17.645,0<=WhiteClover-94<8.8225
6,3,19,0.833333,0,0.166667,0,0<=WhiteClover-94<8.8225,0<=WhiteClover-94<8.8225
6,3,33,1,0,0,0,0<=WhiteClover-94<8.8225,8.8225<=WhiteClover-94<17.645
6,3,13,0,1,0,0,8.8225<=WhiteClover-94<17.645,8.8225<=WhiteClover-94<17.645
6,4,44,0.736842,0.210526,0,0.052632,0<=WhiteClover-94<8.8225,0<=WhiteClover-94<8.8225
6,4,36,0.8125,0.1875,0,0,0<=WhiteClover-94<8.8225,0<=WhiteClover-94<8.8225
6,4,59,0.8125,0.1875,0,0,0<=WhiteClover-94<8.8225,0<=WhiteClover-94<8.8225
6,4,28,0.736842,0.210526,0,0.052632,0<=WhiteClover-94<8.8225,0<=WhiteClover-94<8.8225
6,4,22,0.8125,0.1875,0,0,0<=WhiteClover-94<8.8225,8.8225<=WhiteClover-94<17.645
6,4,24,0.214286,0.785714,0,0,8.8225<=WhiteClover-94<17.645,8.8225<=WhiteClover-94<17.645
6,5,52,1,0,0,0,0<=WhiteClover-94<8.8225,0<=WhiteClover-94<8.8225
6,5,26,0.789474,0.157895,0,0.052632,0<=WhiteClover-94<8.8225,0<=WhiteClover-94<8.8225
6,5,31,0.2,0.8,0,0,8.8225<=WhiteClover-94<17.645,0<=WhiteClover-94<8.8225
6,5,7,1,0,0,0,0<=WhiteClover-94<8.8225,0<=WhiteClover-94<8.8225
6,5,49,0.789474,0.157895,0,0.052632,0<=WhiteClover-94<8.8225,8.8225<=WhiteClover-94<17.645
6,5,61,0.214286,0.785714,0,0,8.8225<=WhiteClover-94<17.645,8.8225<=WhiteClover-94<17.645
6,6,60,0.777778,0.166667,0,0.055556,0<=WhiteClover-94<8.8225,0<=WhiteClover-94<8.8225
6,6,58,0.777778,0.166667,0,0.055556,0<=WhiteClover-94<8.8225,0<=WhiteClover-94<8.8225
6,6,55,0.75,0,0.25,0,0<=WhiteClover-94<8.8225,0<=WhiteClover-94<8.8225
6,6,51,0.777778,0.222222,0,0,0<=WhiteClover-94<8.8225,0<=WhiteClover-94<8.8225
6,6,43,0.777778,0.166667,0,0.055556,0<=WhiteClover-94<8.8225,8.8225<=WhiteClover-94<17.645
6,6,39,0.214286,0.785714,0,0,8.8225<=WhiteClover-94<17.645,8.8225<=WhiteClover-94<17.645
6,7,27,0.62963,0.333333,0.018519,0.018519,0<=WhiteClover-94<8.8225,0<=WhiteClover-94<8.8225
6,7,5,0.62963,0.333333,0.018519,0.018519,0<=WhiteClover-94<8.8225,0<=WhiteClover-94<8.8225
6,7,3,0.62963,0.333333,0.018519,0.018519,0<=WhiteClover-94<8.8225,0<=WhiteClover-94<8.8225
6,7,35,0.62963,0.333333,0.018519,0.018519,0<=WhiteClover-94<8.8225,0<=WhiteClover-94<8.8225
6,7,41,0.62963,0.333333,0.018519,0.018519,0<=WhiteClover-94<8.8225,8.8225<=WhiteClover-94<17.645
6,7,32,0.62963,0.333333,0.018519,0.018519,0<=WhiteClover-94<8.8225,8.8225<=WhiteClover-94<17.645
6,8,14,0.2,0.8,0,0,8.8225<=WhiteClover-94<17.645,0<=WhiteClover-94<8.8225
6,8,6,0,1,0,0,8.8225<=WhiteClover-94<17.645,0<=WhiteClover-94<8.8225
6,8,1,0.944444,0.055556,0,0,0<=WhiteClover-94<8.8225,0<=WhiteClover-94<8.8225
6,8,47,0.5,0.5,0,0,0<=WhiteClover-94<8.8225,8.8225<=WhiteClover-94<17.645
6,8,37,0.944444,0.055556,0,0,0<=WhiteClover-94<8.8225,8.8225<=WhiteClover-94<17.645
6,8,12,0.2,0.8,0,0,8.8225<=WhiteClover-94<17.645,26.4675<=WhiteClover-94<=35.29
6,9,30,0.181818,0.818182,0,0,8.8225<=WhiteClover-94<17.645,0<=WhiteClover-94<8.8225
6,9,50,0.285714,0.571429,0,0.142857,8.8225<=WhiteClover-94<17.645,0<=WhiteClover-94<8.8225
6,9,4,0.944444,0.055556,0,0,0<=WhiteClover-94<8.8225,0<=WhiteClover-94<8.8225
6,9,42,0.181818,0.818182,0,0,8.8225<=WhiteClover-94<17.645,8.8225<=WhiteClover-94<17.645
6,9,40,0.181818,0.818182,0,0,8.8225<=WhiteClover-94<17.645,8.8225<=WhiteClover-94<17.645
6,9,0,1,0,0,0,0<=WhiteClover-94<8.8225,17.645<=WhiteClover-94<26.4675
7,0,28,0.75,0.1875,0,0.0625,0<=WhiteClover-94<8.8225,0<=WhiteClover-94<8.8225
7,0,3,0.75,0.1875,0,0.0625,0<=WhiteClover-94<8.8225,0<=WhiteClover-94<8.8225
7,0,9,1,0,0,0,0<=WhiteClover-94<8.8225,0<=WhiteClover-94<8.8225
7,0,51,0.823529,0.176471,0,0,0<=WhiteClover-94<8.8225,0<=WhiteClover-94<8.8225
7,0,22,0.823529,0.176471,0,0,0<=WhiteClover-94<8.8225,8.8225<=WhiteClover-94<17.645
7,0,49,0.75,0.1875,0,0.0625,0<=WhiteClover-94<8.8225,8.8225<=WhiteClover-94<17.645
7,0,45,0,0,1,0,17.645<=WhiteClover-94<26.4675,17.645<=WhiteClover-94<26.4675
7,1,26,1,0,0,0,0<=WhiteClover-94<8.8225,0<=WhiteClover-94<8.8225
7,1,20,1,0,0,0,0<=WhiteClover-94<8.8225,0<=WhiteClover-94<8.8225
7,1,7,1,0,0,0,0<=WhiteClover-94<8.8225,0<=WhiteClover-94<8.8225
7,1,36,0.173913,0.782609,0,0.043478,8.8225<=WhiteClover-94<17.645,0<=WhiteClover-94<8.8225
7,1,46,1,0,0,0,0<=WhiteClover-94<8.8225,8.8225<=WhiteClover-94<17.645
7,1,33,1,0,0,0,0<=WhiteClover-94<8.8225,8.8225<=WhiteClover-94<17.645
7,1,0,1,0,0,0,0<=WhiteClover-94<8.8225,17.645<=WhiteClover-94<26.4675
7,2,14,0.857143,0.142857,0,0,0<=WhiteClover-94<8.8225,0<=WhiteClover-94<8.8225
7,2,50,0.857143,0.142857,0,0,0<=WhiteClover-94<8.8225,0<=WhiteClover-94<8.8225
7,2,15,0.238095,0.761905,0,0,8.8225<=WhiteClover-94<17.645,0<=WhiteClover-94<8.8225
7,2,60,0.857143,0.142857,0,0,0<=WhiteClover-94<8.8225,0<=WhiteClover-94<8.8225
7,2,41,0.857143,0.142857,0,0,0<=WhiteClover-94<8.8225,8.8225<=WhiteClover-94<17.645
7,2,39,0.238095,0.761905,0,0,8.8225<=WhiteClover-94<17.645,8.8225<=WhiteClover-94<17.645
7,2,12,0.238095,0.761905,0,0,8.8225<=WhiteClover-94<17.645,26.4675<=WhiteClover-94<=35.29
7,3,58,0.944444,0.055556,0,0,0<=WhiteClover-94<8.8225,0<=WhiteClover-94<8.8225
7,3,62,0.2,0.6,0,0.2,8.8225<=WhiteClover-94<17.645,0<=WhiteClover-94<8.8225
7,3,44,1,0,0,0,0<=WhiteClover-94<8.8225,0<=WhiteClover-94<8.8225
7,3,55,1,0,0,0,0<=WhiteClover-94<8.8225,0<=WhiteClover-94<8.8225
7,3,38,0.2,0.6,0,0.2,8.8225<=WhiteClover-94<17.645,8.8225<=WhiteClover-94<17.645
7,3,43,0.5,0.5,0,0,0<=WhiteClover-94<8.8225,8.8225<=WhiteClover-94<17.645
7,4,1,0.75,0.25,0,0,0<=WhiteClover-94<8.8225,0<=WhiteClover-94<8.8225
7,4,4,0.75,0.25,0,0,0<=WhiteClover-94<8.8225,0<=WhiteClover-94<8.8225
7,4,11,0.823529,0.147059,0.029412,0,0<=WhiteClover-94<8.8225,0<=WhiteClover-94<8.8225
7,4,6,0.823529,0.147059,0.029412,0,0<=WhiteClover-94<8.8225,0<=WhiteClover-94<8.8225
7,4,48,0.823529,0.147059,0.029412,0,0<=WhiteClover-94<8.8225,8.8225<=WhiteClover-94<17.645
7,4,24,0.823529,0.147059,0.029412,0,0<=WhiteClover-94<8.8225,8.8225<=WhiteClover-94<17.645
7,5,25,0.4,0.566667,0,0.033333,8.8225<=WhiteClover-94<17.645,0<=WhiteClover-94<8.8225
7,5,59,0.944444,0.055556,0,0,0<=WhiteClover-94<8.8225,0<=WhiteClover-94<8.8225
7,5,5,0.833333,0,0.166667,0,0<=WhiteClover-94<8.8225,0<=WhiteClover-94<8.8225
7,5,8,0.4,0.566667,0,0.033333,8.8225<=WhiteClover-94<17.645,0<=WhiteClover-94<8.8225
7,5,16,0.4,0.566667,0,0.033333,8.8225<=WhiteClover-94<17.645,8.8225<=WhiteClover-94<17.645
7,5,13,0.4,0.566667,0,0.033333,8.8225<=WhiteClover-94<17.645,8.8225<=WhiteClover-94<17.645
7,6,19,0.833333,0,0.166667,0,0<=WhiteClover-94<8.8225,0<=WhiteClover-94<8.8225
7,6,54,0.944444,0.055556,0,0,0<=WhiteClover-94<8.8225,0<=WhiteClover-94<8.8225
7,6,27,0,1,0,0,8.8225<=WhiteClover-94<17.645,0<=WhiteClover-94<8.8225
7,6,30,0.166667,0.833333,0,0,8.8225<=WhiteClover-94<17.645,0<=WhiteClover-94<8.8225
7,6,10,0.428571,0.428571,0,0.142857,0<=WhiteClover-94<8.8225,8.8225<=WhiteClover-94<17.645
7,6,61,0.166667,0.833333,0,0,8.8225<=WhiteClover-94<17.645,8.8225<=WhiteClover-94<17.645
7,7,21,0.944444,0.055556,0,0,0<=WhiteClover-94<8.8225,0<=WhiteClover-94<8.8225
7,7,53,0.2,0.8,0,0,8.8225<=WhiteClover-94<17.645,0<=WhiteClover-94<8.8225
7,7,52,1,0,0,0,0<=WhiteClover-94<8.8225,0<=WhiteClover-94<8.8225
7,7,23,0.833333,0,0.166667,0,0<=WhiteClover-94<8.8225,0<=WhiteClover-94<8.8225
7,7,57,1,0,0,0,0<=WhiteClover-94<8.8225,8.8225<=WhiteClover-94<17.645
7,7,37,0.944444,0.055556,0,0,0<=WhiteClover-94<8.8225,8.8225<=WhiteClover-94<17.645
7,8,31,0.2,0.8,0,0,8.8225<=WhiteClover-94<17.645,0<=WhiteClover-94<8.8225
7,8,34,0.705882,0.235294,0,0.058824,0<=WhiteClover-94<8.8225,0<=WhiteClover-94<8.8225
7,8,35,0.705882,0.235294,0,0.058824,0<=WhiteClover-94<8.8225,0<=WhiteClover-94<8.8225
7,8,42,0.230769,0.769231,0,0,8.8225<=WhiteClover-94<17.645,8.8225<=WhiteClover-94<17.645
7,8,40,0.230769,0.769231,0,0,8.8225<=WhiteClover-94<17.645,8.8225<=WhiteClover-94<17.645
7,8,17,0,0,1,0,17.645<=WhiteClover-94<26.4675,17.645<=WhiteClover-94<26.4675
7,9,2,0.4,0.566667,0,0.033333,8.8225<=WhiteClover-94<17.645,0<=WhiteClover-94<8.8225
7,9,29,0.4,0.566667,0,0.033333,8.8225<=WhiteClover-94<17.645,0<=WhiteClover-94<8.8225
7,9,56,0.944444,0.055556,0,0,0<=WhiteClover-94<8.8225,0<=WhiteClover-94<8.8225
7,9,47,0.4,0.566667,0,0.033333,8.8225<=WhiteClover-94<17.645,8.8225<=WhiteClover-94<17.645
7,9,32,0.4,0.566667,0,0.033333,8.8225<=WhiteClover-94<17.645,8.8225<=WhiteClover-94<17.645
7,9,18,0,0,1,0,17.645<=WhiteClover-94<26.4675,17.645<=WhiteClover-94<26.4675
8,0,23,1,0,0,0,0<=WhiteClover-94<8.8225,0<=WhiteClover-94<8.8225
8,0,2,0.1,0.9,0,0,8.8225<=WhiteClover-94<17.645,0<=WhiteClover-94<8.8225
8,0,60,1,0,0,0,0<=WhiteClover-94<8.8225,0<=WhiteClover-94<8.8225
8,0,50,1,0,0,0,0<=WhiteClover-94<8.8225,0<=WhiteClover-94<8.8225
8,0,57,1,0,0,0,0<=WhiteClover-94<8.8225,8.8225<=WhiteClover-94<17.645
8,0,10,0.666667,0,0,0.333333,0<=WhiteClover-94<8.8225,8.8225<=WhiteClover-94<17.645
8,0,45,1,0,0,0,0<=WhiteClover-94<8.8225,17.645<=WhiteClover-94<26.4675
8,1,31,0,1,0,0,8.8225<=WhiteClover-94<17.645,0<=WhiteClover-94<8.8225
8,1,19,0.944444,0,0.055556,0,0<=WhiteClover-94<8.8225,0<=WhiteClover-94<8.8225
8,1,4,0,0.75,0,0.25,8.8225<=WhiteClover-94<17.645,0<=WhiteClover-94<8.8225
8,1,15,1,0,0,0,0<=WhiteClover-94<8.8225,0<=WhiteClover-94<8.8225
8,1,39,0.944444,0,0.055556,0,0<=WhiteClover-94<8.8225,8.8225<=WhiteClover-94<17.645
8,1,38,0.944444,0,0.055556,0,0<=WhiteClover-94<8.8225,8.8225<=WhiteClover-94<17.645
8,1,17,0,1,0,0,8.8225<=WhiteClover-94<17.645,17.645<=WhiteClover-94<26.4675
8,2,34,0.9375,0.0625,0,0,0<=WhiteClover-94<8.8225,0<=WhiteClover-94<8.8225
8,2,36,0.32,0.68,0,0,8.8225<=WhiteClover-94<17.645,0<=WhiteClover-94<8.8225
8,2,51,0.9375,0.0625,0,0,0<=WhiteClover-94<8.8225,0<=WhiteClover-94<8.8225
8,2,3,0.9375,0.0625,0,0,0<=WhiteClover-94<8.8225,0<=WhiteClover-94<8.8225
8,2,32,0.32,0.68,0,0,8.8225<=WhiteClover-94<17.645,8.8225<=WhiteClover-94<17.645
8,2,43,0.32,0.68,0,0,8.8225<=WhiteClover-94<17.645,8.8225<=WhiteClover-94<17.645
8,2,12,0.32,0.68,0,0,8.8225<=WhiteClover-94<17.645,26.4675<=WhiteClover-94<=35.29
8,3,52,0.777778,0.222222,0,0,0<=WhiteClover-94<8.8225,0<=WhiteClover-94<8.8225
8,3,20,0.736842,0.210526,0,0.052632,0<=WhiteClover-94<8.8225,0<=WhiteClover-94<8.8225
8,3,26,0.736842,0.210526,0,0.052632,0<=WhiteClover-94<8.8225,0<=WhiteClover-94<8.8225
8,3,9,0.75,0,0.25,0,0<=WhiteClover-94<8.8225,0<=WhiteClover-94<8.8225
8,3,47,0.230769,0.769231,0,0,8.8225<=WhiteClover-94<17.645,8.8225<=WhiteClover-94<17.645
8,3,40,0.230769,0.769231,0,0,8.8225<=WhiteClover-94<17.645,8.8225<=WhiteClover-94<17.645
8,4,35,1,0,0,0,0<=WhiteClover-94<8.8225,0<=WhiteClover-94<8.8225
8,4,62,0.869565,0.086957,0,0.043478,0<=WhiteClover-94<8.8225,0<=WhiteClover-94<8.8225
8,4,1,0.25,0.75,0,0,8.8225<=WhiteClover-94<17.645,0<=WhiteClover-94<8.8225
8,4,59,0.869565,0.086957,0,0.043478,0<=WhiteClover-94<8.8225,0<=WhiteClover-94<8.8225
8,4,42,0.869565,0.086957,0,0.043478,0<=WhiteClover-94<8.8225,8.8225<=WhiteClover-94<17.645
8,4,16,0.181818,0.818182,0,0,8.8225<=WhiteClover-94<17.645,8.8225<=WhiteClover-94<17.645
8,5,56,1,0,0,0,0<=WhiteClover-94<8.8225,0<=WhiteClover-94<8.8225
8,5,6,0,1,0,0,8.8225<=WhiteClover-94<17.645,0<=WhiteClover-94<8.8225
8,5,53,0.25,0.75,0,0,8.8225<=WhiteClover-94<17.645,0<=WhiteClover-94<8.8225
8,5,5,0.833333,0,0.166667,0,0<=WhiteClover-94<8.8225,0<=WhiteClover-94<8.8225
8,5,49,0.25,0.75,0,0,8.8225<=WhiteClover-94<17.645,8.8225<=WhiteClover-94<17.645
8,5,33,1,0,0,0,0<=WhiteClover-94<8.8225,8.8225<=WhiteClover-94<17.645
8,6,28,0.823529,0.147059,0.029412,0,0<=WhiteClover-94<8.8225,0<=WhiteClover-94<8.8225
8,6,44,0.823529,0.147059,0.029412,0,0<=WhiteClover-94<8.8225,0<=WhiteClover-94<8.8225
8,6,58,0.555556,0.333333,0,0.111111,0<=WhiteClover-94<8.8225,0<=WhiteClover-94<8.8225
8,6,8,0.1,0.9,0,0,8.8225<=WhiteClover-94<17.645,0<=WhiteClover-94<8.8225
8,6,22,0.823529,0.147059,0.029412,0,0<=WhiteClover-94<8.8225,8.8225<=WhiteClover-94<17.645
8,6,46,0.823529,0.147059,0.029412,0,0<=WhiteClover-94<8.8225,8.8225<=WhiteClover-94<17.645
8,7,25,0.285714,0.571429,0,0.142857,8.8225<=WhiteClover-94<17.645,0<=WhiteClover-94<8.8225
8,7,55,0.833333,0,0.166667,0,0<=WhiteClover-94<8.8225,0<=WhiteClover-94<8.8225
8,7,30,0.166667,0.833333,0,0,8.8225<=WhiteClover-94<17.645,0<=WhiteClover-94<8.8225
8,7,21,0.944444,0.055556,0,0,0<=WhiteClover-94<8.8225,0<=WhiteClover-94<8.8225
8,7,37,0.944444,0.055556,0,0,0<=WhiteClover-94<8.8225,8.8225<=WhiteClover-94<17.645
8,7,24,0.166667,0.833333,0,0,8.8225<=WhiteClover-94<17.645,8.8225<=WhiteClover-94<17.645
8,8,27,0.32,0.68,0,0,8.8225<=WhiteClover-94<17.645,0<=WhiteClover-94<8.8225
8,8,7,0.941176,0.058824,0,0,0<=WhiteClover-94<8.8225,0<=WhiteClover-94<8.8225
8,8,54,0.941176,0.058824,0,0,0<=WhiteClover-94<8.8225,0<=WhiteClover-94<8.8225
8,8,48,0.857143,0,0,0.142857,0<=WhiteClover-94<8.8225,8.8225<=WhiteClover-94<17.645
8,8,61,0.32,0.68,0,0,8.8225<=WhiteClover-94<17.645,8.8225<=WhiteClover-94<17.645
8,8,0,0.857143,0,0,0.142857,0<=WhiteClover-94<8.8225,17.645<=WhiteClover-94<26.4675
8,9,11,0.944444,0.055556,0,0,0<=WhiteClover-94<8.8225,0<=WhiteClover-94<8.8225
8,9,29,0.25,0.75,0,0,8.8225<=WhiteClover-94<17.645,0<=WhiteClover-94<8.8225
8,9,14,0.2,0.6,0,0.2,8.8225<=WhiteClover-94<17.645,0<=WhiteClover-94<8.8225
8,9,41,0.2,0.6,0,0.2,8.8225<=WhiteClover-94<17.645,8.8225<=WhiteClover-94<17.645
8,9,13,0,1,0,0,8.8225<=WhiteClover-94<17.645,8.8225<=WhiteClover-94<17.645
8,9,18,0,0,1,0,17.645<=WhiteClover-94<26.4675,17.645<=WhiteClover-94<26.4675
9,0,53,0.153846,0.846154,0,0,8.8225<=WhiteClover-94<17.645,0<=WhiteClover-94<8.8225
9,0,3,0.733333,0.2,0,0.066667,0<=WhiteClover-94<8.8225,0<=WhiteClover-94<8.8225
9,0,58,0.733333,0.2,0,0.066667,0<=WhiteClover-94<8.8225,0<=WhiteClover-94<8.8225
9,0,56,1,0,0,0,0<=WhiteClover-94<8.8225,0<=WhiteClover-94<8.8225
9,0,32,0.153846,0.846154,0,0,8.8225<=WhiteClover-94<17.645,8.8225<=WhiteClover-94<17.645
9,0,10,0.733333,0.2,0,0.066667,0<=WhiteClover-94<8.8225,8.8225<=WhiteClover-94<17.645
9,0,0,0.153846,0.846154,0,0,8.8225<=WhiteClover-94<17.645,17.645<=WhiteClover-94<26.4675
9,1,59,0.944444,0.055556,0,0,0<=WhiteClover-94<8.8225,0<=WhiteClover-94<8.8225
9,1,50,0.285714,0.571429,0,0.142857,8.8225<=WhiteClover-94<17.645,0<=WhiteClover-94<8.8225
9,1,19,1,0,0,0,0<=WhiteClover-94<8.8225,0<=WhiteClover-94<8.8225
9,1,23,1,0,0,0,0<=WhiteClover-94<8.8225,0<=WhiteClover-94<8.8225
9,1,46,0.25,0.75,0,0,8.8225<=WhiteClover-94<17.645,8.8225<=WhiteClover-94<17.645
9,1,13,0.230769,0.769231,0,0,8.8225<=WhiteClover-94<17.645,8.8225<=WhiteClover-94<17.645
9,1,17,0,0,1,0,17.645<=WhiteClover-94<26.4675,17.645<=WhiteClover-94<26.4675
9,2,1,0.941176,0.058824,0,0,0<=WhiteClover-94<8.8225,0<=WhiteClover-94<8.8225
9,2,62,0.2,0.8,0,0,8.8225<=WhiteClover-94<17.645,0<=WhiteClover-94<8.8225
9,2,26,0.941176,0.058824,0,0,0<=WhiteClover-94<8.8225,0<=WhiteClover-94<8.8225
9,2,29,0.333333,0.666667,0,0,8.8225<=WhiteClover-94<17.645,0<=WhiteClover-94<8.8225
9,2,43,0.333333,0.666667,0,0,8.8225<=WhiteClover-94<17.645,8.8225<=WhiteClover-94<17.645
9,2,48,0.5,0.5,0,0,0<=WhiteClover-94<8.8225,8.8225<=WhiteClover-94<17.645
9,2,12,0.2,0.8,0,0,8.8225<=WhiteClover-94<17.645,26.4675<=WhiteClover-94<=35.29
9,3,51,0.823529,0.176471,0,0,0<=WhiteClover-94<8.8225,0<=WhiteClover-94<8.8225
9,3,34,0.75,0.2,0,0.05,0<=WhiteClover-94<8.8225,0<=WhiteClover-94<8.8225
9,3,30,0.153846,0.846154,0,0,8.8225<=WhiteClover-94<17.645,0<=WhiteClover-94<8.8225
9,3,5,0.75,0,0.25,0,0<=WhiteClover-94<8.8225,0<=WhiteClover-94<8.8225
9,3,22,0.823529,0.176471,0,0,0<=WhiteClover-94<8.8225,8.8225<=WhiteClover-94<17.645
9,3,16,0.153846,0.846154,0,0,8.8225<=WhiteClover-94<17.645,8.8225<=WhiteClover-94<17.645
9,4,11,0.846154,0.115385,0.038462,0,0<=WhiteClover-94<8.8225,0<=WhiteClover-94<8.8225
9,4,8,0.1,0.9,0,0,8.8225<=WhiteClover-94<17.645,0<=WhiteClover-94<8.8225
9,4,28,0.666667,0.25,0,0.083333,0<=WhiteClover-94<8.8225,0<=WhiteClover-94<8.8225
9,4,20,0.666667,0.25,0,0.083333,0<=WhiteClover-94<8.8225,0<=WhiteClover-94<8.8225
9,4,38,0.846154,0.115385,0.038462,0,0<=WhiteClover-94<8.8225,8.8225<=WhiteClover-94<17.645
9,4,57,0.1,0.9,0,0,8.8225<=WhiteClover-94<17.645,8.8225<=WhiteClover-94<17.645
9,5,44,0.833333,0,0.166667,0,0<=WhiteClover-94<8.8225,0<=WhiteClover-94<8.8225
9,5,52,0.37931,0.586207,0,0.034483,8.8225<=WhiteClover-94<17.645,0<=WhiteClover-94<8.8225
9,5,6,0.37931,0.586207,0,0.034483,8.8225<=WhiteClover-94<17.645,0<=WhiteClover-94<8.8225
9,5,2,0.37931,0.586207,0,0.034483,8.8225<=WhiteClover-94<17.645,0<=WhiteClover-94<8.8225
9,5,47,0.37931,0.586207,0,0.034483,8.8225<=WhiteClover-94<17.645,8.8225<=WhiteClover-94<17.645
9,5,24,0.37931,0.586207,0,0.034483,8.8225<=WhiteClover-94<17.645,8.8225<=WhiteClover-94<17.645
9,6,35,0.941176,0.058824,0,0,0<=WhiteClover-94<8.8225,0<=WhiteClover-94<8.8225
9,6,21,0.941176,0.058824,0,0,0<=WhiteClover-94<8.8225,0<=WhiteClover-94<8.8225
9,6,36,0.227273,0.727273,0,0.045455,8.8225<=WhiteClover-94<17.645,0<=WhiteClover-94<8.8225
9,6,27,0.875,0.125,0,0,0<=WhiteClover-94<8.8225,0<=WhiteClover-94<8.8225
9,6,37,0.941176,0.058824,0,0,0<=WhiteClover-94<8.8225,8.8225<=WhiteClover-94<17.645
9,6,41,0.875,0.125,0,0,0<=WhiteClover-94<8.8225,8.8225<=WhiteClover-94<17.645
9,7,31,1,0,0,0,0<=WhiteClover-94<8.8225,0<=WhiteClover-94<8.8225
9,7,25,0.40625,0.5625,0,0.03125,8.8225<=WhiteClover-94<17.645,0<=WhiteClover-94<8.8225
9,7,9,0.833333,0,0.166667,0,0<=WhiteClover-94<8.8225,0<=WhiteClover-94<8.8225
9,7,60,0.40625,0.5625,0,0.03125,8.8225<=WhiteClover-94<17.645,0<=WhiteClover-94<8.8225
9,7,49,0.40625,0.5625,0,0.03125,8.8225<=WhiteClover-94<17.645,8.8225<=WhiteClover-94<17.645
9,7,33,1,0,0,0,0<=WhiteClover-94<8.8225,8.8225<=WhiteClover-94<17.645
9,8,14,0.166667,0.666667,0,0.166667,8.8225<=WhiteClover-94<17.645,0<=WhiteClover-94<8.8225
9,8,15,0.25,0.75,0,0,8.8225<=WhiteClover-94<17.645,0<=WhiteClover-94<8.8225
9,8,4,0.944444,0.055556,0,0,0<=WhiteClover-94<8.8225,0<=WhiteClover-94<8.8225
9,8,39,0,1,0,0,8.8225<=WhiteClover-94<17.645,8.8225<=WhiteClover-94<17.645
9,8,40,0.4,0.6,0,0,8.8225<=WhiteClover-94<17.645,8.8225<=WhiteClover-94<17.645
9,8,18,0,0,1,0,17.645<=WhiteClover-94<26.4675,17.645<=WhiteClover-94<26.4675
9,9,55,1,0,0,0,0<=WhiteClover-94<8.8225,0<=WhiteClover-94<8.8225
9,9,7,0.777778,0.222222,0,0,0<=WhiteClover-94<8.8225,0<=WhiteClover-94<8.8225
9,9,54,0.722222,0.222222,0,0.055556,0<=WhiteClover-94<8.8225,0<=WhiteClover-94<8.8225
9,9,42,0.230769,0.769231,0,0,8.8225<=WhiteClover-94<17.645,8.8225<=WhiteClover-94<17.645
9,9,61,0.230769,0.769231,0,0,8.8225<=WhiteClover-94<17.645,8.8225<=WhiteClover-94<17.645
9,9,45,0,0,1,0,17.645<=WhiteClover-94<26.4675,17.645<=WhiteClover-94<26.4675