@relation R_data_frame

@attribute repeat numeric
@attribute fold numeric
@attribute row_id numeric
@attribute prediction {P,N}
@attribute truth {P,N}
@attribute confidence.P numeric
@attribute confidence.N numeric

@data
0,0,32,P,P,1,0
0,0,3,P,P,1,0
0,0,6,P,P,1,0
0,0,18,N,N,0,1
0,1,8,P,P,1,0
0,1,14,P,P,1,0
0,1,19,N,P,0,1
0,1,24,N,N,0,1
0,2,37,P,P,1,0
0,2,9,P,P,1,0
0,2,35,P,P,1,0
0,2,22,P,N,1,0
0,3,12,P,P,1,0
0,3,39,P,P,1,0
0,3,15,P,P,1,0
0,3,20,N,N,0,1
0,4,34,P,P,1,0
0,4,4,P,P,1,0
0,4,7,P,P,1,0
0,4,28,N,N,0,1
0,5,23,N,P,0,1
0,5,38,P,P,1,0
0,5,0,P,P,1,0
0,5,1,P,N,1,0
0,6,11,P,P,1,0
0,6,10,P,P,1,0
0,6,30,N,N,0,1
0,6,26,N,N,0,1
0,7,13,P,P,1,0
0,7,5,P,P,1,0
0,7,21,N,N,0,1
0,7,25,N,N,0,1
0,8,16,N,P,0,1
0,8,36,P,P,1,0
0,8,27,N,N,0,1
0,8,31,N,N,0,1
0,9,2,P,P,1,0
0,9,33,P,P,1,0
0,9,17,N,N,0,1
0,9,29,N,N,0,1
1,0,5,P,P,1,0
1,0,11,P,P,1,0
1,0,38,P,P,1,0
1,0,25,N,N,0,1
1,1,8,P,P,1,0
1,1,9,P,P,1,0
1,1,39,P,P,1,0
1,1,1,P,N,1,0
1,2,23,P,P,1,0
1,2,33,P,P,1,0
1,2,6,P,P,1,0
1,2,20,N,N,0,1
1,3,0,P,P,1,0
1,3,2,P,P,1,0
1,3,3,P,P,1,0
1,3,29,N,N,0,1
1,4,19,P,P,1,0
1,4,10,P,P,1,0
1,4,36,P,P,1,0
1,4,30,N,N,0,1
1,5,37,P,P,1,0
1,5,34,P,P,1,0
1,5,14,P,P,1,0
1,5,26,N,N,0,1
1,6,15,P,P,1,0
1,6,12,P,P,1,0
1,6,17,N,N,0,1
1,6,22,P,N,1,0
1,7,32,P,P,1,0
1,7,16,N,P,0,1
1,7,27,N,N,0,1
1,7,24,N,N,0,1
1,8,4,P,P,1,0
1,8,7,P,P,1,0
1,8,18,N,N,0,1
1,8,28,N,N,0,1
1,9,35,P,P,1,0
1,9,13,P,P,1,0
1,9,21,N,N,0,1
1,9,31,N,N,0,1
2,0,5,P,P,1,0
2,0,36,P,P,1,0
2,0,39,P,P,1,0
2,0,26,N,N,0,1
2,1,10,P,P,1,0
2,1,38,P,P,1,0
2,1,7,P,P,1,0
2,1,31,N,N,0,1
2,2,13,P,P,1,0
2,2,32,P,P,1,0
2,2,16,N,P,0,1
2,2,22,P,N,1,0
2,3,14,P,P,1,0
2,3,37,P,P,1,0
2,3,33,P,P,1,0
2,3,18,N,N,0,1
2,4,12,P,P,1,0
2,4,3,P,P,1,0
2,4,2,P,P,1,0
2,4,28,N,N,0,1
2,5,6,P,P,1,0
2,5,4,P,P,1,0
2,5,11,P,P,1,0
2,5,27,N,N,0,1
2,6,15,P,P,1,0
2,6,19,P,P,1,0
2,6,20,N,N,0,1
2,6,17,N,N,0,1
2,7,8,P,P,1,0
2,7,34,P,P,1,0
2,7,25,N,N,0,1
2,7,1,P,N,1,0
2,8,0,P,P,1,0
2,8,35,P,P,1,0
2,8,24,N,N,0,1
2,8,30,N,N,0,1
2,9,23,P,P,1,0
2,9,9,P,P,1,0
2,9,21,N,N,0,1
2,9,29,N,N,0,1
3,0,37,P,P,1,0
3,0,33,P,P,1,0
3,0,9,P,P,1,0
3,0,20,N,N,0,1
3,1,10,P,P,1,0
3,1,11,P,P,1,0
3,1,38,P,P,1,0
3,1,21,N,N,0,1
3,2,0,P,P,1,0
3,2,14,P,P,1,0
3,2,39,P,P,1,0
3,2,28,N,N,0,1
3,3,12,P,P,1,0
3,3,8,P,P,1,0
3,3,35,P,P,1,0
3,3,27,N,N,0,1
3,4,19,P,P,1,0
3,4,34,P,P,1,0
3,4,32,P,P,1,0
3,4,26,N,N,0,1
3,5,5,P,P,1,0
3,5,4,P,P,1,0
3,5,36,P,P,1,0
3,5,1,P,N,1,0
3,6,13,P,P,1,0
3,6,6,P,P,1,0
3,6,17,N,N,0,1
3,6,24,N,N,0,1
3,7,23,P,P,1,0
3,7,7,P,P,1,0
3,7,22,P,N,1,0
3,7,29,N,N,0,1
3,8,3,P,P,1,0
3,8,15,P,P,1,0
3,8,31,N,N,0,1
3,8,25,N,N,0,1
3,9,16,N,P,0,1
3,9,2,P,P,1,0
3,9,30,N,N,0,1
3,9,18,N,N,0,1
4,0,6,P,P,1,0
4,0,36,P,P,1,0
4,0,32,P,P,1,0
4,0,27,N,N,0,1
4,1,15,P,P,1,0
4,1,39,P,P,1,0
4,1,5,P,P,1,0
4,1,26,N,N,0,1
4,2,4,P,P,1,0
4,2,34,P,P,1,0
4,2,16,N,P,0,1
4,2,25,N,N,0,1
4,3,0,P,P,1,0
4,3,7,P,P,1,0
4,3,13,P,P,1,0
4,3,31,N,N,0,1
4,4,11,P,P,1,0
4,4,23,P,P,1,0
4,4,35,P,P,1,0
4,4,20,N,N,0,1
4,5,37,P,P,1,0
4,5,10,P,P,1,0
4,5,19,P,P,1,0
4,5,28,N,N,0,1
4,6,3,P,P,1,0
4,6,2,P,P,1,0
4,6,21,N,N,0,1
4,6,29,N,N,0,1
4,7,9,P,P,1,0
4,7,8,P,P,1,0
4,7,24,N,N,0,1
4,7,30,N,N,0,1
4,8,14,P,P,1,0
4,8,38,P,P,1,0
4,8,22,P,N,1,0
4,8,17,N,N,0,1
4,9,12,P,P,1,0
4,9,33,P,P,1,0
4,9,1,P,N,1,0
4,9,18,N,N,0,1
5,0,25,N,N,0,1
5,0,30,N,N,0,1
5,0,34,P,P,1,0
5,0,11,P,P,1,0
5,1,21,N,N,0,1
5,1,18,N,N,0,1
5,1,14,P,P,1,0
5,1,23,P,P,1,0
5,2,24,N,N,0,1
5,2,20,N,N,0,1
5,2,9,P,P,1,0
5,2,38,P,P,1,0
5,3,29,N,N,0,1
5,3,17,N,N,0,1
5,3,33,P,P,1,0
5,3,35,P,P,1,0
5,4,22,P,N,1,0
5,4,7,P,P,1,0
5,4,15,P,P,1,0
5,4,37,P,P,1,0
5,5,26,N,N,0,1
5,5,36,P,P,1,0
5,5,8,P,P,1,0
5,5,19,P,P,1,0
5,6,1,P,N,1,0
5,6,4,P,P,1,0
5,6,39,P,P,1,0
5,6,3,P,P,1,0
5,7,31,N,N,0,1
5,7,16,N,P,0,1
5,7,12,P,P,1,0
5,7,13,P,P,1,0
5,8,27,N,N,0,1
5,8,2,P,P,1,0
5,8,5,P,P,1,0
5,8,0,P,P,1,0
5,9,28,N,N,0,1
5,9,10,P,P,1,0
5,9,6,P,P,1,0
5,9,32,P,P,1,0
6,0,32,P,P,1,0
6,0,35,P,P,1,0
6,0,19,P,P,1,0
6,0,29,N,N,0,1
6,1,2,P,P,1,0
6,1,16,N,P,0,1
6,1,0,P,P,1,0
6,1,30,N,N,0,1
6,2,39,P,P,1,0
6,2,34,P,P,1,0
6,2,12,P,P,1,0
6,2,27,N,N,0,1
6,3,38,P,P,1,0
6,3,14,P,P,1,0
6,3,15,P,P,1,0
6,3,1,P,N,1,0
6,4,11,P,P,1,0
6,4,37,P,P,1,0
6,4,23,P,P,1,0
6,4,17,N,N,0,1
6,5,13,P,P,1,0
6,5,8,P,P,1,0
6,5,4,P,P,1,0
6,5,18,N,N,0,1
6,6,7,P,P,1,0
6,6,9,P,P,1,0
6,6,21,N,N,0,1
6,6,25,N,N,0,1
6,7,3,P,P,1,0
6,7,6,P,P,1,0
6,7,22,P,N,1,0
6,7,31,N,N,0,1
6,8,5,P,P,1,0
6,8,33,P,P,1,0
6,8,28,N,N,0,1
6,8,26,N,N,0,1
6,9,10,P,P,1,0
6,9,36,P,P,1,0
6,9,20,N,N,0,1
6,9,24,N,N,0,1
7,0,4,P,P,1,0
7,0,13,P,P,1,0
7,0,7,P,P,1,0
7,0,26,N,N,0,1
7,1,15,P,P,1,0
7,1,6,P,P,1,0
7,1,16,N,P,0,1
7,1,28,N,N,0,1
7,2,23,P,P,1,0
7,2,34,P,P,1,0
7,2,3,P,P,1,0
7,2,29,N,N,0,1
7,3,33,P,P,1,0
7,3,9,P,P,1,0
7,3,14,P,P,1,0
7,3,18,N,N,0,1
7,4,35,P,P,1,0
7,4,19,N,P,0,1
7,4,12,P,P,1,0
7,4,30,N,N,0,1
7,5,32,P,P,1,0
7,5,11,P,P,1,0
7,5,0,P,P,1,0
7,5,1,P,N,1,0
7,6,36,P,P,1,0
7,6,38,P,P,1,0
7,6,25,N,N,0,1
7,6,22,P,N,1,0
7,7,2,P,P,1,0
7,7,10,P,P,1,0
7,7,31,N,N,0,1
7,7,17,N,N,0,1
7,8,37,P,P,1,0
7,8,5,P,P,1,0
7,8,21,N,N,0,1
7,8,27,N,N,0,1
7,9,39,P,P,1,0
7,9,8,P,P,1,0
7,9,20,N,N,0,1
7,9,24,N,N,0,1
8,0,15,P,P,1,0
8,0,13,P,P,1,0
8,0,38,P,P,1,0
8,0,20,N,N,0,1
8,1,32,P,P,1,0
8,1,12,P,P,1,0
8,1,33,P,P,1,0
8,1,22,P,N,1,0
8,2,14,P,P,1,0
8,2,35,P,P,1,0
8,2,7,P,P,1,0
8,2,27,N,N,0,1
8,3,4,P,P,1,0
8,3,34,P,P,1,0
8,3,8,P,P,1,0
8,3,31,N,N,0,1
8,4,39,P,P,1,0
8,4,0,P,P,1,0
8,4,10,P,P,1,0
8,4,26,N,N,0,1
8,5,2,P,P,1,0
8,5,36,P,P,1,0
8,5,23,P,P,1,0
8,5,30,N,N,0,1
8,6,9,P,P,1,0
8,6,16,N,P,0,1
8,6,21,N,N,0,1
8,6,29,N,N,0,1
8,7,19,P,P,1,0
8,7,3,P,P,1,0
8,7,25,N,N,0,1
8,7,28,N,N,0,1
8,8,11,P,P,1,0
8,8,37,P,P,1,0
8,8,17,N,N,0,1
8,8,18,N,N,0,1
8,9,5,P,P,1,0
8,9,6,P,P,1,0
8,9,1,P,N,1,0
8,9,24,N,N,0,1
9,0,19,P,P,1,0
9,0,0,P,P,1,0
9,0,39,P,P,1,0
9,0,20,N,N,0,1
9,1,16,N,P,0,1
9,1,35,P,P,1,0
9,1,9,P,P,1,0
9,1,25,N,N,0,1
9,2,4,P,P,1,0
9,2,8,P,P,1,0
9,2,10,P,P,1,0
9,2,28,N,N,0,1
9,3,32,P,P,1,0
9,3,36,P,P,1,0
9,3,3,P,P,1,0
9,3,17,N,N,0,1
9,4,2,P,P,1,0
9,4,12,P,P,1,0
9,4,37,P,P,1,0
9,4,31,N,N,0,1
9,5,14,P,P,1,0
9,5,6,P,P,1,0
9,5,5,P,P,1,0
9,5,29,N,N,0,1
9,6,15,P,P,1,0
9,6,7,P,P,1,0
9,6,21,N,N,0,1
9,6,24,N,N,0,1
9,7,13,P,P,1,0
9,7,23,P,P,1,0
9,7,30,N,N,0,1
9,7,1,P,N,1,0
9,8,33,P,P,1,0
9,8,34,P,P,1,0
9,8,26,N,N,0,1
9,8,27,N,N,0,1
9,9,38,P,P,1,0
9,9,11,P,P,1,0
9,9,18,P,N,1,0
9,9,22,P,N,1,0