>bicoid	11
2	10	10	8
5	12	4	9
3	0	0	27
27	0	3	0
30	0	0	0
0	0	7	23
1	29	0	0
3	13	3	11
4	15	11	0
2	9	13	6
6	14	6	4
<
>hunchback	12
17	12	14	0
0	0	4	39
0	1	0	42
0	1	0	42
0	0	0	43
1	0	0	42
11	3	5	24
7	8	8	20
3	6	25	9
11	11	7	14
5	9	10	19
8	18	4	13
<
>knirps	15
5	0	7	15
11	1	8	7
11	3	12	1
9	0	13	5
18	5	4	0
18	2	0	7
11	14	1	1
4	13	7	3
2	3	8	14
14	0	9	4
17	0	10	0
13	12	1	1
10	0	10	7
7	11	5	4
19	1	5	2
<
>kruppel	9
10	3	7	0
19	1	0	0
17	2	0	1
12	6	1	1
0	0	20	0
4	0	16	0
3	2	15	0
0	0	2	18
0	2	0	18
<
>tailless	9
12	8	0	0
1	2	2	15
1	2	1	16
5	1	0	14
2	3	15	0
11	1	5	3
1	17	0	2
0	2	1	17
0	3	2	15
<
>caudal	14
0	12	4	5
12	3	5	1
6	1	8	6
4	6	1	10
0	0	1	20
1	1	1	18
2	1	0	18
0	0	1	20
5	0	0	16
8	3	0	10
8	1	11	1
6	0	12	3
4	9	3	5
4	9	0	8
<
>torRE	11 PSEUDO_COUNT 0.1
0	0	0	6
0	1	4	1
0	5	1	0
0	0	0	6
0	5	0	1
6	0	0	0
6	0	0	0
0	0	1	5
0	0	6	0
6	0	0	0
6	0	0	0
<
