Information on the East Asian - Sino-Tibetan - Chinese (Han) Metapopulation

The Chinese (Han) Metapopulation (East Asian - Sino-Tibetan - Chinese (Han)) consists of 98,868 haplotypes (at least minimal) which were published in 79 population studies and were additionally submitted via personal communication (28 submissions) .

Most common haplotypes

Count DYS19 DYS389I DYS389II DYS390 DYS391 DYS392 DYS393 DYS385
1009 15 12 29 23 11 14 13 13,13
708 15 12 29 23 10 14 13 13,13
678 15 12 28 23 10 14 13 13,13
671 14 12 28 23 10 14 12 13,19
649 15 12 28 23 11 14 13 13,13
471 15 12 28 23 10 12 12 12,16
403 14 12 28 24 10 14 12 13,19
385 16 12 28 25 10 13 12 12,19
376 15 12 28 23 10 12 12 12,17
375 14 12 28 24 10 14 12 13,18
Count DYS391 DYS389I DYS439 DYS389II DYS438 DYS437 DYS19 DYS392 DYS393 DYS390 DYS385
733 11 12 11 29 10 14 15 14 13 23 13,13
476 11 12 11 28 10 14 15 14 13 23 13,13
474 10 12 11 29 10 14 15 14 13 23 13,13
451 10 12 11 28 10 14 15 14 13 23 13,13
424 10 12 11 28 11 14 14 14 12 23 13,19
238 10 12 12 28 10 14 16 13 12 25 12,19
205 10 13 11 29 10 14 14 15 13 23 12,13
200 10 12 11 29 10 14 15 14 13 23 13,14
187 11 12 11 29 10 14 15 14 13 23 13,14
181 10 12 12 28 10 15 15 12 12 23 12,16
Count DYS456 DYS389I DYS390 DYS389II DYS458 DYS19 DYS385 DYS393 DYS391 DYS439 DYS635 DYS392 YGATAH4 DYS437 DYS438 DYS448
230 17 12 23 29 15 15 13,13 13 11 11 19 14 12 14 10 18
203 15 12 23 28 17 14 13,19 12 10 11 20 14 12 14 11 20
155 17 12 23 28 15 15 13,13 13 11 11 19 14 12 14 10 18
99 17 12 23 29 15 15 13,13 13 10 11 19 14 12 14 10 18
73 16 12 23 29 15 15 13,13 13 11 11 19 14 12 14 10 18
69 15 12 24 28 18 14 15,19 12 11 12 20 14 12 15 11 20
67 17 12 23 28 15 15 13,13 13 10 11 19 14 12 14 10 18
65 14 12 25 28 17 16 12,19 12 10 12 20 13 12 14 10 19
65 15 13 23 29 16 14 12,13 13 10 11 21 15 12 14 10 19
58 16 12 23 28 15 15 13,13 13 11 11 19 14 12 14 10 18
Count DYS576 DYS389I DYS448 DYS389II DYS19 DYS391 DYS481 DYS549 DYS533 DYS438 DYS437 DYS570 DYS635 DYS390 DYS439 DYS392 DYS643 DYS393 DYS458 DYS385 DYS456 YGATAH4
18 18 14 21 30 15 10 25 14 13 10 14 17 21 24 11 11 8 16 15 11,19 15 11
16 19 14 19 32 15 10 23 13 12 11 14 19 24 23 11 14 10 13 15 11,12 16 12
14 15 14 21 29 15 10 24 11 11 10 14 15 21 23 12 11 9 14 18 11,19 15 11
14 18 12 18 29 15 11 25 12 11 10 14 18 19 23 11 14 11 13 15 13,13 17 12
14 18 12 20 29 14 10 23 13 11 11 14 19 20 23 11 14 11 12 17 13,19 15 12
13 19 14 21 30 15 9 24 11 12 10 14 19 22 23 11 13 11 14 16 13,17 16 14
11 16 14 21 31 15 10 23 12 10 10 15 18 21 24 12 13 11 12 17 14,19 13 11
11 18 12 20 29 16 10 23 10 12 11 15 18 20 24 12 14 11 12 18 14,19 15 11
11 18 14 21 30 15 10 25 13 13 10 14 17 21 24 11 11 8 16 15 11,19 15 11
11 19 13 21 29 16 10 25 12 12 10 14 16 20 24 10 11 9 14 16 12,19 15 12
Count DYS576 DYS389I DYS635 DYS389II DYS627 DYS460 DYS458 DYS19 YGATAH4 DYS448 DYS391 DYS456 DYS390 DYS438 DYS392 DYS518 DYS570 DYS437 DYS385 DYS449 DYS393 DYS439 DYS481 DYF387S1 DYS533
38 17 12 20 28 20 9 18 14 12 20 11 15 24 11 14 39 17 15 15,19 32 12 12 23 35,39 11
25 16 12 21 30 21 11 14 15 12 18 10 16 23 10 14 37 18 14 14,14 30 13 12 24 39,39 12
16 19 12 19 28 21 10 18 15 11 19 10 16 23 10 12 40 16 14 12,16 33 12 12 21 35,39 11
14 15 14 21 29 23 10 18 15 11 21 10 15 23 10 11 35 15 14 11,19 29 14 12 24 36,37 11
14 17 12 21 28 21 11 15 15 12 18 10 15 23 10 14 38 19 14 13,14 31 13 12 27 37,39 12
13 17 12 22 27 19 9 16 14 12 20 10 15 24 11 14 35 18 15 13,19 32 12 13 23 36,38 11
13 18 14 21 30 19 11 15 15 11 21 10 15 24 10 11 38 17 14 11,19 33 16 11 25 35,38 13
11 20 13 21 31 20 9 18 15 11 19 10 14 23 10 13 34 16 14 12,19 29 12 11 23 37,37 11
9 18 12 23 30 21 10 18 17 12 20 10 15 23 10 13 39 22 15 13,21 35 12 8 22 36,37 11
9 18 14 21 30 19 11 15 15 11 21 10 15 24 10 11 38 17 14 11,19 33 16 11 25 35,38 12
Count DYS19 DYS389I DYS389II DYS390 DYS391 DYS392 DYS393 DYS385 DYS439 DYS438 DYS437 DYS456 DYS458 DYS635 YGATAH4 DYS448 DYS576 DYS481 DYS549 DYS533 DYS570 DYS643 DYS627 DYS460 DYS518 DYS449 DYF387S1
14 15 14 29 23 10 11 14 11,19 12 10 14 15 18 21 11 21 15 24 11 11 15 9 23 10 35 29 36,37
9 15 14 30 24 10 11 16 11,19 11 10 14 15 15 21 11 21 18 25 14 13 17 8 19 11 38 33 35,38
7 15 13 29 23 10 11 14 11,16 11 10 14 16 18 21 11 21 18 25 12 13 16 9 19 11 38 29 38,38
6 15 13 29 25 10 11 13 12,12 11 10 14 15 19 21 11 22 17 26 12 12 16 10 19 10 40 28 39,41
6 16 13 29 24 10 11 14 12,19 10 10 14 15 16 20 12 21 19 25 12 12 16 9 22 10 38 33 36,38
6 16 14 31 23 10 11 15 11,11 11 10 14 15 15 21 11 21 18 27 12 12 16 8 22 11 39 30 36,36
5 14 12 27 23 11 14 12 13,18 13 11 15 16 19 20 11 20 18 25 12 12 18 10 19 9 36 33 34,40
5 14 12 28 25 10 13 12 14,18 12 10 14 14 18 22 12 20 18 24 13 11 17 10 21 10 41 28 36,39
5 14 13 29 24 10 14 12 13,14 12 11 15 15 19 21 11 20 21 24 14 11 19 10 19 10 35 31 35,38
5 14 14 30 23 11 14 13 11,12 11 11 14 16 14 22 12 19 18 22 12 12 18 10 21 12 37 29 36,36

Discrete-Laplace frequency estimation (Minimal)

Release
R67
Loci included
DYS19, DYS389I, DYS389II*, DYS390, DYS391, DYS392, DYS393
Central haplotypes
175
EM converged
true
EM iterations
174
GLM method
internal_coef
Init method
clara
Threshold frequency
1 in 1,215,327
Per locus details
DL centers distribution (download PDF)
Table of haplotype centers (click to show/hide)
DYS19 DYS389I DYS389II* DYS390 DYS391 DYS392 DYS393
1 15 12 18 24 10 12 12
2 13 12 16 25 10 13 13
3 13 14 16 24 9 14 14
4 14 13 16 22 10 14 13
5 14 12 15 24 10 14 13
6 14 12 16 24 10 15 12
7 14 12 16 24 10 14 12
8 14 12 16 24 10 14 13
9 14 12 17 24 10 14 12
10 14 13 16 24 10 11 12
11 14 13 16 24 10 14 12
12 14 14 15 25 10 13 12
13 14 13 16 23 11 14 13
14 15 12 16 24 10 13 14
15 15 12 16 23 10 14 13
16 15 12 16 23 10 12 12
17 15 12 17 22 10 11 14
18 15 12 17 23 10 12 12
19 15 12 17 23 10 14 13
20 15 12 17 23 11 14 13
21 15 13 16 24 10 13 14
22 15 14 16 24 11 14 13
23 15 13 17 24 10 13 13
24 15 13 18 24 10 11 13
25 15 13 16 23 10 11 14
26 15 13 16 23 10 14 13
27 15 14 16 24 11 13 14
28 17 12 16 24 11 13 12
29 16 12 17 23 11 13 14
30 16 12 16 24 10 13 12
31 16 13 16 25 10 13 12
32 15 13 16 22 10 13 12
33 17 13 15 25 10 13 12
34 17 12 17 24 10 13 12
35 16 13 16 24 11 13 14
36 14 12 15 23 10 14 12
37 14 12 16 23 10 14 12
38 15 12 17 25 11 13 12
39 14 14 15 23 10 15 13
40 14 14 16 23 10 14 13
41 14 14 16 25 11 13 12
42 14 14 17 23 10 14 13
43 14 14 17 23 10 15 14
44 15 13 17 22 10 13 12
45 15 12 16 23 11 14 13
46 15 12 16 24 10 13 12
47 15 12 18 23 10 12 12
48 15 12 18 23 10 14 13
49 15 14 15 23 10 11 14
50 16 12 16 23 10 14 13
51 16 12 16 25 10 13 12
52 16 12 16 23 11 14 13
53 16 13 15 22 10 14 12
54 16 13 16 24 10 11 14
55 16 14 16 24 10 14 12
56 16 13 18 23 10 13 12
57 17 13 15 25 11 13 14
58 14 12 15 24 10 14 12
59 14 12 15 25 10 14 12
60 14 14 15 22 10 14 14
61 15 12 16 23 10 13 13
62 15 12 16 25 10 10 12
63 15 12 16 24 10 14 12
64 15 12 15 22 10 13 12
65 14 13 15 24 10 14 12
66 15 13 17 23 11 14 12
67 15 13 17 23 10 11 15
68 15 13 16 25 11 13 14
69 15 14 16 23 10 13 14
70 15 14 18 24 10 13 12
71 15 14 17 24 10 11 13
72 16 13 16 23 10 11 14
73 16 13 16 23 10 11 15
74 16 13 17 25 10 13 14
75 16 12 18 25 10 13 12
76 12 14 16 25 11 13 13
77 14 12 16 24 11 12 12
78 14 13 17 22 10 14 14
79 13 14 17 25 6 14 14
80 15 12 15 24 10 15 12
81 14 12 16 22 10 14 11
82 15 12 17 25 10 13 15
83 14 13 15 21 10 15 13
84 14 13 15 26 11 13 12
85 16 12 15 23 10 12 13
86 15 12 15 24 10 12 13
87 15 12 16 25 10 13 12
88 15 12 16 21 10 11 12
89 15 12 16 21 11 14 14
90 15 12 16 23 10 13 12
91 15 13 16 24 12 13 13
92 15 12 17 23 10 13 13
93 15 12 17 23 11 12 12
94 15 12 17 24 10 12 12
95 15 12 17 24 11 14 13
96 15 13 16 23 10 11 15
97 15 13 15 24 10 13 14
98 15 13 15 24 11 14 12
99 15 12 16 25 11 13 12
100 15 13 16 24 10 13 12
101 15 13 16 24 10 14 12
102 15 13 17 24 10 13 14
103 16 13 17 25 10 11 13
104 15 13 18 25 11 11 13
105 15 14 16 24 10 13 14
106 13 14 15 24 9 15 13
107 15 14 16 24 11 11 14
108 16 14 17 24 11 13 13
109 15 14 17 22 10 14 14
110 16 12 16 23 10 14 12
111 16 12 15 24 12 13 13
112 16 12 15 25 10 13 12
113 16 12 16 23 10 13 12
114 16 12 16 25 9 13 12
115 15 12 17 25 9 13 12
116 16 12 17 26 11 13 12
117 16 13 15 24 10 13 12
118 15 13 15 25 10 14 12
119 16 13 19 23 10 12 14
120 16 14 16 24 10 13 14
121 17 12 16 25 10 14 13
122 17 13 16 23 10 11 14
123 17 12 19 25 10 13 12
124 17 14 16 23 10 11 14
125 14 14 16 26 9 13 14
126 14 14 16 23 11 16 13
127 16 14 15 23 10 12 13
128 16 12 17 23 10 12 14
129 15 13 17 23 10 15 14
130 14 13 18 25 10 13 14
131 15 12 16 27 10 13 13
132 14 12 18 24 10 11 13
133 14 13 16 23 10 15 13
134 16 11 15 24 10 13 13
135 16 12 15 23 10 11 14
136 15 13 16 23 11 10 12
137 14 14 17 23 11 11 14
138 15 12 16 25 10 14 12
139 15 15 16 22 10 13 13
140 14 12 17 22 10 14 13
141 15 13 15 23 10 13 13
142 16 13 17 23 11 13 15
143 15 14 17 23 10 11 14
144 15 15 16 24 10 11 14
145 17 13 15 24 11 13 12
146 17 13 18 24 11 13 13
147 15 14 16 25 10 7 13
148 12 14 13 22 10 13 12
149 15 12 17 24 10 12 14
150 16 13 15 25 10 13 13
151 16 14 17 24 9 11 13
152 14 12 18 23 10 10 12
153 13 14 16 24 6 14 14
154 15 14 15 20 10 14 13
155 16 13 18 24 11 11 13
156 16 12 18 24 11 13 12
157 15 12 16 24 10 15 13
158 15 13 17 25 10 11 14
159 17 12 18 23 10 13 12
160 17 13 13 25 10 13 12
161 19 12 18 23 10 14 13
162 13 13 17 25 10 16 12
163 16 13 17 22 11 11 15
164 16 14 17 23 10 11 15
165 14 12 18 23 11 12 12
166 16 12 12 24 10 13 12
167 14 13 16 24 9 10 14
168 14 14 16 25 10 11 14
169 16 12 15 24 10 13 8
170 14 12 15 27 9 14 12
171 17 13 15 25 11 14 12
172 16 12 16 28 10 13 11
173 14 14 16 19 11 13 13
174 14 13 17 23 11 13 10
175 15 13 16 21 9 11 13

Discrete-Laplace frequency estimation (Y17)

Release
R67
Loci included
DYS19, DYS389I, DYS389II*, DYS390, DYS391, DYS392, DYS393, DYS437, DYS438, DYS439, DYS448, DYS456, DYS458, DYS635, YGATAH4
Central haplotypes
175
EM converged
true
EM iterations
205
GLM method
internal_coef
Init method
clara
Threshold frequency
1 in 272,317,509
Per locus details
DL centers distribution (download PDF)
Table of haplotype centers (click to show/hide)
DYS19 DYS389I DYS389II* DYS390 DYS391 DYS392 DYS393 DYS437 DYS438 DYS439 DYS448 DYS456 DYS458 DYS635 YGATAH4
1 16 13 16 23 10 11 15 14 10 12 21 15 17 21 11
2 15 12 15 23 10 12 13 15 10 12 19 15 19 20 11
3 14 13 15 24 10 14 13 15 11 12 20 15 18 21 12
4 13 14 16 24 9 14 14 14 12 11 19 16 17 22 10
5 14 13 16 24 11 13 12 15 12 12 19 16 17 23 12
6 15 12 16 24 11 13 12 14 10 13 20 14 18 22 11
7 15 13 16 24 10 13 14 14 10 12 18 15 17 21 11
8 14 13 16 23 10 11 12 15 9 12 21 15 16 21 11
9 15 12 17 23 11 12 12 15 10 13 19 16 18 20 12
10 15 12 16 21 10 11 12 14 10 11 20 15 18 24 11
11 16 12 16 23 10 13 12 14 10 12 19 15 17 21 11
12 15 12 16 23 11 14 13 14 10 11 18 17 15 19 12
13 14 12 16 23 10 14 12 14 11 11 20 15 17 20 12
14 14 14 16 23 10 14 13 14 10 10 18 14 17 20 11
15 15 12 16 24 10 10 12 14 10 11 19 15 20 20 11
16 14 13 16 23 10 15 13 14 10 11 19 15 16 21 12
17 15 12 16 22 11 13 12 15 10 12 19 14 19 22 11
18 15 12 16 24 10 13 12 15 10 11 20 15 17 21 12
19 14 13 17 23 11 14 13 14 11 11 19 15 15 24 12
20 16 12 16 25 10 13 12 14 10 11 20 14 18 22 12
21 14 12 16 23 10 14 12 15 11 12 20 16 17 20 12
22 17 12 16 25 10 13 13 14 10 12 19 14 19 22 12
23 15 12 17 23 10 14 13 14 10 11 18 16 15 20 11
24 16 12 16 25 10 13 12 15 11 12 20 13 16 23 11
25 14 12 16 24 10 14 12 15 11 12 20 15 18 20 12
26 15 12 17 23 10 14 13 14 10 12 18 15 15 21 12
27 16 12 16 25 10 13 12 14 10 12 19 14 17 21 12
28 16 13 16 23 10 11 14 14 10 11 21 15 16 21 11
29 15 13 16 23 10 13 14 14 11 12 18 16 16 21 12
30 15 12 17 23 11 14 13 14 10 11 18 17 15 19 12
31 15 12 18 23 10 12 12 15 10 11 19 15 18 19 12
32 14 13 16 25 11 13 12 15 11 12 20 16 17 21 11
33 13 13 16 23 10 11 14 14 10 12 20 16 18 23 11
34 13 12 18 23 10 12 12 14 10 12 19 15 17 19 12
35 15 13 17 24 10 13 14 14 10 12 18 15 19 22 11
36 15 14 16 24 10 13 14 14 10 11 18 15 15 21 12
37 15 12 17 25 10 13 13 14 10 11 19 14 18 21 12
38 15 12 17 24 10 12 12 15 10 12 19 15 18 21 12
39 15 12 16 24 10 14 12 16 11 12 20 15 17 21 13
40 14 14 16 23 10 14 13 14 10 11 19 16 15 23 12
41 16 13 15 22 10 14 12 15 10 11 19 16 17 20 12
42 16 14 17 24 10 13 12 15 10 12 21 14 17 22 11
43 15 12 16 23 10 14 13 14 10 12 19 15 16 21 12
44 14 14 17 23 10 14 13 14 11 11 19 16 15 22 12
45 17 12 16 24 10 13 14 14 10 12 20 13 20 23 12
46 15 13 16 22 10 13 12 15 10 12 19 16 17 21 12
47 15 12 17 24 10 13 12 15 9 10 19 15 15 21 13
48 15 12 16 23 10 12 12 15 10 12 19 15 18 19 12
49 15 13 16 24 10 13 13 15 10 12 19 15 18 22 11
50 15 13 17 24 10 13 12 15 10 12 21 13 18 21 12
51 15 12 16 23 10 12 12 15 10 11 19 15 19 19 12
52 16 14 15 23 10 11 14 14 10 12 21 15 17 21 11
53 15 12 15 22 10 13 12 15 10 13 19 15 18 21 11
54 16 14 15 23 10 13 13 14 13 12 18 15 17 21 11
55 16 13 18 24 11 13 13 15 10 11 19 15 18 21 12
56 15 13 17 24 10 11 13 14 10 11 21 15 18 21 11
57 15 14 16 24 11 13 14 14 10 13 17 17 16 21 12
58 14 12 17 24 10 14 12 15 11 13 20 15 20 20 11
59 15 12 16 24 10 12 12 15 10 12 19 15 16 20 12
60 14 13 17 24 10 11 13 14 11 12 19 15 17 21 11
61 14 12 16 25 10 13 12 15 10 12 20 15 19 23 12
62 14 12 16 24 10 14 12 15 11 13 20 15 17 20 12
63 14 13 16 23 10 14 13 14 10 12 18 15 16 20 12
64 17 13 15 23 10 14 12 14 10 12 20 15 17 21 11
65 15 13 17 23 10 13 12 14 10 11 19 15 18 21 11
66 15 14 16 23 10 11 15 14 10 11 21 15 15 21 11
67 13 13 15 23 10 12 13 15 10 13 19 15 16 21 12
68 17 13 17 24 10 13 12 14 10 12 20 15 17 23 11
69 15 14 16 24 11 13 14 14 10 12 18 14 18 22 10
70 13 12 16 25 10 13 13 15 10 12 19 14 18 22 12
71 15 12 15 24 10 14 12 15 11 12 20 15 19 20 12
72 15 12 16 23 10 12 12 15 10 12 20 14 20 21 11
73 13 14 16 24 6 14 14 14 12 11 19 17 16 22 10
74 15 13 16 23 10 11 15 14 10 11 21 15 16 21 11
75 15 13 16 25 10 13 12 15 10 11 19 14 17 24 13
76 13 12 18 24 10 12 12 15 10 11 19 14 20 20 12
77 16 13 16 25 11 13 13 14 10 12 18 15 17 22 11
78 16 12 15 25 10 15 12 13 10 12 19 15 19 22 12
79 15 13 16 24 10 13 13 15 10 12 20 15 16 20 11
80 15 13 16 23 11 13 14 14 10 11 18 15 18 24 10
81 15 13 16 23 11 13 12 15 10 11 20 16 17 24 11
82 14 12 16 23 10 12 12 15 10 12 19 16 19 20 12
83 15 13 17 26 10 13 12 15 10 11 19 13 17 22 12
84 15 12 16 23 11 14 13 14 10 12 18 16 14 21 12
85 17 12 17 24 10 13 12 15 10 11 20 15 17 23 12
86 16 13 16 25 10 13 12 14 10 12 19 14 18 22 11
87 17 12 17 23 10 13 12 14 10 12 19 15 18 21 12
88 17 10 16 24 10 13 12 15 10 12 21 14 17 21 12
89 15 12 16 25 10 13 12 15 10 12 20 14 17 21 12
90 14 14 17 22 10 14 14 14 10 12 20 15 14 21 12
91 16 14 17 25 10 12 12 15 10 12 21 13 17 21 12
92 15 13 15 23 9 14 13 14 10 11 20 17 16 22 11
93 15 12 15 23 10 12 10 14 10 12 18 14 18 21 12
94 15 12 17 23 10 12 14 14 10 12 17 16 14 21 12
95 17 12 16 24 11 12 12 14 11 11 19 15 17 22 12
96 16 12 16 24 10 13 12 14 11 12 20 14 20 26 12
97 14 12 18 24 10 11 13 15 11 11 19 14 16 19 12
98 14 13 18 24 10 14 13 15 10 10 18 14 18 20 11
99 16 12 17 25 10 13 12 15 10 13 19 15 16 21 13
100 15 13 15 23 11 12 13 14 10 11 19 16 17 21 12
101 16 12 15 21 11 13 12 13 10 11 20 14 16 21 12
102 16 13 16 23 10 11 14 14 10 10 20 15 16 20 12
103 16 13 17 25 11 13 12 14 11 11 21 14 19 23 12
104 15 14 17 25 11 11 13 14 10 12 21 15 16 22 12
105 14 13 15 24 11 15 13 14 10 12 19 15 16 21 12
106 16 13 17 24 11 13 14 14 10 12 18 15 17 23 11
107 16 13 17 23 10 13 12 15 10 12 19 15 19 21 12
108 14 14 16 23 11 16 14 14 11 10 19 14 17 22 12
109 14 14 16 24 9 13 12 15 10 11 22 15 20 21 12
110 14 13 16 24 10 11 12 14 10 10 17 15 18 21 11
111 15 13 17 25 11 13 14 15 11 12 18 15 18 23 11
112 14 13 17 25 10 14 12 15 12 11 19 15 19 22 12
113 15 12 17 23 10 12 12 15 11 12 20 15 19 23 12
114 16 12 16 22 11 13 12 14 10 9 19 16 18 22 12
115 15 12 18 23 10 12 12 15 10 13 18 15 21 19 12
116 17 12 18 23 10 12 12 16 10 12 19 15 20 19 12
117 14 12 17 24 10 14 13 14 10 10 21 15 16 22 12
118 15 12 17 24 10 14 13 15 9 12 19 15 16 21 12
119 16 13 16 25 10 13 12 15 10 11 19 16 18 21 11
120 15 12 17 24 10 13 14 14 10 11 18 15 17 23 10
121 17 12 17 26 11 13 12 15 10 11 20 16 19 20 11
122 13 13 17 22 10 14 14 14 10 10 19 16 14 21 11
123 14 13 16 23 10 14 13 15 10 12 18 15 15 20 12
124 13 13 15 23 11 12 12 14 10 11 18 15 19 19 11
125 16 13 17 24 9 11 13 14 10 11 20 15 18 22 10
126 16 13 17 23 10 11 15 14 10 11 21 15 17 23 11
127 13 14 16 23 10 15 13 14 11 12 19 15 17 22 10
128 13 13 16 24 6 16 14 14 12 11 18 17 15 22 10
129 15 12 17 24 10 8 13 15 9 12 20 15 16 21 11
130 15 13 17 25 11 13 13 14 10 10 19 16 16 21 11
131 16 13 18 24 10 11 13 15 11 10 20 16 16 23 13
132 14 14 16 21 10 14 13 14 10 10 21 15 17 21 12
133 15 14 16 22 10 13 13 14 13 12 18 15 18 20 12
134 16 14 17 22 10 13 12 15 10 12 18 16 19 21 12
135 17 14 16 23 10 11 14 14 10 13 22 16 18 21 11
136 15 12 16 23 10 12 12 16 10 11 18 16 19 23 11
137 15 14 17 24 10 11 14 14 11 11 18 16 16 20 10
138 12 14 16 25 11 13 13 14 10 11 20 15 18 20 11
139 16 12 16 23 10 14 12 14 10 12 19 16 16 20 13
140 16 12 15 23 10 11 14 15 10 12 23 16 17 21 11
141 16 12 16 23 10 14 13 14 10 11 15 17 19 21 12
142 16 12 12 24 10 13 12 15 10 12 19 15 17 22 11
143 15 13 15 26 10 14 13 15 10 11 19 17 19 21 11
144 16 13 17 25 11 11 13 14 11 10 20 16 15 23 12
145 14 13 16 23 10 14 13 14 10 10 18 15 16 25 12
146 15 13 16 22 10 12 12 14 9 11 19 18 17 21 12
147 15 14 16 25 10 7 13 14 11 13 19 15 17 21 11
148 16 14 16 24 10 13 13 14 11 11 19 15 16 23 12
149 16 13 16 20 10 11 15 14 10 10 20 15 16 22 11
150 15 12 17 23 10 12 12 15 8 12 17 15 17 19 11
151 14 14 17 24 10 11 13 15 11 12 19 15 16 19 12
152 14 12 16 22 10 14 11 15 11 12 19 16 15 24 12
153 15 12 19 24 11 14 12 13 10 13 20 13 16 21 12
154 15 14 16 23 10 10 14 14 11 11 19 15 17 25 12
155 15 14 17 23 10 11 15 14 10 12 20 16 16 20 11
156 15 12 17 22 10 11 14 16 10 11 20 15 17 21 12
157 14 14 16 25 10 13 12 15 10 12 20 15 17 21 11
158 14 13 16 24 10 13 12 15 12 12 19 15 16 23 12
159 14 14 15 24 11 13 12 16 10 12 20 14 16 21 11
160 15 14 16 25 11 13 12 15 10 11 20 15 17 20 12
161 15 13 12 22 12 12 12 15 12 12 18 15 17 19 10
162 14 13 17 25 11 14 12 15 12 13 18 15 16 23 13
163 14 14 16 19 11 13 13 15 10 13 19 15 17 24 11
164 15 12 16 25 11 13 14 15 10 12 22 17 18 21 12
165 14 13 17 23 10 11 12 15 9 11 19 15 16 22 12
166 16 12 16 22 11 11 14 16 10 11 21 14 16 21 11
167 16 12 16 28 10 13 11 14 10 11 20 14 18 21 12
168 14 13 16 24 11 13 13 14 11 12 18 15 14 25 12
169 15 13 19 25 11 11 14 15 11 10 20 17 15 23 13
170 15 12 17 25 11 9 12 15 9 13 19 14 15 21 11
171 17 13 16 22 12 13 12 15 10 13 19 14 17 22 11
172 15 13 16 24 10 11 13 14 11 12 20 17 17 21 11
173 15 10 16 23 10 12 13 15 11 12 20 15 19 22 13
174 14 13 16 24 11 13 12 15 12 15 20 16 17 23 14
175 13 11 18 24 9 14 12 16 11 11 20 16 18 20 13

* Please note that DYS389I was substracted from DYS389II

Population studies

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