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Arms Driscoll DNA Project
Haplogroup I2a > P37.2 > PF4135 Isles A
DNA
Haplogroup I2a-Isles-A is a subclade of I2a described in a Wikipedia Article. Persons in this Haplogroup are advised to join the Y-Haplogroup I2a Project. The subclades are as defined by Nordtvedt and the defining markers are on the page: Y-Haplogroup I2a Project - Results. A study of the genesis and spread of Halopgroup I and its subclades is on this page: Nordtvedt's Haplogroup I Tree and Conjectured Spread Map. . The recently discovered SNP PF4135 is the terminal SNP of the clade. To date two Driscoll have tested positive; they are tagged in the Network diagram below.

Haplotype Table

A modal haplotype is the set of markers corresponding to the most frequently observed values for each marker. The markers highlighted are said to be off modal and patterns in these markers distinguish one branch or family from another.
FTDNA Configuration - DNA Results Comparison
ID D
Y
S
3
9
3
D
Y
S
3
9
0
D
Y
S
1
9
D
Y
S
3
9
1
D
Y
S
3
8
5
D
Y
S
4
2
6
D
Y
S
3
8
8
D
Y
S
4
3
9
D
Y
S
3
8
9
i
D
Y
S
3
9
2
D
Y
S
3
8
9
i
i
D
Y
S
4
5
8
D
Y
S
4
5
9
D
Y
S
4
5
5
D
Y
S
4
5
4
D
Y
S
4
4
7
D
Y
S
4
3
7
D
Y
S
4
4
8
D
Y
S
4
4
9
D
Y
S
4
6
4
D
Y
S
4
6
0
Y
-
G
A
T
A
-
H
4
Y
C
A
I
I
D
Y
S
4
5
6
D
Y
S
6
0
7
D
Y
S
5
7
6
D
Y
S
5
7
0
C
D
Y
D
Y
S
4
4
2
D
Y
S
4
3
8
D
Y
S
5
3
1
D
Y
S
5
7
8
D
Y
F
3
9
5
S
1
D
Y
S
5
9
0
D
Y
S
5
3
7
D
Y
S
6
4
1
D
Y
S
4
7
2
D
Y
F
4
0
6
S
1
D
Y
S
5
1
1
D
Y
S
4
2
5
D
Y
S
4
1
3
D
Y
S
5
5
7
D
Y
S
5
9
4
D
Y
S
4
3
6
D
Y
S
4
9
0
D
Y
S
5
3
4
D
Y
S
4
5
0
D
Y
S
4
4
4
D
Y
S
4
8
1
D
Y
S
5
2
0
D
Y
S
4
4
6
D
Y
S
6
1
7
D
Y
S
5
6
8
D
Y
S
4
8
7
D
Y
S
5
7
2
D
Y
S
6
4
0
D
Y
S
4
9
2
D
Y
S
5
6
5
D
Y
S
7
1
0
D
Y
S
4
8
5
D
Y
S
6
3
2
D
Y
S
4
9
5
D
Y
S
5
4
0
D
Y
S
7
1
4
D
Y
S
7
1
6
D
Y
S
7
1
7
D
Y
S
5
0
5
D
Y
S
5
5
6
D
Y
S
5
4
9
D
Y
S
5
8
9
D
Y
S
5
2
2
D
Y
S
4
9
4
D
Y
S
5
3
3
D
Y
S
6
3
6
D
Y
S
5
7
5
D
Y
S
6
3
8
D
Y
S
4
6
2
D
Y
S
4
5
2
D
Y
S
4
4
5
Y
-
G
A
T
A
-
A
1
0
D
Y
S
4
6
3
D
Y
S
4
4
1
Y
-
G
G
A
A
T
-
1
B
0
7
D
Y
S
5
2
5
D
Y
S
7
1
2
D
Y
S
5
9
3
modal 14 20 30 12-14-14-15 10 10 19-21 17 13 18 19 35-36 12 10 11 8 15-16 7 11 10 8 13 11 12 22-22 17 10 12 12 15 8 12 24 20 13 12 10 13 10 11 12 11 32 14 8 15 8 26 28 19 12 11 12 12 11 9 12 11 10 11 12 32 10 11 23 15 9 12 23 15 21 11 25 16 12 14 24 12 23 20 12 14 17 9 11 11
SMGF100_Driscoll 14 20 29 12-14-14-15 10 10 19-21 17 12 10 12 13 12 31 10 11 23 16 9 23 11
N55139_Driscoll 14 20 30 12-14-14-15 10 10 19-21 16 13 18 19 33-36 12 10
124026_Driscoll 14 20 30 12-14-14-15 10 10 19-21 17 13 18 19 35-36 12 10
17335_Driscoll 14 20 30 12-14-14-15 10 10 19-21 16 13 18 19 34-36 12 10
153482_Driscoll 14 20 30 12-14-14-15 10 10 19-21 17 13 17 19 35-36 12 10
62175_Driscoll 14 20 30 12-14-14-15 10 10 19-21 17 13 17 19 35-36 12 10
97206_Driscoll 14 20 30 12-14-14-15 10 9 19-21 17 13 18 19 35-36 13 10
134529_Driscoll 14 20 30 12-14-14-15 10 10 19-21 17 13 19 19 35-35 12 10
N4601_Driscoll 14 20 31 12-14-14-15 10 10 19-21 16 13 18 19 35-36 12 10
321690_Driscoll 14 20 30 12-14-14-15 10 10 19-21 17 13 17 19 35-36 12 10
335798_Driscoll 14 20 30 12-14-14-15 10 10 19-21 17 13 17 19 35-36 13 10
248066_Driscoll 14 20 30 12-14-14-15 10 10 19-21 16 13 18 19 34-36 12 10
N42839_Driscoll 14 20 30 12-14-14-15 10 10 19-21 17 13 18 19 35-36 12 10
129723_O_Driscoll 14 20 30 12-14-14-15 10 10 19-21 16 12 19 19 35-36 12 10
79044_Driskell 14 20 30 12-14-14-15 10 10 19-21 16 13 18 19 34-36 12 10
19560_Driskill 14 20 30 12-14-14-15 10 10 19-21 17 13 18 19 35-36 12 10
106531_Driscoll 14 20 30 12-14-14-15 10 10 19-21 17 13 16 19 36-36 12 10
94551_Driscoll 14 20 30 12-14-14-15 10 10 19-21 17 13 17 19 35-36 12 10
323220_Driscoll 14 20 31 12-14-14-15 10 10 19-21 16 13 18 19 35-36 12 10 11 8 15-16 7 11 10 8 12 10 12 22-22 17 10 12 12 15 8 12 24 20 13 12 10 13 10 11 12 11
191450_Driscoll 14 20 30 12-14-14-15 10 10 19-21 17 13 18 19 35-36 12 10 11 8 16-16 7 11 10 8 12 11 12 22-22 17 10 12 12 15 8 12 24 20 13 12 10 13 10 11 12 11
58461_Driscoll 14 20 30 12-14-14-15 10 10 19-21 17 13 18 19 35-36 12 10 11 8 15-16 7 11 10 8 12 11 12 22-23 17 10 12 12 15 8 12 24 20 13 12 10 13 10 11 12 11 33 14 8 15 8 27 28 19 12 11 12 12 11 9 12 11 10 11 12 32 10 11 23 16 9 12 23 15 20 11 24 16 12 14 24 12 23 20 12 14 17 9 11 11
255886_Driscoll 14 20 30 12-14-14-15 10 10 19-21 17 13 18 20 35-36 12 10 11 8 15-16 7 11 10 8 12 11 12 22-22 17 10 12 12 15 8 12 24 20 13 12 10 13 10 11 12 11
128677_Driscoll 14 20 30 12-14-14-15 10 10 19-21 16 13 18 18 36-36 12 10 11 8 15-16 7 11 10 8 12 11 12 22-22 16 10 12 12 15 8 13 24 20 13 12 10 13 10 11 12 11
138782_O_Driscoll 14 20 30 12-14-14-15 10 10 19-21 16 13 18 18 36-36 12 10 11 8 15-16 7 11 10 8 12 11 12 22-22 17 10 12 12 15 8 13 24 20 13 12 10 13 10 11 12 11
87791_Driscoll 14 20 30 12-14-14-15 10 10 19-21 16 13 18 18 36-36 12 10 11 8 15-16 7 11 10 8 12 11 12 22-22 17 10 12 12 15 8 13 24 20 13 12 10 13 10 11 12 11 32 14 8 15 8 26 28 19 12 11 12 12 11 9 12 11 10 11 12 32 10 11 23 15 9 11 23 15 21 11 25 16 12 14 24 12 22 20 12 14 17 9 11 11
105554_O_Driscoll 14 20 30 12-14-14-15 10 10 19-21 16 13 18 19 34-36 12 10 11 8 15-16 7 11 10 8 12 10 12 22-22 17 10 12 12 15 8 12 24 20 13 12 10 13 10 11 12 11
159729_Driscoll 14 20 30 12-14-14-15 10 10 19-21 17 13 18 19 36-37 12 10 11 8 15-16 7 12 10 8 12 11 12 22-22 17 10 12 12 16 8 12 24 20 13 12 10 13 10 11 12 12
318891_Driscoll 14 20 30 12-14-14-15 10 10 19-21 17 13 18 19 36-37 12 10 11 8 15-16 7 12 10 8 12 11 12 22-22 17 10 12 12 16 8 12 24 20 13 12 10 13 10 11 12 12
18378_Driscoll 14 20 30 12-14-14-15 10 10 19-21 16 13 18 18 36-36 12 10 11 8 15-16 7 11 10 8 12 11 12 22-22 18 10 12 12 15 8 13 24 20 13 12 10 13 10 11 12 11 32 14 8 15 8 26 28 19 12 11 10 12 11 9 12 11 10 11 12 32 10 11 23 15 9 11 22 15 21 11 25 16 12 14 24 12 23 20 12 14 17 9 11 11
241152_Driscoll 14 20 30 12-14-15-15 10 10 19-21 17 13 18 19 33-36 12 10 11 8 15-16 7 11 10 8 13 11 12 22-22 17 10 12 12 15 8 12 24 20 13 12 10 13 10 11 12 11
285960_Driscoll 14 20 31 12-14-14-14 10 10 19-21 17 13 18 19 35-35 12 10 11 8 15-16 7 11 10 8 13 11 12 22-22 18 10 12 12 15 8 12 24 20 14 12 10 13 10 11 12 11 32 14 8 15 8 26 28 19 12 11 12 12 11 9 12 11 10 11 12 32 10 11 23 15 9 12 24 15 21 11 25 14 12 14 24 12 24 20 12 14 17 9 11 11
46652_Driscoll 14 20 31 12-14-14-15 10 10 19-21 17 13 18 20 35-36 12 10 11 8 15-16 7 11 10 8 13 11 12 22-22 17 10 12 12 15 8 12 24 20 13 12 10 13 10 11 12 11 33 14 8 15 8 26 28 19 12 11 13 12 10 9 12 11 10 11 12 32 10 11 23 15 9 11 25 15 21 11 26 16 12 14 24 12 23 21 12 14 17 9 11 11
130455_O_Driscoll 14 20 30 12-14-14-15 10 10 19-21 17 13 17 19 35-36 12 10 11 8 15-16 7 11 10 8 13 11 12 22-22 17 10 12 12 15 8 12 25 19 14 12 10 13 10 11 12 11
148166_Driscoll 14 20 30 12-14-14-15 10 10 19-21 17 13 17 19 36-36 12 10 11 8 15-16 7 11 10 8 13 11 12 22-22 17 10 12 12 15 8 12 25 19 14 12 10 13 10 11 12 11
97303_Driscoll 14 20 31 12-14-14-15 10 10 19-21 17 13 18 19 35-36 12 10 11 8 15-16 7 11 10 8 13 11 12 22-22 17 10 12 12 15 8 12 24 20 13 12 10 13 10 11 12 11
100934_O_Driscoll 14 20 30 12-14-14-15 10 10 19-21 17 13 18 19 35-35 12 10 11 8 15-16 7 11 10 8 13 11 12 22-22 17 10 12 12 15 8 12 24 20 13 12 10 13 10 11 12 11 32 14 8 15 8 26 28 19 12 11 12 12 11 9 12 11 10 11 12 32 10 11 23 14 9 12 23 15 21 11 25 16 12 14 24 12 23 20 12 14 17 9 11 11
N80027_Minihan 14 20 31 12-14-14-15 10 10 19-21 17 13 18 20 35-36 12 10 11 8 15-16 7 11 10 8 13 11 12 22-22 17 10 12 12 15 8 12 24 20 13 12 10 13 10 11 12 11
285882_O_Driscoll 14 20 31 12-14-14-15 10 10 19-21 17 13 18 19 34-35 13 10 11 8 16-16 7 11 10 8 13 11 12 22-22 17 10 12 12 15 8 12 24 20 14 12 10 13 10 11 12 11 31 14 8 15 8 26 28 19 12 11 12 12 11 9 12 11 10 11 12 31 10 11 23 14 11 13 22 15 20 11 25 15 12 13 24 12 22 19 12 14 17 9 11 11
357980_O_Driscoll 14 20 29 12-14-14-15 10 10 19-21 17 13 18 18 35-36 12 10 11 8 15-16 7 11 10 8 13 11 12 22-22 17 10 12 12 15 8 12 24 20 13 12 10 13 10 11 12 11 32 14 8 15 8 26 28 19 12 11 12 12 11 9 12 11 10 11 12 32 10 11 23 15 9 13 23 15 21 11 25 16 12 14 24 12 24 20 12 14 17 9 11 11
61687_Paul 14 20 31 12-14-14-16 10 10 19-21 17 13 18 19 36-36 12 10 11 8 15-16 7 11 10 8 13 11 12 22-22 17 10 12 12 15 8 12 24 20 13 12 10 13 10 11 12 11
254545_Barry 14 21 30 12-14-14-15 10 10 19-21 17 14 18 19 35-37 12 10
90232_Danel 14 19 30 12-12-15-15 11 10 19-21 16 13 19 18 35-35 12 10
245513_O_Leary 14 20 30 12-14-14-15 10 10 19-21 16 13 18 18 36-37 12 10 11 8 16-16 7 11 10 8 13 11 12 22-22 17 10 12 12 15 8 12 24 20 13 12 10 13 10 11 12 11 32 14 8 15 8 26 28 19 12 11 12 12 11 9 12 11 10 11 12 31 10 11 23 15 11 12 22 15 21 12 24 16 12 14 24 12 22 20 12 14 17 9 11 11
213204_Carroll 14 20 30 12-14-14-15 10 10 19-21 17 13 18 19 34-35 13 10
260363_McDonough 14 20 30 12-14-14-16 10 10 19-21 16 13 18 18 36-36 12 10 11 8 15-16 7 11 10 8 12 11 12 22-22 17 10 12 12 15 8 12 24 20 13 12 10 13 10 11 12 11
103208_McDaniel 14 20 30 12-14-14-15 11 11 19-21 16 13 18 18 35-36 13 10 11 8 15-16 7 11 10 8 13 11 12 21-22 17 10 12 12 15 8 12 24 20 13 12 10 13 10 11 12 11
Distance from reference: Zero One Two Three+

Genetic Distance

Genetic distance is a measure of the differences between two haplotypes. In its simplest form one simply counts the number of markers that differ. The model used is known as the Hybrid Mutation Model and conforms to that used by Family Tree DNA.
FTDNA Configuration - DNA Results Comparison
ID D
Y
S
3
9
3
D
Y
S
3
9
0
D
Y
S
1
9
D
Y
S
3
9
1
D
Y
S
3
8
5
D
Y
S
4
2
6
D
Y
S
3
8
8
D
Y
S
4
3
9
D
Y
S
3
8
9
i
D
Y
S
3
9
2
D
Y
S
3
8
9
i
i
D
Y
S
4
5
8
D
Y
S
4
5
9
D
Y
S
4
5
5
D
Y
S
4
5
4
D
Y
S
4
4
7
D
Y
S
4
3
7
D
Y
S
4
4
8
D
Y
S
4
4
9
D
Y
S
4
6
4
D
Y
S
4
6
0
Y
-
G
A
T
A
-
H
4
Y
C
A
I
I
D
Y
S
4
5
6
D
Y
S
6
0
7
D
Y
S
5
7
6
D
Y
S
5
7
0
C
D
Y
D
Y
S
4
4
2
D
Y
S
4
3
8
D
Y
S
5
3
1
D
Y
S
5
7
8
D
Y
F
3
9
5
S
1
D
Y
S
5
9
0
D
Y
S
5
3
7
D
Y
S
6
4
1
D
Y
S
4
7
2
D
Y
F
4
0
6
S
1
D
Y
S
5
1
1
D
Y
S
4
2
5
D
Y
S
4
1
3
D
Y
S
5
5
7
D
Y
S
5
9
4
D
Y
S
4
3
6
D
Y
S
4
9
0
D
Y
S
5
3
4
D
Y
S
4
5
0
D
Y
S
4
4
4
D
Y
S
4
8
1
D
Y
S
5
2
0
D
Y
S
4
4
6
D
Y
S
6
1
7
D
Y
S
5
6
8
D
Y
S
4
8
7
D
Y
S
5
7
2
D
Y
S
6
4
0
D
Y
S
4
9
2
D
Y
S
5
6
5
D
Y
S
7
1
0
D
Y
S
4
8
5
D
Y
S
6
3
2
D
Y
S
4
9
5
D
Y
S
5
4
0
D
Y
S
7
1
4
D
Y
S
7
1
6
D
Y
S
7
1
7
D
Y
S
5
0
5
D
Y
S
5
5
6
D
Y
S
5
4
9
D
Y
S
5
8
9
D
Y
S
5
2
2
D
Y
S
4
9
4
D
Y
S
5
3
3
D
Y
S
6
3
6
D
Y
S
5
7
5
D
Y
S
6
3
8
D
Y
S
4
6
2
D
Y
S
4
5
2
D
Y
S
4
4
5
Y
-
G
A
T
A
-
A
1
0
D
Y
S
4
6
3
D
Y
S
4
4
1
Y
-
G
G
A
A
T
-
1
B
0
7
D
Y
S
5
2
5
D
Y
S
7
1
2
D
Y
S
5
9
3
modal 14 20 30 12-14-14-15 10 10 19-21 17 13 18 19 35-36 12 10 11 8 15-16 7 11 10 8 13 11 12 22-22 17 10 12 12 15 8 12 24 20 13 12 10 13 10 11 12 11 32 14 8 15 8 26 28 19 12 11 12 12 11 9 12 11 10 11 12 32 10 11 23 15 9 12 23 15 21 11 25 16 12 14 24 12 23 20 12 14 17 9 11 11
SMGF100_Driscoll 14 20 29 12-14-14-15 10 10 19-21 17 12 10 12 13 12 31 10 11 23 16 9 23 11
N55139_Driscoll 14 20 30 12-14-14-15 10 10 19-21 16 13 18 19 33-36 12 10
124026_Driscoll 14 20 30 12-14-14-15 10 10 19-21 17 13 18 19 35-36 12 10
17335_Driscoll 14 20 30 12-14-14-15 10 10 19-21 16 13 18 19 34-36 12 10
153482_Driscoll 14 20 30 12-14-14-15 10 10 19-21 17 13 17 19 35-36 12 10
62175_Driscoll 14 20 30 12-14-14-15 10 10 19-21 17 13 17 19 35-36 12 10
97206_Driscoll 14 20 30 12-14-14-15 10 9 19-21 17 13 18 19 35-36 13 10
134529_Driscoll 14 20 30 12-14-14-15 10 10 19-21 17 13 19 19 35-35 12 10
N4601_Driscoll 14 20 31 12-14-14-15 10 10 19-21 16 13 18 19 35-36 12 10
321690_Driscoll 14 20 30 12-14-14-15 10 10 19-21 17 13 17 19 35-36 12 10
335798_Driscoll 14 20 30 12-14-14-15 10 10 19-21 17 13 17 19 35-36 13 10
248066_Driscoll 14 20 30 12-14-14-15 10 10 19-21 16 13 18 19 34-36 12 10
N42839_Driscoll 14 20 30 12-14-14-15 10 10 19-21 17 13 18 19 35-36 12 10
129723_O_Driscoll 14 20 30 12-14-14-15 10 10 19-21 16 12 19 19 35-36 12 10
79044_Driskell 14 20 30 12-14-14-15 10 10 19-21 16 13 18 19 34-36 12 10
19560_Driskill 14 20 30 12-14-14-15 10 10 19-21 17 13 18 19 35-36 12 10
106531_Driscoll 14 20 30 12-14-14-15 10 10 19-21 17 13 16 19 36-36 12 10
94551_Driscoll 14 20 30 12-14-14-15 10 10 19-21 17 13 17 19 35-36 12 10
323220_Driscoll 14 20 31 12-14-14-15 10 10 19-21 16 13 18 19 35-36 12 10 11 8 15-16 7 11 10 8 12 10 12 22-22 17 10 12 12 15 8 12 24 20 13 12 10 13 10 11 12 11
191450_Driscoll 14 20 30 12-14-14-15 10 10 19-21 17 13 18 19 35-36 12 10 11 8 16-16 7 11 10 8 12 11 12 22-22 17 10 12 12 15 8 12 24 20 13 12 10 13 10 11 12 11
58461_Driscoll 14 20 30 12-14-14-15 10 10 19-21 17 13 18 19 35-36 12 10 11 8 15-16 7 11 10 8 12 11 12 22-23 17 10 12 12 15 8 12 24 20 13 12 10 13 10 11 12 11 33 14 8 15 8 27 28 19 12 11 12 12 11 9 12 11 10 11 12 32 10 11 23 16 9 12 23 15 20 11 24 16 12 14 24 12 23 20 12 14 17 9 11 11
255886_Driscoll 14 20 30 12-14-14-15 10 10 19-21 17 13 18 20 35-36 12 10 11 8 15-16 7 11 10 8 12 11 12 22-22 17 10 12 12 15 8 12 24 20 13 12 10 13 10 11 12 11
128677_Driscoll 14 20 30 12-14-14-15 10 10 19-21 16 13 18 18 36-36 12 10 11 8 15-16 7 11 10 8 12 11 12 22-22 16 10 12 12 15 8 13 24 20 13 12 10 13 10 11 12 11
138782_O_Driscoll 14 20 30 12-14-14-15 10 10 19-21 16 13 18 18 36-36 12 10 11 8 15-16 7 11 10 8 12 11 12 22-22 17 10 12 12 15 8 13 24 20 13 12 10 13 10 11 12 11
87791_Driscoll 14 20 30 12-14-14-15 10 10 19-21 16 13 18 18 36-36 12 10 11 8 15-16 7 11 10 8 12 11 12 22-22 17 10 12 12 15 8 13 24 20 13 12 10 13 10 11 12 11 32 14 8 15 8 26 28 19 12 11 12 12 11 9 12 11 10 11 12 32 10 11 23 15 9 11 23 15 21 11 25 16 12 14 24 12 22 20 12 14 17 9 11 11
105554_O_Driscoll 14 20 30 12-14-14-15 10 10 19-21 16 13 18 19 34-36 12 10 11 8 15-16 7 11 10 8 12 10 12 22-22 17 10 12 12 15 8 12 24 20 13 12 10 13 10 11 12 11
159729_Driscoll 14 20 30 12-14-14-15 10 10 19-21 17 13 18 19 36-37 12 10 11 8 15-16 7 12 10 8 12 11 12 22-22 17 10 12 12 16 8 12 24 20 13 12 10 13 10 11 12 12
318891_Driscoll 14 20 30 12-14-14-15 10 10 19-21 17 13 18 19 36-37 12 10 11 8 15-16 7 12 10 8 12 11 12 22-22 17 10 12 12 16 8 12 24 20 13 12 10 13 10 11 12 12
18378_Driscoll 14 20 30 12-14-14-15 10 10 19-21 16 13 18 18 36-36 12 10 11 8 15-16 7 11 10 8 12 11 12 22-22 18 10 12 12 15 8 13 24 20 13 12 10 13 10 11 12 11 32 14 8 15 8 26 28 19 12 11 10 12 11 9 12 11 10 11 12 32 10 11 23 15 9 11 22 15 21 11 25 16 12 14 24 12 23 20 12 14 17 9 11 11
241152_Driscoll 14 20 30 12-14-15-15 10 10 19-21 17 13 18 19 33-36 12 10 11 8 15-16 7 11 10 8 13 11 12 22-22 17 10 12 12 15 8 12 24 20 13 12 10 13 10 11 12 11
285960_Driscoll 14 20 31 12-14-14-14 10 10 19-21 17 13 18 19 35-35 12 10 11 8 15-16 7 11 10 8 13 11 12 22-22 18 10 12 12 15 8 12 24 20 14 12 10 13 10 11 12 11 32 14 8 15 8 26 28 19 12 11 12 12 11 9 12 11 10 11 12 32 10 11 23 15 9 12 24 15 21 11 25 14 12 14 24 12 24 20 12 14 17 9 11 11
46652_Driscoll 14 20 31 12-14-14-15 10 10 19-21 17 13 18 20 35-36 12 10 11 8 15-16 7 11 10 8 13 11 12 22-22 17 10 12 12 15 8 12 24 20 13 12 10 13 10 11 12 11 33 14 8 15 8 26 28 19 12 11 13 12 10 9 12 11 10 11 12 32 10 11 23 15 9 11 25 15 21 11 26 16 12 14 24 12 23 21 12 14 17 9 11 11
130455_O_Driscoll 14 20 30 12-14-14-15 10 10 19-21 17 13 17 19 35-36 12 10 11 8 15-16 7 11 10 8 13 11 12 22-22 17 10 12 12 15 8 12 25 19 14 12 10 13 10 11 12 11
148166_Driscoll 14 20 30 12-14-14-15 10 10 19-21 17 13 17 19 36-36 12 10 11 8 15-16 7 11 10 8 13 11 12 22-22 17 10 12 12 15 8 12 25 19 14 12 10 13 10 11 12 11
97303_Driscoll 14 20 31 12-14-14-15 10 10 19-21 17 13 18 19 35-36 12 10 11 8 15-16 7 11 10 8 13 11 12 22-22 17 10 12 12 15 8 12 24 20 13 12 10 13 10 11 12 11
100934_O_Driscoll 14 20 30 12-14-14-15 10 10 19-21 17 13 18 19 35-35 12 10 11 8 15-16 7 11 10 8 13 11 12 22-22 17 10 12 12 15 8 12 24 20 13 12 10 13 10 11 12 11 32 14 8 15 8 26 28 19 12 11 12 12 11 9 12 11 10 11 12 32 10 11 23 14 9 12 23 15 21 11 25 16 12 14 24 12 23 20 12 14 17 9 11 11
N80027_Minihan 14 20 31 12-14-14-15 10 10 19-21 17 13 18 20 35-36 12 10 11 8 15-16 7 11 10 8 13 11 12 22-22 17 10 12 12 15 8 12 24 20 13 12 10 13 10 11 12 11
285882_O_Driscoll 14 20 31 12-14-14-15 10 10 19-21 17 13 18 19 34-35 13 10 11 8 16-16 7 11 10 8 13 11 12 22-22 17 10 12 12 15 8 12 24 20 14 12 10 13 10 11 12 11 31 14 8 15 8 26 28 19 12 11 12 12 11 9 12 11 10 11 12 31 10 11 23 14 11 13 22 15 20 11 25 15 12 13 24 12 22 19 12 14 17 9 11 11
357980_O_Driscoll 14 20 29 12-14-14-15 10 10 19-21 17 13 18 18 35-36 12 10 11 8 15-16 7 11 10 8 13 11 12 22-22 17 10 12 12 15 8 12 24 20 13 12 10 13 10 11 12 11 32 14 8 15 8 26 28 19 12 11 12 12 11 9 12 11 10 11 12 32 10 11 23 15 9 13 23 15 21 11 25 16 12 14 24 12 24 20 12 14 17 9 11 11
61687_Paul 14 20 31 12-14-14-16 10 10 19-21 17 13 18 19 36-36 12 10 11 8 15-16 7 11 10 8 13 11 12 22-22 17 10 12 12 15 8 12 24 20 13 12 10 13 10 11 12 11
254545_Barry 14 21 30 12-14-14-15 10 10 19-21 17 14 18 19 35-37 12 10
90232_Danel 14 19 30 12-12-15-15 11 10 19-21 16 13 19 18 35-35 12 10
245513_O_Leary 14 20 30 12-14-14-15 10 10 19-21 16 13 18 18 36-37 12 10 11 8 16-16 7 11 10 8 13 11 12 22-22 17 10 12 12 15 8 12 24 20 13 12 10 13 10 11 12 11 32 14 8 15 8 26 28 19 12 11 12 12 11 9 12 11 10 11 12 31 10 11 23 15 11 12 22 15 21 12 24 16 12 14 24 12 22 20 12 14 17 9 11 11
213204_Carroll 14 20 30 12-14-14-15 10 10 19-21 17 13 18 19 34-35 13 10
260363_McDonough 14 20 30 12-14-14-16 10 10 19-21 16 13 18 18 36-36 12 10 11 8 15-16 7 11 10 8 12 11 12 22-22 17 10 12 12 15 8 12 24 20 13 12 10 13 10 11 12 11
103208_McDaniel 14 20 30 12-14-14-15 11 11 19-21 16 13 18 18 35-36 13 10 11 8 15-16 7 11 10 8 13 11 12 21-22 17 10 12 12 15 8 12 24 20 13 12 10 13 10 11 12 11
Distance from reference: Zero One Two Three+

Time to Most Recent Common Ancestor

The Time To Most Recent Ancestor (TMRCA) is a measure of relatedness and well defined in the case of a family tree wherein one simply counts the number of generations back to the most recent common ancestor shared with someone else in the tree. From differences in haplotypes between two men it is possible to make a rough estimate of the probability that the TMRCA falls between two numbers. The numbers reported in the table below are such that the TMRCA will be less than the number shown with a probability of 95%.
Time to Most Recent Common Ancestor (Generations)
ID m
o
d
a
l
S
M
G
F
1
0
0

D
r
i
s
c
o
l
l
N
5
5
1
3
9

D
r
i
s
c
o
l
l
1
2
4
0
2
6

D
r
i
s
c
o
l
l
1
7
3
3
5

D
r
i
s
c
o
l
l
1
5
3
4
8
2

D
r
i
s
c
o
l
l
6
2
1
7
5

D
r
i
s
c
o
l
l
9
7
2
0
6

D
r
i
s
c
o
l
l
1
3
4
5
2
9

D
r
i
s
c
o
l
l
N
4
6
0
1

D
r
i
s
c
o
l
l
3
2
1
6
9
0

D
r
i
s
c
o
l
l
3
3
5
7
9
8

D
r
i
s
c
o
l
l
2
4
8
0
6
6

D
r
i
s
c
o
l
l
N
4
2
8
3
9

D
r
i
s
c
o
l
l
1
2
9
7
2
3

O

D
r
i
s
c
o
l
l
7
9
0
4
4

D
r
i
s
k
e
l
l
1
9
5
6
0

D
r
i
s
k
i
l
l
1
0
6
5
3
1

D
r
i
s
c
o
l
l
9
4
5
5
1

D
r
i
s
c
o
l
l
3
2
3
2
2
0

D
r
i
s
c
o
l
l
1
9
1
4
5
0

D
r
i
s
c
o
l
l
5
8
4
6
1

D
r
i
s
c
o
l
l
2
5
5
8
8
6

D
r
i
s
c
o
l
l
1
2
8
6
7
7

D
r
i
s
c
o
l
l
1
3
8
7
8
2

O

D
r
i
s
c
o
l
l
8
7
7
9
1

D
r
i
s
c
o
l
l
1
0
5
5
5
4

O

D
r
i
s
c
o
l
l
1
5
9
7
2
9

D
r
i
s
c
o
l
l
3
1
8
8
9
1

D
r
i
s
c
o
l
l
1
8
3
7
8

D
r
i
s
c
o
l
l
2
4
1
1
5
2

D
r
i
s
c
o
l
l
2
8
5
9
6
0

D
r
i
s
c
o
l
l
4
6
6
5
2

D
r
i
s
c
o
l
l
1
3
0
4
5
5

O

D
r
i
s
c
o
l
l
1
4
8
1
6
6

D
r
i
s
c
o
l
l
9
7
3
0
3

D
r
i
s
c
o
l
l
1
0
0
9
3
4

O

D
r
i
s
c
o
l
l
N
8
0
0
2
7

M
i
n
i
h
a
n
2
8
5
8
8
2

O

D
r
i
s
c
o
l
l
3
5
7
9
8
0

O

D
r
i
s
c
o
l
l
6
1
6
8
7

P
a
u
l
2
5
4
5
4
5

B
a
r
r
y
9
0
2
3
2

D
a
n
e
l
2
4
5
5
1
3

O

L
e
a
r
y
2
1
3
2
0
4

C
a
r
r
o
l
l
2
6
0
3
6
3

M
c
D
o
n
o
u
g
h
1
0
3
2
0
8

M
c
D
a
n
i
e
l
modal 93 71 72 32 72 53 53 72 72 72 53 72 72 32 112 72 32 72 53 36 24 29 24 48 42 29 36 42 42 35 24 32 35 36 42 19 13 24 56 20 30 112 205 38 72 42 48
SMGF100_Driscoll 71 25 130 94 130 94 94 168 94 130 94 130 130 94 130 130 94 94 94 122 89 56 89 156 156 116 122 89 89 100 122 116 71 122 122 89 71 89 116 71 122 130 300 100 130 156 230
N55139_Driscoll 72 130 19 72 53 92 92 112 112 72 92 112 53 72 112 53 72 92 92 72 72 72 92 72 72 72 53 72 72 72 72 133 112 92 92 92 92 112 133 112 112 155 205 72 112 92 133
124026_Driscoll 32 94 72 19 72 53 53 72 72 72 53 72 72 32 112 72 32 72 53 72 32 32 53 92 92 92 72 53 53 92 72 92 72 53 72 53 53 72 92 72 92 112 205 92 72 112 133
17335_Driscoll 72 130 53 72 19 92 92 112 112 72 92 112 32 72 112 32 72 92 92 72 72 72 92 72 72 72 32 72 72 72 92 133 112 92 92 92 92 112 112 112 112 155 205 72 92 92 133
153482_Driscoll 53 94 92 53 92 19 32 92 72 92 32 53 92 53 112 92 53 72 32 92 53 53 72 112 112 112 92 72 72 112 92 112 92 32 53 72 72 92 112 92 112 133 205 112 92 133 155
62175_Driscoll 53 94 92 53 92 32 19 92 72 92 32 53 92 53 112 92 53 72 32 92 53 53 72 112 112 112 92 72 72 112 92 112 92 32 53 72 72 92 112 92 112 133 205 112 92 133 155
97206_Driscoll 72 168 112 72 112 92 92 19 112 112 92 72 112 72 155 112 72 112 92 112 72 72 92 133 133 133 112 92 92 133 112 133 112 92 112 92 92 112 92 112 133 155 266 133 72 155 112
134529_Driscoll 72 94 112 72 112 72 72 112 19 112 72 92 112 72 112 112 72 92 72 112 72 72 92 133 133 133 112 92 92 133 112 92 112 72 92 92 53 112 112 112 133 133 155 133 92 155 179
N4601_Driscoll 72 130 72 72 72 92 92 112 112 19 92 112 72 72 112 72 72 112 92 32 72 72 92 92 92 92 72 92 92 92 112 92 72 92 112 53 92 72 92 92 92 155 205 92 112 112 133
321690_Driscoll 53 94 92 53 92 32 32 92 72 92 19 53 92 53 112 92 53 72 32 92 53 53 72 112 112 112 92 72 72 112 92 112 92 32 53 72 72 92 112 92 112 133 205 112 92 133 155
335798_Driscoll 72 130 112 72 112 53 53 72 92 112 53 19 112 72 133 112 72 92 53 112 72 72 92 133 133 133 112 92 92 133 112 133 112 53 72 92 92 112 92 112 133 155 234 133 72 155 133
248066_Driscoll 72 130 53 72 32 92 92 112 112 72 92 112 19 72 112 32 72 92 92 72 72 72 92 72 72 72 32 72 72 72 92 133 112 92 92 92 92 112 112 112 112 155 205 72 92 92 133
N42839_Driscoll 32 94 72 32 72 53 53 72 72 72 53 72 72 19 112 72 32 72 53 72 32 32 53 92 92 92 72 53 53 92 72 92 72 53 72 53 53 72 92 72 92 112 205 92 72 112 133
129723_O_Driscoll 112 130 112 112 112 112 112 155 112 112 112 133 112 112 19 112 112 133 112 112 112 112 92 112 112 112 112 133 133 112 155 179 112 112 133 133 133 112 179 133 179 155 179 112 155 133 155
79044_Driskell 72 130 53 72 32 92 92 112 112 72 92 112 32 72 112 19 72 92 92 72 72 72 92 72 72 72 32 72 72 72 92 133 112 92 92 92 92 112 112 112 112 155 205 72 92 92 133
19560_Driskill 32 94 72 32 72 53 53 72 72 72 53 72 72 32 112 72 19 72 53 72 32 32 53 92 92 92 72 53 53 92 72 92 72 53 72 53 53 72 92 72 92 112 205 92 72 112 133
106531_Driscoll 72 94 92 72 92 72 72 112 92 112 72 92 92 72 133 92 72 19 72 112 72 72 92 92 92 92 92 72 72 92 92 133 112 72 53 92 92 112 133 112 92 155 234 112 112 112 179
94551_Driscoll 53 94 92 53 92 32 32 92 72 92 32 53 92 53 112 92 53 72 19 92 53 53 72 112 112 112 92 72 72 112 92 112 92 32 53 72 72 92 112 92 112 133 205 112 92 133 155
323220_Driscoll 36 122 72 72 72 92 92 112 112 32 92 112 72 72 112 72 72 112 92 49 36 36 36 48 42 42 24 54 54 48 48 54 36 59 66 30 42 36 54 42 42 155 205 48 112 42 59
191450_Driscoll 24 89 72 32 72 53 53 72 72 72 53 72 72 32 112 72 32 72 53 36 49 24 24 48 42 42 36 42 42 48 36 54 36 48 54 30 30 36 42 36 42 112 205 36 72 42 59
58461_Driscoll 29 56 72 32 72 53 53 72 72 72 53 72 72 32 112 72 32 72 53 36 24 93 24 48 42 44 36 42 42 50 36 53 47 48 54 30 32 36 66 41 42 112 205 53 72 42 54
255886_Driscoll 24 89 92 53 92 72 72 92 92 92 72 92 92 53 92 92 53 92 72 36 24 24 49 42 36 36 36 42 42 42 36 54 24 48 54 30 30 24 54 30 42 112 205 42 92 36 54
128677_Driscoll 48 156 72 92 72 112 112 133 133 92 112 133 72 92 112 72 92 92 112 48 48 48 42 49 19 19 42 59 59 19 54 72 54 72 66 54 54 54 78 48 54 133 179 42 133 30 59
138782_O_Driscoll 42 156 72 92 72 112 112 133 133 92 112 133 72 92 112 72 92 92 112 42 42 42 36 19 49 11 36 54 54 19 48 72 48 66 59 48 48 48 72 42 48 133 179 36 133 24 54
87791_Driscoll 29 116 72 92 72 112 112 133 133 92 112 133 72 92 112 72 92 92 112 42 42 44 36 19 11 93 36 54 54 20 48 50 47 66 59 48 35 48 69 29 48 133 179 38 133 24 54
105554_O_Driscoll 36 122 53 72 32 92 92 112 112 72 92 112 32 72 112 32 72 92 92 24 36 36 36 42 36 36 49 48 48 42 42 66 48 59 59 42 42 48 59 48 48 155 205 42 92 36 59
159729_Driscoll 42 89 72 53 72 72 72 92 92 92 72 92 72 53 133 72 53 72 72 54 42 42 42 59 54 54 48 49 11 59 48 72 54 66 66 48 48 54 72 54 54 112 234 54 92 54 78
318891_Driscoll 42 89 72 53 72 72 72 92 92 92 72 92 72 53 133 72 53 72 72 54 42 42 42 59 54 54 48 11 49 59 48 72 54 66 66 48 48 54 72 54 54 112 234 54 92 54 78
18378_Driscoll 35 100 72 92 72 112 112 133 133 92 112 133 72 92 112 72 92 92 112 48 48 50 42 19 19 20 42 59 59 93 54 50 47 72 66 54 41 54 76 38 54 133 179 44 133 30 59
241152_Driscoll 24 122 72 72 92 92 92 112 112 112 92 112 92 72 155 92 72 92 92 48 36 36 36 54 48 48 42 48 48 54 49 54 36 48 48 30 30 36 54 36 36 155 205 42 112 48 59
285960_Driscoll 32 116 133 92 133 112 112 133 92 92 112 133 133 92 179 133 92 133 112 54 54 53 54 72 72 50 66 72 72 50 54 93 50 54 59 36 32 42 56 35 42 155 234 56 112 66 78
46652_Driscoll 35 71 112 72 112 92 92 112 112 72 92 112 112 72 112 112 72 112 92 36 36 47 24 54 48 47 48 54 54 47 36 50 93 48 54 19 41 11 66 38 30 133 234 56 112 48 54
130455_O_Driscoll 36 122 92 53 92 32 32 92 72 92 32 53 92 53 112 92 53 72 32 59 48 48 48 72 66 66 59 66 66 72 48 54 48 49 19 42 42 48 54 48 54 133 205 59 92 66 72
148166_Driscoll 42 122 92 72 92 53 53 112 92 112 53 72 92 72 133 92 72 53 53 66 54 54 54 66 59 59 59 66 66 66 48 59 54 19 49 48 48 54 59 54 48 155 234 59 112 59 78
97303_Driscoll 19 89 92 53 92 72 72 92 92 53 72 92 92 53 133 92 53 92 72 30 30 30 30 54 48 48 42 48 48 54 30 36 19 42 48 49 24 19 36 24 24 133 234 42 92 48 54
100934_O_Driscoll 13 71 92 53 92 72 72 92 53 92 72 92 92 53 133 92 53 92 72 42 30 32 30 54 48 35 42 48 48 41 30 32 41 42 48 24 93 30 53 26 36 112 179 44 72 48 54
N80027_Minihan 24 89 112 72 112 92 92 112 112 72 92 112 112 72 112 112 72 112 92 36 36 36 24 54 48 48 48 54 54 54 36 42 11 48 54 19 30 49 42 24 30 133 234 42 112 48 54
285882_O_Driscoll 56 116 133 92 112 112 112 92 112 92 112 92 112 92 179 112 92 133 112 54 42 66 54 78 72 69 59 72 72 76 54 56 66 54 59 36 53 42 93 56 48 155 266 56 53 72 66
357980_O_Driscoll 20 71 112 72 112 92 92 112 112 92 92 112 112 72 133 112 72 112 92 42 36 41 30 48 42 29 48 54 54 38 36 35 38 48 54 24 26 24 56 93 36 112 205 41 112 42 48
61687_Paul 30 122 112 92 112 112 112 133 133 92 112 133 112 92 179 112 92 92 112 42 42 42 42 54 48 48 48 54 54 54 36 42 30 54 48 24 36 30 48 36 49 179 302 48 133 36 66
254545_Barry 112 130 155 112 155 133 133 155 133 155 133 155 155 112 155 155 112 155 133 155 112 112 112 133 133 133 155 112 112 133 155 155 133 133 155 133 112 133 155 112 179 19 205 112 133 155 179
90232_Danel 205 300 205 205 205 205 205 266 155 205 205 234 205 205 179 205 205 234 205 205 205 205 205 179 179 179 205 234 234 179 205 234 234 205 234 234 179 234 266 205 302 205 19 179 234 205 179
245513_O_Leary 38 100 72 92 72 112 112 133 133 92 112 133 72 92 112 72 92 112 112 48 36 53 42 42 36 38 42 54 54 44 42 56 56 59 59 42 44 42 56 41 48 112 179 93 133 36 48
213204_Carroll 72 130 112 72 92 92 92 72 92 112 92 72 92 72 155 92 72 112 92 112 72 72 92 133 133 133 92 92 92 133 112 112 112 92 112 92 72 112 53 112 133 133 234 133 19 155 133
260363_McDonough 42 156 92 112 92 133 133 155 155 112 133 155 92 112 133 92 112 112 133 42 42 42 36 30 24 24 36 54 54 30 48 66 48 66 59 48 48 48 72 42 36 155 205 36 155 49 54
103208_McDaniel 48 230 133 133 133 155 155 112 179 133 155 133 133 133 155 133 133 179 155 59 59 54 54 59 54 54 59 78 78 59 59 78 54 72 78 54 54 54 66 48 66 179 179 48 133 54 49
0-9 Generations 10-19 Generations 20-29 Generations 30-39 Generations
- Infinite allele mutation model is used
- Average mutation rate varies: 0.0017 to 0.0027
- Mutation rates from Heinilia, 2012
- Values on the diagonal indicate number of markers tested
- Probability is 95% that the TMRCA is no longer than indicated

Network Diagram

A network diagram connects different haplotypes in accordance with specific marker values. Any line that connects two haplotypes represent muations in the markers that differ between the two and its length is the genetic distance. Where lines intersect at intermediate points between haplotypes an attempt has been made to account for missing haplotypes in the data set. Subclades or branches appear in these diagrams when haplotypes with similiar marker values are clustered together. The diagram below was constructed using Fluxus software first with the reduced median method followed by the median joining method.

Fluxus

Kittler Test


This page was last modified: Wednesday, 17-Sep-2014 18:16:22 MDT

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