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YFull

Y × mt: line combinations

On YFull both lines of one person can be seen, paternal (Y) and maternal (mt). There are 16,366 such people here. Per row: the Y branch and the mt branch, how many times the combination occurred, how many times it would occur if the lines had nothing to do with each other, and the ratio of the two. Above 1 the combination is more common than chance, usually because both lines come from the same people.

Notably above chance #

Combinations seen in at least 5 people and at least 1.5× more often than chance. Also p ≤ 0.01: p is the probability of getting such a match by chance.

Y × mt: line combinations · Notably above chance
Y mt pairs expected by chance × chance?
J1-FGC1707 R0a 117 18.5 6.32 unlikely by chance p < 0.001
J1-FGC11 R0a 74 9.9 7.50 unlikely by chance p < 0.001
J1-FGC1707 J1b 69 15.4 4.49 unlikely by chance p < 0.001
J1-FGC1707 L2a 56 10.2 5.51 unlikely by chance p < 0.001
O2 M7b 11 0.2 54.06 unlikely by chance p < 0.001
N-Z1933 U5b 39 8.4 4.62 unlikely by chance p < 0.001
J1-FGC11 H6b 17 1.3 13.59 unlikely by chance p < 0.001
J1-FGC1707 J2a 45 11.5 3.91 unlikely by chance p < 0.001
E-M191 L3e 12 0.5 23.25 unlikely by chance p < 0.001
J1-FGC1707 N1a 32 6.9 4.65 unlikely by chance p < 0.001
J1-FGC11 J1d 20 2.6 7.74 unlikely by chance p < 0.001
E-V32 L0a 9 0.2 39.28 unlikely by chance p < 0.001
J2a-Z7671 U3b 18 2.0 8.86 unlikely by chance p < 0.001
H-M82 M5a 7 0.1 80.73 unlikely by chance p < 0.001
E-M84 R0a 26 5.0 5.14 unlikely by chance p < 0.001

Most frequent combinations #

Y × mt: line combinations · Most frequent combinations
Y mt pairs expected by chance × chance?
J1-FGC1707 R0a 117 18.5 6.32 unlikely by chance p < 0.001
J1-FGC11 R0a 74 9.9 7.50 unlikely by chance p < 0.001
J1-FGC1707 J1b 69 15.4 4.49 unlikely by chance p < 0.001
J1-FGC1707 L2a 56 10.2 5.51 unlikely by chance p < 0.001
J1-FGC1707 J2a 45 11.5 3.91 unlikely by chance p < 0.001
E-V13 J1c 40 26.0 1.54 unlikely by chance p = 0.005
N-Z1933 U5b 39 8.4 4.62 unlikely by chance p < 0.001
R1b-DF13 J1c 39 25.0 1.56 unlikely by chance p = 0.004
I2a-CTS10228 J1c 38 24.2 1.57 unlikely by chance p = 0.004
R1a-Y35 U5a 34 21.6 1.58 unlikely by chance p = 0.006
J1-FGC11 J1b 33 8.2 4.02 unlikely by chance p < 0.001
J1-FGC1707 N1a 32 6.9 4.65 unlikely by chance p < 0.001
R1b-DF13 U5a 32 22.4 1.43 could be chance p = 0.027
J1-FGC1707 K1a 31 28.0 1.11 could be chance p = 0.303
R1a-Y35 J1c 31 24.1 1.28 could be chance p = 0.092
R1a-M458 U5a 30 20.0 1.50 could be chance p = 0.018
R1a-M458 J1c 29 22.3 1.30 could be chance p = 0.091
I1-Z59 J1c 28 21.8 1.28 could be chance p = 0.106
N-CTS2929 U5b 28 8.9 3.15 unlikely by chance p < 0.001
R1b-DF27 J1c 28 18.3 1.53 could be chance p = 0.017
R1b-Z9 H1a 28 6.7 4.15 unlikely by chance p < 0.001
E-M84 R0a 26 5.0 5.14 unlikely by chance p < 0.001
E-V13 U5a 26 23.2 1.12 could be chance p = 0.304
I1-Z59 T2b 26 13.8 1.88 unlikely by chance p = 0.002
R1b-DF13 H1a 26 12.5 2.09 unlikely by chance p < 0.001

By country #

Countries where both lines are known for 50 or more people: the three combinations that exceed chance the most.