G-Y95861 (age: 1441 ybp) Formula: (811+2072)/2 |
Formula: (811+2072)/2 |
Branch ID | Sample ID | Number of SNPs | Coverage (bp) | Formula to correct SNPs number | Corrected number of SNPs | Formula to estimate age | Age by this line only |
YF011155 | 5.00 | 8138997 | 5.00/8138997 * 8467165 | 5.20 | 5.20 * 144.41 + 60 | 811 | |
YF122829 | 13.82 | 8399719 | 13.82/8399719 * 8467165 | 13.93 | 13.93 * 144.41 + 60 | 2072 |
FAQ: What is YFull's age estimation methodology?
Increase in age Decrease in age
SNPs currently defining G-Y95861 | |
Y111973 | |
Y97847 / Z45414 | |
Y95861 / Z45413 | |
Y506153 | |
Y102715 | |
Y105797 | |
Y102566 | |
Y110916 | |
MF780189(H) | H |
Y504025(H) | H |
Y87264 / Z45411 | |
Y497048 |
Other SNPs possibly defining G-Y95861 | |
Y505479 level G-Y95861<->G-FGC3095 | |
Y505588 level G-Y95861<->G-FGC3095 | |
Y505569 level G-Y95861<->G-FGC3095 | |
Y506555 level G-Y95861<->G-FGC3095 | |
Y506012 level G-Y95861<->G-FGC3095 | |
Y549782 level G-Y95861<->G-FGC3095 | |
Y506535 level G-Y95861<->G-FGC3095 | |
Y549791 level G-Y95861<->G-FGC3095 | |
Y504033 level G-Y95861<->G-FGC3095 | |
Y505746 level G-Y95861<->G-FGC3095 | |
Y505871 level G-Y95861<->G-FGC3095 | |
Y506110 level G-Y95861<->G-FGC3095 | |
Y506182 level G-Y95861<->G-FGC3095 | |
Y506262 level G-Y95861<->G-FGC3095 | |
Y506549 level G-Y95861<->G-FGC3095 | |
Y506567 level G-Y95861<->G-FGC3095 | |
Y549784 level G-Y95861<->G-FGC3095 | |
Y549787 level G-Y95861<->G-FGC3095 | |
Y505915 level G-Y95861<->G-FGC3095 | |
Y506318 level G-Y95861<->G-FGC3095 | |
Y549792 level G-Y95861<->G-FGC3095 | |
Y505857 level G-Y95861<->G-FGC3095 | |
Y505864 level G-Y95861<->G-FGC3095 | |
Y549781 level G-Y95861<->G-FGC3095 | |
Y506263 level G-Y95861<->G-FGC3095 | |
Y506069 level G-Y95861<->G-FGC3095 | |
Y549793 level G-Y95861<->G-FGC3095 | |
Y506185 level G-Y95861<->G-FGC3095 | |
Y506324 level G-Y95861<->G-FGC3095 | |
Y505925 level G-Y95861<->G-FGC3095 | |
Y504034 level G-Y95861<->G-FGC3095 | |
Y549783 level G-Y95861<->G-FGC3095 | |
Y549790 level G-Y95861<->G-FGC3095 | |
Y549794 level G-Y95861<->G-FGC3095 | |
Y549786 level G-Y95861<->G-FGC3095 | |
Y549788 level G-Y95861<->G-FGC3095 | |
Y549785 level G-Y95861<->G-FGC3095 | |
Y549789 level G-Y95861<->G-FGC3095 | |
Y505895 level G-Y95861<->G-FGC3095 | |
Y506496 level G-Y95861<->G-FGC3095 | |
Y504042 level G-Y95861<->G-FGC3095 | |
Y531474 level G-Y95861<->G-FGC3095 | |
Y506294 level G-Y95861<->G-FGC3095 | |
Y506241 level G-Y95861<->G-FGC3095 | |
Y486626 level G-Y95861<->G-FGC3095 | |
Y457328 level G-Y95861<->G-FGC3095 | |
Y506531 level G-Y95861<->G-FGC3095 |
STRs | Mutation rate | ANC | DER | |
DYR231 | 7 | → | 8 | |
DYR469 | 11 | → | 10 | |
DYS631 | 10 | → | 9 | |
DYR62 | 6 | → | 5 | |
DYR61 | 7 | → | 8 | |
DYR126 | 12 | → | 13 | |
DYS536 | 10 | → | 11 | |
DYS643 | 11 | → | 12 | |
DYS522 | 12 | → | 14 | |
DYR3 | 11 | → | 10 | |
DYS607 | 15 | → | 16 | |
DYS572 | 10 | → | 9 | |
DYR15 | 13 | → | 14 | |
DYR123 | 17 | → | 18 | |
DYS510 | 18 | → | 17 | |
DYR27 | 10 | → | 11 | |
DYR6 | 13 | → | 14 | |
DYS562 | 19 | → | 20 | |
DYS644 shared with G-FTA67300 | 16 | → | 17 | |
DYS456 | 15 | → | 17 | |
DYS702 | 28 | → | 27 | |
DYR158 | 14 | → | 15 | |
DYS481 | 20 | → | 23 | |
DYS599 | 20 | → | 23 | |
DYR33 | 17 | → | 19 | |
DYR75 | 14 | → | 15 | |
DYS611 | 17 | → | 16 | |
DYS506 | 13 | → | 12 | |
DYR171 | 42 | → | 43 | |
DYR163 shared with G-FTA67300 | 33 | → | 34 | |
DYR160 | 14 | → | 13 | |
DYR55 | 11 | → | 13 | |
DYR138 | 18 | → | 19 | |
DYS712 | 24 | → | 26 | |
DYS720 | 30 | → | 28 | |
DYS518 | 32 | → | 30 | |
DYS710 shared with G-FTA67300 | 31.2 | → | 30.2 |
FAQ: What STR interpretations does YFull provide for my sample?
You can watch theoretical computed paths using PhyloGeographer. We do not guarantee that provided information is correct.
- Theoretical Computed Paths > G-Y95861
- Y Heatmap > G-Y95861
* The PhyloGeographer is not affiliated with YFull