| J-Y267883 (age: 857 ybp) Formula: (926+788)/2 |
Formula: (926+788)/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 |
| SRS8752429 | 6.00 | 8475072 | 6.00/8475072 * 8467165 | 5.99 | 5.99 * 144.41 + 60 | 926 | |
| YF123968 | 5.00 | 8400430 | 5.00/8400430 * 8467165 | 5.04 | 5.04 * 144.41 + 60 | 788 |
FAQ: What is YFull's age estimation methodology?
Increase in age 
Decrease in age
| SNPs currently defining J-Y267883 | |
| FTA66677 |  |
| FTA67904 | |
| FTA66616 | |
| FT144275 | |
| FTA67533 | |
| FTA66678 | |
| FTA66836 | |
| FTA67906 / MF52053 | |
| FTA67384 | |
| FTA66790 | |
| FTA67154 | |
| Y267884 | |
| FTA67298 | |
| FTA67846 | |
| FT125419 | |
| FTA67613 | |
| FTA67458 | |
| FTA66676 | |
| FTA67470 | |
| FTA67795 | |
| FTA68187 | |
| FTA68152 | |
| Y267902 | |
| FTA67888 | |
| Y267883 | |
| Y267908 | |
| FTA66675 | |
| FTA66989 | |
| FTA67271 | |
| FTA67092 | |
| FTA67299 | |
| FTA67142 | |
| FTA67611 | |
| FTA66807 | |
| FTA68011 | |
| MF618168 | |
| FTA67319 | |
| FTA67072 | |
| Y267907 | |
| FTA67471 | |
| FTA66615 | |
| Y404131 | |
| FTA67469 | |
| FTA66868 | |
| FTA67872 | |
| Y516426 | |
| C142584(H) |  H |
| FT165484(H) | H |
| FTA67108(H) | H |
| FTA67093 | |
| FTA67574 / MF635855(H) | H |
| C102789(H) | H |
| C107514(H) | H |
| FTA67844 / MF18823 | |
| Y392230(H) | H |
| FTA66984(H) | H |
| FTA67609 | |
| FTA67439 | |
| Y516425(H) | H |
| FTA67676(H) | H |
| C119066(H) | H |
| ZS8909 |  |
| BY147800 | |
| FTA67463 | |
| FTA66933 | |
| FT238402 | |
| FTA66632 | |
| Y267903 | |
| FTA67467 | |
| FTA67612 | |
| FTA51937(H) | H |
| FT323348(H) | H |
| Other SNPs possibly defining J-Y267883 | |
| Y516423 level J-Y267883<->J-Z37567 | |
| FT431972 level J-Y267883<->J-Z37567 | |
| C134087 level J-Y267883<->J-Z37567 | |
| Y516424 level J-Y267883<->J-Z37567 | |
| STRs | Mutation rate | ANC | DER | |
| DYR85 | |
8 | → | 7 |
| DYS726 | |
11 | → | 10 |
| DYR724 | |
9 | → | 7 |
| DYS388 | |
15 | → | 16 |
| DYS539 | |
11 | → | 12 |
| DYS556 | |
12 | → | 11 |
| DYS619 | |
8 | → | 9 |
| DYS540 | |
12 | → | 11 |
| DYS525 | |
12 | → | 11 |
| DYR143 | |
11 | → | 12 |
| DYS561 | |
14 | → | 15 |
| DYS592 | |
12 | → | 13 |
| DYS723 | |
21 | → | 20 |
| DYS522 | |
11 | → | 12 |
| DYS533 | |
11 | → | 12 |
| DYR115 | |
29 | → | 30 |
| DYR83 | |
14 | → | 15 |
| DYS442 | |
12 | → | 11 |
| DYS552 | |
24 | → | 25 |
| DYS514 | |
21 | → | 20 |
| DYS557 |  |
14 | → | 15 |
| DYS614 | |
16 | → | 17 |
| DYS504 | |
16 | → | 14 |
| DYS709 | |
22 | → | 24 |
| DYR60 | |
17 | → | 20 |
| DYS447 | |
26 | → | 27 |
| DYS650 | |
20.a | → | 19.a |
| DYR84 | |
14 | → | 18 |
| DYS720 | |
30 | → | 27 |
| DYS547 | |
43.a | → | 44.a |
| DYS612 | |
29 | → | 33 |
| DYS713 | |
45 | → | 43 |
| DYS685 | |
42 | → | 40 |
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 > J-Y267883
- Y Heatmap > J-Y267883
* The PhyloGeographer is not affiliated with YFull
YF123968