| J-Y365867 (age: 1443 ybp) Formula: (1371+1516)/2 |
Formula: (1371+1516)/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 |
| YF119676 | 9.00 | 8394309 | 9.00/8394309 * 8467165 | 9.08 | 9.08 * 144.41 + 60 | 1371 | |
| YF109594 | 10.00 | 8396654 | 10.00/8396654 * 8467165 | 10.08 | 10.08 * 144.41 + 60 | 1516 |
FAQ: What is YFull's age estimation methodology?
Increase in age 
Decrease in age
| SNPs currently defining J-Y365867 | |
| FT60490 |  |
| FTD11860 / Y365872 | |
| FTD6979 | |
| FTD7367 | |
| FTD7470 | |
| FTD7962 | |
| FTD8195 | |
| FTD8340 | |
| FTD8528 | |
| FTD8540 | |
| FTA31279 | |
| FTD8431 | |
| MF600388 | |
| Y365867 | |
| FTD7137 | |
| FTD7733 | |
| FTD8342 | |
| FTD8142 | |
| FTD8187 | |
| FTD8132 | |
| FTD6898 | |
| FTD7566 | |
| FTD7868 | |
| FTA24602 | |
| FTD8131 | |
| FTC77954 | |
| FTD7841 | |
| FTD7192 | |
| FTD8128 | |
| FTD8404 | |
| FTD7270 | |
| FTD8548 | |
| FTD8587 | |
| Y365868 | |
| FTA97803 | |
| Y365870 | |
| FTD7281 | |
| FTD7808 | |
| FTD11524 / Y365873(H) |  H |
| FTD11835 / Y365871(H) | H |
| FTD11491 / Y365864(H) | H |
| FTD11634 / Y365874(H) | H |
| FTD7379 | |
| FTD8586 | |
| FTD11777 / Y365869 | |
| FTD7877 | |
| FTD6961 | |
| FTD7846 | |
| BY237491 | |
| FTD11533(H) | H |
| FT177236 / PR6636 |  |
| BY204213 | |
| FT146830 | |
| FT184084(H) | H |
| MF16323 | |
| FTD8125 | |
| FT78339(H) | H |
| FT164709 | |
| FT54685 | |
| FGC56790 |  |
| Other SNPs possibly defining J-Y365867 | |
| Y456617 level J-Y365867<->J-C119534 | |
| STRs | Mutation rate | ANC | DER | |
| DYR620 | |
5 | → | 6 |
| DYS580 | |
9 | → | 10 |
| DYS623 | |
10 | → | 9 |
| DYS450 | |
9 | → | 8 |
| DYS434 | |
9 | → | 10 |
| DYS571 | |
10 | → | 11 |
| DYF394 | |
8 | → | 9 |
| DYS703 | |
12 | → | 13 |
| DYR651 | |
11 | → | 12 |
| DYS388 | |
15 | → | 16 |
| DYS717 | |
19 | → | 18 |
| DYR440 | |
9 | → | 11 |
| DYS565 | |
13 | → | 14 |
| DYS512 | |
8 | → | 9 |
| DYS508 | |
10 | → | 12 |
| DYR62 | |
5 | → | 4 |
| DYR26 | |
10 | → | 9 |
| DYS540 | |
12 | → | 13 |
| DYS525 | |
12 | → | 11 |
| DYS561 | |
14 | → | 15 |
| DYS448 | |
21 | → | 23 |
| DYS520 | |
21 | → | 22 |
| DYR3 | |
11 | → | 12 |
| DYR13 | |
10 | → | 13 |
| DYS452 | |
31 | → | 30 |
| DYR123 | |
16 | → | 17 |
| DYS442 | |
12 | → | 13 |
| Y-GATA-A10 | |
13 | → | 12 |
| DYS446 | |
12 | → | 14 |
| DYR6 | |
12 | → | 13 |
| DYS532 | |
12 | → | 13 |
| DYS504 | |
16 | → | 18 |
| DYR112 | |
14 | → | 13 |
| DYS469 | |
17 | → | 16 |
| DYS458 | |
15.g | → | 16 |
| DYS506 | |
15 | → | 14 |
| DYR32 | |
14 | → | 13 |
| DYS576 | |
16 | → | 15 |
| DYS627 | |
26 | → | 25 |
| DYS712 | |
20 | → | 25 |
| DYS710 | |
33 | → | 32 |
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-Y365867
- Y Heatmap > J-Y365867
* The PhyloGeographer is not affiliated with YFull
YF119676