T-Y49669 (age: 329 ybp) Formula: (442+217)/2 |
Formula: (442+217)/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 |
T-Y44789 | 2.64 | 2.64 * 144.41 + 60 | 442 | ||||
YF003488 | 3.00 | 8005077 | 3.00/8005077 * 8467165 | 3.17 | 3.17 * 144.41 + 60 | 518 | |
YF011520 | 2.00 | 8018939 | 2.00/8018939 * 8467165 | 2.11 | 2.11 * 144.41 + 60 | 365 | |
YF012871 | 1.00 | 7805430 | 1.00/7805430 * 8467165 | 1.08 | 1.08 * 144.41 + 60 | 217 |
FAQ: What is YFull's age estimation methodology?
Increase in age Decrease in age
SNPs currently defining T-Y49669 | |
Y49669 | |
Y193502 T-Y44789 | |
Y193505 T-Y44789 | |
Y193507 T-Y44789 | |
Y193582 T-Y44789 | |
Y193559 T-Y44789 | |
Y193565 T-Y44789 | |
Y193520 T-Y44789 | |
Y193541 T-Y44789 | |
Y193551 T-Y44789 | |
Y193563 T-Y44789 | |
Y193567 T-Y44789 | |
Y193568 T-Y44789 | |
Y193550 / C113699 T-Y44789 |
Other SNPs possibly defining T-Y49669 | |
Y193474 level T-Y44789<->T-Y15709 | |
Y193475 level T-Y44789<->T-Y15709 | |
Y193487 level T-Y44789<->T-Y15709 | |
Y193493 level T-Y44789<->T-Y15709 | |
Y193540 level T-Y44789<->T-Y15709 | |
Y193555 level T-Y44789<->T-Y15709 | |
Y226223 level T-Y44789<->T-Y15709 | |
Y193476 level T-Y44789<->T-Y15709 | |
Y193478 level T-Y44789<->T-Y15709 | |
Y193479 level T-Y44789<->T-Y15709 | |
Y193480 level T-Y44789<->T-Y15709 | |
Y193481 level T-Y44789<->T-Y15709 | |
Y193482 level T-Y44789<->T-Y15709 | |
Y193484 level T-Y44789<->T-Y15709 | |
Y193488 level T-Y44789<->T-Y15709 | |
Y193491 level T-Y44789<->T-Y15709 | |
Y193495 level T-Y44789<->T-Y15709 | |
Y193496 level T-Y44789<->T-Y15709 | |
Y193500 level T-Y44789<->T-Y15709 | |
Y193501 level T-Y44789<->T-Y15709 | |
Y193503 level T-Y44789<->T-Y15709 | |
Y193504 level T-Y44789<->T-Y15709 | |
Y193511 level T-Y44789<->T-Y15709 | |
Y193513 level T-Y44789<->T-Y15709 | |
Y193516 level T-Y44789<->T-Y15709 | |
Y193517 level T-Y44789<->T-Y15709 | |
Y193518 level T-Y44789<->T-Y15709 | |
Y193523 level T-Y44789<->T-Y15709 | |
Y193525 level T-Y44789<->T-Y15709 | |
Y193528 level T-Y44789<->T-Y15709 | |
Y193531 level T-Y44789<->T-Y15709 | |
Y193533 level T-Y44789<->T-Y15709 | |
Y193537 level T-Y44789<->T-Y15709 | |
Y193538 level T-Y44789<->T-Y15709 | |
Y193539 level T-Y44789<->T-Y15709 | |
Y193542 level T-Y44789<->T-Y15709 | |
Y193545 level T-Y44789<->T-Y15709 | |
Y193546 level T-Y44789<->T-Y15709 | |
Y193547 level T-Y44789<->T-Y15709 | |
Y193548 level T-Y44789<->T-Y15709 | |
Y193553 level T-Y44789<->T-Y15709 | |
Y193558 level T-Y44789<->T-Y15709 | |
Y193561 level T-Y44789<->T-Y15709 | |
Y193569 level T-Y44789<->T-Y15709 | |
Y193573 level T-Y44789<->T-Y15709 | |
Y193574 level T-Y44789<->T-Y15709 | |
Y193575 level T-Y44789<->T-Y15709 | |
Y193581 level T-Y44789<->T-Y15709 | |
Y193583 level T-Y44789<->T-Y15709 | |
Y193584 level T-Y44789<->T-Y15709 | |
Y193587 level T-Y44789<->T-Y15709 | |
Y193588 level T-Y44789<->T-Y15709 | |
Y193562 level T-Y44789<->T-Y15709 | |
Y193494 level T-Y44789<->T-Y37318 | |
Y193549 level T-Y44789<->T-Y37318 | |
Y193560 level T-Y44789<->T-Y37318 | |
Y193576 level T-Y44789<->T-Y37318 | |
Y193577 level T-Y44789<->T-Y37318 | |
Y193585 level T-Y44789<->T-Y37318 | |
Y135242 level T-Y44789<->T-Y37318 |
STRs | Mutation rate | ANC | DER | |
DYR3 | 8 | → | 12 |
FAQ: What STR interpretations does YFull provide for my sample?
Sample ID | Country / Language | Info | Ref | File | Testing company | Statistics | Status | |
YF012871 | Eritrea (Shimālī al Baḩrī al Aḩmar) / Tigre | T-Y49669* | —— | Hg38 | .BAM | FTDNA (Y500) | 37X, 12.6 Mbp, 151 bp | |
YF011520 | Sudan (Al Baḩr al Aḩmar) / Tigre | T-Y44789 | —— | Hg38 | .VCF | FTDNA | —— | |
YF003488 | Sudan (Al Baḩr al Aḩmar) / Tigre | T-Y44789 | —— | Hg38 | .BAM | FTDNA (Y500) | 35X, 12.8 Mbp, 165 bp |
You can watch theoretical computed paths using PhyloGeographer. We do not guarantee that provided information is correct.
- Theoretical Computed Paths > T-Y49669
- Y Heatmap > T-Y49669
* The PhyloGeographer is not affiliated with YFull