G-V2154 (age: 4314 ybp) Formula: (4385+4243)/2 |
Formula: (4385+4243)/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 |
G-Y168390 | 29.95 | 29.95 * 144.41 + 60 | 4385 | ||||
YF019041 | 25.00 | 8373863 | 25.00/8373863 * 8467165 | 25.28 | 25.28 * 144.41 + 60 | 3710 | |
NNS178749 | 43.00 | 8397760 | 43.00/8397760 * 8467165 | 43.36 | 43.36 * 144.41 + 60 | 6321 | |
YF123949 | 21.00 | 8382987 | 21.00/8382987 * 8467165 | 21.21 | 21.21 * 144.41 + 60 | 3123 | |
YF014422 | 26.00 | 7600673 | 26.00/7600673 * 8467165 | 28.96 | 28.96 * 144.41 + 60 | 4243 |
FAQ: What is YFull's age estimation methodology?
Increase in age Decrease in age
SNPs currently defining G-V2154 | |
BY163845 / Y153500 | |
BY163905 / Y153570 | |
BY163906 / Y153548 | |
Y153518 / BY163768 | |
Y153542 / BY164032 | |
Y153546 / BY163577 | |
Y153569 | |
FT9872 G-Y168390 | |
FT11072 G-Y168390 | |
FT11092 G-Y168390 | |
BY163497 / Y153535 | |
BY163498 / Y153485 | |
BY163660 / Y153550 | |
BY164166 / Y153532 | |
BY164351 / Y153558 | |
BY164403 | |
FT8887 | |
Y153517 / BY164211 | |
BY163579 / Y153512 | |
Y351581(H) G-Y168390 | H |
BY163685 / Y153505 | |
BY164336 / Y153496 | |
BY81791 | |
V2154 | |
Y153509 | |
F1410 |
Other SNPs possibly defining G-V2154 | |
FT435880 level G-FT11135<->G-GG162 | |
FT435924 level G-FT11135<->G-GG162 | |
FT439441 level G-FT11135<->G-GG162 | |
FT6928 level G-Y168390<->G-GG162 | |
FT6975 level G-Y168390<->G-GG162 | |
FT7300 level G-Y168390<->G-GG162 | |
FT7515 level G-Y168390<->G-GG162 | |
FT7712 level G-Y168390<->G-GG162 | |
FT8410 level G-Y168390<->G-GG162 | |
FT11401 level G-Y168390<->G-GG162 | |
FT7861 level G-Y168390<->G-GG162 | |
FT9808 level G-Y168390<->G-GG162 | |
Y168445 level G-Y168390<->G-GG162 | |
FT8116 level G-Y168390<->G-GG162 | |
FT431912 level G-Y168390<->G-GG162 | |
MF725762 level G-Y168390<->G-GG162 | |
Y168412 level G-Y168390<->G-GG162 | |
FT6900 level G-Y168390<->G-GG162 | |
PF5782 level G-Y168390<->G-GG162 | |
Y377301 level G-Y168390<->G-GG162 | |
Y287019 level G-Y168390<->G-GG162 | |
FT11374 level G-Y168390<->G-GG162 | |
FT7866 level G-Y168390<->G-GG162 | |
FT7916 level G-Y168390<->G-GG162 | |
Y287651 level G-Y168390<->G-GG162 | |
FT6911 level G-Y168390<->G-GG162 | |
FT7159 level G-Y168390<->G-GG162 | |
Y287635 level G-Y168390<->G-GG162 | |
C180963 / Y388017 level G-Y168390<->G-GG162 | |
FT7156 level G-Y168390<->G-GG162 | |
FT8040 level G-Y168390<->G-GG162 | |
FT10214 level G-Y168390<->G-GG162 | |
FGC38731 level G-Y168390<->G-GG162 |
STRs | Mutation rate | ANC | DER | |
DYR102 | 7 | → | 5 | |
DYS589 | 14 | → | 13 | |
DYR97 | 13 | → | 14 | |
DYR20 | 11 | → | 12 | |
DYS448 | 20 | → | 22 | |
DYF406 | 11 | → | 12 | |
Y-GATA-H4 | 9 | → | 11 | |
DYS551 | 13 | → | 12 | |
DYS549 | 12 | → | 11 | |
DYR76 | 14 | → | 13 | |
DYS722 | 21 | → | 19 | |
DYS599 | 25 | → | 24 | |
DYS389II | 31 | → | 32 | |
DYS469 | 23 | → | 24 | |
DYS458 | 16 | → | 15 | |
DYR171 | 37 | → | 36 | |
DYS687 | 34 | → | 35 | |
DYS547 | 38 | → | 37 | |
DYS518 | 34 | → | 35 | |
DYS612 | 31 | → | 29 | |
DYR173 | 28 | → | 31 | |
DYS688 | 74 | → | 72 |
FAQ: What STR interpretations does YFull provide for my sample?
Sample ID | Country / Language | Info | Ref | File | Testing company | Statistics | Status | |
YF014422 | United States (New York) / Assyrian Neo-Aramaic | G-V2154* | —— | Hg38 | .BAM | FTDNA (Y500) | 26X, 11.9 Mbp, 151 bp | |
NNS178749 | United States | G-Y288847 | —— | Hg19 | .BAM | Scientific | 18X, 22.7 Mbp, 150 bp | |
YF123949 | Brazil (São Paulo) | G-FT11135 | —— | T2T | .BAM | Nebula Genomics | 12X, 44.8 Mbp, 150 bp | |
YF019041 | Brazil (Minas Gerais) | G-FT11135 | —— | Hg38 | .BAM | FTDNA (Y700) | 35X, 18.9 Mbp, 151 bp |
You can watch theoretical computed paths using PhyloGeographer. We do not guarantee that provided information is correct.
- Theoretical Computed Paths > G-V2154
- Y Heatmap > G-V2154
* The PhyloGeographer is not affiliated with YFull