| G-Y51846 (age: 1110 ybp) Formula: (1396+825)/2 |
Formula: (1396+825)/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-Y131057 | 9.25 | 9.25 * 144.41 + 60 | 1396 | ||||
 YF011765 |
8.00 | 7323201 | 8.00/7323201 * 8467165 | 9.25 | 9.25 * 144.41 + 60 | 1396 | |
| YF003815 | 5.00 | 7986867 | 5.00/7986867 * 8467165 | 5.30 | 5.30 * 144.41 + 60 | 825 |
FAQ: What is YFull's age estimation methodology?
Increase in age 
Decrease in age
| SNPs currently defining G-Y51846 | |
| Y52927 |  |
| Y53237 | |
| Y53759 | |
| Y56022 | |
| Y56692 | |
| Y57770 | |
| Z38304 | |
| Z38306 | |
| Z45941 / BY46723 | |
| Y54102 | |
| FTB63644 | |
| Y55315 | |
| Y56037 | |
| Y54266 | |
| Y131052 | |
| Y45186 |  |
| Y45566 | |
| Y51846 | |
| Y51939 | |
| Y53659 | |
| Y57042 | |
| Y59908 | |
| FTB64420 G-Y131057 | |
| Y408949(H) G-Y131057 | H |
| Y388038(H) G-Y131057 | H |
| Y338751 G-Y131057 | |
| FTB64022 G-Y131057 | |
| Y338383 G-Y131057 | |
| Y338346 G-Y131057 | |
| Y53460 | |
| Y54868 | |
| FTB63196 G-Y131057 | |
| Y51552 | |
| Y392160(H) G-Y131057 | H |
| Y338097 G-Y131057 | |
| Y55767 | |
| Y549769(H) G-Y131057 | H |
| S765 |  |
| Y58407 | |
| Y58247 | |
| Y22677 | |
| FT32624 | |
| Other SNPs possibly defining G-Y51846 | |
| BY48262 level G-Y51846<->G-Y18941 | |
| Y131060 level G-Y51846<->G-Y18939 | |
| Y45004 level G-Y51846<->G-Y18939 | |
| Y45010 level G-Y51846<->G-Y18939 | |
| Y46201 level G-Y51846<->G-Y18939 | |
| Y47295 level G-Y51846<->G-Y18939 | |
| Y49754 level G-Y51846<->G-Y18939 | |
| Y50523 level G-Y51846<->G-Y18939 | |
| Y53467 level G-Y51846<->G-Y18939 | |
| Y54430 level G-Y51846<->G-Y18939 | |
| Y55669 level G-Y51846<->G-Y18939 | |
| Y58532 level G-Y51846<->G-Y18939 | |
| Y135514 / BY46737 / Z45942 level G-Y51846<->G-Y18939 | |
| Y57846 level G-Y51846<->G-Y18939 | |
| Y46898 level G-Y51846<->G-Y18939 | |
| Y46004 level G-Y51846<->G-Y18939 | |
| Y46901 level G-Y51846<->G-Y18939 | |
| Y59206 level G-Y51846<->G-Y18939 | |
| Y53563 level G-Y51846<->G-Y18939 | |
| Y50243 level G-Y51846<->G-Y18939 | |
| BY48934 level G-Y51846<->G-Y18939 | |
| Y46731 level G-Y51846<->G-Y18939 | |
| Y48033 level G-Y51846<->G-Y18939 | |
| Y52489 level G-Y51846<->G-Y18939 | |
| Z38305 level G-Y51846<->G-Y18939 | |
| Y48038 level G-Y51846<->G-Y18939 | |
| Y46652 level G-Y51846<->G-Y18939 | |
| Y51110 level G-Y51846<->G-Y18939 | |
| FTB69459 level G-Y131057<->G-Y18939 | |
| FTB69616 level G-Y131057<->G-Y18939 | |
| Y338796 level G-Y131057<->G-Y18939 | |
| FT197843 level G-Y131057<->G-Y18939 | |
| FTB69693 level G-Y131057<->G-Y18939 | |
| Y338599 level G-Y131057<->G-Y18939 | |
| FTB69250 level G-Y131057<->G-Y18939 | |
| Y51835 level G-Y51846<->G-Y18939 | |
| FTB65079 level G-Y131057<->G-Y18939 | |
| Y384674 level G-Y131057<->G-Y18939 | |
| FTB69292 level G-Y131057<->G-Y18939 | |
| FTB69374 level G-Y131057<->G-Y18939 | |
| FTB64628 level G-Y131057<->G-Y18939 | |
| Y393405 level G-Y131057<->G-Y18939 | |
| Y338524 level G-Y131057<->G-Y18939 | |
| Y395143 level G-Y51846<->G-Y18939 | |
| Y392309 level G-Y131057<->G-Y18939 | |
| Y56147 level G-Y51846<->G-Y18939 | |
| FTB63159 level G-Y131057<->G-Y18939 | |
| Y385109 level G-Y131057<->G-Y18939 | |
| Y549767 level G-Y131057<->G-Y18939 | |
| FTB69572 level G-Y131057<->G-Y18939 | |
| BY49021 level G-Y51846<->G-Y18939 | |
| Y14438 level G-Y51846<->G-Y18939 | |
| K325 level G-Y51846<->G-Y18939 | |
| FT74840 level G-Y131057<->G-Y18939 | |
| FTA66960 level G-Y51846<->G-Y18939 | |
| Y166535 level G-Y51846<->G-Y18939 | |
| BY47189 level G-Y51846<->G-Y18939 | |
| Y48686 level G-Y51846<->G-Y18939 | |
| Y49559 level G-Y51846<->G-Y18939 |  |
| FT136780 level G-Y131057<->G-Y18939 | |
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-Y51846
- Y Heatmap > G-Y51846
* The PhyloGeographer is not affiliated with YFull
