| J-Y191360 (age: 645 ybp) Formula: (645)/1 |
Formula: (645)/1 |
| 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 |
| YF071294 | 4.00 | 8366281 | 4.00/8366281 * 8467165 | 4.05 | 4.05 * 144.41 + 60 | 645 |
FAQ: What is YFull's age estimation methodology?
Increase in age 
Decrease in age
| SNPs currently defining J-Y191360 | |
| FT138563 |  |
| FT140036 | |
| FT137764 | |
| FT141061 | |
| FT139960 | |
| FT139743 | |
| Y191687 | |
| FT139658 | |
| FT141072 | |
| FT139243 | |
| FT140616 | |
| FT138986 | |
| Y191360 |  |
| Other SNPs possibly defining J-Y191360 | |
| FT137194 level J-Y191360<->J-BY81991 | |
| FT140647 level J-Y191360<->J-BY81991 | |
| FT141213 level J-Y191360<->J-BY81991 | |
| FT141394 level J-Y191360<->J-BY81991 | |
| FT136753 level J-Y191360<->J-BY81991 | |
| FT136417 level J-Y191360<->J-BY81991 | |
| Y191514 level J-Y191360<->J-BY81991 | |
| Y191742 level J-Y191360<->J-BY81991 | |
| Y243119 level J-Y191360<->J-BY81991 | |
| FT138205 level J-Y191360<->J-BY81991 | |
| FT136066 level J-Y191360<->J-BY81991 | |
| FT135459 level J-Y191360<->J-BY81991 |  |
| Y180361 level J-Y191360<->J-BY81991 | |
| FTA33510 level J-Y191360<->J-BY81991 | |
| Sample ID | Country / Language | Info | Ref | File | Testing company | Statistics | Status | |
 YF071294 |
Romania (Argeș) | J-Y191360 | —— | Hg38 | .BAM | FTDNA (Y700) | 47X, 18.8 Mbp, 151 bp |  |
You can watch theoretical computed paths using PhyloGeographer. We do not guarantee that provided information is correct.
- Theoretical Computed Paths > J-Y191360
- Y Heatmap > J-Y191360
* The PhyloGeographer is not affiliated with YFull