R-Y436793 (age: 351 ybp) Formula: (351)/1 |
Formula: (351)/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 |
YF116633 | 2.00 | 8412742 | 2.00/8412742 * 8467165 | 2.01 | 2.01 * 144.41 + 60 | 351 |
FAQ: What is YFull's age estimation methodology?
Increase in age Decrease in age
SNPs currently defining R-Y436793 | |
FTD85776 | |
FTD86500 | |
FTD86547 | |
FTD86496 | |
FTD86450 | |
FTD85685 | |
FTD85851 | |
FTD86002 | |
FTD86574 | |
FTD86269 | |
Y436793 | |
FT260869 | |
FTD86489 | |
FTD85957(H) | H |
FTD86019 | |
BY162660 | |
Y206127 | |
FT329127 |
Other SNPs possibly defining R-Y436793 | |
FTD86718 level R-Y436793<->R-Y204243 | |
FTD86960 level R-Y436793<->R-Y204243 | |
FTD86867 level R-Y436793<->R-Y204243 | |
FTD86663 level R-Y436793<->R-Y204243 | |
Y436795 level R-Y436793<->R-Y204243 | |
FTD93728 / Y436796 level R-Y436793<->R-Y204243 | |
FTD94094 / Y436798 level R-Y436793<->R-Y204243 | |
FTD94027 / Y436802 level R-Y436793<->R-Y204243 | |
FTD94114 / Y436794 level R-Y436793<->R-Y204243 | |
FTD94028 / Y436804 level R-Y436793<->R-Y204243 | |
Y352831 level R-Y436793<->R-Y204243 | |
FTD94327 / Y436803 level R-Y436793<->R-Y204243 | |
FTD94407 / Y436801 level R-Y436793<->R-Y204243 | |
FT11662 level R-Y436793<->R-Y204243 | |
BY28421 / FGC73008 level R-Y436793<->R-Y204243 | |
FTD93949 / Y436797 level R-Y436793<->R-Y204243 | |
FT457200 level R-Y436793<->R-Y204243 | |
FT84465 level R-Y436793<->R-Y204243 | |
Y19368 / FGC40982 level R-Y436793<->R-Y204243 |
Sample ID | Country / Language | Info | Ref | File | Testing company | Statistics | Status | |
YF116633 | Iraq (Baghdad) / Arabic | R-Y436793 | —— | Hg38 | .VCF | FTDNA | —— |
You can watch theoretical computed paths using PhyloGeographer. We do not guarantee that provided information is correct.
- Theoretical Computed Paths > R-Y436793
- Y Heatmap > R-Y436793
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