G-Y276782 (age: 1954 ybp) Formula: (1960+1948)/2 |
Formula: (1960+1948)/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-Y275245 | 13.16 | 13.16 * 144.41 + 60 | 1960 | ||||
YF126497 | 13.00 | 8365010 | 13.00/8365010 * 8467165 | 13.16 | 13.16 * 144.41 + 60 | 1960 | |
YF105912 | 13.00 | 8417100 | 13.00/8417100 * 8467165 | 13.08 | 13.08 * 144.41 + 60 | 1948 |
FAQ: What is YFull's age estimation methodology?
Increase in age Decrease in age
SNPs currently defining G-Y276782 | |
Z42383 | |
Z42379 | |
Y276782 | |
Z42382 | |
BY120492 | |
BY128874 | |
Y276413 | |
BY142190 | |
Y349981 | |
Y264439(H) | H |
Y349979(H) | H |
Y349982 | |
BY150200 | |
Y264442(H) | H |
BY138548 | |
Y275915 | |
BY28264 / Y37703 |
STRs | Mutation rate | ANC | DER | |
DYR221 | 13 | → | 14 | |
DYS558 | 9 | → | 8 | |
DYR54 | 11 | → | 12 | |
DYR249 | 12 | → | 14 | |
DYR77 | 13 | → | 12 | |
DYS511 | 11 | → | 10 | |
DYS585 | 10 | → | 9 | |
DYR49 | 12 | → | 13 | |
DYR100 | 11 | → | 10 | |
DYR3 | 11 | → | 12 | |
Y-GATA-H4 | 10 | → | 11 | |
DYS706 | 17 | → | 16 | |
DYS510 | 17 | → | 18 | |
DYS551 | 14 | → | 13 | |
DYR76 | 12 | → | 11 | |
DYS467 | 12 | → | 14 | |
DYS523 | 16 | → | 15 | |
DYF393 | 23 | → | 22 | |
DYS471 | 24 | → | 23 | |
DYS570 | 18 | → | 17 |
FAQ: What STR interpretations does YFull provide for my sample?
Sample ID | Country / Language | Info | Ref | File | Testing company | Statistics | Status | |
YF105912 | Czechia (Olomoucký kraj) | G-Y276782* | —— | Hg38 | .BAM | Nebula Genomics | 22X, 23.6 Mbp, 150 bp | |
YF126497 | Greece (Fokida) / Modern Greek (1453-) | G-Y275245 | —— | Hg38 | .VCF | FTDNA | —— |
You can watch theoretical computed paths using PhyloGeographer. We do not guarantee that provided information is correct.
- Theoretical Computed Paths > G-Y276782
- Y Heatmap > G-Y276782
* The PhyloGeographer is not affiliated with YFull