| I-Y344262 (age: 12545 ybp) Formula: (12545)/1 |
Formula: (12545)/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 |
| I-Y344254 | 86.46 | 86.46 * 144.41 + 60 | 12545 | ||||
 YF105014 |
85.75 | 8450318 | 85.75/8450318 * 8467165 | 85.92 | 85.92 * 144.41 + 60 | 12467 | |
| YF105117 |
86.73 | 8441273 | 86.73/8441273 * 8467165 | 87.00 | 87.00 * 144.41 + 60 | 12623 |
FAQ: What is YFull's age estimation methodology?
Increase in age 
Decrease in age
| SNPs currently defining I-Y344262 | |
| Y344317 / KHU1307 I-Y344254 |  |
| Y344529 I-Y344254 | |
| Y344559 I-Y344254 | |
| Y344504 I-Y344254 | |
| Y344269 I-Y344254 | |
| Y344262 I-Y344254 | |
| Y344534 I-Y344254 | |
| Y344259 I-Y344254 | |
| Y344281 I-Y344254 | |
| Y344515 I-Y344254 | |
| Y344432 I-Y344254 |  |
| BY193486 I-Y344254 | |
| Y344279 / KHU1301 I-Y344254 | |
| Y344867(H) I-Y344254 | H |
| Y344546 / KHU1290 | |
| Y344842 I-Y344254 | |
| Y344535 / A35175 I-Y344254 |  |
| Y344845(H) I-Y344254 | H |
| Other SNPs possibly defining I-Y344262 | |
| MF225195 level I-Y344262<->I-Y344225 | |
| Y344860 level I-Y344254<->I-Y344225 | |
| Y264315 level I-Y344254<->I-Y344225 | |
| Y264321 level I-Y344254<->I-Y344225 | |
| Y344857 level I-Y344254<->I-Y344225 | |
| Y344556 level I-Y344254<->I-Y344225 | |
| Y344848 level I-Y344254<->I-Y344225 | |
| Y344858 level I-Y344254<->I-Y344225 | |
| Y344505 level I-Y344254<->I-Y344225 | |
| Y344479 level I-Y344254<->I-Y344225 | |
| FT175023 level I-Y344254<->I-Y344225 | |
| Y344846 level I-Y344254<->I-Y344225 | |
| Y344538 level I-Y344254<->I-Y344225 | |
| Y344852 level I-Y344254<->I-Y344225 | |
| Y344864 level I-Y344254<->I-Y344225 | |
| Y344843 / TY316888 level I-Y344254<->I-Y344225 | |
| Y344330 level I-Y344254<->I-Y344225 | |
| Y533960 level I-Y344254<->I-Y344225 | |
| Y264324 level I-Y344254<->I-Y344225 | |
| Y344840 level I-Y344254<->I-Y344225 | |
| Y264319 level I-Y344254<->I-Y344225 | |
| Y344548 level I-Y344254<->I-Y344225 | |
| Y344571 level I-Y344262<->I-Y344225 | |
| Y264328 level I-Y344254<->I-Y344225 | |
| Y344849 level I-Y344254<->I-Y344225 | |
| Y344402 level I-Y344254<->I-Y344225 | |
| Y264317 level I-Y344254<->I-Y344225 | |
| Y264318 level I-Y344254<->I-Y344225 | |
| Y264327 level I-Y344254<->I-Y344225 | |
| Y344851 level I-Y344254<->I-Y344225 | |
| Y344283 level I-Y344254<->I-Y344225 | |
| Y264330 level I-Y344254<->I-Y344225 | |
| Y264316 level I-Y344254<->I-Y344225 | |
| Y344869 level I-Y344254<->I-Y344225 | |
| Y264329 level I-Y344254<->I-Y344225 | |
| Y344847 level I-Y344254<->I-Y344225 | |
| Y264326 level I-Y344254<->I-Y344225 | |
| Y264320 level I-Y344254<->I-Y344225 | |
| Y344525 level I-Y344254<->I-Y344225 | |
| Y344865 level I-Y344254<->I-Y344225 | |
| Y264314 level I-Y344254<->I-Y344225 |  |
| Y264322 level I-Y344254<->I-Y344225 | |
FAQ: What STR interpretations does YFull provide for my sample?
| Sample ID | Country / Language | Info | Ref | File | Testing company | Statistics | Status | |
| R15 |
Italy (Roma) | I-Y344262* | —— | Hg19 | .BAM | Ancient | 2X, 9.8 Mbp, 97 bp |  |
| YF125190 |
—— | I-Y344254 | YF105117 | Hg38 | .VCF | FTDNA | —— | |
| YF105117 |
Jordan (‘Ammān (Al ‘Aşimah)) | I-Y344254 | YF125190 | Hg19 | .BAM | Dante Labs | 10X, 22.9 Mbp, 151 bp | |
| YF105014 |
Jordan (‘Ammān (Al ‘Aşimah)) | I-Y344254 | —— | Hg19 | .BAM | Dante Labs | 11X, 22.9 Mbp, 151 bp | |
You can watch theoretical computed paths using PhyloGeographer. We do not guarantee that provided information is correct.
- Theoretical Computed Paths > I-Y344262
- Y Heatmap > I-Y344262
* The PhyloGeographer is not affiliated with YFull