G-Z6494 (age: 5039 ybp) Formula: (4946*14 + 4886*20 + 6223*8 + 4405*8)/(14 + 20 + 8 + 8) |
Formula: (4946*14 + 4886*20 + 6223*8 + 4405*8)/(14 + 20 + 8 + 8) |
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 | Weight |
G-FT84409 | 33.83 | 33.83 * 144.41 + 60 | 4946 | 14 = 2 * (5 + 1 + 1) | ||||
YF065145 | 36.00 | 8326488 | 36.00/8326488 * 8467165 | 36.61 | 36.61 * 144.41 + 60 | 5346 | - | |
YF080777 | 31.00 | 8450438 | 31.00/8450438 * 8467165 | 31.06 | 31.06 * 144.41 + 60 | 4545 | - | |
G-Z6211 | 33.42 | 33.42 * 144.41 + 60 | 4886 | 20 = 5 * (2 + 1 + 1) | ||||
YF004794 | 31.00 | 7567012 | 31.00/7567012 * 8467165 | 34.69 | 34.69 * 144.41 + 60 | 5069 | - | |
YF067317 | 36.00 | 8360120 | 36.00/8360120 * 8467165 | 36.46 | 36.46 * 144.41 + 60 | 5325 | - | |
YF112891 | 31.00 | 8166019 | 31.00/8166019 * 8467165 | 32.14 | 32.14 * 144.41 + 60 | 4702 | - | |
YF115114 | 30.00 | 8345807 | 30.00/8345807 * 8467165 | 30.44 | 30.44 * 144.41 + 60 | 4455 | - | |
YF126638 | 33.00 | 8369401 | 33.00/8369401 * 8467165 | 33.39 | 33.39 * 144.41 + 60 | 4881 | - | |
YF096592 | 42.00 | 8332054 | 42.00/8332054 * 8467165 | 42.68 | 42.68 * 144.41 + 60 | 6223 | 8 = 1 * (2 + 5 + 1) | |
YF016547 | 28.00 | 7879286 | 28.00/7879286 * 8467165 | 30.09 | 30.09 * 144.41 + 60 | 4405 | 8 = 1 * (2 + 5 + 1) |
FAQ: What is YFull's age estimation methodology?
Increase in age Decrease in age
SNPs currently defining G-Z6494 | |
Z6494 / FGC5674 | |
Z6215 | |
FGC5673 | |
FGC5687(H) | H |
Z6207 | |
Y126330 / FT172194 | |
Y38112 | |
Z12230 / FGC8006 |
Other SNPs possibly defining G-Z6494 | |
FGC5696 level G-Z6494<->G-L166 | |
FGC5721 level G-Z6494<->G-L166 | |
Z6220 level G-Z6494<->G-L166 | |
Z6516 / FGC5675 level G-Z6494<->G-L166 | |
FGC5671 level G-Z6494<->G-L166 | |
FGC5672 level G-Z6494<->G-L166 | |
FT191098 / Y180152 level G-Z6494<->G-L166 | |
Z6134 level G-Z6494<->G-L166 | |
Z6209 level G-Z6494<->G-L166 | |
Z6287 level G-Z6494<->G-L166 | |
Z6499 / FGC5712 level G-Z6494<->G-L166 | |
Y232879 / C101821 level G-Z6494<->G-L166 | |
Z6208 level G-Z6494<->G-L166 | |
Z6519 level G-Z6494<->G-L166 | |
Z6135 / S10301 level G-Z6494<->G-L166 | |
Z6206 level G-Z6494<->G-L166 | |
Z6288 / S19530 / Z6213 level G-Z6494<->G-L166 | |
Z6219 level G-Z6494<->G-L166 | |
L166 level G-Z6494<->G-L166 | |
L167 level G-Z6494<->G-L166 | |
Z1370 / Z1370.2 level G-Z6494<->G-L166 |
FAQ: What STR interpretations does YFull provide for my sample?
Sample ID | Country / Language | Info | Ref | File | Testing company | Statistics | Status | |
YF016547 | Brazil (Ceará) | G-Z6494 | G-Z6494*, G-FT84409* | Hg38 | .BAM | FTDNA (Y500) | 44X, 12.6 Mbp, 151 bp | |
ERS257168 | Italy (Cagliari) | G-Z6494 | G-Z6494*, G-FT84409* | Hg19 | .BAM | Scientific | 2X, 6.6 Mbp, 101 bp | |
YF096592 | Poland (Łódzkie) | G-Z6494* | —— | Hg38 | .BAM | Nebula Genomics | 13X, 23.5 Mbp, 150 bp | |
YF065145 | Saudi Arabia (Makkah) | G-FT84409* | —— | Hg38 | .BAM | FTDNA (Y700) | 50X, 18.7 Mbp, 151 bp | |
YF080777 | Slovakia (Košický kraj) | G-Y232698 | —— | Hg38 | .BAM | Dante Labs | 12X, 23.6 Mbp, 151 bp | |
HG02681 | Pakistan (Punjab) | G-Z6285 | —— | Hg19 | .BAM | Scientific | —— | |
YF004794 | Germany (Thüringen) / German | G-CTS12768 | —— | Hg19 | .BAM | FTDNA (Y500) | 46X, 13.8 Mbp, 101 bp | |
YF115114 | United Kingdom (Cambridgeshire) | G-BY55 | —— | Hg38 | .BAM | FTDNA (Y700) | 52X, 18.7 Mbp, 151 bp | |
YF112891 | England | G-BY55 | —— | Hg38 | .BAM | FTDNA (Y700) | 21X, 17.9 Mbp, 151 bp | |
YF126638 | Greece (Dodekanisos) / Ancient Greek (to 1453) | G-Z6212* | —— | Hg38 | .BAM | FTDNA (Y700) | 30X, 17.9 Mbp, 151 bp | |
YF067317 | Morocco (Casablanca [Dar el Beïda]) | G-Z6036 | —— | Hg38 | .BAM | FTDNA (Y700) | 35X, 18.7 Mbp, 151 bp | |
ERS256123 | Italy (Cagliari) | G-Z6036 | —— | Hg19 | .BAM | Scientific | 3X, 8.3 Mbp, 101 bp |
You can watch theoretical computed paths using PhyloGeographer. We do not guarantee that provided information is correct.
- Theoretical Computed Paths > G-Z6494
- Y Heatmap > G-Z6494
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