R-Y547841 (age: 60 ybp)
Formula: (60)/1
Formula: (60)/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
 ⋯  0.00 8424650 0.00/8424650 * 8467165 0.00 0.00 * 144.41 + 60 60

FAQ: What are SNPs "currently defining" a subclade and subclade "formed" age, "TMRCA" and confidence intervals?

FAQ: What is YFull's age estimation methodology?

Increase in age     Decrease in age

SNPs currently defining R-Y547841
Y548011    
Y548513    
Y547985    
MF730656    
Y548045    
BY223968    
Y548107    
Y548521    
Y548186    
Y548282    
Y547903    
BY103925    
Y548056    
Y548152    
Y548319    
Y548255    
Y548121    
FTC6434    
Y547841    
Y547961    
Y548170    
Y548537    
Y547921    
Y548371    
Y547855    
Y548613    
Y548311    
Y547915    
Y548147    
Y548263    
Y548314(H)     H
Y547857(H)     H
Y548367(H)     H
Y548467(H)     H
Y548617(H)     H
Y548452(H)     H
Y547884(H)     H
FTD82708(H)     H
Y562485(H)     H
Y548182(H)     H
Y547848(H)     H
Y548160(H)     H
FT3860(H)     H
Y562488    
Z43100 / FGC60550    
Other SNPs possibly defining R-Y547841
Y547960    level R-Y547841<->R-Y895
Y562487    level R-Y547841<->R-Y895
Y547839    level R-Y547841<->R-Y895
Y547948    level R-Y547841<->R-Y895
Y548139    level R-Y547841<->R-Y895
Y548326    level R-Y547841<->R-Y895
Y562486    level R-Y547841<->R-Y895
Y547902    level R-Y547841<->R-Y895
Y548558    level R-Y547841<->R-Y895
Y504603    level R-Y547841<->R-Y895
Y530486    level R-Y547841<->R-Y895
Y515131    level R-Y547841<->R-Y895