Updated 10 Apr 2014 
KitEarliest AncestorH
a
p
l
o
 
 
Haplogroup I
Haplogroup I - No Match yet in the Project
146724Johann Jacob Traub, b ca 1723 and d 1776I1
 
Haplogroup Q
Haplogroup Q - No Match yet in the Project
234338Filippo Scaglione, b. 1837 and d. 1888Q1a3
 
Haplogroup R1a
Haplogroup R1a - Lineage I
215881Matthias Konkol d. 1751 Krs. Rosenberg W. PrussiaR1a1a
149610Nathan Tyler, 1824-1896R1a1a1g
 
Haplogroup R1a - No Match yet in the Project
212016Anton Pollak b 1846 TapioBicske, Hungary; d 1884 WR1a1a
 
Haplogroup R1b
Haplogroup R1b - Lineage I
256676Peter Konkel b. 1853R1b1a2a1a1a4a1
63444Gottfried Kunkel, ad 1769, Russia/GermanyR1b1a2a1a1a4a1
89244Justus Gunkel, b. 1837, Brenner or Bremen, GermanyR1b1a2a1a1a4
298275Johannes KunkleR1b1a2
168744Not ProvidedR1b1a2
211480Not ProvidedR1b1a2
 
Haplogroup R1b - Lineage II
98065John Conkle b 1739 Floersbach Gelnhausen, GermanyR1b1a2a1a1a4
333850John Johannes Conkle b. 1739R1b1a2
 
Haplogroup R1b - No Match yet in the Project
N17259paulus seebacherR1b1a2
 
  
33133343433344444444444444GYY4655CC44553355644544455445444546545645746457775555545656444A4415756575555765645444 
99998828389855555434466666ACC5077DD43379993470121159393548241687496183941110548293373654164B2195310165238491363 
30 15568992989954778944440TAA6760YY2818550712615337460404106787202505250467569924365822503105230254312657370415 
    ab   | | ab      abcd AII    ab    SS    S  ab                                         7                    
         1 2              HII          11    1                                                                  
                          4ab          ab                                                                       
 
  
13251611131611131112112817810101225152128141415151091919141416173536121011815168111081191221221511121216813232111131214111212112914816102627191111121212811111011122911122314111118152010221711162612211812131791211 
13221510141511141112112816898112316202812141415101019211414162135371211 
  
  
13231310141712121213143017991111251419291415151610111922151517163336121111815178111081210122222161112121581224211312111310111212331591511262619121212131291111101112311213251411920151911231611152512222210141791211 
13251310131512121213132917991111261519311515161611101922151618183636121111815178101081111122222191112121781525201313111410111412341591511262621141212131291111101112311312251411926171411241511172412222011151791211 
  
  
132416101114121211131129?9101111231420?12151516?11192316151819??14111281717811108?101222221510121213813252213121113?111211?159151227271912121112?91211101111301213241391019151912231512152412231910?1791111 
132416101114121211131129169101111231420351215151610111923161518193539141112817178111081310122222151012121381325221312111311111211331591512272719121211121191211101111301213241391019151912231512152412231910161791111 
13241610111412121113112917910111123142036121515161111192316151819363814111281717811108121012222215101212138132522131211130111211341591512272719121211121091211101111301213241391019151912231512152412231910151791111 
  
132515101114121210131130159101111241420321215151611111923161618193438121111817178121081110122222151012121381423211212111311111213311591512262719121212121091211101111301213241391019151911231512152412231910151791111 
1325151011141212101311301491011112414203012121515111119231416192035381411 
  
  
132314?12141212?121229?910111125151929151617?1111192316151517383812121191516810108101012232316101212?71222201312111311111312                                             
1323141012141212121212291791011112515192915161717121119231615151738381212119151681010810101223231610121215712222013121113111113123316916122626191211121210912121011113012122413101020152013231712152412231810141691211 
132314101214121213121229189101111251519291516171811111923161515163838121211915168101081010122323161012121671222201312111311111312 
132314101214121213121229209101111251519291516171911111923161514173839121211915168101081010122323161012121571222201312111311111312 
1323141112141212121212291891011112515192915161718111119231615151738381212 
1323141112141212131212291891011112515192915161718111119231615151738381212 
1323141112141212131312301991011112515192915161718111119231615151737381212 
  
?231411111512121213133018910111126151930141417?111119231615181938381112                                                                           
1223141111151212121313301891011112615193014141717111119231615181938381112 
132314111115121212131330189101111261519301414171811111923161518193838111211915168101081010122123161012121581222191412111411111312 
  
1324141111141212121313291791011112515192915151717111119231615181736381212119151681010810101223231610121215812222013121113111112123515916122526191211131210912121011113012132413101020151913241712152412231810141791211 
132414111114131213141330