Corgi Wiki

* Due to Computational constrains the isonometric coefficient is given which is a derived value from Wrights coefficient that might be lower than the Wrights for dogs that are inbred to inbred dogs.

Population average for dogs is about 6.25%.
The higher the value, the more inbred the dog is. The Inbreeding-Coefficient (IC) is a measure of the degree of inbreeding in an individual dog. It is the probability that two alleles at a locus are identical by descent. The IC is calculated by summing the probabilities of all possible paths of common ancestors that connect the two alleles. The IC is expressed as a percentage and can range from 0% to 100%. The IC is a measure of the degree of inbreeding in an individual dog. It is the probability that two alleles at a locus are identical by descent. The IC is calculated by summing the probabilities of all possible paths of common ancestors that connect the two alleles. The IC is expressed as a percentage and can range from 0% to 100%.

Oredezh Haus Bazhena
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JRuCh
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Dam (2017)

CH
Fiery Flying Dragon Dummles

CH
Svarzekoks Beaver Bay

CH
Waggerland Keep It Simple

CH
Call Me Cherry Dummles

CH
Copperleaf Kilkieran

Svarzekoks Absolute Hit

JRuCh, JBlrCh, JEstCh, JHunCh, RuCh, BlrCh, HunCh, RKFCh, ClubWinner, GrRuChFiery Flying Dragon Dummles

RU CHSvarzekoks Beaver Bay

Deutcher Champion VDH and Club, International Champion, Polnischer Champion
Waggerland Keep It Simple

Int Ch, PL, Rom Ch, Jun PL Ch, BISS Welsh Corgi&LH Show'13
Call Me Cherry Dummles

FI CH, N CH
Copperleaf Kilkieran

Svarzekoks Absolute Hit

LUX CH, HU CH
Yasashiikuma Dragon Defender

NL JCH. JWW -11, JEW -11
Waggerland Drop Dead Gorgeous

BISS WCC'10,BISS2 WCC'12,CIB,EJW'10,JWCCW'10,JBALT W'10, vJWW'10, vWW'12, BISS Junior, BOG, PL/Slo/Lv/Lt/Hr/Rom/Gr. Rom/Sr Ch
Uszaki Falkor Luck Dragon

PL JCH, PL CH
Brawos Bis Bahama

Bluemeadows Bonfire

Copperleaf Mari Gold

FIN CH, JW-00
Tyhjã¤taskun Budjetti

Geestland's Fame Fennec

Good Luck Stone Margo

Oredezh Haus Bazhena

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JRuCh Ðñðµï¿½'ðµð¶ Ð¥ð°ññ Ðð°ð¶ðµð½ð°

Dam (2017)

JRuCh
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