Chumpie

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Nome: Chumpie
Breed: BULLDOG
Pais:   United Kingdom
Afixo criador:
Afixo proprietario:
Sexo: Femea
Data de Nascimento:
Premiacoes:
Email do proprietario:
Inbreeding Coefficient (IC): 0.0
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Herramientas generales

Herramientas de análisis del pedigree

Linebreeding in first 6 generations
5,6 - ......... Lord Nelson I I I  
4,4 - ......... Aston Lion  
5,5 - ......... Guildford Helen (uk 1888)  
6,6 - ......... Spider  
6,6 - ......... Young Gambler  
5,5 - ......... Lion Seeker  
6,6 - ......... Game Hen  
6,6 - ......... Eng Ch Forceps   
Eng Ch Forceps
 
3,3 - ......... Don Alexis  
4,4 - ......... Bonnie Peggie  
5,5 - ......... Tuck (1891)  
6,6 - ......... Nell (1888)  
6,6 - ......... Master Bruce ( The Antiquary)  
5,5 - ......... Dandelion  
Dandelion
 
6,6 - ......... Dahlia  
6,6 - ......... Reeves Crib  
Reeves Crib
 
4,4 - ......... Don Salano  
Don Salano
 
5,5 - ......... Lady Disdain (1883)  
Lady Disdain (1883)
 
6,6 - ......... Maritana (1881)  
Maritana (1881)
 
6,6 - ......... King Cole ( Pybus Sellon)  
King Cole ( Pybus Sellon)
 
5,5 - ......... Don Pedro  
Don Pedro
 
6,6 - ......... Hebe (1878)  
6,6 - ......... Sahib  

Explanation:
a,b-c,d: values before "-" are linebreeding in father's branch, values after in mother's branch.
Example:
2,3-5,6 ....... NAME
Dog "NAME" is once in 2nd generation in father's branch, once in 3th generation in father's branch, once in 5th generation in mothers's branch and once in 6th generation in mothers's branch

4,4-5,6 ....... NAME
Dog "NAME" is twice in 2th generation in father's branch, once in 5th generation in mothers's branch and once in 6th generation in mothers's branch




Thornbury Warrior   Woodcote Galtee More  
Woodcote Galtee More
 
Don Alexis   Don Salano  
Don Salano
 
Bonnie Peggie  
Cameo   Aston Lion  
Navarro  
Red Kitty   Don Alexis   Don Salano  
Don Salano
 
Bonnie Peggie  
Craybourne Toodles   Aston Lion  
Maggie Bach  
Lady Maud (1898)   not available not available not available
not available
not available not available
not available
not available not available not available
not available
not available not available
not available
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