Minotaur Pollyanna

Picture not available

Name: Minotaur Pollyanna
Breed: BULLDOG
Residence country:   United Kingdom
Dog prefix: Minotaur
Owner prefix: Mr. And Mrs. J. F. W. Story
Gender: Female
Date of birth: 02 April 1965
Awards:
Owner email:
Inbreeding Coefficient (IC): 0.125
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Bulldogpedigree Rosettes

  • Silver Pedigree Rosette. 10 champions in pedigree (first 4 generations)

General tools

Pedigree analysis tools

Linebreeding in first 4 generations
2 - 2 ......... Wintersmoon Jason  
3 - 3 ......... Ch Lucky Cinderella   
4 - 4 ......... Hawkshope Annesley Dinah  
4 - 4 ......... Samson Of Capethorne  
3 - 3 ......... Ch Wintersmoon Janson   
Ch Wintersmoon Janson
 
4 - 4 ......... Wintersmoon Dancing Janice  
4 - 4 ......... CH Noways William   

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 4th generation in father's branch, once in 5th generation in mothers's branch and once in 6th generation in mothers's branch




Eng CH Outdoors Boozer   
Eng CH Outdoors Boozer
 
Outdoors Boozer
Wintersmoon Jason   Ch Wintersmoon Janson   
Ch Wintersmoon Janson
 
CH Noways William   
Wintersmoon Dancing Janice  
Ch Lucky Cinderella    Samson Of Capethorne  
Hawkshope Annesley Dinah  
Whip-it-trix   Noways Whipitquick  
Noways Whipitquick
 
UK Ch Prince Of Woodgate   
UK Ch Prince Of Woodgate
 
Noways Amenartas  
Woolgreens Trixies Pal   Eng. Ch Leodride Beau Son   
Eng. Ch Leodride Beau Son
 
Eng. Ch Woolgreens Topsy Turvy   
Minotaur My Fair Lady   Wintersmoon Jason   Ch Wintersmoon Janson   
Ch Wintersmoon Janson
 
CH Noways William   
Wintersmoon Dancing Janice  
Ch Lucky Cinderella    Samson Of Capethorne  
Hawkshope Annesley Dinah  
Minotaur Magic Moment   not available not available
not available
not available not available
not available
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