Sweet Duchess

Pedigree esteso a 7 generazioni generato da bulldogpedigree.com

Generazioni 1 Generazioni 2 Generazioni 3 Generazioni 4 Generazioni 5 Generazioni 6 Generazioni 7
Northwold Albert (uk-usa)   Ethel Boy   St Pancras Bay   Prince Albert (uk-usa 1897)  
Prince Albert (uk-usa 1897)
 
Katapult  
Katapult
 
Boomerang (uk-usa)  
Boomerang (uk-usa)
 
King Orry (uk-usa)  
King Orry (uk-usa)
 
Mildura  
First Attempt   Wild Fang  
Queen Lud  
Dame Fortune (uk)   Preston Lion   Rustic Tiger  
Lena Bell  
Lancshire Lass   Rustic Tiger  
Floss ( Ellis)  
St Pancras Topsy   not available not available not available
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Uxbridge Daisy   Cleophanes   not available not available not available
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Mulguy   not available not available not available
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Sensation (uk)   Parkholme Crib  
Parkholme Crib
 
John Campbell  
John Campbell
 
Ch Rodney Stone (uk-usa)   
Ch Rodney Stone (uk-usa)
 
John Of The Funnels   Wadsley Jack  
Vol  
Lucy Loo   Don Salano  
Don Salano
 
Dodo (uk 1894)  
Rita (1895)   Donax  
Donax
 
Dockleaf  
Dockleaf
 
Dona Disdain  
Ceres (1892)   Guido  
Guido
 
Margaret Catchpole  
Primula  
Primula
 
Don Alexis   Don Salano  
Don Salano
 
Don Pedro  
Don Pedro
 
Lady Disdain (1883)  
Lady Disdain (1883)
 
Bonnie Peggie   Dandelion  
Dandelion
 
Tuck (1891)  
Cameo   Aston Lion   Lion Seeker  
Guildford Helen (uk 1888)  
Navarro   General Roberts  
Sylvia ( Sandle's)  
Bettws-y-coed   Bromley Crib (uk-usa)  
Bromley Crib (uk-usa)
 
Royal Duke (uk-usa)   Aston Lion   Lion Seeker  
Guildford Helen (uk 1888)  
Sylvia ( Sandle's)   Lord Nelson I I I  
Bess ( Sandell's)  
Maid Of Perth   Don Alexis   Don Salano  
Don Salano
 
Bonnie Peggie  
Cameo   Aston Lion  
Navarro  
Fi Fi ( Fergusson)   Boaz  
Boaz
 
Stockwell   Don Pedro  
Don Pedro
 
Lady Disdain (1883)  
Lady Disdain (1883)
 
Eng Ch Blackberry   
Eng Ch Blackberry
 
Eng Ch Forceps   
Eng Ch Forceps
 
Basotia  
Modes   Lord Nelson I I I   Fair Prince  
Daisy ( Wisbeys)  
Dora I I   Ch His Lordship   
Ch His Lordship
 
Oonah (1888)  
Nora Machree   not available not available not available not available not available not available
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