Barcelona

Generation 1 Generation 2 Generation 3 Generation 4 Generation 5 Generation 6 Generation 7
Datholite  
Datholite
 
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Mercedes I I   Taurus (1881)  
Taurus (1881)
 
Monarch (1878)   Crib ( Turton's) Lamphier's  
Crib ( Turton's) Lamphier's
 
Duke I I ( Lamphier)   Duke (old Duke) Henshall's  
Duke (old Duke) Henshall's
 
Duke ( Hamilton)  
not available
Meg ( Old Meg) Lamphier's   King Dick (old King Dick) Lamphier  
King Dick (old King Dick) Lamphier
 
Old Nell ( Thirlwind)  
Rush ( Lamphier's)   King George ( Henshall 1868)   King Dick I I (young King Dick, Old Puff )  
Juliet (or Meg) Booth  
Duchess ( Hulse's)   not available
not available
Rose ( Berrie)   Sepoy  
Sepoy
 
Crib ( Turton's) Lamphier's  
Crib ( Turton's) Lamphier's
 
Duke I I ( Lamphier)  
Rush ( Lamphier's)  
Kit ( Rodger's)   Saxon (old Saxon) Ridgway's  
Nettle ( Rodger's)  
Nell ( Bartlett)   King Cole (old King Cole) Berrie's  
King Cole (old King Cole) Berrie's
 
Dan ( The Post Worrier) Adcock's  
Dan ( The Post Worrier) Adcock's
 
Lady ( Berrie's)  
Wasp ( 1863 Hinks)   Lord Nelson ( Pike's)  
Beauty ( Hinks)  
Bellisima  
Bellisima
 
Sancho Panza (1876)  
Sancho Panza (1876)
 
Crib ( Turton's) Lamphier's  
Crib ( Turton's) Lamphier's
 
Duke I I ( Lamphier)   Duke (old Duke) Henshall's  
Duke (old Duke) Henshall's
 
Meg ( Old Meg) Lamphier's  
Rush ( Lamphier's)   King George ( Henshall 1868)  
Duchess ( Hulse's)  
Miss Smiff   Briton (1871)   Saxon (old Saxon) Ridgway's  
Duchess  
Kit ( Layton)   Gully (bill Page)  
Duchess ( Hulse's)  
Romping Girl   Crib ( Turton's) Lamphier's  
Crib ( Turton's) Lamphier's
 
Duke I I ( Lamphier)   Duke (old Duke) Henshall's  
Duke (old Duke) Henshall's
 
Meg ( Old Meg) Lamphier's  
Rush ( Lamphier's)   King George ( Henshall 1868)  
Duchess ( Hulse's)  
Rose (1876)   Sir Anthony (1873)  
Sir Anthony (1873)
 
Crib ( Turton's) Lamphier's  
Crib ( Turton's) Lamphier's
 
Meg ( Old Meg) Lamphier's  
Daisy (1875)   Gambler  
Duchess (old Duchess)  
Chub   not available not available not available not available not available
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