Splinter

Pedigree a 7 générations généré par bulldogpedigree.com

Generation 1	Generation 2	Generation 3	Generation 4	Generation 5	Generation 6	Generation 7
Admiral Brunswick	Ch General Brunswick    Ch General Brunswick	General Grant	Lord Pike (uk)	Lord Roundcroft	Crumpsall Banker (uk-usa)	Wylye Monarch (uk-usa)   Wylye Monarch (uk-usa)
						Crumpsall Toddles
					Lady Albertstone	Prince Albert (uk-usa 1897)   Prince Albert (uk-usa 1897)
						Kaffir Duchess
				Pike Venus	Thackeray Primstone	Ch Rodney Stone (uk-usa)    Ch Rodney Stone (uk-usa)
						Primula   Primula
					Pike Regina	not available
						not available
			Westbourne Britannia	Bonthron	Prince Albert (uk-usa 1897)   Prince Albert (uk-usa 1897)	Katapult   Katapult
						Dame Fortune (uk)
					Lady Portland	Portland (uk-usa)   Portland (uk-usa)
						Lady Felto
				Broadlea Britannia	not available	not available
						not available
					not available	not available
						not available
		Dixie Girl	King (dixie Girl)	Pentemenon	Boaz   Boaz	Stockwell
						Eng Ch Blackberry    Eng Ch Blackberry
					Modes	Lord Nelson I I I
						Dora I I
				Set Fair	Forester	General Roberts
						Dolly Darling
					Bittersweet	Pressmore Dandy
						Bit O' Luck
			Girl Of The South	St Martin Le Grand	Baronet Swasher   Baronet Swasher	The Swashbuckler
						Lencha
					Thornbush	Thornton Chief
						Thornton Olive
				Gipsy Green	Togo (uk)	Jingo
						Viaduct Lass
					Countess Togo	Coronation Crib
						Cambridge Dutch
	Flossie Girl	Pleasant Boy	Odo	Eng Ch Irish Alaunt    Eng Ch Irish Alaunt	Ch Tintagel    Ch Tintagel	Thornwood King Arthur (uk-usa)
						Ch Montem Susie    Ch Montem Susie
					Irish Lady Sam   Irish Lady Sam	Eng CH Cintra Sam    Eng CH Cintra Sam
						Gypsy Christabel
				Kilburn Baroness	Clevelock Bronze Baron	Hefty Monarch (uk-can)   Hefty Monarch (uk-can)
						Bella Donna (1920)
					Clevelock Sailly Anne	Ospringe Duke (uk)
						Chesley Brittania
			Pleasant Jill	not available	not available	not available
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Sudbury Belle	not available	not available	not available	not available	not available	not available
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