Test Mating

Sire: Pablo Picasso | Dame: Isidora

1. Select sire 2. Select dame 3. Result

Number of generations: 1 2 3 4 5 6 7 8 9 10 11 12 | Inbreeding: 0.32% over 6 generations

Offspring ()
Ruaztec Pablo Picasso (Sphynx F1)
HCM: negative 		Aztec Baringa (Sphynx F3)
Aztec Born This Way (Sphynx F3)
Rinkurl Hot Rod (Sphynx F3)
Amenophis Cocoon (Sphynx)
Z. Stardust Winnie Rinkle (Sphynx)
Aztec Naht So Odd (Sphynx (Odd Eye) F1)
Haydukats Felix Feneon (Sphynx F1)
Rinkurl Bijouxlais (Sphynx)
Aztec Naht So Odd (Sphynx (Odd Eye) F1)
Haydukats Felix Feneon (Sphynx F1)
Britanya I Felix Posed (Sphynx F1)
Les Devon Chat Chagall (Devon Rex)
Rinkurl Bijouxlais (Sphynx)
Rinkurl Qwytunkhamen (Sphynx F3)
Rinkurl Bijoux (Sphynx)
Ruaztec Karina (Sphynx F1)
Loganderry Bamboo (Devon Rex)
Loganderry Georgie Porgie (Devon Rex)
Loganderry On A Wing And A Prayer (Devon Rex)
Loganderry Tamara's Headlines (Devon Rex)
Loganderry Upsa Daisy (Devon Rex)
Loganderry On A Wing And A Prayer (Devon Rex)
Rexactly Bethesda (Photoface)
Ruaztec Kaplya (Sphynx)
Ruaztec Syren Baringa (Sphynx)
Aztec Born This Way (Sphynx F3)
Aztec Naht So Odd (Sphynx (Odd Eye) F1)
Grandpaws Nefertiti (Sphynx F2)
Grandpaws Hari (Sphynx)
Grandpaws Cleopatra (Sphynx F2)
Isida Isidora (Sphynx)
Isida Vinsent (Sphynx)
Du Bois De Grace Mad Max (Sphynx F3)
Amenophis Ire-Sake (Sphynx F2)
Amenophis Fitzgerald (Sphynx)
Du Clos Des Vignes Honolulu (Sphynx F1)
Amenophis Jubilee (Sphynx)
Amenophis Fitzgerald (Sphynx)
Safram Kaleidoscope (Sphynx)
Parnas Adel (Sphynx)
The Grey Monks George (Sphynx)
Ruaztec Black Prince (Sphynx F3)
Goriakis Aphrodite (Sphynx F3)
Grand Oray Rebekka (Sphynx)
Du Bois De Grace Mad Max (Sphynx F3)
Ruaztec Alina (Sphynx)
Friends Kennel Sindy (Sphynx F2)
Friends Kennel David (Sphynx)
unknown n/a
n/a
unknown n/a
n/a
Du Clos Des Vignes Honolulu (Sphynx F1)
Les Devon Chat Mariott (Devon Rex)
Vicrock Renoir's RexTasy (Devon Rex)
Les Devon Chat Giverny (Sphynx)
Rinkurl Femme Fatale (Sphynx F3)
Amenophis Cocoon (Sphynx)
Rinkurl Brendas Nefertiti (Sphynx F2)

Number of generations: 1 2 3 4 5 6 7 8 9 10 11 12