Testparing

Vader: Salvador Daly | Moeder: Brie

1. Selecteer vader 2. Selecteer moeder 3. Resultaat

Aantal generaties: 1 2 3 4 5 6 7 8 9 10 11 12 | Inteelt: 0% over 6 generaties

Fictief ()
Lacky Salvador Daly (Sphynx)
Infinite Joy Harrier (Sphynx)
Argentum Galaxy Asiris Nuna (Sphynx)
Netske Nelson (Sphynx)
Argentum Allan (Sphynx)
Raritet Ariadna (Sphynx)
Limini Beauty Cat Leila (Sphynx)
Golden Max Anubis (Sphynx)
Golden Max Britney Spears (Sphynx F3)
Vanda Star Bentley (Sphynx)
Grand Oray Olimp (Sphynx)
HCM: positief
de la Magie d'Orient Rayan (Sphynx F3)
Grand Oray Chocolate Sky (Sphynx)
Grand Oray Infiniti (Sphynx)
Spes Bona Amur (Sphynx)
Grand Oray Phalaenopsis Remember (Sphynx)
Argentum Luccy Deniz (Sphynx)
Netske Dorian Grey (Sphynx)
HCM: negatief
Argentum Allan (Sphynx)
Golden Max Zilmar (Sphynx)
Basfil Lolita (Sphynx)
Argentum Sprengery Barbara (Sphynx)
Spes Bona Attil (Sphynx)
Grand Oray Tefida (Sphynx)
Netske Dezdemone (Sphynx)
Argentum Allan (Sphynx)
Golden Max Zilmar (Sphynx)
Basfil Lolita (Sphynx)
Raritet Ariadna (Sphynx)
Russona Irbis (Unknown)
Ixes Odry (Unknown)
Wildwood Brie (Sphynx)
Kittypen Dock (Sphynx)
Small Wonder Ramses Moo Moo (Sphynx)
Whiskerhill Brentwoos (Sphynx)
Amenophis Phoenix (Sphynx)
Kitnhuyse Priscilla (Sphynx)
Whiskerhill Maryah Silhoutte (Sphynx)
Grandpaws Razzle Dazzle (Sphynx F2)
Whiskerhill Phoebe (Sphynx)
Kitnhuyse Pyramid Mystique (Sphynx)
Amenophis Phoenix (Sphynx)
Amenophis Fitzgerald (Sphynx)
Safram Kaleidoscope (Sphynx)
Kitnhuyse Filine (Sphynx)
Rinkurl Dream Lover (Sphynx F3)
Rinkurl Ursula Undress (Sphynx F3)
LNCats JJSpicegirl (Sphynx F3)
Amenophis Jumpin Jack Flash (Sphynx)
Amenophis Fitzgerald (Sphynx)
Amenophis Ewok (Sphynx F3)
Amenophis Clone (Sphynx)
Safram Kaleidoscope (Sphynx)
Amenophis Cocoon (Sphynx)
Rinkurl Minnie Winnie (Sphynx)
Badyr Pawcelein (Sphynx F2)
Anubis (van) Mr Flasher (Sphynx F2)
Anubis (van) Casanova (Sphynx)
Shaird Purrsuede (Sphynx)
Badyr Miss Dilldumps-Potts (Devon Rex)
Mandingo (van) Pim Pernel (Devon Rex)
Amarogue Saucy Rexpatriate (Devon Rex)

Aantal generaties: 1 2 3 4 5 6 7 8 9 10 11 12