Testparing

Vader: Derek | Moeder: F-Genevieve

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 ()
Divinus Derek (Sphynx)
HCM: negatief 		Apophis Bald Eagle (Sphynx)
HCM: negatief 		Purrfantasy Brigadoon (Sphynx)
Minsati Maxon (Sphynx)
Bemisu Socrates (Sphynx)
Apophis Sati (Sphynx)
Kittypen Bella Luna (Sphynx)
Kitnhuyse Moses (Sphynx)
Kittypen Unique Nacida (Sphynx)
Apophis Fairy Wings (Sphynx)
Kitnhuyse Lloyds of London (Sphynx)
Rainbow Warriors Mr Haircule P (Sphynx F1)
Whiskerhill Jitterbug (Sphynx)
Apophis Phaedra (Sphynx F1)
Apophis First Edition (Sphynx F1)
Apophis Janiever (Sphynx F3)
Enneking Berta (Sphynx)
de la Magie d'Orient Rayan (Sphynx F3)
Des Roses de Porcelaine Phoenix (Sphynx)
Des Roses de Porcelaine Nevada (Sphynx F3)
Foxwellhall Who Do That Voodoo (Sphynx)
Heaven Born (de) Passy Flore (Sphynx)
Cat Faby Newton (Sphynx F3)
Cat Faby Ohara (Sphynx)
Grand Oray Pinelope Ioda (Sphynx)
Goriakis Chnoem (Sphynx F3)
Anubis (van) Voila le Must (Sphynx F2)
Goriakis Jhalla Nu-Nu (Sphynx F3)
Parnas Viola (Sphynx)
The Grey Monks George (Sphynx)
Long Lakes Diane (Sphynx)
Golden Cats F-Genevieve (Sphynx)
Golden Cats Venchet (Sphynx)
Mur Miracio Christian (Sphynx)
Mur Miracio Sans (Sphynx)
Mur Miracio Ivon (Sphynx)
Mur Miracio Kris (Sphynx)
Mur Miracio Laura (Sphynx)
Joser Yuventus (Sphynx)
Mur Miracio Britania (Sphynx)
Golden Cats J-Ghente (Sphynx)
Dennima Line Talisman (Sphynx)
Joser Osborn (Sphynx)
Dennima Line Koketka Konfetka (Sphynx)
Joser Z Elma (Sphynx)
Joser Jean Claude (Sphynx)
Joser Gloria (Sphynx)
Joser Y'Ara (Sphynx)
Grand Magic Mars (Sphynx)
Grand Oray Snow King (Sphynx)
Parvati Girnu Akmud (Sphynx)
Grand Oray Elicit A Fact (Sphynx)
Grand Oray Ki'Ka (Sphynx)
Parvati Girnu Akmud (Sphynx)
Liga Star Belaya Tsaritsa (Sphynx (Odd Eyed))
Joser Taffy (Sphynx)
Joser X Allan (Sphynx)
Joser Bailey (Sphynx)
Joser Priscilla (Sphynx)
Joser Yvona (Sphynx)
Joser Hamilton (Sphynx)
HCM: negatief
Joser Cherry (Sphynx)

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