Testparing

Vader: Denver | Moeder: Grace Slick

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 ()
Argentum Denver (Elf Sphynx F1)
Argentum Aaron (Elf Sphynx F1)
Vintage Dominik (Elf Sphynx F1)
PKD echo: negatief Patella Luxatie: negatief HCM: negatief 		Murmulet Gucci (Elf)
Tallion Motsart (Sphynx)
LLuvatar Delia (Elf)
Joser Aileen (Sphynx)
Joser Hamilton (Sphynx)
HCM: negatief
Joser Olympia (Sphynx)
Argentum Beatha (Sphynx)
Argentum Bobster (Sphynx)
Sphynxomania Paskale (Sphynx)
HCM: negatief
Alivenio Yasiuvova (Sphynx)
Argentum Nikita (Sphynx)
D'Almaz Iris (Sphynx)
Argentum Rosinka Pussy Smoothy (Sphynx)
Argentum Bella (Sphynx F1)
Stroeven Klaus (Sphynx F2)
Stroeven Carlito (Sphynx F1)
foundation
foundation
Brio Sooki (Sphynx)
foundation
foundation
Argentum Mia (Don Sphynx)
Argentum Dzhonni (Don Sphynx)
foundation
foundation
Argentum Zlata (Don Sphynx)
foundation
foundation
Wildwood Grace Slick (Sphynx)
Wildwood Chocalotto Mojo (Sphynx)
LNCats Gobi Blue (Sphynx (Odd Eye) F1)
LNCats Yoda's Sweetpea (Sphynx (Odd Eye) F1)
Britanya Kojakson (Sphynx (Odd Eye) F1)
Foxwellhall Endymion (Sphynx F2)
Argentum Reba McEntire (Sphynx F2)
Kerleykat Mozart (Sphynx F1)
Crystalskye Aelaura Dannon (Sphynx)
LNCats JJSpicegirl (Sphynx F3)
Amenophis Jumpin Jack Flash (Sphynx)
Amenophis Fitzgerald (Sphynx)
Safram Kaleidoscope (Sphynx)
Badyr Pawcelein (Sphynx F2)
Anubis (van) Mr Flasher (Sphynx F2)
Badyr Miss Dilldumps-Potts (Devon Rex)
Wildwood Kaleidoscope (Sphynx)
LNCats Yoda's Moseman (Sphynx F3)
Britanya Kojakson (Sphynx (Odd Eye) F1)
Britanya Kojak (Sphynx F2)
Britanya Bertha D Blues (Sphynx F2)
Foxwellhall Endymion (Sphynx F2)
Grandpaws Razzle Dazzle (Sphynx F2)
Hippocrates Trolls Trinket (Sphynx F3)
Wildwood Zazu (Sphynx)
Britanya Shootform Shinola (Sphynx)
Britanya Cream Odie Crop (Sphynx F1)
Britanya Glovonna Sweater (Sphynx F2)
Britanya Velcro (Sphynx F3)
Britanya Kojak (Sphynx F2)
Britanya Ophelia You Are All Naked (Sphynx F2)

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