Testparing

Vader: Lucky Lucke | Moeder: Ekaterina

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 ()
Foxwellhall Lucky Lucke (Sphynx F3)
Kitnhuyse N Marques (Sphynx F1)
Rinkurl Dream Lover (Sphynx F3)
Rinkurl Good Will Jester (Sphynx F3)
Amenophis Cocoon (Sphynx)
Rinkurl Brendas Nefertiti (Sphynx F2)
Z. Stardust Winnie Rinkle (Sphynx)
Cantaur Hercules (Photoface)
Z. Stardust Epidermis (Sphynx F1)
Rinkurl Miriam (Sphynx F2)
Rinkurl Qwytunkhamen (Sphynx F3)
Rinkurl Nahtu Khamen (Sphynx)
Rinkurl Brendas Nefertiti (Sphynx F2)
Dijira Kiss Me Again (ASH)
Dijira Si Si (ASH)
Dijira Kiss Me Kate (ASH)
Kitnhuyse Filine (Sphynx)
Rinkurl Dream Lover (Sphynx F3)
Rinkurl Good Will Jester (Sphynx F3)
Amenophis Cocoon (Sphynx)
Rinkurl Brendas Nefertiti (Sphynx F2)
Z. Stardust Winnie Rinkle (Sphynx)
Cantaur Hercules (Photoface)
Z. Stardust Epidermis (Sphynx F1)
Rinkurl Ursula Undress (Sphynx F3)
Rinkurl Hot Rod (Sphynx F3)
Amenophis Cocoon (Sphynx)
Z. Stardust Winnie Rinkle (Sphynx)
Rinkurl Brendas Bathsheba (Sphynx F2)
Jen Jude Yoda II (Sphynx F1)
Jen Jude Girlie (Sphynx F1)
Sixth Element Ekaterina (Sphynx (Odd Eyed))
Ankh Amulet Elvis (Sphynx (Odd Eyed))
Alice Land Picasso (Sphynx (Odd Eyed))
Alice Land Ismael (Sphynx)
Joser Allan (Sphynx)
Joser Poilin (Sphynx)
Alice Land Calypso (Sphynx (Odd Eyed))
Joser Allan (Sphynx)
Argentum Biatris De Murr (Sphynx (Odd Eyed))
Ankh Amulet Daiqiri (Sphynx)
Le-Myrrr (from) Rasmus (Sphynx)
Nostalgie Last Hero Light (Sphynx F3)
HCM: negatief
Le-Myrrr (from) Zaika (Sphynx)
Zlatosphynx Bratislava (Sphynx)
Golden Nest VIP Vuudu (Sphynx)
Grand Oray Great Lilac Dream (Sphynx)
Baharat Lybava (Sphynx)
Malinka Zig Zag Luck (Sphynx)
Deniel X-Klusive (Sphynx)
HCM: negatief HCM: negatief HCM: negatief 		Melissa Ives Timaty (Sphynx)
Deniel Venera (Sphynx)
Daniella Mur Noirin (Sphynx)
E La Mia Vita Joy (Sphynx)
Daniella Mur Bellisimo (Sphynx)
Baharat Hoty Piksi Lola (Sphynx)
foundation n/a
n/a
foundation n/a
n/a

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