Test Mating

Sire: Dodge | Dame: Sineoka

1. Select sire 2. Select dame 3. Result

Number of generations: 1 2 3 4 5 6 7 8 9 10 11 12 | Inbreeding: 1.76% over 6 generations

Offspring ()
Belfry Dodge (Sphynx F2)
HCM: negative HCM: negative HCM: negative 		Bastetsphynx Red Sun Rising (Sphynx)
Rinkurl Cinnbad (Sphynx)
Rinkurl All That (Sphynx)
Rinkurl Uppenkhummen (Sphynx F3)
Jinjorbred Bianca Jagger (Sphynx F3)
Rinkurl I Thea Thphynth (Sphynx F2)
Rinkurl Qwytunkhamen (Sphynx F3)
Z. Stardust Winnie Rinkle (Sphynx)
Mar-Rob Princess Eboli (Sphynx)
Amenophis Jason (Sphynx)
Amenophis Fitzgerald (Sphynx)
Safram Kaleidoscope (Sphynx)
Mar-Rob Adriana Lecouvreur (Sphynx F2)
Du Clos Des Vignes Hirohito (Sphynx F1)
Mar-Rob Double Delite (Sphynx)
Belfry Merry Mary (Sphynx F2)
Mar-Rob Prince Andrea (Sphynx)
Amenophis Jason (Sphynx)
Amenophis Fitzgerald (Sphynx)
Safram Kaleidoscope (Sphynx)
Mar-Rob Adriana Lecouvreur (Sphynx F2)
Du Clos Des Vignes Hirohito (Sphynx F1)
Mar-Rob Double Delite (Sphynx)
Fur Goodness Sake Camille (XSH)
unknown n/a
n/a
unknown n/a
n/a
Grand Oray Sineoka (Sphynx)
Grand Oray Per (Sphynx F2)
Friends Kennel Jeus (Sphynx)
Saint Croix Salih (Sphynx F2)
Britanya Homer Zygous (Sphynx F2)
Saint Croix Lisa (Sphynx)
Parnas Adel (Sphynx)
The Grey Monks George (Sphynx)
Grand Oray Rebekka (Sphynx)
Grand Oray Sera (Sphynx)
Du Bois De Grace Mad Max (Sphynx F3)
Amenophis Ire-Sake (Sphynx F2)
Amenophis Jubilee (Sphynx)
Friends Kennel Smudge (Sphynx F2)
Saint Croix Salih (Sphynx F2)
Du Clos Des Vignes Honolulu (Sphynx F1)
Grand Oray Illiuziya (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)
Goriakis N Habok (Sphynx)
Anubis (van) Voila le Must (Sphynx F2)
Gunzhof Easter Sunrise (Sphynx)
Shaird Purrsuede (Sphynx)
Goriakis Jhalla Nu-Nu (Sphynx F3)
Phalaenopsis It's Charles Blake Gipson A Poil (Sphynx F2)
Phalaenopsis J'Nu-Nu (Sphynx F2)

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