Test Mating

Sire: Bubba | Dame: Florence

1. Select sire 2. Select dame 3. Result

Number of generations: 1 2 3 4 5 6 7 8 9 10 11 12 | Inbreeding: 0% over 6 generations

Offspring ()
Little Baldy Bubba (Sphynx)
Amoresfinge Adam (Sphynx)
PKD echo: negative HCM: negative 		Unknown Caffi (Sphynx)
Sphynxomania Spot (Sphynx)
Sphynxomania Don Gabriel (Sphynx)
Sphynxomania Fiona (Sphynx)
Argentum Barney An Ice Flame (Sphynx)
Ontario Armany (Sphynx)
Ontario Olivia Nait an Cat (Sphynx)
Enigma Etna (Sphynx)
Argentum Zabaglione (Sphynx)
Baby Rah Pekin (Sphynx)
Argentum Margo (Sphynx)
Joser Dulcie (Sphynx)
Baby Rah Tel Aviv (Sphynx)
Joser Caelie (Sphynx)
Little Baldy Mac Pluis (Sphynx)
Malelam Wyliam (Sphynx)
HCM: negative HCM: negative HCM: negative PKD echo: negative 		Xarmax Dzhamil (Sphynx)
Paradais Sphynx Camelot (Sphynx)
HCM: negative HCM: negative
Joser Lilly (Sphynx)
Gold Sphynx Sharlotta Forever (Sphynx)
Grand Oray Hebe Evelyn (Sphynx)
Argentum Siabastet Stihia Komforta (Sphynx)
Al-Shobaki Mini Mouse (Sphynx)
HCM: negative HCM: negative 		Monk Monk Magnum Al-Shobaki (Sphynx)
HCM: negative HCM: negative HCM: negative PKD echo: negative 		Hadakat Ohio (Sphynx)
Wilburstpaws Nemah Vamp (Sphynx)
A-La Efrosin'Ya (Sphynx)
HCM: negative HCM: negative PKD echo: negative 		Joser Troy (Sphynx)
Alivenio Mira-Diana (Sphynx)
Unknown Florence (Sphynx (Odd Eyed))
Neo Paradox Nordes Raul (Sphynx)
Neo Paradox Joker El Kaen (Sphynx)
Iz Zolotoy Bayet Alf (Sphynx)
Nostalgie Last Hero Light (Sphynx F3)
HCM: negative
Alexandria Alivenio (Sphynx)
SelenaSphynx Baileys Coctail (Sphynx)
Amulet Parnas Treasure (Sphynx)
Amon-Ra Elfian Dream (Sphynx)
Infinite Joy Kristel (Sphynx)
Infinite Joy Flavian (Sphynx)
Argentum Galaxy Asiris Nuna (Sphynx)
Vanda Star Bentley (Sphynx)
Argentum Dina Just My Luck (Sphynx)
Marisen Artum (Sphynx)
foundation
Unknown Gabriella (Sphynx)
foundation n/a n/a
n/a
n/a n/a
n/a
Sun Markiz Arisha (Sphynx)
Moon Kiss Thaer (Sphynx)
Geniality Bredberry (Sphynx)
HCM: negative
Baby Rah Britania (Sphynx)
HCM: negative
foundation n/a
n/a

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