{ Breeding Probabilities }
Fur Probabilities
If a Fur type is present in the parents, its probabilities of passing increase.
Lean x Lean - 1-100 Lean
Lean x Thick - 1-70 Lean, 71-100 Thick
Lean x Curly - 1-60 Lean, 61-90 Thick, 91-100 Curly
Lean x Silky - 1-60 Lean, 61-90 Thick, 91-100 Silky
Lean x Mop - 1-52 Lean, 53-87 Thick, 88-92 Curly, 93-97 Silky, 98-100 Mop
Lean x Sphinx - 1-52 Lean, 53-87 Thick, 88-92 Curly, 93-97 Silky, 98-100 Sphinx
Thick x Thick - 1-55 Lean, 56-100 Thick
Thick x Curly - 1-50 Lean, 51-90 Thick, 91-100 Curly
Thick x Silky - 1-50 Lean, 51-90 Thick, 91-100 Silky
Thick x Mop - 1-40 Lean, 41-75 Thick, 76-85 Curly, 86-95 Silky, 96-100 Mop
Thick x Sphinx - 1-40 Lean, 41-75 Thick, 76-85 Curly, 86-95 Silky, 96-100 Sphinx
Curly x Curly - 1-35 Lean, 36-80 Thick, 81-100 Curly
Curly x Silky - 1-35 Lean, 36-80 Thick, 81-90 Curly, 91-100 Silky
Curly x Mop - 1-30 Lean, 31-73 Thick, 74-88 Curly, 89-93 Silky, 94-100 Mop
Curly x Sphinx - 1-30 Lean, 31-73 Thick, 74-88 Curly, 89-93 Silky, 94-100 Sphinx
Silky x Silky - 1-35 Lean, 36-80 Thick, 81-100 Silky
Silky x Mop - 1-30 Lean, 31-73 Thick, 74-78 Curly, 79-93 Silky, 94-100 Mop
Silky x Sphinx - 1-30 Lean, 31-73 Thick, 74-78 Curly, 79-93 Silky, 94-100 Sphinx
Mop x Mop - 1-25 Lean, 26-70 Thick, 71-80 Curly, 81-90 Silky, 91-100 Mop
Mop x Sphinx - 1-25 Lean, 26-70 Thick, 71-80 Curly, 81-90 Silky, 91-95 Mop, 96-100 Sphinx
Sphinx x Sphinx - 1-20 Lean, 21-66 Thick, 67-78 Curly, 79-90 Silky, 91-100 Sphinx
Lean x Thick - 1-70 Lean, 71-100 Thick
Lean x Curly - 1-60 Lean, 61-90 Thick, 91-100 Curly
Lean x Silky - 1-60 Lean, 61-90 Thick, 91-100 Silky
Lean x Mop - 1-52 Lean, 53-87 Thick, 88-92 Curly, 93-97 Silky, 98-100 Mop
Lean x Sphinx - 1-52 Lean, 53-87 Thick, 88-92 Curly, 93-97 Silky, 98-100 Sphinx
Thick x Thick - 1-55 Lean, 56-100 Thick
Thick x Curly - 1-50 Lean, 51-90 Thick, 91-100 Curly
Thick x Silky - 1-50 Lean, 51-90 Thick, 91-100 Silky
Thick x Mop - 1-40 Lean, 41-75 Thick, 76-85 Curly, 86-95 Silky, 96-100 Mop
Thick x Sphinx - 1-40 Lean, 41-75 Thick, 76-85 Curly, 86-95 Silky, 96-100 Sphinx
Curly x Curly - 1-35 Lean, 36-80 Thick, 81-100 Curly
Curly x Silky - 1-35 Lean, 36-80 Thick, 81-90 Curly, 91-100 Silky
Curly x Mop - 1-30 Lean, 31-73 Thick, 74-88 Curly, 89-93 Silky, 94-100 Mop
Curly x Sphinx - 1-30 Lean, 31-73 Thick, 74-88 Curly, 89-93 Silky, 94-100 Sphinx
Silky x Silky - 1-35 Lean, 36-80 Thick, 81-100 Silky
Silky x Mop - 1-30 Lean, 31-73 Thick, 74-78 Curly, 79-93 Silky, 94-100 Mop
Silky x Sphinx - 1-30 Lean, 31-73 Thick, 74-78 Curly, 79-93 Silky, 94-100 Sphinx
Mop x Mop - 1-25 Lean, 26-70 Thick, 71-80 Curly, 81-90 Silky, 91-100 Mop
Mop x Sphinx - 1-25 Lean, 26-70 Thick, 71-80 Curly, 81-90 Silky, 91-95 Mop, 96-100 Sphinx
Sphinx x Sphinx - 1-20 Lean, 21-66 Thick, 67-78 Curly, 79-90 Silky, 91-100 Sphinx
Subspecies Probabilities
An Eláfkeri's subspecies is determined by the parents' subspecies.
Koinos x Koinos - will always roll Koinos.
Health Probabilities
No Inbreeding Present - will always roll Healthy
Inbreeding Present - Healthy ( rare ), Blind ( common ), Angel Wing Syndrome ( common ), Cardiac Aplasia ( common ), Hornless ( uncommon ), Stillborn ( uncommon )
Inbreeding Present - Healthy ( rare ), Blind ( common ), Angel Wing Syndrome ( common ), Cardiac Aplasia ( common ), Hornless ( uncommon ), Stillborn ( uncommon )
Horn Probabilities
Saber x Saber - 1-80 Saber, 81-100 Spear
Saber x Spear - 1-50 Saber, 51-100 Spear
Saber x Twist - 1-85 Saber, 86-95 Spear, 96-100 Twist
Spear x Spear - 1-20 Saber, 21-100 Spear
Spear x Twist - 1-10 Saber, 11-95 Spear, 96-100 Twist
Twist x Twist - 1-40 Saber, 41-80 Spear, 81-100 Twist
Saber x Spear - 1-50 Saber, 51-100 Spear
Saber x Twist - 1-85 Saber, 86-95 Spear, 96-100 Twist
Spear x Spear - 1-20 Saber, 21-100 Spear
Spear x Twist - 1-10 Saber, 11-95 Spear, 96-100 Twist
Twist x Twist - 1-40 Saber, 41-80 Spear, 81-100 Twist
Tail Probabilities
Classic x Classic - Classic ( common ), Tuft ( rare )
Classic x Tuft - Classic ( common ), Tuft ( rare )
Classic x Whip - Classic ( common ), Whip ( rare )
Classic x Bouquet - Classic ( common ), Bouquet ( rare )
Classic x Fan - Classic ( common ), Whip ( rare ), Fan ( ultra rare )
Classic x Pillow - Classic ( common ), Bouquet ( rare ), Pillow ( ultra rare )
Tuft x Tuft - Classic ( common ), Tuft ( common )
Tuft x Whip - Classic ( common ), Tuft ( common ), Whip ( rare )
Tuft x Bouquet - Classic ( common ), Tuft ( common ), Bouquet ( rare )
Tuft x Fan - Classic ( common ), Tuft ( common ), Whip ( rare ), Fan ( ultra rare )
Tuft x Pillow - Classic ( common ), Tuft ( common ), Bouquet ( rare ), Pillow ( ultra rare )
Whip x Whip - Classic ( common ), Whip ( uncommon )
Whip x Bouquet - Classic ( common ), Whip ( uncommon ), Bouquet ( uncommon )
Whip x Fan - Classic ( common ), Whip ( uncommon ), Fan ( rare )
Whip x Pillow - Classic ( common ), Whip ( uncommon ), Bouquet ( uncommon ), Pillow ( rare )
Bouquet x Bouquet - Classic ( common ), Bouquet ( uncommon )
Bouquet x Fan - Classic ( common ), Whip ( uncommon ), Bouquet ( uncommon ), Fan ( rare )
Bouquet x Pillow - Classic ( common ), Bouquet ( uncommon ), Pillow ( rare )
Fan x Fan - Classic ( common ), Whip ( common ), Fan ( uncommon )
Fan x Pillow - Classic ( common ), Whip ( common ), Bouquet ( common ), Fan ( uncommon ), Pillow ( uncommon )
Pillow x Pillow - Classic ( common ), Bouquet ( common ), Pillow ( uncommon )
Classic x Tuft - Classic ( common ), Tuft ( rare )
Classic x Whip - Classic ( common ), Whip ( rare )
Classic x Bouquet - Classic ( common ), Bouquet ( rare )
Classic x Fan - Classic ( common ), Whip ( rare ), Fan ( ultra rare )
Classic x Pillow - Classic ( common ), Bouquet ( rare ), Pillow ( ultra rare )
Tuft x Tuft - Classic ( common ), Tuft ( common )
Tuft x Whip - Classic ( common ), Tuft ( common ), Whip ( rare )
Tuft x Bouquet - Classic ( common ), Tuft ( common ), Bouquet ( rare )
Tuft x Fan - Classic ( common ), Tuft ( common ), Whip ( rare ), Fan ( ultra rare )
Tuft x Pillow - Classic ( common ), Tuft ( common ), Bouquet ( rare ), Pillow ( ultra rare )
Whip x Whip - Classic ( common ), Whip ( uncommon )
Whip x Bouquet - Classic ( common ), Whip ( uncommon ), Bouquet ( uncommon )
Whip x Fan - Classic ( common ), Whip ( uncommon ), Fan ( rare )
Whip x Pillow - Classic ( common ), Whip ( uncommon ), Bouquet ( uncommon ), Pillow ( rare )
Bouquet x Bouquet - Classic ( common ), Bouquet ( uncommon )
Bouquet x Fan - Classic ( common ), Whip ( uncommon ), Bouquet ( uncommon ), Fan ( rare )
Bouquet x Pillow - Classic ( common ), Bouquet ( uncommon ), Pillow ( rare )
Fan x Fan - Classic ( common ), Whip ( common ), Fan ( uncommon )
Fan x Pillow - Classic ( common ), Whip ( common ), Bouquet ( common ), Fan ( uncommon ), Pillow ( uncommon )
Pillow x Pillow - Classic ( common ), Bouquet ( common ), Pillow ( uncommon )
Base Coat Probabilities
Primary ( Fuchsia, Cardón, Sunflower ) - Common
( F/c/s/ ), ( f/C/s/ ), OR ( f/c/S/ )
Secondary - Uncommon
Fuchsia x Cardón Secondaries: ( F+/C/s/ ), ( F/C/s/ ), OR ( F/C+/s/ )
Cardón x Sunflower Secondaries: ( f/C+/S/ ), ( f/C/S/ ), OR ( f/C/S+/ )
Fuchsia x Sunflower Secondaries: ( F+/c/S/ ), ( F/c/S/ ), OR ( F/c/S+/ )
Special ( Pearlescence, Iridescence ) - Rare
( f/c/s/ ) OR ( F/C/S/
( F/c/s/ ), ( f/C/s/ ), OR ( f/c/S/ )
Secondary - Uncommon
Fuchsia x Cardón Secondaries: ( F+/C/s/ ), ( F/C/s/ ), OR ( F/C+/s/ )
Cardón x Sunflower Secondaries: ( f/C+/S/ ), ( f/C/S/ ), OR ( f/C/S+/ )
Fuchsia x Sunflower Secondaries: ( F+/c/S/ ), ( F/c/S/ ), OR ( F/c/S+/ )
Special ( Pearlescence, Iridescence ) - Rare
( f/c/s/ ) OR ( F/C/S/
Base Modifier Probabilities
Grey ( [Gy]/ ):
10% to pass if neither parent has [Gy]/
20% to pass if one parent has [Gy]/
40% to pass if both parents have [Gy]/
Cream ( [Cr]/ ):
5% to pass if neither parent has [Cr]/
10% to pass if neither parent has [Cr]/
20% to pass if both parents have [Cr]/
Melanism ( [Mel]/ ):
5% to pass if neither parent has [Mel]/
10% to pass if one parent has [Mel]/
20% to pass if both parents have [Mel]/
Splendor ( [Spln]/ ):
3% to pass if neither parent has [Spln]/
6% to pass if one parent has [Spln]/
12% to pass if both parents have [Spln]/
Ivory ( [Iv]/ ):
0% to pass if neither parent has [Iv]/
20% to pass if one parent has [Iv]/
40% to pass if both parents have [Iv]/
Ebony ( [Eb]/ ):
0% to pass if neither parent has [Eb]/
20% to pass if one parent has [Eb]/
40% to pass if both parents have [Eb]/
10% to pass if neither parent has [Gy]/
20% to pass if one parent has [Gy]/
40% to pass if both parents have [Gy]/
Cream ( [Cr]/ ):
5% to pass if neither parent has [Cr]/
10% to pass if neither parent has [Cr]/
20% to pass if both parents have [Cr]/
Melanism ( [Mel]/ ):
5% to pass if neither parent has [Mel]/
10% to pass if one parent has [Mel]/
20% to pass if both parents have [Mel]/
Splendor ( [Spln]/ ):
3% to pass if neither parent has [Spln]/
6% to pass if one parent has [Spln]/
12% to pass if both parents have [Spln]/
Ivory ( [Iv]/ ):
0% to pass if neither parent has [Iv]/
20% to pass if one parent has [Iv]/
40% to pass if both parents have [Iv]/
Ebony ( [Eb]/ ):
0% to pass if neither parent has [Eb]/
20% to pass if one parent has [Eb]/
40% to pass if both parents have [Eb]/
Gene Probabilities
Genes only have a chance of passing if a parent has the gene, be it in recessive or dominant form.
The probability will vary depending on the gene's rarity, on whether the gene is recessive or dominant, and on how many parents have the gene!
Probabilities are expressed through an example gene whose non-existing form is "--" ( not present ), its recessive form is "nZ", and its dominant form is "ZZ".
The probability will vary depending on the gene's rarity, on whether the gene is recessive or dominant, and on how many parents have the gene!
Probabilities are expressed through an example gene whose non-existing form is "--" ( not present ), its recessive form is "nZ", and its dominant form is "ZZ".
Common Genes
nZ x -- - 0% passes ZZ, 40% passes nZ, 60% passes --
nZ x nZ - 10% passes ZZ, 40% passes nZ, 50% passes --
ZZ x -- - 0% passes ZZ, 100% passes nZ, 0% passes --
ZZ x nZ - 40% passes ZZ, 60% passes nZ, 0% passes --
ZZ x ZZ - 70% passes ZZ, 30% passes nZ, 0% passes --
Uncommon Genes
nZ x -- - 0% passes ZZ, 20% passes nZ, 80% passes --
nZ x nZ - 5% passes ZZ, 40% passes nZ, 55% passes --
ZZ x -- - 0% passes ZZ, 80% passes nZ, 20% passes --
ZZ x nZ - 10% passes ZZ, 80% passes nZ, 10% passes --
ZZ x ZZ - 40% passes ZZ, 60% passes nZ, 0% passes --
Rare Genes
nZ x -- - 0% passes ZZ, 5% passes nZ, 95% passes --
nZ x nZ - 3% passes ZZ, 12% passes nZ, 85% passes --
ZZ x -- - 0% passes ZZ, 30% passes nZ, 70% passes --
ZZ x nZ - 5% passes ZZ, 40% passes nZ, 55% passes --
ZZ x ZZ - 10% passes ZZ, 60% passes nZ, 30% passes --
Ultra Rare Genes
nZ x -- - 0% passes ZZ, 1% passes nZ, 99% passes --
nZ x nZ - 1% passes ZZ, 5% passes nZ, 93% passes --
ZZ x -- - 0% passes ZZ, 17% passes nZ, 83% passes --
ZZ x nZ - 3% passes ZZ, 30% passes nZ, 67% passes --
ZZ x ZZ - 5% passes ZZ, 60% passes nZ, 35% passes --
nZ x -- - 0% passes ZZ, 40% passes nZ, 60% passes --
nZ x nZ - 10% passes ZZ, 40% passes nZ, 50% passes --
ZZ x -- - 0% passes ZZ, 100% passes nZ, 0% passes --
ZZ x nZ - 40% passes ZZ, 60% passes nZ, 0% passes --
ZZ x ZZ - 70% passes ZZ, 30% passes nZ, 0% passes --
Uncommon Genes
nZ x -- - 0% passes ZZ, 20% passes nZ, 80% passes --
nZ x nZ - 5% passes ZZ, 40% passes nZ, 55% passes --
ZZ x -- - 0% passes ZZ, 80% passes nZ, 20% passes --
ZZ x nZ - 10% passes ZZ, 80% passes nZ, 10% passes --
ZZ x ZZ - 40% passes ZZ, 60% passes nZ, 0% passes --
Rare Genes
nZ x -- - 0% passes ZZ, 5% passes nZ, 95% passes --
nZ x nZ - 3% passes ZZ, 12% passes nZ, 85% passes --
ZZ x -- - 0% passes ZZ, 30% passes nZ, 70% passes --
ZZ x nZ - 5% passes ZZ, 40% passes nZ, 55% passes --
ZZ x ZZ - 10% passes ZZ, 60% passes nZ, 30% passes --
Ultra Rare Genes
nZ x -- - 0% passes ZZ, 1% passes nZ, 99% passes --
nZ x nZ - 1% passes ZZ, 5% passes nZ, 93% passes --
ZZ x -- - 0% passes ZZ, 17% passes nZ, 83% passes --
ZZ x nZ - 3% passes ZZ, 30% passes nZ, 67% passes --
ZZ x ZZ - 5% passes ZZ, 60% passes nZ, 35% passes --
Magic Ability Probabilities
Magic Abilities only have a chance of passing if at least one parent has the ability.
Only one parent has an Ability - 10% chance of passing.
Each parent has a different Ability - 10% chance of passing Parent I's Ability, 10% chance of passing Parent II's Ability.
Both parents have the same Ability - 20% chance of passing.
Each parent has a different Ability - 10% chance of passing Parent I's Ability, 10% chance of passing Parent II's Ability.
Both parents have the same Ability - 20% chance of passing.