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Color/ Possible Hets to Color/Possible Hets Chart
  Color 100% 66% 50% 33% 25% 16.5% 12.5%
Color Color 100% Hets/ Color 100% Hets/ (Possible Color) 100% Hets/ (Possible Color) 100% Hets/ (Possible Color) 100% Hets/ (Possible Color) 100% Hets/ (Possible Color) 100% Hets/ (Possible Color)
100% 100% Hets/ Color 66% Possible Hets/ Color 66.5%
(66%)
62.5%
(50%)
58.25% (50%) 56.25%
(50%)
54.125%
50%)
53.125%
(50%)
66% 100% Hets/ (Possible Color) 66.5% (66%) 49.50%
(33%)
45.50%
(33%)
41.25% (33%) 39.35%
(33%)
37.125%
(33%)
36.125%
(33%)
50% 100% Hets/ (Possible Color) 62.5%  (50%) 45.50%
(33%)
37.50%
(33%)
33.35% (33%) 31.25%
(25%)
29.125%
(25%)
28.125%
(25%)
33% 100% Hets/ (Possible Color) 58.25% (50%) 41.25%
(33%)
33.35%
(33%)
20.625% (16.5%) 22.50%
(16.5%)
20.625%
(16.5%)
19.625%
(16.5%)
25% 100% Hets/ (Possible Color) 56.25% (50%) 39.35%
(33%)
31.25%
(25%)
22.50% (16.5%) 18.75%
(16.5%)
16.625%
(16.5%)
15.625%
(12.5%)
16.5% 100% Hets/ (Possible Color) 54.125%
(50%)
37.125%
(33%)
29.125%
(25%)
20.625%
(16.5%)
16.625%
(16.5%)
12.375%
(Low possible)
10.376%
(Low possible)
12.5% 100% Hets/ (Possible Color) 53.12%
(50%)
36.125
(33%)
28.125%
(25%)
19.625% (16.5%) 15.625%
(12.5%)
10.376%
(Low possible)
9.345%
(Low possible)

Key:
  100% Hets, will carry the recessive gene
  Pairings that will positively produce color
Black % Actual Het Percentage
Red % in () Percentage commonly used for advertising/convenience


If you are pairing a recessive color to a normal or non-het line, divide the possible het percentage by 2.

Pairing of "Het/Possible Het" to Normal or Non-het

  Normal
Color 100%
100% 50%
66% 33%
50% 25%
33% 16.5%
25% 12.5%
12.5% 6.25%

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