When you breed two hets Amels, you get 25% Amel, 50% het Amel, and 25% Normal. You can't which ones are het and normal, that is where you get the 66%... it is actully 66.7%HepCatMoe said:ive been inquiring into getting some more fat tails, and i had one guy tell me he had 2 males that were 66% possible het for amel.
how can it be 66%???
66% is the statistical probability, that's why an animal may be labeled as a "66% possible het". There are other percentages that can describe the probability of a "possible het" as well, such as a "50% possible het" or a "58.3% possible het". They're all "possible hets" but adding the percentage is just more descriptive (assuming the breeder knows the genetics of the parents).GeckoGuru said:I just call those 66% hets, possible het. amel. Because you don't know which is which if they look like normals, and until you breed them. I don't know who decided to call it 66%.
66% is the statistical probability, that's why an animal may be labeled as a "66% possible het". There are other percentages that can describe the probability of a "possible het" as well, such as a "50% possible het" or a "58.3% possible het". They're all "possible hets" but adding the percentage is just more descriptive (assuming the breeder knows the genetics of the parents).
If you breed two definite (100%) hets together, the normal-looking offspring would be considered 66% possible hets. If you breed a definite (100%) het to a normal non-het, the offspring would be considered 50% possible hets. You can get a 58.3% possible het by breeding a 50% possible het to a 66.6% possible het.GeckoGuru said:So a het to het breeding, all the normal-looking offspring could be labeled 50% possible hets? What would be a 66% or a 58.3% het?
If you breed two definite (100%) hets together, the normal-looking offspring would be considered 66% possible hets. If you breed a definite (100%) het to a normal non-het, the offspring would be considered 50% possible hets. You can get a 58.3% possible het by breeding a 50% possible het to a 66.6% possible het.