Your pastel female is at least hypomelanistic and anerythristic (likely just
type A anerythristic). The fact that she produced a snow indicates that she
is also heterozygous for amelanistic. I would not be surprised if the motley
gene was also floating around also.
The Snow baby also tells us that in addition to being amelanistic, your male
must be heterozygous for anerythristic (most likely type A but could be
either type as your female could carry type B). It would appear that your
male does not carry the hypomelanistic gene (I've forgotten the formula to
figure the chance of producing the 8 for 8 non hypomelanistic babies which
are non amelanistic if your male did carry hypomelanistic). It is not
surprising that he would not carry the hypomelanistic gene because
amelanistic covers hypomelanistic so not too many people are crossing these
gene lines.
The surprising thing is that more snows were not produced and that no normal
were produced. If the male is heterozygous for the same type of
anerythristic as the female is homozygous for (most likely type A) they
should have produced about 1 in 4 snows (they also should have produced 1 in
4 normal’s).
If you want to produce all ghost's you should get a ghost male. If you want
to produce about 50/50 ghosts and just plain hypo's you should get a
homozygous for hypomelanistic and heterozygous for anerythristic (type A
assuming she is type A) male. If you want to produce all hypomelanistic’s
(but not ghosts) you should get a hypomelanistic male which does not carry
the gene for anerythristic. As I'm still confused about what a pastel is I
couldn't tell you what to do to produce pastels. If it's just the addition
of motley that turns a ghost into a pastel and your female is pastel (motley,
hypomelanistic, and anerythristic) then a pastel male would produce all
pastels with your female. If pastel is just a "particularly colorful ghost"
it might be that the "particularly colorful" part is inherited in a complex
way and might not breed 100% true (then again it would be up to the beholder
to decide what is "particularly colorful")
I have both the 'pastels' and the 'pastel motleys' and am convinced
that they are not the same animal. The motley trait is pretty evident
in any animal that it is homozygous in.
Rich Zuchowski
SerpenCo
rz...@ix.netcom.com
Rich Zuchowski
SerpenCo
rz...@ix.netcom.com
If the female is homozygous for hypomelanistic, and the male heterozygous,
each baby has a 50% chance of turning out hypomelanistic. So the chance of
getting 8 of 8 non-hypomelanistic is (1/2)^8 = 1/256---pretty unlikely, though
not completely outlandish.
NT
--
Nathan Tenny nte...@qualcomm.com
Qualcomm, Inc., San Diego, CA http://www.qualcomm.com/~ntenny/
The rec.pets.herp FAQ lives at http://www.qualcomm.com/~ntenny/herps/FAQ.html
>because I am growing up some of the 'pastels' that I got from Marvin
>Fowlkes and he is not sure of the genetic makeup of them. They look
>much different from standard 'ghosts' so there may be a wild card in
>them.
>
>Rich Zuchowski
>SerpenCo
>rz...@ix.netcom.com
I have a male pastel that I bought from Ernie Wagner almost 4 years ago
and it's virtually identical to the photo on Marvin Fowlkes' web page. Do
you know if his came from Ernie?
By the way, I outcrossed him (to a candycane amel) a couple of years ago
and will breed him back to one of those het babies next year ('97), so
I hope to produce some pastels (hopefully).
-DT
If I remember my stat course right, the probability of not getting any
normals is (3/4)^17 = 0.0075. Small, but not impossible. Your formula
gets the probablility of getting all normals (or all of one genotype).
Paul Hollander phol...@iastate.edu
Behold the tortoise: he makes no progress unless he sticks his neck out.
I got off track with the 50/50 example and didn't realize that it was the .5
chance of not getting one and not the .5 chance of getting one. Your quite
right. The formula in this case would use .75 and not .25. 1 in 133 sounds
much more likely than 1 in 17 billion.