Wow man, you could have used some punctuation in that to make it easier to read!data:image/jpeg;base64,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
this is one example
In theory.....
Breed with normal variant first
F0 gen: zz x ZZ
= F1 gen: Zz, Zz, Zz, Zz
Produces normal-looking variant with recessive gene
Now breed the F1 offspring
F1 Gen: Zz x Zz
= F2 Gen: ZZ, ZZ, zz, zz
Half of these will display the recessive gene and the other half the dominant.
You can than breed zz x zz to get 100% recessive offspring, if they remain fertile to that point
Mind you, I am an engineer; not a geneticist or biologist.