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MICHAEL HEMANN: Now, we can do this with any chromosome,
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with any genes.
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So let's look at a gene that is on another chromosome.
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And so let's look at a phenotype.
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And this phenotype is called aristaless.
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So wild-type flies have these antennas
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that have these little organs that branch out
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from the antennas that are called aristas.
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And there are flies that have defects,
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so they actually don't have these aristas.
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They don't have the sensing organ.
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This gene actually has interesting human homologues
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that when they are altered result in a diverse set
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of actually neurological defects.
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So it's really an interesting sort of class of genes.
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But say we have two mutations, and they're dominant mutations.
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And we call them A1d and A2d, and these
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are both dominant aristaless mutations.
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So if I asked you, if we want to figure out
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are they in the same gene, can we
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do a complementation test here?
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That's right.
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So you can't do a complementation test
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if you have dominant alleles.
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The dominant alleles are going to result
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in a dominant phenotype, the mutant phenotype
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regardless what you cross them.
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So we need to find another strategy,
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and the other strategy that we're actually going to do,
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is to map the location of these genes.
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And ask ourselves, is it possible
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that they're in the same gene based on our mapping study,
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based on our sense of where they are?
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So let's start with a cross, and this cross
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is going to be between a female that
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has a mutant version of the A1d gene
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and is a true breeding female.
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So homozygous for all alleles including the A1d allele.
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And this is an autosomal gene.
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It's not an X-linked gene.
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So the male has two versions, as well,
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and the male is homozygous for the A2 alteration.
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So both true-breeding parents, and we cross them together
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and we get an F1.
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And the F1 female, we'll say, is A1d A2 plus over A1 plus A2d.
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So all of the female offspring are heterozygous at both loci,
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and so we can look now at recombination
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between these two.
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We can cross with a male that is wild-type same A1 plus A2
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plus A1 plus A2 plus.
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So here we're going to get four kinds of offspring,
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and the offspring are going to be the parental types.
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And the parental types are A1d A2 plus
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over the male contribution, which is A1 plus A2 plus.
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Or they can be A1 plus A2d, again, over the A1 plus A2
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plus.
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So these are both parental types,
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so no recombination has occurred.
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The other alternatives are you can
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have A1d A2d over A1 plus A2 plus,
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or you can have A1 plus A2 plus over A1 plus A2 plus.
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These are both recombinant or crossover classes.
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So there are some recombination event
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that's occurred in the female that is allowing
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these alleles to be generated.
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And so the phenotype are going to be aristaless and wild type.
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Because this is a dominant allele,
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so the only wild type is the fly that
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doesn't have either of these dominant mutations.
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So we can see this phenotype.
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And so say we do this and we get 96 that are aristaless,
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and we have four that are wild type.
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So we can calculate the recombination frequency,
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but here we have to infer something.
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And we have to infer the presence of this class
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here because we can't see them as different.
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They look aristaless, just like the parental types.
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So we're going to do that based on this wild-type class.
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So we have four of these wild types,
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and we know that the same recombination event that
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yielded this wild-type class, involved generating
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this mutant class because all we're doing
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is flipping these two alleles here.
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So the same process that led to A1d A2d on the same chromosome
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led to A1 plus A2 plus on the same chromosome.
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And so we're going to say, well, we
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expect to have the same number of A1d A2d as wild type.
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And so the number of recombinants
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is going to be essentially this number times 2.
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So in centimorgans we have 100 times 4 times
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2 over the total number, which is 96 plus 4,
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which equals 8 centimorgans.
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And so we're also going to look at the standard deviation,
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which is essentially 8 plus or minus the square root of 8,
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which is going to be 8 plus or minus 2.8 centimorgans.
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That is the distance between these two genes, roughly.
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