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The data for this brief article were collected from a moderately closely
related group of 69 Lhasas. Only 9 of these animals had any clinical symptoms of
renal failure. Accurate diagnoses of Hereditary Renal Dysplasia status were
obtained by wedge biopsy in 24 of the 69. No biopsy was done on 4 of the 9
animals with symptomatic kidney disease.
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Distribution of Glomerular Abnormalities
(lethal grades of HRD are in blue, asymptomatic HRD in
green) |
|
% Fetal Glomeruli |
0% |
1-5% |
6-15% |
15-30%
|
>30% |
No Biopsy
clinically normal |
No biopsy
Renal Failure |
Total |
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Numbers of Dogs
|
6
|
8
|
5
|
0
|
5
|
41
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4
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69
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The results in this population indicate that of the 24 biopsied, 6
(25%) were biopsy free of kidney disease and 18 (75%) were
affected
to varying degrees. 13 of the biopsy positive animals had no clinical evidence
of disease. 5 of the biopsy positive animals had >30% fetal glomeruli and those
were in renal failure, but those with a smaller percentage of fetal glomeruli
were asymptomatic. 32% (6 of 19) of clinically "normal" (biopsy negative and
lo-grade biopsy positive) dogs were in fact biopsy-clear and 68% were not. This means that in this group of animals,
two thirds of the dogs that
appeared perfectly healthy, were actually affected with Hereditary Kidney
Dysplasia. Only one third of the apparently healthy dogs were in fact free of
kidney disease.
Of the unbiopsied dogs, 41 were clinically normal and 4 had symptoms
of kidney failure. Since both the biopsied and unbiopsied groups were all close
blood relatives, we can infer that a similar distribution of the gene exits in
both groups. By inference, we can apply the ratios in the biopsied group, and
expect to find roughly two thirds of the 41 clinically normal animals to be
affected, and one third to be clear.
Based on the results of the biopsied group, it would seem that the ratio of
affected to unaffected in this group of dogs is exactly the ratio of 3 affected
to 1 normal that we would expect from a mendelian dominant gene, if each of the
parents carried one copy of the gene. It is very unlikely that a recessive gene
would be able to affect 75%. It thus becomes more likely that the gene
responsible for Hereditary Renal Dysplasia is a dominant with poor penetrance,
as some investigators have suggested.
Parent Status vs Puppy Status
(numbers of lethally affected are in
blue,
asymptomatic affected in
green)
|
Parent Status |
Biopsy-Clear
Pups |
Biopsy-Affected
Pups |
Unbiopsied
No failure |
Unbiopsied
Renal Failure |
|
Clear x Clear |
1 |
0
|
0 |
0 |
|
Affected x Affected |
0 |
8 (6)
(2) |
0
|
0 |
|
Clear x Unbiopsied |
2 |
4
(3)
(1) |
14 |
2 |
|
Unbiopsied x Unbiopsied |
1 |
5 (3)
(2) |
20 |
1 |
|
Affected x Unbiopsied |
1 |
1 |
9 |
1 |
When we consider the distribution of the affected dogs in relation to the
breedings done, we find we are missing a very important piece of the puzzle.
There are no results of a proven clear and a proven affected dog. What we do see
is that 2 affected dogs only produced affected, and the one mating of two proven
clear dogs produced one clear puppy.
Admittedly, the sample is too small to be significant, but there were no
affected pups born to two biopsy-clear parents. On the other hand, No clear pups
were born to parents, both of whom were biopsy-positive. Since the "Unknown" (unbiopsied)
group are surmised to be about 2/3 affected and 1/3 clear, the mixed results
involving breedings with Unknowns are in agreement with expectations.
Could this be a partial recessive, which would give a mild degree of
dysplasia in the heterozygous state, and a severe, lethal degree in the
homozygous state? Clear x Clear would always be clear. We would then expect the
heaviest concentration of severe cases in litters having an affected parent.
What we see is:
-
In matings of Clear to Unknown, 4 of 6 pups are
known to be affected, 1 lethally so. 2 of 6 are clear. Of the unbiopsied dogs,
2 are lethally affected, 12 are not. The 1 in 6 lethals in the biopsied group
is startling similar to the 2 in 14 lethals in the unbiopsied group,
suggesting that this group, if biopsied, would yield the same distribution of
sub clinically affecteds as the biopsied group - ie. 2/3 with microscopic
evidence of disease.
-
In matings of Unknown to Unknown we find 5 out of
7 affected, 3 of those lethal, and only 1 proven clear. There is no
essential difference from the Clear to Unknown combination.
-
In mating Affected to Unknown, we find 2 out of
three affected, 1 of these fatally. Again the ratios are pretty stable.
It has been suggested by geneticists looking at these data, that the gene is
a recessive. That the sub clinically affected individuals may be those carying
only one copy of the gene, wheras the ones in kidney failure may be carrying 2
copies. The biopsy negative ones would be clear of the gene. I cannot accept
that theory because it cannot explain how matings between clears (KK) and
unknowns, even if every one of the unknowns was a carrier (Kk), could produce 3
lethally affected pups (kk) out of 20. It should be impossible to produce any
homogygous recessives from a carrier x clear mating.
If, on the other hand, the gene is dominant, we see 4 out of 6 affected and
one clear in the biopsied group resulting from a clear x unknown mating. If the
unknown parent is also clear, we would expect none of the offspring to be
affected. If the unknown parent were affected carrying one copy of the gene, we
would expect 50% affected, and if carrying two copies, 100% affected. In our
biopsied group we found 2/3 affected offspring, suggesting that at least one of
the unbiopsied parents was carrying one copy.
The problem that remains is: - why such a wide range of expression of the
gene? Affected animals go from almost no kidney defect, to nearly total absence
of functional kidney. The notion of "poor penetrance" is one with rather shaky
foundation in fact. It means a "dominant gene that sometimes doesn't work".
Nevertheless, in the case of HRD this may be the best explanation. We have so
many affected animals with very small percentages of their kidneys affected,
that indeed there may be some affected animals with biopsy normal kidneys,
thereby fulfilling the definition of a gene with "poor penetrance"
I
think that the best fit of these data is a "dominant with poor penetrance"
model. What we really need to know is the ratio produced when mating a known
affected to a known clear. To be statistically significant, at least 16 pups
would be needed. Please, if anyone has any data they think might be useful,
please contact me. We need to at least know the mode of inheritance if we
are ever to select against this disease.
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