| belgian jewels | ||||
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| Color and Coat Genetics | ||||
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Why are groenendaelers all long haired black dogs but is it possible that one can find in a groenedaeler litter both black and fauve dogs. The answer is simple: |
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GENETICS. |
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Each being, whether it is an animal, bacterium or plant, is the result of the combination of genes passed on by the parents of that being. This combination is different for each of the offspring. There is only one exception: only identical twins have identical genes. |
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For each characteristic 2 allels need to be present. Such an allel can be dominant (indicated by a capital letter), this means that only one copy of this allel needs to be present if you want to see the physical result of that allel. A recessive allel (indicated by a small letter) is an allel of which 2 copies need to be present before one can see the physical result of that allel. The combination of the 2 allels is called the genotype while the physical result is called the phenotype. It is perfectly possible that 2 dogs have the same phenotype (e.g. short hair like in the Malinois) but have a different genotype as shown later. If one knows the genotype of the 2 parents for a certain characterisitic, one can predict the percentages of certain genotypes (and therefore also the phenotype) in a litter. |
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Coat genetics |
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A coat of a Belgian Shepherd is determined by its length and its texture. Each of these charecteristics is determined by 2 allels. In the table below you will find the symbols for each allel |
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| Length: | Dominant: L: short hair |
| Recessive: l: long hair | |
| Texture | Dominant: Wh: rough hair |
| Recessive: wh: smooth hair |
| Let’s start with the texture of the hair. For the first mating we will use homozygote parents (this means that both allels are of the same type): the father is a rough hair (genotype: WhWh)and the mother is short haired (genotype: whwh). To calculate the percentages of the different combinations of allels, the following table is used (I have used a different color for each allel to make it visually clear how the combinations are formed). |
| Wh | Wh | |
| wh | Whwh | Whwh |
| wh | Whwh | Whwh |
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This table shows us that all the puppies have the same genotype and therefore also the same phenotype: all puppies have rough hair and are genetically heterozygote (the allels are of a different type). |
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If I would use for a second mating 2 heterozygote dogs with genotype Whwh, one can expect the following: |
| Wh | wh | |
| Wh | WhWh | Whwh |
| wh | Whwh | whwh |
| If we look at the previous table I can expect the following: |
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Genotype |
Phenotype |
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| WhWh: | 25% (1 out of 4 puppies) | Rough Hair: | 75% (3 out of 4 puppies) |
| Whwh: | 50% (2 out of 4 puppies) | ||
| whwh: | 25% (1 out of 4 puppies) | Smooth Hair: | 25% (1 out of 4 puppies) |
| The above results explain why it is possible to have different
phenotypes in one litter. Whe can make the same calculations for the length of the hair: a homozygote short hair dog mated with a homozygote long hair: |
| L | L | |
| l | Ll | Ll |
| l | Ll | Ll |
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If I would use for a second mating 2 heterozygote dogs with genotype Ll, one can expect the following: |
| L | l | |
| L | LL | Ll |
| l | Ll | ll |
| If we look at the previous table I can expect the following: |
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Genotype |
Phenotype |
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| LL: | 25% (1 out of 4 puppies) | Short Hair: | 75% (3 out of 4 puppies) |
| Ll: | 50% (2 out of 4 puppies) | ||
| ll: | 25% (1 out of 4 puppies) | Long Hair: | 25% (1 out of 4 puppies) |
| If a breeder would mate a Laekenois (LLWhWh) with a Groenendaeler (llwhwh), this mating would produce the following result: |
| LWh | LWh | |
| lwh | LlWhwh | LlWhwh |
| lwh | LlWhwh | LlWhwh |
| If the breeder would mate 2 dogs from this litter, he would get the following result (look at the colors to follow from which parent came which gene because it is becoming complicated): |
| LWh | Lwh | lWh | lwh | |
| LWh | LLWhWh | LLWhwh | LlWhWh | LlWhwh |
| Lwh | LLWhwh | LLwhwh | LlWhwh | Llwhwh |
| lWh | LlWhWh | LlWhwh | llWhWh | llWhwh |
| lwh | LlWhwh | Llwhwh | llWhwh | llwhwh |
| This breeder had the following chances to have the following genotypes and phenotypes: |
| Genotype | Phenotype | ||
| LLWhWh | 6.25% |
Short rough hair (Laekenois) |
56.25% |
| LLWhwh | 12.5% | ||
| LlWhWh | 12.5% | ||
| LlWhwh | 25% | ||
| LLwhwh | 6.25% |
Short smooth hair (Malinois) |
18.75% |
| Llwhwh | 12.5% | ||
| llWhWh | 6.25% |
Long rough hair (not accepted but theoretically possible) |
18.75% |
| llWhwh | 12.5% | ||
| llwhwh | 6.25% | Long smooth hair | 6.25% |
From the tables above, it is clear that our modern day Belgians have
the following genotype:
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Color genetics |
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The coat genetics is a "fairly" simple matter. For both the length and the structure you had 1 dominant and 1 recessive allel. Things are a bit more complicated for the color of a dog. First we need to talk about the origin of color. Color is formed in melanocytes which contain a substance called melanine. A color of a dog does not depend on the quality of the melanine but on the quantity. The melanocytes can secret 2 different sorts of melanine:
As indicated in the first paragraph, color genetics is not as simple as coat genetics. In color genetics it is possible to have several dominant allels and recessive allels.
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| All our Belgians are BB | ||||
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The following genotypes are possible: Black coat: AsAs, Asay (and less frequent: Asat, Asa, atat, ata or aa) Other color: ayay (and less frequent: ayat or aya)
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For our Belgians, the following combinations are possible: Masked dogs: EmEm or EmE Dogs without a mask: EE
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This locus determines the activity of the melanocytes and more specifically the quantity of the granules.
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The following genotypes are possible in our Belgians: CC, Ccch or cchcch
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All the current Belgians are DD |
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| All Belgians are gg | ||||
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These are the following possibilities
for our Belgians: No white hairs: SS or Ssi White hairs on toes and chest: sisi |
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What is written above, does not explain why some dogs are extremly red (like Yentos) or have a mask that covers the entire head while other dogs have a light red color or a minimal mask. It is certain that in dogs like Yentos the genes for the color result in a color that is more red than can be expected than the degree of redness you would get when you add the result of each gene (like 1+1=3). The other is also possible. |
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| If you want to read more about color and coat genetics, please contact the Belgian Dog association (only in French) | ||||