Cocker Spaniel Coat Colour Inheritance |
Parti-Colour Examples |
Solid Colours - Cocker Spaniels
These are the combinations in the Solid Colours. Each combination could have tan points subject to the parents carrying the 'at' gene and the recessive 'k' gene - tan points are usually not visible on a solid red coloured cocker due to the fact that tan and red look identical to the human eye.
BB EE AA |
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BB EE AA |
![]() BB EE AA |
![]() BB EE AA |
![]() BB EE AA |
![]() BB EE AA |
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BB Ee AA |
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BB EE AA |
![]() BB EE AA |
![]() BB Ee AA |
![]() BB EE AA |
![]() BB Ee AA |
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BB Ee AA |
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BB Ee AA |
![]() BB EE AA |
![]() BB ee AA |
![]() BB Ee AA |
![]() BB Ee AA |
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BB ee AA |
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BB EE AA |
![]() BB Ee AA |
![]() BB Ee AA |
![]() BB Ee AA |
![]() BB Ee AA |
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BB ee AA |
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BB Ee AA |
![]() BB Ee AA |
![]() BB Ee AA |
![]() BB ee AA |
![]() BB ee AA |
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BB ee AA |
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BB ee AA |
![]() BB ee AA |
![]() BB ee AA |
![]() BB ee AA |
![]() BB ee AA |
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As red 'ee' allows phaeomelanin (yellow) but prevents the extension of eumelanin (black), mating two red dogs together should only produce red offspring as black/liver cannot be produced where eumelanin is not present.
However, it is possible for red dogs to not be the typical 'ee' genotype, therefore black/liver offspring can result from a mating of what appears to be two red parents.
bb ee |
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Bb Ee |
![]() Bb Ee |
![]() bb ee |
![]() bb Ee |
![]() Bb ee |
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BB EE kk AA |
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BB EE kk atat |
![]() BB Ee kk atA |
![]() BB Ee kk atA |
![]() BB Ee kk atA |
![]() BB Ee kk atA |
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All offspring from the above combination will be black. The offspring will carry for tan & they will also carry the recessive homozygous 'k' as both parents have the recessive 'k'. The father has to carry recessive 'k' as he is Black & Tan. If the mother carried either 'Kk' or 'KK' the results would be: 'Kk' capable of producing tan if she also had the "tan gene" 'at' and if 'KK' she couldn't produce offspring with tan even if she carried the tan gene.
BB EE kk atat |
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BB EE kk atat |
![]() BB EE kk atat |
![]() BB EE kk atat |
![]() BB EE kk atat |
![]() BB EE kk atat |
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BB EE kk Aat |
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BB EE kk atat |
![]() BB EE kk atA |
![]() BB EE kk atat |
![]() BB EE kk atA |
![]() BB EE kk atat |
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Bb EE AA |
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Bb EE AA |
![]() BB EE AA |
![]() Bb EE AA |
![]() bB EE AA |
![]() bb EE AA |
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Two black parents carrying for two traits 1. red 2. liver:
![]() |
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| Ee | Ee | ee | ee | ||
![]() |
Bb | ![]() BbEe |
![]() BbEe |
![]() bbEe |
![]() bbEe |
| Bb | ![]() BbEe |
![]() BbEe |
![]() bbEe |
![]() bbEe |
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| bb | ![]() Bbee |
![]() Bbee |
![]() bbee |
![]() bbee |
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| bb | ![]() Bbee |
![]() Bbee |
![]() bbee |
![]() bbee |
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To summarize, we expect 25% Black (carrying red/liver), 25% Liver (carrying red), 25% Gold (with black noses/dark eyes - carrying liver) & 25% Gold with brown noses/lighter eyes (liver modified by 'e' which prevents eumelanin (black) from being produced). If these were both blue roan parents (not carrying for parti-colour i.e. 'and white') we'd have the same result (25% blues, 25% livers, 25% oranges, & 25% orange with light eyes & pink noses).
This can be simplified to:
Bb Ee |
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Bb Ee |
![]() BB EE |
![]() bbEe |
![]() Bbee |
![]() bbee |
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BB EE Ssp Rr |
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BB EE Ssp Rr |
![]() BB EE SS Rr |
![]() BB EE Ssp Rr |
![]() BB EE spS Rr |
![]() BB EE sp sp RR |
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BB EE ss RR |
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BB EE SS rr |
![]() BB EE SS rR |
![]() BB EE Ss rR |
![]() BB EE SS rR |
![]() BB EE Ss rR |
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BB EE spsp RR |
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BB EE Ssp Rr |
![]() BB EE Ssp RR |
![]() BB EE Ssp RR |
![]() BB EE spsp rR |
![]() BB EE spsp rR |
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Notes:
Every individual has a full compliment of genes i.e. a black dog is BB EE AA (black = BB, not carrying red = EE and not carrying tan = AA). Prior to conception the cells have undergone division so the new offspring inherits only one copy from each parent and therefore acquires the correct number of chromosomes (78 chromosomes making 39 pairs). There are 76 Autosomes in the canine & 2 sex chromosome which make up the 39th pair of chromosomes in dogs; colour is carried on the Autosomes i.e. not on the sex chromosome 'XX' (female) or 'XY' (male).
As mentioned the main coat colour genes are the 'A', 'B' & 'E' alleles and therefore although the other genes will be present they are not shown in the Punnett squares (in the examples on this page) unless they have an obvious connection to the coat colour and are all based on Mendel's 3 : 1 ratio. In addition to this, when the parents carry for more than one trait, the Punnett square should really have the genes broken into subgroups (one group for each trait - showing the dominant then recessive allele) in order to give a complete picture of probabilities.
For reasons of space I haven't done this (apart from one example of two black parents both carrying for liver and red) therefore the predicted outcomes for multi-gene traits do not show all the combinations unless the alleles for each trait are split! For a single locus ('B'), we have a 2 x 2 square with 4 cells. For two loci ('B' & 'E'), we have a 4 x 4 square with 16 cells. With three loci ('B' 'E' & 'ay'), we would have an 8 x 8 square with 64 cells, for four genes we'd need a 16 x 16 square with 256 cells and so the list goes on until we have split each series of genes into separate squares!
If you wish to more accurately predict the coat colour combinations for a planned litter it would be a good idea if you built your own Punnett square to calculate the expected colours.
The gender of each parent in the Punnett squares are interchangeable, i.e. where an black father is mated to a gold bitch, it could be in reverse i.e. the mother is black & the father is gold.
This information is copyright to Chris Pritchard. If you plan to use this information as part of course work or any other published material please credit Powerscourt Cocker Spaniels.





