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Hello
![]() I was just thinking about the possible outcome from the following pairings a) 1.0 Spider Het Albino b) 0.1 Pastel c) 0.1 Pin Het Albino Am i right in assuming the following: a + b: 25% Wild Type 50% pHet Albino 25% Spider 50% pHet Albino 25% Pastel 50% pHet Albino 25% Bumble Bee 50% pHet Albino a + c: 12.5% Wild Type 66% pHet Albino 12.5% Spider 66% pHet Albino 12.5% Pin 66% pHet Albino 12.5% Spinner 66% pHet Albino 12.5% Albino 12.5% Albino Spider 12.5% Albino Pin 12.5% Albino Spinner Does that look about right? I found a pic of an Albino Spinner and they look great! ![]()
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Quote:
a + b = 1:8 normal 1:8 pastel 1:8 spider 1:8 bee 1:8 normal het albino 1:8 pastel het albino 1:8 spider het albino 1:8 bee het albino... ALL 50% poss hets a + c = 1:16 normal 2:16 normal het albino 1:16 pin 2:16 pin het albino 1:16 spider 2:16 spider het albino 1:16 spinner 2:16 spinner het albino 1:16 albino 1:16 albino spider 1:16 albino pin 1:16 albino spinner... everything in black is 66% poss het that is correct...
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OK bril thanks
I failed at the chance on egg badly But is not: Quote:
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I understand they are het or they are not, but without any visual difference would they not all be reffered to as 50% until proven?
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S.I.M XL - IN STOCK NOW www.lizardplanet.co.uk Importer of specialised exotic pet equipment and accessories Trade orders please email |
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OK cool, so i was half right ish then
Just really fell over on the chances per egg on the b+c pairing So from that pairing it would be a 1/32 for an Albino Spinner male for instance?
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S.I.M XL - IN STOCK NOW www.lizardplanet.co.uk Importer of specialised exotic pet equipment and accessories Trade orders please email |
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Quote:
1:32 chance of a male in all of these... 1:16 albino 1:16 albino spider 1:16 albino pin 1:16 albino spinner
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Thanks Alan
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S.I.M XL - IN STOCK NOW www.lizardplanet.co.uk Importer of specialised exotic pet equipment and accessories Trade orders please email |
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