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Genes come in pairs like seats on a train. Each pair of seats is reserved for a specific trait - so there might be the "patternless family's seats" and the "Tremper Albino family's seats". Now, if you cross a Patternless to a Tremper Albino, the Patternless has "normal Not-Tremper-Albino" genes in the Tremper Albino Family seats; it has "patternless" genes in both of the Patternless Family seats. The Tremper Albino has "normal-not-patternless" genes in the Patternless Family seats, and has "Tremper Albino" genes in the Tremper Albino Family seats. Now each baby inherits one half of each pair from Mum, and one half of each pair from Dad. If Dad's the Patternless, he's going to give each baby a Patternless gene to sit in the Patternless family seat and a "normal-not-Tremper-Albino" gene to sit in the Albino family seat. Mum's going to give a "normal-not-patternless" gene to sit in the Patternless family seat, and a Tremper Albino gene to sit in the Albino family seat. And because it takes both seats having Patternless in them to make a patternless, you won't get visual patternless - you get patternless carriers. It also takes both seats having Albino in them to make an albino - so you won't get visual albinos either, you'll get albino carriers. Quote:
Bell Albinos are very pretty - they're not the same as Tremper Albinos, and they're often more expensive. Quote:
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Mack snow cross normal = 50% chance Mack Snow and 50% chance Normal. Mack Snow cross Bell Albino = 50% chance mack snow carrying Bell Albino, 50% chance normal carrying Bell albino. Mack Snow cross Mack Snow = 25% chance Normal, 50% chance Mack Snow, 25% chance Super Snow. Mack Snow cross Jungle = 50% chance Mack Snow which might show odd patterning, 50% chance normal which might show odd patterning. Quote:
Jungles ... not my thing, not sure what they go for. Bell Albinos are rarer, and they're more expensive. Last one I saw was £80.
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- Ssthisto ![]() ![]() ![]() ![]() Lizards: 2.1 E. macularius, 1.2 H. caudicinctus, 1.0 R. ciliatus, 0.2.1 A. fragilis, 1.1 T. merianae, 1.0 V. niloticus ittibittius Colubrids: 3.5.12 P. guttattus, 1.0 P. guttatus X E. climacophora, 1.1 P. o. rossalini, 1.0 P. o. lindheimeri, 0.1 E. anomala, 0.1 C. radiatus 1.2 Lamprophis spp, 1.0 L. g. nigritus, 0.1 L. g. californiae, 1.0 H. n. nasicus, 1.0 P. m. melanoleucus Boids: 1.1 E. c. maurus, 0.1 E. conicus, 4.1.5 P. regius, 1.1 A. maculosa We HAD a three-bedroom house... Current lodger: 1.0 E. c. maurus |
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"You will get a percentage of..." is a misleading statement. Watch for that. If you are told "75% chance normal, 25% chance patternless" or something similar, it doesn't actually mean that 75% of the babies will be normal. It actually means that when each hatchling as an individual has a 75% chance of being normal. If you were to then get a patternless (which I've said is 25% in this fictional example), this doesn't mean that there is even more chance for the rest to be normal. Each hatchling goes through the process as an individual and if they all had the same mother and father, then the odds will be the same for them all.
Because of the way that odds work out, you may get 75% of one and 25% of the other, as predicted. But only because the individuals go through this. There is nothing stopping you from having all of one morph etc. You cannot predict the percentages of how many hatchlings will be whatever. You can only predict the chances for the individuals themselves.
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My pet hate: it is impossible to be heterozygous for RAPTOR. |
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A child has a 50/50 chance of being male or female. So it's 50% chance of being male and a 50% chance of being female. So if you have four children, a lot of advice I see written about genetics seems to suggest you will have two girls and two boys. I'm sure you know someone with 3-4 children all of one sex. I know many people with lots of one sex and none of the other. This is because the 50% chances are for the individuals themselves. A child has a 50/50 chance of being male or female. And as I said earlier, if a female child is born, this does not increase the chances of a male being born next. The whole thing starts all over again for each child.
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My pet hate: it is impossible to be heterozygous for RAPTOR. |
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The percentages are generally accurate over a large ENOUGH sample size, however... I think there's something like 51% female humans in Britain and 49% male (and the deviation is due to the longer average lifespan of women and a slightly higher rate of male infant mortality).
If you had a thousand offspring from Mack Snow to Mack Snow pairings, you'd probably expect around 250 of them to be normals, around 250 to be Super Snows and around 500 to be Mack Snows. But yes, a single clutch isn't going to pay attention to statistics because it's not a large enough sample size.
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- Ssthisto ![]() ![]() ![]() ![]() Lizards: 2.1 E. macularius, 1.2 H. caudicinctus, 1.0 R. ciliatus, 0.2.1 A. fragilis, 1.1 T. merianae, 1.0 V. niloticus ittibittius Colubrids: 3.5.12 P. guttattus, 1.0 P. guttatus X E. climacophora, 1.1 P. o. rossalini, 1.0 P. o. lindheimeri, 0.1 E. anomala, 0.1 C. radiatus 1.2 Lamprophis spp, 1.0 L. g. nigritus, 0.1 L. g. californiae, 1.0 H. n. nasicus, 1.0 P. m. melanoleucus Boids: 1.1 E. c. maurus, 0.1 E. conicus, 4.1.5 P. regius, 1.1 A. maculosa We HAD a three-bedroom house... Current lodger: 1.0 E. c. maurus |
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I thought I would mention it because the choice of words can be misleading to people new to genetics or breeding and generally, these people would not be breeding thousands of animals when they are starting out. Strictly speaking, the individual's statistics can be estimated.
Ssthisto, is very correct. Because of the way odds work, a large enough sample size tends to be similar to the odds for the individuals more often than not (not a sure thing though). But I just thought I'd bring it up for the people breeding for the first time and getting a small clutch and wondering why the numbers aren't adding up.
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My pet hate: it is impossible to be heterozygous for RAPTOR. |
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