Holy shit. Both of the last 2 eggs in this dozen eggs I got have 2 yolks. This is the same dozen that I previously got a double yolk in. Somebody please check my math on this but by my calculations (since the odds of getting a double yolk egg are supposed to be 1 in a thousand) the odds of getting 3 double yolk eggs in a dozen should be ( 12 choose 3 / 12 factorial ) X ( 1 / 1,000 ) = 1 in 2,177,280,000. Yeah, one in over 2 billion (again, if my math is right - someone please check it). The odds are so staggeringly against that so now I am wondering what this company is feeding these chickens to make this happen?
Your logic may be a tad flawed. The propensity to lay double yolk eggs has a highly genetic factor. So even though the odds are 1/1000 to lay double yolk eggs this does not mean that the odds of
a random chicken laying a double yolk egg is 1/1000. For example (just an illustrative possibility- not based on research on my part), say in 1,000 chickens there is 1 chicken that has the genetic trait to lay double yolk eggs. That chicken lays 10 double yolk eggs and all the others lay 10 single yolk eggs. The packing company takes the eggs out of the nest (or whatever they call the place where the eggs are laid). If the eggs were randomly selected the odds would still be 1/1000 but since the eggs are taken from the same nest at (say) approximately the same time, the odds of the double yolk eggs being grouped would be higher in the carton you had and in the carton you bought later assuming from the same producer than would be predicted by random probability.
That's my theory - or perhaps you just randomly had a 1 in 2,177,280,000 chance occurrence - what do you think is more probable?
disclaimer: although genius is not an egg expert he is expert in reliability and failure prediction. A double yolk can be (very loosely) considered as a failure to produce a single yolk egg. In my experience, whenever there is a grouping of failures from a batch of highly reliable items that is much higher than the predicted rate the cause of the failures tend not to be random.