(03-13-2013 12:35 PM)Kayleigh McMillan Wrote: If there are possibly five odd sizes instead of two and the normal size the chances are higher to get and odd sized kitty I think.
But I'm glad that is cleared up Amore, thanks for sharing that, because I love the fact it is a random happening 
This is likely the case.
Although, the math needed to keep "Normal" at 33% (or whatever it was originally .. dunno the actual number, never measured it) of the total output is not that hard. If you did that, "Normal" odds remain unchanged, but "Toy" and "Tea-cup" odds would need to be halved to make room for two new sizes.
