This time I'm asking: Is there any limit for Levels?
In several games, integers exist. When a value reaches a number that's like, 2 to the power of SOMETHING (minus 1), some strange things happen. Commonly, if the normal number value reaches 2147483648, it will go into the negatives. Or if the value reaches 9.223 etc. quintillion, it might go to the negatives too. But if Chuzzle2 is infinite, is it really infinite? Normally you start on Level 1, and the world record for the highest level is like, 48 or somethin'. But if it goes to a integer limit, does it go to the negatives? If so, then like, you'll start off with 4 or 1 square(s)! And if you get 1 square, how are you supposed to beat the level then??? This can be useful to get to Level 0. But if you are in a big number with a minus, then you'll have to go thru n levels to get to Level 0. So yep, in conclusion, Chuzzle and it's sequel + prequel are INFINITE.
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