The upper and lower integer limits in Gimkit appear to be approximately 2^1024 and -2^1024. Attempting to go near these values with small numbers seems to fail and return infinity or -infinity (probably due to floating-point errors), so the best method right now to approach it seems to be using 2^1023.9999999999999, as adding another 9 makes the number round to 1024.
Going past 2^1023.9999999999999 gives you infinity. It appears you cannot modify infinity whatsoever besides multiplying it by 0.
Putting infinity in a text device will literally print “Infinity” or “-Infinity”.
I currently see no use for this unless someone somehow thinks of one. If no one can, then this topic can be closed (preferably by a moderator ping, because I don’t really see how this breaks any rules).
If you wish to try and find a USE for infinity, do NOT just randomly theorize. Actually TEST your ideas in Gimkit, and THEN make a post.
Mathematically, your statement is false. However, in Gimkit, dividing by 0 appears to produce infinity for some reason. A positive dividend makes infinity, a negative dividend makes -infinity, and 0 makes 0.
I tested a few other methods of generating undefined/infinity.
tan(90 +/- 180n), where n represents any integer returns 16331239353195370.
log and natural log both return 0 if the number is less than -1 and -infinity if the number is greater than -1 and less than or equal to 0.
Yeh I know what you mean, but the wierd thing was the only way I knew that was I looked up how to get infinity on a calculator and it literally said 7 divided by 0…
