my number is bigger but I decide if it's too much bigger for its size
(general rules: 10 can't become 100, ee10 can't become eee10, 10^^10 can't become 10^^(10^^10), 10^^^...(n copies of ^ total)...^^^10 can't become 10^^^...(10n copies of ^ total)...^^^10, etc)
so that getting to cool numbers actually feels rewarding
start: 1
in forum games
my number is (moderately) bigger
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i mean you can still just add 1 at any time but this is fine too
most recent version of Geometry Dash at time of post
14.52583904633395^2 (around 211) because 12^2-127 = 17, 13^2 - 12^2 = 25, 17 + 25 = 42, 13^2 + 42 = 211
2(2)(5)((2(2)(3))+1)+1=261
Also I never said we have to follow patterns just try to make your increase arbitrarily bigger than the last (but again, not too big)
420.69/69*42.069^(4.2/6.9+0.69)-(69+420)+690-420 (~564.6925745144321) funnier number
eh this actually might be too fast
ill clean it up and change it to 369 (my last one)->420.69->480->545->620
and then (7)((2)(5))^2=700
try not to go above a 1.15x multiplier from the last one for now
Too big of an increase. I'll change that to ...->5216.42->5700->6300->
sqrt(sqrt(49000000^2))=7000
only one undeleted message in a chain of messages counts. and the last increase is too big anyway so
7000->7800->8192->16384->
10000-1300=8700
9256.000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000235
(((1^2+1^2+1^2)^2+1^2+1^2)^2-1^2)^2+(((1^2+1^2)^2+1^2)^2+1^2-(1^2+1^2)^2)^2+((1^2+1^2)^2)^2
(((1^2+1^2+1^2)^2+1^2+1^2)^2+((1^2+1^2)^2+1^2+1^2)^2+1^2)^2+((1^2+1^2)^2+1^2+1^2)^2
55555
edit: might be a bit too much of an increase now that I think about it
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