he forgot to get every combination of elements on the screen
After some nerdy calculations, with the TOTAL amount of possible canvas, Ignoring Properties like Temp and life, Including Elements, Layering, Signs, and NONE, then, if Jhon had a qwantum computer that can simulate 1 million saves every Nanosecond, it would take about 10 to the power of 2,824,089 YEARS for john to get every save possible
in that case... part 2 comming soon...
@penguinrules is right. This is nowhere near to 100%-ing powder toy, because, to 100% the game, you would need to make every possible save that could be created, and run every possible save as well. If John has a supercomputer that can run a save in only 1/100 of a second (although it doesn't matter), I estimate about 10^2193078 seconds to run this, or about 10^2193066 millennia. This is definitely a low estimate, and the true value is likely closer to 10^6579222 millennia, I guess.
(But this is very good +1)
Permanently & Whopping (at least, that's how I've always seen it) are spelled wrong + there is an empty space instead of colored iron +1
penguinrules:what do you mean by "save state"
Being conservative let's lower our estimate by 10^(500000), and we would still have some number of 10^(10^4), much larger than a few nonillion years, even assuming inhuman 1 state created each second