the final table is:

1 coin base = 65536 in memory
10 coin base = 256 in memory
100 coin base = 1 in memory

math operations:

256^N

1 coin = 256^2
10 coins = 256^1
100 coins = 256^0

🦊

...the value is 1, and that's right.

for 100 coins, the value in memory is 1.

if you have 1 coin, it will save the value 1 in memory, and 2 coins will be the value 2 in memory.

and finally, if you have 101 coins, the value will be 100 coins (1) + 1 coin (65536) = 65537 in memory. (4/?)

with that in question, we can assume that it is different for 100 coins, right? even tough we cannot see or reach that number.

the answer is, that the number 65536 (value of 1 single coin) is actually 256*256 (value of 10 coins in memory by the power of two), the logical answer is that... (3/?)

if you reach 10 coins, the number changes to 256, this is the new base number for 10, 20, 30, 40... coins.

if you have 10 coins = 256, if you have 20 coins = 512, and so on.

what if you have 11? it is 10 (256) + 1 (65536), making it 65792 registered in the game memory... (2/?)

The reason to not show any more of the ads is that some of them (besides don't deserve) can also kinda doxx me(?)

Ads is weird, use adblock guys.

Now I need a shower after that website, I feel dirty.