I tried to make the game as close to the original as possible. Unfortunately there are no animations, so the gameplay might be a bit confusing :/
I hope you enjoy it tho!
data:image/png;base64,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I tried to make the game as close to the original as possible. Unfortunately there are no animations, so the gameplay might be a bit confusing :/
I hope you enjoy it tho!
-7480Score: 12-74-90Press R To Restart12110142checks for a free place in the grid and places randomly a new tile. If theres no space left, it checks for a losepushes all tiles in one direction. Equal numbers add up, which is basicly the core mechanic of the game. This Block is too hard for me to explain in detail :(simply checks if theres a 2048 on the gridI bet there are way better ways to do this and I din't even know if this 100% works...data:image/png;base64,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0,0,0,00,0,0,20,2,0,00,0,0,00