ForumArcade ► Four Colors
A quick Sunday afternoon hack... Prove an instance of the four color theorem by construction.

Click a region to change its color. White is considered uncolored. You win when all regions have a color and no two adjacent regions have the same color.
I think I beat it. I am not sure. Is there a win condition or do you just have to figure out if you won?
When you win it automatically resets. If it didn't reset, there should be two matching adjacent colors somewhere!
kjldslfsdflsad i cant find it
it was two cyans touching in one square
Yeet i am getting better at this
Nicely done! 😄
I am addicted.
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