data:image/png;base64,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:image/png;base64,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_turn1player_turn1player_turn1player_turn1player_turn1player_turn1player_turn1player_turn1player_turn1

Xplayer 1 wins

player 2 wins

when there's a tieyesreset

false

456789159357147258369false

true

ow2X,O,,,,,,,01,2,34,5,67,8,91,5,93,5,71,4,72,5,83,6,900