data:image/png;base64,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data:image/png;base64,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 control for computer-150100100100score check 22

Direction if hits other ball or paddle-216Update player 2 score and declare winner if needed216Update player 1 score and declare winner if needed

Slow down the ball for 2 ball mode1Direction if hits paddles or other ballDirection if hits paddles or other ball-216update scoreboard for player 2 and declare winner if needed216update scoreboard for player 1 and declare winner if needed

00552-43.512448587406691.751