data:image/png;base64,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data:image/png;base64,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arrowdown arrowBlue Paddle-210Increases the variable (Blue Point) by 1 each time the ball touches the left side edges.210Increases the variable (Red Point) by 1 when ball touches right side edges..Blue Paddle96,255,138,0.9803921568627451-21021000