data:image/png;base64,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data:image/png;base64,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arrowI made it to where if it touched either sprite it would increase the speedSpriteSprite(4)Sprite(3)For this if statement, the sprite three is an invisible sprite on the edge of a screen, so if the ball touches the left invisible sprite, that means that the ball got past the blue paddle on the left, giving red a point, or vise virsaSprite(5)1.2500