data:image/png;base64,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data:image/png;base64,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 TO DO! 1. In the forever loop, add block to make the ball bounce if it hits the edge of the screen. 2. Add a conditional to check if the ball is touching the paddle. If it is, turn clockwise by bounceClockwiseRotationAngleDonutTHINGS TO DO! 1. Set the score variable to zero and display it.THINGS TO DO! 1. In the forever loop add a conditional to check if the right arrow key is pressed. If it is, change the paddle's x position by 10. 2. Add conditionals to prevent the paddle from moving off the screen.down arrowTHINGS TO DO! 1. Add a conditional to check if the donut is touching the ball sprite. If it is, make the donut sprite disappear, move it off screen, and increase the score by 5 points. THINGS TO DO! 1. Create more sprites like this one and scatter them about the screen. Give them different point values.

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