data:image/png;base64,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data:image/png;base64,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 w and s have a maximum value so the paddles dont g off screen"Down function"
moves down when s is pressed"reset Position"
puts sprite in center position when the game restarts"Up function"
moves up when w is pressedNate Krall Game of PongNate Krall Game of Pong"Up Function 2"
moves up when up arrow is pressed"Down Function 2"
moves down when down arrow is pressed"Reset Position 2"
add comment here..."Play Against the Computer"
This function creates an AI that follows the y position of the ball when the player wants to play against it. when "q" is pressed, the right paddle will go computer mode, but will go out in the middle of the point if up or down is pressed.costume switcherThe ball is the main part of the code- it is where all the scoring and collision functions are made, as well as the bouncing and speed of the ball itself..Nate Krall Game of Pong
-game played to 3 points
-rally challenge"Back to Original"
makes ball stop saying things and switches back to blue color"B-Welcome"
welcomes when game is started"Pont Counts"
awards point based on who won
-the game is played to 3 pointsNate Krall Game of PongNate Krall Game of Pong92340004