data:image/png;base64,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:image/png;base64,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, if the answer is no it will switch to a background/ costume saying game over. If they want to play again by saying yes it will restart it's points going back to zero.If the w key is pressed it will move 5 up, perfect moving time sIf s key is pressed it will go down 5It will never stop doing the following commandsIf the w key is pressed it will move 0 up as the same script with change by 5 is playing so adding on to that will make it faster which is not what i want. sIf the s key is pressed it will move 0 up as the same script with change by 5 is playing so adding on to that will make it faster which is not what i want. It will never stop doing the following commandsdown arrowIf the down arrow is pressed it will go down by 5It will never stop doing the following commandsdown arrowIf the down arrow is pressed it will go down by 0 as the other script has 5 already goingIt will never stop doing the following commandsIf it touches paddle 1. it will point in a random direction from it's current drectionPaddle2If it touches paddle 2 it will point in a random direction from it's current drectionedge200If touching the opposite direction from player 1 then player 1 will get the point and it will reset to start the script over until the game is overWhen a player gets a point it will go into another script. edge-200If touching the opposite direction from player 2 then player 2 will get the point This script will continue until one player hits 3 pointsGame over.This will help me go into a seperate script as this script is over and im going to end the gameannounce winnersWhen the other script goes through, It will announce the winner within another script. When player 1= 3 points it will say that player 1 has won. However, if player 1 (patrick) doesn't equal 3 points, the computer will say player 2(spongebob) has won.

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