data:image/png;base64,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:image/png;base64,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Spins wheel until down arrow pressedSpinStatusStopping...adds a slight afterspin if the user wanted to play with afterspinSpinStatusStopped!.1extra spin so that it never never lands in the middleDetects sprite needle's direction, so that points can be givenAsks and sets speed to user's desired game speedgameActivetrueStarts the game allowing player to spin the wheel5

5208201050

20401401602602803003204060220240120140801003403601802002402602803006080100120spins1length10Stops game when the user has spun 10 times

cfloorlengthYou spun the wheel times. Your average score was . Your total score was

Stopped!0false0false00true0You get to spin the wheel 10 times. To start spinning, pressing the UP arrow key. To stop the wheel, press the DOWN arrow key.