data:image/png;base64,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data:image/png;base64,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 on user input, move the opposite direction. This makes the world seem larger, like trees and hills are just flying by as Mario runs through the woods.left arrow-300If you go out of the left side of the screen, wrap around to the right side of the screen300If you go out of the right side of the screen, wrap around to the left side of the screenBased on user input, move the opposite direction. This makes the world seem larger, like trees and hills are just flying by as Mario runs through the woods.left arrow-300If you go out of the left side of the screen, wrap around to the right side of the screen300If you go out of the right side of the screen, wrap around to the left side of the screenBased on user input, move the opposite direction. This makes the world seem larger, like trees and hills are just flying by as Mario runs through the woods.left arrow-300If you go out of the left side of the screen, wrap around to the right side of the screen300If you go out of the right side of the screen, wrap around to the left side of the screen