data:image/png;base64,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data:image/png;base64,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Teleports background to the other side when it goes off-screen to have a continuous scroll effectStops scrolling when the bird hits a pipe or the groundStarting conditions and scrolling movementStarting conditions and scrolling. It also sets the Y value to a random height for variabilityTeleports the pipe to the right after it goes off screen and resets the Y value to a new heightAdds a point to the score when the bird's x position is greater than the x position of the pipe (when the bird passes the pipe). It then waits until the pipe resets to the other side so it won't keep adding points the whole time.Movement and rotation scriptsGame over when you hit the groundGame over when you hit a pipeGame over scripts001100