data:image/png;base64,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data:image/png;base64,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
Checks to see if the stage is at the end of the background sprite. If so, allows mario to move freely. It not then the background moves to the left. Reports back new x position.backxChecks to see if the stage is at the end of the background sprite. If so, allows mario to move freely. It not then the background moves to the right. Reports back new x position.backx