data:image/png;base64,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data:image/png;base64,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left arrow350-350left arrow350-350left arrow350-350This is a sign post which can be placed in the background to tell the player which way to go. As if it wasn't obvious to go right!left arrowThis is a platform which can float in midair.left arrowleft arrow200left arrowGoombaGoombaFloating platformleft arrowMario

spaceFloating platformGround platform

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