data:image/png;base64,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:image/png;base64,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 is in the wall sprite, it is also timed to match with the actions of the other sprites with wait command blocks..-56g-102900.4-1000.5900.1-900.1-10013Sets "g" variable which is the x value for the gliding command to allow me to use a repeat command.The repeat commands simulates to egg crawling/hopping on the wall The egg turns and then .