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1datamapmany1data 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RAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECByxcQFpoRMBzwAAAABJRU5ErkJggg==Left tilts him and moves him leftThe back is mostly a change in costume that makes him look smaller/farther back. He does go up a few y values though.The difference between 1 and 2 is purely for length. They have a different number of itterations of the rotation.