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True
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KBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECByxcQFpoRMBzwAAAABJRU5ErkJggg==
False
False
Standing on somethingsFalseGravity-20
Standing on somethingsFalseGravity-20
Wall RightFalse
Wall RightFalse
False
False
False
Wall leftFalse
Wall leftFalse
False
False
False
False
False
False
False
0.2Walking costume1Standing frameTrue
True
False
False
False
Wall UpFalse
False
False
-100.15Joe
1-5False-184-95FalseFalse905-130False