data:image/png;base64,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Platform(2)Add a platform movement block so that this platform moves up and downAdd a platform movement block so that this platform goes left and 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hwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECByxcQFpoRMBzwAAAABJRU5ErkJggg==01