data:image/png;base64,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

-15-15

right arrowleft arrowlastlooptimetime in milliseconds

Platform(2)-134-133-132Platform(2)(2)-95-94Platform(2)(2)(2)00Platform(2)(2)(2)(2)56Platform(2)(2)(2)(2)(2)104103

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KBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECByxcQFpoRMBzwAAAABJRU5ErkJggg==Sprite(3)(2)Sprite(3)(3)Sprite(3)(4)Sprite(3)(4)(2)21040170180373450817-34312360