<snapdata remixID="11483111"><project name="3d character" app="Snap! 7, https://snap.berkeley.edu" version="2"><notes>press left and right arrow keys to move &#xD;&#xD;&#xD;Enjoy!</notes><thumbnail>data:image/png;base64,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mediaID="Sprite_cst_costume2"/><costume name="costume2(2)" center-x="129.5" center-y="40.375" 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