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id="2"><item><costume name="bg" center-x="240" center-y="180" 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" 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s="bounceOffEdge"></block><block s="doIf"><block s="reportKeyPressed"><l><option>up arrow</option></l></block><script><block s="changeYPosition"><l>3</l></block></script></block><block s="doIf"><block s="reportColorIsTouchingColor"><color>200,184,161,1</color><color>27,20,8,1</color></block><script><block s="changeYPosition"><l>-15</l></block></script></block><block s="doIf"><block s="reportKeyPressed"><l><option>down arrow</option></l></block><script><block s="changeYPosition"><l>-3</l></block></script></block><block s="doIf"><block s="reportOr"><block s="reportColorIsTouchingColor"><color>116,108,93,1</color><color>219,166,66,1</color></block><block s="reportColorIsTouchingColor"><color>144,136,121,1</color><color>30,198,34,1</color></block></block><script><block s="changeYPosition"><l>5</l></block></script></block></script></block></script><script x="488" y="284"><block s="reportSum"><l></l><l></l></block></script><script x="423" y="591.4999999999999"><block s="bounceOffEdge"></block></script></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="foot" type="reporter" category="other"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><l></l></block></script></block-definition></blocks><variables></variables></project><media name="lab 3.2" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>