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</pentrails><costumes><list 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s="receiveKey"><l><option>r</option></l><list></list></block></script><script x="437.0000000000001" y="120"><block s="receiveKey"><l><option>a</option></l><list></list></block><block s="setHeading"><l>90</l></block><block s="doRepeat"><l>10</l><script><block s="down"></block><block s="forward"><l>20</l></block><block s="up"></block><block s="forward"><l>-20</l></block><block s="changeYPosition"><l>-5</l></block></script><comment w="90" collapsed="false">repeat example</comment></block></script><script x="592" y="420.0000000000002"><block s="setHeading"><l>0</l></block></script><script x="54" y="50.33333333333337"><block s="receiveGo"></block><block s="clear"></block><block s="setColor"><color>145,26,68,1</color></block><block s="gotoXY"><l>-240</l><l>-170</l></block><block s="setHeading"><l>90</l></block><block s="doRepeat"><l>20</l><script><block s="setHeading"><l>90</l></block><block s="doRepeat"><l>25</l><script><block s="changePenColorDimension"><l><option>hue</option></l><l>10</l></block><block s="down"><comment w="90" collapsed="false">larger redundancy example</comment></block><block s="doRepeat"><l>2</l><script><block s="forward"><l>20</l></block><block s="turn"><l>90</l></block><block s="forward"><l>10</l></block><block s="turn"><l>90</l></block></script></block><block s="up"></block><block s="forward"><l>20</l></block></script></block><block s="changeXPosition"><l>10</l></block><block s="doRepeat"><l>25</l><script><block s="down"><comment w="90" collapsed="false">larger redundancy example</comment></block><block s="setHeading"><l>-90</l></block><block s="doRepeat"><l>2</l><script><block s="forward"><l>20</l></block><block s="turn"><l>90</l></block><block s="forward"><l>10</l></block><block s="turn"><l>90</l></block></script></block><block s="up"></block><block s="forward"><l>20</l></block></script></block><block s="doWait"><l>.3</l></block><block s="changeYPosition"><l>20</l></block><block s="changeXPosition"><l>-10</l></block></script></block></script><script x="252" y="366.83333333333337"><block s="changeYPosition"><l>10</l></block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="Do Now 2.2" app="Snap! 7, https://snap.berkeley.edu" version="2"></media></snapdata>