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struct="atomic" id="2"></list></costumes><sounds><list struct="atomic" id="3"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites><sprite name="Sprite" idx="1" x="0" y="0" heading="90" scale="0.5000000000000003" volume="100" pan="0" rotation="1" draggable="true" costume="1" color="80,80,80,1" pen="tip" id="8"><costumes><list id="9"><item><costume name="Alonzo" center-x="42.5" center-y="57" 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" id="10"/></item></list></costumes><sounds><list struct="atomic" id="11"></list></sounds><blocks></blocks><variables></variables><scripts><script x="222" y="34.166666666666686"><block s="down"></block><block s="doRepeat"><l>8</l><script><block s="setHeading"><l>90</l></block><block s="forward"><l>10</l></block><block s="turnLeft"><l>90</l></block><block s="forward"><l>10</l></block><block s="turn"><l>90</l></block></script><comment w="275" collapsed="true">Have Alonzo Draw 8 steps that are 10 units long</comment></block><block s="up"></block></script><script x="76" y="30.000000000000057"><block s="receiveGo"></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="clear"></block></script></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks></blocks><variables></variables></project><media name="2.2 Do Now - Alonzo drawing steps_Abdou Niang" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>