<snapdata remixID="10874163"><project name="Elvin Do_Now 2.2_Starter" app="Snap! 6, https://snap.berkeley.edu" 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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="80" y="80" 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="45" center-y="60" image="data:image/png;base64,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" id="10"/></item></list></costumes><sounds><list struct="atomic" id="11"></list></sounds><blocks></blocks><variables></variables><scripts><script x="326" y="50.00000000000003"><block s="receiveGo"></block><block s="clear"></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="setHeading"><l>90</l></block><block s="down"></block><block s="doRepeat"><l>8</l><script><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><block s="up"></block></script><comment w="275" collapsed="true">Have Alonzo Draw 8 steps that are 10 units long</comment></block></script></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks></blocks><variables></variables></project><media name="Elvin Do_Now 2.2_Starter" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>