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struct="atomic" id="6"></list></costumes><sounds><list struct="atomic" id="7"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="320" 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="12"><costumes><list id="13"><item><ref mediaID="Sprite_cst_Alonzo"></ref></item></list></costumes><sounds><list struct="atomic" id="14"></list></sounds><blocks></blocks><variables></variables><scripts><script x="10" y="10"><block s="receiveGo"></block><block s="setHeading"><l>90</l></block><block s="gotoXY"><l>-240</l><l>0</l></block><block s="clear"></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></script><comment w="275" collapsed="false">Have Alonzo Draw 8 steps that are 10 units long</comment></block><block s="up"></block><block s="down"></block><block s="doRepeat"><l>8</l><script><block s="forward"><l>10</l></block><block s="turn"><l>90</l></block><block s="forward"><l>10</l></block><block s="turnLeft"><l>90</l></block></script><comment w="275" collapsed="false">Have Alonzo Draw 8 steps that are 10 units long</comment></block><block s="up"></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></script><comment w="275" collapsed="false">Have Alonzo Draw 8 steps that are 10 units long</comment></block><block s="up"></block><block s="down"></block><block s="doRepeat"><l>8</l><script><block s="forward"><l>10</l></block><block s="turn"><l>90</l></block><block s="forward"><l>10</l></block><block s="turnLeft"><l>90</l></block></script><comment w="275" collapsed="false">Have Alonzo Draw 8 steps that are 10 units long</comment></block><block s="up"></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></script><comment w="275" collapsed="false">Have Alonzo Draw 8 steps that are 10 units long</comment></block><block s="up"></block><block s="down"></block><block s="doRepeat"><l>8</l><script><block s="forward"><l>10</l></block><block s="turn"><l>90</l></block><block s="forward"><l>10</l></block><block s="turnLeft"><l>90</l></block></script><comment w="275" collapsed="false">Have Alonzo Draw 8 steps that are 10 units long</comment></block><block s="up"></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></script></block><block s="up"></block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="Do_Now 2.2_Starter" app="Snap! 9.0, https://snap.berkeley.edu" version="2"><costume name="Alonzo" center-x="45" center-y="60" image="data:image/png;base64,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" mediaID="Sprite_cst_Alonzo"/></media></snapdata>