<snapdata remixID="10722090"><project name="Do_Now 2.2" app="Snap! 6, https://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><stage name="Stage" width="480" height="360" costume="0" color="255,255,255,1" tempo="60" threadsafe="false" penlog="false" volume="100" pan="0" lines="round" ternary="true" hyperops="true" codify="false" inheritance="false" sublistIDs="false" scheduled="false" 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AAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECByxcQFpoRMBzwAAAABJRU5ErkJggg==</pentrails><costumes><list struct="atomic" id="2"></list></costumes><sounds><list struct="atomic" id="3"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites><watcher scope="Sprite" s="xPosition" style="normal" x="10" y="10" color="74,108,212"/><watcher scope="Sprite" s="yPosition" style="normal" x="10" y="31.000001999999995" color="74,108,212"/><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="10"><costumes><list id="11"><item><costume name="Alonzo" center-x="45" center-y="60" image="data:image/png;base64,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" id="12"/></item></list></costumes><sounds><list struct="atomic" id="13"></list></sounds><blocks></blocks><variables></variables><scripts><script x="239" y="101.50000000000014"><block s="receiveGo"></block><block s="clear"></block><block s="up"></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="setHeading"><l>90</l></block><block s="doAsk"><l>How many steps should I draw?</l></block><block s="doRepeat"><block s="getLastAnswer"></block><script><block s="down"></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 the number of inputted steps, 10 units long each</comment></block></script></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks></blocks><variables></variables></project><media name="Do_Now 2.2" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>