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select="1"><scene name="Lab 2.1 "><notes></notes><hidden></hidden><headers></headers><code></code><blocks></blocks><stage name="Stage" width="480" height="360" costume="1" color="255,255,255,1" tempo="60" threadsafe="false" penlog="false" volume="100" pan="0" lines="round" ternary="false" hyperops="true" codify="false" inheritance="true" sublistIDs="false" 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</pentrails><costumes><list 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s="setSize"><l>4</l></block><block s="setHeading"><l>90</l></block><block s="gotoXY"><l>0</l><l>-50</l></block><block s="doSayFor"><l>CIRCLE</l><l>2</l></block><block s="down"></block><block s="doRepeat"><l>250</l><script><block s="forward"><l>2</l></block><block s="turn"><l>2</l></block></script></block></script></scripts></sprite><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"/></sprites></stage><variables></variables></scene></scenes></project><media name="Lab 2.1 " app="Snap! 9.0, https://snap.berkeley.edu" version="2"><costume name="Untitled" center-x="240" center-y="180" 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BAgQE2A8QIECAAIFAQIADdJMECBAgQECA/QABAgQIEAgEBDhAN0mAAAECBC5oYGgQUTbVPQAAAABJRU5ErkJggg==" mediaID="Stage_cst_Untitled"/><costume name="crayon" center-x="180" center-y="180" 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" 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