<snapdata remixID="9897767"><project name="Lab 2.1 - Debugging Loops" 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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id="2"><item><costume name="Untitled" center-x="240" center-y="180" 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BAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQIXLMnoE8jbTPRAAAAAElFTkSuQmCC" id="3"/></item></list></costumes><sounds><list struct="atomic" id="4"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites><sprite name="Sprite" idx="1" x="300" y="300" heading="90" scale="0.5000000000000003" volume="100" pan="0" rotation="1" draggable="true" costume="1" color="145,26,68,1" pen="tip" id="9"><costumes><list id="10"><item><costume name="Alonzo" center-x="45" center-y="60" image="data:image/png;base64,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" id="11"/></item></list></costumes><sounds><list struct="atomic" id="12"></list></sounds><blocks></blocks><variables></variables><scripts><script x="86" y="30"><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="doRepeat"><l>20</l><script><block s="down"></block><block s="setSize"><l>1</l></block><block s="forward"><l>15</l></block><block s="turnLeft"><l>90</l></block><block s="forward"><l>15</l></block><block s="turn"><l>90</l></block></script><comment w="275" collapsed="false">Have Alonzo Draw 20 steps that are 15 units long</comment></block><block s="up"></block></script></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks></blocks><variables></variables></project><media name="Lab 2.1 - Debugging Loops" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>