<snapdata remixID="10700163"><project name="Lesson 2.1 Loops Example" 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="true" sublistIDs="false" scheduled="false" 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s="receiveKey"><l><option>2</option></l></block><block s="doRepeat"><l>4</l><script><block s="down"><comment w="90" collapsed="true">larger redundancy example</comment></block><block s="doRepeat"><l>4</l><script><block s="forward"><l>30</l></block><block s="turn"><l>90</l></block></script></block><block s="up"></block><block s="forward"><l>50</l></block></script></block></script></scripts></sprite><sprite name="Sprite(3)" idx="3" x="-146" y="-115.9999999999971" heading="135" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="255,44,125,1" pen="tip" id="68"><inherit exemplar="Sprite"><list struct="atomic" id="69">costumes,sounds</list></inherit><blocks></blocks><variables></variables><dispatches></dispatches><scripts><script x="68" y="17"><block s="receiveKey"><l><option>3</option></l></block><block s="doRepeat"><l>25</l><script><block s="down"></block><block s="forward"><l>50</l></block><block s="up"></block><block s="forward"><l>-50</l></block><block s="changeYPosition"><l>-5</l></block></script><comment w="90" collapsed="true">repeat example</comment></block></script></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks></blocks><variables></variables></project><media name="Lesson 2.1 Loops Example" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>