<snapdata remixID="8882892"><project name="Lesson 2.1 Example" app="Snap! 5.1, http://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" volume="100" pan="0" lines="round" ternary="true" codify="false" inheritance="true" sublistIDs="false" scheduled="false" 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</pentrails><costumes><list struct="atomic" id="2"></list></costumes><sounds><list struct="atomic" id="3"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites><sprite name="Sprite" idx="1" x="-203.23044737829946" y="121.63665171395911" heading="45" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="79.79999999999984,35.999999999999986,255,1" pen="tip" id="8"><costumes><list struct="atomic" id="9"></list></costumes><sounds><list struct="atomic" id="10"></list></sounds><blocks></blocks><variables></variables><scripts><script x="45" y="79"><block s="receiveGo"></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="setPenHSVA"><l><option>hue</option></l><l>50</l></block><block s="clear"></block><block s="up"></block><block s="doForever"><script><block s="doRepeat"><l>10</l><script><block s="down"></block><block s="forward"><l>20</l></block><block s="changePenHSVA"><l><option>hue</option></l><l>10</l></block><block s="up"></block><block s="forward"><l>-20</l></block><block s="changePenHSVA"><l><option>hue</option></l><l>10</l></block><block s="changeYPosition"><l>-5</l></block></script><comment w="90" collapsed="false">repeat example</comment></block><block s="forward"><l>50</l></block><block s="changePenHSVA"><l><option>hue</option></l><l>10</l></block><block s="doRepeat"><l>4</l><script><block s="doRepeat"><l>4</l><script><block s="down"><comment w="90" collapsed="false">simple redundancy example</comment></block><block s="forward"><l>30</l></block><block s="changePenHSVA"><l><option>hue</option></l><l>10</l></block><block s="turn"><l>90</l></block></script></block><block s="up"></block><block s="forward"><l>50</l></block><block s="forward"><l>2</l></block><block s="bounceOffEdge"></block></script></block><block s="doWait"><l>1</l></block></script><comment w="90" collapsed="false">forever example</comment></block></script></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks></blocks><variables></variables></project><media name="Lesson 2.1 Example" app="Snap! 5.1, http://snap.berkeley.edu" version="1"></media></snapdata>