<snapdata remixID="14117472"><project name="lession redo shapes" app="Snap! 10.3.6, https://snap.berkeley.edu" 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</thumbnail><scenes select="1"><scene name="lession redo shapes"><notes></notes><hidden></hidden><headers></headers><code></code><blocks></blocks><primitives></primitives><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="false" hyperops="true" codify="false" inheritance="true" sublistIDs="false" 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s="setSize"><l>7</l></block><block s="up"></block><block s="down"></block><block s="setColor"><color>212,41,255,1</color></block><block s="doRepeat"><l>6</l><script><block s="turn"><l>60</l></block><block s="forward"><l>80</l></block><block s="doWait"><l>1</l></block></script></block><block s="up"></block><block s="hide"></block></script><script x="439" y="2366.83333333333"><block s="receiveKey"><l><option>7</option></l><list></list></block><block s="doSayFor"><l>Decagon</l><l>10</l></block></script><script x="204.99999999999997" y="2738.166666666663"><block s="up"></block></script><script x="387" y="2598.166666666663"><block s="hide"></block><block s="up"></block></script><script x="485" y="2222.1666666666633"><block s="receiveKey"><l><option>8</option></l><list></list></block><block s="doSayFor"><l>circle</l><l>10</l></block></script><script x="175.99999999999997" y="2472.83333333333"><block s="receiveKey"><l><option>7</option></l><list></list></block><block s="up"></block><block s="down"></block><block s="gotoXY"><l>-45</l><l>-70</l></block><block s="bubble"><l>Decagon </l></block><block s="setColor"><color>85,255,247,1</color></block><block s="setSize"><l>2.5</l></block><block s="show"></block><block s="doRepeat"><l>10</l><script><block s="turn"><l>36</l></block><block s="forward"><l>40</l></block><block s="doWait"><l>1</l></block></script></block><block s="hide"></block><block s="up"></block></script><script x="196.99999999999997" y="2160.1666666666633"><block s="receiveKey"><l><option>8</option></l><list></list></block><block s="gotoXY"><l>-24</l><l>-27</l></block><block s="up"></block><block s="down"></block><block s="bubble"><l>cricle</l></block><block s="setColor"><color>0,104,3,1</color></block><block s="setSize"><l>4.5</l></block><block s="show"></block><block s="doRepeat"><l>26</l><script><block s="turn"><l>15</l></block><block s="forward"><l>10</l></block><block s="doWait"><l>0.2</l></block></script></block><block s="hide"></block><block s="up"></block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="lession redo shapes" app="Snap! 10.3.6, https://snap.berkeley.edu" version="2"></media></snapdata>