<snapdata remixID="14640507"><project name="Shapes" app="Snap! 11.0.4, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="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" id="6"><pentrails>data:image/png;base64,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</pentrails><costumes><list struct="atomic" id="7"></list></costumes><sounds><list struct="atomic" id="8"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="149.9999999999999" y="0" heading="75" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="0,206,240,1" pen="tip" id="13"><costumes><list struct="atomic" id="14"></list></costumes><sounds><list struct="atomic" id="15"></list></sounds><blocks></blocks><variables></variables><scripts><script x="264" y="10"><block s="gotoXY"><l>0</l><l>0</l></block><block s="clear"></block><block s="setHeading"><l>90</l></block></script><script x="10" y="20"><block s="receiveGo"></block><block s="gotoXY"><l>-210</l><l>0</l></block><block s="doSetVar"><l>lensides</l><l>75</l></block><block s="doSetVar"><l>angle</l><l>120</l></block><block s="setColor"><color>144,1,255,1</color></block><block s="setSize"><l>4</l></block><block s="down"></block><block s="doRepeat"><l>3</l><script><block s="forward"><block var="lensides"/></block><block s="turnLeft"><block var="angle"/></block></script></block><block s="up"></block><block s="gotoXY"><l>-90</l><l>0</l></block><block s="doSetVar"><l>lensides</l><l>40</l></block><block s="doSetVar"><l>angle</l><l>45</l></block><block s="setColor"><color>255,50,144,1</color></block><block s="setSize"><l>3</l></block><block s="down"></block><block s="doRepeat"><l>4</l><script><block s="forward"><block var="lensides"/></block><block s="turnLeft"><l>90</l></block></script></block><block s="up"></block><block s="gotoXY"><l>10</l><l>0</l></block><block s="doSetVar"><l>lensides</l><l>50</l></block><block s="doSetVar"><l>angle</l><l>75</l></block><block s="setColor"><color>26,255,29,1</color></block><block s="setSize"><l>6</l></block><block s="down"></block><block s="doRepeat"><l>5</l><script><block s="forward"><block var="lensides"/></block><block s="turnLeft"><block var="angle"/></block></script></block><block s="up"></block><block s="gotoXY"><l>150</l><l>0</l></block><block s="doSetVar"><l>lensides</l><l>50</l></block><block s="doSetVar"><l>angle</l><l>72</l></block><block s="setColor"><color>0,206,240,1</color></block><block s="setSize"><l>2</l></block><block s="down"></block><block s="doRepeat"><l>8</l><script><block s="forward"><block var="lensides"/></block><block s="turnLeft"><l>45</l></block></script></block><block s="up"></block></script></scripts></sprite><watcher var="lensides" style="normal" x="10" y="10" color="243,118,29"/><watcher var="angle" style="normal" x="10" y="31.000001999999995" color="243,118,29"/></sprites></stage><variables><variable name="lensides"><l>50</l></variable><variable name="angle"><l>72</l></variable></variables></scene></scenes></project><media name="Shapes" app="Snap! 11.0.4, https://snap.berkeley.edu" version="2"></media></snapdata>