<snapdata remixID="13028149"><project name="Drawing" app="Snap! 9.0, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="Drawing"><notes></notes><hidden></hidden><headers></headers><code></code><blocks></blocks><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="5"><pentrails>data:image/png;base64,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</pentrails><costumes><list struct="atomic" id="6"></list></costumes><sounds><list struct="atomic" id="7"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="-89" y="-116" heading="249" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="240,0,30,1" pen="tip" id="12"><costumes><list struct="atomic" id="13"></list></costumes><sounds><list struct="atomic" id="14"></list></sounds><blocks></blocks><variables></variables><scripts><script x="62" y="60.499999999999915"><block s="doForever"><script><block s="gotoXY"><block s="reportMouseX"></block><block s="reportMouseY"></block></block><block s="doIfElse"><block s="reportVariadicLessThan"><list><block s="yPosition"></block><l>0</l></list></block><script><block s="setColor"><color>240,0,30,1</color></block></script><script><block s="setColor"><color>41,234,0,1</color></block></script></block></script></block></script><script x="68" y="255.4999999999999"><block s="doForever"><script><block s="down"></block><block s="doIfElse"><block s="reportVariadicLessThan"><list><block s="direction"></block><l>90</l></list></block><script><block s="setSize"><l>5</l></block></script><script><block s="setSize"><l>1</l></block></script></block><block s="forward"><l>1</l></block><block s="turn"><l>1</l></block></script></block></script><script x="305" y="76.33333333333334"><block s="clear"></block></script><script x="304" y="118.49999999999991"><block s="doForever"><script><block s="doIfElse"><block s="reportVariadicAnd"><list><block s="reportVariadicGreaterThan"><list><block s="direction"></block><l>180</l></list></block><block s="reportVariadicLessThan"><list><l>270</l><block s="direction"></block></list></block></list></block><script><block s="setColor"><color>255,31,16,1</color></block></script><script><block s="setColor"><color>0,209,42,1</color></block></script></block><block s="forward"><l>1</l></block><block s="turn"><l>1</l></block></script></block></script><script x="290" y="308.99999999999983"><block s="doForever"><script><block s="doIfElse"><block s="reportVariadicOr"><list><block s="reportVariadicEquals"><list><block s="direction"></block><l>30</l></list></block><block s="reportVariadicEquals"><list><block s="direction"></block><l>60</l></list></block></list></block><script><block s="setSize"><l>10</l></block><block s="setColor"><color>255,11,32,1</color></block></script><script><block s="setSize"><l>1</l></block><block s="setColor"><color>60,240,0,1</color></block></script></block><block s="forward"><l>1</l></block><block s="turn"><l>1</l></block></script></block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="Drawing" app="Snap! 9.0, https://snap.berkeley.edu" version="2"></media></snapdata>