<snapdata remixID="13023751"><project name="U3L1-FractalArt" 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="U3L1-FractalArt"><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="-30" y="2.842170943040401e-14" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="255,20,53,1" 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="150.00000000000045" y="40"><block s="receiveGo"></block><block s="clear"></block><block s="clear"></block><block s="gotoXY"><l>-30</l><l>0</l></block><block s="setHeading"><l>90</l></block><block s="down"></block><block s="doRepeat"><l>3</l><script><block s="setColor"><color>0,28,224,1</color></block><block s="forward"><l>200</l></block><block s="doRepeat"><l>3</l><script><block s="setColor"><color>38,255,20,1</color></block><block s="forward"><l>100</l></block><block s="doRepeat"><l>3</l><script><block s="setColor"><color>255,20,53,1</color></block><block s="forward"><l>40</l></block><block s="turn"><l>240</l></block></script></block><block s="turn"><l>240</l></block></script></block><block s="turn"><l>240</l></block></script></block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="U3L1-FractalArt" app="Snap! 9.0, https://snap.berkeley.edu" version="2"></media></snapdata>