<snapdata remixID="14859838"><project name="U3L1-FractalArt" app="Snap! 11.0.8, 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><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="0" y="-5.684341886080802e-14" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="21,189,0,1" 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="196" y="55.33333333333334"><block s="receiveGo"></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="clear"></block><block s="doRepeat"><l>3</l><script><block s="setColor"><color>243,12,0,1</color></block><block s="forward"><l>100</l></block><block s="down"></block><block s="doRepeat"><l>3</l><script><block s="setColor"><color>17,100,255,1</color></block><block s="forward"><l>50</l></block><block s="down"></block><block s="doRepeat"><l>3</l><script><block s="setColor"><color>21,189,0,1</color></block><block s="forward"><l>25</l></block><block s="turn"><l>120</l></block></script></block><block s="turn"><l>120</l></block></script></block><block s="turn"><l>120</l></block></script></block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="U3L1-FractalArt" app="Snap! 11.0.8, https://snap.berkeley.edu" version="2"></media></snapdata>