<snapdata remixID="14841880"><project name="gaurav goutham unit 3 lab 1 fractual art" 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="gaurav goutham unit 3 lab 1 fractual art"><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="7.958078640513122e-13" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="48,255,25,1" 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="53" y="237.33333333333337"><block s="clear"></block></script><script x="182" y="46"><block s="doRepeat"><l>3</l><script><block s="down"></block><block s="setColor"><color>250,16,0,1</color></block><block s="forward"><l>90</l></block><block s="doRepeat"><l>3</l><script><block s="down"></block><block s="setColor"><color>35,51,255,1</color></block><block s="forward"><l>45</l></block><block s="doRepeat"><l>3</l><script><block s="down"></block><block s="setColor"><color>48,255,25,1</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="gaurav goutham unit 3 lab 1 fractual art" app="Snap! 11.0.8, https://snap.berkeley.edu" version="2"></media></snapdata>