<snapdata remixID="12082164"><project name="Fractal Art" app="Snap! 7, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="Fractal Art"><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="0" y="0" heading="210" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="69,255,15,1" 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="413" y="281.33333333333337"><block s="clear"></block></script><script x="355" y="210.00000000000006"><block s="gotoXY"><l>0</l><l>0</l></block></script><script x="115" y="134.16666666666669"><block s="down"></block><block s="doRepeat"><l>3</l><script><block s="setColor"><color>235,29,0,1</color></block><block s="forward"><l>100</l></block><block s="doRepeat"><l>3</l><script><block s="setColor"><color>20,41,255,1</color></block><block s="forward"><l>50</l></block><block s="doRepeat"><l>3</l><script><block s="setColor"><color>69,255,15,1</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="Fractal Art" app="Snap! 7, https://snap.berkeley.edu" version="2"></media></snapdata>