<snapdata remixID="11010818"><project name="U3L1-FractalArt" app="Snap! 6, https://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><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" scheduled="false" id="1"><pentrails>data:image/png;base64,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</pentrails><costumes><list struct="atomic" id="2"></list></costumes><sounds><list struct="atomic" id="3"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites><sprite name="Sprite" idx="1" x="-43.21935203694292" y="128.43797184100106" heading="186" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="0,193,32,1" pen="tip" id="8"><costumes><list struct="atomic" id="9"></list></costumes><sounds><list struct="atomic" id="10"></list></sounds><blocks></blocks><variables></variables><scripts><script x="160" y="62.49999999999983"><block s="receiveGo"></block><block s="doRepeat"><l>3</l><script><block s="setColor"><color>234,0,0,1</color></block><block s="forward"><l>100</l></block><block s="doRepeat"><l>3</l><script><block s="setColor"><color>0,73,245,1</color></block><block s="forward"><l>50</l></block><block s="turn"><l>120</l></block></script></block><block s="turn"><l>120</l></block><block s="doRepeat"><l>3</l><script><block s="setColor"><color>0,193,32,1</color></block><block s="turn"><l>120</l></block><block s="forward"><l>25</l></block></script></block></script></block></script></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks></blocks><variables></variables></project><media name="U3L1-FractalArt" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>