<snapdata remixID="8982222"><project name=" shapes neasted" app="Snap! 5.1, http://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" volume="100" pan="0" lines="round" ternary="false" 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="0" y="-5.684341886080802e-14" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="15,120,255,1" 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="55.999999" y="13"><block s="down"></block><block s="doRepeat"><l>4</l><script><block s="forward"><l>100</l></block><block s="turn"><l>90</l></block></script></block></script><script x="57.999999" y="258"><block s="clear"></block></script><script x="97.999999" y="445"><block s="down"></block><block s="doRepeat"><l>3</l><script><block s="forward"><l>100</l></block><block s="turn"><l>120</l></block></script></block></script><script x="120" y="251"><block s="down"></block><block s="doRepeat"><l>5</l><script><block s="forward"><l>100</l></block><block s="turn"><l>72</l></block></script></block></script><script x="10" y="332"><block s="down"></block><block s="doRepeat"><l>6</l><script><block s="forward"><l>100</l></block><block s="turn"><l>60</l></block></script></block></script><script x="45" y="628"><block s="down"></block><block s="doRepeat"><l>8</l><script><block s="forward"><l>100</l></block><block s="turn"><l>45</l></block></script></block></script><script x="153.000001" y="577"><block s="down"></block><block s="doRepeat"><l>10</l><script><block s="forward"><l>100</l></block><block s="turn"><l>3.6</l></block></script></block></script><script x="97" y="174"><block s="down"></block><block s="setHeading"><l>90</l></block><block s="setColor"><color>145,26,68,1</color></block></script><script x="493" y="348"><block s="down"></block><block s="doRepeat"><l>3</l><script><block s="setColor"><color>135,255,46,1</color></block><block s="forward"><l>100</l></block><block s="doRepeat"><l>3</l><script><block s="setColor"><color>15,120,255,1</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></script></block></script><script x="617" y="255"><block s="gotoXY"><l>0</l><l>0</l></block></script></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks></blocks><variables></variables></project><media name=" shapes neasted" app="Snap! 5.1, http://snap.berkeley.edu" version="1"></media></snapdata>