<snapdata remixID="9465743"><project name="shape" 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="-20" y="10.000000000000625" heading="262" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="253,25,0,1" 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="226" y="198.16666666666677"><block s="doForever"><script><block s="doPlayNote"><l>80</l><l>0.5</l></block><block s="doRest"><l>0.2</l></block><block s="doPlayNote"><l>50</l><l>0.5</l></block><block s="doPlayNote"><l>52</l><l>0.5</l></block><block s="doRest"><l>0.2</l></block><block s="doPlayNote"><l>60</l><l>0.5</l></block></script></block></script><script x="65" y="378"><block s="gotoXY"><l>-20</l><l>10</l></block></script><script x="91" y="56.83333333333334"><block s="down"></block></script><script x="234" y="67.66666666666666"><block s="up"></block></script><script x="409" y="63"><block s="clear"></block></script><script x="45" y="109.3333333333334"><block s="doRepeat"><l>2</l><script><block s="setSize"><l>10</l></block><block s="setColor"><color>157,255,18,1</color></block><block s="forward"><l>100</l></block><block s="turn"><l>90</l></block><block s="setColor"><color>253,25,0,1</color></block><block s="changeSize"><l>20</l></block><block s="forward"><l>100</l></block><block s="turn"><l>90</l></block></script></block></script></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks></blocks><variables></variables></project><media name="shape" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>