<snapdata remixID="9790957"><project name="Assignment 13" 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="-210" y="-120" heading="270" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="255,237,7,1" 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="47" y="10"><block s="receiveGo"></block><block s="setHeading"><l>90</l></block><block s="gotoXY"><l>-240</l><l>-180</l></block><block s="setColor"><color>255,237,7,1</color></block><block s="doRepeat"><l>18</l><script><block s="doRepeat"><l>24</l><script><block s="down"></block><block s="doRepeat"><l>2</l><script><block s="forward"><l>20</l></block><block s="turnLeft"><l>90</l></block><block s="forward"><l>10</l></block><block s="turnLeft"><l>90</l></block></script></block><block s="down"></block><block s="forward"><l>20</l></block></script></block><block s="setXPosition"><l>-230</l></block><block s="changeYPosition"><l>10</l></block><block s="doRepeat"><l>10</l><script><block s="down"></block><block s="doRepeat"><l>10</l><script><block s="forward"><l>20</l></block><block s="turnLeft"><l>90</l></block><block s="forward"><l>10</l></block><block s="turnLeft"><l>90</l></block></script></block><block s="down"></block><block s="forward"><l>20</l></block></script></block><block s="changeYPosition"><l>10</l></block><block s="setXPosition"><l>-240</l></block></script></block></script><script x="250" y="20.6666666666666"><block s="receiveKey"><l><option>c</option></l></block><block s="clear"></block></script></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks></blocks><variables></variables></project><media name="Assignment 13" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>