<snapdata remixID="10818004"><project name="testCasesStarterForAssignment_MFortenberry" 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(2)" idx="1" x="-60.53376432675327" y="92.15583438877908" heading="110" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="0,136.068,234.60000000000002,1" 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="30" y="30"><block s="receiveGo"></block><block s="up"></block><block s="gotoXY"><l>-90</l><l>45</l></block><block s="doFaceTowards"><l>Sprite(4)</l></block><block s="doForever"><script><block s="down"></block><block s="forward"><l>2</l></block><block s="turn"><l>4</l></block></script></block></script><comment x="217" y="29.50000000000003" w="90" collapsed="false">This code is supposed to draw one circle for an eye. Is it correct?</comment></scripts></sprite><sprite name="Sprite(3)" idx="2" x="88.32949980816511" y="-147.3248633340583" heading="241" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="100.01100000000004,0,135.15,1" pen="tip" id="29"><costumes><list struct="atomic" id="30"></list></costumes><sounds><list struct="atomic" id="31"></list></sounds><blocks></blocks><variables></variables><scripts><script x="20" y="20"><block s="receiveGo"></block><block s="clear"></block><block s="up"></block><block s="gotoXY"><l>-170</l><l>-35</l></block><block s="doFaceTowards"><l>Sprite(4)</l></block><block s="doFor"><l>i</l><l>1</l><l>50</l><script><block s="down"></block><block s="forward"><l>15</l></block><block s="turn"><l>5</l></block></script></block></script><comment x="229" y="32.66666666666666" w="130" collapsed="false">This code is supposed to draw the face. Is it correct?</comment></scripts></sprite><watcher scope="Sprite(3)" s="yPosition" style="normal" x="10" y="10" color="74,108,212" hidden="true"/><watcher scope="Sprite(3)" s="xPosition" style="normal" x="10" y="31.000001999999995" color="74,108,212" hidden="true"/><watcher scope="Sprite" s="yPosition" style="normal" x="10" y="52.00000399999999" color="74,108,212" hidden="true"/><watcher scope="Sprite" s="xPosition" style="normal" x="10" y="73.00000599999998" color="74,108,212" hidden="true"/><sprite name="Sprite(4)" idx="4" x="-202" y="168" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" hidden="true" costume="0" color="55.23299999999998,0,145.35,1" pen="tip" id="58"><costumes><list struct="atomic" id="59"></list></costumes><sounds><list struct="atomic" id="60"></list></sounds><blocks></blocks><variables></variables><scripts><script x="28" y="28"><block s="receiveGo"></block><block s="hide"></block></script><comment x="163" y="33.66666666666666" w="210" collapsed="false">Sprite 4 is a reference point. It is so that the face is always drawn in the same position. </comment></scripts></sprite><sprite name="Sprite(5)" idx="5" x="78.69856056462481" y="94.92054994042141" heading="87" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="0,136.068,234.60000000000002,1" pen="tip" id="66"><costumes><list struct="atomic" id="67"></list></costumes><sounds><list struct="atomic" id="68"></list></sounds><blocks></blocks><variables></variables><scripts><script x="30" y="30"><block s="receiveGo"></block><block s="up"></block><block s="gotoXY"><l>70</l><l>40</l></block><block s="doFaceTowards"><l>Sprite(4)</l></block><block s="doForever"><script><block s="down"></block><block s="forward"><l>2</l></block><block s="turn"><l>4</l></block></script></block></script><comment x="237" y="41.66666666666666" w="90" collapsed="false">This is supposed to draw another eye. Is it correct? </comment></scripts></sprite><sprite name="Sprite" idx="3" x="-124" y="-31" heading="218" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="0,226.95000000000002,118.01400000000001,1" pen="tip" id="87"><costumes><list struct="atomic" id="88"></list></costumes><sounds><list struct="atomic" id="89"></list></sounds><blocks></blocks><variables></variables><scripts><script x="35" y="19"><block s="receiveGo"></block><block s="up"></block><block s="gotoXY"><l>-124</l><l>-31</l></block><block s="doFaceTowards"><l>Sprite(4)</l></block><block s="down"></block><block s="doRepeat"><l>11</l><script><block s="turnLeft"><l>11</l></block><block s="forward"><l>-26</l></block></script></block><block s="gotoXY"><l>-124</l><l>-31</l></block></script><comment x="200" y="24.666666666666657" w="182" collapsed="false">This code draws a mouth. Is it correct?</comment></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks></blocks><variables></variables></project><media name="testCasesStarterForAssignment_MFortenberry" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>