<snapdata remixID="12892549"><project name="testCases_timiyarenae" app="Snap! 9.0, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="testCases_timiyarenae"><notes></notes><hidden></hidden><headers></headers><code></code><blocks></blocks><stage name="Stage" width="480" height="360" costume="1" 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" 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id="6"><item><ref mediaID="Stage_cst_clickGreenFlag"></ref></item></list></costumes><sounds><list struct="atomic" id="7"></list></sounds><variables></variables><blocks></blocks><scripts><script x="127.76422764227641" y="116.8780487804878"><block s="receiveCondition"><block s="reportMouseDown"></block></block></script></scripts><sprites select="3"><sprite name="Sprite" idx="1" x="-210.1621621621622" y="62.48648648648651" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="80,80,80,1" pen="tip" id="15"><costumes><list struct="atomic" id="16"></list></costumes><sounds><list struct="atomic" id="17"></list></sounds><blocks></blocks><variables></variables><scripts><script x="28" y="32"><block s="receiveGo"></block><block s="bubble"><l>Sprite 2 should draw a single square. Run the Code to check the Test Case. If it runs correctly, then create a comment: "This code is correct." If it doesn’t, correct the code and create a comment: “This code has been corrected.”</l></block></script></scripts></sprite><sprite name="Sprite(3)" idx="2" x="-35.1621621621623" y="61.48648648648651" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="0,155.54999999999998,6.222000000000006,1" pen="tip" id="24"><costumes><list struct="atomic" id="25"></list></costumes><sounds><list struct="atomic" id="26"></list></sounds><blocks></blocks><variables></variables><scripts><script x="20" y="20"><block s="receiveGo"></block><block s="bubble"><l>Sprite 4 should draw a single octagon. Run the Code to check the Test Case. If it runs correctly, then create a comment: "This code is correct." If it doesn’t, correct the code and create a comment: “This code has been corrected.”</l></block></script></scripts></sprite><watcher scope="Sprite(2)" s="xPosition" style="normal" x="7.7083333333332575" y="7.708333333333336" color="74,108,212" hidden="true"/><watcher scope="Sprite(2)" s="yPosition" style="normal" x="7.7083333333332575" y="23.89583487499999" color="74,108,212" hidden="true"/><watcher scope="Sprite(4)" s="xPosition" style="normal" x="7.7083333333332575" y="40.08333641666667" color="74,108,212" hidden="true"/><watcher scope="Sprite(4)" s="yPosition" style="normal" x="7.7083333333332575" y="56.2708379583333" color="74,108,212" hidden="true"/><sprite name="Sprite(4)" idx="4" x="14" y="-82" heading="135" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="179.928,183.6,0,1" pen="tip" id="37"><costumes><list struct="atomic" id="38"></list></costumes><sounds><list struct="atomic" id="39"></list></sounds><blocks></blocks><variables></variables><scripts><script x="20" y="20"><block s="receiveGo"></block><block s="doWait"><l>.5</l></block><block s="gotoXY"><l>14</l><l>-82</l></block><block s="down"></block><block s="doRepeat"><l>8</l><script><block s="forward"><l>40</l></block><block s="turn"><l>45</l></block></script></block></script></scripts></sprite><sprite name="Sprite(2)" idx="3" x="-149" y="-120" heading="270" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="219.29999999999998,39.47399999999998,0,1" 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="30" y="30"><block s="receiveGo"></block><block s="up"></block><block s="doWait"><l>.5</l></block><block s="gotoXY"><l>-149</l><l>-120</l></block><block s="doRepeat"><l>4</l><script><block s="down"></block><block s="forward"><l>40</l></block><block s="turn"><l>90</l></block></script><comment w="90" collapsed="false">This code has been corrected</comment></block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="testCases_timiyarenae" app="Snap! 9.0, https://snap.berkeley.edu" version="2"><costume name="clickGreenFlag" center-x="191" center-y="133" 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" mediaID="Stage_cst_clickGreenFlag"/></media></snapdata>