<snapdata remixID="15033337"><project name="delladixontestCases" app="Snap! 11.0.8, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="delladixontestCases"><notes></notes><hidden></hidden><headers></headers><code></code><blocks></blocks><primitives></primitives><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" id="6"><pentrails>data:image/png;base64,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</pentrails><costumes><list id="7"><item><ref mediaID="delladixontestCases_Stage_cst_clickGreenFlag"></ref></item></list></costumes><sounds><list struct="atomic" id="8"></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="-210.1621621621623" 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="16"><costumes><list struct="atomic" id="17"></list></costumes><sounds><list struct="atomic" id="18"></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="25"><costumes><list struct="atomic" id="26"></list></costumes><sounds><list struct="atomic" id="27"></list></sounds><blocks></blocks><variables></variables><scripts><script x="19.999999999999996" y="19.999999999999996"><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><sprite name="Sprite(2)" idx="3" x="-109" y="-80" heading="180" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="219.29999999999998,39.47399999999998,0,1" pen="tip" id="34"><costumes><list struct="atomic" id="35"></list></costumes><sounds><list struct="atomic" id="36"></list></sounds><blocks></blocks><variables></variables><scripts><script x="92" y="128.390243902439"><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="doFor"><l>i</l><l>1</l><l>10</l><script><block s="down"></block><block s="forward"><l>40</l></block><block s="turn"><l>90</l></block></script></block></script><script x="366" y="109.22357723577238"><block s="doForever"><script></script></block></script></scripts></sprite><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="60"><costumes><list struct="atomic" id="61"></list></costumes><sounds><list struct="atomic" id="62"></list></sounds><blocks></blocks><variables></variables><scripts><script x="19.999999999999996" y="19.999999999999996"><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><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"/></sprites></stage><variables></variables></scene></scenes></project><media name="delladixontestCases" app="Snap! 11.0.8, https://snap.berkeley.edu" version="2"><costume name="clickGreenFlag" center-x="191" center-y="133" image="data:image/png;base64,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" mediaID="delladixontestCases_Stage_cst_clickGreenFlag"/></media></snapdata>