<snapdata remixID="14734878"><project name="octugan and triangle" app="Snap! 11.0.7, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="octugan and triangle"><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="octugan and triangle_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="4"><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="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><sprite name="Sprite(2)" idx="3" x="-189" y="-80" heading="90" 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="30" y="30"><block s="receiveGo"><comment w="90" collapsed="false">it is correct..</comment></block><block s="up"></block><block s="doWait"><l>.5</l></block><block s="gotoXY"><l>-149</l><l>-120</l></block><block s="doForever"><script><block s="down"></block><block s="forward"><l>40</l></block><block s="turn"><l>90</l></block></script></block></script><script x="344" y="244.33333333333337"><block s="clear"></block></script></scripts></sprite><sprite name="Sprite(4)" idx="4" x="14" y="-82" heading="120" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="179.928,183.6,0,1" pen="tip" id="56"><costumes><list struct="atomic" id="57"></list></costumes><sounds><list struct="atomic" id="58"></list></sounds><blocks></blocks><variables></variables><scripts><script x="20" y="20"><block s="receiveGo"><comment w="90" collapsed="false">THis code has been corrected</comment></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><script x="445" y="158.33333333333337"><block s="clear"></block></script><script x="340" y="208"><block s="doWait"><l>.5</l></block></script><script x="392" y="307.83333333333337"><block s="turn"><l>15</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"/></sprites></stage><variables></variables></scene></scenes></project><media name="octugan and triangle" app="Snap! 11.0.7, 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="octugan and triangle_Stage_cst_clickGreenFlag"/></media></snapdata>