<snapdata remixID="15028105"><project name="Lesson 2.07 part 1" app="Snap! 11.0.8, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</pentrails><costumes><list id="7"><item><ref mediaID="Lesson 2.07 part 1_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="-210.16216216216208" 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="61.486486486486484" 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="-149" y="-160" heading="0" 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"></block><block s="up"></block><block s="doWait"><l>.5</l></block><block s="gotoXY"><l>-149</l><l>-120</l></block><block s="down"></block><block s="doRepeat"><l>4</l><script><block s="forward"><l>40</l></block><block s="turn"><l>90</l></block></script></block></script><comment x="218.552734375" y="121.60975609756099" w="90" collapsed="false">This code has been corrected</comment></scripts></sprite><sprite name="Sprite(4)" idx="4" x="14" y="-82" heading="135" 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