<snapdata remixID="15012768"><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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</thumbnail><scenes select="1"><scene name="lesson 2.07 part 1"><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="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="2"><watcher scope="Sprite(2)" s="xPosition" style="normal" x="7.708333333333485" y="7.708333333333336" color="74,108,212" hidden="true"/><watcher scope="Sprite(2)" s="yPosition" style="normal" x="7.708333333333485" y="23.89583487499999" color="74,108,212" hidden="true"/><watcher scope="Sprite(4)" s="xPosition" style="normal" x="7.708333333333485" y="40.08333641666667" color="74,108,212" hidden="true"/><watcher scope="Sprite(4)" s="yPosition" style="normal" x="7.708333333333485" y="56.27083795833332" color="74,108,212" hidden="true"/><sprite name="Sprite(2)" idx="1" x="-181" y="68" heading="0" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="219.29999999999998,39.47399999999998,0,1" pen="tip" id="20"><costumes><list struct="atomic" id="21"></list></costumes><sounds><list struct="atomic" id="22"></list></sounds><blocks></blocks><variables></variables><scripts><script x="30" y="24.390243902439025"><block s="receiveGo"><comment w="90" collapsed="false">this sprite has been corrected</comment></block><block s="down"></block><block s="doRepeat"><l>4</l><script><block s="forward"><l>100</l></block><block s="turn"><l>90</l></block></script></block></script></scripts></sprite><sprite name="Sprite(4)" idx="2" x="48" y="68" heading="315" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="179.928,183.6,0,1" pen="tip" id="36"><costumes><list struct="atomic" id="37"></list></costumes><sounds><list struct="atomic" id="38"></list></sounds><blocks></blocks><variables></variables><scripts><script x="20" y="20"><block s="receiveGo"><comment w="90" collapsed="false">this sprite has been corrected</comment></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></sprites></stage><variables></variables></scene></scenes></project><media name="lesson 2.07 part 1" 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="lesson 2.07 part 1_Stage_cst_clickGreenFlag"/></media></snapdata>