<snapdata remixID="12111711"><project name="Lab 5.1 starting code" app="Snap! 7, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="Lab 5.1 starting code"><notes></notes><hidden></hidden><headers></headers><code></code><blocks></blocks><stage name="Stage" width="480" height="360" costume="0" color="255,255,255,1" tempo="60" threadsafe="false" penlog="false" volume="100" pan="0" lines="round" ternary="true" hyperops="true" codify="false" inheritance="false" sublistIDs="false" 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struct="atomic" id="6"></list></costumes><sounds><list struct="atomic" id="7"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Clone trooper(2)" idx="1" x="-200" y="140" heading="90" scale="0.5" volume="100" pan="0" rotation="1" draggable="true" costume="1" color="80,80,80,1" pen="tip" id="12"><costumes><list id="13"><item><ref mediaID="Clone trooper(2)_cst_clone trooper 2(2)"></ref></item></list></costumes><sounds><list struct="atomic" id="14"></list></sounds><blocks></blocks><variables></variables><scripts><script x="98.02702702702703" y="63"><block s="receiveGo"></block><block s="doSetVar"><l>Y</l><l>140</l></block><block s="doSetVar"><l>YDiff</l><l>40</l></block><block s="doSetVar"><l>Clonenumber</l><l>0</l></block><block s="doSetVar"><l>IsMarching</l><block s="reportBoolean"><l><bool>false</bool></l></block></block><block s="gotoXY"><l>200</l><block s="reportDifference"><block var="Y"/><block s="reportVariadicProduct"><list><block var="YDiff"/><block var="Clonenumber"/></list></block></block></block><block s="doRepeat"><l>4</l><script><block s="doWait"><l>.1</l></block><block s="doChangeVar"><l>Clonenumber</l><l>1</l></block><block s="createClone"><l><option>myself</option></l></block></script></block><block s="doBroadcast"><l>March</l><list></list></block><block s="doSetVar"><l>IsMarching</l><block s="reportBoolean"><l><bool>true</bool></l></block></block></script><script x="753" y="158.33333333333337"><block s="receiveMessage"><l>March</l><list></list></block><block s="doWaitUntil"><block var="IsMarching"/></block><block s="doGlide"><l>5</l><l>-200</l><block s="yPosition"></block></block></script><script x="99" y="395.8333333333338"><block s="receiveOnClone"></block><block s="gotoXY"><l>200</l><block s="reportDifference"><block var="Y"/><block s="reportVariadicProduct"><list><block var="YDiff"/><block var="Clonenumber"/></list></block></block></block><block s="doBroadcast"><l>March</l><list></list></block></script></scripts></sprite><watcher var="Y" style="normal" x="-3.9999999999995453" y="-5" color="243,118,29"/><watcher var="Clonenumber" style="normal" x="-8.999999999999545" y="11.00000399999999" color="243,118,29"/><watcher var="YDiff" style="normal" x="9.29484902309082" y="31.705152976909403" color="243,118,29"/><watcher var="IsMarching" style="normal" x="-1.9999999999995453" y="47.000005999999985" color="243,118,29"/></sprites></stage><variables><variable name="Y"><l>140</l></variable><variable name="YDiff"><l>40</l></variable><variable name="Clonenumber"><l>4</l></variable><variable name="IsMarching"><bool>true</bool></variable></variables></scene></scenes></project><media name="Lab 5.1 starting code" app="Snap! 7, https://snap.berkeley.edu" version="2"><costume name="clone trooper 2(2)" center-x="63" center-y="80" 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" 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