<snapdata remixID="13933922"><project name="ManagingComplexityPart1_2" app="Snap! 10.1-dev, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="ManagingComplexityPart1_2"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="thing" type="command" category="variables"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doSetVar"><l>numbers</l><block s="reportNewList"><list></list></block></block><block s="doRepeat"><l>10</l><script><block s="doAsk"><l>enter a number</l></block><block s="doAddToList"><block s="getLastAnswer"></block><block var="numbers"/></block></script></block><block s="doSetVar"><l>total</l><l>0</l></block><block s="doFor"><l>i</l><l>1</l><block s="reportListAttribute"><l><option>length</option></l><block var="numbers"/></block><script><block s="doChangeVar"><l>total</l><block s="reportListItem"><block var="i"/><block var="numbers"/></block></block></script></block><block s="bubble"><block s="reportJoinWords"><list><l>total is </l><block s="reportQuotient"><block var="total"/><l>10</l></block></list></block></block><block s="doRepeat"><l>36</l><script><block s="turn"><l>10</l></block></script></block></script></block-definition></blocks><primitives></primitives><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="false" hyperops="true" codify="false" inheritance="true" sublistIDs="false" 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struct="atomic" id="59"></list></costumes><sounds><list struct="atomic" id="60"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="0" y="0" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="1" color="80,80,80,1" pen="tip" id="65"><costumes><list id="66"><item><ref mediaID="Sprite_cst_Untitled"></ref></item></list></costumes><sounds><list struct="atomic" id="67"></list></sounds><blocks></blocks><variables></variables><scripts><script x="271" y="240.33333333333337"><block s="receiveInteraction"><l><option>clicked</option></l></block><custom-block s="thing"></custom-block></script><script x="340" y="62.33333333333334"><block s="receiveGo"></block><block s="doSayFor"><l>Click me </l><l>2</l></block></script><script x="585" y="311.16666666666674"><custom-block s="thing"></custom-block></script></scripts></sprite><watcher var="numbers" style="normal" x="10" y="10" color="243,118,29" extX="80" extY="70"/><watcher var="total" style="normal" x="6" y="102.000002" color="243,118,29"/></sprites></stage><variables><variable name="numbers"><list struct="atomic" id="82">5,5,5,5,5,5,5,5,5,5</list></variable><variable name="total"><l>50</l></variable></variables></scene></scenes></project><media name="ManagingComplexityPart1_2" app="Snap! 10.1-dev, https://snap.berkeley.edu" version="2"><costume name="Untitled" center-x="97.5" center-y="79.5" 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