<snapdata remixID="9359784"><project name="Lab 11 - Number Cruncher (Student Version)" app="Snap! 5.4, http://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><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" codify="false" inheritance="true" sublistIDs="false" scheduled="false" 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color="243,118,29" hidden="true"/><watcher scope="Sprite" s="xPosition" style="normal" x="6.435243055554793" y="66.28300475927081" color="74,108,212" hidden="true"/><watcher scope="Sprite" s="yPosition" style="normal" x="6.435243055554793" y="79.79701646298611" color="74,108,212" hidden="true"/><watcher var="aaa" style="normal" x="8.434237995824333" y="8.43423799582466" color="243,118,29" hidden="true"/></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="sum of %&apos;list&apos;" type="reporter" category="lists"><header></header><code></code><translations></translations><inputs><input type="%l"></input></inputs><script><block s="doDeclareVariables"><list><l>sum</l></list></block><block s="doForEach"><l>item</l><block var="list"/><script><block s="doChangeVar"><l>sum</l><block var="item"/></block></script></block><block s="doReport"><block var="sum"/></block></script></block-definition><block-definition s="average of %&apos;list&apos;" 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s="doReport"><block s="reportBoolean"><l><bool>false</bool></l></block></block></script></block-definition><block-definition s="%&apos;list&apos; is increasing" type="predicate" category="lists"><header></header><code></code><translations></translations><inputs><input type="%l"></input></inputs><script><block s="doForEach"><l>item</l><block var="list"/><script><block s="doIf"><block s="reportGreaterThan"><block s="reportCDR"><block var="list"/></block><block s="reportListItem"><l>1</l><block var="list"/></block></block><script><block s="doReport"><block s="reportBoolean"><l><bool>true</bool></l></block></block></script></block></script></block><block s="doReport"><block s="reportBoolean"><l><bool>false</bool></l></block></block></script></block-definition><block-definition s="max value in %&apos;list&apos;" type="reporter" category="lists"><header></header><code></code><translations></translations><inputs><input type="%l"></input></inputs><script><block s="doSetVar"><l>aaa</l><block s="reportListItem"><l>1</l><block var="list"/></block></block><block s="doForEach"><l>item</l><block var="list"/><script><block s="doIf"><block s="reportLessThan"><block var="aaa"/><block var="item"/></block><script><block s="doSetVar"><l>aaa</l><block var="item"/></block></script></block></script></block><block s="doReport"><block var="aaa"/></block></script></block-definition><block-definition s="make all value of %&apos;list&apos; positive" type="command" category="lists"><header></header><code></code><translations></translations><inputs><input type="%l"></input></inputs><script><block s="doDeclareVariables"><list><l>index</l><l>element</l></list></block><block s="doSetVar"><l>index</l><l>1</l></block><block s="doRepeat"><block s="reportListLength"><block var="list"/></block><script><block s="doSetVar"><l>element</l><block s="reportMonadic"><l><option>abs</option></l><block s="reportListItem"><block var="index"/><block var="list"/></block></block></block><block s="doReplaceInList"><block var="index"/><block var="list"/><block var="element"/></block><block s="doChangeVar"><l>index</l><l>1</l></block></script></block></script></block-definition><block-definition s="Remove all odd values from %&apos;list&apos;" type="command" category="lists"><header></header><code></code><translations></translations><inputs><input type="%l"></input></inputs><script><block s="doDeclareVariables"><list><l>index</l></list></block><block s="doSetVar"><l>index</l><l>1</l></block><block s="doRepeat"><l>10</l><script><block s="doIf"><block s="reportEquals"><block s="reportModulus"><block s="reportListItem"><block var="index"/><block var="list"/></block><l>2</l></block><l>1</l></block><script><block s="doDeleteFromList"><block var="index"/><block var="list"/></block></script></block><block s="doChangeVar"><l>index</l><l>1</l></block></script></block></script></block-definition><block-definition s="New Line" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="setXPosition"><l>-230</l></block><block s="changeYPosition"><l>-20</l></block></script></block-definition><block-definition s="Test Positive Block" type="command" category="lists"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doForEach"><l>item</l><block var="list"/><script><block s="doIf"><block s="reportLessThan"><block var="item"/><l>0</l></block><script><block s="doChangeVar"><l>item</l><block s="reportProduct"><l>2</l><block s="reportMonadic"><l><option>abs</option></l><block s="reportProduct"><block var="item"/><block var="item"/></block></block></block></block></script></block></script></block><block s="doReport"><block var="item"/></block></script></block-definition><block-definition s="Test Odd Remover" type="command" category="lists"><header></header><code></code><translations></translations><inputs></inputs></block-definition><block-definition s="Write %&apos;List&apos; elements named %&apos;name&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%l"></input><input type="%txt"></input></inputs><script><block s="write"><block s="reportJoinWords"><list><block var="name"/><l>:  </l></list></block><l>10</l></block><block s="doForEach"><l>item</l><block var="List"/><script><block s="write"><block s="reportJoinWords"><list><block var="item"/><l> </l></list></block><l>10</l></block></script></block><block s="write"><l>           </l><l>12</l></block></script></block-definition><block-definition s="sum" type="command" category="other"><header></header><code></code><translations></translations><inputs></inputs></block-definition></blocks><variables><variable name="pi"><list struct="atomic" id="611">1,4,5,2</list></variable><variable name="e"><list struct="atomic" id="612">2,1,8,2,8</list></variable><variable name="fib"><list struct="atomic" id="613">1,2,5,8</list></variable><variable name="cubic"><list struct="atomic" id="614">8,0,8</list></variable><variable name="aaa"><l>27</l></variable></variables></project><media name="Lab 11 - Number Cruncher (Student Version)" app="Snap! 5.4, http://snap.berkeley.edu" version="1"></media></snapdata>