<snapdata remixID="10874740"><project name="Number Cruncher - Lab #11" app="Snap! 6, https://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" hyperops="true" codify="false" inheritance="true" sublistIDs="false" scheduled="false" 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</l></list></block><l>10</l></block><custom-block s="New Line"></custom-block><block s="write"><block s="reportJoinWords"><list><l>Avg of Pi </l><custom-block s="average of %l"><block var="pi"/></custom-block><l>   </l></list></block><l>10</l></block><block s="write"><block s="reportJoinWords"><list><l>Avg of E: </l><custom-block s="average of %l"><block var="e"/></custom-block><l>   </l></list></block><l>10</l></block><custom-block s="New Line"></custom-block><block s="write"><block s="reportJoinWords"><list><l>Avg of Fib: </l><custom-block s="average of %l"><block var="fib"/></custom-block><l>   </l></list></block><l>10</l></block><block s="write"><block s="reportJoinWords"><list><l>Avg of Cubic: </l><custom-block s="average of %l"><block var="cubic"/></custom-block><l>   </l></list></block><l>10</l></block><custom-block s="New Line"></custom-block><custom-block s="New Line"></custom-block><block s="doBroadcastAndWait"><l>Part 2</l></block></script><script x="404" y="10"><block 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s="reportJoinWords"><list><l>Pi Inc?: </l><custom-block s="%l is increasing"><block var="pi"/></custom-block><l>   </l></list></block><l>10</l></block><block s="write"><block s="reportJoinWords"><list><l>E Inc?: </l><custom-block s="%l is increasing"><block var="e"/></custom-block><l>   </l></list></block><l>10</l></block><block s="write"><block s="reportJoinWords"><list><l>Fib Inc: </l><custom-block s="%l is increasing"><block var="fib"/></custom-block><l>   </l></list></block><l>10</l></block><block s="write"><block s="reportJoinWords"><list><l>Cubic Inc?: </l><custom-block s="%l is increasing"><block var="cubic"/></custom-block><l>   </l></list></block><l>10</l></block><custom-block s="New Line"></custom-block><block s="write"><block s="reportJoinWords"><list><l>Pi Max: </l><custom-block s="max value in %l"><block var="pi"/></custom-block><l>   </l></list></block><l>10</l></block><block s="write"><block s="reportJoinWords"><list><l>E Max: </l><custom-block s="max value in %l"><block var="e"/></custom-block><l>   </l></list></block><l>10</l></block><block s="write"><block s="reportJoinWords"><list><l>Fib Max: </l><custom-block s="max value in %l"><block var="fib"/></custom-block><l>   </l></list></block><l>10</l></block><block s="write"><block s="reportJoinWords"><list><l>Cubic Max: </l><custom-block s="max value in %l"><block var="cubic"/></custom-block><l>   </l></list></block><l>10</l></block><custom-block s="New Line"></custom-block><custom-block s="New Line"></custom-block><block s="write"><l>Part 3 - All Lists Positive</l><l>14</l><comment w="90" collapsed="false">PART 3</comment></block><custom-block s="Test Positive Block"></custom-block><block s="write"><l>Part 3 - Remove Odd Values</l><l>14</l></block><custom-block s="Test Odd Remover"></custom-block></script></scripts></sprite><watcher var="pi" style="normal" x="5.979479709202906" y="5.979479709201378" color="243,118,29" hidden="true"/><watcher var="e" style="normal" x="72.94965245225671" y="5.381532934177159" color="243,118,29" hidden="true"/><watcher var="fib" style="normal" x="144.70340896267226" y="2.9897422463925736" color="243,118,29" hidden="true"/><watcher var="cubic" style="normal" x="208.6838418511286" y="3.5876890214168" color="243,118,29" hidden="true"/><watcher scope="Sprite" s="xPosition" style="normal" x="5.979479709202906" y="61.58864220067011" color="74,108,212" hidden="true"/><watcher scope="Sprite" s="yPosition" style="normal" x="5.979479709202906" y="74.1455507858891" color="74,108,212" 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="doSetVar"><l>sum</l><l>0</l></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;" 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="doDeclareVariables"><list><l>number of numbers</l></list></block><block s="doSetVar"><l>sum</l><l>0</l></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="doForEach"><l>item</l><block var="list"/><script><block s="doChangeVar"><l>number of numbers</l><l>1</l></block></script></block><block s="doReport"><block s="reportQuotient"><block var="sum"/><block var="number of numbers"/></block></block></script></block-definition><block-definition s="%&apos;list&apos; contains a negative value" 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var="item"/></block><script><block s="doReport"><block s="reportBoolean"><l><bool>false</bool></l></block></block></script></block><block s="doSetVar"><l>last item</l><block var="item"/></block></script></block><block s="doReport"><block s="reportBoolean"><l><bool>true</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="doDeclareVariables"><list><l>max value</l></list></block><block s="doSetVar"><l>max value</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="reportGreaterThan"><block var="item"/><block var="max value"/></block><script><block s="doSetVar"><l>max value</l><block var="item"/></block></script></block></script></block><block s="doReport"><block var="max value"/></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></list></block><block s="doSetVar"><l>index</l><l>1</l></block><block s="doRepeat"><block s="reportListAttribute"><l><option>length</option></l><block var="list"/></block><script><block s="doReplaceInList"><block var="index"/><block var="list"/><block s="reportMonadic"><l><option>abs</option></l><block s="reportListItem"><block var="index"/><block var="list"/></block></block></block><block s="doChangeVar"><l>index</l><l>1</l></block></script></block><block s="doReport"><block s="reportMonadic"><l><option>abs</option></l><block s="reportListItem"><block var="index"/><block var="list"/></block></block></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"><block s="reportListAttribute"><l><option>length</option></l><block var="list"/></block><script><block s="doIfElse"><block s="reportEquals"><l>1</l><block s="reportModulus"><block s="reportListItem"><block var="index"/><block var="list"/></block><l>2</l></block></block><script><block s="doDeleteFromList"><block var="index"/><block var="list"/></block></script><script><block s="doChangeVar"><l>index</l><l>1</l></block></script></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><custom-block s="New Line"></custom-block><custom-block s="make all value of %l positive"><block var="pi"/></custom-block><custom-block s="Write %l elements named %txt"><block var="pi"/><l>Pi</l></custom-block><custom-block s="make all value of %l positive"><block var="e"/></custom-block><custom-block s="Write %l elements named %txt"><block var="e"/><l>E</l></custom-block><custom-block s="New Line"></custom-block><custom-block s="make all value of %l positive"><block var="fib"/></custom-block><custom-block s="Write %l elements named %txt"><block var="fib"/><l>Fib</l></custom-block><custom-block s="make all value of %l positive"><block var="cubic"/></custom-block><custom-block s="Write %l elements named %txt"><block var="cubic"/><l>Cubic</l></custom-block><custom-block s="New Line"></custom-block><custom-block s="New Line"></custom-block></script></block-definition><block-definition s="Test Odd Remover" type="command" category="lists"><header></header><code></code><translations></translations><inputs></inputs><script><custom-block s="New Line"></custom-block><custom-block s="Remove all odd values from %l"><block var="pi"/></custom-block><custom-block s="Write %l elements named %txt"><block var="pi"/><l>Pi</l></custom-block><custom-block s="Remove all odd values from %l"><block var="e"/></custom-block><custom-block s="Write %l elements named %txt"><block var="e"/><l>E</l></custom-block><custom-block s="New Line"></custom-block><custom-block s="Remove all odd values from %l"><block var="fib"/></custom-block><custom-block s="Write %l elements named %txt"><block var="fib"/><l>Fib</l></custom-block><custom-block s="Remove all odd values from %l"><block var="cubic"/></custom-block><custom-block s="Write %l elements named %txt"><block var="cubic"/><l>Cubic</l></custom-block><custom-block s="New Line"></custom-block></script></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></blocks><variables><variable name="pi"><list struct="atomic" id="620">4,2</list></variable><variable name="e"><list struct="atomic" id="621">2,8,2,8</list></variable><variable name="fib"><list struct="atomic" id="622">2,8</list></variable><variable name="cubic"><list struct="atomic" id="623">8,0,8</list></variable></variables></project><media name="Number Cruncher - Lab #11" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>