<snapdata remixID="9386593"><project name="Lab 11 - Number Cruncher (Student Version)" app="Snap! 5.4, http://snap.berkeley.edu" 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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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s="doSetVar"><l>cubic</l><block s="reportNewList"><list><l>-27</l><l>-8</l><l>-1</l><l>0</l><l>1</l><l>8</l><l>27</l></list></block></block><block s="gotoXY"><l>-230</l><l>160</l></block><block s="clear"><comment w="90" collapsed="false">PART 1</comment></block><block s="write"><l>Part 1</l><l>14</l></block><custom-block s="New Line"></custom-block><block s="write"><block s="reportJoinWords"><list><l>Sum of Pi: </l><custom-block s="sum of %l"><block var="pi"/></custom-block><l>   </l></list></block><l>10</l></block><block s="write"><block s="reportJoinWords"><list><l>Sum of E: </l><custom-block s="sum of %l"><block var="e"/></custom-block><l>   </l></list></block><l>10</l></block><block s="write"><block s="reportJoinWords"><list><l>Sum of Fib: </l><custom-block s="sum of %l"><block var="fib"/></custom-block><l>   </l></list></block><l>10</l></block><block s="write"><block s="reportJoinWords"><list><l>Sum of Cubic: </l><custom-block s="sum of %l"><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>Sum 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><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 s="receiveMessage"><l>Part 2</l><comment w="90" collapsed="false">PART 2</comment></block><block s="write"><l>Part 2</l><l>14</l></block><custom-block s="New Line"></custom-block><block s="write"><block s="reportJoinWords"><list><l>Pi-?: </l><custom-block s="%l contains a negative value"><block var="pi"/></custom-block><l>   </l></list></block><l>10</l></block><block s="write"><block s="reportJoinWords"><list><l>E-?: </l><custom-block s="%l contains a negative value"><block var="e"/></custom-block><l>   </l></list></block><l>10</l></block><block s="write"><block s="reportJoinWords"><list><l>Fib-?: </l><custom-block s="%l contains a negative value"><block var="fib"/></custom-block><l>   </l></list></block><l>10</l></block><block s="write"><block s="reportJoinWords"><list><l>Cubic-?: </l><custom-block s="%l contains a negative value"><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 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="7.645833333332803" y="7.645833333333357" color="243,118,29" hidden="true"/><watcher var="e" style="normal" x="93.27916666666715" y="6.881251529166676" color="243,118,29" hidden="true"/><watcher var="fib" style="normal" x="185.02916666666715" y="3.8229197249999913" color="243,118,29" hidden="true"/><watcher var="cubic" style="normal" x="266.8395833333334" y="4.587501529166673" color="243,118,29" hidden="true"/><watcher scope="Sprite" s="xPosition" style="normal" x="7.645833333332803" y="78.7520848625" color="74,108,212" hidden="true"/><watcher scope="Sprite" s="yPosition" style="normal" x="7.645833333332803" y="94.80833639166664" 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>average</l></list></block><block s="doSetVar"><l>average</l><l>0</l></block><block s="doForEach"><l>item</l><block var="list"/><script><block s="doChangeVar"><l>average</l><block var="item"/></block></script></block><block s="doChangeVar"><l>average</l><block s="reportQuotient"><custom-block s="sum of %l"><block var="list"/></custom-block><block s="reportListLength"><block var="list"/></block></block></block><block s="doReport"><block var="average"/></block></script></block-definition><block-definition s="%&apos;list&apos; contains a negative value" 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="reportLessThan"><block var="item"/><l>0</l></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="%&apos;list&apos; is increasing" type="predicate" category="lists"><header></header><code></code><translations></translations><inputs><input type="%l"></input></inputs><script><block s="doDeclareVariables"><list><l>last number</l></list></block><block s="doForEach"><l>item</l><block var="list"/><script><block s="doSetVar"><l>last number</l><block var="item"/></block></script></block><block s="doForEach"><l>item</l><block var="list"/><script><block s="doIf"><block s="reportLessThan"><block var="last number"/><block var="item"/></block><script><block s="doReport"><block s="reportBoolean"><l><bool>false</bool></l></block></block></script></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 number</l></list></block><block s="doDeclareVariables"><list><l>last number</l></list></block><block s="doSetVar"><l>last number</l><l>0</l></block><block s="doForEach"><l>item</l><block var="list"/><script><block s="doSetVar"><l>last number</l><block var="item"/></block></script></block><block s="doForEach"><l>item</l><block var="list"/><script><block s="doIf"><block s="reportLessThan"><block var="last number"/><block var="item"/></block><script><block s="doSetVar"><l>max number</l><block var="item"/></block></script></block></script></block><block s="doReport"><block var="max number"/></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></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></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></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></blocks><variables><variable name="pi"><list struct="atomic" id="504">3,1,4,1,5,9,2</list></variable><variable name="e"><list struct="atomic" id="505">2,7,1,8,2,8,1</list></variable><variable name="fib"><list struct="atomic" id="506">1,1,2,3,5,8,13</list></variable><variable name="cubic"><list struct="atomic" id="507">-27,-8,-1,0,1,8,27</list></variable></variables></project><media name="Lab 11 - Number Cruncher (Student Version)" app="Snap! 5.4, http://snap.berkeley.edu" version="1"></media></snapdata>