<snapdata remixID="9358473"><project name="Lab 11 - Number Cruncher " 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" id="1"><pentrails>data:image/png;base64,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</pentrails><costumes><list struct="atomic" id="2"></list></costumes><sounds><list struct="atomic" id="3"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites><watcher var="pi" style="normal" x="6.43524305555502" y="6.435243055555574" color="243,118,29" hidden="true"/><watcher var="e" style="normal" x="78.50996527777829" y="5.79172003704862" color="243,118,29" hidden="true"/><watcher var="fib" style="normal" x="155.73288194444467" y="3.217624101874989" color="243,118,29" hidden="true"/><watcher var="cubic" style="normal" x="224.58998263888907" y="3.8611471203819505" color="243,118,29" hidden="true"/><watcher scope="Sprite" s="xPosition" style="normal" x="6.43524305555502" y="66.28300475927082" color="74,108,212" hidden="true"/><watcher scope="Sprite" s="yPosition" style="normal" x="6.43524305555502" y="79.7970164629861" color="74,108,212" hidden="true"/><sprite name="Sprite" idx="1" x="-53.05140006188126" y="-108.51485148514458" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="80,80,80,1" pen="tip" id="14"><costumes><list struct="atomic" id="15"></list></costumes><sounds><list struct="atomic" id="16"></list></sounds><blocks></blocks><variables></variables><scripts><script x="30" y="35"><block s="receiveGo"></block><block s="doSetVar"><l>pi</l><block s="reportNewList"><list><l>3</l><l>1</l><l>4</l><l>1</l><l>5</l><l>9</l><l>2</l></list></block></block><block s="doSetVar"><l>e</l><block s="reportNewList"><list><l>2</l><l>7</l><l>1</l><l>8</l><l>2</l><l>8</l><l>1</l></list></block></block><block s="doSetVar"><l>fib</l><block s="reportNewList"><list><l>1</l><l>1</l><l>2</l><l>3</l><l>5</l><l>8</l><l>13</l></list></block></block><block 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><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><custom-block s="New Line"></custom-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="418" y="30"><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 %l"><block var="pi"/></custom-block><block s="write"><block s="reportJoinWords"><list><l>   Pi:  </l><block var="pi"/></list></block><l>12</l></block><custom-block s="Test Positive Block %l"><block var="e"/></custom-block><block s="write"><block s="reportJoinWords"><list><l>  E:  </l><block var="e"/></list></block><l>12</l></block><custom-block s="New Line"></custom-block><custom-block s="Test Positive Block %l"><block var="fib"/></custom-block><block s="write"><block s="reportJoinWords"><list><l>  Fib:  </l><block var="fib"/></list></block><l>12</l></block><custom-block s="Test Positive Block %l"><block var="cubic"/></custom-block><block s="write"><block s="reportJoinWords"><list><l>   Cubic:  </l><block var="cubic"/></list></block><l>12</l></block><custom-block s="New Line"></custom-block><block s="write"><l>Part 3 - Remove Odd Values</l><l>14</l></block><custom-block s="Test Odd Remover %l"><block var="pi"/></custom-block><block s="write"><block s="reportJoinWords"><list><l>     Pi:   </l><block var="pi"/></list></block><l>12</l></block><custom-block s="Test Odd Remover %l"><block var="e"/></custom-block><block s="write"><block s="reportJoinWords"><list><l>    E:   </l><block var="e"/></list></block><l>12</l></block><custom-block s="New Line"></custom-block><custom-block s="Test Odd Remover %l"><block var="fib"/></custom-block><block s="write"><block s="reportJoinWords"><list><l>   Fib    </l><block var="fib"/></list></block><l>12</l></block><custom-block s="Test Odd Remover %l"><block var="cubic"/></custom-block><block s="write"><block s="reportJoinWords"><list><l>   Cubic:   </l><block var="cubic"/></list></block><l>12</l></block></script></scripts></sprite></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;" type="reporter" category="lists"><header></header><code></code><translations></translations><inputs><input type="%l"></input></inputs><script><block s="doDeclareVariables"><list><l>avg</l></list></block><block s="doDeclareVariables"><list><l>number of items</l></list></block><block s="doForEach"><l>item</l><block var="list"/><script><block s="doChangeVar"><l>avg</l><block var="item"/></block><block s="doChangeVar"><l>number of items</l><l>1</l></block></script></block><block s="doSetVar"><l>avg</l><block s="reportQuotient"><block var="avg"/><block var="number of items"/></block></block><block s="doReport"><block var="avg"/></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="doSetVar"><l>last number</l><l>-28</l></block><block s="doForEach"><l>item</l><block var="list"/><script><block s="doIf"><block s="reportLessThan"><block var="item"/><block var="last number"/></block><script><block s="doReport"><block s="reportBoolean"><l><bool>false</bool></l></block></block></script></block><block s="doSetVar"><l>last number</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>highest number so far</l></list></block><block s="doSetVar"><l>highest number so far</l><l>-28</l></block><block s="doForEach"><l>item</l><block var="list"/><script><block s="doIf"><block s="reportGreaterThan"><block var="item"/><block var="highest number so far"/></block><script><block s="doSetVar"><l>highest number so far</l><block var="item"/></block></script></block></script></block><block s="doReport"><block var="highest number so far"/></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 %&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="doDeclareVariables"><list><l>item</l></list></block><block s="doSetVar"><l>item</l><block s="reportListItem"><l>1</l><block var="List"/></block></block><block s="doSetVar"><l>index</l><l>1</l></block><block s="doRepeat"><l>7</l><script><block s="doIf"><block s="reportLessThan"><block var="item"/><l>0</l></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><block s="doChangeVar"><l>item</l><l>1</l></block></script></block></script></block><block s="doReport"><block var="List"/></block></script></block-definition><block-definition s="Test Odd Remover %&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>item</l></list></block><block s="doDeclareVariables"><list><l>index</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="doIf"><block s="reportEquals"><block s="reportModulus"><block s="reportListItem"><block var="index"/><block var="List"/></block><l>2</l></block><l>0</l></block><script><block s="doChangeVar"><l>index</l><l>1</l></block><block s="doChangeVar"><l>item</l><l>1</l></block></script></block><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></script></block><block s="doReport"><block var="List"/></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="670">4,2</list></variable><variable name="e"><list struct="atomic" id="671">2,8,2,8</list></variable><variable name="fib"><list struct="atomic" id="672">2,8</list></variable><variable name="cubic"><list struct="atomic" id="673">8,0,8</list></variable></variables></project><media name="Lab 11 - Number Cruncher " app="Snap! 5.4, http://snap.berkeley.edu" version="1"></media></snapdata>