<snapdata remixID="9361431"><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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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="16" y="15"><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><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><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><block s="write"><l>Part 3 - Remove Odd Values</l><l>14</l></block><custom-block s="New Line"></custom-block><block s="write"><block s="reportJoinWords"><list><l>Pi Positive: </l><custom-block s="positive values of %l"><block var="pi"/></custom-block><l>   </l></list></block><l>10</l></block><block s="write"><block s="reportJoinWords"><list><l>E Positive: </l><custom-block s="positive values 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>Fib Positive: </l><custom-block s="positive values of %l"><block var="fib"/></custom-block><l>   </l></list></block><l>10</l></block><block s="write"><block s="reportJoinWords"><list><l>Cubic Positive: </l><custom-block s="positive values 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="write"><block s="reportJoinWords"><list><l>Pi Evens: </l><custom-block s="only evens of %s"><block var="pi"/></custom-block><l>   </l></list></block><l>10</l></block><block s="write"><block s="reportJoinWords"><list><l>E Evens: </l><custom-block s="only evens of %s"><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>Fib Evens: </l><custom-block s="only evens of %s"><block var="fib"/></custom-block><l>   </l></list></block><l>10</l></block><block s="write"><block s="reportJoinWords"><list><l>Cubic Evens: </l><custom-block s="only evens of %s"><block var="cubic"/></custom-block><l>   </l></list></block><l>10</l></block></script><script x="24" y="608"><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><l/><script><block s="doChangeVar"><l>sum</l><block var="item"/></block></script></block><block s="doReport"><block var="sum"/></block></script><script x="997" y="492"><custom-block s="Test Odd Remover"></custom-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="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="doDeclareVariables"><list><l>sum</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>sum</l><block var="item"/></block></script></block><block s="doSetVar"><l>average</l><block s="reportQuotient"><block var="sum"/><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>previous number</l></list></block><block s="doSetVar"><l>previous number</l><block s="reportDifference"><block s="reportListItem"><l>1</l><block var="list"/></block><l>1</l></block></block><block s="doForEach"><l>item</l><block var="list"/><script><block s="doIf"><block s="reportLessThan"><block var="item"/><block var="previous number"/></block><script><block s="doReport"><block s="reportBoolean"><l><bool>false</bool></l></block></block></script></block><block s="doSetVar"><l>previous 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>max number</l></list></block><block s="doSetVar"><l>max number</l><block s="reportDifference"><block s="reportListItem"><l>1</l><block var="list"/></block><l>1</l></block></block><block s="doForEach"><l>item</l><block var="list"/><script><block s="doIf"><block s="reportGreaterThan"><block var="item"/><block var="max number"/></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="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><block-definition s="positive values 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>new list</l></list></block><block s="doSetVar"><l>new list</l><block s="reportNewList"><list><l></l></list></block></block><block s="doForEach"><l>item</l><block var="list"/><script><block s="doIfElse"><block s="reportLessThan"><block var="item"/><l>0</l></block><script><block s="doAddToList"><block s="reportProduct"><block var="item"/><l>-1</l></block><block var="new list"/></block></script><script><block s="doAddToList"><block var="item"/><block var="new list"/></block></script></block></script></block><block s="doReport"><block var="new list"/></block></script></block-definition><block-definition s="only evens of %&apos;list&apos;" type="reporter" category="lists"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doDeclareVariables"><list><l>new list</l></list></block><block s="doSetVar"><l>new list</l><block s="reportNewList"><list><l></l></list></block></block><block s="doForEach"><l>item</l><block var="list"/><script><block s="doIf"><block s="reportEquals"><block s="reportModulus"><block var="item"/><l>2</l></block><l>0</l></block><script><block s="doAddToList"><block var="item"/><block var="new list"/></block></script></block></script></block><block s="doReport"><block var="new list"/></block></script></block-definition></blocks><variables><variable name="pi"><list struct="atomic" id="683">3,1,4,1,5,9,2</list></variable><variable name="e"><list struct="atomic" id="684">2,7,1,8,2,8,1</list></variable><variable name="fib"><list struct="atomic" id="685">1,1,2,3,5,8,13</list></variable><variable name="cubic"><list struct="atomic" id="686">-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>