<snapdata remixID="9361484"><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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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="10" 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. Sets sum of lists and averages.</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="398" y="10"><block s="receiveMessage"><l>Part 2</l><comment w="90" collapsed="false">PART 2 Determines if contains negative value , is  increasing, and max value. </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><block s="write"><l>Part 3</l><l>14</l></block><custom-block s="New Line"></custom-block><block s="write"><block s="reportJoinWords"><list><l>Make Positive pi: </l><custom-block s="make %l"><block var="pi"/></custom-block><l>   </l></list></block><l>10</l></block><block s="write"><block s="reportJoinWords"><list><l>Make Positive fib:  </l><custom-block s="make %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>Make Positive e: </l><custom-block s="make %l"><block var="e"/></custom-block><l>   </l></list></block><l>10</l></block><block s="write"><block s="reportJoinWords"><list><l>Make Positive cubic: </l><custom-block s="make %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>Only even cubic:</l><custom-block s="Make even %l"><block var="cubic"/></custom-block><l>  </l></list></block><l>10</l></block><block s="write"><block s="reportJoinWords"><list><l>Only even pi:</l><custom-block s="Make even %l"><block var="pi"/></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>Only even fib:</l><custom-block s="Make even %l"><block var="fib"/></custom-block><l>  </l></list></block><l>10</l></block><block s="write"><block s="reportJoinWords"><list><l>Only even e: </l><custom-block s="Make even %l"><block var="e"/></custom-block><l>  </l></list></block><l>10</l></block><block s="forward"><l>50</l></block></script><comment x="280" y="563" w="90" collapsed="false">PART 3 Makes all values positve and removes odd numbers.</comment></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><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="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 s="reportQuotient"><block s="reportRound"><block s="reportProduct"><l>10</l><block s="reportQuotient"><block var="sum"/><block s="reportListLength"><block var="list"/></block></block></block></block><l>10</l></block></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><block s="reportListItem"><l>1</l><block var="list"/></block></block><block s="doForEach"><l>item</l><block s="reportCDR"><block var="list"/></block><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>test</l></list></block><block s="doSetVar"><l>test</l><l>1</l></block><block s="doDeclareVariables"><list><l>largest number</l></list></block><block s="doSetVar"><l>largest number</l><block s="reportListItem"><l>1</l><block var="list"/></block></block><block s="doRepeat"><block s="reportListLength"><block var="list"/></block><script><block s="doChangeVar"><l>test</l><l>1</l></block><block s="doIf"><block s="reportGreaterThan"><block s="reportListItem"><block var="test"/><block var="list"/></block><block var="largest number"/></block><script><block s="doSetVar"><l>largest number</l><block s="reportListItem"><block var="test"/><block var="list"/></block></block></script></block></script></block><block s="doReport"><block var="largest 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><script><block s="doDeclareVariables"><list><l>a</l></list></block><block s="doSetVar"><l>a</l><block s="reportNewList"><list></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="a"/></block></script><script><block s="doAddToList"><block var="item"/><block var="a"/></block></script></block></script></block><block s="doReport"><block var="a"/></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="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="make %&apos;positive&apos;" type="reporter" category="other"><header></header><code></code><translations></translations><inputs><input type="%l"></input></inputs><script><block s="doDeclareVariables"><list><l>a</l></list></block><block s="doSetVar"><l>a</l><block s="reportNewList"><list></list></block></block><block s="doForEach"><l>item</l><block var="positive"/><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="a"/></block></script><script><block s="doAddToList"><block var="item"/><block var="a"/></block></script></block></script></block><block s="doReport"><block var="a"/></block></script></block-definition><block-definition s="make all values of t positve" type="reporter" category="other"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><l></l></block></script></block-definition><block-definition s="Make even %&apos;even&apos;" type="reporter" category="other"><header></header><code></code><translations></translations><inputs><input type="%l"></input></inputs><script><block s="doDeclareVariables"><list><l>a</l></list></block><block s="doSetVar"><l>a</l><block s="reportNewList"><list></list></block></block><block s="doForEach"><l>item</l><block var="even"/><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="a"/></block></script></block></script></block><block s="doReport"><block var="a"/></block></script></block-definition></blocks><variables><variable name="pi"><list struct="atomic" id="715">3,1,4,1,5,9,2</list></variable><variable name="e"><list struct="atomic" id="716">2,7,1,8,2,8,1</list></variable><variable name="fib"><list struct="atomic" id="717">1,1,2,3,5,8,13</list></variable><variable name="cubic"><list struct="atomic" id="718">-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>