<snapdata remixID="10305487"><project name="Lab 11 - Number Cruncher (Student Version)" app="Snap! 6, https://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,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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" hyperops="true" codify="false" inheritance="true" sublistIDs="false" scheduled="false" 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</pentrails><costumes><list 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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="true">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="398" 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="1.400889892577652" y="1.4008898925781317" color="243,118,29" hidden="true"/><watcher var="e" style="normal" x="17.09085668945295" y="1.260801183498291" color="243,118,29" 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s="doChangeVar"><l>index</l><l>1</l></block></script></block><block s="doIf"><block s="reportEquals"><block var="index"/><l>7</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="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="doSetVar"><l>index</l><l>1</l></block><block s="doSetVar"><l>index 2</l><l>2</l></block><block s="doRepeat"><block s="reportListAttribute"><l><option>length</option></l><block var="list"/></block><script><block s="doIfElse"><block s="reportGreaterThan"><block s="reportListItem"><block var="index"/><block var="list"/></block><block s="reportListItem"><block var="index 2"/><block var="list"/></block></block><script><block s="doChangeVar"><l>index 2</l><l>1</l></block></script><script><block s="doSetVar"><l>index</l><block var="index 2"/></block><block s="doChangeVar"><l>index 2</l><l>1</l></block></script></block></script></block><block s="doSetVar"><l>max</l><block s="reportListItem"><block var="index"/><block var="list"/></block></block><block s="doReport"><block var="max"/></block></script><scripts><script x="188.6416015625" y="65.83333333333331"><block s="reportOr"><l/><block s="reportEquals"><block s="reportListItem"><block var="index"/><block var="list"/></block><block s="reportListItem"><block var="index 2"/><block var="list"/></block></block></block></script><script x="206" y="194.50000000000006"><block s="doIf"><block s="reportLessThan"><block s="reportListItem"><block var="index"/><block var="list"/></block><block s="reportListItem"><block var="index 2"/><block var="list"/></block></block><script></script></block></script></scripts></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="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="doDeclareVariables"><list><l>value</l></list></block><block s="doSetVar"><l>value</l><block s="reportListItem"><block var="index"/><block var="list"/></block></block><block s="doIf"><custom-block s="%l includes negative"><block var="list"/></custom-block><script><block s="doReplaceInList"><block var="index"/><block var="list"/><block s="reportProduct"><block s="reportListItem"><block var="index"/><block var="list"/></block><l>-1</l></block></block></script></block><block s="doChangeVar"><l>index</l><l>1</l></block></script></block></script><scripts><script x="320" y="25.833333333333314"><block s="doRepeat"><block s="reportListAttribute"><l><option>length</option></l><block var="list"/></block><script><block s="doIfElse"><block s="reportGreaterThan"><l>0</l><block s="reportListItem"><block var="index"/><block var="list"/></block></block><script><block s="doSetVar"><l>index</l><block s="reportMonadic"><l><option>abs</option></l><block s="reportListItem"><block var="index"/><block var="list"/></block></block></block></script><script><block s="doChangeVar"><l>index</l><l>1</l></block></script></block></script></block></script></scripts></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="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="reportOr"><block s="reportGreaterThan"><block s="reportModulus"><block s="reportListItem"><block var="index"/><block var="list"/></block><l>2</l></block><l>0</l></block><block s="reportLessThan"><block s="reportModulus"><block s="reportListItem"><block var="index"/><block var="list"/></block><l>2</l></block><l>0</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><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><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><block-definition s="%&apos;list&apos; includes negative" type="predicate" category="lists"><header></header><code></code><translations></translations><inputs><input type="%l"></input></inputs><script><block s="doSetVar"><l>index 2</l><l>1</l></block><block s="doForEach"><l>item</l><block var="list"/><script><block s="doIf"><block s="reportGreaterThan"><l>0</l><block s="reportListItem"><block var="index 2"/><block var="list"/></block></block><script><block s="doReport"><block s="reportBoolean"><l><bool>true</bool></l></block></block></script></block><block s="doChangeVar"><l>index 2</l><l>1</l></block></script></block><block s="doReport"><block s="reportBoolean"><l><bool>false</bool></l></block></block></script></block-definition><block-definition s="max" type="predicate" category="lists"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doSetVar"><l>index</l><l>2</l></block><block s="doRepeat"><block s="reportListAttribute"><l><option>length</option></l><block var="list"/></block><script><block s="doIf"><block s="reportLessThan"><block s="reportListItem"><l>1</l><block var="list"/></block><block s="reportListItem"><block var="index"/><block 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