<snapdata remixID="10857467"><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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</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" hyperops="true" codify="false" inheritance="true" sublistIDs="false" scheduled="false" 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</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><custom-block s="New Line"></custom-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="25"><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="5.638802083332848" y="5.638802083333353" color="243,118,29" hidden="true"/><watcher var="e" style="normal" x="68.79338541666698" y="5.074923002760421" color="243,118,29" hidden="true"/><watcher var="fib" style="normal" x="136.45901041666707" y="2.819403297187492" color="243,118,29" hidden="true"/><watcher var="cubic" style="normal" x="196.7941927083334" y="3.3832823777604233" color="243,118,29" hidden="true"/><watcher scope="Sprite" s="xPosition" style="normal" x="5.638802083332848" y="58.07966258609376" color="74,108,212" hidden="true"/><watcher scope="Sprite" s="yPosition" style="normal" x="5.638802083332848" y="69.92114808885415" 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>sum</l></list></block><block s="doDeclareVariables"><list><l>Avg</l></list></block><block s="doDeclareVariables"><list><l>num</l></list></block><block s="doSetVar"><l>sum</l><l>0</l></block><block s="doSetVar"><l>num</l><l>0</l></block><block s="doSetVar"><l>Avg</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><block s="doChangeVar"><l>num</l><l>1</l></block></script></block><block s="doSetVar"><l>Avg</l><block s="reportQuotient"><block var="sum"/><block var="num"/></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="reportGreaterThan"><l>0</l><block var="item"/></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 item</l></list></block><block s="doSetVar"><l>Last item</l><l>-9999999</l></block><block s="doForEach"><l>item</l><block var="list"/><script><block s="doIf"><block s="reportGreaterThan"><block var="Last item"/><block var="item"/></block><script><block s="doReport"><block s="reportBoolean"><l><bool>false</bool></l></block></block></script></block><block s="doSetVar"><l>Last item</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>Greater Item</l></list></block><block s="doSetVar"><l>Greater Item</l><l>-9999</l></block><block s="doForEach"><l>item</l><block var="list"/><script><block s="doIf"><block s="reportGreaterThan"><block var="item"/><block var="Greater Item"/></block><script><block s="doSetVar"><l>Greater Item</l><block var="item"/></block></script></block></script></block><block s="doReport"><block var="Greater Item"/></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>LIst 2</l></list></block><block s="doDeclareVariables"><list><l>Index</l></list></block><block s="doSetVar"><l>Index</l><l>1</l></block><block s="doSetVar"><l>LIst 2</l><block var="list"/></block><block s="doRepeat"><block s="reportListAttribute"><l><option>length</option></l><block var="LIst 2"/></block><script><block s="doIf"><block s="reportGreaterThan"><l>0</l><block s="reportListItem"><block var="Index"/><block var="LIst 2"/></block></block><script><block s="doReplaceInList"><block var="Index"/><block var="LIst 2"/><block s="reportProduct"><block s="reportListItem"><block var="Index"/><block var="LIst 2"/></block><l>-1</l></block></block></script></block><block s="doChangeVar"><l>Index</l><l>1</l></block></script></block><block s="doReport"><block var="LIst 2"/></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><script><block s="doDeclareVariables"><list><l>index</l></list></block><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="reportEquals"><l>1</l><block s="reportModulus"><block s="reportListItem"><block var="index"/><block var="list"/></block><l>2</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><block s="doReport"><block var="list"/></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><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="Sum" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doForEach"><l>item</l><block var="cubic"/><script><block s="doSetVar"><l>sum</l><block s="reportSum"><block var="sum"/><block var="item"/></block></block></script></block><block s="doReport"><block var="sum"/></block></script></block-definition><block-definition s="Sum 2" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doForEach"><l>item</l><block var="pi"/><script><block s="doSetVar"><l>Sum 2</l><block s="reportSum"><block var="Sum 2"/><block var="item"/></block></block></script></block><block s="doReport"><block var="Sum 2"/></block></script></block-definition><block-definition s="Sum 3" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doForEach"><l>item</l><block var="e"/><script><block s="doSetVar"><l>Sum 3</l><block s="reportSum"><block var="Sum 3"/><block var="item"/></block></block></script></block><block s="doReport"><block var="Sum 3"/></block></script></block-definition><block-definition s="Sum 4" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doForEach"><l>item</l><block var="fib"/><script><block s="doSetVar"><l>Sum 4</l><block s="reportSum"><block var="Sum 4"/><block var="item"/></block></block></script></block><block s="doReport"><block var="Sum 4"/></block></script></block-definition><block-definition s="Avg" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doForEach"><l>item</l><block var="pi"/><script><block s="doSetVar"><l>number</l><block s="reportSum"><block var="number"/><l>1</l></block></block></script></block><block s="doSetVar"><l>Avg</l><block s="reportQuotient"><block var="Sum 2"/><block var="number"/></block></block><block s="doReport"><block var="Avg"/></block></script></block-definition><block-definition s="Avg (2)" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doForEach"><l>item</l><block var="pi"/><script><block s="doSetVar"><l>number 2</l><block s="reportSum"><block var="number 2"/><l>1</l></block></block></script></block><block s="doSetVar"><l>Avg 2</l><block s="reportQuotient"><block var="Sum 3"/><block var="number 2"/></block></block><block s="doReport"><block var="Avg 2"/></block></script></block-definition></blocks><variables><variable name="pi"><list struct="atomic" id="740">4,2</list></variable><variable name="e"><list struct="atomic" id="741">2,8,2,8</list></variable><variable 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