<snapdata remixID="10874079"><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>Average 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="418" y="30"><block s="receiveMessage"><l>Part 2</l><comment 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</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="4.22083569512165" y="4.220835695122169" color="243,118,29" hidden="true"/><watcher var="e" style="normal" x="51.494195480491044" y="3.7987529697770483" color="243,118,29" hidden="true"/><watcher var="fib" style="normal" x="102.14422382195585" y="2.1104195358953177" color="243,118,29" hidden="true"/><watcher var="cubic" style="normal" x="147.30716575976203" y="2.532502261240424" color="243,118,29" hidden="true"/><watcher scope="Sprite" s="xPosition" style="normal" x="4.22083569512165" y="43.474608503925054" color="74,108,212" hidden="true"/><watcher scope="Sprite" s="yPosition" style="normal" x="4.22083569512165" y="52.33836430784862" color="74,108,212" hidden="true"/><watcher var="Last Item" style="normal" x="13.770833333332803" y="13.770833333333357" color="243,118,29" hidden="true"/><watcher var="Biggest Number" style="normal" x="13.770833333332803" y="42.689586087499976" color="243,118,29" 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>average</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>average</l><block var="item"/></block></script></block><block s="doSetVar"><l>average</l><block s="reportQuotient"><block var="average"/><block s="reportListAttribute"><l><option>length</option></l><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="doDeclareVariables"><list><l>Negative</l></list></block><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="doSetVar"><l>Last Item</l><l>-99999999999</l></block><block s="doForEach"><l>item</l><block var="list"/><script><block s="doIfElse"><block s="reportGreaterThan"><block var="item"/><block var="Last Item"/></block><script><block s="doSetVar"><l>Last Item</l><block var="item"/></block></script><script><block s="doReport"><block s="reportBoolean"><l><bool>false</bool></l></block></block></script></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="doSetVar"><l>Biggest Number</l><block s="reportListItem"><l>1</l><block var="list"/></block></block><block s="doForEach"><l>item</l><block var="list"/><script><block s="doIf"><block s="reportGreaterThan"><block var="item"/><block var="Biggest Number"/></block><script><block s="doSetVar"><l>Biggest Number</l><block var="item"/></block></script></block></script></block><block s="doReport"><block var="Biggest 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>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="doIf"><block s="reportLessThan"><block s="reportListItem"><block var="Index"/><block var="list"/></block><l>0</l></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></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"><block s="reportEquals"><block s="reportModulus"><block s="reportListItem"><block var="Index"/><block var="list"/></block><l>2</l></block><l>0</l></block><block s="reportBoolean"><l><bool>false</bool></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><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></blocks><variables><variable name="pi"><list struct="atomic" id="620">4,2</list></variable><variable name="e"><list struct="atomic" id="621">2,8,2,8</list></variable><variable name="fib"><list struct="atomic" id="622">2,8</list></variable><variable name="cubic"><list struct="atomic" id="623">8,0,8</list></variable><variable name="Last Item"><l>27</l></variable><variable name="Biggest Number"><l>27</l></variable></variables></project><media name="Lab 11 - Number Cruncher (Student Version)" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>