<snapdata remixID="10874069"><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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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>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="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><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="0.7286062610151021" y="0.7286062610149422" color="243,118,29" hidden="true"/><watcher var="e" style="normal" x="8.888996384382835" y="0.6557457806346854" color="243,118,29" hidden="true"/><watcher var="fib" style="normal" x="17.63227151656156" y="0.3643034219499839" color="243,118,29" hidden="true"/><watcher var="cubic" style="normal" x="25.428358509421173" y="0.4371639023302194" color="243,118,29" hidden="true"/><watcher scope="Sprite" s="xPosition" style="normal" x="0.7286062610151021" y="7.504644634175108" color="74,108,212" hidden="true"/><watcher scope="Sprite" s="yPosition" style="normal" x="0.7286062610151021" y="9.034717928027732" 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></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><l>-100,000</l></block><block s="doForEach"><l>item</l><block var="list"/><script><block s="doIfElse"><block s="reportGreaterThanOrEquals"><block var="item"/><block var="last number"/></block><script></script><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>current max number</l></list></block><block s="doSetVar"><l>current max number</l><l>-100000</l></block><block s="doForEach"><l>item</l><block var="list"/><script><block s="doIf"><block s="reportGreaterThan"><block var="item"/><block var="current max number"/></block><script><block s="doSetVar"><l>current max number</l><block var="item"/></block></script></block></script></block><block s="doReport"><block var="current max 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>number holder</l></list></block><block s="doSetVar"><l>number holder</l><l>0</l></block><block s="doForEach"><l>item</l><block var="list"/><script><block s="doChangeVar"><l>number holder</l><l>1</l></block><block s="doReplaceInList"><block var="number holder"/><block var="list"/><block s="reportMonadic"><l><option>abs</option></l><block var="item"/></block></block></script></block><block s="doReport"><block var="list"/></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="reportModulus"><block s="reportListItem"><block var="index"/><block var="list"/></block><l>2</l></block><l>1</l></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></blocks><variables><variable name="pi"><list struct="atomic" id="575">4,2</list></variable><variable name="e"><list struct="atomic" id="576">2,8,2,8</list></variable><variable name="fib"><list struct="atomic" id="577">2,8</list></variable><variable name="cubic"><list struct="atomic" id="578">8,0,8</list></variable></variables></project><media name="Lab 11 - Number Cruncher (Student Version)" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>