<snapdata remixID="9356428"><project name="Lab 11 - Number Cruncher (Student Version)" app="Snap! 5.4, http://snap.berkeley.edu" 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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" 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>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="30"><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?: 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</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="true">PART 3.</comment></block><custom-block s="New Line"></custom-block><block s="write"><block s="reportJoinWords"><list><l>Pi: </l><custom-block s="Make all positive in %l"><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="Make all positive in %l"><block var="e"/></custom-block><l>   </l></list></block><l>10</l></block><block 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</l></list></block><l>10</l></block><block s="write"><block s="reportJoinWords"><list><l>Cubic: </l><custom-block s="Remove all odd values in %l"><block var="cubic"/></custom-block><l>   </l></list></block><l>10</l></block><custom-block s="New Line"></custom-block></script></scripts></sprite><watcher var="pi" style="normal" x="8.077736635560541" y="8.07773663556138" color="243,118,29" hidden="true"/><watcher var="e" style="normal" x="98.54838695384933" y="7.269964587552565" color="243,118,29" hidden="true"/><watcher var="fib" style="normal" x="195.4812265805847" y="4.038871548875335" color="243,118,29" hidden="true"/><watcher var="cubic" style="normal" x="281.91300858109116" y="4.8466435968841495" color="243,118,29" hidden="true"/><watcher scope="Sprite" s="xPosition" style="normal" x="8.077736635560541" y="83.2006889618292" color="74,108,212" hidden="true"/><watcher scope="Sprite" s="yPosition" style="normal" x="8.077736635560541" y="100.16393751205533" color="74,108,212" 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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="doDeclareVariables"><list><l>average</l></list></block><block s="doSetVar"><l>average</l><block s="reportQuotient"><block var="sum"/><l>7</l></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="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>prevItem</l><l>isFirstRun</l></list></block><block s="doSetVar"><l>isFirstRun</l><block s="reportBoolean"><l><bool>true</bool></l></block></block><block s="doForEach"><l>item</l><block var="list"/><script><block s="doIfElse"><block s="reportOr"><block s="reportLessThan"><block var="prevItem"/><block var="item"/></block><block s="reportOr"><block s="reportEquals"><block var="prevItem"/><block var="item"/></block><block var="isFirstRun"/></block></block><script><block s="doSetVar"><l>isFirstRun</l><block s="reportBoolean"><l><bool>false</bool></l></block></block><block s="doSetVar"><l>prevItem</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="doDeclareVariables"><list><l>maxItem</l><l>isFirstRun</l></list></block><block s="doSetVar"><l>isFirstRun</l><block s="reportBoolean"><l><bool>true</bool></l></block></block><block s="doForEach"><l>item</l><block var="list"/><script><block s="doIf"><block s="reportOr"><block s="reportLessThan"><block var="maxItem"/><block var="item"/></block><block var="isFirstRun"/></block><script><block s="doSetVar"><l>maxItem</l><block var="item"/></block><block s="doSetVar"><l>isFirstRun</l><block s="reportBoolean"><l><bool>false</bool></l></block></block></script></block></script></block><block s="doReport"><block var="maxItem"/></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></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="doForEach"><l>item</l><block var="list"/><script><block s="doIf"><block s="reportEquals"><block s="reportNot"><block s="reportModulus"><block var="item"/><l>2</l></block></block><l>0</l></block><script><block s="doDeleteFromList"><block var="item"/><block var="list"/></block></script></block></script></block><block s="write"><block var="list"/><l>10</l></block></script><scripts><script x="384" y="252.99999999999994"><block s="doReport"><l></l></block></script></scripts></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 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="Remove all odd values 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>evenList</l></list></block><block s="doSetVar"><l>evenList</l><block s="reportNewList"><list></list></block></block><block s="doForEach"><l>item</l><block var="list"/><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="evenList"/></block></script></block></script></block><block s="doReport"><block var="evenList"/></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="Make all positive 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>positiveList</l></list></block><block s="doSetVar"><l>positiveList</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="positiveList"/></block></script><script><block s="doAddToList"><block var="item"/><block var="positiveList"/></block></script></block></script></block><block s="doReport"><block var="positiveList"/></block></script></block-definition></blocks><variables><variable name="pi"><list struct="atomic" id="706">3,1,4,1,5,9,2</list></variable><variable name="e"><list struct="atomic" id="707">2,7,1,8,2,8,1</list></variable><variable name="fib"><list struct="atomic" id="708">1,1,2,3,5,8,13</list></variable><variable name="cubic"><list struct="atomic" id="709">-27,-8,-1,0,1,8,27</list></variable><variable name="sum"><l>0</l></variable><variable name="average"><l>0</l></variable></variables></project><media name="Lab 11 - Number Cruncher (Student Version)" app="Snap! 5.4, http://snap.berkeley.edu" version="1"></media></snapdata>