<snapdata remixID="9360111"><project name="Lab 11 - Number Cruncher (Student Version)" app="Snap! 5.4, http://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" codify="false" inheritance="true" sublistIDs="false" scheduled="false" 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</pentrails><costumes><list struct="atomic" id="2"></list></costumes><sounds><list struct="atomic" id="3"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites><sprite name="Sprite" idx="1" x="90.4521484375" y="-160.000000000007" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="80,80,80,1" pen="tip" id="8"><costumes><list struct="atomic" id="9"></list></costumes><sounds><list struct="atomic" id="10"></list></sounds><blocks></blocks><variables></variables><scripts><script x="10" y="15"><block s="receiveGo"></block><block s="doSetVar"><l>pi</l><block s="reportNewList"><list><l>3</l><l>1</l><l>4</l><l>1</l><l>5</l><l>9</l><l>2</l></list></block></block><block s="doSetVar"><l>e</l><block s="reportNewList"><list><l>2</l><l>7</l><l>1</l><l>8</l><l>2</l><l>8</l><l>1</l></list></block></block><block s="doSetVar"><l>fib</l><block s="reportNewList"><list><l>1</l><l>1</l><l>2</l><l>3</l><l>5</l><l>8</l><l>13</l></list></block></block><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><block s="doSetVar"><l>tempList</l><block s="reportNewList"><list><l></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>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="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><block var="temp"/><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="New Line"></custom-block><custom-block s="Test Odd Remover %l %txt"><block var="pi"/><l>Pi</l></custom-block><custom-block s="Test Odd Remover %l %txt"><block var="e"/><l>E</l></custom-block><custom-block s="New Line"></custom-block><custom-block s="Test Odd Remover %l %txt"><block var="fib"/><l>Fib</l></custom-block><custom-block s="Test Odd Remover %l %txt"><block var="cubic"/><l>Cubic</l></custom-block></script></scripts></sprite><watcher scope="Sprite" s="xPosition" style="normal" x="12.854557291663696" y="132.4019426750782" color="74,108,212" hidden="true"/><watcher scope="Sprite" s="yPosition" style="normal" x="12.854557291663696" y="159.3965155584895" color="74,108,212" hidden="true"/><watcher var="cubic" style="normal" x="610.3875629926806" y="436.6586828918573" color="243,118,29" hidden="true"/><watcher var="fib" style="normal" x="412.86407024211667" y="433.5556621660346" color="243,118,29" hidden="true"/><watcher var="e" style="normal" x="224.07559895833379" y="433.24477980908705" color="243,118,29" hidden="true"/><watcher var="pi" style="normal" x="16.489692426799365" y="436.34780053490977" color="243,118,29" hidden="true"/><watcher var="negative?" style="normal" x="581.6216216216217" y="307.16891891891885" color="243,118,29" hidden="true"/><watcher var="sum" style="normal" x="639.7617080643402" y="245.3495459021774" color="243,118,29" hidden="true"/><watcher var="list" style="normal" x="659.7549513075833" y="192.411973942335" color="243,118,29" hidden="true"/><watcher var="item" style="normal" x="654.3022486048808" y="139.47440198249268" color="243,118,29" hidden="true"/><watcher var="average" style="normal" x="652.4846810373128" y="388.2530462388663" color="243,118,29" hidden="true"/><watcher var="increasing" style="normal" x="18.175675675675848" y="18.175675675675677" color="243,118,29" hidden="true"/><watcher var="temp" style="normal" x="18.175675675675848" y="56.34459822972971" color="243,118,29" hidden="true"/><watcher var="counter" style="normal" x="18.175675675675848" y="94.51352078378375" color="243,118,29" hidden="true"/><watcher var="isIncreasing" style="normal" x="18.175675675675848" y="132.68244333783775" color="243,118,29" hidden="true"/><watcher var="max" style="normal" x="18.175675675675848" y="170.85136589189176" color="243,118,29" hidden="true"/><watcher var="filtered" style="normal" x="10" y="10" color="243,118,29" hidden="true"/><watcher var="tempList" style="normal" x="10" y="31.000001999999995" 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="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><l>sum</l></list></block><block s="doSetVar"><l>sum</l><l>0</l></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>sum</l><block var="item"/></block><block s="doSetVar"><l>average</l><block s="reportQuotient"><block var="sum"/><block s="reportListLength"><block var="list"/></block></block></block></script></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="doSetVar"><l>negative?</l><l>0</l></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="doSetVar"><l>negative?</l><l>true</l></block></script><script><block s="doSetVar"><l>negative?</l><l>false</l></block></script></block><block s="doReport"><block var="negative?"/></block></script></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>temp</l><block s="reportListItem"><l>1</l><block var="list"/></block></block><block s="doFor"><l>i</l><l>2</l><block s="reportListLength"><block var="list"/></block><script><block s="doIfElse"><block s="reportOr"><block s="reportLessThan"><block var="temp"/><block s="reportListItem"><block var="i"/><block var="list"/></block></block><block s="reportEquals"><block var="temp"/><block s="reportListItem"><block var="i"/><block var="list"/></block></block></block><script><block s="doSetVar"><l>isIncreasing</l><l>true</l></block></script><script><block s="doSetVar"><l>isIncreasing</l><l>false</l></block><block s="doReport"><block var="isIncreasing"/></block></script></block><block s="doSetVar"><l>temp</l><block s="reportListItem"><block var="i"/><block var="list"/></block></block></script></block><block s="doReport"><block var="isIncreasing"/></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>max</l><block s="reportListItem"><l>1</l><block var="list"/></block></block><block s="doFor"><l>i</l><l>2</l><block s="reportListLength"><block var="list"/></block><script><block s="doIf"><block s="reportOr"><block s="reportLessThan"><block var="max"/><block s="reportListItem"><block var="i"/><block var="list"/></block></block><block s="reportEquals"><block var="max"/><block s="reportListItem"><block var="i"/><block var="list"/></block></block></block><script><block s="doSetVar"><l>max</l><block s="reportListItem"><block var="i"/><block var="list"/></block></block></script></block></script></block><block s="doReport"><block var="max"/></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="doSetVar"><l>tempList</l><block s="reportNewList"><list><l></l></list></block></block><block s="doForEach"><l>item</l><block var="list"/><script><block s="doSetVar"><l>item</l><block s="reportMonadic"><l><option>abs</option></l><block var="item"/></block></block><block s="doAddToList"><block var="item"/><block var="tempList"/></block></script></block><block s="doReport"><block var="tempList"/></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></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><block s="doSetVar"><l>pi</l><block var="tempList"/></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><block s="doSetVar"><l>cubic</l><block var="tempList"/></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 %&apos;list&apos; %&apos;name&apos;" type="command" category="lists"><header></header><code></code><translations></translations><inputs><input type="%l"></input><input type="%txt"></input></inputs><script><block s="doSetVar"><l>filtered</l><block s="reportNewList"><list><l></l></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="filtered"/></block></script></block></script></block><custom-block s="Write %l elements named %txt"><block var="filtered"/><block var="name"/></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="648">,3,1,4,1,5,9,2</list></variable><variable name="e"><list struct="atomic" id="649">2,7,1,8,2,8,1</list></variable><variable name="fib"><list struct="atomic" id="650">1,1,2,3,5,8,13</list></variable><variable name="cubic"><list struct="atomic" id="651">,27,8,1,0,1,8,27</list></variable><variable name="sum"><l>0</l></variable><variable name="list"><l>0</l></variable><variable name="item"><l>0</l></variable><variable name="average"><l>0</l></variable><variable name="negative?"><l>true</l></variable><variable name="increasing"><l>0</l></variable><variable name="temp"><l>27</l></variable><variable name="counter"><l>3</l></variable><variable name="isIncreasing"><l>true</l></variable><variable name="max"><l>27</l></variable><variable name="filtered"><list struct="atomic" id="652">,,8,0,8</list></variable><variable name="tempList"><ref id="651"></ref></variable></variables></project><media name="Lab 11 - Number Cruncher (Student Version)" app="Snap! 5.4, http://snap.berkeley.edu" version="1"></media></snapdata>