<snapdata remixID="9905449"><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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</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="274.08203125000017" y="-59.99999999999983" 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="16" 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="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="404.0000000000001" 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="New Line"></custom-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"></custom-block></script></scripts></sprite><watcher var="pi" style="normal" x="5.151512948494883" y="5.151512948495373" color="243,118,29" hidden="true"/><watcher var="e" style="normal" x="62.84845797164371" y="4.636362683948427" color="243,118,29" hidden="true"/><watcher var="fib" style="normal" x="124.66661335358799" y="2.5757585348528558" color="243,118,29" hidden="true"/><watcher var="cubic" style="normal" x="179.78780190248858" y="3.090908799399813" color="243,118,29" hidden="true"/><watcher scope="Sprite" s="xPosition" style="normal" x="5.151512948494883" y="53.06058439980488" color="74,108,212" hidden="true"/><watcher scope="Sprite" s="yPosition" style="normal" x="5.151512948494883" y="63.878762621947786" 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>avg</l></list></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>avg</l><block var="item"/></block></script></block><block s="doSetVar"><l>avg</l><block s="reportQuotient"><block var="avg"/><block s="reportListLength"><block var="list"/></block></block></block><block s="doReport"><block var="avg"/></block></script></block-definition><block-definition s="%&apos;list&apos; contains a negative value" type="predicate" 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var="list"/></block></block><block s="doSetVar"><l>c</l><block var="a"/></block><block s="doRepeat"><block s="reportDifference"><block s="reportListLength"><block var="list"/></block><l>0</l></block><script><block s="doSetVar"><l>a</l><block s="reportListItem"><block var="b"/><block var="list"/></block></block><block s="doIf"><block s="reportGreaterThan"><block var="c"/><block var="a"/></block><script><block s="doReport"><block s="reportBoolean"><l><bool>false</bool></l></block></block></script></block><block s="doChangeVar"><l>b</l><l>1</l></block><block s="doSetVar"><l>c</l><block var="a"/></block></script></block><block s="doReport"><block s="reportBoolean"><l><bool>true</bool></l></block></block><block s="doSetVar"><l>b</l><l>1</l></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>a</l></list></block><block s="doSetVar"><l>a</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="a"/></block><script><block s="doSetVar"><l>a</l><block var="item"/></block></script></block></script></block><block s="doReport"><block var="a"/></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><block s="write"><block s="reportJoinWords"><list><l>values of pi positive:</l><custom-block s="make value of %s positive"><block var="pi"/><variables><variable name="a"><l>8</l></variable></variables></custom-block><l>   </l></list></block><l>10</l></block><block s="write"><block s="reportJoinWords"><list><l>All values in E positive:</l><custom-block s="make value of %s positive"><block var="e"/><variables><variable name="a"><l>8</l></variable></variables></custom-block><l>   </l></list></block><l>10</l></block><block s="write"><block s="reportJoinWords"><list><l>All valuse in fib positive:</l><custom-block s="make value of %s positive"><block var="fib"/><variables><variable name="a"><l>8</l></variable></variables></custom-block><l>   </l></list></block><l>10</l></block><block s="write"><block s="reportJoinWords"><list><l>All valuse in cubic positive:</l><custom-block s="make value of %s positive"><block var="cubic"/><variables><variable name="a"><l>8</l></variable></variables></custom-block><l>...</l></list></block><l>10</l></block></script></block-definition><block-definition s="Test Odd Remover" type="command" category="lists"><header></header><code></code><translations></translations><inputs></inputs><script><block s="write"><block s="reportJoinWords"><list><l>Pi odd removed:</l><custom-block s="odd remover %s"><block var="pi"/><variables><variable name="index"><l>3</l></variable></variables></custom-block><l>...</l></list></block><l>10</l></block><block s="write"><block s="reportJoinWords"><list><l>E odd removed:</l><custom-block s="odd remover %s"><block var="e"/><variables><variable name="index"><l>5</l></variable></variables></custom-block><l>...</l></list></block><l>10</l></block><block s="write"><block s="reportJoinWords"><list><l>Fib odd removed</l><custom-block s="odd remover %s"><block var="fib"/><variables><variable name="index"><l>3</l></variable></variables></custom-block><l>...</l></list></block><l>10</l></block><block s="write"><block s="reportJoinWords"><list><l>Cubic odd removed</l><custom-block s="odd remover %s"><block var="cubic"/><variables><variable name="index"><l>4</l></variable></variables></custom-block><l>   </l></list></block><l>10</l></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="Make values in %&apos;list&apos;" type="reporter" category="other"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><scripts><script x="18" y="107.83333333333331"><block s="doReport"><l></l></block></script></scripts></block-definition><block-definition s="make value of %&apos;list&apos; positive" type="reporter" category="lists"><variables><list struct="atomic" id="618">a</list></variables><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doSetVar"><l>a</l><l>1</l></block><block s="doRepeat"><block s="reportListLength"><block var="list"/></block><script><block s="doIf"><block s="reportLessThan"><block s="reportListItem"><block var="a"/><block var="list"/></block><l>0</l></block><script><block s="doReplaceInList"><block var="a"/><block var="list"/><block s="reportMonadic"><l><option>abs</option></l><block s="reportListItem"><block var="a"/><block var="list"/></block></block></block></script></block><block s="doChangeVar"><l>a</l><l>1</l></block></script></block><block s="doReport"><block var="list"/></block></script></block-definition><block-definition s="odd remover %&apos;list&apos;" type="reporter" category="lists"><variables><list struct="atomic" id="655">index</list></variables><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doSetVar"><l>index</l><l>1</l></block><block s="doRepeat"><block s="reportListLength"><block var="list"/></block><script><block s="doIf"><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><block s="doChangeVar"><l>index</l><l>-1</l></block></script></block><block s="doChangeVar"><l>index</l><l>1</l></block></script></block><block s="doReport"><block var="list"/></block></script></block-definition></blocks><variables><variable name="pi"><list struct="atomic" id="691">4,2</list></variable><variable name="e"><list struct="atomic" id="692">2,8,2,8</list></variable><variable name="fib"><list struct="atomic" id="693">2,8</list></variable><variable name="cubic"><list struct="atomic" id="694">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>