<snapdata remixID="10874008"><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="-230" y="-160.00000000000642" 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="35"><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="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?: </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><script x="1245.962890625" y="433.80000000000007"><block var="item"/></script></scripts></sprite><watcher var="pi" style="normal" x="5.486084526909735" y="5.4860845269097425" color="243,118,29" hidden="true"/><watcher var="e" style="normal" x="66.93023122829777" y="4.937477171435674" color="243,118,29" hidden="true"/><watcher var="fib" style="normal" x="132.76324555121596" y="2.7430444578886615" color="243,118,29" hidden="true"/><watcher var="cubic" style="normal" x="191.46434998915083" y="3.2916518133627193" color="243,118,29" hidden="true"/><watcher scope="Sprite" s="xPosition" style="normal" x="5.486084526909735" y="56.5066717243872" color="74,108,212" hidden="true"/><watcher scope="Sprite" s="yPosition" style="normal" x="5.486084526909735" y="68.02745032811428" 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>a</l></list></block><block s="doSetVar"><l>a</l><l>0</l></block><block s="doForEach"><l>item</l><block var="list"/><script><block s="doChangeVar"><l>a</l><block var="item"/></block></script></block><block s="doReport"><block var="a"/></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 of list</l><l>all</l><l>divider</l></list></block><block s="doSetVar"><l>average of list</l><l>0</l></block><block s="doForEach"><l>item</l><block var="list"/><script><block s="doChangeVar"><l>average of list</l><block var="item"/></block><block s="doChangeVar"><l>divider</l><l>1</l></block></script></block><block s="doChangeVar"><l>all</l><block s="reportQuotient"><block var="average of list"/><block var="divider"/></block></block><block s="doReport"><block var="all"/></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>last item</l></list></block><block s="doDeclareVariables"><list><l>current item</l></list></block><block s="doSetVar"><l>last item</l><l>1</l></block><block s="doSetVar"><l>current item</l><l>2</l></block><block s="doRepeat"><block s="reportDifference"><block s="reportListAttribute"><l><option>length</option></l><block var="list"/></block><l>1</l></block><script><block s="doIfElse"><block s="reportNot"><block s="reportOr"><block s="reportLessThan"><block s="reportListItem"><block var="last item"/><block var="list"/></block><block s="reportListItem"><block var="current item"/><block var="list"/></block></block><block s="reportEquals"><block s="reportListItem"><block var="last item"/><block var="list"/></block><block s="reportListItem"><block var="current item"/><block var="list"/></block></block></block></block><script><block s="doReport"><block s="reportBoolean"><l><bool>false</bool></l></block></block></script><script><block s="doChangeVar"><l>last item</l><l>1</l></block><block s="doChangeVar"><l>current item</l><l>1</l></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>biggest</l></list></block><block s="doForEach"><l>item</l><block var="list"/><script><block s="doIf"><block s="reportGreaterThan"><block var="list"/><block var="biggest"/></block><script><block s="doSetVar"><l>biggest</l><block var="item"/></block></script></block></script></block><block s="doReport"><block var="biggest"/></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>a</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="doReplaceInList"><l>1</l><block var="list"/><block s="reportListItem"><l><option>last</option></l><block var="list"/></block></block><block s="doReplaceInList"><l>2</l><block var="list"/><block s="reportListItem"><l>6</l><block var="list"/></block></block><block s="doReplaceInList"><l>3</l><block var="list"/><block s="reportListItem"><l>5</l><block var="list"/></block></block></script></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>odd</l><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></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="649">4,2</list></variable><variable name="e"><list struct="atomic" id="650">2,8,2,8</list></variable><variable name="fib"><list struct="atomic" id="651">2,8</list></variable><variable name="cubic"><list struct="atomic" id="652">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>