<snapdata remixID="9871624"><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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</thumbn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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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</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="177.955078125" y="-140.00000000000193" 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" 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="7.645833333332803" y="7.645833333333357" color="243,118,29" hidden="true"/><watcher var="e" style="normal" x="93.27916666666715" y="6.881251529166676" color="243,118,29" hidden="true"/><watcher var="fib" style="normal" x="185.02916666666715" y="3.8229197249999913" color="243,118,29" hidden="true"/><watcher var="cubic" style="normal" x="266.8395833333334" y="4.587501529166673" color="243,118,29" hidden="true"/><watcher scope="Sprite" s="xPosition" style="normal" x="7.645833333332803" y="78.75208486250001" color="74,108,212" hidden="true"/><watcher scope="Sprite" s="yPosition" style="normal" x="7.645833333332803" y="94.80833639166664" 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="doDeclareVariables"><list><l>Amount of number inputs</l></list></block><block s="doSetVar"><l>Avg</l><l>0</l></block><block s="doSetVar"><l>Amount of number inputs</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><block s="doChangeVar"><l>Amount of number inputs</l><l>1</l></block></script></block><block s="doReport"><block s="reportQuotient"><block var="Avg"/><block var="Amount of number inputs"/></block></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="doIfElse"><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><script><block s="doReport"><block s="reportBoolean"><l><bool>false</bool></l></block></block></script></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></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></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></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></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></blocks><variables><variable name="pi"><list struct="atomic" id="439">3,1,4,1,5,9,2</list></variable><variable name="e"><list struct="atomic" id="440">2,7,1,8,2,8,1</list></variable><variable name="fib"><list struct="atomic" id="441">1,1,2,3,5,8,13</list></variable><variable name="cubic"><list struct="atomic" id="442">-27,-8,-1,0,1,8,27</list></variable></variables></project><media name="Lab 11 - Number Cruncher (Student Version)" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>