<snapdata remixID="9887144"><project name="Lab 11 - Number Cruncher" 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="89.251953125" y="-20.00000000000273" 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="10"><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&#xD;A custom block called sum of list must find the sum of a list.&#xD;A custom block called average of list will find the average of list.</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><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="451" y="31.33333333333269"><block s="receiveMessage"><l>Part 2</l><comment w="90" collapsed="false">PART 2&#xD;A custom block called list contains a negative value will find the negative values of a list and then report those negative values as true. Positive values are false.&#xD;A custom block called list is increasing will find if the list is increasing. If so, the list will be reported as true, if not, false.&#xD;A custom block called max value in list will find the max value in a list. The list will be reported.</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.&#xD;A custom block called Test Positive Block will find negative values in lists and remove them.&#xD;A custom block called Test Odd Remover will removal odd values from the list.</comment></block><custom-block s="Test Positive Block on %l"><l/></custom-block><block s="write"><l>Odd Remover</l><l>14</l></block><custom-block s="Test Odd Remover in %l"><l/></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="78.75208486250003" 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>index</l></list></block><block s="doForEach"><l>item</l><block var="list"/><script><block s="doChangeVar"><l>index</l><block var="item"/></block></script></block><block s="doReport"><block var="index"/></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></script></block><block s="doSetVar"><l>average</l><block s="reportQuotient"><block var="sum"/><block s="reportListLength"><block var="list"/></block></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="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><script><block s="doDeclareVariables"><list><l>index</l></list></block><block s="doSetVar"><l>index</l><l>1</l></block><block s="doForEach"><l>item</l><block var="list"/><script><block s="doIf"><block s="reportLessThan"><block var="item"/><block s="reportSum"><block var="index"/><l>1</l></block></block><script><block s="doReport"><block s="reportBoolean"><l><bool>true</bool></l></block></block></script></block><block s="doChangeVar"><l>index</l><l>1</l></block></script></block><block s="doReport"><block s="reportBoolean"><l><bool>false</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>index</l></list></block><block s="doForEach"><l>item</l><block var="list"/><script><block s="doChangeVar"><l>index</l><block var="item"/></block><block s="doChangeVar"><l>index</l><block s="reportQuotient"><block var="index"/><block s="reportListLength"><block var="list"/></block></block></block></script></block><block s="doReport"><block var="item"/></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></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 on %&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="doChangeVar"><l>item</l><block s="reportMonadic"><l><option>abs</option></l><block var="item"/></block></block></script></block><block s="doReport"><block var="list"/></block></script></block-definition><block-definition s="Test Odd Remover in %&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="reportGreaterThan"><block s="reportModulus"><block var="item"/><l>2</l></block><l>1</l></block><script><block s="doDeleteFromList"><block var="item"/><block var="list"/></block></script></block></script></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="sum" type="reporter" category="lists"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><l></l></block></script></block-definition><block-definition s="%&apos;sum&apos; of %&apos;pi&apos;" type="reporter" category="lists"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><block s="doDeclareVariables"><list><l>sum</l></list></block><block s="doForEach"><l>item</l><block var="pi"/><script><block s="doChangeVar"><l>sum</l><block var="item"/></block></script></block><block s="doReport"><block var="sum"/></block></script></block-definition></blocks><variables><variable name="pi"><list struct="atomic" id="547">3,1,4,1,5,9,2</list></variable><variable name="e"><list struct="atomic" id="548">2,7,1,8,2,8,1</list></variable><variable name="fib"><list struct="atomic" id="549">1,1,2,3,5,8,13</list></variable><variable name="cubic"><list struct="atomic" id="550">-27,-8,-1,0,1,8,27</list></variable></variables></project><media name="Lab 11 - Number Cruncher" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>