<snapdata remixID="9905474"><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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s="receiveMessage"><l>Part 2</l><comment w="90" collapsed="false">PART 2, finished </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 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#s</l></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 w/o odd #s</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 w/o odd #s</l></custom-block><custom-block s="New Line"></custom-block><block s="write"><l>Part 3 All Lists Positive</l><l>14</l></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><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 w/o odd #s</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 w/o odd #s</l></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 w/o odd #s</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 w/o odd #s</l></custom-block></script><script x="177" y="584.1666666666666"><custom-block s="Test Positive Block"></custom-block><block s="write"><l></l><l>14</l></block><custom-block s="Test Odd Remover"></custom-block></script></scripts></sprite><watcher var="pi" style="normal" x="1.7342502170137095" y="1.7342502170138907" color="243,118,29" hidden="true"/><watcher var="e" style="normal" x="21.157852647569598" y="1.5608255421625472" color="243,118,29" hidden="true"/><watcher var="fib" style="normal" x="41.96885525173616" y="0.8671258022070312" color="243,118,29" hidden="true"/><watcher var="cubic" style="normal" x="60.52533257378491" y="1.0405504770583747" color="243,118,29" hidden="true"/><watcher scope="Sprite" s="xPosition" style="normal" x="1.7342502170137095" y="17.86277758209311" color="74,108,212" hidden="true"/><watcher scope="Sprite" s="yPosition" style="normal" x="1.7342502170137095" y="21.504703384672304" 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><l/><script><block s="doSetVar"><l>sum</l><block s="reportSum"><block var="sum"/><block var="item"/></block></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>ave</l><l>b</l></list></block><block s="doSetVar"><l>ave</l><l>0</l></block><block s="doSetVar"><l>b</l><l>0</l></block><block s="doForEach"><l>item</l><l/><script><block s="doSetVar"><l>ave</l><block s="reportSum"><block var="ave"/><block var="item"/></block></block><block s="doSetVar"><l>b</l><block s="reportSum"><block var="b"/><l>1</l></block></block></script></block><block s="doReport"><block s="reportQuotient"><block var="ave"/><block var="b"/></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="doDeclareVariables"><list><l>value</l></list></block><block s="doForEach"><l>item</l><l/><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</l><l>current</l></list></block><block s="doSetVar"><l>last</l><block s="reportListItem"><l>1</l><block var="list"/></block></block><block s="doForEach"><l>item</l><block var="list"/><script><block s="doSetVar"><l>current</l><block var="item"/></block><block s="doIf"><block s="reportLessThan"><block var="current"/><block var="last"/></block><script><block s="doReport"><block s="reportBoolean"><l><bool>false</bool></l></block></block></script></block><block s="doSetVar"><l>last</l><block var="item"/></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>max</l></list></block><block s="doSetVar"><l>max</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="reportLessThan"><block var="max"/><block var="list"/></block><script><block s="doSetVar"><l>max</l><block var="item"/></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></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="610">3,1,4,1,5,9,2</list></variable><variable name="e"><list struct="atomic" id="611">2,7,1,8,2,8,1</list></variable><variable name="fib"><list struct="atomic" id="612">1,1,2,3,5,8,13</list></variable><variable name="cubic"><list struct="atomic" id="613">-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>