<snapdata remixID="9885508"><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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</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="404" y="10"><block s="receiveMessage"><l>Part 2</l><comment 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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>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 s="reportQuotient"><block var="sum"/><block s="reportListLength"><block var="list"/></block></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"><l>True</l></block></script><script><block s="doReport"><l>False</l></block></script></block></script></block></script></block-definition><block-definition s="%&apos;list&apos; is increasing" type="predicate" category="lists"><variables><list struct="atomic" id="395">index</list></variables><header></header><code></code><translations></translations><inputs><input type="%l"></input></inputs><script><block s="doSetVar"><l>index</l><l>0</l></block><block s="doRepeat"><block s="reportDifference"><block s="reportListLength"><block var="list"/></block><l>1</l></block><script><block s="doChangeVar"><l>index</l><l>1</l></block><block s="doIf"><block s="reportGreaterThan"><block s="reportListItem"><block var="index"/><block var="list"/></block><block s="reportListItem"><block s="reportSum"><block var="index"/><l>1</l></block><block var="list"/></block></block><script><block s="doReport"><l>False</l></block></script></block></script></block><block s="doReport"><l>True</l></block></script></block-definition><block-definition s="max value in %&apos;list&apos;" type="reporter" category="lists"><variables><list struct="atomic" id="433">max value</list></variables><header></header><code></code><translations></translations><inputs><input type="%l"></input></inputs><script><block s="doSetVar"><l>max value</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 value"/><block var="item"/></block><script><block s="doSetVar"><l>max value</l><block var="item"/></block></script></block></script></block><block s="doReport"><block var="max value"/></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><block-definition s="Sum" type="reporter" category="lists"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><block s="reportSum"><l></l><l></l></block></block></script></block-definition><block-definition s="Make all values of %&apos;list&apos; positive" type="command" category="lists"><variables><list struct="atomic" id="502">index</list></variables><header></header><code></code><translations></translations><inputs><input type="%l"></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="reportLessThan"><block s="reportListItem"><block var="index"/><block var="list"/></block><l>0</l></block><script><block s="doDeclareVariables"><list><l>positive item</l></list></block><block s="doSetVar"><l>positive item</l><block s="reportMonadic"><l><option>abs</option></l><block s="reportListItem"><block var="index"/><block var="list"/></block></block></block><block s="doReplaceInList"><block var="index"/><block var="list"/><block var="positive item"/></block><block s="doChangeVar"><l>index</l><l>1</l></block></script></block></script></block></script></block-definition><block-definition s="Remove odd numbers from %&apos;list&apos;" type="command" category="lists"><variables><list struct="atomic" id="544">index</list></variables><header></header><code></code><translations></translations><inputs><input type="%l"></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="doIfElse"><block s="reportEquals"><block s="reportModulus"><block s="reportListItem"><block var="index"/><block var="list"/></block><l>2</l></block><l>0</l></block><script><block s="doChangeVar"><l>index</l><l>1</l></block></script><script><block s="doDeleteFromList"><block var="index"/><block var="list"/></block></script></block></script></block></script></block-definition><block-definition s="Add corresponding values of %&apos;list1&apos; and %&apos;list2&apos;" type="command" category="lists"><variables><list struct="atomic" id="577">index,sum of values</list></variables><header></header><code></code><translations></translations><inputs><input type="%l"></input><input type="%l"></input></inputs><script><block s="doSetVar"><l>index</l><l>0</l></block><block s="doRepeat"><block s="reportListLength"><block var="list1"/></block><script><block s="doChangeVar"><l>index</l><l>1</l></block><block s="doSetVar"><l>sum of values</l><block s="reportSum"><block s="reportListItem"><block var="index"/><block var="list1"/></block><block s="reportListItem"><block var="index"/><block var="list2"/></block></block></block><block s="doReport"><block var="sum of values"/></block></script></block></script></block-definition></blocks><variables><variable name="pi"><list struct="atomic" id="606">4,2</list></variable><variable name="e"><list struct="atomic" id="607">2,7,1,8,2,8,1</list></variable><variable name="fib"><list struct="atomic" id="608">1,1,2,3,5,8,13</list></variable><variable name="cubic"><list struct="atomic" id="609">27,8,1,0,1,8,27</list></variable><variable name="index"><l>0</l></variable></variables></project><media name="Lab 11 - Number Cruncher" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>