<snapdata remixID="10874054"><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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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="reportListAttribute"><l><option>length</option></l><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="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><block s="doIf"><block s="reportLessThan"><l>0</l><block var="item"/></block><script><block s="doReport"><block s="reportBoolean"><l><bool>false</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="doForEach"><l>item</l><block var="list"/><script><block s="doIf"><block s="reportOr"><block s="reportLessThan"><block s="reportListItem"><l>1</l><block var="list"/></block><block s="reportListIndex"><block s="reportOr"><block s="reportSum"><l>0</l><l>1</l></block><block s="reportDifference"><l>0</l><l>1</l></block></block><block var="list"/></block></block><block s="reportEquals"><block s="reportListItem"><l>1</l><block var="list"/></block><block s="reportListIndex"><block s="reportSum"><l>0</l><l>1</l></block><block var="list"/></block></block></block><script><block s="doReport"><block s="reportBoolean"><l><bool>true</bool></l></block></block></script></block><block s="doIf"><block s="reportGreaterThan"><block s="reportListItem"><l>1</l><block var="list"/></block><block s="reportOr"><block s="reportSum"><l>0</l><l>1</l></block><block s="reportDifference"><l>0</l><l>1</l></block></block></block><script><block s="doReport"><block s="reportBoolean"><l><bool>false</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="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><l>-90000000</l></block><block s="doForEach"><l>item</l><block var="list"/><script><block s="doIf"><block s="reportGreaterThan"><block var="item"/><block var="max"/></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><script><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="doReplaceInList"><block var="index"/><block var="list"/><block s="reportMonadic"><l><option>abs</option></l><block s="reportListItem"><block var="index"/><block var="list"/></block></block></block><block s="doChangeVar"><l>index</l><l>1</l></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="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="reportOr"><block s="reportGreaterThan"><block s="reportModulus"><block s="reportListItem"><block var="index"/><block var="list"/></block><l>2</l></block><l>0</l></block><block s="reportLessThan"><block s="reportModulus"><block s="reportListItem"><block var="index"/><block var="list"/></block><l>2</l></block><l>0</l></block></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="658">4,2</list></variable><variable name="e"><list struct="atomic" id="659">2,8,2,8</list></variable><variable name="fib"><list struct="atomic" id="660">2,8</list></variable><variable name="cubic"><list struct="atomic" id="661">8,0,8</list></variable><variable name="index"><l>4</l></variable></variables></project><media name="Lab 11 - Number Cruncher (Student Version)" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>