<snapdata remixID="9905556"><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="max value in %l"><block var="pi"/><variables><variable name="max value"><l>9</l></variable></variables></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"/><variables><variable name="max value"><l>8</l></variable></variables></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"/><variables><variable name="max value"><l>13</l></variable></variables></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"/><variables><variable name="max value"><l>27</l></variable></variables></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="11.2457465277771" y="11.245746527777797" color="243,118,29" hidden="true"/><watcher var="e" style="normal" x="137.19810763889063" y="10.121174124149313" color="243,118,29" hidden="true"/><watcher var="fib" style="normal" x="272.14706597222244" y="5.622877762187471" color="243,118,29" hidden="true"/><watcher var="cubic" style="normal" x="392.47655381944423" y="6.747450165816019" color="243,118,29" hidden="true"/><watcher scope="Sprite" s="xPosition" style="normal" x="11.2457465277771" y="115.83119148526043" color="74,108,212" hidden="true"/><watcher scope="Sprite" s="yPosition" style="normal" x="11.2457465277771" y="139.447261442743" color="74,108,212" hidden="true"/></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><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></list></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>average</l><block var="item"/></block></script></block><block s="doSetVar"><l>average</l><block s="reportQuotient"><block var="average"/><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 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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"><variables><list struct="atomic" id="443">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></script></block></script></block><block s="doReport"><block var="list"/></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="doForEach"><l>item</l><block var="list"/><script><block s="doIf"><block s="reportEquals"><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="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 of %&apos;list&apos;" type="reporter" category="other"><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></blocks><variables><variable name="pi"><list struct="atomic" id="557">3,1,4,1,5,9,2</list></variable><variable name="e"><list struct="atomic" id="558">2,7,1,8,2,8,1</list></variable><variable name="fib"><list struct="atomic" id="559">1,1,2,3,5,8,13</list></variable><variable name="cubic"><list struct="atomic" id="560">-8,-1,0,27</list></variable></variables></project><media name="Lab 11 - Number Cruncher (Student Version)" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>