<snapdata remixID="11931878"><project name="Lab 11 - Number Cruncher elieen&amp;tsega" app="Snap! 7, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="Lab 11 - Number Cruncher elieen&amp;tsega"><notes></notes><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><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><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="doDeclareVariables"><list><l>avg</l></list></block><block s="doSetVar"><l>sum</l><l>0</l></block><block s="doSetVar"><l>avg</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="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></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>count</l></list></block><block s="doSetVar"><l>count</l><l>1</l></block><block s="doRepeat"><block s="reportDifference"><block s="reportListAttribute"><l><option>length</option></l><block var="list"/></block><l>1</l></block><script><block s="doChangeVar"><l>count</l><l>1</l></block><block s="doIf"><block s="reportGreaterThan"><block s="reportListItem"><block s="reportDifference"><block var="count"/><l>1</l></block><block var="list"/></block><block s="reportListItem"><block var="count"/><block var="list"/></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>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>count</l></list></block><block s="doDeclareVariables"><list><l>largest so far</l></list></block><block s="doSetVar"><l>largest so far</l><l>1</l></block><block s="doSetVar"><l>count</l><l>1</l></block><block s="doRepeat"><block s="reportDifference"><block s="reportListAttribute"><l><option>length</option></l><block var="list"/></block><l>1</l></block><script><block s="doChangeVar"><l>count</l><l>1</l></block><block s="doIf"><block s="reportGreaterThan"><block s="reportListItem"><block var="count"/><block var="list"/></block><block s="reportListItem"><block s="reportDifference"><block var="count"/><l>1</l></block><block var="list"/></block></block><script><block s="doSetVar"><l>largest so far</l><block s="reportListItem"><block var="count"/><block var="list"/></block></block></script></block></script></block><block s="doReport"><block var="largest so far"/></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="doDeclareVariables"><list><l>count</l></list></block><block s="doSetVar"><l>count</l><l>1</l></block><block s="doRepeat"><block s="reportListAttribute"><l><option>length</option></l><block var="list"/></block><script><block s="doIf"><block s="reportGreaterThan"><l>0</l><block s="reportListItem"><block var="count"/><block var="list"/></block></block><script><block s="doReplaceInList"><block var="count"/><block var="list"/><block s="reportVariadicProduct"><list><block s="reportListItem"><block var="count"/><block var="list"/></block><l>-1</l></list></block></block></script></block><block s="doChangeVar"><l>count</l><l>1</l></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="doDeclareVariables"><list><l>count1</l></list></block><block s="doSetVar"><l>count1</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="reportNot"><block s="reportEquals"><block s="reportModulus"><block s="reportListItem"><block var="count1"/><block var="list"/></block><l>2</l></block><l>0</l></block></block><script><block s="doDeleteFromList"><block var="count1"/><block var="list"/></block></script><script><block s="doChangeVar"><l>count1</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><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" id="342"><pentrails>data:image/png;base64,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</pentrails><costumes><list struct="atomic" id="343"></list></costumes><sounds><list struct="atomic" id="344"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="-230" y="-160.00000000000426" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="80,80,80,1" pen="tip" id="349"><costumes><list struct="atomic" id="350"></list></costumes><sounds><list struct="atomic" id="351"></list></sounds><blocks></blocks><variables></variables><scripts><script x="16" y="15"><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>1.5</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</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><list></list></block></script><script x="404" y="10"><block s="receiveMessage"><l>Part 2</l><list></list><comment w="90" collapsed="false">PART 2</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.</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="5.638802083332848" y="5.638802083333353" color="243,118,29" hidden="true"/><watcher var="e" style="normal" x="68.79338541666698" y="5.074923002760421" color="243,118,29" hidden="true"/><watcher var="fib" style="normal" x="136.45901041666707" y="2.819403297187492" color="243,118,29" hidden="true"/><watcher scope="Sprite" s="xPosition" style="normal" x="5.638802083332848" y="58.07966258609376" color="74,108,212" hidden="true"/><watcher scope="Sprite" s="yPosition" style="normal" x="5.638802083332848" y="69.92114808885415" color="74,108,212" hidden="true"/><watcher var="cubic" style="normal" x="193.7941927083334" y="9.383282377760423" color="243,118,29" hidden="true"/></sprites></stage><variables><variable name="pi"><list struct="atomic" id="670">4,2</list></variable><variable name="e"><list struct="atomic" id="671">2,8,2,8</list></variable><variable name="fib"><list struct="atomic" id="672">2,8</list></variable><variable name="cubic"><list struct="atomic" id="673">8,0,8</list></variable></variables></scene></scenes></project><media name="Lab 11 - Number Cruncher elieen&tsega" app="Snap! 7, https://snap.berkeley.edu" version="2"></media></snapdata>