<snapdata remixID="10925588"><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" id="1"><pentrails>data:image/png;base64,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</pentrails><costumes><list struct="atomic" id="2"></list></costumes><sounds><list struct="atomic" id="3"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites><sprite name="Sprite" idx="1" x="-230" y="-160.00000000000665" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="80,80,80,1" pen="tip" id="8"><costumes><list struct="atomic" id="9"></list></costumes><sounds><list struct="atomic" id="10"></list></sounds><blocks></blocks><variables></variables><scripts><script x="30" y="35"><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</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></block></script><script x="418" y="30"><block s="receiveMessage"><l>Part 2</l><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><script x="863.171875" y="685.1666666666664"><block var="list"/></script><script x="782.171875" y="781.8"><block var="index"/></script><script x="603.7861328125" y="716.9666666666666"><block s="reportEquals"><l></l><l></l></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 var="cubic" style="normal" x="196.7941927083334" y="3.3832823777604233" color="243,118,29" hidden="true"/><watcher scope="Sprite" s="xPosition" style="normal" x="5.638802083332848" y="58.079662586093775" 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="index" style="normal" x="10" y="10" color="243,118,29"/></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="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="doForEach"><l>item</l><block var="list"/><script><block s="doChangeVar"><l>sum</l><block var="item"/></block></script></block><block s="doDeclareVariables"><list><l>average</l></list></block><block s="doChangeVar"><l>average</l><block s="reportQuotient"><block var="sum"/><l>7</l></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 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="doForEach"><l>item</l><block var="list"/><script><block s="doIf"><block s="reportLessThan"><block s="reportListItem"><l>1</l><block var="list"/></block><block s="reportListItem"><l><option>last</option></l><block var="list"/></block></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="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>biggest number</l></list></block><block s="doSetVar"><l>biggest number</l><l>-999999</l></block><block s="doForEach"><l>item</l><block var="list"/><script><block s="doIf"><block s="reportGreaterThan"><block var="item"/><block var="biggest number"/></block><script><block s="doSetVar"><l>biggest number</l><block var="item"/></block></script></block></script></block><block s="doReport"><block var="biggest number"/></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>index</l></list></block><block s="doSetVar"><l>index</l><l>1</l></block><block s="doUntil"><block s="reportGreaterThan"><block var="index"/><block s="reportListAttribute"><l><option>length</option></l><block var="list"/></block></block><script><block s="doForEach"><l>item</l><block var="list"/><script><block s="doIf"><block s="reportLessThan"><block s="reportListItem"><block var="index"/><block var="list"/></block><l>0</l></block><script><block s="doReplaceInList"><block var="index"/><block var="list"/><block s="reportProduct"><block s="reportListItem"><block var="index"/><block var="list"/></block><l>-1</l></block></block></script></block><block s="doSetVar"><l>index</l><block s="reportSum"><block var="index"/><l>1</l></block></block></script></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="doDeclareVariables"><list><l>index</l></list></block><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="reportEquals"><block s="reportModulus"><block s="reportListItem"><block var="index"/><block var="list"/></block><l>2</l></block><l>1</l></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><scripts><script x="431.4794921875" y="78.66666666666669"><block s="reportGreaterThan"><block var="index"/><l></l></block></script><script x="227.7861328125" y="93.66666666666669"><block var="index"/></script><script x="410.3134765625" y="150.66666666666669"><block s="reportGreaterThan"><l></l><l>0</l></block></script><script x="283" y="354.3333333333334"><block s="doBroadcast"><l>This number is even</l></block></script><script x="279" y="246.66666666666669"><block s="doForEach"><l>item</l><block var="list"/><script></script></block></script><script x="159.751953125" y="331.3333333333334"><block var="item"/></script></scripts></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="630">4,2</list></variable><variable name="e"><list struct="atomic" id="631">2,8,2,8</list></variable><variable name="fib"><list struct="atomic" id="632">2,8</list></variable><variable name="cubic"><list struct="atomic" id="633">8,0,8</list></variable><variable name="index"><l>0</l></variable></variables></project><media name="Lab 11 - Number Cruncher (Student Version)" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>