<snapdata remixID="9349394"><project name="Lab 11 - Number Cruncher (Student Version)" app="Snap! 5.4, http://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" codify="false" inheritance="true" sublistIDs="false" scheduled="false" 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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="-16.67578125" y="-120" 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="10" 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</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="398.00000000000034" y="10"><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="doBroadcastAndWait"><l>Part 3</l></block></script><script x="842.999999999998" y="14.99999999999909"><block s="receiveMessage"><l>Part 3</l></block><block s="write"><l>Part 3 - All Lists Positive</l><l>14</l><comment w="90" collapsed="false">PART 3&#xD;(I didn&apos;t know what to do with the test positive and test odd blocks so i just made this)</comment></block><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><block s="write"><l>Part 3 - Remove Odd Values</l><l>14</l></block><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></script></scripts></sprite><watcher var="pi" style="normal" x="2.5438632305754254" y="2.5438632305757594" color="243,118,29" hidden="true"/><watcher var="e" style="normal" x="31.035131413024146" y="2.289477416290829" color="243,118,29" hidden="true"/><watcher var="fib" style="normal" x="61.56149017993312" y="1.2719326328331704" color="243,118,29" hidden="true"/><watcher scope="Sprite" s="xPosition" style="normal" x="2.5438632305754254" y="26.20179178370288" color="74,108,212" hidden="true"/><watcher scope="Sprite" s="yPosition" style="normal" x="2.5438632305754254" y="31.54390507668458" color="74,108,212" hidden="true"/><watcher var="cubic" style="normal" x="1.5048935873712708" y="10.123649176284744" color="243,118,29" hidden="true"/></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="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>average</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="doSetVar"><l>average</l><block s="reportQuotient"><block var="sum"/><block s="reportListLength"><block var="list"/></block></block></block><block s="doReport"><block s="reportQuotient"><block s="reportRound"><block s="reportProduct"><block var="average"/><l>100</l></block></block><l>100</l></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>last number</l></list></block><block s="doSetVar"><l>last number</l><block s="reportListItem"><l>1</l><block var="list"/></block></block><block s="doForEach"><l>item</l><block var="list"/><script><block s="doIfElse"><block s="reportOr"><block s="reportLessThan"><block var="last number"/><block var="item"/></block><block s="reportEquals"><block var="last number"/><block var="item"/></block></block><script><block s="doSetVar"><l>last number</l><block var="item"/></block></script><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>max value</l></list></block><block s="doIfElse"><block s="reportGreaterThan"><block s="reportListItem"><l>1</l><block var="list"/></block><block s="reportListItem"><l>2</l><block var="list"/></block></block><script><block s="doSetVar"><l>max value</l><block s="reportListItem"><l>1</l><block var="list"/></block></block></script><script><block s="doSetVar"><l>max value</l><block s="reportListItem"><l>2</l><block var="list"/></block></block></script></block><block s="doForEach"><l>item</l><block var="list"/><script><block s="doIf"><block s="reportGreaterThan"><block var="item"/><block var="max value"/></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><script><block s="doDeclareVariables"><list><l>index</l><l>element</l></list></block><block s="doSetVar"><l>index</l><l>0</l></block><block s="doRepeat"><block s="reportListLength"><block var="list"/></block><script><block s="doSetVar"><l>element</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="element"/></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="doDeclareVariables"><list><l>index</l></list></block><block s="doSetVar"><l>index</l><l>1</l></block><block s="doRepeat"><l>10</l><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></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></blocks><variables><variable name="pi"><list struct="atomic" id="646">4,2</list></variable><variable name="e"><list struct="atomic" id="647">2,8,2,8</list></variable><variable name="fib"><list struct="atomic" id="648">2,8</list></variable><variable name="cubic"><list struct="atomic" id="649">8,0,8</list></variable></variables></project><media name="Lab 11 - Number Cruncher (Student Version)" app="Snap! 5.4, http://snap.berkeley.edu" version="1"></media></snapdata>