<snapdata remixID="10874157"><project name="Lab 11 - Number Cruncher idan katan" 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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</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="-230.00000000000006" y="-159.9999999999944" 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="30"><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><custom-block s="New Line"></custom-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><block s="doBroadcastAndWait"><l>Part 2</l></block></script><script x="418" y="25"><block s="receiveMessage"><l>Part 2</l><comment 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</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="6.088731499565711" y="6.088731499565981" color="243,118,29" hidden="true"/><watcher var="e" style="normal" x="74.28252429470558" y="5.479859567355639" color="243,118,29" hidden="true"/><watcher var="fib" style="normal" x="147.3473022894973" y="3.04436818527558" color="243,118,29" hidden="true"/><watcher var="cubic" style="normal" x="212.4967293348518" y="3.653240117485886" color="243,118,29" hidden="true"/><watcher scope="Sprite" s="xPosition" style="normal" x="6.088731499565711" y="62.71393566327569" color="74,108,212" hidden="true"/><watcher scope="Sprite" s="yPosition" style="normal" x="6.088731499565711" y="75.50027303011056" color="74,108,212" 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>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="doForEach"><l>item</l><block var="list"/><script><block s="doIf"><block s="reportLessThan"><l>-999999999999999999999999999999999999</l><block var="item"/></block><script><block s="doChangeVar"><l>avg</l><l>1</l></block></script></block></script></block><block s="doSetVar"><l>avg</l><block s="reportQuotient"><block var="sum"/><block var="avg"/></block></block><block s="doReport"><block var="avg"/></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="reportGreaterThan"><l>0</l><block var="item"/></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>increasing</l></list></block><block s="doSetVar"><l>increasing</l><l>-9999999999999999</l></block><block s="doForEach"><l>item</l><block var="list"/><script><block s="doIfElse"><block s="reportOr"><block s="reportLessThan"><block var="increasing"/><block var="item"/></block><block s="reportEquals"><block var="increasing"/><block var="item"/></block></block><script><block s="doSetVar"><l>increasing</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="doSetVar"><l>Max Value</l><l>-9999999999999</l></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>positive</l></list></block><block s="doSetVar"><l>positive</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="reportLessThan"><block s="reportListItem"><block var="positive"/><block var="list"/></block><l>0</l></block><script><block s="doReplaceInList"><block var="positive"/><block var="list"/><block s="reportProduct"><block s="reportListItem"><block var="positive"/><block var="list"/></block><l>-1</l></block></block></script></block><block s="doChangeVar"><l>positive</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>odd</l></list></block><block s="doSetVar"><l>odd</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="reportModulus"><block s="reportListItem"><block var="odd"/><block var="list"/></block><l>2</l></block><script><block s="doDeleteFromList"><block var="odd"/><block var="list"/></block></script><script><block s="doChangeVar"><l>odd</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><block-definition s="sum of %&apos;list&apos;" type="reporter" category="lists"><header></header><code></code><translations></translations><inputs><input type="%s"></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="%&apos;list&apos; contains a negative value" type="predicate" category="lists"><header></header><code></code><translations></translations><inputs><input type="%s"></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></blocks><variables><variable name="pi"><list struct="atomic" id="677">4,2</list></variable><variable name="e"><list struct="atomic" id="678">2,8,2,8</list></variable><variable name="fib"><list struct="atomic" id="679">2,8</list></variable><variable name="cubic"><list struct="atomic" id="680">8,0,8</list></variable></variables></project><media name="Lab 11 - Number Cruncher idan katan" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>