<snapdata remixID="9869897"><project name="Lab 11" 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="-22.173828124999954" y="-220.00000000000333" 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="383" 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 %s"><l></l></custom-block><block s="write"><l>Part 3 - Remove Odd Values</l><l>14</l></block><custom-block s="Test Odd Remover %l"><l/></custom-block></script><script x="10" y="27.999999999999943"><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>Sum 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="148.33333333333337" y="582.6666666666666"><custom-block s="Test Odd Remover %l"><l/></custom-block></script></scripts></sprite><watcher var="pi" style="normal" x="7.502473958333439" y="7.502473958333404" color="243,118,29" hidden="true"/><watcher var="e" style="normal" x="91.53018229167401" y="6.752228062994732" color="243,118,29" hidden="true"/><watcher var="fib" style="normal" x="181.55986979166653" y="3.7512399801563845" color="243,118,29" hidden="true"/><watcher var="cubic" style="normal" x="261.8363411458322" y="4.501485875494872" color="243,118,29" hidden="true"/><watcher scope="Sprite" s="xPosition" style="normal" x="7.502473958333439" y="77.27548327132801" color="74,108,212" hidden="true"/><watcher scope="Sprite" s="yPosition" style="normal" x="7.502473958333439" y="93.03068008432297" color="74,108,212" hidden="true"/><watcher var="value" style="normal" x="39.22095453399106" y="39.220954533995894" color="243,118,29" hidden="true"/><watcher var="max value" style="normal" x="11.487804878048905" y="11.487804878048749" 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="doReport"><block s="reportQuotient"><custom-block s="sum of %l"><block var="list"/></custom-block><block s="reportListLength"><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="doIfElse"><block s="reportListContainsItem"><block var="list"/><block s="reportLessThan"><l></l><l>0</l></block></block><script><block s="doReport"><block s="reportBoolean"><l><bool>true</bool></l></block></block></script><script><block s="doReport"><block s="reportBoolean"><l><bool>false</bool></l></block></block></script></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="doIfElse"><block s="reportOr"><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><block s="reportEquals"><block s="reportListItem"><l>1</l><block var="list"/></block><block s="reportListItem"><l><option>last</option></l><block var="list"/></block></block></block><script><block s="doReport"><block s="reportBoolean"><l><bool>true</bool></l></block></block></script><script><block s="doReport"><block s="reportBoolean"><l><bool>false</bool></l></block></block></script></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="doSetVar"><l>max value</l><block s="reportListItem"><l>1</l><block var="list"/></block></block><block s="doForEach"><l>item</l><block var="list"/><script><block s="doIf"><block s="reportLessThan"><block var="max value"/><block var="item"/></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></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></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 %&apos;list&apos;" type="command" category="lists"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doDeclareVariables"><list><l>index</l></list></block><block s="doIfElse"><block s="reportLessThan"><block s="reportListItem"><block var="index"/><block var="list"/></block><l>0</l></block><script><block s="doChangeVar"><l>index</l><l>1</l></block></script><script><block s="doChangeVar"><l>index</l><l>1</l></block><block s="doReport"><block var="list"/></block></script></block></script></block-definition><block-definition s="Test Odd Remover %&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><l>evens</l></list></block><block s="doChangeVar"><l>index</l><l>1</l></block><block s="doSetVar"><l>evens</l><block var="list"/></block><block s="doRepeat"><block s="reportListLength"><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>0</l></block><script><block s="doAddToList"><block s="reportListItem"><block var="index"/><block var="list"/></block><block var="evens"/></block><block s="doChangeVar"><l>index</l><l>1</l></block></script><script><block s="doChangeVar"><l>index</l><l>1</l></block></script></block></script></block><block s="doReport"><block var="evens"/></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="554">3,1,4,1,5,9,2</list></variable><variable name="e"><list struct="atomic" id="555">2,7,1,8,2,8,1</list></variable><variable name="fib"><list struct="atomic" id="556">1,1,2,3,5,8,13</list></variable><variable name="cubic"><list struct="atomic" id="557">-27,-8,-1,0,1,8,27</list></variable><variable name="value"><l>0</l></variable><variable name="max value"><l>27</l></variable></variables></project><media name="Lab 11" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>