<snapdata remixID="10318464"><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="-160.00000000000762" 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="35.00000000000003"><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="397.9999999999998" y="29.99999999999997"><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></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="58.07966258609376" 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"/></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>average</l></list></block><block s="doSetVar"><l>average</l><custom-block s="sum of %l"><block var="list"/></custom-block></block><block s="doReport"><block s="reportQuotient"><block var="average"/><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>last num</l></list></block><block s="doDeclareVariables"><list><l>num</l></list></block><block s="doSetVar"><l>last num</l><l>0</l></block><block s="doSetVar"><l>num</l><l>0</l></block><block s="doForEach"><l>item</l><block var="list"/><script><block s="doSetVar"><l>num</l><block var="item"/></block><block s="doIf"><block s="reportGreaterThan"><block s="reportOr"><block var="num"/><block var="last num"/></block><block var="item"/></block><script><block s="doReport"><block s="reportBoolean"><l><bool>false</bool></l></block></block></script></block><block s="doSetVar"><l>last num</l><block var="item"/></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></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" 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="517">3,1,4,1,5,9,2</list></variable><variable name="e"><list struct="atomic" id="518">2,7,1,8,2,8,1</list></variable><variable name="fib"><list struct="atomic" id="519">1,1,2,3,5,8,13</list></variable><variable name="cubic"><list struct="atomic" id="520">-27,-8,-1,0,1,8,27</list></variable></variables></project><media name="Lab 11 - Number Cruncher (Student Version)" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>