<snapdata remixID="10305546"><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" 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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="-180" 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="453.9999999999999" y="13.66666666666677"><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><comment w="90" collapsed="false">negative?</comment></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><comment w="90" collapsed="false">inc?</comment></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><comment w="90" collapsed="false">max</comment></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><block s="write"><l>(press space for extra credit "add all" block, as seen in video)</l><l>10</l></block><custom-block s="New Line"></custom-block></script><script x="13" y="10"><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><comment w="90" collapsed="false">setup lists</comment></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><comment w="90" collapsed="false">sum</comment></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><comment w="90" collapsed="false">Avg</comment></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="doBroadcast"><l>Part 2</l></block></script><script x="18" y="556.0000000000001"><block s="receiveKey"><l><option>space</option></l><comment w="90" collapsed="false">extra credit block, as noted in pdf in video</comment></block><custom-block s="Test Add All Block"></custom-block></script></scripts></sprite><watcher scope="Sprite" s="xPosition" style="normal" x="5.4038519965261" y="55.659676645006414" color="74,108,212" hidden="true"/><watcher scope="Sprite" s="yPosition" style="normal" x="5.4038519965261" y="67.00776691848519" color="74,108,212" hidden="true"/><watcher var="cubic" style="normal" x="354.6361013454866" y="35.28397894535374" color="243,118,29" extX="80" extY="70" hidden="true"/><watcher var="e" style="normal" x="126.67699435763893" y="10.57180121097872" color="243,118,29" extX="80" extY="70" hidden="true"/><watcher var="fib" style="normal" x="585.1200866811528" y="40.291630919889556" color="243,118,29" extX="80" extY="69.99999999999999" hidden="true"/><watcher var="pi" style="normal" x="131.9802851175457" y="203.27646346149592" color="243,118,29" extX="80" extY="70.00000000000003" 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><comment w="90" collapsed="false">reports the sum of a list of numbers</comment></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><comment w="90" collapsed="false">reports average of a list of numbers, rounded to the hundreths place</comment></block><block s="doSetVar"><l>average</l><block s="reportQuotient"><custom-block s="sum of %l"><block var="list"/></custom-block><block s="reportListAttribute"><l><option>length</option></l><block var="list"/></block></block></block><block s="doSetVar"><l>average</l><block s="reportQuotient"><block s="reportRound"><block s="reportProduct"><block var="average"/><l>100</l></block></block><l>100</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><comment w="90" collapsed="false">reports whether a list of numbers contains a negative value</comment></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>prev item</l></list><comment w="90" collapsed="false">reports whether each item in a list of numbers is equal to or greater than the last</comment></block><block s="doSetVar"><l>prev item</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="item"/><block var="prev item"/></block><script><block s="doReport"><block s="reportBoolean"><l><bool>false</bool></l></block></block></script></block><block s="doSetVar"><l>prev item</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><script><block s="doDeclareVariables"><list><l>max</l></list><comment w="90" collapsed="false">reports the greatest value in a list of numbers</comment></block><block s="doSetVar"><l>max</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="reportGreaterThan"><block var="item"/><block var="max"/></block><script><block s="doSetVar"><l>max</l><block var="item"/></block></script></block></script></block><block s="doReport"><block var="max"/></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"><comment w="90" collapsed="false">make + (changed to match video, which states this should be a reporter)</comment></custom-block><block s="doSetVar"><l>pi</l><custom-block s="make all value of %l positive"><block var="pi"/></custom-block></block><custom-block s="Write %l elements named %txt"><block var="pi"/><l>Pi</l></custom-block><block s="doSetVar"><l>e</l><custom-block s="make all value of %l positive"><block var="e"/></custom-block></block><custom-block s="Write %l elements named %txt"><block var="e"/><l>E</l></custom-block><custom-block s="New Line"></custom-block><block s="doSetVar"><l>fib</l><custom-block s="make all value of %l positive"><block var="fib"/></custom-block></block><custom-block s="Write %l elements named %txt"><block var="fib"/><l>Fib</l></custom-block><block s="doSetVar"><l>cubic</l><custom-block s="make all value of %l positive"><block var="cubic"/></custom-block></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"><comment w="90" collapsed="false">odd remover</comment></custom-block><block s="doSetVar"><l>pi</l><custom-block s="remove all odd values from %l"><block var="pi"/></custom-block></block><custom-block s="Write %l elements named %txt"><block var="pi"/><l>Pi</l></custom-block><block s="doSetVar"><l>e</l><custom-block s="remove all odd values from %l"><block var="e"/></custom-block></block><custom-block s="Write %l elements named %txt"><block var="e"/><l>E</l></custom-block><custom-block s="New Line"></custom-block><block s="doSetVar"><l>fib</l><custom-block s="remove all odd values from %l"><block var="fib"/></custom-block></block><custom-block s="Write %l elements named %txt"><block var="fib"/><l>Fib</l></custom-block><block s="doSetVar"><l>cubic</l><custom-block s="remove all odd values from %l"><block var="cubic"/></custom-block></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="make all value of %&apos;list&apos; positive" type="reporter" category="lists"><header></header><code></code><translations></translations><inputs><input type="%l"></input></inputs><script><block s="doDeclareVariables"><list><l>new list</l></list><comment w="90" collapsed="false">reports the absolute value of a list of numbers</comment></block><block s="doSetVar"><l>new list</l><block s="reportNewList"><list></list></block></block><block s="doForEach"><l>item</l><block var="list"/><script><block s="doAddToList"><block s="reportMonadic"><l><option>abs</option></l><block var="item"/></block><block var="new list"/></block></script></block><block s="doReport"><block var="new list"/></block></script></block-definition><block-definition s="remove all odd values from %&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>new list</l></list><comment w="90" collapsed="false">reports a list of numbers with any odd values removed</comment></block><block s="doSetVar"><l>new list</l><block s="reportNewList"><list></list></block></block><block s="doForEach"><l>item</l><block var="list"/><script><block s="doIf"><block s="reportEquals"><block s="reportModulus"><block var="item"/><l>2</l></block><l>0</l></block><script><block s="doAddToList"><block var="item"/><block var="new list"/></block></script></block></script></block><block s="doReport"><block var="new list"/></block></script></block-definition><block-definition s="add %&apos;list 1&apos; to %&apos;list 2&apos;" type="reporter" category="lists"><header></header><code></code><translations></translations><inputs><input type="%l"></input><input type="%l"></input></inputs><script><block s="doDeclareVariables"><list><l>short list</l><l>long list</l><l>i</l></list><comment w="90" collapsed="false">adds the contents of two lists of numbers together</comment></block><block s="doSetVar"><l>i</l><l>1</l></block><block s="doSetVar"><l>short list</l><block s="reportNewList"><list></list></block></block><block s="doSetVar"><l>long list</l><block s="reportNewList"><list></list></block></block><block s="doIfElse"><block s="reportLessThan"><block s="reportListAttribute"><l><option>length</option></l><block var="list 1"/></block><block s="reportListAttribute"><l><option>length</option></l><block var="list 2"/></block></block><script><block s="doForEach"><l>item</l><block var="list 1"/><script><block s="doAddToList"><block var="item"/><block var="short list"/></block></script><comment w="90" collapsed="false">this part has to be cursed because when short list or long list is directly set to list 1 or list 2, changing short list or long list will also change any vars that were used as input for list 1 and list 2.</comment></block><block s="doForEach"><l>item</l><block var="list 2"/><script><block s="doAddToList"><block var="item"/><block var="long list"/></block></script></block></script><script><block s="doForEach"><l>item</l><block var="list 1"/><script><block s="doAddToList"><block var="item"/><block var="long list"/></block></script></block><block s="doForEach"><l>item</l><block var="list 2"/><script><block s="doAddToList"><block var="item"/><block var="short list"/></block></script></block></script></block><block s="doRepeat"><block s="reportListAttribute"><l><option>length</option></l><block var="short list"/></block><script><block s="doReplaceInList"><block var="i"/><block var="long list"/><block s="reportSum"><block s="reportListItem"><block var="i"/><block var="long list"/></block><block s="reportListItem"><block var="i"/><block var="short list"/></block></block></block><block s="doChangeVar"><l>i</l><l>1</l></block></script></block><block s="doReport"><block var="long list"/></block></script></block-definition><block-definition s="Test Add All Block" type="command" category="lists"><header></header><code></code><translations></translations><inputs></inputs><script><block s="gotoXY"><l>-230</l><l>160</l><comment w="90" collapsed="false">adds all </comment></block><block s="clear"></block><block s="write"><l>Extra Credit</l><l>14</l></block><custom-block s="New Line"></custom-block><custom-block s="Write %l elements named %txt"><custom-block s="add %l to %l"><block var="pi"/><block var="e"/></custom-block><l>pi + e</l></custom-block><custom-block s="Write %l elements named %txt"><custom-block s="add %l to %l"><block var="pi"/><block var="fib"/></custom-block><l>pi + fib</l></custom-block><custom-block s="New Line"></custom-block><custom-block s="Write %l elements named %txt"><custom-block s="add %l to %l"><block var="pi"/><block var="cubic"/></custom-block><l>pi + cubic</l></custom-block><custom-block s="New Line"></custom-block><custom-block s="Write %l elements named %txt"><custom-block s="add %l to %l"><block var="e"/><block var="pi"/></custom-block><l>e + pi</l></custom-block><custom-block s="Write %l elements named %txt"><custom-block s="add %l to %l"><block var="e"/><block var="fib"/></custom-block><l>e + fib</l></custom-block><custom-block s="New Line"></custom-block><custom-block s="Write %l elements named %txt"><custom-block s="add %l to %l"><block var="e"/><block var="cubic"/></custom-block><l>e + cubic</l></custom-block><custom-block s="New Line"></custom-block><custom-block s="Write %l elements named %txt"><custom-block s="add %l to %l"><block var="fib"/><block var="pi"/></custom-block><l>fib + pi</l></custom-block><custom-block s="Write %l elements named %txt"><custom-block s="add %l to %l"><block var="fib"/><block var="e"/></custom-block><l>fib + e</l></custom-block><custom-block s="New Line"></custom-block><custom-block s="Write %l elements named %txt"><custom-block s="add %l to %l"><block var="fib"/><block var="cubic"/></custom-block><l>fib + cubic</l></custom-block><custom-block s="New Line"></custom-block><custom-block s="Write %l elements named %txt"><custom-block s="add %l to %l"><block var="cubic"/><block var="pi"/></custom-block><l>cubic + pi</l></custom-block><custom-block s="Write %l elements named %txt"><custom-block s="add %l to %l"><block var="cubic"/><block var="e"/></custom-block><l>cubic + e</l></custom-block><custom-block s="New Line"></custom-block><custom-block s="Write %l elements named %txt"><custom-block s="add %l to %l"><block var="cubic"/><block var="fib"/></custom-block><l>cubic + fib</l></custom-block></script></block-definition></blocks><variables><variable name="pi"><list struct="atomic" id="816">4,2</list></variable><variable name="e"><list struct="atomic" id="817">2,8,2,8</list></variable><variable name="fib"><list struct="atomic" id="818">2,8</list></variable><variable name="cubic"><list struct="atomic" id="819">8,0,8</list></variable></variables></project><media name="Lab 11 - Number Cruncher (Student Version)" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>