<snapdata remixID="9384722"><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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</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="418" y="30"><block s="receiveMessage"><l>Part 2</l><comment w="90" 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</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="7.64583333333303" y="7.645833333333364" color="243,118,29" hidden="true"/><watcher var="e" style="normal" x="93.2791666666667" y="6.881251529166676" color="243,118,29" 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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><script><block s="doIf"><block s="reportEquals"><block s="reportQuotient"><block var="list"/><l>2</l></block><l>0</l></block><script><custom-block s="Write %l elements named %txt"><block var="pi"/><l>PIE</l></custom-block><custom-block s="Write %l elements named %txt"><block var="e"/><l>E</l></custom-block><custom-block s="Write %l elements named %txt"><block var="fib"/><l>FIB</l></custom-block><custom-block s="Write %l elements named %txt"><block var="cubic"/><l>Cubilc</l></custom-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="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="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="New Line"></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 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