<snapdata remixID="10339370"><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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</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="404" y="10"><block s="receiveMessage"><l>Part 2</l><comment 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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="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="58.079662586093775" 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></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></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></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></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="416">3,1,4,1,5,9,2</list></variable><variable name="e"><list struct="atomic" id="417">2,7,1,8,2,8,1</list></variable><variable name="fib"><list struct="atomic" id="418">1,1,2,3,5,8,13</list></variable><variable name="cubic"><list struct="atomic" id="419">-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>