<snapdata remixID="9921631"><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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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="177.955078125" y="-120" 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="16" y="15"><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="404" y="10"><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="58.079662586093775" 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></block-definition><block-definition s="Test Odd Remover" type="command" category="lists"><header></header><code></code><translations></translations><inputs></inputs></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="367">3,1,4,1,5,9,2</list></variable><variable name="e"><list struct="atomic" id="368">2,7,1,8,2,8,1</list></variable><variable name="fib"><list struct="atomic" id="369">1,1,2,3,5,8,13</list></variable><variable name="cubic"><list struct="atomic" id="370">-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>