<snapdata remixID="10874513"><project name="tasty numbers" 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" 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="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>Avg 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="398" 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="3.4094633999166035" y="3.409463399916902" color="243,118,29" hidden="true"/><watcher var="e" style="normal" x="41.5954534789862" y="3.068517741817871" color="243,118,29" hidden="true"/><watcher var="fib" style="normal" x="82.50901427798863" y="1.704733063743788" color="243,118,29" hidden="true"/><watcher var="cubic" style="normal" x="118.9902726570997" y="2.045678721842826" color="243,118,29" hidden="true"/><watcher scope="Sprite" s="xPosition" style="normal" x="3.4094633999166035" y="35.1174737010366" color="74,108,212" hidden="true"/><watcher scope="Sprite" s="yPosition" style="normal" x="3.4094633999166035" y="42.277347522754695" 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>sum</l><l>count</l></list></block><block s="doSetVar"><l>sum</l><l>0</l></block><block s="doSetVar"><l>count</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><block s="doChangeVar"><l>count</l><l>1</l></block></script></block><block s="doReport"><block s="reportRound"><block s="reportQuotient"><block var="sum"/><block var="count"/></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>item num</l></list></block><block s="doSetVar"><l>item num</l><l>1</l></block><block s="doForEach"><l>item</l><block s="reportCDR"><block var="list"/></block><script><block s="doIf"><block s="reportGreaterThan"><block s="reportListItem"><block var="item num"/><block var="list"/></block><block s="reportListItem"><block s="reportSum"><block var="item num"/><l>1</l></block><block var="list"/></block></block><script><block s="doReport"><block s="reportBoolean"><l><bool>false</bool></l></block></block></script></block><block s="doChangeVar"><l>item num</l><l>1</l></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>greatest</l></list></block><block s="doSetVar"><l>greatest</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="reportNot"><block s="reportGreaterThan"><block var="greatest"/><block var="item"/></block></block><script><block s="doSetVar"><l>greatest</l><block var="item"/></block></script></block></script></block><block s="doReport"><block var="greatest"/></block></script></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><script><block s="doDeclareVariables"><list><l>place</l></list></block><block s="doSetVar"><l>place</l><l>1</l></block><block s="doForEach"><l>item</l><block var="list"/><script><block s="doReplaceInList"><block var="place"/><block var="list"/><block s="reportMonadic"><l><option>abs</option></l><block var="item"/></block></block><block s="doChangeVar"><l>place</l><l>1</l></block></script></block></script></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="doDeclareVariables"><list><l>place</l></list></block><block s="doSetVar"><l>place</l><l>1</l></block><block s="doForEach"><l>item</l><block var="list"/><script><block s="doIfElse"><block s="reportEquals"><block s="reportModulus"><block s="reportListItem"><block var="place"/><block var="list"/></block><l>2</l></block><l>1</l></block><script><block s="doDeleteFromList"><block var="place"/><block var="list"/></block></script><script><block s="doChangeVar"><l>place</l><l>1</l></block></script></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="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="614">4,2</list></variable><variable name="e"><list struct="atomic" id="615">2,8,2,8</list></variable><variable name="fib"><list struct="atomic" id="616">2,8</list></variable><variable name="cubic"><list struct="atomic" id="617">8,0,8</list></variable></variables></project><media name="tasty numbers" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>