<snapdata remixID="9869941"><project name="Lab 11 Number Cruncher Austin Flatness Project" 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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s="doRepeat"><block s="reportDifference"><block s="reportListLength"><block var="list"/></block><l>1</l></block><script><block s="doIfElse"><block s="reportGreaterThan"><block s="reportListItem"><block var="index"/><block var="list"/></block><block s="reportListItem"><block s="reportSum"><block var="index"/><l>1</l></block><block var="list"/></block></block><script><block s="doReport"><l>decreasing</l></block></script><script><block s="doChangeVar"><l>index</l><l>1</l></block></script></block></script></block><block s="doReport"><l>increasing</l></block></script><scripts><script x="264.4228515625" y="49.666666666666686"><block var="pi"/></script><script x="287.7900390625" y="82.66666666666669"><block var="pi"/></script><script x="326.84375" y="87.66666666666669"><block var="pi"/></script></scripts></block-definition><block-definition s="max value in %&apos;list&apos;" type="reporter" category="lists"><variables><list struct="atomic" id="425">index,a</list></variables><header></header><code></code><translations></translations><inputs><input type="%l"></input></inputs><script><block s="doSetVar"><l>index</l><l>1</l></block><block s="doSetVar"><l>a</l><block s="reportListItem"><block var="index"/><block var="list"/></block></block><block s="doRepeat"><block s="reportDifference"><block s="reportListLength"><block var="list"/></block><l>1</l></block><script><block s="doIf"><block s="reportLessThan"><block var="a"/><block s="reportListItem"><block s="reportSum"><block var="index"/><l>1</l></block><block var="list"/></block></block><script><block s="doSetVar"><l>a</l><block s="reportListItem"><block s="reportSum"><block var="index"/><l>1</l></block><block var="list"/></block></block></script></block><block s="doChangeVar"><l>index</l><l>1</l></block></script></block><block s="doReport"><block var="a"/></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>index</l></list></block><block s="doSetVar"><l>index</l><l>1</l></block><block s="doRepeat"><block s="reportListLength"><block s="reportDifference"><block var="list"/><l>1</l></block></block><script><block s="doIf"><block s="reportLessThan"><block s="reportListItem"><block var="index"/><block var="list"/></block><l>0</l></block><script><block s="doReplaceInList"><block var="index"/><block var="list"/><block s="reportQuotient"><block s="reportListItem"><block var="index"/><block var="list"/></block><l>-1</l></block></block></script></block><block s="doChangeVar"><l>index</l><l>1</l></block></script></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></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>index</l></list></block><block s="doSetVar"><l>index</l><l>1</l></block><block s="doRepeat"><block s="reportListLength"><block var="list"/></block><script><block s="doIfElse"><block s="reportEquals"><block s="reportModulus"><block s="reportListItem"><block var="index"/><block var="list"/></block><l>2</l></block><l>1</l></block><script><block s="doDeleteFromList"><block var="index"/><block var="list"/></block></script><script><block s="doChangeVar"><l>index</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><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><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="737">4,2</list></variable><variable name="e"><list struct="atomic" id="738">2,8,2,8</list></variable><variable name="fib"><list struct="atomic" id="739">2,8</list></variable><variable name="cubic"><list struct="atomic" id="740">-8,0,8</list></variable></variables></project><media name="Lab 11 Number Cruncher Austin Flatness Project" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>