<snapdata remixID="14820597"><project name="Dealing with Complexity" app="Snap! 11.0.8, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="Dealing with Complexity"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="join words %&apos;words&apos;" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%mult%txt"></input></inputs><script><block s="doWarp"><script><block s="doIf"><block s="reportListIsEmpty"><block s="reportCDR"><block var="words"/></block></block><script><block s="doReport"><block s="reportListItem"><l>1</l><block var="words"/></block></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><l></l><block s="reportListItem"><l>1</l><block var="words"/></block></list></block><script><block s="doReport"><custom-block s="join words %mult%txt"><block s="reportCDR"><block var="words"/></block></custom-block></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><l></l><block s="reportListItem"><l>2</l><block var="words"/></block></list></block><script><block s="doReport"><custom-block s="join words %mult%txt"><block s="reportCONS"><block s="reportListItem"><l>1</l><block var="words"/></block><block s="reportCDR"><block s="reportCDR"><block var="words"/></block></block></block></custom-block></block></script><list></list></block><block s="doReport"><block s="reportJoinWords"><list><block s="reportListItem"><l>1</l><block var="words"/></block><l> </l><custom-block s="join words %mult%txt"><block s="reportCDR"><block var="words"/></block></custom-block></list></block></block></script></block></script><scripts><script x="229.00000300000002" y="196.77778077777774"><block s="reportJoinWords"><list><l></l><l></l></list></block></script></scripts></block-definition><block-definition s="ignore %&apos;x&apos;" type="command" category="control"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs></block-definition><block-definition s="makeBoard" type="command" category="other"><header></header><code></code><translations></translations><inputs></inputs><script><block s="show"></block><block s="doFor"><l>rows</l><l>1</l><l>3</l><script><block s="doFor"><l>columns</l><l>1</l><l>3</l><script><block s="createClone"><l><option>myself</option></l></block><block s="doChangeVar"><l>position number</l><l>1</l></block><block s="changeXPosition"><l>50</l></block></script></block><block s="changeXPosition"><l>-150</l></block><block s="changeYPosition"><l>-50</l></block></script></block><block s="hide"></block></script></block-definition><block-definition s="possible winning triples" type="reporter" category="lists"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><block s="reportNewList"><list><block s="reportNewList"><list><l>1</l><l>2</l><l>3</l></list></block><block s="reportNewList"><list><l>4</l><l>5</l><l>6</l></list></block><block s="reportNewList"><list><l>7</l><l>8</l><l>9</l></list></block><block s="reportNewList"><list><l>1</l><l>4</l><l>7</l></list></block><block s="reportNewList"><list><l>2</l><l>5</l><l>8</l></list></block><block s="reportNewList"><list><l>3</l><l>6</l><l>9</l></list></block><block s="reportNewList"><list><l>1</l><l>5</l><l>9</l></list></block><block s="reportNewList"><list><l>3</l><l>5</l><l>7</l></list></block></list></block></block></script></block-definition><block-definition s="status of triple %&apos;triple&apos;" type="reporter" category="lists"><header></header><code></code><translations></translations><inputs><input type="%l" initial="1"></input></inputs><script><block s="doReport"><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportListItem"><l></l><block var="board"/></block></autolambda><list></list></block><block var="triple"/></block></block></script></block-definition><block-definition s="status of all winning triples" type="reporter" category="lists"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><block s="reportMap"><block s="reifyReporter"><autolambda><custom-block s="status of triple %l"><l/></custom-block></autolambda><list></list></block><custom-block s="possible winning triples"></custom-block></block></block></script></block-definition><block-definition s="won? %&apos;letter&apos;" type="predicate" category="operators"><header></header><code></code><translations></translations><inputs><input type="%s" initial="1"></input></inputs><script><block s="doReport"><block s="reportListContainsItem"><custom-block s="status of all winning triples"></custom-block><block s="reportNewList"><list><block var="letter"/><block var="letter"/><block var="letter"/></list></block></block></block></script></block-definition><block-definition s="draw brick wall, rows: %&apos;row&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s" initial="1"></input></inputs><script><block s="doRepeat"><l>5</l><script><custom-block s="draw brick, length: %n width: %n"><l>30</l><l>10</l></custom-block></script></block><block s="turn"><l>90</l></block><block s="forward"><l>10</l></block><block s="turn"><l>90</l></block><block s="doRepeat"><l>5</l><script><custom-block s="draw brick, length: %n width: %n"><l>30</l><l>10</l></custom-block></script></block></script></block-definition><block-definition s="draw brick, length: %&apos;length&apos; width: %&apos;width&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%n"></input><input type="%n"></input></inputs><script><block s="setColor"><color>145,26,68,1</color></block><block s="doSetGlobalFlag"><l><option>flat line ends</option></l><l><bool>true</bool></l></block><block s="setSize"><block var="width"/></block><block s="down"></block><block s="forward"><block var="length"/></block><block s="up"></block><block s="forward"><l>10</l></block></script></block-definition><block-definition s="nested triangle, size: %&apos;size #&apos;" type="command" category="looks"><header></header><code></code><translations></translations><inputs><input type="%s" initial="1"></input></inputs><script><block s="down"></block><block s="doIf"><block s="reportVariadicGreaterThan"><list><block var="size #"/><l>9</l></list></block><script><block s="forward"><l>50</l></block><block s="turn"><l>120</l></block></script><list></list></block></script></block-definition></blocks><primitives></primitives><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="flat" ternary="true" hyperops="true" codify="false" inheritance="false" sublistIDs="false" 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</pentrails><costumes><list 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