<snapdata remixID="14851007"><project name="unit 3 lab 1_brickwall" 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="unit 3 lab 1_brickwall"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="q. 2 nested triangle, size: %&apos;Size&apos;" type="command" category="looks"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doIf"><block s="reportVariadicGreaterThan"><list><block var="Size"/><l>9</l></list></block><script><block s="doRepeat"><l>3</l><script><block s="forward"><l>100</l></block><block s="turn"><l>120</l></block></script></block></script><list></list></block></script></block-definition><block-definition s="won? %&apos;x or o&apos;" type="predicate" category="operators"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doReport"><block s="reportListContainsItem"><custom-block s="all winning triples"></custom-block><block s="reportNewList"><list><block var="x or o"/><block var="x or o"/><block var="x or o"/></list></block></block></block></script></block-definition><block-definition s="all winning triples" type="reporter" category="lists"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doDeclareVariables"><list><l>list</l></list></block><block s="doSetVar"><l>list</l><block s="reportNewList"><list><l></l></list></block></block><block s="doForEach"><l>item</l><custom-block s="possible wins"></custom-block><script><block s="doAddToList"><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportListItem"><l></l><block var="board"/></block></autolambda><list></list></block><block var="item"/></block><block var="list"/></block></script></block><block s="doReport"><block var="list"/></block></script></block-definition><block-definition s="possible wins" 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>5</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="make board" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doSetVar"><l>position</l><l>0</l></block><block s="gotoXY"><l>-80</l><l>70</l></block><block s="doChangeVar"><l>position</l><l>1</l></block><block 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