<snapdata remixID="13379788"><project name="March Madness Simulator" app="Snap! 9.0, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="March Madness Simulator"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="One vs Sixteen seed %&apos;Region&apos;" type="reporter" category="lists"><header></header><code></code><translations></translations><inputs><input type="%l"></input></inputs><script><block s="doDeclareVariables"><list><l>Odds of 16 seed winning</l></list></block><block s="doSetVar"><l>Odds of 16 seed winning</l><block s="reportRandom"><l>1</l><l>100</l></block></block><block s="doIfElse"><block s="reportVariadicEquals"><list><block var="Odds of 16 seed winning"/><l>15</l></list></block><script><block s="doReport"><block s="reportListItem"><l><option>last</option></l><block var="Region"/></block></block></script><script><block s="doReport"><block s="reportListItem"><l>1</l><block var="Region"/></block></block></script></block></script></block-definition><block-definition s="Two vs Fifteen seed %&apos;region&apos;" type="reporter" category="lists"><header></header><code></code><translations></translations><inputs><input type="%l"></input></inputs><script><block s="doDeclareVariables"><list><l>Odds of 15 seed winning</l></list></block><block s="doSetVar"><l>Odds of 15 seed winning</l><block s="reportRandom"><l>1</l><l>15</l></block></block><block s="doIfElse"><block s="reportVariadicEquals"><list><block var="Odds of 15 seed winning"/><l>7</l></list></block><script><block s="doReport"><block s="reportListItem"><l>15</l><block var="region"/></block></block></script><script><block s="doReport"><block s="reportListItem"><l>2</l><block var="region"/></block></block></script></block></script></block-definition><block-definition s="Three vs Fourteen seed %&apos;region&apos;" type="reporter" category="lists"><header></header><code></code><translations></translations><inputs><input type="%l"></input></inputs><script><block s="doDeclareVariables"><list><l>Odds of 14 seed winning</l></list></block><block s="doSetVar"><l>Odds of 14 seed winning</l><block s="reportRandom"><l>1</l><l>7</l></block></block><block s="doIfElse"><block s="reportVariadicEquals"><list><block var="Odds of 14 seed winning"/><l>4</l></list></block><script><block s="doReport"><block s="reportListItem"><l>14</l><block var="region"/></block></block></script><script><block s="doReport"><block s="reportListItem"><l>3</l><block var="region"/></block></block></script></block></script></block-definition><block-definition s="Four vs Thirteen seed %&apos;region&apos;" type="reporter" category="lists"><header></header><code></code><translations></translations><inputs><input type="%l"></input></inputs><script><block s="doDeclareVariables"><list><l>Odds of 13 seed winning</l></list></block><block s="doSetVar"><l>Odds of 13 seed winning</l><block s="reportRandom"><l>1</l><l>5</l></block></block><block s="doIfElse"><block s="reportVariadicEquals"><list><block var="Odds of 13 seed winning"/><l>3</l></list></block><script><block s="doReport"><block s="reportListItem"><l>13</l><block var="region"/></block></block></script><script><block s="doReport"><block s="reportListItem"><l>4</l><block var="region"/></block></block></script></block></script></block-definition><block-definition s="Five vs Twelve seed %&apos;region&apos;" type="reporter" category="lists"><header></header><code></code><translations></translations><inputs><input type="%l"></input></inputs><script><block s="doDeclareVariables"><list><l>Odds of 12 seed winning</l></list></block><block s="doSetVar"><l>Odds of 12 seed winning</l><block s="reportRandom"><l>1</l><l>3</l></block></block><block s="doIfElse"><block s="reportVariadicEquals"><list><block var="Odds of 12 seed winning"/><l>1</l></list></block><script><block s="doReport"><block s="reportListItem"><l>12</l><block var="region"/></block></block></script><script><block s="doReport"><block s="reportListItem"><l>5</l><block 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Roberts,Louisiana,Montana St.,Vermont,Texas Southern/FDU</list></variable><variable name="SOUTH"><list struct="atomic" id="576">Alabama,Arizona,Baylor,Virginia,San Diego St,Creighton,Missouri,Maryland,West Virginia,Utah St,NC State,Charleston,Furman,UCSB,Princeton,Texas A&amp;M-CC</list></variable><variable name="MIDWEST"><list struct="atomic" id="577">Houston,Texas,Xavier,Indiana,Miami (FL),Iowa St,Texas A&amp;M,Iowa,Auburn,Penn St,Pittsburgh,Drake,Kent St,Kennesaw St,Colgate,Northern Ky</list></variable><variable name="Round 2 South"><list struct="atomic" id="578">Alabama,Princeton,UCSB,Virginia,San Diego St,NC State,Missouri,Maryland</list></variable><variable name="Round 2 East"><list struct="atomic" id="579">Purdue,Marquette,Kansas St,Louisiana,Oral Roberts,Kentucky,USC,Memphis</list></variable><variable name="Round 2 Midwest"><list struct="atomic" id="580">Houston,Texas,Xavier,Indiana,Miami (FL),Iowa St,Texas A&amp;M,Iowa</list></variable><variable name="Round 2 West"><list 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