<snapdata remixID="14314558"><project name="March Madness Simulator" app="Snap! 10.6.2, https://snap.berkeley.edu" 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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="5 vs 12 seed %&apos;Region&apos;" type="reporter" category="lists"><header></header><code></code><translations></translations><inputs><input type="%l" initial="1"></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>2</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 var="Region"/></block></block></script></block></script></block-definition><block-definition s="6 vs 11 seed %&apos;Region&apos;" type="reporter" category="lists"><header></header><code></code><translations></translations><inputs><input type="%l" initial="1"></input></inputs><script><block s="doDeclareVariables"><list><l>Odds of 11 seed winning</l></list></block><block s="doSetVar"><l>Odds of 11 seed winning</l><block s="reportRandom"><l>1</l><l>5</l></block></block><block s="doIfElse"><block s="reportVariadicOr"><list><block s="reportVariadicEquals"><list><block var="Odds of 11 seed winning"/><l>2</l></list></block><block s="reportVariadicEquals"><list><block var="Odds of 11 seed winning"/><l>4</l></list></block></list></block><script><block s="doReport"><block s="reportListItem"><l>11</l><block var="Region"/></block></block></script><script><block s="doReport"><block s="reportListItem"><l>6</l><block var="Region"/></block></block></script></block></script></block-definition><block-definition s="7 vs 10 seed %&apos;Region&apos;" type="reporter" category="lists"><header></header><code></code><translations></translations><inputs><input type="%l" initial="1"></input></inputs><script><block s="doDeclareVariables"><list><l>Odds of 10 seed winning</l></list></block><block s="doSetVar"><l>Odds of 10 seed winning</l><block s="reportRandom"><l>1</l><l>5</l></block></block><block s="doIfElse"><block s="reportVariadicOr"><list><block s="reportVariadicEquals"><list><block var="Odds of 10 seed winning"/><l>1</l></list></block><block s="reportVariadicEquals"><list><block var="Odds of 10 seed winning"/><l>5</l></list></block></list></block><script><block s="doReport"><block s="reportListItem"><l>10</l><block var="Region"/></block></block></script><script><block s="doReport"><block s="reportListItem"><l>7</l><block var="Region"/></block></block></script></block></script></block-definition><block-definition s="8 vs 9 seed %&apos;Region&apos;" type="reporter" 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extX="80" extY="70"/><watcher var="CHAMPIONSHIP" style="normal" x="174" y="118" color="243,118,29" extX="80" extY="70"/><watcher var="WINNER" style="normal" x="65" y="121" color="243,118,29" extX="80" extY="70"/></sprites></stage><variables><variable name="WEST"><list struct="atomic" id="964">Florida,St. Johns,Texas Tech,Maryland,Memphis,Missouri,Kansas,Uconn,Oklahoma,Arkansas,Drake,Colorado St,GCU,UNC Wilmington,Omaha,Norfolk St</list></variable><variable name="EAST"><list struct="atomic" id="965">Duke,Alabama,Wisconsin,Arizona,Oregon,BYU,Saint Mary&apos;s,Mississippi St,Baylor,Vanderbilt,VCU,Liberty,Akron,Montana,Robert Morris,Mount Saint Mary&apos;s</list></variable><variable name="MIDWEST"><list struct="atomic" id="966">Houston,Tennessee,Kentucky,Purdue,Clemson,Illinois,UCLA,Gonzaga,Georgia,Utah St,Xavier,McNeese St,High Point,Troy,Wofford,SIUE</list></variable><variable name="SOUTH"><list struct="atomic" id="967">Auburn,Michigan St,Iowa St,Texas A&amp;M,Michigan,Ole Miss,Marquette,Louisville,Creighton,New Mexico,UNC,UCSD,Yale,Lipscomb,Bryant,Alabama St</list></variable><variable name="Round 2 SOUTH"><list struct="atomic" id="968">Auburn,Louisville,UCSD,Texas A&amp;M,Ole Miss,Iowa St,Marquette,Michigan St</list></variable><variable name="Round 2 EAST"><list struct="atomic" id="969">Duke,Mississippi St,Liberty,Arizona,VCU,Wisconsin,Vanderbilt,Robert Morris</list></variable><variable name="Round 2 WEST"><list struct="atomic" id="970">Florida,Uconn,Memphis,Maryland,Missouri,Texas Tech,Arkansas,St. Johns</list></variable><variable name="Round 2 MIDWEST"><list struct="atomic" id="971">Houston,Georgia,Clemson,Purdue,Xavier,Kentucky,UCLA,Tennessee</list></variable><variable name="Round 3 MIDWEST"><list struct="atomic" id="972">Georgia,Purdue,Kentucky,Tennessee</list></variable><variable name="Round 3 WEST"><list struct="atomic" id="973">Florida,Memphis,Texas Tech,Arkansas</list></variable><variable name="Round 3 SOUTH"><list struct="atomic" id="974">Louisville,Texas A&amp;M,Ole Miss,Michigan St</list></variable><variable name="Round 3 EAST"><list struct="atomic" id="975">Duke,Liberty,VCU,Robert Morris</list></variable><variable name="R4 WEST"><list struct="atomic" id="976">Florida,Texas Tech</list></variable><variable name="Round 4 MIDWEST"><list struct="atomic" id="977">Georgia,Tennessee</list></variable><variable name="Round 4 South"><list struct="atomic" id="978">Texas A&amp;M,Michigan St</list></variable><variable name="Round 4 EAST"><list struct="atomic" id="979">Liberty,VCU</list></variable><variable name="Final SOUTH/EAST"><list struct="atomic" id="980">Texas A&amp;M,VCU</list></variable><variable name="Final WEST/MIDWEST"><list struct="atomic" id="981">Texas Tech,Georgia</list></variable><variable name="CHAMPIONSHIP"><list struct="atomic" id="982">VCU,Texas Tech</list></variable><variable name="WINNER"><list struct="atomic" id="983">VCU</list></variable></variables></scene></scenes></project><media name="March Madness Simulator" app="Snap! 10.6.2, https://snap.berkeley.edu" version="2"></media></snapdata>