<snapdata remixID="13384523"><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>1</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>100</l></block></block><block s="doIfElse"><block s="reportVariadicLessThan"><list><l>93</l><block var="odds of 15 seed winning"/></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 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s="reportNewList"><list></list></block></block><block s="doSetVar"><l>Elite 8 South</l><block s="reportNewList"><list></list></block></block><block s="doSetVar"><l>Elite 8 West</l><block s="reportNewList"><list></list></block></block><block s="doSetVar"><l>Final 4 East</l><block s="reportNewList"><list></list></block></block><block s="doSetVar"><l>Final 4 Midwest</l><block s="reportNewList"><list></list></block></block><block s="doSetVar"><l>Final 4 South</l><block s="reportNewList"><list></list></block></block><block s="doSetVar"><l>Final 4 West</l><block s="reportNewList"><list></list></block></block><block s="doSetVar"><l>National Championship</l><block s="reportNewList"><list></list></block></block><block s="doSetVar"><l>Champion</l><block s="reportNewList"><list></list></block></block></script><script x="269.33333333333155" y="378.00000000000006"><block s="receiveKey"><l><option>enter</option></l><list></list></block><block s="doAddToList"><custom-block s="One vs Sixteen seed 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color="243,118,29" extX="80" extY="70"/></sprites></stage><variables><variable name="West"><list struct="atomic" id="1122">Kansas,UCLA,Gonzaga,UConn,St. Mary&apos;s,TCU,Northwestern,Arkansas,Illinois,Boise St. ,Arizona St./Nevada,VCU,Iona,Grand Canyon,UNC Asheville,Howard</list></variable><variable name="East"><list struct="atomic" id="1123">Purdue,Marquette,Kansas St.,Tennessee,Duke,Kentucky,Michigan St.,Memphis,Florida Atlantic,USC,Providence,Oral Roberts,Louisiana,Montana St.,Vermont,Texas Southern/FDU</list></variable><variable name="South"><list struct="atomic" id="1124">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="1125">Houston,Texas,Xavier,Indiana,Miami (FL),Iowa St.,Texas A&amp;M,Iowa,Auburn,Penn State,Pittsburgh,Drake,Kent St.,Kennesaw St.,Colgate,Northern KY</list></variable><variable name="Round 2 South"><list struct="atomic" id="1126">Alabama,Arizona,Baylor,Virginia,San Diego St.,Creighton,Missouri,Maryland</list></variable><variable name="Round 2 East"><list struct="atomic" id="1127">Purdue,Marquette,Kansas St.,Tennessee,Duke,Kentucky,USC,Florida Atlantic</list></variable><variable name="Round 2 Midwest"><list struct="atomic" id="1128">Houston,Texas,Xavier,Indiana,Miami (FL),Iowa St.,Texas A&amp;M,Iowa</list></variable><variable name="Round 2 West"><list struct="atomic" id="1129">Kansas,UCLA,Gonzaga,UConn,St. Mary&apos;s,TCU,Northwestern,Arkansas</list></variable><variable name="Sweet 16 South"><list struct="atomic" id="1130">Maryland,Missouri,Baylor,San Diego St.</list></variable><variable name="Sweet 16 East"><list struct="atomic" id="1131">Florida Atlantic,USC,Kentucky,Duke</list></variable><variable name="Sweet 16 Midwest"><list struct="atomic" id="1132">Iowa,Texas A&amp;M,Xavier,Indiana</list></variable><variable name="Sweet 16 West"><list struct="atomic" id="1133">Arkansas,UCLA,Gonzaga,St. Mary&apos;s</list></variable><variable name="Elite 8 East"><list struct="atomic" id="1134">Duke,USC</list></variable><variable name="Elite 8 Midwest"><list struct="atomic" id="1135">Iowa,Texas A&amp;M</list></variable><variable name="Elite 8 South"><list struct="atomic" id="1136">Maryland,Missouri</list></variable><variable name="Elite 8 West"><list struct="atomic" id="1137">Arkansas,UCLA</list></variable><variable name="Final 4 East"><list struct="atomic" id="1138">USC</list></variable><variable name="Final 4 Midwest"><list struct="atomic" id="1139">Iowa</list></variable><variable name="Final 4 South"><list struct="atomic" id="1140">Missouri</list></variable><variable name="Final 4 West"><list struct="atomic" id="1141">Arkansas</list></variable><variable name="National Championship"><list struct="atomic" id="1142">Missouri,Arkansas</list></variable><variable name="Champion"><list struct="atomic" id="1143">Arkansas</list></variable></variables></scene></scenes></project><media name="March Madness Simulator" app="Snap! 9.0, https://snap.berkeley.edu" version="2"></media></snapdata>