<snapdata remixID="14317828"><project name="March Madness Simulator" app="Snap! 10.7.0, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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select="1"><scene name="March Madness Simulator"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="1 vs 16 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 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="4 vs 13 seed %&apos;region&apos;" type="reporter" 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St,Pittsburgh,Drake,Kent St,Kennesaw St,Colgate,Northern Ky</list></variable><variable name="round 2 south"><list struct="atomic" id="570">Alabama,Arizona,Baylor,Virginia,Charleston,Creighton,Utah St,West Virginia,Alabama,Arizona,UCSB,Furman,San Diego St,Creighton,Missouri,Maryland</list></variable><variable name="round 2 east"><list struct="atomic" id="571">Purdue,Marquette,Kansas St,Louisiana,Duke,Kentucky,Michigan St,Florida Atlantic,Marquette,Kansas St,Tennessee,Duke,Providence,Michigan St,TCU,Duke,Providence,Michigan St,TCU</list></variable><variable name="round 2 midwest"><list struct="atomic" id="572">Houston,Texas,Kennesaw St,Kent St,Miami (FL),Pittsburgh,Penn St,Iowa</list></variable><variable name="round 2 west"><list struct="atomic" id="573">Kansas,UCLA,Gonzaga,UConn,Saint Mary&apos;s,TCU,Northwestern,Illinois,Kansas,UCLA,Gonzaga,Iona,VCU,Gonzaga,Arkansas</list></variable></variables></scene></scenes></project><media name="March Madness Simulator" app="Snap! 10.7.0, https://snap.berkeley.edu" version="2"></media></snapdata>