<snapdata remixID="14317911"><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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var="round 2 east" style="normal" x="116.85446460255935" y="105.5488422388272" color="243,118,29" extX="80" extY="70"/><watcher var="round 2 south" style="normal" x="220.85446460255935" y="104.85446460255946" color="243,118,29" extX="80" extY="70"/><watcher var="round 2 midwest" style="normal" x="329.85446460255935" y="105.24321987509498" color="243,118,29" extX="80" extY="69.99999999999997"/></sprites></stage><variables><variable name="west"><list struct="atomic" id="561">Kansas,UCLA,Gonzaga,UConn,Saint 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="562">Purdue,Marquette,Kansas St,Tennessee,Duke,Kentucky,Michigan St,Mumphis,Florida Atlantic,USC,Providence,Oral Roberts,Louisiana,Montana St,Vermont,Texas Southern/FDU</list></variable><variable name="south"><list struct="atomic" id="563">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="564">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="565">Alabama,Arizona,Baylor,Virginia,Charleston,Creighton,Utah St,West Virginia</list></variable><variable name="round 2 east"><list struct="atomic" id="566">Purdue,Marquette,Kansas St,Louisiana,Duke,Kentucky,Michigan St,Florida Atlantic</list></variable><variable name="round 2 midwest"><list struct="atomic" id="567">Houston,Texas,Kennesaw St,Kent St,Miami (FL),Pittsburgh,Penn St,Iowa</list></variable><variable name="round 2 west"><list struct="atomic" id="568">Kansas,UCLA,Gonzaga,UConn,Saint Mary&apos;s,TCU,Northwestern,Illinois</list></variable></variables></scene></scenes></project><media name="March Madness Simulator" app="Snap! 10.7.0, https://snap.berkeley.edu" version="2"></media></snapdata>