<snapdata remixID="13382477"><project name="March Madness" 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"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="One vs Sixteen seed %&apos;Region&apos;" type="reporter" category="variables"><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></blocks><stage name="Stage" width="480" height="360" costume="0" color="255,255,255,1" tempo="60" threadsafe="false" penlog="false" volume="100" pan="0" lines="round" ternary="false" hyperops="true" codify="false" inheritance="true" sublistIDs="false" 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Roberts,Louisiana,Montana St,Vermont,Texas Southern/FDU</list></variable><variable name="West"><list struct="atomic" id="454">Kansas,UCLA,Georgia,Gonzaga,UcConn,Saint Mary&apos;s,TCU,Northwestern,Arkansas,Illinois,Boise St,Arizona St./Nevada,VCU,lona,Grand Canyon,UNC Asheville,Howard</list></variable><variable name="ROUND 2 SOUTH"><list struct="atomic" id="455">Alabama,Alabama</list></variable><variable name="ROUND 2 EAST"><list struct="atomic" id="456">Purdue,Purdue</list></variable><variable name="ROUND 2 WEST"><list struct="atomic" id="457">Kansas,Howard,Kansas,Kansas,Kansas,Kansas,Kansas</list></variable><variable name="South"><list struct="atomic" id="458">Alabama,Arizona,Baylor,Virginia,San Diengo 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="459">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 MIDWEST"><list struct="atomic" id="460">Northern Ky,Houston,Houston,Houston,Houston,Houston,Houston</list></variable></variables></scene></scenes></project><media name="March Madness" app="Snap! 9.0, https://snap.berkeley.edu" version="2"></media></snapdata>