<snapdata remixID="13378175"><project name="March Madness Project" app="Snap! 9.0, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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Roberts,Louisiana,Montana St,Vermont,Texas Southern/FDU</list></variable><variable name="SOUTH"><list struct="atomic" id="577">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="578">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 EAST"><list struct="atomic" id="579">Purdue,Marquette,Kansas St,Tennessee,Duke,Providence,USC,Memphis</list></variable><variable name="Round 2 MIDWEST"><list struct="atomic" id="580">Houston,Texas,Xavier,Indiana,Miami (FL),Iowa St,Texas A&amp;M,Iowa</list></variable><variable name="Round 2 SOUTH"><list struct="atomic" id="581">Alabama,Arizona,Baylor,Virginia,San Diengo St,Creighton,Missouri,Maryland</list></variable><variable name="Round 2 WEST"><list struct="atomic" id="582">Kansas,UCLA,Georgia,Gonzaga,UcConn,Saint Mary&apos;s,TCU,Northwestern</list></variable></variables></scene></scenes></project><media name="March Madness Project" app="Snap! 9.0, https://snap.berkeley.edu" version="2"></media></snapdata>