<snapdata remixID="13384178"><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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color="243,118,29" extX="80" extY="70"/><watcher var="South" style="normal" x="368" y="254.000004" color="243,118,29" extX="80" extY="70"/><watcher var="Round 2 South" style="normal" x="10" y="103.000002" color="243,118,29" extX="80" extY="70"/><watcher var="Round 2 Midwest" style="normal" x="231" y="102.00000799999998" color="243,118,29" extX="80" extY="70"/><watcher var="Round 2 East" style="normal" x="113" y="199.00000599999998" color="243,118,29" extX="80" extY="70"/><watcher var="West" style="normal" x="14" y="7" color="243,118,29" extX="80" extY="70"/><watcher var="Round 2 West" style="normal" x="149" y="60.00000399999999" color="243,118,29" extX="80" extY="70"/></sprites></stage><variables><variable name="West"><list struct="atomic" id="564">Kansas,UCLA,Gonzaga,UConn,Saint Mary&apos;s,TCU,Northwestern,Arkansas,Illinois,Boise St,Nevada,VCU,Iona,Grand Canyon,UNC Asheville,Howard</list></variable><variable name="East"><list struct="atomic" id="565">Purdue,Marquette,Kansas St,Tennessee,Duke,Kentucky,Michigan St,Memphis,Florida Atlantic,USC,Providence,Oral Roberts,Louisana,Montana St,Vermont,Texas Southern/FDU</list></variable><variable name="South"><list struct="atomic" id="566">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="567">Houston,Texas,Xavier,Indiana,Miami,Iowa St,Texas A&amp;M,Iowa,Auburn,Penn St,Pittsburg,Drake,Kent St,Kennesaw St,Colgate,Northern Ky</list></variable><variable name="Round 2 South"><list struct="atomic" id="568">Alabama,Arizona,Baylor,Virginia,San Diego St,Creighton,Missouri,Maryland</list></variable><variable name="Round 2 West"><list struct="atomic" id="569">Kansas,UCLA,Gonzaga,UConn,Saint Mary&apos;s,TCU,Northwestern,Arkansas</list></variable><variable name="Round 2 East"><list struct="atomic" id="570">Purdue,Marquette,Kansas St,Tennessee,Oral Roberts,Kentucky,USC,Florida Atlantic</list></variable><variable name="Round 2 Midwest"><list struct="atomic" id="571">Houston,Texas,Xavier,Indiana,Drake,Iowa St,Texas A&amp;M,Iowa</list></variable></variables></scene></scenes></project><media name="March Madness" app="Snap! 9.0, https://snap.berkeley.edu" version="2"></media></snapdata>