<snapdata remixID="12385723"><project name="March Madness Simulator" app="Snap! 8.2, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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y="4.00000399999999" color="243,118,29" extX="80" extY="70"/><watcher var="EAST" style="normal" x="200" y="7.000001999999995" color="243,118,29" extX="80" extY="70"/><watcher var="WEST" style="normal" x="6" y="-1" color="243,118,29" extX="80" extY="70.00000000000001"/><watcher var="Round 2 South" style="normal" x="10" y="10" color="243,118,29" extX="80" extY="70"/><watcher var="Round 2 West" style="normal" x="156" y="120.00000599999998" color="243,118,29" extX="80" extY="70"/><watcher var="Round 2 East" style="normal" x="194" y="133.000002" color="243,118,29" extX="80" extY="70"/><watcher var="Round 2 Midwest" style="normal" x="158" y="204.000004" color="243,118,29" extX="80" extY="70"/><watcher var="Round 1 Tournament" style="normal" x="10" y="103.000002" color="243,118,29"/></sprites></stage><variables><variable name="WEST"><list struct="atomic" id="565">Kansas,UCLA,Gonzaga,UConn,Saint Mary&apos;s,TCU,Northwestern,Arkansas,Illinois,Boise St,Arizon St/Nevada,VCU,Iona,Grand Canyon,UNC Asheville,Howard</list></variable><variable name="EAST"><list struct="atomic" id="566">Purdue,Marquette,Kansas St,Tenessee,Duke,Kentucky,Michigan St,Memphis,Florida Atlantic,USC,Providence,Oral Roberts,Louisiana,Montana St,Vermont,Texas Southern/FDU</list></variable><variable name="SOUTH"><list struct="atomic" id="567">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="568">Houston,Texas,Xavier,Indiana,Miami (FL),Iowa St,Texas A&amp;M,Iowa,Auburn,Penn St,Pittsburgh,Drake,Kent St,Kennesaw St,Colgate,Northern Kentucky</list></variable><variable name="Round 2 South"><list struct="atomic" id="569">Alabama</list></variable><variable name="Round 2 East"><list struct="atomic" id="570">Purdue</list></variable><variable name="Round 2 Midwest"><list struct="atomic" id="571">Houston</list></variable><variable name="Round 2 West"><list struct="atomic" id="572">Kansas</list></variable><variable name="Round 1 Tournament"><l>0</l></variable></variables></scene></scenes></project><media name="March Madness Simulator" app="Snap! 8.2, https://snap.berkeley.edu" version="2"></media></snapdata>