<snapdata remixID="15092209"><project name="MarchMadness" app="Snap! 11.0.8, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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s="doSetVar"><l>Round 2 East</l><block s="reportNewList"><list></list></block></block><block s="doSetVar"><l>Round 2 West</l><block s="reportNewList"><list></list></block></block><block s="doSetVar"><l>Round 2 Midwest</l><block s="reportNewList"><list></list></block></block><custom-block s="SouthRound2"></custom-block><custom-block s="MidwestRound2"></custom-block><custom-block s="EastRound2"></custom-block><custom-block s="WestRound2"></custom-block></script></scripts></sprite><watcher var="West" style="normal" x="10" y="10" color="243,118,29" extX="80" extY="70" hidden="true"/><watcher var="South" style="normal" x="10" y="52.00000399999999" color="243,118,29" extX="149" extY="292" hidden="true"/><watcher var="east" style="normal" x="10" y="178.00001599999996" color="243,118,29" hidden="true"/><watcher var="Round 2 South" style="normal" x="7" y="12.00000799999998" color="243,118,29" extX="100" extY="173"/><watcher var="Round 2 Midwest" style="normal" x="140" y="14.000013999999965" color="243,118,29" extX="96" extY="155"/><watcher var="Round 2 West" style="normal" x="265" y="6.00001199999997" color="243,118,29" extX="96" extY="165"/><watcher var="Round 2 East" style="normal" x="146" y="193.00000999999997" color="243,118,29" extX="105" extY="156"/></sprites></stage><variables><variable name="West"><list struct="atomic" id="576">Arizona,Purdue,Gonzaga,Arkansas,Wisconsin,BYU,Miami,Villanova,Utah St.,Missouri,Texas/NC state,High Point,Hawaii,Kennesaw St.,Queens (N.C.),Long island</list></variable><variable name="South"><list struct="atomic" id="577">Flordia,Houstan,Illinois,Nebraska,Vanderbilt,North Carolina,Saint Mary&apos;s,Celmson,Iowa,Texas A&amp;M,VCU,McNeese,Troy,Penn,Idaho,Lehigh /ParieView</list></variable><variable name="Round 2 South"><list struct="atomic" id="578">Flordia,Celmson,McNeese,Nebraska,VCU,Illinois,Saint Mary&apos;s,Houstan</list></variable><variable name="Round 2 East"><list struct="atomic" id="579">Duke,TCU,Northern Iowa,Kansas,Louisville,Michigan St,UCF,Uconn</list></variable><variable name="Round 2 West"><list struct="atomic" id="580">Arizona,Villanova,Wisconsin,Arkansas,Texas/NC state,Gonzaga,Missouri,Purdue</list></variable><variable name="Round 2 Midwest"><list struct="atomic" id="581">Michigan,Saint Louis,Akron,Alabama,Tennesee,Virginia,Santa Clara,Iowa St</list></variable><variable name="midwest"><list struct="atomic" id="582">Michigan,Iowa St,Virginia,Alabama,Texas Tech,Tennesee,Kentucky,Georgia,Saint Louis,Santa Clara,SMU/MIA OH,Akron,Hofstra,Wright State,Tennesse St,HOW/UMBC</list></variable><variable name="east"><list struct="atomic" id="583">Duke,Uconn,Michigan St,Kansas,St Johns,Louisville,UCLA,Ohio St,TCU,UCF,South Florida,Northern Iowa,Cal Baptist,North Dakota St,Furman,Siena</list></variable></variables></scene></scenes></project><media name="MarchMadness" app="Snap! 11.0.8, https://snap.berkeley.edu" version="2"></media></snapdata>