<snapdata remixID="13394761"><project name="MMS chase" app="Snap! 9.0, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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St,Memphis,FLorida atlantic,USC,Providence,Oral Roberts,Louisinia,Montana-St,Vermont,Texas Southern/FDU</list></variable><variable name="midwest"><list struct="atomic" id="1074">Houston,Texas,Xavier,Indiana,Miami,Iowa,Texas A and M,Iowa,Auburm,Penn-St,Pittsburgh,Drake,Kent-St,Kennesaw-St,Colgate,Northern Ky</list></variable><variable name="ROUND 2 SOUTH"><list struct="atomic" id="1075">,,,,,,,</list></variable><variable name="ROUND 2 EAST"><list struct="atomic" id="1076">,,,,,,,</list></variable><variable name="ROUND 2 WEST"><list struct="atomic" id="1077">,,,,,,,</list></variable><variable name="ROUND 2 MIDWEST"><list struct="atomic" id="1078">,,,,,,,</list></variable><variable name="south"><list struct="atomic" id="1079">Alabama,Arizona,Baylor,Virignia,Sandiego-St,Creighton,Missouri,Maryland,Westvirginia,Utah-St,Nc-State,Charlston,Fuman,UCSB,Princeton,Texas A and MCC </list></variable><variable name="ROUND 3 SOUTH"><l>0</l></variable><variable name="ROUND 3 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