<snapdata remixID="12381996"><project name="March Madness" app="Snap! 8.2, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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select="1"><scene name="March Madness"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="One Vs. Sixteen Seed %&apos;Region&apos;" type="reporter" category="variables"><header></header><code></code><translations></translations><inputs><input type="%l"></input></inputs><script><block s="doDeclareVariables"><list><l>Odds Of Sixteen Seed Winning</l></list></block><block s="doSetVar"><l>Odds Of Sixteen Seed Winning</l><block s="reportRandom"><l>1</l><l>100</l></block></block><block s="doIfElse"><block s="reportVariadicEquals"><list><block var="Odds Of Sixteen Seed Winning"/><l>15</l></list></block><script><block s="doReport"><block s="reportListItem"><l><option>last</option></l><block var="Region"/></block></block></script><script><block s="doReport"><block s="reportListItem"><l>1</l><block var="Region"/></block></block></script></block></script></block-definition><block-definition s="Second Vs. Fifteen seed %&apos;region&apos;" type="reporter" category="variables"><header></header><code></code><translations></translations><inputs><input type="%l"></input></inputs><script><block s="doDeclareVariables"><list><l>Odds OF fifteen seed winning</l></list></block><block s="doSetVar"><l>Odds OF fifteen seed winning</l><block s="reportRandom"><l>1</l><l>15</l></block></block><block s="doIfElse"><block s="reportVariadicEquals"><list><block var="Odds OF fifteen seed winning"/><l>14</l></list></block><script><block s="doReport"><block s="reportListItem"><l>15</l><block var="region"/></block></block></script><script><block s="doReport"><block s="reportListItem"><l>2</l><block var="region"/></block></block></script></block></script></block-definition><block-definition s="Third Vs. 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Ninth Seed %l"><block var="Midwest"/></custom-block><block var="round 2 midwest"/></block></script></scripts></sprite><watcher var="round 2 west" style="normal" x="10.714285714285714" y="10.714285714285714" color="243,118,29" extX="80" extY="70"/><watcher var="West" style="normal" x="360.35714285714204" y="124.64285714285712" color="243,118,29" extX="80" extY="70"/><watcher var="Midwest" style="normal" x="329.2857142857135" y="20.928575428571346" color="243,118,29" extX="80" extY="69.99999999999999"/><watcher var="South" style="normal" x="378.57142857142776" y="244.2142877142857" color="243,118,29" extX="80" extY="70"/><watcher var="East" style="normal" x="253.2142857142849" y="241.2142917142856" color="243,118,29" extX="80" extY="70"/><watcher var="round 2 midwest" style="normal" x="5.357142857142857" y="200.35714928571426" color="243,118,29" extX="80" extY="70"/><watcher var="round 2 south" style="normal" x="130.71428571428572" y="-10.71428142857144" color="243,118,29" extX="80" extY="70"/><watcher var="round 2 east" style="normal" x="66.42857142857143" y="109.28571642857142" color="243,118,29" extX="96" extY="98"/></sprites></stage><variables><variable name="West"><list struct="atomic" id="564">Kansas,UCLA,Gonzaga,UConn,St. Marys,TCU,Northwestern,Arkansas,Ilinois,Boise St,Arizona State/ Nevada,VCU,Iona,GCU,UNC Asheville,Howard</list></variable><variable name="South"><list struct="atomic" id="565">Alabama,Arizona,Baylor,Virgnina,San Diego St,Creighton,Missouri,Maryland,West Virginia,Utah St,NC State,Charleston,Furman,USCB,Princeton,Texas A&amp;M-CC</list></variable><variable name="Midwest"><list struct="atomic" id="566">Houston,Texas,Xavier,Indiana,Miami,Iowa ST,Texas A&amp;M,Iowa,Aubrun,Penn State,Pitt,Drake,Kent State,Keenesaw St,Colgate,Northern Kentucky</list></variable><variable name="East"><list struct="atomic" id="567">Purdue,Marquette,Kansas St,Tennessee,Duke,Kentucky,Michigan St,Memphis,FAU,USC,Providence,Oral Roberts,Lousiana,Montanna St,Vermont,Texas Souther/FDU</list></variable><variable name="round 2 west"><list struct="atomic" id="568">Kansas,UCLA,Gonzaga,UConn,St. Marys,TCU,Boise St,Ilinois</list></variable><variable name="round 2 east"><list struct="atomic" id="569">Purdue,Marquette,Kansas St,Lousiana,Duke,Kentucky,Michigan St,FAU</list></variable><variable name="round 2 south"><list struct="atomic" id="570">Alabama,Arizona,Baylor,Furman,San Diego St,Creighton,Missouri,Maryland</list></variable><variable name="round 2 midwest"><list struct="atomic" id="571">Houston,Texas,Xavier,Kent State,Miami,Iowa ST,Penn State,Aubrun</list></variable></variables></scene></scenes></project><media name="March Madness" app="Snap! 8.2, https://snap.berkeley.edu" version="2"></media></snapdata>