<snapdata remixID="14313569"><project name="March Madness Simulator" app="Snap! 10.6.2, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</th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select="1"><scene name="March Madness Simulator"><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 16 seed winning</l></list></block><block s="doSetVar"><l>odds of 16 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 16 seed winning"/><l>15</l></list></block><script><block s="doReport"><block s="reportListItem"><l>16</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="two 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 15 seed winning</l></list></block><block s="doSetVar"><l>odds of 15 seed winning</l><block s="reportRandom"><l>1</l><l>100</l></block></block><block s="doIfElse"><block s="reportVariadicLessThanOrEquals"><list><block var="odds of 15 seed winning"/><l>7</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="three vs fourteen 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 14 seed winning</l></list></block><block 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var="region"/></block></block></script></block></script></block-definition><block-definition s="six vs eleven 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 11 seed winning</l></list></block><block s="doSetVar"><l>odds of 11 seed winning</l><block s="reportRandom"><l>1</l><l>100</l></block></block><block s="doIfElse"><block s="reportVariadicLessThanOrEquals"><list><block var="odds of 11 seed winning"/><l>38</l></list></block><script><block s="doReport"><block s="reportListItem"><l>11</l><block var="region"/></block></block></script><script><block s="doReport"><block s="reportListItem"><l>6</l><block var="region"/></block></block></script></block></script></block-definition><block-definition s="seven vs ten seed %&apos;region&apos;" type="reporter" 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var="round 2 south"/></block><block s="doAddToList"><custom-block s="four vs thirteen seed %l"><block var="south"/></custom-block><block var="round 2 south"/></block><block s="doAddToList"><custom-block s="five vs twelve seed %l"><block var="south"/></custom-block><block var="round 2 south"/></block><block s="doAddToList"><custom-block s="six vs eleven seed %l"><block var="south"/></custom-block><block var="round 2 south"/></block><block s="doAddToList"><custom-block s="seven vs ten seed %l"><block var="south"/></custom-block><block var="round 2 south"/></block><block s="doAddToList"><custom-block s="eight vs nine seed %l"><block var="south"/></custom-block><block var="round 2 south"/></block></script></scripts></sprite><watcher var="midwest" style="normal" x="1.6549200041827135" y="3.341218245320576" color="243,118,29" extX="80" extY="70"/><watcher var="WEST" style="normal" x="-0.9999999999997726" y="100.99999999999997" color="243,118,29" extX="80" extY="70"/><watcher var="round 2 midwest" style="normal" x="3.4403927068724443" y="199.23001402524545" color="243,118,29" extX="80" extY="70"/><watcher var="round 2 west" style="normal" x="3.168302945301548" y="283.8302945301543" color="243,118,29" extX="80" extY="70"/><watcher var="round 2 east" style="normal" x="381.9775596072932" y="290.15708274894814" color="243,118,29" extX="80" extY="70"/><watcher var="east" style="normal" x="383.013698630137" y="201.27397460273977" color="243,118,29" extX="80" extY="70"/><watcher var="round 2 south" style="normal" x="380.95190837127984" y="108.93827365758568" color="243,118,29" extX="80" extY="70"/><watcher var="south" style="normal" x="383.32615288089664" y="7.668618634319927" color="243,118,29" extX="80" extY="70"/></sprites></stage><variables><variable name="WEST"><list struct="atomic" id="565">Kansas,UCLA,Gonzaga,UCON,st. mary&apos;s,TCU,Northwestern,Arkansas,Illinoise,Boise st,Arizona st/nevada,vcu,iona,grand canyon,unc asheville,howard</list></variable><variable name="east"><list struct="atomic" id="566">purdue,marquette,kansas st,tennessee,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 ky</list></variable><variable name="round 2 south"><list struct="atomic" id="569">alabama,arizona,texas a&amp;m cc,virginia,charleston,creighton,missouri,maryland</list></variable><variable name="round 2 east"><list struct="atomic" id="570">purdue,marquette,purdue,tennessee,oral roberts,kentucky,michigan st,florida atlantic</list></variable><variable name="round 2 midwest"><list struct="atomic" id="571">houston,texas,houston,indiana,drake,pittsburgh,texas a&amp;m,iowa</list></variable><variable name="round 2 west"><list struct="atomic" id="572">Kansas,UCLA,howard,UCON,st. mary&apos;s,Arizona st/nevada,Northwestern,Arkansas</list></variable></variables></scene></scenes></project><media name="March Madness Simulator" app="Snap! 10.6.2, https://snap.berkeley.edu" version="2"></media></snapdata>