<snapdata remixID="14317931"><project name="March Madness Simulator" app="Snap! 10.7.0, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes 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="lists"><header></header><code></code><translations></translations><inputs><input type="%l"></input></inputs><script><block s="doDeclareVariables"><list><l>odds of winning</l></list></block><block s="doSetVar"><l>odds of winning</l><block s="reportRandom"><l>1</l><l>1000</l></block></block><block s="doIfElse"><block s="reportVariadicAnd"><list><block s="reportVariadicGreaterThan"><list><block var="odds of winning"/><l>1</l></list></block><block s="reportVariadicLessThan"><list><block var="odds of winning"/><l>8</l></list></block></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="Two vs Fifteen seed %&apos;region&apos;" type="reporter" category="lists"><header></header><code></code><translations></translations><inputs><input type="%l"></input></inputs><script><block s="doDeclareVariables"><list><l>odds of winning</l></list></block><block s="doSetVar"><l>odds of winning</l><block s="reportRandom"><l>1</l><l>1000</l></block></block><block s="doIfElse"><block s="reportVariadicAnd"><list><block s="reportVariadicGreaterThan"><list><block var="odds of winning"/><l>1</l></list></block><block s="reportVariadicLessThan"><list><block var="odds of winning"/><l>69</l></list></block></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 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color="243,118,29" extX="80" extY="70"/><watcher var="Round of 16 West" style="normal" x="354" y="14.999998000000005" color="243,118,29" extX="80" extY="70"/><watcher var="Round of 16 East" style="normal" x="363" y="85.999998" color="243,118,29" extX="80" extY="70"/><watcher var="round of 8 west" style="normal" x="362" y="160.000004" color="243,118,29" extX="80" extY="70"/><watcher var="round of 8 midwest" style="normal" x="356" y="228.00000799999998" color="243,118,29" extX="80" extY="70"/><watcher var="round of 4" style="normal" x="121" y="97.00000399999999" color="243,118,29" extX="80" extY="70"/><watcher var="champrionship" style="normal" x="246" y="99.00000399999999" color="243,118,29" extX="80" extY="70"/><watcher var="round of 8 south" style="normal" x="253" y="262.00001" color="243,118,29" extX="80" extY="70"/><watcher var="round of 8 east" style="normal" x="147" y="266.000006" color="243,118,29" extX="80" extY="70"/><watcher var="winner" style="normal" x="186" y="179.000004" color="243,118,29" extX="80" extY="70"/></sprites></stage><variables><variable name="Round 2 EAST"><list struct="atomic" id="1064">Duke,Alabama,Montana,Arizona,Liberty,VCU,Vanderbilt,Mississippi St.</list></variable><variable name="SOUTH"><list struct="atomic" id="1065">Auburn,Michigan St,Iowa St,Texas A&amp;M,Michigan,Ole MIss,Marquette,Louisville,Creighton,New Mexico,North Carolina,UC San Diego,Yale,Lipscomb,Bryant,Alabama St</list></variable><variable name="WEST"><list struct="atomic" id="1066">Florida,St Johns,Texas Tech,Maryland,Memphis,MIssouri,Kansas,UConn,Oklahoma,Arkansas,Drake,Colorado St,Grand Canyon,UNC Wilmington,Omaha,Norfolk St</list></variable><variable name="Round 2 SOUTH"><list struct="atomic" id="1067">Auburn,Michigan St,Lipscomb,Texas A&amp;M,Michigan,Ole MIss,Marquette,Creighton</list></variable><variable name="Round 2 MIDWEST"><list struct="atomic" id="1068">,,,,,,,</list></variable><variable name="MIDWEST"><list struct="atomic" id="1069">,,,,,,,,,,,,,,,</list></variable><variable name="EAST"><list struct="atomic" id="1070">Duke,Alabama,Wisconsin,Arizona,Oregon,BYU,Saint Marys,Mississippi St.,Baylor,Vanderbilt,VCU,Liberty,Akron,Montana,Robert Morris,Mount St Marys</list></variable><variable name="Round 2 WEST"><list struct="atomic" id="1071">Florida,St Johns,Texas Tech,Maryland,Memphis,MIssouri,Kansas,Oklahoma</list></variable><variable name="Round of 16 East"><list struct="atomic" id="1072">Alabama,Arizona,Liberty,Vanderbilt</list></variable><variable name="Round of 16 West"><list struct="atomic" id="1073">St Johns,Texas Tech,Memphis,Oklahoma</list></variable><variable name="Round of 16 Midwest"><list struct="atomic" id="1074">,,,</list></variable><variable name="Round of 16 South"><list struct="atomic" id="1075">Auburn,Lipscomb,Michigan,Creighton</list></variable><variable name="round of 8 west"><list struct="atomic" id="1076">St Johns,Oklahoma</list></variable><variable name="round of 8 east"><list struct="atomic" id="1077">Arizona,Vanderbilt</list></variable><variable name="round of 8 midwest"><list struct="atomic" id="1078">,</list></variable><variable name="round of 8 south"><list struct="atomic" id="1079">Auburn,Michigan</list></variable><variable name="round of 4"><list struct="atomic" id="1080">Auburn,,Arizona,Oklahoma</list></variable><variable name="champrionship"><list struct="atomic" id="1081">,Arizona</list></variable><variable name="winner"><list struct="atomic" id="1082">Arizona</list></variable></variables></scene></scenes></project><media name="March Madness Simulator" app="Snap! 10.7.0, https://snap.berkeley.edu" version="2"></media></snapdata>