<snapdata remixID="13399067"><project name="March Madness Simulator" app="Snap! 9.0, 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 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>1</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="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 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="reportVariadicLessThan"><list><l>93</l><block var="odds of 15 seed winning"/></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="lists"><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="lists"><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="reportVariadicLessThan"><list><l>61</l><block var="odds of 11 seed winning"/></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" category="lists"><header></header><code></code><translations></translations><inputs><input type="%l"></input></inputs><script><block s="doDeclareVariables"><list><l>odds of 10 seed winning</l></list></block><block s="doSetVar"><l>odds of 10 seed winning</l><block s="reportRandom"><l>1</l><l>100</l></block></block><block s="doIfElse"><block s="reportVariadicLessThan"><list><l>60</l><block var="odds of 10 seed winning"/></list></block><script><block s="doReport"><block s="reportListItem"><l>10</l><block var="region"/></block></block></script><script><block s="doReport"><block s="reportListItem"><l>7</l><block var="region"/></block></block></script></block></script></block-definition><block-definition s="Eight vs Nine 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 9 seed winning</l></list></block><block s="doSetVar"><l>odds of 9 seed winning</l><block s="reportRandom"><l>1</l><l>100</l></block></block><block s="doIfElse"><block s="reportVariadicLessThan"><list><l>48</l><block var="odds of 9 seed winning"/></list></block><script><block s="doReport"><block s="reportListItem"><l>9</l><block var="region"/></block></block></script><script><block s="doReport"><block s="reportListItem"><l>8</l><block var="region"/></block></block></script></block></script></block-definition><block-definition s="One vs Eight seed round 2 %&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 8 seed winning</l></list></block><block s="doSetVar"><l>odds of 8 seed winning</l><block s="reportRandom"><l>1</l><l>2</l></block></block><block s="doIfElse"><block s="reportVariadicEquals"><list><block var="odds of 8 seed winning"/><l>1</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="Two vs Seven seed round 2 %&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 7 seed winning</l></list></block><block s="doSetVar"><l>odds of 7 seed winning</l><block s="reportRandom"><l>1</l><l>2</l></block></block><block s="doIfElse"><block s="reportVariadicEquals"><list><block var="odds of 7 seed winning"/><l>1</l></list></block><script><block s="doReport"><block s="reportListItem"><l>7</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 Six seed round 2 %&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 6 seed winning</l></list></block><block s="doSetVar"><l>odds of 6 seed winning</l><block s="reportRandom"><l>1</l><l>2</l></block></block><block s="doIfElse"><block s="reportVariadicEquals"><list><block var="odds of 6 seed winning"/><l>1</l></list></block><script><block s="doReport"><block s="reportListItem"><l>6</l><block var="region"/></block></block></script><script><block s="doReport"><block s="reportListItem"><l>3</l><block var="region"/></block></block></script></block></script></block-definition><block-definition s="Four vs Five seed round 2 %&apos;region&apos;" type="reporter" 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var="region"/></block></block></script></block></script></block-definition><block-definition s="Final Four game %&apos;region 1&apos; vs %&apos;region 2&apos;" type="reporter" category="lists"><header></header><code></code><translations></translations><inputs><input type="%l"></input><input type="%l"></input></inputs><script><block s="doDeclareVariables"><list><l>odds of region 2 winning</l></list></block><block s="doSetVar"><l>odds of region 2 winning</l><block s="reportRandom"><l>1</l><l>2</l></block></block><block s="doIfElse"><block s="reportVariadicEquals"><list><block var="odds of region 2 winning"/><l>1</l></list></block><script><block s="doReport"><block s="reportListItem"><l>1</l><block var="region 2"/></block></block></script><script><block s="doReport"><block s="reportListItem"><l>1</l><block var="region 1"/></block></block></script></block></script></block-definition><block-definition s="National championship game %&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 winner</l></list></block><block s="doSetVar"><l>odds of winner</l><block s="reportRandom"><l>1</l><l>2</l></block></block><block s="doIfElse"><block s="reportVariadicEquals"><list><l>1</l><block var="odds of winner"/></list></block><script><block s="doReport"><block s="reportListItem"><l>2</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="rounds" type="command" category="variables"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doAddToList"><custom-block s="One vs Sixteen seed %l"><block var="West"/></custom-block><block var="Round 2 West"/></block><block s="doAddToList"><custom-block s="Two vs Fifteen seed 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var="South"/></custom-block><block var="Round 2 South"/></block><block s="doAddToList"><custom-block s="One vs Sixteen seed %l"><block var="Midwest"/></custom-block><block var="Round 2 Midwest"/></block><block s="doAddToList"><custom-block s="Two vs Fifteen seed %l"><block var="Midwest"/></custom-block><block var="Round 2 Midwest"/></block><block s="doAddToList"><custom-block s="Three vs fourteen seed %l"><block var="Midwest"/></custom-block><block var="Round 2 Midwest"/></block><block s="doAddToList"><custom-block s="Four vs Thirteen seed %l"><block var="Midwest"/></custom-block><block var="Round 2 Midwest"/></block><block s="doAddToList"><custom-block s="Five vs Twelve seed %l"><block var="Midwest"/></custom-block><block var="Round 2 Midwest"/></block><block s="doAddToList"><custom-block s="Six vs Eleven seed %l"><block var="Midwest"/></custom-block><block var="Round 2 Midwest"/></block><block s="doAddToList"><custom-block s="Seven vs Ten seed %l"><block var="Midwest"/></custom-block><block var="Round 2 Midwest"/></block><block s="doAddToList"><custom-block s="Eight vs Nine seed %l"><block var="Midwest"/></custom-block><block var="Round 2 Midwest"/></block><block s="doAddToList"><custom-block s="One vs Eight seed round 2 %l"><block var="Round 2 West"/></custom-block><block var="Sweet 16 West"/></block><block s="doAddToList"><custom-block s="Two vs Seven seed round 2 %l"><block var="Round 2 West"/></custom-block><block var="Sweet 16 West"/></block><block s="doAddToList"><custom-block s="Three vs Six seed round 2 %l"><block var="Round 2 West"/></custom-block><block var="Sweet 16 West"/></block><block s="doAddToList"><custom-block s="Four vs Five seed round 2 %l"><block var="Round 2 West"/></custom-block><block var="Sweet 16 West"/></block><block s="doAddToList"><custom-block s="One vs Eight seed round 2 %l"><block var="Round 2 East"/></custom-block><block var="Sweet 16 East"/></block><block s="doAddToList"><custom-block s="Two vs Seven seed round 2 %l"><block var="Round 2 East"/></custom-block><block var="Sweet 16 East"/></block><block s="doAddToList"><custom-block s="Three vs Six seed round 2 %l"><block var="Round 2 East"/></custom-block><block var="Sweet 16 East"/></block><block s="doAddToList"><custom-block s="Four vs Five seed round 2 %l"><block var="Round 2 East"/></custom-block><block var="Sweet 16 East"/></block><block s="doAddToList"><custom-block s="One vs Eight seed round 2 %l"><block var="Round 2 South"/></custom-block><block var="Sweet 16 South"/></block><block s="doAddToList"><custom-block s="Two vs Seven seed round 2 %l"><block var="Round 2 South"/></custom-block><block var="Sweet 16 South"/></block><block s="doAddToList"><custom-block s="Three vs Six seed round 2 %l"><block var="Round 2 South"/></custom-block><block var="Sweet 16 South"/></block><block s="doAddToList"><custom-block s="Four vs Five seed round 2 %l"><block var="Round 2 South"/></custom-block><block var="Sweet 16 South"/></block><block 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s="reportNewList"><list><l>Purdue</l><l>Marquette</l><l>Kansas St.</l><l>Tennessee</l><l>Duke</l><l>Kentucky</l><l>Michigan St.</l><l>Memphis</l><l>Florida Atlantic</l><l>USC</l><l>Providence</l><l>Oral Roberts</l><l>Louisiana</l><l>Montana St.</l><l>Vermont</l><l>Texas Southern/FDU</l></list></block></block><block s="doSetVar"><l>South</l><block s="reportNewList"><list><l>Alabama</l><l>Arizona</l><l>Baylor</l><l>Virginia</l><l>San Diego St.</l><l>Creighton</l><l>Missouri</l><l>Maryland</l><l>West Virginia</l><l>Utah St. </l><l>NC State</l><l>Charleston</l><l>Furman</l><l>UCSB</l><l>Princeton</l><l>Texas A&amp;M - CC</l></list></block></block><block s="doSetVar"><l>Midwest</l><block s="reportNewList"><list><l>Houston</l><l>Texas</l><l>Xavier</l><l>Indiana</l><l>Miami (FL)</l><l>Iowa St.</l><l>Texas A&amp;M</l><l>Iowa</l><l>Auburn</l><l>Penn State</l><l>Pittsburgh</l><l>Drake</l><l>Kent St.</l><l>Kennesaw St.</l><l>Colgate</l><l>Northern KY</l></list></block></block><block s="doSetVar"><l>Round 2 South</l><block s="reportNewList"><list></list></block></block><block s="doSetVar"><l>Round 2 East</l><block s="reportNewList"><list></list></block></block><block s="doSetVar"><l>Round 2 Midwest</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>Sweet 16 South</l><block s="reportNewList"><list></list></block></block><block s="doSetVar"><l>Sweet 16 East</l><block s="reportNewList"><list></list></block></block><block s="doSetVar"><l>Sweet 16 Midwest</l><block s="reportNewList"><list></list></block></block><block s="doSetVar"><l>Sweet 16 West</l><block s="reportNewList"><list></list></block></block><block s="doSetVar"><l>Elite 8 East</l><block s="reportNewList"><list></list></block></block><block s="doSetVar"><l>Elite 8 Midwest</l><block s="reportNewList"><list></list></block></block><block s="doSetVar"><l>Elite 8 South</l><block s="reportNewList"><list></list></block></block><block s="doSetVar"><l>Elite 8 West</l><block s="reportNewList"><list></list></block></block><block s="doSetVar"><l>Final 4 East</l><block s="reportNewList"><list></list></block></block><block s="doSetVar"><l>Final 4 Midwest</l><block s="reportNewList"><list></list></block></block><block s="doSetVar"><l>Final 4 South</l><block s="reportNewList"><list></list></block></block><block s="doSetVar"><l>Final 4 West</l><block s="reportNewList"><list></list></block></block><block s="doSetVar"><l>National Championship</l><block s="reportNewList"><list></list></block></block><block s="doSetVar"><l>Champion</l><block s="reportNewList"><list></list></block></block><custom-block s="rounds"></custom-block></script></scripts></sprite><watcher var="South" style="normal" x="-4.739495798318958" y="4.7815166050419915" color="243,118,29" extX="79.99999999999989" extY="69.99999999999999"/><watcher var="Round 2 South" style="normal" x="90.70588235294109" y="5.529419764705857" color="243,118,29" extX="79.99999999999977" extY="69.99999999999999"/><watcher var="West" style="normal" x="-1.3319799830043255" y="273.6971957322254" color="243,118,29" extX="79.99999999999989" extY="70"/><watcher var="Round 2 West" style="normal" x="93.71032008308944" y="275.86234994561426" color="243,118,29" extX="80" extY="70"/><watcher var="East" style="normal" x="-1.3506751015011718" y="179.16391475611363" color="243,118,29" extX="80" extY="70.00000000000006"/><watcher var="Midwest" style="normal" x="-2.7776413936360234" y="93.28836403984513" color="243,118,29" extX="80" extY="70"/><watcher var="Round 2 Midwest" style="normal" x="87.88065338494934" y="90.28289369200262" color="243,118,29" extX="80" extY="70"/><watcher var="Round 2 East" style="normal" x="91.61759984892831" y="178.9897182428477" color="243,118,29" extX="80" extY="70"/><watcher var="Sweet 16 South" style="normal" x="173.36398829194624" y="3.8358119845151353" color="243,118,29" extX="80" extY="70"/><watcher var="Sweet 16 Midwest" style="normal" x="177.90945142101822" y="87.18526362874127" color="243,118,29" extX="79.99999999999966" extY="70"/><watcher var="Sweet 16 East" style="normal" x="181.55226135398007" y="175.45737946463976" color="243,118,29" extX="79.99999999999977" extY="70.00000000000011"/><watcher var="Sweet 16 West" style="normal" x="184.13039373052627" y="276.8473371989425" color="243,118,29" extX="80" extY="69.99999999999989"/><watcher var="Elite 8 South" style="normal" x="263.68501557926555" y="4.600507866868119" color="243,118,29" extX="80" extY="70.00000000000003"/><watcher var="Elite 8 Midwest" style="normal" x="266.7529034085542" y="87.97195532225479" color="243,118,29" extX="80.00000000000045" extY="70"/><watcher var="Elite 8 East" style="normal" x="269.7136247757533" y="174.86839481219906" color="243,118,29" extX="80" extY="70"/><watcher var="Elite 8 West" style="normal" x="271.51166084411307" y="272.8109695796431" color="243,118,29" extX="80" extY="70"/><watcher var="Final 4 South" style="normal" x="344.25672741006554" y="3.900762800302113" color="243,118,29" extX="80" extY="70"/><watcher var="Final 4 West" style="normal" x="359.35492399206834" y="273.77924453007273" color="243,118,29" extX="80" extY="70"/><watcher var="Final 4 Midwest" style="normal" x="355.877915211028" y="89.47615700292701" color="243,118,29" extX="80" extY="70"/><watcher var="National Championship" style="normal" x="175.11368142762728" y="229.8124038764988" color="243,118,29" extX="80" extY="70.00000000000006"/><watcher var="Final 4 East" style="normal" x="356.65102445472587" y="178.06157770333306" color="243,118,29" extX="80" extY="70"/><watcher var="Champion" style="normal" x="289.5991879898028" y="231.86375103238595" color="243,118,29" extX="80" extY="70"/></sprites></stage><variables><variable name="West"><list struct="atomic" id="1119">Kansas,UCLA,Gonzaga,UConn,St. Mary&apos;s,TCU,Northwestern,Arkansas,Illinois,Boise St. ,Arizona St./Nevada,VCU,Iona,Grand Canyon,UNC Asheville,Howard</list></variable><variable name="East"><list struct="atomic" id="1120">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="1121">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="1122">Houston,Texas,Xavier,Indiana,Miami (FL),Iowa St.,Texas A&amp;M,Iowa,Auburn,Penn State,Pittsburgh,Drake,Kent St.,Kennesaw St.,Colgate,Northern KY</list></variable><variable name="Round 2 South"><list struct="atomic" id="1123">Alabama,Arizona,Baylor,Virginia,San Diego St.,Creighton,Missouri,Maryland</list></variable><variable name="Round 2 East"><list struct="atomic" id="1124">Purdue,Marquette,Kansas St.,Tennessee,Duke,Kentucky,USC,Florida Atlantic</list></variable><variable name="Round 2 Midwest"><list struct="atomic" id="1125">Houston,Texas,Xavier,Indiana,Miami (FL),Iowa St.,Texas A&amp;M,Iowa</list></variable><variable name="Round 2 West"><list struct="atomic" id="1126">Kansas,UCLA,Gonzaga,UConn,St. Mary&apos;s,TCU,Northwestern,Arkansas</list></variable><variable name="Sweet 16 South"><list struct="atomic" id="1127">Maryland,Missouri,Baylor,San Diego St.</list></variable><variable name="Sweet 16 East"><list struct="atomic" id="1128">Florida Atlantic,USC,Kentucky,Duke</list></variable><variable name="Sweet 16 Midwest"><list struct="atomic" id="1129">Iowa,Texas A&amp;M,Xavier,Indiana</list></variable><variable name="Sweet 16 West"><list struct="atomic" id="1130">Arkansas,UCLA,Gonzaga,St. Mary&apos;s</list></variable><variable name="Elite 8 East"><list struct="atomic" id="1131">Duke,USC</list></variable><variable name="Elite 8 Midwest"><list struct="atomic" id="1132">Iowa,Texas A&amp;M</list></variable><variable name="Elite 8 South"><list struct="atomic" id="1133">Maryland,Missouri</list></variable><variable name="Elite 8 West"><list struct="atomic" id="1134">Arkansas,UCLA</list></variable><variable name="Final 4 East"><list struct="atomic" id="1135">USC</list></variable><variable name="Final 4 Midwest"><list struct="atomic" id="1136">Iowa</list></variable><variable name="Final 4 South"><list struct="atomic" id="1137">Missouri</list></variable><variable name="Final 4 West"><list struct="atomic" id="1138">Arkansas</list></variable><variable name="National Championship"><list struct="atomic" id="1139">Missouri,Arkansas</list></variable><variable name="Champion"><list struct="atomic" id="1140">Arkansas</list></variable></variables></scene></scenes></project><media name="March Madness Simulator" app="Snap! 9.0, https://snap.berkeley.edu" version="2"></media></snapdata>