<snapdata remixID="14347025"><project name="March Madness Sim" app="Snap! 10.7.1, 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 Sim"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="2 vs 15 seed %&apos;Region&apos;" type="reporter" category="lists"><header></header><code></code><translations></translations><inputs><input type="%l" initial="1"></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>15</l></block></block><block s="doIfElse"><block s="reportVariadicEquals"><list><block var="Odds of 15 seed winning"/><l>5</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="7 vs 10 seed %&apos;Region&apos;" type="reporter" category="lists"><header></header><code></code><translations></translations><inputs><input type="%l" initial="1"></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>5</l></block></block><block s="doIfElse"><block s="reportVariadicOr"><list><block s="reportVariadicEquals"><list><block var="Odds of 10 seed winning"/><l>1</l></list></block><block s="reportVariadicEquals"><list><block var="Odds of 10 seed winning"/><l>5</l></list></block></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="3 vs 14 seed %&apos;Region&apos;" type="reporter" category="lists"><header></header><code></code><translations></translations><inputs><input type="%l" initial="1"></input></inputs><script><block s="doDeclareVariables"><list><l>Odds of 14 seed winning</l></list></block><block s="doSetVar"><l>Odds of 14 seed winning</l><block s="reportRandom"><l>1</l><l>6</l></block></block><block s="doIfElse"><block s="reportVariadicEquals"><list><block var="Odds of 14 seed winning"/><l>4</l></list></block><script><block s="doReport"><block s="reportListItem"><l>14</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="6 vs 11 seed %&apos;Region&apos;" type="reporter" category="lists"><header></header><code></code><translations></translations><inputs><input type="%l" initial="1"></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>5</l></block></block><block s="doIfElse"><block s="reportVariadicOr"><list><block s="reportVariadicEquals"><list><block var="Odds of 11 seed winning"/><l>2</l></list></block><block s="reportVariadicEquals"><list><block var="Odds of 11 seed winning"/><l>4</l></list></block></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="4 vs 13 seed %&apos;region&apos;" type="reporter" category="lists"><header></header><code></code><translations></translations><inputs><input type="%l" initial="1"></input></inputs><script><block s="doDeclareVariables"><list><l>Odds of 13 seed winning</l></list></block><block s="doSetVar"><l>Odds of 13 seed winning</l><block s="reportRandom"><l>1</l><l>5</l></block></block><block s="doIfElse"><block s="reportVariadicEquals"><list><block var="Odds of 13 seed winning"/><l>2</l></list></block><script><block s="doReport"><block s="reportListItem"><l>13</l><block var="region"/></block></block></script><script><block s="doReport"><block s="reportListItem"><l>4</l><block var="region"/></block></block></script></block></script></block-definition><block-definition s="5 vs 12 seed %&apos;Region&apos;" type="reporter" category="lists"><header></header><code></code><translations></translations><inputs><input type="%l" initial="1"></input></inputs><script><block s="doDeclareVariables"><list><l>Odds of 12 seed winning</l></list></block><block s="doSetVar"><l>Odds of 12 seed winning</l><block s="reportRandom"><l>1</l><l>3</l></block></block><block s="doIfElse"><block s="reportVariadicEquals"><list><block var="Odds of 12 seed winning"/><l>2</l></list></block><script><block s="doReport"><block s="reportListItem"><l>12</l><block var="Region"/></block></block></script><script><block s="doReport"><block s="reportListItem"><l>5</l><block var="Region"/></block></block></script></block></script></block-definition><block-definition s="8 vs 9 seed %&apos;Region&apos;" type="reporter" category="lists"><header></header><code></code><translations></translations><inputs><input type="%l" initial="1"></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>2</l></block></block><block s="doIfElse"><block s="reportVariadicEquals"><list><block var="Odds of 9 seed winning"/><l>1</l></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><scripts><script x="444.96601562499995" y="199.16666666666623"><block var="Region"/></script><script x="449.78535156249995" y="156.49999999999955"><block var="Region"/></script></scripts></block-definition><block-definition s="1 vs 16 seed %&apos;Region&apos;" type="reporter" category="lists"><header></header><code></code><translations></translations><inputs><input type="%l" initial="1"></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>67</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></blocks><primitives></primitives><stage name="Stage" width="480" height="360" costume="0" color="255,255,255,1" tempo="60" threadsafe="false" penlog="false" volume="100" pan="0" lines="round" ternary="false" hyperops="true" codify="false" inheritance="true" sublistIDs="false" id="290"><pentrails>data:image/png;base64,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</pentrails><costumes><list struct="atomic" id="291"></list></costumes><sounds><list struct="atomic" id="292"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="0" y="-2.7063522752863163e-14" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="80,80,80,1" pen="tip" id="297"><costumes><list struct="atomic" id="298"></list></costumes><sounds><list struct="atomic" id="299"></list></sounds><blocks></blocks><variables></variables><scripts><script x="149.9658203125" y="527"><block var="midwest"/></script><script x="19.3359375" y="10"><block s="doSetVar"><l>west</l><block s="reportNewList"><list><l>Florida</l><l>St. Johns</l><l>Texas Tech</l><l>Maryland</l><l>Memphis</l><l>Missouri</l><l>Kansas</l><l>Uconn</l><l>Oklahoma</l><l>Arkansas</l><l>Drake</l><l>Colorado St</l><l>GCU</l><l>UNC Wilmington</l><l>Norfolk St</l></list></block></block></script><script x="17.3359375" y="90"><block s="doSetVar"><l>east</l><block s="reportNewList"><list><l>Duke</l><l>Alabama</l><l>Wisconsin</l><l>Arizona</l><l>Oregon</l><l>BYU</l><l>Saint Mary&apos;s</l><l>Mississippi St</l><l>Baylor</l><l>Vanderbilt</l><l>VCU</l><l>Liberty</l><l>Montana</l></list></block></block></script><script x="15.3359375" y="168"><block s="doSetVar"><l>midwest</l><block s="reportNewList"><list><l>Houston</l><l>Tennessee</l><l>Kentucky</l><l>Purdue</l><l>Clemson</l><l>Illinois</l><l>UCLA</l><l>Gonzaga</l><l>Georgia</l><l>Utah St</l><l>Xavier</l><l>McNeese St</l><l>High Point</l></list></block></block></script><script x="22.3359375" y="261.1666666666667"><block s="doSetVar"><l>south</l><block s="reportNewList"><list><l>Auburn</l><l>Michigan St</l><l>Iowa St</l><l>Texas A&amp;M</l><l>Michigan</l><l>Ole Miss</l><l>Marquette</l><l>Louisville</l><l>Creighton</l><l>New Mexico</l><l>UNC</l><l>UCSD</l><l>Yale</l><l>Lipscomb</l><l>Bryant</l><l>Alabama St</l></list></block></block></script><script x="19" y="575"><custom-block s="2 vs 15 seed %l"><l/></custom-block></script><script x="19" y="546"><custom-block s="7 vs 10 seed %l"><l/></custom-block></script><script x="20" y="516"><custom-block s="3 vs 14 seed %l"><l/></custom-block></script><script x="18" y="489"><custom-block s="6 vs 11 seed %l"><l/></custom-block></script><script x="17" y="459"><custom-block s="4 vs 13 seed %l"><l/></custom-block></script><script x="10" y="442"><custom-block s="5 vs 12 seed %l"><l/></custom-block></script><script x="26" y="418"><custom-block s="8 vs 9 seed %l"><l/></custom-block></script><script x="39" y="394"><custom-block s="1 vs 16 seed %l"><l/></custom-block></script><script x="91.3359375" y="355"><block s="doAddToList"><l></l><block var="round 2 midwest"/></block></script></scripts></sprite><watcher var="round 2 west" style="normal" x="359.72955894102677" y="204.792249502806" color="243,118,29" extX="96" extY="133"/><watcher var="east" style="normal" x="8.287778990142709" y="6.383352881000193" color="243,118,29" extX="93.99999999999977" extY="145.99999999999991"/><watcher var="midwest" style="normal" x="123.01069886526956" y="9.7788318970409" color="243,118,29" extX="94" extY="146"/><watcher var="west" style="normal" x="356.16991048755546" y="9.285836484931554" color="243,118,29" extX="100" extY="149"/><watcher var="south" style="normal" x="241.6321566639624" y="10.170341026022442" color="243,118,29" extX="99" extY="148"/><watcher var="round 2 east" style="normal" x="1.4542813763316311" y="205.6558363476535" color="243,118,29" extX="99.99999999999983" extY="130.99999999999977"/><watcher var="round 2 midwest" style="normal" x="123.52771704320791" y="204.30934573003137" color="243,118,29" extX="100" extY="135"/><watcher var="round 2 south" style="normal" x="244.92657642024537" y="202.62408283810592" color="243,118,29" extX="95" extY="135"/></sprites></stage><variables><variable name="east"><list struct="atomic" id="412">Duke,Alabama,Wisconsin,Arizona,Oregon,BYU,Saint Mary&apos;s,Mississippi St,Baylor,Vanderbilt,VCU,Liberty,Montana</list></variable><variable name="midwest"><list struct="atomic" id="413">Houston,Tennessee,Kentucky,Purdue,Clemson,Illinois,UCLA,Gonzaga,Georgia,Utah St,Xavier,McNeese St,High Point</list></variable><variable name="round 2 east"><list struct="atomic" id="414">Duke,Baylor,Liberty,Arizona,BYU,Wisconsin,Vanderbilt,Alabama</list></variable><variable name="round 2 midwest"><list struct="atomic" id="415">Houston,Georgia,Clemson,Purdue,Xavier,Kentucky,UCLA,Tennessee</list></variable><variable name="round 2 south"><list struct="atomic" id="416">Auburn,Creighton,Michigan,Yale,UNC,Iowa St,Marquette,Michigan St</list></variable><variable name="round 2 west"><list struct="atomic" id="417">Florida,Oklahoma,Memphis,GCU,Drake,Texas Tech,Kansas,St. Johns</list></variable><variable name="west"><list struct="atomic" id="418">Florida,St. Johns,Texas Tech,Maryland,Memphis,Missouri,Kansas,Uconn,Oklahoma,Arkansas,Drake,Colorado St,GCU,UNC Wilmington,Norfolk St</list></variable><variable name="south"><list struct="atomic" id="419">Auburn,Michigan St,Iowa St,Texas A&amp;M,Michigan,Ole Miss,Marquette,Louisville,Creighton,New Mexico,UNC,UCSD,Yale,Lipscomb,Bryant,Alabama St</list></variable></variables></scene></scenes></project><media name="March Madness Sim" app="Snap! 10.7.1, https://snap.berkeley.edu" version="2"></media></snapdata>