<snapdata remixID="14316759"><project name="March Madness Simulator- Amelia and Neha" 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- Amelia and Neha"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><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="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="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="8 vs 9 seed %&apos;Region&apos;" type="reporter" 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Point,Troy,Wofford,SIUE</list></variable><variable name="SOUTH"><list struct="atomic" id="967">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><variable name="Round 2 SOUTH"><list struct="atomic" id="968">Auburn,Louisville,UCSD,Texas A&amp;M,Ole Miss,Iowa St,Marquette,Michigan St</list></variable><variable name="Round 2 EAST"><list struct="atomic" id="969">Duke,Mississippi St,Liberty,Arizona,VCU,Wisconsin,Vanderbilt,Robert Morris</list></variable><variable name="Round 2 WEST"><list struct="atomic" id="970">Florida,Uconn,Memphis,Maryland,Missouri,Texas Tech,Arkansas,St. Johns</list></variable><variable name="Round 2 MIDWEST"><list struct="atomic" id="971">Houston,Georgia,Clemson,Purdue,Xavier,Kentucky,UCLA,Tennessee</list></variable><variable name="Round 3 MIDWEST"><list struct="atomic" id="972">Georgia,Purdue,Kentucky,Tennessee</list></variable><variable name="Round 3 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