<snapdata remixID="14318787"><project name="March Madness Simulator" app="Snap! 10.7.0, https://snap.berkeley.edu" 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</thumbnail><scenes 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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><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 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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="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></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" 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6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECByxcQFpoRMBzwAAAABJRU5ErkJggg==</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="0" 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="22" 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>Omaha</l><l>Norfolk St</l></list></block></block></script><script x="22" y="359.4999999999999"><custom-block s="1 vs 16 seed %l"><l/></custom-block></script><script x="22" y="389.5"><custom-block s="8 vs 9 seed %l"><l/></custom-block></script><script x="22" y="419.4999999999999"><custom-block s="5 vs 12 seed %l"><l/></custom-block></script><script x="22" y="449.4999999999999"><custom-block s="4 vs 13 seed %l"><l/></custom-block></script><script x="22" y="479.5000000000001"><custom-block s="6 vs 11 seed %l"><l/></custom-block></script><script x="22" y="509.4999999999998"><custom-block s="3 vs 14 seed %l"><l/></custom-block></script><script x="22" y="539.4999999999992"><custom-block s="7 vs 10 seed %l"><l/></custom-block></script><script x="22" y="569.4999999999997"><custom-block s="2 vs 15 seed %l"><l/></custom-block></script><script x="24" y="89.99999999999994"><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><l>Troy</l><l>Wofford</l><l>SIUE</l></list></block></block></script><script x="16" y="173"><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="10" y="271.6666666666665"><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>Akron</l><l>Montana</l><l>Robert Morris</l><l>Mount Saint Mary&apos;s</l></list></block></block></script><script x="228" y="375.6666666666665"><block s="doAddToList"><l>thing</l><block var="Round 2 WEST"/></block></script></scripts></sprite><watcher var="WEST" style="normal" x="10" y="10" color="243,118,29" extX="80" extY="226"/><watcher var="MIDWEST" style="normal" x="136" y="10.00000399999999" color="243,118,29" extX="80" extY="226"/><watcher var="Round 2 WEST" style="normal" x="1" y="250.00000599999998" color="243,118,29" extX="80" extY="159"/><watcher var="Round 2 MIDWEST" style="normal" x="111" y="256.000008" color="243,118,29" extX="92" extY="164"/><watcher var="Round 2 SOUTH" style="normal" x="229" y="256.000002" color="243,118,29" extX="88" extY="158"/><watcher var="Round 2 EAST" style="normal" x="343" y="252.000004" color="243,118,29" extX="80" extY="164"/><watcher var="SOUTH" style="normal" x="253" y="10.000005999999985" color="243,118,29" extX="80" extY="220"/><watcher var="EAST" style="normal" x="362" y="6.000001999999995" color="243,118,29" extX="84" extY="216"/></sprites></stage><variables><variable name="WEST"><list struct="atomic" id="419">Florida,St. Johns,Texas Tech,Maryland,Memphis,Missouri,Kansas,Uconn,Oklahoma,Arkansas,Drake,Colorado St,GCU,UNC Wilmington,Omaha,Norfolk St</list></variable><variable name="EAST"><list struct="atomic" id="420">Duke,Alabama,Wisconsin,Arizona,Oregon,BYU,Saint Mary&apos;s,Mississippi St,Baylor,Vanderbilt,VCU,Liberty,Akron,Montana,Robert Morris,Mount Saint Mary&apos;s</list></variable><variable name="MIDWEST"><list struct="atomic" id="421">Houston,Tennessee,Kentucky,Purdue,Clemson,Illinois,UCLA,Gonzaga,Georgia,Utah St,Xavier,McNeese St,High Point,Troy,Wofford,SIUE</list></variable><variable name="SOUTH"><list struct="atomic" id="422">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="423">Auburn,Creighton,Michigan,Yale,Ole Miss,Iowa St,Marquette,Michigan St</list></variable><variable name="Round 2 EAST"><list struct="atomic" id="424">Duke,Mississippi St,Oregon,Arizona,VCU,Wisconsin,Vanderbilt,Alabama</list></variable><variable name="Round 2 WEST"><list struct="atomic" id="425">Florida,Uconn,Colorado St,Maryland,Drake,Texas Tech,Arkansas,St. Johns</list></variable><variable name="Round 2 MIDWEST"><list struct="atomic" id="426">Houston,Georgia,Clemson,Purdue,Illinois,Kentucky,Utah St,Tennessee</list></variable></variables></scene></scenes></project><media name="March Madness Simulator" app="Snap! 10.7.0, https://snap.berkeley.edu" version="2"></media></snapdata>