<snapdata remixID="13379370"><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="variables"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doDeclareVariables"><list><l>Odds of Sixteen 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>15</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="variables"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doDeclareVariables"><list><l>Odds of Fifteen Seed winning</l></list></block><block s="doSetVar"><l>Odds of Fifteen 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 Fifteen seed winning"/><l>7</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="Three vs Fourteen Seed %&apos;Region&apos;" type="reporter" category="variables"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doDeclareVariables"><list><l>Odds of Fourteen Seed 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color="243,118,29" extX="80" extY="70"/><watcher var="Round 6 Midwest" style="normal" x="396" y="229.999998" color="243,118,29" extX="80" extY="70"/><watcher var="Round 5 East" style="normal" x="359" y="118.999998" color="243,118,29" extX="80" extY="70"/><watcher var="Round 5 West" style="normal" x="260" y="113.999998" color="243,118,29" extX="80" extY="70"/><watcher var="Championship: Midwest" style="normal" x="126" y="296.999998" color="243,118,29" hidden="true"/><watcher var="Championship: East" style="normal" x="135" y="184.999998" color="243,118,29" hidden="true"/><watcher var="Tennessee" style="normal" x="10" y="338.999998" color="243,118,29" hidden="true"/><watcher var="Championship" style="normal" x="107" y="113.999998" color="243,118,29" extX="80" extY="70"/></sprites></stage><variables><variable name="WEST"><list struct="atomic" id="1208">Kansas,UCLA,Gonzaga,UConn,Saint 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="1209">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="1210">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="1211">Houston,Texas,Xavier,Indiana,Miami (FL),Iowa St,Texas A&amp;M,Iowa,Auburn,Penn St,Pittsburgh,Drake,Kent St,Kennesaw St,Colgate,Northern Ky</list></variable><variable name="Odds of 16 seed winning"><l>0</l></variable><variable name="Region"><list struct="atomic" id="1212"></list></variable><variable name="Round 2 SOUTH"><list struct="atomic" id="1213">Alabama,Arizona,Baylor,Virginia,San Diego St,Creighton,Missouri,Maryland</list></variable><variable name="Odds of Fifteen seed winning"><l>87</l></variable><variable name="Odds of Fourteen seed winning"><l>75</l></variable><variable name="Odds of Thirteen seed winning"><l>0</l></variable><variable name="Odds of Twelve seed winning"><l>0</l></variable><variable name="Odds of Eleven seed winning"><l>0</l></variable><variable name="Odds of Ten seed winning"><l>0</l></variable><variable name="Odds of Nine seed winning"><l>0</l></variable><variable name="Round 2 WEST"><list struct="atomic" id="1214">Kansas,UCLA,Gonzaga,UConn,Saint Mary&apos;s ,TCU,Northwestern,Illinois</list></variable><variable name="ROUND 2 MIDWEST"><list struct="atomic" id="1215">Houston,Texas,Xavier,Indiana,Miami (FL),Iowa St,Texas A&amp;M,Iowa</list></variable><variable name="ROUND 2 EAST"><list struct="atomic" id="1216">Purdue,Marquette,Kansas St,Tennessee,Duke,Kentucky,Michigan St,Memphis</list></variable><variable name="Round 3 East"><list struct="atomic" id="1217">Purdue,Michigan St,Kentucky,Tennessee</list></variable><variable name="Round 3 West"><list struct="atomic" id="1218">Kansas,UCLA,TCU,Saint Mary&apos;s </list></variable><variable name="Round 4 West"><list struct="atomic" id="1219">Saint Mary&apos;s ,TCU</list></variable><variable name="Round 5 West"><list struct="atomic" id="1220">Saint Mary&apos;s </list></variable><variable name="15th seed"><l>0</l></variable><variable name="Round 3 South"><list struct="atomic" id="1221">Maryland,Missouri,Creighton,San Diego St</list></variable><variable name="Round 3 Midwest"><list struct="atomic" id="1222">Houston,Texas A&amp;M,Iowa St,Miami (FL)</list></variable><variable name="Odds of Eight seed winning"><l>0</l></variable><variable name="winner"><l>0</l></variable><variable name="Round 4 East"><list struct="atomic" id="1223">Tennessee,Michigan St</list></variable><variable name="Round 4 South"><list struct="atomic" id="1224">Maryland,Creighton</list></variable><variable name="Round 4 Midwest"><list struct="atomic" id="1225">Miami (FL),Texas A&amp;M</list></variable><variable name="Round 5 East"><list struct="atomic" id="1226">Tennessee</list></variable><variable name="Round 5 South"><list struct="atomic" id="1227">Creighton</list></variable><variable name="Round 5 Midwest"><list struct="atomic" id="1228">Texas A&amp;M</list></variable><variable name="Round 6 East"><list struct="atomic" id="1229">Tennessee</list></variable><variable name="Round 6 West"><list struct="atomic" id="1230"></list></variable><variable name="Round 6 Midwest"><list struct="atomic" id="1231">Creighton</list></variable><variable name="Round 6 South"><list struct="atomic" id="1232"></list></variable><variable name="Championship"><list struct="atomic" id="1233">Tennessee</list></variable><variable name="Championship: Midwest"><list struct="atomic" id="1234"></list></variable><variable name="Championship: East"><list struct="atomic" id="1235">Tennessee,Tennessee</list></variable><variable name="Tennessee"><ref id="1233"></ref></variable></variables></scene></scenes></project><media name="March Madness Simulator" app="Snap! 9.0, https://snap.berkeley.edu" version="2"></media></snapdata>