<snapdata remixID="15098588"><project name="March Madness Simulator" app="Snap! 11.0.8, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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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>100</l></block></block><block s="doIfElse"><block s="reportVariadicEquals"><list><block var="Odds of 10 seed winning"/><l>9</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="Eight vs. Nine 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 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struct="atomic" id="271"></list></costumes><sounds><list struct="atomic" id="272"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="0" y="-2.842170943040401e-14" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="80,80,80,1" pen="tip" id="277"><costumes><list struct="atomic" id="278"></list></costumes><sounds><list struct="atomic" id="279"></list></sounds><blocks></blocks><variables></variables><scripts><script x="54" y="10"><block s="receiveGo"></block><block s="doSetVar"><l>WEST</l><block s="reportNewList"><list><l>Arizona</l><l>Long Island</l><l>Villanova</l><l>Utah St.</l><l>Wisconsin</l><l>High Point</l><l>Arkansas</l><l>Hawaii</l><l>BYU</l><l>NC ST/TEXAS</l><l>Gonzaga</l><l>Kennesaw St.</l><l>Miami (FL)</l><l>Missouri</l><l>Purdue</l><l>Queens (N.C.)</l></list></block></block><block s="doSetVar"><l>EAST</l><block s="reportNewList"><list><l>Duke</l><l>Siena</l><l>Ohio St.</l><l>TCU</l><l>St. John&apos;s</l><l>Northern Iowa</l><l>Kansas</l><l>Cal Baptist</l><l>Louisville</l><l>South Florida</l><l>Michigan St.</l><l>North Dakota St.</l><l>UCLA</l><l>UCF</l><l>UConn</l><l>Furman</l></list></block></block><block s="doSetVar"><l>SOUTH</l><block s="reportNewList"><list><l>Florida</l><l>LEHIGH/PVAMU</l><l>Clemson</l><l>Iowa</l><l>Vanderbilt</l><l>McNeese</l><l>Nebraska</l><l>Troy</l><l>North Carolina</l><l>VCU</l><l>Illinois</l><l>Penn</l><l>Saint Mary&apos;s</l><l>Texas A&amp;M</l><l>Houston</l><l>Idaho</l></list></block></block><block s="doSetVar"><l>MIDWEST</l><block s="reportNewList"><list><l>Michigan</l><l>HOW/UMBC</l><l>Georgia</l><l>Saint Louis</l><l>Texas Tech</l><l>Alabama</l><l>Hofstra</l><l>Tennessee</l><l>SMU/MIA OH</l><l>Virginia</l><l>Wright St.</l><l>Kentucky</l><l>Santa Clara</l><l>Iowa St.</l><l>Tennessee St.</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="doAddToList"><custom-block s="One vs. Sixteen seed %l"><block var="SOUTH"/></custom-block><block var="Round 2 South"/></block><block s="doAddToList"><custom-block s="Two vs. Fifteen seed %l"><block var="WEST"/></custom-block><block var="Round 2 West"/></block><block s="doAddToList"><custom-block s="Three vs. Fourteen seed %l"><block var="EAST"/></custom-block><block var="Round 2 East"/></block><block s="doAddToList"><custom-block s="Four vs. Thirteen seed %l"><block var="MIDWEST"/></custom-block><block var="Round 2 Midwest"/></block></script><script x="57" y="503.33333333333326"><block s="doAddToList"><custom-block s="Five vs. Twelve seed %l"><l/></custom-block><l/></block><block s="doAddToList"><custom-block s="Six vs. Eleven seed %l"><l/></custom-block><l/></block><block s="doAddToList"><custom-block s="Seven vs. Ten seed %l"><l/></custom-block><l/></block><block s="doAddToList"><custom-block s="Eight vs. Nine seed %l"><l/></custom-block><l/></block></script></scripts></sprite><watcher var="WEST" style="normal" x="10" y="10" color="243,118,29" extX="80" extY="70"/><watcher var="SOUTH" style="normal" x="10" y="124.00000399999999" color="243,118,29" extX="80" extY="70"/><watcher var="Round 2 South" style="normal" x="10" y="238.00000799999998" color="243,118,29" extX="80" extY="70"/><watcher var="MIDWEST" style="normal" x="147" y="9.000005999999985" color="243,118,29" extX="80" extY="70"/><watcher var="EAST" style="normal" x="264" y="11.000001999999995" color="243,118,29" extX="80" extY="70"/><watcher var="Round 2 West" style="normal" x="314" y="248.00001399999996" color="243,118,29" extX="80" extY="70"/><watcher var="Round 2 Midwest" style="normal" x="197" y="249.00001199999997" color="243,118,29" extX="80" extY="70"/><watcher var="Round 2 East" style="normal" x="351" y="125.00000999999997" color="243,118,29" extX="80" extY="70"/></sprites></stage><variables><variable name="WEST"><list struct="atomic" id="444">Arizona,Long Island,Villanova,Utah St.,Wisconsin,High Point,Arkansas,Hawaii,BYU,NC ST/TEXAS,Gonzaga,Kennesaw St.,Miami (FL),Missouri,Purdue,Queens (N.C.)</list></variable><variable name="EAST"><list struct="atomic" id="445">Duke,Siena,Ohio St.,TCU,St. John&apos;s,Northern Iowa,Kansas,Cal Baptist,Louisville,South Florida,Michigan St.,North Dakota St.,UCLA,UCF,UConn,Furman</list></variable><variable name="SOUTH"><list struct="atomic" id="446">Florida,LEHIGH/PVAMU,Clemson,Iowa,Vanderbilt,McNeese,Nebraska,Troy,North Carolina,VCU,Illinois,Penn,Saint Mary&apos;s,Texas A&amp;M,Houston,Idaho</list></variable><variable name="MIDWEST"><list struct="atomic" id="447">Michigan,HOW/UMBC,Georgia,Saint Louis,Texas Tech,Alabama,Hofstra,Tennessee,SMU/MIA OH,Virginia,Wright St.,Kentucky,Santa Clara,Iowa St.,Tennessee St.</list></variable><variable name="Round 2 South"><list struct="atomic" id="448">Florida</list></variable><variable name="Round 2 East"><list struct="atomic" id="449"></list></variable><variable name="Round 2 Midwest"><list struct="atomic" id="450"></list></variable><variable name="Round 2 West"><list struct="atomic" id="451"></list></variable></variables></scene></scenes></project><media name="March Madness Simulator" app="Snap! 11.0.8, https://snap.berkeley.edu" version="2"></media></snapdata>