<snapdata remixID="15120596"><project name="March Madness" app="Snap! 11.0.8, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes 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var="region"/></block></block></script></block></script></block-definition><block-definition s="Four vs Thirteen seed %&apos;region&apos;" type="reporter" category="variables"><header></header><code></code><translations></translations><inputs><input type="%s" initial="1"></input></inputs><script><block s="doIfElse"><block s="reportListContainsItem"><block s="reportNumbers"><l>1</l><l>31</l></block><block s="reportRandom"><l>31</l><l>119</l></block></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="Five vs Twelve seed %&apos;region&apos;" type="reporter" category="variables"><header></header><code></code><translations></translations><inputs><input type="%s" initial="1"></input></inputs><script><block s="doIfElse"><block s="reportListContainsItem"><block 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var="region"/></block></block></script></block></script></block-definition><block-definition s="Seven vs Ten seed %&apos;region&apos;" type="reporter" category="variables"><header></header><code></code><translations></translations><inputs><input type="%s" initial="1"></input></inputs><script><block s="doIfElse"><block s="reportListContainsItem"><block s="reportNumbers"><l>1</l><l>59</l></block><block s="reportRandom"><l>59</l><l>91</l></block></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="Eight vs Nine seed %&apos;region&apos;" type="reporter" category="variables"><header></header><code></code><translations></translations><inputs><input type="%s" initial="1"></input></inputs><script><block s="doIfElse"><block s="reportListContainsItem"><block 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struct="atomic" id="223"></list></costumes><sounds><list struct="atomic" id="224"></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" hidden="true" costume="0" color="80,80,80,1" pen="tip" id="229"><costumes><list struct="atomic" id="230"></list></costumes><sounds><list struct="atomic" id="231"></list></sounds><blocks></blocks><variables></variables><scripts><script x="22" y="28.99999999999997"><block s="receiveGo"></block><block s="doSetVar"><l>EAST</l><block s="reportTextSplit"><l>Duke&#xD;&#xD;UConn&#xD;&#xD;Kentucky&#xD;&#xD;Kansas&#xD;&#xD;Michigan St.&#xD;&#xD;St. John’s&#xD;&#xD;UCLA&#xD;&#xD;Ohio St.&#xD;&#xD;TCU&#xD;&#xD;Utah&#xD;&#xD;South Florida&#xD;&#xD;Northern Iowa&#xD;&#xD;Cal Baptist&#xD;&#xD;North Dakota St.&#xD;&#xD;Furman&#xD;&#xD;Siena</l><l>&#xD;&#xD;</l></block></block><block s="doSetVar"><l>WEST</l><block s="reportTextSplit"><l>Arizona&#xD;&#xD;Purdue&#xD;&#xD;Wisconsin&#xD;&#xD;Kansas St.&#xD;&#xD;Saint Louis&#xD;&#xD;BYU&#xD;&#xD;Gonzaga&#xD;&#xD;Villanova&#xD;&#xD;Utah St.&#xD;&#xD;Missouri&#xD;&#xD;NC St. / Texas&#xD;&#xD;Akron&#xD;&#xD;Hawaii&#xD;&#xD;High Point&#xD;&#xD;Queens (N.C.)&#xD;&#xD;Long Island</l><l>&#xD;&#xD;</l></block></block><block s="doSetVar"><l>SOUTH</l><block s="reportTextSplit"><l>Florida&#xD;&#xD;Houston&#xD;&#xD;Illinois&#xD;&#xD;Nebraska&#xD;&#xD;Vanderbilt&#xD;&#xD;North Carolina&#xD;&#xD;Saint Mary’s&#xD;&#xD;Clemson&#xD;&#xD;Iowa&#xD;&#xD;Texas A&amp;M&#xD;&#xD;VCU&#xD;&#xD;McNeese&#xD;&#xD;Troy&#xD;&#xD;Lehigh / PVAMU&#xD;&#xD;Idaho&#xD;&#xD;LEHIGH/PVAMU</l><l>&#xD;&#xD;</l></block></block><block s="doSetVar"><l>MIDWEST</l><block s="reportTextSplit"><l>Michigan&#xD;&#xD;Kentucky&#xD;&#xD;Tennessee&#xD;&#xD;Alabama&#xD;&#xD;Texas Tech&#xD;&#xD;Virginia&#xD;&#xD;SMU&#xD;&#xD;Georgia&#xD;&#xD;UConn&#xD;&#xD;Ohio St.&#xD;&#xD;Florida&#xD;&#xD;Arkansas&#xD;&#xD;Hofstra&#xD;&#xD;Wright St.&#xD;&#xD;Tennessee St.&#xD;&#xD;Howard/UMBC</l><l>&#xD;&#xD;</l></block></block><block s="doSetVar"><l>round2East</l><block s="reportNewList"><list></list></block></block><block s="doSetVar"><l>round2West</l><block s="reportNewList"><list></list></block></block><block s="doSetVar"><l>round2South</l><block s="reportNewList"><list></list></block></block><block s="doSetVar"><l>round2Midwest</l><block s="reportNewList"><list></list></block></block><block s="doForEach"><l>index</l><block s="reportNumbers"><l>1</l><l>4</l></block><script><block s="doDeclareVariables"><list><l>region</l><l>round2region</l></list></block><block s="doSetVar"><l>region</l><block s="reportListItem"><block var="index"/><block s="reportNewList"><list><block var="EAST"/><block var="WEST"/><block var="SOUTH"/><block var="MIDWEST"/></list></block></block></block><block s="doSetVar"><l>round2region</l><block s="reportListItem"><block var="index"/><block s="reportNewList"><list><block var="round2East"/><block var="round2West"/><block var="round2South"/><block var="round2Midwest"/></list></block></block></block><block s="doAddToList"><custom-block s="One vs Sixteen seed %s"><block var="region"/></custom-block><block var="round2region"/></block><block s="doAddToList"><custom-block s="Two vs Fifteen seed %s"><block var="region"/></custom-block><block var="round2region"/></block><block s="doAddToList"><custom-block s="Three vs Fourteen seed %s"><block var="region"/></custom-block><block var="round2region"/></block><block s="doAddToList"><custom-block s="Four vs Thirteen seed %s"><block var="region"/></custom-block><block var="round2region"/></block><block s="doAddToList"><custom-block s="Five vs Twelve seed %s"><block var="region"/></custom-block><block var="round2region"/></block><block s="doAddToList"><custom-block s="Six vs Eleven seed %s"><block var="region"/></custom-block><block var="round2region"/></block><block s="doAddToList"><custom-block s="Seven vs Ten seed %s"><block var="region"/></custom-block><block var="round2region"/></block><block s="doAddToList"><custom-block s="Eight vs Nine seed %s"><block var="region"/></custom-block><block var="round2region"/></block></script></block></script></scripts></sprite><watcher var="EAST" style="normal" x="243" y="7.000001999999995" color="243,118,29" extX="80" extY="70"/><watcher var="SOUTH" style="normal" x="119" y="9.00000399999999" color="243,118,29" extX="80" extY="70"/><watcher var="round2West" style="normal" x="9" y="202.00000999999997" color="243,118,29" extX="80" extY="70"/><watcher var="WEST" style="normal" x="4" y="9" color="243,118,29" extX="80" extY="70"/><watcher var="round2East" style="normal" x="247" y="199.00000799999998" color="243,118,29" extX="80" extY="70"/><watcher var="round2South" style="normal" x="126" y="202.00001199999997" color="243,118,29" extX="80" extY="70"/><watcher var="round2Midwest" style="normal" x="378" y="197.00001399999996" color="243,118,29" extX="80" extY="70"/><watcher var="MIDWEST" style="normal" x="380" y="6.000005999999985" color="243,118,29" extX="80" extY="70"/></sprites></stage><variables><variable name="WEST"><list struct="atomic" id="372">Arizona,Purdue,Wisconsin,Kansas St.,Saint Louis,BYU,Gonzaga,Villanova,Utah St.,Missouri,NC St. / Texas,Akron,Hawaii,High Point,Queens (N.C.),Long Island</list></variable><variable name="EAST"><list struct="atomic" id="373">Duke,UConn,Kentucky,Kansas,Michigan St.,St. John’s,UCLA,Ohio St.,TCU,Utah,South Florida,Northern Iowa,Cal Baptist,North Dakota St.,Furman,Siena</list></variable><variable name="SOUTH"><list struct="atomic" id="374">Florida,Houston,Illinois,Nebraska,Vanderbilt,North Carolina,Saint Mary’s,Clemson,Iowa,Texas A&amp;M,VCU,McNeese,Troy,Lehigh / PVAMU,Idaho,LEHIGH/PVAMU</list></variable><variable name="MIDWEST"><list struct="atomic" id="375">Michigan,Kentucky,Tennessee,Alabama,Texas Tech,Virginia,SMU,Georgia,UConn,Ohio St.,Florida,Arkansas,Hofstra,Wright St.,Tennessee St.,Howard/UMBC</list></variable><variable name="round2East"><list struct="atomic" id="376">Siena,UConn,Kentucky,Kansas,Michigan St.,St. John’s,UCLA,Ohio St.</list></variable><variable name="round2West"><list struct="atomic" id="377">Arizona,Purdue,Wisconsin,Kansas St.,Saint Louis,BYU,Gonzaga,Villanova</list></variable><variable name="round2South"><list struct="atomic" id="378">Florida,Houston,Illinois,Nebraska,Vanderbilt,North Carolina,Saint Mary’s,Iowa</list></variable><variable name="round2Midwest"><list struct="atomic" id="379">Michigan,Kentucky,Tennessee,Alabama,Texas Tech,Virginia,SMU,Georgia</list></variable></variables></scene></scenes></project><media name="March Madness" app="Snap! 11.0.8, https://snap.berkeley.edu" version="2"></media></snapdata>