<snapdata remixID="15099074"><project name="marchmadness - Suhas Bandlapalli" 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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s="reportListItem"><l>3</l><block 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>1</l><l>150</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 s="reportNumbers"><l>1</l><l>53</l></block><block s="reportRandom"><l>1</l><l>150</l></block></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="Six vs Eleven 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>58</l></block><block s="reportRandom"><l>1</l><l>150</l></block></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="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>1</l><l>150</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" 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="66.1083984375" y="206.33333333333286"><block s="reportListContainsItem"><block s="reportNumbers"><l>1</l><l>74</l></block><block s="reportRandom"><l>1</l><l>150</l></block></block></script><script x="10" y="301.6666666666662"><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="1" y="2.000001999999995" color="243,118,29" extX="80" extY="70"/><watcher var="WEST" style="normal" x="111" y="7" color="243,118,29" extX="80" extY="70"/><watcher var="SOUTH" style="normal" x="0" y="131.000004" color="243,118,29" extX="80" extY="70"/><watcher var="MIDWEST" style="normal" x="110" y="137.00000599999998" color="243,118,29" extX="80" extY="70"/><watcher var="round2East" style="normal" x="262" y="11.000005999999985" color="243,118,29" extX="80" extY="70" hidden="true"/><watcher var="round2West" style="normal" x="367" y="12.00000799999998" color="243,118,29" extX="80" extY="70"/><watcher var="round2South" style="normal" x="261" y="119.00000399999999" color="243,118,29" extX="80" extY="70"/><watcher var="round2Midwest" style="normal" x="373" y="114.00000999999997" color="243,118,29" extX="80" extY="70"/></sprites></stage><variables><variable name="WEST"><list struct="atomic" id="381">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="382">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="383">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="384">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="round2South"><list struct="atomic" id="385">Florida,Houston,Illinois,Nebraska,Vanderbilt,North Carolina,Texas A&amp;M,Iowa</list></variable><variable name="round2East"><list struct="atomic" id="386">Duke,UConn,Kentucky,Kansas,Michigan St.,St. John’s,Utah,TCU</list></variable><variable name="round2West"><list struct="atomic" id="387">Arizona,Purdue,Wisconsin,Kansas St.,Saint Louis,BYU,Gonzaga,Utah St.</list></variable><variable name="round2Midwest"><list struct="atomic" id="388">Michigan,Kentucky,Tennessee,Alabama,Texas Tech,Virginia,SMU,UConn</list></variable></variables></scene></scenes></project><media name="marchmadness - Suhas Bandlapalli" app="Snap! 11.0.8, https://snap.berkeley.edu" version="2"></media></snapdata>