<snapdata remixID="12369770"><project name="march madness" app="Snap! 8.2, 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"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="one vs 16 seed %&apos;region&apos;" type="reporter" category="lists"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doDeclareVariables"><list><l>odds of 16th</l></list></block><block s="doSetVar"><l>odds of 16th</l><block s="reportRandom"><l>1</l><l>100</l></block></block><block s="doIfElse"><block s="reportVariadicEquals"><list><l>15</l><block var="odds of 16th"/></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 %&apos;region&apos;" type="reporter" category="lists"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doDeclareVariables"><list><l>odds of 15th</l></list></block><block s="doSetVar"><l>odds of 15th</l><block s="reportRandom"><l>1</l><l>100</l></block></block><block s="doIfElse"><block s="reportVariadicGreaterThan"><list><l>8</l><block var="odds of 15th"/></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="3 vs14 %&apos;region&apos;" type="reporter" category="lists"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doDeclareVariables"><list><l>odds of 14th</l></list></block><block s="doSetVar"><l>odds of 14th</l><block s="reportRandom"><l>1</l><l>100</l></block></block><block s="doIfElse"><block s="reportVariadicGreaterThan"><list><l>16</l><block var="odds of 14th"/></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 %&apos;region&apos;" type="reporter" category="lists"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doDeclareVariables"><list><l>odds of 13th</l></list></block><block s="doSetVar"><l>odds of 13th</l><block s="reportRandom"><l>1</l><l>100</l></block></block><block s="doIfElse"><block s="reportVariadicGreaterThan"><list><l>21</l><block var="odds of 13th"/></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><block-definition s="5 vs 12 %&apos;region&apos;" type="reporter" category="lists"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doDeclareVariables"><list><l>odds of 12th</l></list></block><block s="doSetVar"><l>odds of 12th</l><block s="reportRandom"><l>1</l><l>100</l></block></block><block s="doIfElse"><block s="reportVariadicGreaterThan"><list><l>36</l><block var="odds of 12th"/></list></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="6 vs 11 %&apos;region&apos;" type="reporter" category="lists"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doDeclareVariables"><list><l>odds of 11th</l></list></block><block s="doSetVar"><l>odds of 11th</l><block s="reportRandom"><l>1</l><l>100</l></block></block><block s="doIfElse"><block s="reportVariadicGreaterThan"><list><l>39</l><block var="odds of 11th"/></list></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="7 vs 10 %&apos;region&apos;" type="reporter" category="lists"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doDeclareVariables"><list><l>odds of 10th</l></list></block><block s="doSetVar"><l>odds of 10th</l><block s="reportRandom"><l>1</l><l>100</l></block></block><block s="doIfElse"><block s="reportVariadicGreaterThan"><list><l>39</l><block var="odds of 10th"/></list></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="8 vs 9 %&apos;region&apos;" type="reporter" category="lists"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doDeclareVariables"><list><l>odds of 9th</l></list></block><block s="doSetVar"><l>odds of 9th</l><block s="reportRandom"><l>1</l><l>100</l></block></block><block s="doIfElse"><block s="reportVariadicGreaterThan"><list><l>51</l><block var="odds of 9th"/></list></block><script><block s="doReport"><block s="reportListItem"><l>9</l><block var="region"/></block></block></script><script><block s="doReport"><block s="reportListItem"><l>8</l><block var="region"/></block></block></script></block></script></block-definition></blocks><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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st</l><l>tennesse</l><l>duke</l><l>kentucky</l><l>michigan st</l><l>memphis</l><l>florida atlantic</l><l>USC</l><l>Providance</l><l>Oral Roberts</l><l>loisiana</l><l>montana st</l><l>vermont</l><l>Texas southern/FDU</l></list></block></block><block s="doSetVar"><l>south</l><block s="reportNewList"><list><l>Alibama</l><l>Arizona</l><l>Baylor</l><l>Virginia</l><l>san diego st</l><l>creighton</l><l>missouri</l><l>maryland</l><l>west virginia</l><l>utah st</l><l>NC state</l><l>Charelston</l><l>Furman</l><l>UCSB</l><l>princeton</l><l>Texas A&amp;M-CC</l></list></block></block><block s="doSetVar"><l>midwest</l><block s="reportNewList"><list><l>Houstan</l><l>texas</l><l>Xaviar</l><l>Indiana</l><l>Miami FL</l><l>Iowa st</l><l>Texas A&amp;M</l><l>Iowa</l><l>Auburn</l><l>Penn st</l><l>Pittsburgh</l><l>Drake</l><l>Kent st</l><l>Kennesaw ST</l><l>Colgate</l><l>Northern KY</l></list></block></block></script><script x="20" y="310.66666666666686"><block s="doAddToList"><l></l><l/></block></script><script x="20" y="349.66666666666686"><custom-block s="one vs 16 seed %s"><l></l></custom-block></script><script x="20" y="382.66666666666686"><custom-block s="2 vs 15 %s"><l></l></custom-block></script><script x="20" y="415.66666666666697"><custom-block s="3 vs14 %s"><l></l></custom-block></script><script x="20" y="448.66666666666686"><custom-block s="4 vs 13 %s"><l></l></custom-block></script><script x="20" y="481.66666666666686"><custom-block s="5 vs 12 %s"><l></l></custom-block></script><script x="20" y="514.6666666666669"><custom-block s="6 vs 11 %s"><l></l></custom-block></script><script x="20" y="547.6666666666669"><custom-block s="7 vs 10 %s"><l></l></custom-block></script><script x="20" y="580.6666666666669"><custom-block s="8 vs 9 %s"><l></l></custom-block></script><script x="20" y="613.6666666666671"><block var="south"/></script><script x="20" y="643.5000000000001"><block var="west"/></script><script x="20" y="673.3333333333334"><block var="midwest"/></script><script x="20" y="703.1666666666667"><block var="east"/></script><script x="20" y="733"><block var="round 2 east"/></script><script x="20" y="762.8333333333334"><block var="round 2 west"/></script><script x="20" y="792.666666666667"><block var="round 2 South"/></script><script x="20" y="822.5000000000005"><block var="round 2 midwest"/></script></scripts></sprite><watcher var="west" style="normal" x="10" y="10" color="243,118,29" hidden="true"/><watcher var="east" style="normal" x="10" y="31.000001999999995" color="243,118,29" hidden="true"/><watcher var="south" style="normal" x="10" y="52.00000399999999" color="243,118,29" hidden="true"/><watcher var="midwest" style="normal" x="10" y="73.00000599999998" color="243,118,29" hidden="true"/><watcher var="round 2 South" style="normal" x="3" y="8.00000799999998" color="243,118,29" extX="99" extY="167"/><watcher var="round 2 west" style="normal" x="135" y="8.000009999999975" color="243,118,29" extX="103" extY="168"/><watcher var="round 2 midwest" style="normal" x="265" y="6.00001199999997" color="243,118,29" extX="80" extY="170"/><watcher var="round 2 east" style="normal" x="369" y="5.00000799999998" color="243,118,29" extX="91" extY="169"/></sprites></stage><variables><variable name="west"><list struct="atomic" id="399">Kansas,UCLA,Gonzaga,Uconn,Saint Mary&apos;s,TCU,Northwestern,Arkansas,Illinois,Boise state,arizona st/nevada,VCU,Iona,Grand Canyon,UNC Ashville,Howard</list></variable><variable name="east"><list struct="atomic" id="400">perdue,marquette,kansas st,tennesse,duke,kentucky,michigan st,memphis,florida atlantic,USC,Providance,Oral Roberts,loisiana,montana st,vermont,Texas southern/FDU</list></variable><variable name="south"><list struct="atomic" id="401">Alibama,Arizona,Baylor,Virginia,san diego st,creighton,missouri,maryland,west virginia,utah st,NC state,Charelston,Furman,UCSB,princeton,Texas A&amp;M-CC</list></variable><variable name="midwest"><list struct="atomic" id="402">Houstan,texas,Xaviar,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="round 2 South"><list struct="atomic" id="403">Alibama,Arizona,Baylor,Virginia,san diego st,NC state,utah st,west virginia</list></variable><variable name="round 2 west"><list struct="atomic" id="404">Kansas,UCLA,Gonzaga,Uconn,Saint Mary&apos;s,TCU,Northwestern,Arkansas</list></variable><variable name="round 2 midwest"><list struct="atomic" id="405">Houstan,texas,Xaviar,Indiana,Miami FL,Iowa st,Penn st,Iowa</list></variable><variable name="round 2 east"><list struct="atomic" id="406">perdue,marquette,kansas st,tennesse,duke,kentucky,michigan st,memphis</list></variable></variables></scene></scenes></project><media name="march madness" app="Snap! 8.2, https://snap.berkeley.edu" version="2"></media></snapdata>