<snapdata remixID="15092117"><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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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="%l" initial="1"></input></inputs><script><block s="doDeclareVariables"><list><l>chance of 12 winning</l></list></block><block s="doSetVar"><l>chance of 12 winning</l><block s="reportRandom"><l>1</l><l>100</l></block></block><block s="doIfElse"><block s="reportVariadicLessThan"><list><block var="chance of 12 winning"/><l>36</l></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 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winning</l></list></block><block s="doSetVar"><l>chance of 10 winning</l><block s="reportRandom"><l>1</l><l>100</l></block></block><block s="doIfElse"><block s="reportVariadicLessThan"><list><block var="chance of 10 winning"/><l>41</l></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="%l" initial="1"></input></inputs><script><block s="doDeclareVariables"><list><l>chance of 9 winning</l></list></block><block s="doSetVar"><l>chance of 9 winning</l><block s="reportRandom"><l>1</l><l>100</l></block></block><block s="doIfElse"><block s="reportVariadicLessThan"><list><block var="chance of 9 winning"/><l>50</l></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><scripts><script x="198.6708984375" y="149.33333333333331"><block var="region"/></script><script x="193.8515625" y="192.00000000000006"><block var="region"/></script></scripts></block-definition></blocks><primitives></primitives><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="true" hyperops="true" codify="false" inheritance="true" sublistIDs="false" 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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="0" 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="58" y="33"><block s="receiveGo"></block><block s="doSetVar"><l>east</l><block s="reportNewList"><list><l>Duke</l><l>Uconn</l><l>Michigan St</l><l>Kansas</l><l>St Johns</l><l>Louisville</l><l>UCLA</l><l>Ohio St</l><l>TCU</l><l>UCF</l><l>South Florida</l><l>Northern Iowa</l><l>Cal Baptist</l><l>North Dakota St</l><l>Furman</l><l>Siena</l></list></block></block><block s="doSetVar"><l>west</l><block s="reportNewList"><list><l>Arizona</l><l>Purdue</l><l>Gonzaga</l><l>Arkansas</l><l>Wisconsin</l><l>BYU</l><l>Miami</l><l>Villanova</l><l>Utah St.</l><l>Missouri</l><l>villanova</l><l>High Point</l><l>Hawaii</l><l>Kennesaw St.</l><l>Queens (N.C.)</l><l>Long island</l></list></block></block><block s="doSetVar"><l>midwest</l><block s="reportNewList"><list><l>Michigan</l><l>Iowa St</l><l>Virginia</l><l>Alabama</l><l>Texas Tech</l><l>Tennesee</l><l>Kentucky</l><l>Georgia</l><l>Saint Louis</l><l>Santa Clara</l><l>MIA OH</l><l>Akron</l><l>Hofstra</l><l>Wright State</l><l>Tennesse St</l><l>howard</l></list></block></block><block s="doSetVar"><l>south</l><block s="reportNewList"><list><l>Florida</l><l>Houston</l><l>Illinois</l><l>Nebraska</l><l>Vanderbilt</l><l>North Carolina</l><l>Saint Mary&apos;s</l><l>Clemson</l><l>Iowa</l><l>Texas A&amp;M</l><l>VCU</l><l>McNeese</l><l>Troy</l><l>Penn</l><l>Idaho</l><l>Prairie View A&amp;M</l></list></block></block></script></scripts></sprite><watcher var="east" style="normal" x="10" y="10" color="243,118,29" extX="80" extY="70" hidden="true"/><watcher var="west" style="normal" x="10" y="31.000001999999995" color="243,118,29" hidden="true"/><watcher var="midwest" style="normal" x="10" y="52.00000399999999" color="243,118,29" hidden="true"/><watcher var="south" style="normal" x="10" y="73.00000599999998" color="243,118,29" hidden="true"/><watcher var="round 2 midwest" style="normal" x="231" y="3.0000119999999697" color="243,118,29" extX="216" extY="163"/><watcher var="Round 2 east" style="normal" x="7" y="7.00000799999998" color="243,118,29" extX="185" extY="156"/><watcher var="round 2 west" style="normal" x="4" y="185.00000999999997" color="243,118,29" extX="200" extY="156"/><watcher var="round 2 south" style="normal" x="236" y="179.00001399999996" color="243,118,29" extX="223" extY="158"/></sprites></stage><variables><variable name="east"><list struct="atomic" id="381">Duke,Uconn,Michigan St,Kansas,St Johns,Louisville,UCLA,Ohio St,TCU,UCF,South Florida,Northern Iowa,Cal Baptist,North Dakota St,Furman,Siena</list></variable><variable name="west"><list struct="atomic" id="382">Arizona,Purdue,Gonzaga,Arkansas,Wisconsin,BYU,Miami,Villanova,Utah St.,Missouri,villanova,High Point,Hawaii,Kennesaw St.,Queens (N.C.),Long island</list></variable><variable name="midwest"><list struct="atomic" id="383">Michigan,Iowa St,Virginia,Alabama,Texas Tech,Tennesee,Kentucky,Georgia,Saint Louis,Santa Clara,MIA OH,Akron,Hofstra,Wright State,Tennesse St,howard</list></variable><variable name="south"><list struct="atomic" id="384">Florida,Houston,Illinois,Nebraska,Vanderbilt,North Carolina,Saint Mary&apos;s,Clemson,Iowa,Texas A&amp;M,VCU,McNeese,Troy,Penn,Idaho,Prairie View A&amp;M</list></variable><variable name="Round 2 east"><list struct="atomic" id="385">Duke,Uconn,Michigan St,Kansas,St Johns,South Florida,UCF,Ohio St</list></variable><variable name="round 2 west"><list struct="atomic" id="386">Arizona,Purdue,Gonzaga,Arkansas,Wisconsin,BYU,Miami,Utah St.</list></variable><variable name="round 2 midwest"><list struct="atomic" id="387">Michigan,Iowa St,Wright State,Alabama,Texas Tech,MIA OH,Kentucky,Georgia</list></variable><variable name="round 2 south"><list struct="atomic" id="388">Florida,Houston,Illinois,Nebraska,Vanderbilt,VCU,Saint Mary&apos;s,Clemson</list></variable></variables></scene></scenes></project><media name="March Madness" app="Snap! 11.0.8, https://snap.berkeley.edu" version="2"></media></snapdata>