<?xml version="1.0" encoding="UTF-8" standalone="yes"?><oembed><version><![CDATA[1.0]]></version><provider_name><![CDATA[The Dish]]></provider_name><provider_url><![CDATA[http://dish.andrewsullivan.com]]></provider_url><author_name><![CDATA[Andrew Sullivan]]></author_name><author_url><![CDATA[https://dish.andrewsullivan.com/author/sullydish/]]></author_url><title><![CDATA[Calculating A Fair&nbsp;Trial]]></title><type><![CDATA[link]]></type><html><![CDATA[<p>Dana Mackenzie <a href="http://www.slate.com/articles/health_and_science/science/2013/04/the_mathematics_of_juries_the_jury_size_and_voting_margins_necessary_for.single.html">does the math</a> to determine the ideal size and design of a jury:</p>
<blockquote><p>In a very provocative 1992 paper, George Thomas, a law professor at Rutgers University, and his student Barry Pollack, now a partner at Pollack Solomon Duffy LLP in Boston, argued that the function of a jury is to serve as a proxy for society. In ancient Greece <em>every </em>citizen of the polis served on the jury. In the modern world this is impractical, so we settle for juries of 12. &#8230;</p>
<p>If you pick 12 people at random, how likely is it that they will disagree <em>unanimously</em> with the majority of society? Not very likely. How likely is it that they will disagree with society by a 9-to-3 majority? Thomas and Pollack crunched the numbers, and Suzuki recrunched them. And they found a surprising consistency. For every margin that the Supreme Court has allowed to stand (6- to 0, 10 to 2, 9 to 3), the probability of a disagreement between society and the jury is less than 1.5 percent. And for every margin that the Supreme Court has ruled unconstitutional (5 to 1, 5 to 0), the probability of disagreement is greater than 1.5 percent. Thus, without realizing it, the Supreme Court has consistently held that there should be less than a 1-60 chance that the jury will disagree with society. Judicial hunch meets mathematical rigor!</p></blockquote>
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