tag:blogger.com,1999:blog-22413964019250267182024-03-04T21:10:02.439-08:00Words That Flycool lookhttp://www.blogger.com/profile/06140429623792610417noreply@blogger.comBlogger1000125tag:blogger.com,1999:blog-2241396401925026718.post-89987311048015395482014-01-17T14:54:00.000-08:002014-01-19T08:19:59.666-08:00Legal Implications of Medical Marijuana and the NFLIf an NFL player received a physician's prescription to use marijuana as a medicine, could the NFL deny him? The answer is probably yes, since the player's contract requires him to adhere to collectively-bargained restrictions, one of which is no use of marijuana. As to whether the player could seek a claim under the Americans with Disabilities Act to use marijuana, while it's true that the ADA can't be contracted around, the Ninth Circuit <a href="http://www.callaborlaw.com/entry/ninth-circuit-medical-marijuana-use-not-protected-by-ada" target="_blank">recently held</a> that medical marijuana is not protected by the ADA.<br /><br />I spoke with Maggie Gray today about this topic and the arrest of Browns receiver Davone Bess -- who was arrested at an airport after tweeting a photo which seemed to show marijuana -- on SI Now:<br /><br /><object classid="clsid:D27CDB6E-AE6D-11cf-96B8-444553540000" codebase="http://download.macromedia.com/pub/shockwave/cabs/flash/swflash.cab#version=9,0,47,0" height="270" id="flashObj" width="480"><param name="movie" value="http://c.brightcove.com/services/viewer/federated_f9?isVid=1&isUI=1" /><param name="bgcolor" value="#FFFFFF" /><param name="flashVars" value="videoId=3067461711001&linkBaseURL=http%3A%2F%2Fsportsillustrated.cnn.com%2Fvideo%2Fnfl%2F20140117%2F2014-01-17-clip07.sportsillustrated%2F&playerID=2869183374001&playerKey=AQ~~,AAAB9mw57HE~,xU4DCdZtHhuIakVdyH5VnUosMOtC9a9v&domain=embed&dynamicStreaming=true" /><param name="base" value="http://admin.brightcove.com" /><param name="seamlesstabbing" value="false" /><param name="allowFullScreen" value="true" /><param name="swLiveConnect" value="true" /><param name="allowScriptAccess" value="always" /><embed src="http://c.brightcove.com/services/viewer/federated_f9?isVid=1&isUI=1" bgcolor="#FFFFFF" flashVars="videoId=3067461711001&linkBaseURL=http%3A%2F%2Fsportsillustrated.cnn.com%2Fvideo%2Fnfl%2F20140117%2F2014-01-17-clip07.sportsillustrated%2F&playerID=2869183374001&playerKey=AQ~~,AAAB9mw57HE~,xU4DCdZtHhuIakVdyH5VnUosMOtC9a9v&domain=embed&dynamicStreaming=true" base="http://admin.brightcove.com" name="flashObj" width="480" height="270" seamlesstabbing="false" type="application/x-shockwave-flash" allowFullScreen="true" allowScriptAccess="always" swLiveConnect="true" pluginspage="http://www.macromedia.com/shockwave/download/index.cgi?P1_Prod_Version=ShockwaveFlash"></embed></object>cool lookhttp://www.blogger.com/profile/06140429623792610417noreply@blogger.com0tag:blogger.com,1999:blog-2241396401925026718.post-73072478930354875462014-01-16T05:00:00.000-08:002014-01-19T08:19:59.654-08:00A-Rod, the MLBPA, and PED Culture ChangeBy now everyone has had time to digest Monday's news that <a href="http://www.scribd.com/doc/199436946/Alex-Rodriguez-Complaint">Alex Rodriguez is suing both MLB and the Major League Baseball Players Association</a> in an attempt to overturn the decision by arbitrator Frederic Horowitz's suspending him for the entire 2014 season. While Rodriguez's case against MLB had been expected, his decision to also name the MLBPA in the suit took some by surprise. In particular, Rodriguez alleges that the union violated its duty to fairly represent him in three ways: (i) by failing to take sufficient steps to stop MLB from leaking confidential details regarding his arbitration to the media, (ii) by failing to intervene to prevent MLB from obtaining information through it's Florida state court lawsuit against Biogenesis, and (iii) through statements made by former MLBPA Executive Director Michael Weiner allegedly suggesting that A-Rod was guilty of PED use.<br /><br />Rodriguez likely included the claims against the MLBPA in his suit in hopes of boosting his chances of convincing the federal court to overturn the arbitration decision. By alleging that the union did not fairly represent him in the matter, he can contend that he should not be bound by the arbitration's outcome, despite the fact that it was the result of a collectively-bargained-for procedure. Rodriguez's chances of success on the claim are nevertheless quite slim, as a breach of the duty of fair representation typically requires a showing that the union acted in bad faith, or in an arbitrary or discriminatory way, neither of which appears to be the case here.<br /><br />A-Rod's suit against the MLBPA can also be viewed in another light, however; in many respects, it is a natural consequence of <a href="http://espn.go.com/mlb/story/_/id/9525457/biogenesis-transformation-mlbpa">the recent culture change within the union regarding PED use</a>. In the wake of the Biogenesis scandal, a majority of MLB players increasingly appear to favor stiffer punishment of PED violators. For example, the MLBPA announced over the <a href="http://espn.go.com/mlb/story/_/id/9488348/michael-weiner-mlbpa-head-says-union-protect-ped-users">summer that it would not defend players in cases where there was overwhelming evidence of PED use</a>, but would instead encourage them to reach a settlement with MLB. While such a stance appears to reflect the majority opinion within the union, it also exposes the MLBPA to suits like Rodriguez's when an accused PED user feels that the union should have done more to protect him from league prosecution.<br /><br />This culture change may also explain one curious aspect of the Rodriguez arbitration decision. Prior to the release of the decision, <a href="http://www.fangraphs.com/blogs/arbitrators-decision-on-rodriguez-suspension-leaves-bad-taste/">commentators had questioned how MLB had reached the 211-game figure in its suspension of Rodriguez</a>. Indeed, under Section 7.A of MLB's <a href="http://www.google.com/url?sa=t&rct=j&q=&esrc=s&source=web&cd=1&ved=0CCsQFjAA&url=http%3A%2F%2Fmlb.mlb.com%2Fpa%2Fpdf%2Fjda.pdf&ei=qe_WUoysHq6_sQSwm4KABg&usg=AFQjCNHit97AVSlro5_lxXgBlJbDrMp9YQ&sig2=Zwat2MqHPp7cJVS0kom8Eg&bvm=bv.59378465,d.cWc">Joint Drug Agreement</a> (JDA), a first time violator is supposed to receive a 50-game suspension. However, as the arbitration decision reveals, Rodriguez's suspension was not based on Section 7.A, but instead on Section 7.G.2, under which a player is "subject[] to disciplinary action for just cause" for "any violation ... not referenced in Section 7.A through 7.F."<br /><br /><a href="http://www.fangraphs.com/blogs/rodriguez-arbitration-decision-a-clean-sweep-for-mlb/">As Fangraph's Wendy Thurm has pointed out</a>, this reliance on Section 7.G.2 is somewhat curious. Based on its express language, Section 7.G.2 only applies in cases where there has not been a violation of Section 7.A. Section 7.A, meanwhile, expressly applies in cases where a player "tests positive for a Performance Enhancing Substance, or otherwise violates the program through the use or possession of a Performance Enhancing Substance," the latter half of which seemingly would apply to the facts of the A-Rod case. Arbitrator Horowitz concluded that Section 7.A did not apply to Rodriguez, though, because A-Rod was not accused of using a single prohibited Performance Enhancing Substance, but instead of using three different banned substances. In such a case, he determined, punishment pursuant to Section 7.G.2 was warranted.<br /><br />Horowitz's reading of the JDA runs contrary to normal rules of interpretation, under which singular nouns are typically assumed to include the plural form, and visa versa, unless the context indicates otherwise. In other words, the term "a Performance Enhancing Substance" would normally refer not only to the use of a single banned substance, but the use of multiple prohibited substances as well.<br /><br />Horowitz's decision justifies his unusual interpretation of Section 7.A as follows:<br /><blockquote class="tr_bq">MLB, the MLBPA, and the Player agree that Section 7.G.2 of the JDA supplies the governing framework for this case. The record establishes that cases such as this, involving continuous and prolonged use or possession of multiple substances (as opposed, <i>e.g.</i>, to a single positive test), were intended to be handled under Section 7.G.2 rather than Section 7.A.</blockquote><a href="http://www.scribd.com/doc/199436946/Alex-Rodriguez-Complaint">Arbitration Decision at 28</a> (appearing as Exhibit A to A-Rod's complaint).<br /><br />All of this raises the question of why the MLBPA would agree to such an interpretation of the JDA. Indeed, because violations of Section 7.G.2 are not subject to the typical 50-100-lifetime suspension framework employed for violations of Section 7.A, David Waldstein of the <i>New York Times</i> notes that <a href="http://www.nytimes.com/2014/01/16/sports/baseball/rodriguez-ruling-gives-baseball-a-disciplinary-hammer.html?ref=sports&_r=0">the Rodriguez arbitration decision potentially gives MLB significant new power to punish alleged PED users</a>. Admittedly, in Rodriguez's case the application of Section 7.G.2 was arguably beneficial, as his use of three different banned substances could have potentially justified a lifetime suspension under Section 7.A. Nevertheless, given that the Rodriguez decision will serve as a precedent for future cases, and therefore may subject players that would normally be subject to only a 50 or 100-game suspension under Section 7.A to lengthier punishment, the question remains of why the MLBPA would take such a stance in the Rodriguez arbitration.<br /><br />Although we don't know for sure why the MLBPA took the position it did, one possible explanation is that its stance reflects the union's changing culture with respect to PED use. If a majority of union members now favor stiffer punishment of PED users, then the MLBPA's consent to the application of Section 7.G.2 in cases where a player used multiple banned substances begins to make more sense. While this new interpretation will certainly hurt those accused of PED use in the future, it will likely also have a significant deterrent effect against PED usage. As a result, the union may have concluded that it was willing to concede to a potentially questionable interpretation of the JDA in order to accede to the wishes of a majority of its membership.<br /><br />Indeed, the union's stance on the applicability of Section 7.A to A-Rod's case appears to have shifted over time. Last summer, <a href="http://www.fangraphs.com/blogs/mlbpa-chief-michael-weiner-with-potential-game-changer-on-biogenesis/">MLBPA Executive Director Michael Weiner seemed to suggest that the Biogenesis suspensions were not subject to Section 7.A</a>. By the time Rodriguez was formally suspended in August, however, the union had apparently changed its position, with Commissioner Bud Selig acknowledging that "the MLBPA has now taken the position that your [Rodriguez's] discipline ... can only be imposed in accordance with the schedule set forth in Section 7.A." (<a href="http://www.scribd.com/doc/199436946/Alex-Rodriguez-Complaint">Arbitration Decision at 14</a>). By the time that Rodriguez's case reached arbitration, however, the union apparently had flip-flopped once again, agreeing that Section 7.G.2 was the applicable provision.<br /><br />Whether the union will ultimately come to regret its position in the Rodriguez case remains to be seen. At a minimum, though, it appears to reflect a new reality within the MLBPA regarding PED use.cool lookhttp://www.blogger.com/profile/06140429623792610417noreply@blogger.com0tag:blogger.com,1999:blog-2241396401925026718.post-1543928255394529862014-01-15T12:20:00.000-08:002014-01-19T08:19:59.626-08:00Fontana on Jewish athletes<a href="https://fiumail.fiu.edu/owa/redir.aspx?C=gaR_0L4Tik-moC_ixk228RD-dwPE5dAIrBwfTFQtj9zFCbuKz6MOJjROsPgv4UVOwTmkwbOFtBU.&URL=mailto%3ajhoeffel%40tulane.edu" target="_blank"></a><br />David Fontana (GW) has a piece at HuffPost on <a data-mce-href="http://www.huffingtonpost.com/david-fontana/the-return-of-the-jewish-_b_4601775.html?view=print&comm_ref=false" href="http://www.huffingtonpost.com/david-fontana/the-return-of-the-jewish-_b_4601775.html?view=print&comm_ref=false" target="_self">The Return of the Jewish Athlete</a>, discussing some sociological and demographic causes for the recent revival (relatively speaking, of course) of Jewish athletes. These include increasing intermarriage, new Jewish immigration, and increasing populations in suburban and exurban communities and growing areas such as the Southwest. He also pays note to Northwestern's Aaron Liberman, a 6'10" center who wears a yarmulke and played high school basketball at a Yeshiva, earning the nicknmae "The Jewish Dwight Howard."cool lookhttp://www.blogger.com/profile/06140429623792610417noreply@blogger.com0tag:blogger.com,1999:blog-2241396401925026718.post-76101184433174953282014-01-15T11:30:00.000-08:002014-01-19T08:19:59.658-08:00Interested in studying Sports Law? Join our UNH Law Sports and Entertainment Law Institute chat tonightIf you're interested in studying sports law, I hope you consider joining our chat tonight from 7:30 to 9:30 pm EST at the University of New Hampshire School Law. I'll be joined by two current students and we'll talk about our Sports and Entertainment Law Institute and answer questions about our programs. I hope you can <a href="http://law.unh.edu/events/2014/01/chat-night-sports-and-entertainment-law" target="_blank">join the discussion</a>! Here's more information:<br /><br /><br /> <div align="center"><table border="1" cellpadding="0" cellspacing="0" class="MsoNormalTable" style="background: white; width: 782px;"><tbody><tr><td style="padding: 0in 0in 0in 0in;"><div align="center"><table border="0" cellpadding="0" cellspacing="0" class="MsoNormalTable" style="background: white; width: 782px;"><tbody><tr><td style="padding: 0in 0in 0in 0in;"><div class="MsoNormal"><span style="font-family: "Arial","sans-serif"; font-size: 10.5pt;"><a href="https://exchange.unh.edu/owa/redir.aspx?C=cjGHkx1RrEy37d8b7FjTHZVcU-aT5dAIeyCm-WFQGZcs5z9teXBxkzgqI0_ZjKGH3lEaXCizsf8.&URL=http%3a%2f%2fclick.icptrack.com%2ficp%2frelay.php%3fr%3d16838829%26msgid%3d697045%26act%3dDADD%26c%3d147464%26destination%3dhttp%253A%252F%252Flaw.unh.edu%252F" target="_blank"><span style="color: white; text-decoration: none;"><img border="0" id="_x0000_i1025" src="https://staticapp.icpsc.com/icp/loadimage.php/mogile/147464/1d92e5bfc5099dff5216caf26237057d/image/jpeg?token=8fb1c355dc7d7ee315cf1fe475766385&" /></span></a></span></div></td></tr><tr><td style="background: #6388B4; padding: 0in 0in 0in 0in;"><div align="center" style="line-height: 15.75pt; text-align: center;"><span style="color: white; font-family: "Arial","sans-serif"; font-size: 10.5pt;"> <a href="https://exchange.unh.edu/owa/redir.aspx?C=cjGHkx1RrEy37d8b7FjTHZVcU-aT5dAIeyCm-WFQGZcs5z9teXBxkzgqI0_ZjKGH3lEaXCizsf8.&URL=http%3a%2f%2fclick.icptrack.com%2ficp%2frelay.php%3fr%3d16838829%26msgid%3d697045%26act%3dDADD%26c%3d147464%26destination%3dhttp%253A%252F%252Flaw.unh.edu%252Fprospective-students%252Fjd-admissions" target="_blank"><span style="color: white; text-decoration: none;">Admissions</span></a> | <a href="https://exchange.unh.edu/owa/redir.aspx?C=cjGHkx1RrEy37d8b7FjTHZVcU-aT5dAIeyCm-WFQGZcs5z9teXBxkzgqI0_ZjKGH3lEaXCizsf8.&URL=http%3a%2f%2fclick.icptrack.com%2ficp%2frelay.php%3fr%3d16838829%26msgid%3d697045%26act%3dDADD%26c%3d147464%26destination%3dhttp%253A%252F%252Flaw.unh.edu%252Fprospective-students%252Fjd-admissions%252Fapply-to-program" target="_blank"><span style="color: white; text-decoration: none;">Apply Now</span></a> | <a href="https://exchange.unh.edu/owa/redir.aspx?C=cjGHkx1RrEy37d8b7FjTHZVcU-aT5dAIeyCm-WFQGZcs5z9teXBxkzgqI0_ZjKGH3lEaXCizsf8.&URL=http%3a%2f%2fclick.icptrack.com%2ficp%2frelay.php%3fr%3d16838829%26msgid%3d697045%26act%3dDADD%26c%3d147464%26destination%3dhttps%253A%252F%252Ffap.lsac.org%252Fprospect.aspx%253Fdata%253DMzM5NQEBMjk%25253d-ngq5IofSMRI%25253d" target="_blank"><span style="color: white; text-decoration: none;">Request Information</span></a></span></div></td></tr></tbody></table></div><div class="MsoNormal"><br /></div><div align="center"><table border="0" cellpadding="0" cellspacing="0" class="MsoNormalTable" style="background: white; width: 782px;"><tbody><tr><td style="padding: 0in 0in 0in 0in; width: 412.5pt;" width="550"><table align="right" border="0" cellpadding="0" cellspacing="0" class="MsoNormalTable" style="width: 782px;"><tbody><tr><td style="background: white; border-bottom: solid #B4C9C2 1.0pt; border: none; padding: 11.25pt 11.25pt 0in 11.25pt; width: 487.5pt;" valign="top" width="650"><span style="font-family: "Arial","sans-serif"; font-size: 10.5pt;"><br /></span><br /> <span style="font-family: "Arial","sans-serif"; font-size: 10.5pt;">You are invited to join UNH Law faculty, staff, and students for our upcoming Chat Night, which will focus on the areas of sports and entertainment law. This is your opportunity to ask questions and learn more about the opportunities available to UNH Law students pursuing these fields.</span><br /> <div align="center"><table border="1" cellpadding="0" cellspacing="1" class="MsoNormalTable" style="background: #DDEAF2; width: 210px;"><tbody><tr><td style="padding: .75pt .75pt .75pt .75pt;"><div align="center" style="text-align: center;"><strong><span style="font-family: "Arial","sans-serif";">Chat Night: Sports and Entertainment Law</span></strong></div><div align="center" style="text-align: center;"><span style="font-family: "Arial","sans-serif";">Wednesday, January 15th</span></div><div align="center" style="text-align: center;"><span style="font-family: "Arial","sans-serif";">7:30pm - 9:30pm EST</span></div><div align="center" style="text-align: center;"><span style="font-family: "Arial","sans-serif";"><a href="https://exchange.unh.edu/owa/redir.aspx?C=cjGHkx1RrEy37d8b7FjTHZVcU-aT5dAIeyCm-WFQGZcs5z9teXBxkzgqI0_ZjKGH3lEaXCizsf8.&URL=http%3a%2f%2fclick.icptrack.com%2ficp%2frelay.php%3fr%3d16838829%26msgid%3d697045%26act%3dDADD%26c%3d147464%26destination%3dhttp%253A%252F%252Flaw.unh.edu%252Fchat" target="_blank"><strong><span style="font-family: "Arial","sans-serif";">Join Us</span></strong></a></span></div></td></tr></tbody></table></div><span style="font-family: "Arial","sans-serif"; font-size: 10.5pt;">Chat Night will include Professor Michael McCann, Director of the <a href="https://exchange.unh.edu/owa/redir.aspx?C=cjGHkx1RrEy37d8b7FjTHZVcU-aT5dAIeyCm-WFQGZcs5z9teXBxkzgqI0_ZjKGH3lEaXCizsf8.&URL=http%3a%2f%2fclick.icptrack.com%2ficp%2frelay.php%3fr%3d16838829%26msgid%3d697045%26act%3dDADD%26c%3d147464%26destination%3dhttp%253A%252F%252Flaw.unh.edu%252Fsports-entertainment" target="_blank">Sports and Entertainment Law Institute</a> (SELI), Trish Morris, JD '06, Associate Director of Admissions, as well as current UNH Law students who have first-hand experience with SELI's offerings.</span><br /> <div><div align="center" class="MsoNormal" style="text-align: center;"><span style="font-family: "Arial","sans-serif"; font-size: 10.5pt;"><hr align="center" size="2" width="100%" /></span></div><div align="center" style="text-align: center;"><strong><span style="font-family: "Arial","sans-serif"; font-size: 15.0pt;">The Sports and Entertainment Law Institute</span></strong><span style="font-family: "Arial","sans-serif"; font-size: 10.5pt;"></span></div></div><span style="font-family: "Arial","sans-serif"; font-size: 10.5pt;">For 40 years, UNH Law has promoted <a href="https://exchange.unh.edu/owa/redir.aspx?C=cjGHkx1RrEy37d8b7FjTHZVcU-aT5dAIeyCm-WFQGZcs5z9teXBxkzgqI0_ZjKGH3lEaXCizsf8.&URL=http%3a%2f%2fclick.icptrack.com%2ficp%2frelay.php%3fr%3d16838829%26msgid%3d697045%26act%3dDADD%26c%3d147464%26destination%3dhttp%253A%252F%252Flaw.unh.edu%252Facademics%252Fjd-degree%252Fip" target="_blank">intellectual property</a> as an engine for innovation and growth. In keeping with our pioneering roots in the field of intellectual property, UNH Law recently launched SELI as part of the <a href="https://exchange.unh.edu/owa/redir.aspx?C=cjGHkx1RrEy37d8b7FjTHZVcU-aT5dAIeyCm-WFQGZcs5z9teXBxkzgqI0_ZjKGH3lEaXCizsf8.&URL=http%3a%2f%2fclick.icptrack.com%2ficp%2frelay.php%3fr%3d16838829%26msgid%3d697045%26act%3dDADD%26c%3d147464%26destination%3dhttp%253A%252F%252Flaw.unh.edu%252Ffranklin-pierce-ip-center" target="_blank">Franklin Pierce Center for IP</a>. UNH Law students interested in pursuing sports law will have access to our innovative offerings, including:</span><br /> <ul type="disc"><li class="MsoNormal"><span style="font-family: "Arial","sans-serif"; font-size: 10.5pt;"><a href="https://exchange.unh.edu/owa/redir.aspx?C=cjGHkx1RrEy37d8b7FjTHZVcU-aT5dAIeyCm-WFQGZcs5z9teXBxkzgqI0_ZjKGH3lEaXCizsf8.&URL=http%3a%2f%2fclick.icptrack.com%2ficp%2frelay.php%3fr%3d16838829%26msgid%3d697045%26act%3dDADD%26c%3d147464%26destination%3dhttp%253A%252F%252Flaw.unh.edu%252Fsports-entertainment%252Flegal-residency-placements" target="_blank">Legal Residencies</a> (externships) at major firms, companies, and organizations throughout the country</span></li><li class="MsoNormal"><span style="font-family: "Arial","sans-serif"; font-size: 10.5pt;"><a href="https://exchange.unh.edu/owa/redir.aspx?C=cjGHkx1RrEy37d8b7FjTHZVcU-aT5dAIeyCm-WFQGZcs5z9teXBxkzgqI0_ZjKGH3lEaXCizsf8.&URL=http%3a%2f%2fclick.icptrack.com%2ficp%2frelay.php%3fr%3d16838829%26msgid%3d697045%26act%3dDADD%26c%3d147464%26destination%3dhttp%253A%252F%252Flaw.unh.edu%252Fsports-entertainment%252Fcertificates" target="_blank">Certificates</a> in Sports Law and Entertainment Law</span></li><li class="MsoNormal"><span style="font-family: "Arial","sans-serif"; font-size: 10.5pt;"><a href="https://exchange.unh.edu/owa/redir.aspx?C=cjGHkx1RrEy37d8b7FjTHZVcU-aT5dAIeyCm-WFQGZcs5z9teXBxkzgqI0_ZjKGH3lEaXCizsf8.&URL=http%3a%2f%2fclick.icptrack.com%2ficp%2frelay.php%3fr%3d16838829%26msgid%3d697045%26act%3dDADD%26c%3d147464%26destination%3dhttp%253A%252F%252Flaw.unh.edu%252Fsports-entertainment%252Fworkshops-and-training" target="_blank">Workshops and training</a> in specialized areas of sports law</span></li></ul><span style="font-family: "Arial","sans-serif"; font-size: 10.5pt;">In addition to academic offerings, SELI hosts various special events, lectures, and presentations throughout the year. Prominent upcoming and recent events include:</span><br /> <ul type="disc"><li class="MsoNormal"><span style="font-family: "Arial","sans-serif"; font-size: 10.5pt;">Thursday, February 6th, 2014: <a href="https://exchange.unh.edu/owa/redir.aspx?C=cjGHkx1RrEy37d8b7FjTHZVcU-aT5dAIeyCm-WFQGZcs5z9teXBxkzgqI0_ZjKGH3lEaXCizsf8.&URL=http%3a%2f%2fclick.icptrack.com%2ficp%2frelay.php%3fr%3d16838829%26msgid%3d697045%26act%3dDADD%26c%3d147464%26destination%3dhttp%253A%252F%252Flaw.unh.edu%252Fevents%252F2014%252F02%252Fsports-and-entertainment-law-institute-russian-olympics-lgbt" target="_blank">Panel on Russia's "Ban on Homosexual Propaganda"</a>; SELI and the UNH Law Chapter of Lambda Legal will co-host this panel on Russia's so-called "ban on gay propaganda aimed at children" and its impact on the Sochi Olympics, moderated by Prof. McCann, including notable panelists from the fields of academia, sports, and law. <em><span style="font-family: "Arial","sans-serif";">(Detailed event information will be added in the coming days.)</span></em></span></li><li class="MsoNormal"><span style="font-family: "Arial","sans-serif"; font-size: 10.5pt;">Tuesday, November 5th, 2013: <a href="https://exchange.unh.edu/owa/redir.aspx?C=cjGHkx1RrEy37d8b7FjTHZVcU-aT5dAIeyCm-WFQGZcs5z9teXBxkzgqI0_ZjKGH3lEaXCizsf8.&URL=http%3a%2f%2fclick.icptrack.com%2ficp%2frelay.php%3fr%3d16838829%26msgid%3d697045%26act%3dDADD%26c%3d147464%26destination%3dhttp%253A%252F%252Flaw.unh.edu%252Fevents%252F2013%252F11%252Ftown-hall-discussion-on-ed-obannon-v-ncaa-and-future-of-college-athletics" target="_blank">A Town Hall Discussion on Ed O'Bannon v. NCAA and the Future of College Athletics</a>; moderated by B.J. Schechter, Executive Editor of <em><span style="font-family: "Arial","sans-serif";">Sports Illustrated</span></em> and SI.com, with notable panelists from both the sports and law communities, including Prof. McCann. A full recording of the event is available.</span></li></ul><div align="center" class="MsoNormal" style="text-align: center;"><span style="font-family: "Arial","sans-serif"; font-size: 10.5pt;"><hr align="center" size="2" width="100%" /></span></div><div align="center" style="text-align: center;"><strong><span style="font-family: "Arial","sans-serif"; font-size: 13.5pt;">Admitted Student Information</span></strong><span style="font-family: "Arial","sans-serif"; font-size: 10.5pt;"></span></div><img align="left" height="142" hspace="11" src="https://staticapp.icpsc.com/icp/loadimage.php/mogile/147464/2c6ae26fef601e9ddc2ba7bc490cefec/image/jpeg" vspace="11" width="103" /><span style="font-family: "Arial","sans-serif"; font-size: 10.5pt;">Congratulations on your admission to UNH Law! Now that the application process is behind you, there may be steps you still have to take in order to <a href="https://exchange.unh.edu/owa/redir.aspx?C=cjGHkx1RrEy37d8b7FjTHZVcU-aT5dAIeyCm-WFQGZcs5z9teXBxkzgqI0_ZjKGH3lEaXCizsf8.&URL=http%3a%2f%2fclick.icptrack.com%2ficp%2frelay.php%3fr%3d16838829%26msgid%3d697045%26act%3dDADD%26c%3d147464%26destination%3dhttp%253A%252F%252Flaw.unh.edu%252Fprospective-students%252Fadmitted-jd" target="_blank">secure your seat</a> for Fall 2014. As an admitted student, you will soon be receiving an invitation to attend one of our Admitted Student Days this Spring. If you have not visited yet, this is your chance to see the campus, meet current students and faculty, and learn more about the many exciting opportunities available to UNH Law students. You can expect to receive a formal invitation by mail in the coming weeks. I look forward to seeing you on campus!</span><br /> <span style="font-family: "Arial","sans-serif"; font-size: 10.5pt;">– Robin Ingli, Assistant Dean for Admissions at UNH Law</span><br /> <br /> </td><td style="background: #F1F0EB; border-bottom: solid #B4C9C2 1.0pt; border: none; padding: 11.25pt 11.25pt 0in 11.25pt; width: 99.0pt;" valign="top" width="132"><div align="center" style="text-align: center;"><strong><span style="font-family: "Arial","sans-serif"; font-size: 10.5pt;">Meet Professor Michael McCann</span></strong><span style="font-family: "Arial","sans-serif"; font-size: 10.5pt;"></span></div><div align="center" style="text-align: center;"><span style="font-family: "Arial","sans-serif"; font-size: 10.5pt;"><img border="0" height="260" id="_x0000_i1028" src="https://staticapp.icpsc.com/icp/loadimage.php/mogile/147464/4e82c2d8acda0b7a99f53121a1d30db8/image/jpeg" width="230" /></span></div><span style="font-family: "Arial","sans-serif"; font-size: 10.5pt;">Michael McCann is a professor of law and director of the UNH Law <a href="https://exchange.unh.edu/owa/redir.aspx?C=cjGHkx1RrEy37d8b7FjTHZVcU-aT5dAIeyCm-WFQGZcs5z9teXBxkzgqI0_ZjKGH3lEaXCizsf8.&URL=http%3a%2f%2fclick.icptrack.com%2ficp%2frelay.php%3fr%3d16838829%26msgid%3d697045%26act%3dDADD%26c%3d147464%26destination%3dhttp%253A%252F%252Flaw.unh.edu%252Fsports-entertainment" target="_blank">Sports and Entertainment Law Institute (SELI)</a>. </span><br /> <span style="font-family: "Arial","sans-serif"; font-size: 10.5pt;">McCann is one of the nation’s leading experts in sports law, a seasoned sports attorney, and an award-winning teacher and scholar. He is <em><span style="font-family: "Arial","sans-serif";">Sports Illustrated</span></em> ’s legal analyst, a <a href="https://exchange.unh.edu/owa/redir.aspx?C=cjGHkx1RrEy37d8b7FjTHZVcU-aT5dAIeyCm-WFQGZcs5z9teXBxkzgqI0_ZjKGH3lEaXCizsf8.&URL=http%3a%2f%2fclick.icptrack.com%2ficp%2frelay.php%3fr%3d16838829%26msgid%3d697045%26act%3dDADD%26c%3d147464%26destination%3dhttp%253A%252F%252Fsportsillustrated.cnn.com%252Fwriters%252Fmichael_mccann%252Farchive%252Findex.html" target="_blank">writer for both <em><span style="font-family: "Arial","sans-serif";">Sports Illustrated</span></em> and SI.com</a>, and the on-air Legal Analyst for NBA TV. McCann has covered the Boston Marathon bombings, NBA, NFL & NHL lockouts, the Penn State scandal, <em><span style="font-family: "Arial","sans-serif";">O’Bannon v. NCAA</span></em>, Lance Armstrong & other stories... <em><span style="font-family: "Arial","sans-serif";"><a href="https://exchange.unh.edu/owa/redir.aspx?C=cjGHkx1RrEy37d8b7FjTHZVcU-aT5dAIeyCm-WFQGZcs5z9teXBxkzgqI0_ZjKGH3lEaXCizsf8.&URL=http%3a%2f%2fclick.icptrack.com%2ficp%2frelay.php%3fr%3d16838829%26msgid%3d697045%26act%3dDADD%26c%3d147464%26destination%3dhttp%253A%252F%252Flaw.unh.edu%252Fabout%252Fpersonnel%252F-%252Fmichael-mccann" target="_blank">Read more</a></span></em></span><br /> <span style="font-family: "Arial","sans-serif"; font-size: 10.5pt;"><a href="https://exchange.unh.edu/owa/redir.aspx?C=cjGHkx1RrEy37d8b7FjTHZVcU-aT5dAIeyCm-WFQGZcs5z9teXBxkzgqI0_ZjKGH3lEaXCizsf8.&URL=http%3a%2f%2fclick.icptrack.com%2ficp%2frelay.php%3fr%3d16838829%26msgid%3d697045%26act%3dDADD%26c%3d147464%26destination%3dhttps%253A%252F%252Ftwitter.com%252FMcCannSportsLaw" target="_blank">Follow Prof. McCann on Twitter</a> <a href="https://exchange.unh.edu/owa/redir.aspx?C=cjGHkx1RrEy37d8b7FjTHZVcU-aT5dAIeyCm-WFQGZcs5z9teXBxkzgqI0_ZjKGH3lEaXCizsf8.&URL=http%3a%2f%2fclick.icptrack.com%2ficp%2frelay.php%3fr%3d16838829%26msgid%3d697045%26act%3dDADD%26c%3d147464%26destination%3dhttps%253A%252F%252Ftwitter.com%252FMcCannSportsLaw" target="_blank"><span style="text-decoration: none;"><img border="0" height="22" id="_x0000_i1029" src="https://staticapp.icpsc.com/icp/loadimage.php/mogile/147464/dfcd280b2b333b030adca4ae2551a93b/image/png" width="27" /></span></a></span><br /> <div><div align="center" class="MsoNormal" style="text-align: center;"><span style="font-family: "Arial","sans-serif"; font-size: 10.5pt;"><hr align="center" size="2" width="100%" /></span></div><span style="font-family: "Arial","sans-serif"; font-size: 10.5pt;">“Professor McCann is an authority on sports law and a prominent voice in journalism – when athletes and athletic organizations encounter legal hurdles, he’s among the first people called to weigh in. His expertise, experience, and accessibility make him an invaluable resource, and our current and incoming students – many of whom follow Professor McCann on Twitter and have tuned in for his live coverage of recent events – are thrilled to have the opportunity to work with him.”</span><br /> <span style="font-family: "Arial","sans-serif"; font-size: 10.5pt;">– Professor Alexandra Roberts, Executive Director of the <a href="https://exchange.unh.edu/owa/redir.aspx?C=cjGHkx1RrEy37d8b7FjTHZVcU-aT5dAIeyCm-WFQGZcs5z9teXBxkzgqI0_ZjKGH3lEaXCizsf8.&URL=http%3a%2f%2fclick.icptrack.com%2ficp%2frelay.php%3fr%3d16838829%26msgid%3d697045%26act%3dDADD%26c%3d147464%26destination%3dhttp%253A%252F%252Flaw.unh.edu%252Ffranklin-pierce-ip-center" target="_blank">Franklin Pierce Center for IP </a>at UNH Law</span><br /> </div></td></tr></tbody></table></td></tr></tbody></table></div><div class="MsoNormal"><br /></div><div align="center"><table border="0" cellpadding="0" cellspacing="0" class="MsoNormalTable" style="background: #F1F0EB; width: 782px;"><tbody><tr><td style="padding: 0in 0in 0in 0in; width: 586.5pt;" valign="top" width="782"><table border="0" cellpadding="0" cellspacing="0" class="MsoNormalTable" style="background: #F1F0EB; width: 782px;"><tbody><tr><td style="background: #E6E2DC; padding: 0in 0in 0in 0in;" valign="bottom"><div align="center" style="text-align: center;"><span style="color: #333333; font-family: "Arial","sans-serif"; font-size: 7.5pt;">STAY CONNECTED! FIND US ON: </span></div><div align="center" style="text-align: center;"><span style="color: #333333; font-family: "Arial","sans-serif"; font-size: 7.5pt;"> <a href="https://exchange.unh.edu/owa/redir.aspx?C=cjGHkx1RrEy37d8b7FjTHZVcU-aT5dAIeyCm-WFQGZcs5z9teXBxkzgqI0_ZjKGH3lEaXCizsf8.&URL=http%3a%2f%2fclick.icptrack.com%2ficp%2frelay.php%3fr%3d16838829%26msgid%3d697045%26act%3dDADD%26c%3d147464%26destination%3dhttp%253A%252F%252Fwww.facebook.com%252FUNHLaw" target="_blank"><span style="text-decoration: none;"><img border="0" height="30" id="_x0000_i1031" src="https://staticapp.icpsc.com/icp/loadimage.php/mogile/147464/ac971aa713c60a84a9edf3be8fd09f05/image/png" width="30" /></span></a> <a href="https://exchange.unh.edu/owa/redir.aspx?C=cjGHkx1RrEy37d8b7FjTHZVcU-aT5dAIeyCm-WFQGZcs5z9teXBxkzgqI0_ZjKGH3lEaXCizsf8.&URL=http%3a%2f%2fclick.icptrack.com%2ficp%2frelay.php%3fr%3d16838829%26msgid%3d697045%26act%3dDADD%26c%3d147464%26destination%3dhttp%253A%252F%252Ftwitter.com%252FUNHLaw" target="_blank"><span style="text-decoration: none;"><img border="0" height="30" id="_x0000_i1032" src="https://staticapp.icpsc.com/icp/loadimage.php/mogile/147464/dfcd280b2b333b030adca4ae2551a93b/image/png" width="35" /></span></a></span></div><div align="center" style="text-align: center;"><br /></div></td></tr></tbody></table><div align="center" style="text-align: center;"><span style="color: #333333; font-family: "Arial","sans-serif"; font-size: 9.0pt;"><a href="https://exchange.unh.edu/owa/redir.aspx?C=cjGHkx1RrEy37d8b7FjTHZVcU-aT5dAIeyCm-WFQGZcs5z9teXBxkzgqI0_ZjKGH3lEaXCizsf8.&URL=mailto%3aadmissions%40law.unh.edu" target="_blank">admissions@law.unh.edu</a></span></div><div align="center" style="text-align: center;"><span style="color: #333333; font-family: "Arial","sans-serif"; font-size: 9.0pt;">© 2013 <a href="https://exchange.unh.edu/owa/redir.aspx?C=cjGHkx1RrEy37d8b7FjTHZVcU-aT5dAIeyCm-WFQGZcs5z9teXBxkzgqI0_ZjKGH3lEaXCizsf8.&URL=http%3a%2f%2fclick.icptrack.com%2ficp%2frelay.php%3fr%3d16838829%26msgid%3d697045%26act%3dDADD%26c%3d147464%26destination%3dhttp%253A%252F%252Flaw.unh.edu" target="_blank">University of New Hampshire School of Law </a><br />2 White Street • Concord, NH 03301 • (603) 228-9217</span></div></td></tr></tbody></table></div></td></tr></tbody></table></div>cool lookhttp://www.blogger.com/profile/06140429623792610417noreply@blogger.com1tag:blogger.com,1999:blog-2241396401925026718.post-71829608781769926682014-01-15T09:00:00.000-08:002014-01-19T08:19:59.651-08:00A-Rod: A Detailed Look at His Arbitration Ruling and Its Implications<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhnxtJjBvQNsDY7vJwSYa_iccjXiPZB6SajhgnmLwOorv8nIq3xq2oZPCqVjnnCUXxolF6xp4S6eZvoi0saf15rIkDKlqQgm308LFRsX9mcU5Zo0OWzJdKa3QAXLBXf5M7WB_lNVNfevYhO/s1600/220px-A-Rod3.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhnxtJjBvQNsDY7vJwSYa_iccjXiPZB6SajhgnmLwOorv8nIq3xq2oZPCqVjnnCUXxolF6xp4S6eZvoi0saf15rIkDKlqQgm308LFRsX9mcU5Zo0OWzJdKa3QAXLBXf5M7WB_lNVNfevYhO/s200/220px-A-Rod3.jpg" height="156" width="200" /></a></div>I am writing a series for <i>Forbes SportsMoney </i>that looks at the A-Rod arbitration decision from a number of different legal angles.<br /><br />Here are four of my recent articles on the A-Rod decision that readers may find helpful:<br /><br />1. <a href="http://www.forbes.com/sites/marcedelman/2014/01/11/a-rod-will-have-a-tough-time-challanging-his-162-game-suspension-into-court/">A-Rod Will Have a Tough Time Challenging His 162 Game Suspension in Court</a> (Jan. 11)<br /><br />2. <a href="http://www.forbes.com/sites/marcedelman/2014/01/12/a-rod-arbitration-ruling-may-have-been-wrong-but-that-doesnt-make-the-arbitrator-biased/">The A-Rod Arbitration Might Have Been Legally Wrong, But that Doesn't Make the Arbitrator Biased</a> (Jan. 12)<br /><br />3. <a href="http://www.forbes.com/sites/marcedelman/2014/01/14/should-the-major-league-baseball-players-union-fire-arbitrator-horowitz-for-his-a-rod-ruling/">Should The Major League Baseball Players' Union Fire Frederic Horowitz for His A-Rod Decision?</a> (Jan. 14)<br /><br />4. <a href="http://www.forbes.com/sites/marcedelman/2014/01/15/two-of-baseballs-past-arbitrators-may-have-been-more-lenient-on-alex-rodriguezs-suspension/">Why Two Of Baseball's Past Arbitrators May Have Been More Lenient On A-Rod's Suspension</a> (Jan. 15)<br /><br />5. <a href="http://www.forbes.com/sites/marcedelman/2014/01/16/a-rods-decision-to-sue-players-union-may-be-more-strategic-than-legal/">Why A-Rod's Decision to Sue Players Union May Be More Strategic Than Legal</a> (<em>New:</em> Jan. 16)cool lookhttp://www.blogger.com/profile/06140429623792610417noreply@blogger.com0tag:blogger.com,1999:blog-2241396401925026718.post-72782077584686186892014-01-14T17:29:00.000-08:002014-01-19T08:19:59.653-08:00Two New Sports Illustrated Articles: Proposed NFL settlement Rejected, Maryland sues ACC<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgcMvTxnrTcpxTQac7h9HO_OW2oHcW1DkzUiSRHxBApRUjhCsiRy2Z5aF5VFY4xuUiN-0f8gt6sWhYd-CXXegOd2NCJsQ93R2LOFCeinJ-_L8Nj3kLYUlkHs5UXsodfP07KK8-lh2BXM6sA/s1600/NFL+concussions+Maryland+Football.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="241" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgcMvTxnrTcpxTQac7h9HO_OW2oHcW1DkzUiSRHxBApRUjhCsiRy2Z5aF5VFY4xuUiN-0f8gt6sWhYd-CXXegOd2NCJsQ93R2LOFCeinJ-_L8Nj3kLYUlkHs5UXsodfP07KK8-lh2BXM6sA/s640/NFL+concussions+Maryland+Football.jpg" width="640" /></a></div><br /><br />I have a couple of articles for SI.com today, a busy day in sports law:<br /><br /><span style="font-size: large;">* <a href="http://sportsillustrated.cnn.com/nfl/news/20140114/judge-rejects-proposed-nfl-concussion-settlement/index.html" target="_blank">What Rejection of Settlement means to concussion case against NFL</a></span><br /><br />Excerpt:<br /><br /> <i>The good news for the NFL and the retired NFL players who support the settlement is that they can rework it and then petition for Brody's approval. One obvious correction would be to provide more data and documentation to support the settlement's economic assumptions. A second and more controversial step would be to increase the $765 million. Whether NFL owners, who will share in paying this amount, are willing to increase their contributions by a significant margin remains to be seen. A 31 percent increase would bring the settlement amount to just over $1 billion. Given the league's annual revenue of $9 billion to $10 billion, it could send a powerful message to Brody and skeptical retired NFL players if a new proposed settlement at least crossed the billion dollar line. </i><br /><i> </i><br /><i>A reworked settlement could also reallocate some of the money that was intended for medical research to retired players' health expenses. While this move would raise a potentially different set of objections by Brody, it would help to address her central criticism that not enough money is being made available to retired players. </i><br /><div style="background-color: white; border: medium none; color: black; overflow: hidden; text-align: left; text-decoration: none;"><br /></div><br /><span style="font-size: large;">* <a href="http://sportsillustrated.cnn.com/college-football/news/20140114/maryland-acc-lawsuit-big-ten-conference-realignment/index.html" target="_blank">Maryland-ACC suit brings business of college sports back to spotlight again</a></span><br /><br />Excerpt:<br /><br /><i>There are three key takeaways from the Maryland-ACC litigation. </i><br /><i> </i><br /><i>First, both sides hope to litigate before home-state courts, with the ACC holding the "home-court" advantage for the time being. The North Carolina-headquartered ACC is surely appreciative to litigate before North Carolina jurors and a judge elected by North Carolina voters. Maryland, in contrast, would prefer to litigate before a Maryland court, which would feature Maryland jurors and a judge who, though initially appointed by the governor, must face Maryland voters to be retained. </i><br /><i> </i><br /><i>While the law must be applied fairly by the courts of all states, trial attorneys are mindful that local biases can sometimes play a crucial difference in close cases. Should the ACC win in North Carolina, watch for Maryland to attempt to convince a Maryland court to hear similar claims. </i><br /><div style="background-color: white; border: medium none; color: black; overflow: hidden; text-align: left; text-decoration: none;"><br /></div>cool lookhttp://www.blogger.com/profile/06140429623792610417noreply@blogger.com0tag:blogger.com,1999:blog-2241396401925026718.post-50519392435313326822014-01-14T11:30:00.000-08:002014-01-19T08:19:59.643-08:00Preliminary approval of NFL concussion settlement deniedJudge Anita Brody of the U.S. District Court for the Eastern District of Pennsylvania <a href="http://www.scribd.com/doc/199648447/Denial-of-Preliminary-Approval-of-NFL-Concussion-Settlement">has denied preliminary approval</a> of the $765 million settlement in the concussion lawsuit. Brody was concerned that there would not be sufficient funds to cover even 10 % of former players who ultimately receive qualifying diagnoses, given the proposed length and scope of the settlement pool. She also dropped a footnote expressing additional concerns, still to be addressed, about the adequacy of the funds and the release of the NCAA and other amateur football organizations. The denial was without prejudice and the parties will be able to offer further documentation to show adequacy.cool lookhttp://www.blogger.com/profile/06140429623792610417noreply@blogger.com0tag:blogger.com,1999:blog-2241396401925026718.post-81908999173411776372014-01-13T20:38:00.000-08:002014-01-19T08:19:59.662-08:00More on the Infield Fly RuleThis has been a good week for my ongoing work on baseball's Infield Fly Rule. First, my originlal cost-benefit defense of the rule, <a data-mce-href="http://papers.ssrn.com/sol3/papers.cfm?abstract_id=2377011" href="http://papers.ssrn.com/sol3/papers.cfm?abstract_id=2377011" target="_self"><em>The Economics of the Infield Fly Rule</em></a>, is now out in <a data-mce-href="http://epubs.utah.edu/index.php/ulr" href="http://epubs.utah.edu/index.php/ulr" target="_self">Utah Law Review</a> and <a data-mce-href="http://papers.ssrn.com/sol3/papers.cfm?abstract_id=2377011" href="http://papers.ssrn.com/sol3/papers.cfm?abstract_id=2377011" target="_self">SSRN</a>. Second, I have a piece forthcoming in UCLA Law Review Discourse discussing football rules that reflect similar logic to the infield fly. Third, I am finally through the quantitative analysis of how often the IFR is called and where, which involved watching thousands of plays from the last four years of Major League Baseball; now I just have to write it up and draw conclusions. And I'm now trying to figure out whether I can turn all of this into a book-length project and what additional pieces I can add.cool lookhttp://www.blogger.com/profile/06140429623792610417noreply@blogger.com0tag:blogger.com,1999:blog-2241396401925026718.post-51542999373854480872014-01-13T11:06:00.000-08:002014-01-19T08:19:59.645-08:00U.S Supreme Court grants cert in ABC v. Aereo: Impact on NFL and MLB Broadcasts?<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiCAcIMInOck9hlJ1SxK-i9CcoPFiRJSSHlvoVHebKk3rwiQSJyOcCeueV_O_1j3IswAOQG0bMzXpORlBrKsg0zX-Fmy5nm9wwcPnuJH3tLZCaGKlPCXlKUXzwWvmqgCEtMuwKuoTsHCd7N/s1600/ABC+v+Aereo+and+Impact+on+NFL+and+MLB+Broadcasts.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="225" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiCAcIMInOck9hlJ1SxK-i9CcoPFiRJSSHlvoVHebKk3rwiQSJyOcCeueV_O_1j3IswAOQG0bMzXpORlBrKsg0zX-Fmy5nm9wwcPnuJH3tLZCaGKlPCXlKUXzwWvmqgCEtMuwKuoTsHCd7N/s640/ABC+v+Aereo+and+Impact+on+NFL+and+MLB+Broadcasts.jpg" width="640" /></a></div><br />Last Friday, the U.S. Supreme Court granted cert in ABC v. Aereo, a copyright case which the NFL and MLB say could lead to them taking all their games off of free FV and onto cable. <i>Sports Illustrated</i> writer and media expert <a href="https://twitter.com/richarddeitsch" target="_blank">Richard Deitsch</a> asked me to analyze the case in his <a href="http://sportsillustrated.cnn.com/more/news/20140112/media-circus-dan-fouts-ian-eagle-cbs-sports-nfl/index.html#all" target="_blank">latest SI column</a>. My 500-word take is at the end of his piece. Here's an excerpt:<br /><blockquote class="tr_bq">...<i>Major television networks, including ABC, CBS, NBC, Fox and PBS, have joined together to sue Aereo, a technology company that provides paying subscribers with antennas to receive and record live streamed broadcasts on their computers, tablets, AppleTVs and other devices. Aereo is only available in 10 markets—Atlanta, Baltimore, Boston, Dallas, Denver, Detroit, Houston, Miami, New York City and Salt Lake City— and, depending on the market, provides between 15 and 50 channels, none of which are sports channels. Aereo's controversy stems from the fact that it does not pay fees to stream (retransmit) network programming ...</i><i> </i><br /><br /><i>...The leagues ominously warn that if Aereo is ruled lawful, they will eventually shift all of their game broadcasts to cable stations outside of Aereo's reach...</i><br /><br /><i>...[But]</i><i><i> by moving all of its games to cable, the NFL would lose the [Sports Broadcasting Act]'s exemption's protection and open itself up to years of antitrust litigation. </i></i></blockquote><div style="background-color: white; border: medium none; color: black; overflow: hidden; text-align: left; text-decoration: none;">To read the rest, <a href="http://sportsillustrated.cnn.com/more/news/20140112/media-circus-dan-fouts-ian-eagle-cbs-sports-nfl/index.html#all" target="_blank">click here</a>.</div>cool lookhttp://www.blogger.com/profile/06140429623792610417noreply@blogger.com0tag:blogger.com,1999:blog-2241396401925026718.post-54322192124134375592014-01-12T07:40:00.000-08:002014-01-19T08:19:59.646-08:00Legal Strategy for Alex Rodriguez after Suspension Reduced to entire 2014 season<a href="http://assets.nydailynews.com/polopoly_fs/1.1418374.1375750315%21/img/httpImage/image.jpg_gen/derivatives/landscape_635/alex-rodriguez-yankees.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" class="irc_mut" height="212" id="irc_mi" src="http://assets.nydailynews.com/polopoly_fs/1.1418374.1375750315%21/img/httpImage/image.jpg_gen/derivatives/landscape_635/alex-rodriguez-yankees.jpg" style="margin-top: 0px;" width="320" /></a>I have a <a href="http://sportsillustrated.cnn.com/mlb/news/20140111/alex-rodriguez-suspension-frederic-horowitz-appeal/?eref=sihp" target="_blank">new article for SI.com</a> that examines the reduction in Alex Rodriguez's suspension and outlines his legal strategy going forward. Here is an excerpt:<br /><br /> <i>Rodriguez's attorneys are also likely to struggle to prove the necessary elements for a preliminary injunction. A judge would balance four factors in reviewing whether to grant an injunction. </i><br /><i> </i><br /><i>First, Rodriguez would have to show he has a substantial likelihood of success on the merits. The problem for Rodriguez is that federal courts are highly deferential to arbitration rulings and Horowitz is both experienced and respected. Rodriguez would have to supply compelling evidence that Horowitz exhibited what's known as a "manifest disregard of the law" in his decision-making. This standard usually requires a showing that the arbitrator made an egregious error in evaluating the evidence or otherwise ignored basic legal principles. It seems unlikely that Horowitz made such an error. Rodriguez may highlight how Selig avoided having to testify, but it's unclear why Selig "had" to testify to make the arbitration valid. Selig, according to published reports, has never testified in an arbitration related to performance-enhancing drugs. </i><br /><br /><i> </i><i>In addition, the fact that the players' association did not formally challenge Selig's absence does not help Rodriguez's case. Rodriguez would also assert that MLB strategically leaked information to sympathetic media members as a way of undermining his chances in arbitration, but proving such a claim with actual evidence would be difficult. </i><br /><br />To read the rest, <a href="http://sportsillustrated.cnn.com/mlb/news/20140111/alex-rodriguez-suspension-frederic-horowitz-appeal/?eref=sihp" target="_blank">click here</a>. <br /><div style="background-color: white; border: medium none; color: black; overflow: hidden; text-align: left; text-decoration: none;"></div><div style="background-color: white; border: medium none; color: black; overflow: hidden; text-align: left; text-decoration: none;"></div><div style="background-color: white; border: medium none; color: black; overflow: hidden; text-align: left; text-decoration: none;"></div>cool lookhttp://www.blogger.com/profile/06140429623792610417noreply@blogger.com0tag:blogger.com,1999:blog-2241396401925026718.post-21071909734393314142014-01-10T11:08:00.000-08:002014-01-19T08:19:59.628-08:00Legal Analysis of Heisman Trophy Winner Jameis Winston Facing Civil Lawsuit<a href="http://i2.cdn.turner.com/si/dam/assets/140109134128-jameis-winston-single-image-cut.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img alt="Jameis Winston avoided criminal charges for rape, but could soon be facing a civil suit from his accuser." border="0" height="165" src="http://i2.cdn.turner.com/si/dam/assets/140109134128-jameis-winston-single-image-cut.jpg" title="Jameis Winston avoided criminal charges for rape, but could soon be facing a civil suit from his accuser." width="200" /></a>I have a <a href="http://sportsillustrated.cnn.com/college-football/news/20140109/jameis-winston-civil-lawsuit-fsu-tallahassee-pd/index.html" target="_blank">new article for SI.com</a> on news that a woman who has accused Jameis Winston of sexual assault plans on suing him, along with the Tallahassee Police Department and Florida State University. Here's an excerpt:<br /><br /> <i>Not only would a lawsuit be time-consuming for Winston, it may also reveal damaging information about him. This is especially true during pretrial discovery, which would take place if Winston's attorneys fail to convince a judge to dismiss the lawsuit. Pretrial discovery would compel Winston to answer sensitive questions under oath and provide text messages, emails and other communications. He would have to discuss the night of the alleged rape and other intimate topics, such as his sexual history and use of alcohol and drugs. While pretrial discovery is generally confidential, the media would aggressively try to uncover any inflammatory information. This information might hurt Winston's reputation with many, including Heisman voters, NFL teams and companies that might eventually want to sign him to an endorsement contract. </i><br /><br />To read the rest, <a href="http://sportsillustrated.cnn.com/college-football/news/20140109/jameis-winston-civil-lawsuit-fsu-tallahassee-pd/index.html" target="_blank">click here</a>. cool lookhttp://www.blogger.com/profile/06140429623792610417noreply@blogger.com0tag:blogger.com,1999:blog-2241396401925026718.post-31950310016005963682014-01-09T13:23:00.000-08:002014-01-19T08:19:59.636-08:00You can't make this upA man in the Pennsylvania prison system last week filed a handwritten <a href="http://prawfsblawg.blogs.com/files/steelers-fan-sues-nfl-over-team-missing-playoffs.pdf">Motion for a Temporary Emergency Injunction on the NFL Playoffs</a>. The man, apparently a Steelers fan, is angry that the Chargers made the playoffs when they beat the Chiefs in Week 17 in overtime, after the Chiefs kicker missed a field goal as regulation expired, a play on which an illegal-formation penalty should have been called, giving the Chiefs a re-kick.<br /><br />The motion argues that the league acts fraudulently and negligently in limiting team challenges. It also argues that the league rule requiring immediate stoppage of play if a player loses his helmet (which took an overtime touchdown away from KC) is unconstitutional because it violates "enacting clause amendments" (not sure what this means) and was "not founded on their forefathers" (hey, Originalism!).<br /><br />The motion was denied because the plaintiff did not pay the filing fee--he asserted In Forma Pauperis at the top of the motion, but never formally sought a waiver of the fee. In some ways this is bad, because Mr. Spuck now will be angry that his motion, which has no remote legal validity whatsoever, was not considered on its merits. On the other hand, my experience as a law clerk is that many prisoners react worse when you do give their papers merits analysis and they still lose.cool lookhttp://www.blogger.com/profile/06140429623792610417noreply@blogger.com0tag:blogger.com,1999:blog-2241396401925026718.post-85778357961083523972014-01-08T16:38:00.000-08:002014-01-19T08:19:59.664-08:00Intentional non-scoresIn a forthcoming paper (due to be published the day after the Super Bowl), I apply the <a href="http://prawfsblawg.blogs.com/files/uta-2013.2-2-wasserman.pdf">cost-benefit model I created to justify the infield fly rule</a> to football. I examine plays in which players have an incentive to gain a heavy advantage by acting contrary to ordinary athletic expectations and when rule makers should step in to prevent these unexpected plays. One situation I discuss is the incentive for teams to intentionally not score when given the chance, choosing instead to delay scoring in favor of running more time off the clock before trying to score the tying or winning points.<br /><br />At Slate, <a href="http://www.slate.com/articles/sports/sports_nut/2014/01/auburn_florida_state_bcs_title_game_would_the_auburn_tigers_have_won_the.html">Brian Burke runs the numbers</a> on whether Auburn's Tre Mason should have kneeled on the one yard line rather than scoring with 1:19 remaining and Auburn trailing 27-24. He concludes he should not have, based on (admittedly conservative) estimates of Auburn's likelihood of scoring the game-winning touchdown from the one.cool lookhttp://www.blogger.com/profile/06140429623792610417noreply@blogger.com0tag:blogger.com,1999:blog-2241396401925026718.post-69968283062267035082014-01-08T08:35:00.000-08:002014-01-19T08:19:59.650-08:00Freewill determinism resource (for A Level etc.)<style><!-- /* Font Definitions */ @font-face {font-family:Arial; panose-1:2 11 6 4 2 2 2 2 2 4; mso-font-charset:0; mso-generic-font-family:auto; mso-font-pitch:variable; mso-font-signature:3 0 0 0 1 0;} @font-face {font-family:"Cambria Math"; panose-1:2 4 5 3 5 4 6 3 2 4; mso-font-charset:1; mso-generic-font-family:roman; mso-font-format:other; mso-font-pitch:variable; mso-font-signature:0 0 0 0 0 0;} /* Style Definitions */ p.MsoNormal, li.MsoNormal, div.MsoNormal {mso-style-unhide:no; mso-style-qformat:yes; mso-style-parent:""; margin:0cm; margin-bottom:.0001pt; mso-pagination:widow-orphan; font-size:12.0pt; font-family:"Times New Roman"; mso-fareast-font-family:"Times New Roman"; mso-bidi-font-family:"Times New Roman"; mso-ansi-language:EN-US;} h1 {mso-style-unhide:no; mso-style-qformat:yes; mso-style-link:"Heading 1 Char"; mso-style-next:Normal; margin:0cm; margin-bottom:.0001pt; mso-pagination:widow-orphan; page-break-after:avoid; mso-outline-level:1; font-size:12.0pt; font-family:"Times New Roman"; mso-font-kerning:0pt; mso-bidi-font-weight:normal;} p.MsoFooter, li.MsoFooter, div.MsoFooter {mso-style-unhide:no; mso-style-link:"Footer Char"; margin:0cm; margin-bottom:.0001pt; mso-pagination:widow-orphan; tab-stops:center 207.65pt right 415.3pt; font-size:12.0pt; font-family:"Times New Roman"; mso-fareast-font-family:"Times New Roman"; mso-bidi-font-family:"Times New Roman"; mso-ansi-language:EN-US;} p.MsoBodyTextIndent, li.MsoBodyTextIndent, div.MsoBodyTextIndent {mso-style-unhide:no; mso-style-link:"Body Text Indent Char"; margin:0cm; margin-bottom:.0001pt; text-indent:36.0pt; mso-pagination:widow-orphan; font-size:12.0pt; font-family:"Times New Roman"; mso-fareast-font-family:"Times New Roman"; mso-bidi-font-family:"Times New Roman";} p.MsoBodyTextIndent2, li.MsoBodyTextIndent2, div.MsoBodyTextIndent2 {mso-style-unhide:no; mso-style-link:"Body Text Indent 2 Char"; margin-top:0cm; margin-right:0cm; margin-bottom:0cm; margin-left:36.0pt; margin-bottom:.0001pt; mso-pagination:widow-orphan; font-size:12.0pt; font-family:"Times New Roman"; mso-fareast-font-family:"Times New Roman"; mso-bidi-font-family:"Times New Roman";} p.MsoBlockText, li.MsoBlockText, div.MsoBlockText {mso-style-unhide:no; margin-top:0cm; margin-right:37.3pt; margin-bottom:0cm; margin-left:36.0pt; margin-bottom:.0001pt; mso-pagination:widow-orphan; font-size:12.0pt; font-family:"Times New Roman"; mso-fareast-font-family:"Times New Roman"; mso-bidi-font-family:"Times New Roman";} span.Heading1Char {mso-style-name:"Heading 1 Char"; mso-style-unhide:no; mso-style-locked:yes; mso-style-link:"Heading 1"; mso-ansi-font-size:12.0pt; mso-bidi-font-size:12.0pt; font-weight:bold; mso-bidi-font-weight:normal;} span.BodyTextIndentChar {mso-style-name:"Body Text Indent Char"; mso-style-unhide:no; mso-style-locked:yes; mso-style-link:"Body Text Indent"; mso-ansi-font-size:12.0pt; mso-bidi-font-size:12.0pt;} span.BodyTextIndent2Char {mso-style-name:"Body Text Indent 2 Char"; mso-style-unhide:no; mso-style-locked:yes; mso-style-link:"Body Text Indent 2"; mso-ansi-font-size:12.0pt; mso-bidi-font-size:12.0pt;} span.FooterChar {mso-style-name:"Footer Char"; mso-style-unhide:no; mso-style-locked:yes; mso-style-link:Footer; mso-ansi-font-size:12.0pt; mso-bidi-font-size:12.0pt; mso-ansi-language:EN-US;} .MsoChpDefault {mso-style-type:export-only; mso-default-props:yes; font-size:10.0pt; mso-ansi-font-size:10.0pt; mso-bidi-font-size:10.0pt;} @page WordSection1 {size:595.3pt 841.9pt; margin:72.0pt 90.0pt 72.0pt 90.0pt; mso-header-margin:35.4pt; mso-footer-margin:35.4pt; mso-paper-source:0;} div.WordSection1 {page:WordSection1;} --></style> <br /><h1 style="line-height: 200%;"><i style="mso-bidi-font-style: normal;"><span style="font-size: 18.0pt; font-weight: normal; line-height: 200%; mso-bidi-font-size: 12.0pt;">5. Does Murderous Mick Deserve To be Punished?</span></i></h1><div class="MsoNormal" style="line-height: 200%;"><br /></div><div class="MsoNormal" style="line-height: 200%;"><span style="mso-ansi-language: EN-GB;">Here’s Murderous Mick. He’s just been captured trying to rob a bank. </span></div><div class="MsoNormal" style="line-height: 200%;"><br /></div><div class="MsoNormal" style="line-height: 200%;"><span style="mso-ansi-language: EN-GB;">1.ILLUSTRATE: MURDEROUS MICK WITH HANDS UP AND ARMED DETECTIVES (MICK IS A COWBOY AND APPEARS IN TPF1) DEAD GUARD IN BACKGROUND.</span></div><div class="MsoNormal" style="line-height: 200%;"><br /></div><div class="MsoNormal" style="line-height: 200%;"><span style="mso-ansi-language: EN-GB;">Mick shot a bank guard in the back, just for fun. </span></div><div class="MsoNormal" style="line-height: 200%; text-indent: 36.0pt;"><span style="mso-ansi-language: EN-GB;">Obviously we think very badly of people like Murderous Mick. We hold them responsible for their dishonest, selfish and cruel behaviour. We believe that they deserve punishment. Mick will end up locked up in jail for years.</span></div><div class="MsoNormal" style="line-height: 200%; text-indent: 36.0pt;"><span style="mso-ansi-language: EN-GB;">I guess you think, “And quite right too. That’s what Mick deserves.”</span></div><div class="MsoNormal" style="line-height: 200%;"><br /><a name='more'></a><br /></div><div style="line-height: 200%;"><b>A “common sense” view</b></div><div class="MsoNormal" style="line-height: 200%;"><br /></div><div class="MsoNormal" style="line-height: 200%;"><span style="mso-ansi-language: EN-GB;">That people who rob and murder deserve to be punished for what they do is, of course, the “common sense” view. But is “common sense” correct about this?</span></div><div class="MsoNormal" style="line-height: 200%; text-indent: 36.0pt;"><span style="mso-ansi-language: EN-GB;">As we will soon discover, there’s a famous philosophical argument that <i style="mso-bidi-font-style: normal;">seems</i> to show that we are mistaken: Murderous Mick doesn’t deserve punishment. In fact he’s entirely blameless!</span></div><div class="MsoNormal" style="line-height: 200%; text-indent: 36.0pt;"><br /></div><div class="MsoNormal" style="line-height: 200%; margin-left: 36.0pt;"><span style="mso-ansi-language: EN-GB;">2.ILLUSTRATE: MICK IN JAIL SAYING TO READER “THAT’S RIGHT. I’M BLAMELESS!”</span></div><div class="MsoNormal" style="line-height: 200%; text-indent: 36.0pt;"><br /></div><div class="MsoNormal" style="line-height: 200%;"><span style="mso-ansi-language: EN-GB;">But before we get to that famous argument, let’s quickly look at an obvious exception to the rule that people deserve to be punished for the harm they cause.</span></div><div class="MsoNormal" style="line-height: 200%;"><br /></div><div style="line-height: 200%;"><b>Mr Black gets shoved out the window</b></div><div class="MsoNormal" style="line-height: 200%;"><br /></div><div class="MsoNormal" style="line-height: 200%;"><span style="mso-ansi-language: EN-GB;">We don’t always hold people responsible for what they do. Suppose Mr Black gets pushed backwards out of a window. He lands on top of Mr Brown.</span></div><div class="MsoNormal" style="line-height: 200%;"><br /></div><div class="MsoNormal" style="line-height: 200%; margin-left: 36.0pt;"><span style="mso-ansi-language: EN-GB;">3.ILLUSTRATE: LANDS ON MR BROWN (NB BLACK AND BROWN ARE MIDDLEAGED MEN THAT APPEARED IN TPF1).</span></div><div class="MsoNormal" style="line-height: 200%;"><br /></div><div class="MsoNormal" style="line-height: 200%;"><span style="mso-ansi-language: EN-GB;">Mr Black’s okay. But unfortunately, by landing on Mr Brown, Mr Black breaks Mr Brown’s arm.</span></div><div class="MsoNormal" style="line-height: 200%;"><br /></div><div class="MsoNormal" style="line-height: 200%; text-indent: 36.0pt;"><span style="mso-ansi-language: EN-GB;">4.ILLUSTRATE: SAD MR BROWN ARM IN PLASTER.</span></div><div class="MsoNormal" style="line-height: 200%;"><br /></div><div class="MsoNormal" style="line-height: 200%;"><span style="mso-ansi-language: EN-GB;">Is what happened Mr Black’s fault? Does he deserve to be punished?</span></div><div class="MsoNormal" style="line-height: 200%; text-indent: 36.0pt;"><span style="mso-ansi-language: EN-GB;">Surely not. Murderous Mick might deserve punishment, but not Mr Black. Why is this? After all, like Murderous Mick, Mr Black caused a serious injury.</span></div><div class="MsoNormal" style="line-height: 200%; text-indent: 36.0pt;"><span style="mso-ansi-language: EN-GB;">The answer, it seems, is that Mr Black had <i style="mso-bidi-font-style: normal;">no control </i>over what happened. He was quite unable to stop himself being pushed out of the window or falling on Mr Brown.</span></div><div class="MsoNormal" style="line-height: 200%; text-indent: 36.0pt;"><span style="mso-ansi-language: EN-GB;">But then how can it be Mr Black’s fault that Mr Brown ended up with a broken arm? Surely we can only hold someone responsible for doing something they actually had some control over. </span></div><div class="MsoBodyTextIndent" style="line-height: 200%;">But, as I say, we <i style="mso-bidi-font-style: normal;">do</i> suppose that Murderous Mick deserves punishment. We suppose that, unlike Mr Black, Mick didn’t have to<i style="mso-bidi-font-style: normal;"> </i>do what he did. Instead of going in for bank robbing, murder and mayhem, Mick could have chosen to do good things with his life.</div><div class="MsoNormal" style="line-height: 200%;"><br /></div><div class="MsoNormal" style="line-height: 200%; margin-left: 36.0pt;"><span style="mso-ansi-language: EN-GB;">5.[ILLUSTRATE SERENELY SMILING MICK WITH HALO RUNNING “MICK’S SOUP KITCHEN FOR THE HOMELESS” ]</span></div><div class="MsoNormal" style="line-height: 200%;"><br /></div><div class="MsoNormal" style="line-height: 200%;"><span style="mso-ansi-language: EN-GB;">Mick deserves punishment because, unlike Mr Black, he was <i style="mso-bidi-font-style: normal;">free to do otherwise</i>. </span></div><div class="MsoNormal" style="line-height: 200%; text-indent: 36.0pt;"><span style="mso-ansi-language: EN-GB;">That, at least, is the “common sense” view.</span></div><div class="MsoNormal" style="line-height: 200%;"><br /></div><div style="line-height: 200%;"><b>An extraordinary argument</b></div><div class="MsoNormal" style="line-height: 200%;"><br /></div><div class="MsoNormal" style="line-height: 200%;"><span style="mso-ansi-language: EN-GB;">Let’s now turn to the famous philosophical argument I mentioned earlier. The argument is extraordinary because it seems to show that no one can ever be held responsible for what they’ve done.</span></div><div class="MsoNormal" style="line-height: 200%; text-indent: 36.0pt;"><span style="mso-ansi-language: EN-GB;">Not even Murderous Mick!</span></div><div class="MsoNormal" style="line-height: 200%; text-indent: 36.0pt;"><br /></div><div class="MsoNormal" style="line-height: 200%;"><span style="mso-ansi-language: EN-GB;"><span style="mso-tab-count: 1;"> </span>Your first reaction to this is probably to say “Are you nuts! Of course Mick deserves punishment!” But don’t make up your mind just yet. Let’s take a closer look at the argument first. I call it, for obvious reasons, <i style="mso-bidi-font-style: normal;">the we-never-deserve-punishment argument</i>.</span></div><div class="MsoNormal" style="line-height: 200%; text-indent: 36.0pt;"><span style="mso-ansi-language: EN-GB;">I’ll break the argument down into three parts. Here’s part one.</span></div><div class="MsoNormal" style="line-height: 200%;"><br /></div><div style="line-height: 200%;"><b>The we-never-deserve-punishment argument. <i style="mso-bidi-font-style: normal;">part one: laws of nature</i></b></div><div class="MsoNormal" style="line-height: 200%;"><br /></div><div class="MsoNormal" style="line-height: 200%; text-indent: 36.0pt;"><span style="mso-ansi-language: EN-GB;">The argument begins with a scientific discovery. The universe, it seems, is everywhere ruled by <i style="mso-bidi-font-style: normal;">laws</i>. These laws of nature, as they are known, govern everything that happens physically. </span></div><div class="MsoNormal" style="line-height: 200%; text-indent: 36.0pt;"><span style="mso-ansi-language: EN-GB;">You might think of the laws of nature as a list of instructions that everything in the universe is compelled to obey, down to the very last atom. For example, there’s a law that governs how bodies attract each other gravitationally. </span></div><div class="MsoNormal" style="line-height: 200%; text-indent: 36.0pt;"><span style="mso-ansi-language: EN-GB;">Take the two planets Earth and Venus. These two objects exert a gravitational pull on each other. And there is a law of nature that says exactly how much pull these objects will exert on each other. The amount of pull depends on how massive the objects are and how close they are together. Big objects close together exert a strong pull.</span></div><div class="MsoNormal" style="line-height: 200%; text-indent: 36.0pt;"><br /></div><div class="MsoNormal" style="line-height: 200%;"><span style="mso-ansi-language: EN-GB;">6.ILLUSTRATE: TWO BIG SPHERES WITH BIG THICK ARROWS WITH GRAVITY ON THEM POINTING TO EACH OTHER.</span></div><div class="MsoNormal" style="line-height: 200%;"><br /></div><div class="MsoNormal" style="line-height: 200%;"><span style="mso-ansi-language: EN-GB;">Little objects far apart exert a weak pull.</span></div><div class="MsoNormal" style="line-height: 200%;"><br /></div><div class="MsoNormal" style="line-height: 200%;"><span style="mso-ansi-language: EN-GB;">7.ILLUSTRATE: SMALL SPHERES WITH SMALL THIN ARROWS MARKED “GRAVITY” POINTING AT EACH OTHER.</span></div><div class="MsoNormal" style="line-height: 200%;"><br /></div><div class="MsoNormal" style="line-height: 200%;"><span style="mso-ansi-language: EN-GB;">Every pair of physical objects in the entire universe, from the tiniest pebble on the beach to a whole Galaxy, must obey this law. There are no exceptions.</span></div><div class="MsoNormal" style="line-height: 200%; text-indent: 36.0pt;"><span style="mso-ansi-language: EN-GB;">There are many other laws of nature, of course. In fact <i style="mso-bidi-font-style: normal;">everything that physically happens in the universe is governed by such laws</i>.</span></div><div class="MsoNormal" style="line-height: 200%; text-indent: 36.0pt;"><span style="mso-ansi-language: EN-GB;">This means that, if you know exactly how the universe is a set up at any particular moment in time, down to the movement of the very last atom, and if you know all the laws of nature, then it is possible in principle for you to work out what will happen next, down to the movement of the very last atom.</span></div><div class="MsoNormal" style="line-height: 200%;"><span style="mso-ansi-language: EN-GB;"><span style="mso-tab-count: 1;"> </span>It’s as if the universe is a train and the laws of nature are its rails. If you know how fast the train is moving, and you know how the rails are laid, then you can predict exactly where the train will be at any point in the future. The train has no choice about where it will end up. It’s compelled to travel in a particular direction by the rails.</span></div><div class="MsoNormal" style="line-height: 200%;"><br /></div><div class="MsoNormal" style="line-height: 200%;"><span style="mso-ansi-language: EN-GB;"><span style="mso-tab-count: 1;"> </span>8.ILLUSTRATE: TRAIN ON RAILS APPROACHING STATION.</span></div><div class="MsoNormal" style="line-height: 200%;"><br /></div><div class="MsoNormal" style="line-height: 200%;"><span style="mso-ansi-language: EN-GB;"><span style="mso-tab-count: 1;"> </span>The same is true of the physical universe. Every piece of physical matter is in the vice-like grip of the same rigid laws. It’s impossible for anything to happen other than what actually happens. Earthquakes, volcanoes, rockfalls, the tides, ice ages: everything that goes on physically is made to happen, and could in principle have been predicTed long beforehand.</span></div><div class="MsoNormal" style="line-height: 200%;"><br /></div><div class="MsoBlockText" style="line-height: 200%;">9.ILLUSTRATION: EINSTEIN WITH BLACKBOARD (CALCUATIONS) “YOU SEE, IN EXACTLY FIVE HUNDRED YEARS TIME, A METEOR MUST CRASH INTO THE EARTH’S SURFACE AT EXACTLY THIS SPOT. I’VE WORKED IT ALL OUT.”</div><div class="MsoBlockText" style="line-height: 200%;"><br /></div><div class="MsoBlockText" style="line-height: 200%; margin-left: 0cm;">Philosophers have a name for the view that everything that physically happens in the universe is determined by laws. It’s called <i style="mso-bidi-font-style: normal;">determinism</i>.</div><div class="MsoNormal" style="line-height: 200%;"><br /></div><div style="line-height: 200%;"><b>The we-never-deserve-punishment argument. <i style="mso-bidi-font-style: normal;">Part two: we’re nature’s puppets</i></b></div><div class="MsoNormal" style="line-height: 200%;"><br /></div><div class="MsoNormal" style="line-height: 200%; text-indent: 36.0pt;"><span style="mso-ansi-language: EN-GB;">Which brings me to part two of the we-never-desereve-punishment argument. We are physical beings ourselves. We have physical bodies. But then it follows that our bodies are in the grip of the same physical laws as everything else. </span></div><div class="MsoNormal" style="line-height: 200%; text-indent: 36.0pt;"><span style="mso-ansi-language: EN-GB;">What does this mean? Well, if we are also in the grip of these laws, then it seems <i style="mso-bidi-font-style: normal;">we are not free to do anything other than what we actually do.</i> For example, I just scratched the top of my head. But if determinism is true, I was no more able not to scratch my head than a pebble is free to float in mid-air or water is able to flow up hill unaided. Everything I do is physically determined, and could in principle have been predicTed long before I decided to do it.</span></div><div class="MsoNormal" style="line-height: 200%; text-indent: 36.0pt;"><span style="mso-ansi-language: EN-GB;">So <i style="mso-bidi-font-style: normal;">I am not free</i>. As physical beings, we are nature’s puppets, dancing on her strings.</span></div><div class="MsoNormal" style="line-height: 200%; text-indent: 36.0pt;"><br /></div><div class="MsoNormal" style="line-height: 200%; margin-left: 36.0pt;"><span style="mso-ansi-language: EN-GB;">10.ILLUSTRATE: PUPPET MASTER (LABELLED “NATURE”) WITH MARIONETTES ON STRINGS.</span></div><div class="MsoNormal" style="line-height: 200%; text-indent: 36.0pt;"><br /></div><div class="MsoNormal" style="line-height: 200%;"><br /></div><div style="line-height: 200%;"><b>“But there are no laws of human nature…”</b></div><div class="MsoNormal" style="line-height: 200%;"><br /></div><div class="MsoNormal" style="line-height: 200%; text-indent: 36.0pt;"><span style="mso-ansi-language: EN-GB;">Before we get to part three of the we-never-deserve-punishment argument, let’s quickly deal with a worry you might have about part two.</span></div><div class="MsoNormal" style="line-height: 200%; text-indent: 36.0pt;"><span style="mso-ansi-language: EN-GB;">“Surely,” you may say “There are no laws governing <i style="mso-bidi-font-style: normal;">human behaviour</i>, are there? For example, there’s no law that says that when someone is hungry and they know that there’s food in the fridge, they will go to the fridge.” </span></div><div class="MsoNormal" style="line-height: 200%; text-indent: 36.0pt;"><span style="mso-ansi-language: EN-GB;">Suppose Mary is hungry and she knows the only food is in the refrigerator.</span></div><div class="MsoNormal" style="line-height: 200%; text-indent: 36.0pt;"><br /></div><div class="MsoBodyTextIndent2" style="line-height: 200%;">11.ILLUSTRATE: MARY THINKING ABOUT FOOD IN FRIDGE (LOOKING UP AT THOUGHT BUBBLE WITH PICTURE OF FRIDGE WITH CAKES ETC. IN), TUMMY RUMBLING.</div><div class="MsoNormal" style="line-height: 200%; text-indent: 36.0pt;"><br /></div><div class="MsoNormal" style="line-height: 200%;"><span style="mso-ansi-language: EN-GB;">Now, knowing human behaviour as I do, I can say that it’s <i style="mso-bidi-font-style: normal;">pretty likely</i> that Mary will go to the fridge fairly soon. But there’s no guarantee that she will. Perhaps Mary’s on a diet. Or perhaps she’s saving the food in the fridge for a party she’s planning to have that evening. </span></div><div class="MsoNormal" style="line-height: 200%; text-indent: 36.0pt;"><span style="mso-ansi-language: EN-GB;">The most I can say is that Mary will probably go to the fridge. There’s no law compelling her to go to the fridge. She’s free to do either.</span></div><div class="MsoNormal" style="line-height: 200%;"><br /></div><div class="MsoNormal" style="line-height: 200%; text-indent: 36.0pt;"><span style="mso-ansi-language: EN-GB;">Is this a good objection to the claim that we aren’t free?</span></div><div class="MsoNormal" style="line-height: 200%; text-indent: 36.0pt;"><span style="mso-ansi-language: EN-GB;">I don’t think so.</span></div><div class="MsoNormal" style="line-height: 200%; text-indent: 36.0pt;"><span style="mso-ansi-language: EN-GB;">True, there are no laws of human behaviour. But even if there are no laws of human behaviour, does it follow that Mary is free?</span></div><div class="MsoNormal" style="line-height: 200%; text-indent: 36.0pt;"><span style="mso-ansi-language: EN-GB;">No, it doesn’t follow. I admit there’s no law that says that a hungry person who know there is food in the fridge will go to the fridge. But a human being is a storm of tiny particles.</span></div><div class="MsoNormal" style="line-height: 200%;"><br /></div><div class="MsoNormal" style="line-height: 200%;"><span style="mso-ansi-language: EN-GB;">12.ILLUSTRATE: HUMAN AS A STORM OF WIZZY PARTICLES,<span style="mso-spacerun: yes;"> </span>WITH CAPTION “A HUMAN BEING IS A STORM OF TINY PARTICLES”.</span></div><div class="MsoNormal" style="line-height: 200%;"><br /></div><div class="MsoNormal" style="line-height: 200%;"><span style="mso-ansi-language: EN-GB;">Mary is made out of molecules that are made out of atoms that are made out of electrons, protons and neutrons which are made out of still tinier particles all whizzing around. Each and every one of these particles is in the vice-like grip of the laws of nature. They cannot do anything other than what they do in fact do. Now it’s <i style="mso-bidi-font-style: normal;">the laws governing these particles</i> that determine how Mary will behave. It is these laws that compel her to do whatever she does in fact do. </span></div><div class="MsoNormal" style="line-height: 200%; text-indent: 36.0pt;"><span style="mso-ansi-language: EN-GB;">So Mary is not free. There may not be laws of human behaviour. It doesn’t follow that everything we do isn’t determined by laws.</span></div><div class="MsoNormal" style="line-height: 200%; text-indent: 36.0pt;"><span style="mso-ansi-language: EN-GB;">We human beings think we’re free. But were not really free. Our freedom is an illusion. We’re nature’s puppets.</span></div><div class="MsoNormal" style="line-height: 200%;"><br /></div><div style="line-height: 200%;"><b>The we-never-deserve-punishment argument. <i style="mso-bidi-font-style: normal;">part three: we’re not to blame</i></b></div><div class="MsoNormal" style="line-height: 200%;"><br /></div><div class="MsoBodyTextIndent" style="line-height: 200%;">Now we reach the final part of the we-never-deserve-punishment argument. If <i style="mso-bidi-font-style: normal;">none</i> of us is <i style="mso-bidi-font-style: normal;">ever</i> free – if we are unable to do anything other than what we do in fact do – then how can we ever be held responsible for what we do? How can we ever deserve punishment?</div><div class="MsoBodyTextIndent" style="line-height: 200%;">After all, we said about Mr Black that he didn’t deserve to be punished for landing on Mr Brown. That was because he had no control over what happened. He was compelled to land on top of poor Mr Brown.</div><div class="MsoBodyTextIndent" style="line-height: 200%;">But if determinism is true, the same is true of what Murderous Mick did. Murderous Mick was no more able <i style="mso-bidi-font-style: normal;">not</i> to shoot that poor bank clerk than Mr Black was able <i style="mso-bidi-font-style: normal;">not</i> to land on top of Mr Brown. Neither was free to do anything other than what they did do. But then neither deserves blame or punishment, surely?</div><div class="MsoBodyTextIndent" style="line-height: 200%; text-indent: 0cm;"><br /></div><div class="MsoBodyTextIndent" style="line-height: 200%; text-indent: 0cm;">13.MURDEROUS MICK IN JAIL. TO READER: “SEE? I <i style="mso-bidi-font-style: normal;">TOLD</i>YOU I’M BLAMELESS!”</div><div class="MsoBodyTextIndent" style="line-height: 200%;"><br /></div><div class="MsoNormal" style="line-height: 200%; text-indent: 36.0pt;"><span style="mso-ansi-language: EN-GB;">True, the “common sense” view is that someone like Murderous Mick deserves both blame and punishment. But it seems that “common sense” is just wrong about this.</span></div><div class="MsoNormal" style="line-height: 200%; text-indent: 36.0pt;"><span style="mso-ansi-language: EN-GB;">But if no one ever deserves punishment, isn’t it always unfair to punish people? Wouldn’t it be unjust to punish Murderous Mick?</span></div><div class="MsoNormal" style="line-height: 200%; text-indent: 36.0pt;"><span style="mso-ansi-language: EN-GB;">It seems it would!<span style="mso-spacerun: yes;"> </span></span></div><div class="MsoNormal" style="line-height: 200%;"><br /></div><div style="line-height: 200%;"><b>Philosophy vs. “Common Sense”</b></div><div class="MsoNormal" style="line-height: 200%;"><br /></div><div class="MsoNormal" style="line-height: 200%;"><span style="mso-ansi-language: EN-GB;">This is a fantastic conclusion, of course. In fact, like me, you probably can’t make yourself believe the conclusion is true. </span></div><div class="MsoNormal" style="line-height: 200%; text-indent: 36.0pt;"><span style="mso-ansi-language: EN-GB;">Still, is it rational to carrying on believing that we are free and that we do sometimes deserve punishment? Am I justified in believing these things?</span></div><div class="MsoNormal" style="line-height: 200%; text-indent: 36.0pt;"><span style="mso-ansi-language: EN-GB;">It seems I’m not. The we-never-deserve-punishment argument does appear to show that no one is free, and that no one ever deserves to be punished. It does seem to show that “common sense” is wrong about that. </span></div><div class="MsoBodyTextIndent" style="line-height: 200%;">In philosophy you often come across arguments that contradict “common sense”. One of the most fascinating, and sometimes infuriating, things about philosophy is the way it can challenge what we all just take for granted.</div><div class="MsoNormal" style="line-height: 200%; text-indent: 36.0pt;"><span style="mso-ansi-language: EN-GB;">Common sense has been wrong before, of course. It was once the “common sense” view that the Earth is stationary. Almost everyone thought it “just obvious” that the sun went round the Earth, not the other way round. But of course, all these people were mistaken. Science showed “common sense” to be wrong.</span></div><div class="MsoNormal" style="line-height: 200%; text-indent: 36.0pt;"><span style="mso-ansi-language: EN-GB;">Perhaps, by showing that everything that happens physically is determined, science has also shown that “common sense” is wrong to think that we are free.</span></div><div class="MsoNormal" style="line-height: 200%; text-indent: 36.0pt;"><br /></div><div class="MsoNormal" style="line-height: 200%; margin-left: 36.0pt;"><span style="mso-ansi-language: EN-GB;">14.SCIENTIST<span style="mso-spacerun: yes;"> </span>TO AUDIENCE IN LECTURE HALL, POINTING TO EQUATIONS ON BOARD: “SO YOU SEE, I’M AFRAID COMMON SENSE IS WRONG”.</span></div><div class="MsoNormal" style="line-height: 200%; text-indent: 36.0pt;"><br /></div><div class="MsoNormal" style="line-height: 200%; text-indent: 36.0pt;"><span style="mso-ansi-language: EN-GB;"><span style="mso-spacerun: yes;"> </span>Often, when “common sense” views are challenged, people get very cross. That happened when scientists first showed that the Earth moves. They would shout “That’s just ridiculous! <i style="mso-bidi-font-style: normal;">Of course </i>the Earth doesn’t move. You’re just being <i style="mso-bidi-font-style: normal;">stupid</i>!” And they would stomp off in a huff.</span></div><div class="MsoNormal" style="line-height: 200%; text-indent: 36.0pt;"><br /></div><div class="MsoBodyTextIndent2" style="line-height: 200%;">15.ILLUSTRATE: BLIMPISH FIGURE MARCHING OFF GOING “PAH! OF COURSE THE EARTH IS STATIONARY, YOU IDIOT!”</div><div class="MsoNormal" style="line-height: 200%; text-indent: 36.0pt;"><br /></div><div class="MsoNormal" style="line-height: 200%; text-indent: 36.0pt;"><span style="mso-ansi-language: EN-GB;">I suppose that reaction is understandable. No one much likes having their most basic and fundamental beliefs challenged. It can be very uncomfortable to have someone come along and pick holes in what you have always taken for granted.</span></div><div class="MsoNormal" style="line-height: 200%; text-indent: 36.0pt;"><span style="mso-ansi-language: EN-GB;">Still, the fact is that the really “stupid” people were those who blindly stuck with “common sense” even after they had been presented with overwhelming<span style="mso-spacerun: yes;"> </span>evidence that the Earth does move.</span></div><div class="MsoNormal" style="line-height: 200%; text-indent: 36.0pt;"><span style="mso-ansi-language: EN-GB;">The same is true of someone who dismisses as “stupid” the conclusion that we’re not free solely on the grounds that this conclusion contrary to “common sense”. </span></div><div class="MsoNormal" style="line-height: 200%;"><br /></div><div style="line-height: 200%;"><b>Where do we go from here?</b></div><div class="MsoNormal" style="line-height: 200%;"><br /></div><div class="MsoNormal" style="line-height: 200%;"><span style="mso-ansi-language: EN-GB;">So we have a puzzle – a very famous puzzle – that many philosophers have struggled with over the years.</span></div><div class="MsoNormal" style="line-height: 200%; text-indent: 36.0pt;"><span style="mso-ansi-language: EN-GB;">On the one hand, we all believe that we are free, and that we do sometimes deserve punishment for the bad things we do.</span></div><div class="MsoNormal" style="line-height: 200%; text-indent: 36.0pt;"><span style="mso-ansi-language: EN-GB;">But, on the other hand, we have seen an argument that appears to show that we are mistaken about that. We aren’t free, and so we never deserve punishment.</span></div><div class="MsoNormal" style="line-height: 200%; text-indent: 36.0pt;"><span style="mso-ansi-language: EN-GB;">So what should we believe? What do you think?</span></div><div class="MsoNormal" style="line-height: 200%; text-indent: 36.0pt;"><br /></div><div class="MsoNormal" style="line-height: 200%; text-indent: 36.0pt;"><span style="mso-ansi-language: EN-GB;">Faced with such a devastating philosophical argument, a defender of the “common sense” view has only one option. They must show that there is something wrong with the argument.</span></div><div class="MsoNormal" style="line-height: 200%; text-indent: 36.0pt;"><span style="mso-ansi-language: EN-GB;">But if there is something wrong with the argument, then <i style="mso-bidi-font-style: normal;">what</i> is wrong with it?</span></div><div class="MsoNormal" style="line-height: 200%;"><br /></div><div style="line-height: 200%;"><b>Meet The Fates</b></div><div class="MsoNormal" style="line-height: 200%;"><br /></div><div class="MsoNormal" style="line-height: 200%;"><span style="mso-ansi-language: EN-GB;">Before we try to figure out what, if anything, is wrong with the we-never-deserve-punishment argument, let’s have a quick look at another, slightly different version of the view that we aren’t free.</span></div><div class="MsoNormal" style="line-height: 200%;"><span style="mso-ansi-language: EN-GB;"><span style="mso-tab-count: 1;"> </span>The Ancient Greeks believed in the Fates.</span></div><div class="MsoNormal" style="line-height: 200%;"><br /></div><div class="MsoNormal" style="line-height: 200%;"><span style="mso-ansi-language: EN-GB;">16.ILLUSTRATE: INNOCENT, WAVING MIDDLE AGED COUPLE SPORTING T-SHIRTS SAYING “DICK FATE”, “JANE FATE” . CAPTION “THE FATES”.</span></div><div class="MsoNormal" style="line-height: 200%;"><br /></div><div class="MsoNormal" style="line-height: 200%;"><span style="mso-ansi-language: EN-GB;">The Fates were beings who laid out the course of your life, giving you no option about how things turn out. For example, if the Fates say you will be injured by a car next Wednesday, then you will. Try to avoid being injured if you want. But it will do no good. You can even stay in bed all day.</span></div><div class="MsoNormal" style="line-height: 200%;"><br /></div><div class="MsoNormal" style="line-height: 200%;"><span style="mso-ansi-language: EN-GB;">17.ILLUSTRATE: NERVOUS LOOKING PERSON IN BED.</span></div><div class="MsoNormal" style="line-height: 200%;"><br /></div><div class="MsoNormal" style="line-height: 200%;"><span style="mso-ansi-language: EN-GB;">Somehow or other, The Fates will get you.</span></div><div class="MsoNormal" style="line-height: 200%;"><br /></div><div class="MsoNormal" style="line-height: 200%;"><span style="mso-ansi-language: EN-GB;">18.ILLUSTRATE: AS ABOVE WITH DEMENTED-LOOKING JANE FATE<span style="mso-spacerun: yes;"> </span>DRIVING CAR THROUGH BEDROOM WINDOW. IT’S ABOUT TO HIT THE GUY IN BED.</span></div><div class="MsoNormal" style="line-height: 200%;"><br /></div><div class="MsoNormal" style="line-height: 200%;"><span style="mso-ansi-language: EN-GB;"><span style="mso-tab-count: 1;"> </span>Those who believe in this sort of fate are called <i style="mso-bidi-font-style: normal;">fatalists</i>. Fatalists believe that there is no point in trying to prevent things from happening.<span style="mso-spacerun: yes;"> </span>For example, a fatalist might say, “There’s no point wearing a seatbelt: if I’m going to die in a car crash then I am going to die in car crash – there’s nothing I can do about it. What will be will be.”</span></div><div class="MsoNormal" style="line-height: 200%;"><span style="mso-ansi-language: EN-GB;"><span style="mso-tab-count: 1;"> </span>Now the reason I mention fatalism is that it’s very important not to muddle it up with determinism.</span></div><div class="MsoNormal" style="line-height: 200%; text-indent: 36.0pt;"><span style="mso-ansi-language: EN-GB;">Fatalism says that <i style="mso-bidi-font-style: normal;">our actions can have no effect</i>. Do what you like: things will still turn out the same way.</span></div><div class="MsoNormal" style="line-height: 200%; text-indent: 36.0pt;"><span style="mso-ansi-language: EN-GB;">Determinism, on the other hand, doesn’t deny that our actions can make a difference to how things turn out. It just denies that we can act other than how we do.</span></div><div class="MsoNormal" style="line-height: 200%;"><span style="mso-ansi-language: EN-GB;"><span style="mso-tab-count: 1;"> </span>There’s no reason to suppose that fatalism is true. The Ancient Greeks might have believed in fate. But there’s no evidence that our actions will have no effect on how things turn out. Quite the contrary, in fact. Wearing a seatbelt really can save your life.</span></div><div class="MsoNormal" style="line-height: 200%; text-indent: 36.0pt;"><span style="mso-ansi-language: EN-GB;">But it <i style="mso-bidi-font-style: normal;">does</i>seem as if determinism is true. Science has revealed that the physical universe is governed by laws. And, being part of the physical universe, these laws apply to us as well. So we cannot do other than what we do in fact do.</span></div><div class="MsoNormal" style="line-height: 200%;"><br /></div><div class="MsoNormal" style="line-height: 200%; text-indent: 36.0pt;"><span style="mso-ansi-language: EN-GB;">Having got clear about the difference between determinism and fatalism, let’s take a closer look at the we-never-deserve-punishment argument.</span></div><div class="MsoNormal" style="line-height: 200%;"><br /></div><div class="MsoNormal" style="line-height: 200%;"><b style="mso-bidi-font-weight: normal;"><span style="mso-ansi-language: EN-GB;">Tom’s “proof” that he is free</span></b></div><div class="MsoNormal" style="line-height: 200%;"><br /></div><div class="MsoNormal" style="line-height: 200%;"><span style="mso-ansi-language: EN-GB;">Tom and Carol are sitting in <i style="mso-bidi-font-style: normal;">The Magic Café </i>here in Oxford. They often discuss philosophical puzzles over lunch and today they are talking about free will.</span></div><div class="MsoNormal" style="line-height: 200%;"><br /></div><div class="MsoNormal" style="line-height: 200%;"><span style="mso-ansi-language: EN-GB;">ILLUSTRATE: TOM AND CAROL EATING LUNCH AT THE MAGIC CAFÉ (WILL SUPPY ROUGH): CAROL HAS LASAGNE, TOM SALAD. BOTH HAVE A GLASS OF WATER. CAROL ALSO HAS SMALL PLATE WITH A BROWNIE ON IT.</span></div><div class="MsoNormal" style="line-height: 200%;"><br /></div><div class="MsoNormal" style="line-height: 200%;"><span style="mso-ansi-language: EN-GB;">Carol has just explained the we-never-deserve-punishment argument to Tom. But Tom is totally unconvinced. He points to Carol’s plate of vegetarian lasagne.</span></div><div class="MsoNormal" style="line-height: 200%;"><br /></div><div class="MsoNormal" style="line-height: 200%;"><span style="font-family: Arial; mso-ansi-language: EN-GB;">TOM: So you think that, even if I were to take your lunch, place it on the floor, and jump up and down on it, I would be entirely innocent and blameless? You think I would deserve not even one ounce of condemnation?</span></div><div class="MsoNormal" style="line-height: 200%;"><br /></div><div class="MsoNormal" style="line-height: 200%;"><span style="mso-ansi-language: EN-GB;">Carol looked up from her plate a little nervously.</span></div><div class="MsoNormal" style="line-height: 200%;"><br /></div><div class="MsoNormal" style="line-height: 200%;"><span style="font-family: Arial; mso-ansi-language: EN-GB;">CAROL: Er, yes. You’re not going to are you?</span></div><div class="MsoNormal" style="line-height: 200%;"><span style="font-family: Arial; mso-ansi-language: EN-GB;">TOM: No. But what if I did? I can’t <i style="mso-bidi-font-style: normal;">really</i> believe you would think me blameless.</span></div><div class="MsoNormal" style="line-height: 200%;"><span style="font-family: Arial; mso-ansi-language: EN-GB;">CAROL: Well, I would probably feel very cross. I admit that. But then I feel cross when my computer crashes or when my car won’t start. That doesn’t mean that I think my computer and car deserve blame and punishment for not working, does it? That doesn’t show that I believe they have free will.</span></div><div class="MsoNormal" style="line-height: 200%;"><span style="font-family: Arial; mso-ansi-language: EN-GB;">TOM: No, I guess not. But still, it’s obvious to me that I <i style="mso-bidi-font-style: normal;">am</i> free. I can <i style="mso-bidi-font-style: normal;">prove</i> it.</span></div><div class="MsoNormal" style="line-height: 200%;"><span style="font-family: Arial; mso-ansi-language: EN-GB;">CAROL: Okay, go ahead and prove it.</span></div><div class="MsoNormal" style="line-height: 200%;"><span style="font-family: Arial; mso-ansi-language: EN-GB;">TOM: Very well. Right now, I am free either to raise my arm or not raise my arm.</span></div><div class="MsoNormal" style="line-height: 200%;"><br /></div><div class="MsoNormal" style="line-height: 200%;"><span style="mso-ansi-language: EN-GB;">Tom sat motionless for a moment, and then suddenly raised his arm.</span></div><div class="MsoNormal" style="line-height: 200%;"><br /></div><div class="MsoNormal" style="line-height: 200%; text-indent: 36.0pt;"><span style="mso-ansi-language: EN-GB;">19.[ILLUSTRATE: TOM RAISING HIS ARM.]</span></div><div class="MsoNormal" style="line-height: 200%;"><br /></div><div class="MsoNormal" style="line-height: 200%;"><span style="font-family: Arial; mso-ansi-language: EN-GB;">TOM: There, I raised my arm. But I was free not to raise it. I could have done either. So you see I <i style="mso-bidi-font-style: normal;">am</i> free. I am <i style="mso-bidi-font-style: normal;">not</i>nature’s puppet.</span></div><div class="MsoNormal" style="line-height: 200%;"><br /></div><div class="MsoNormal" style="line-height: 200%;"><span style="mso-ansi-language: EN-GB;">Has Tom really proved that he is free? No, as Carol now explains.</span></div><div class="MsoFooter" style="line-height: 200%; tab-stops: 36.0pt;"><br /></div><div class="MsoNormal" style="line-height: 200%;"><b style="mso-bidi-font-weight: normal;"><span style="mso-ansi-language: EN-GB;">Carol’s water argument</span></b></div><div class="MsoNormal" style="line-height: 200%;"><br /></div><div class="MsoNormal" style="line-height: 200%;"><span style="font-family: Arial; mso-ansi-language: EN-GB;">CAROL: You may <i style="mso-bidi-font-style: normal;">feel</i>free. But that doesn’t guarantee that you <i style="mso-bidi-font-style: normal;">are</i>free. True, you may not <i style="mso-bidi-font-style: normal;">know</i> about the laws that compel you behave as you do. But just because you don’t know about them doesn’t mean that they aren’t there. They are there. That’s precisely what science has shown.</span></div><div class="MsoNormal" style="line-height: 200%;"><span style="font-family: Arial; mso-ansi-language: EN-GB;">TOM: But look, sometimes I raise my arm and other times I don’t. So you see: I’m free to do either.</span></div><div class="MsoNormal" style="line-height: 200%;"><span style="font-family: Arial; mso-ansi-language: EN-GB;">CAROL: But the fact that you sometimes raise your arm and sometimes don’t doesn’t show that you are free.</span><span style="mso-ansi-language: EN-GB;"></span></div><div class="MsoNormal" style="line-height: 200%;"><br /></div><div class="MsoNormal" style="line-height: 200%;"><span style="mso-ansi-language: EN-GB;">Carol pointed to the water in her glass.</span></div><div class="MsoNormal" style="line-height: 200%;"><br /></div><div class="MsoNormal" style="line-height: 200%; text-indent: 36.0pt;"><span style="mso-ansi-language: EN-GB;">20.ILLUSTRATE: GLASS OF WATER</span></div><div class="MsoNormal" style="line-height: 200%;"><br /></div><div class="MsoNormal" style="line-height: 200%;"><span style="font-family: Arial; mso-ansi-language: EN-GB;">CAROL: Look, sometimes water lies still like this.<span style="mso-spacerun: yes;"> </span>But sometimes it runs quickly in streams.</span></div><div class="MsoNormal" style="line-height: 200%;"><br /></div><div class="MsoNormal" style="line-height: 200%;"><span style="font-family: Arial; mso-ansi-language: EN-GB;"><span style="mso-tab-count: 1;"> </span>21.ILLUSTRATE: MOUNTAIN STREAM.</span></div><div class="MsoNormal" style="line-height: 200%;"><br /></div><div class="MsoNormal" style="line-height: 200%;"><span style="font-family: Arial; mso-ansi-language: EN-GB;">Sometimes it falls as rain or hangs in the air as a cloud.</span></div><div class="MsoNormal" style="line-height: 200%;"><br /></div><div class="MsoNormal" style="line-height: 200%;"><span style="font-family: Arial; mso-ansi-language: EN-GB;"><span style="mso-tab-count: 1;"> </span>22.ILLUSTRATE: RAINING CLOUD.</span></div><div class="MsoNormal" style="line-height: 200%;"><br /></div><div class="MsoNormal" style="line-height: 200%;"><span style="font-family: Arial; mso-ansi-language: EN-GB;">Does the fact that water behaves in these different ways on different occasions show that water is not governed by natural laws?</span></div><div class="MsoNormal" style="line-height: 200%;"><span style="font-family: Arial; mso-ansi-language: EN-GB;">TOM: No. I guess not.</span></div><div class="MsoNormal" style="line-height: 200%;"><span style="font-family: Arial; mso-ansi-language: EN-GB;">CAROL: Right. So there you are, then. The fact that <i style="mso-bidi-font-style: normal;">you</i> behave in lots of different ways doesn’t show that <i style="mso-bidi-font-style: normal;">you</i> aren’t in the grip of the same laws.</span><span style="mso-ansi-language: EN-GB;"></span></div><div class="MsoNormal" style="line-height: 200%;"><br /></div><div class="MsoNormal" style="line-height: 200%;"><span style="mso-ansi-language: EN-GB;">Tom scratched the back of his neck. It still seemed to him that, unlike the water in the glass, he was free to do his own thing.</span></div><div class="MsoNormal" style="line-height: 200%;"><br /></div><div class="MsoNormal" style="line-height: 200%;"><span style="font-family: Arial; mso-ansi-language: EN-GB;">TOM: But water behaves differently only because the circumstances in which you find it are different. Liquid water sometimes flows and sometimes doesn’t, but that’s because sometimes it’s on a slope and sometimes not. Water will always behave exactly the same way if the circumstances are exactly the same.</span></div><div class="MsoNormal" style="line-height: 200%;"><span style="font-family: Arial; mso-ansi-language: EN-GB;">CAROL: That’s true.</span></div><div class="MsoNormal" style="line-height: 200%;"><span style="font-family: Arial; mso-ansi-language: EN-GB;">TOM: But I <i style="mso-bidi-font-style: normal;">don’t</i>always behave in the same way, even when the circumstances <i style="mso-bidi-font-style: normal;">are</i> exactly the same. Yesterday we came into the Magic Café I ordered soup. Today I ordered salad. Yet the circumstances today are just the same as they were yesterday. So you see – I am free in a way that the water in that glass is not.</span></div><div class="MsoNormal" style="line-height: 200%;"><span style="font-family: Arial; mso-ansi-language: EN-GB;">CAROL: No, you aren’t. There are subtle differences between how you are today and how you were yesterday. Your internal make-up is different today. Your brain chemistry is subtly different, for example. Different patterns of neurones are firing. There are <i style="mso-bidi-font-style: normal;">all sorts</i> of differences. It’s these differences that explain why you behave differently today, that explain why you made a different choice. If the situation today really were <i style="mso-bidi-font-style: normal;">absolutely</i>identical to the situation yesterday, right down to the very last atom, then you <i style="mso-bidi-font-style: normal;">would</i> have chosen soup today as well.</span><span style="mso-ansi-language: EN-GB;"></span></div><div class="MsoNormal" style="line-height: 200%;"><br /></div><div class="MsoNormal" style="line-height: 200%;"><span style="mso-ansi-language: EN-GB;">It seems Carol is right. It might seem obvious to you that you’re free. But on closer examination it’s not so obvious after all. In fact we still haven’t spotted anything wrong with the argument that we’re all Nature’s puppets. </span></div><div class="MsoNormal" style="line-height: 200%;"><br /></div><div style="line-height: 200%;"><b>The freedom of the soul</b></div><div class="MsoNormal" style="line-height: 200%;"><br /></div><div class="MsoNormal" style="line-height: 200%;"><span style="mso-ansi-language: EN-GB;">But Tom doesn’t give up easily. </span></div><div class="MsoNormal" style="line-height: 200%;"><br /></div><div class="MsoNormal" style="line-height: 200%;"><span style="font-family: Arial; mso-ansi-language: EN-GB;">TOM: I still believe I’m free. It seems to me that you have a much too narrow, scientific view of the universe. Yes, science is powerful. But there is more to we humans than science can ever explain.</span></div><div class="MsoNormal" style="line-height: 200%;"><span style="font-family: Arial; mso-ansi-language: EN-GB;">CAROL: What do you mean?</span></div><div class="MsoNormal" style="line-height: 200%;"><span style="font-family: Arial; mso-ansi-language: EN-GB;">TOM: I mean that each of us has a <i style="mso-bidi-font-style: normal;">soul</i>.</span></div><div class="MsoNormal" style="line-height: 200%;"><span style="font-family: Arial; mso-ansi-language: EN-GB;">CAROL: A soul?</span></div><div class="MsoNormal" style="line-height: 200%;"><span style="font-family: Arial; mso-ansi-language: EN-GB;">TOM: Yes. Your soul is your <i style="mso-bidi-font-style: normal;">conscious mind</i>, that part of you that makes choices and decisions.</span></div><div class="MsoNormal" style="line-height: 200%;"><span style="font-family: Arial; mso-ansi-language: EN-GB;">CAROL: I see.</span></div><div class="MsoNormal" style="line-height: 200%;"><span style="font-family: Arial; mso-ansi-language: EN-GB;">TOM: It is something outside the natural order. It’s not part of the physical universe at all.</span></div><div class="MsoNormal" style="line-height: 200%;"><span style="font-family: Arial; mso-ansi-language: EN-GB;">CAROL: It’s a non-physical thing?</span></div><div class="MsoNormal" style="line-height: 200%;"><span style="font-family: Arial; mso-ansi-language: EN-GB;">TOM: That’s right. It’s even capable of existing on its own, without <i style="mso-bidi-font-style: normal;">any</i> physical body. </span></div><div class="MsoNormal" style="line-height: 200%;"><br /></div><div class="MsoNormal" style="line-height: 200%;"><span style="mso-ansi-language: EN-GB;">Many religious people in the existence of souls, of course. They believe that the death of the physical body does not mean that end of the person. What’s essential to the person – their soul – can carry on. It is the soul that many Christians believe goes up to heaven after we die.</span></div><div class="MsoNormal" style="line-height: 200%;"><br /></div><div class="MsoNormal" style="line-height: 200%;"><span style="font-family: Arial; mso-ansi-language: EN-GB;">28.ILLUSTRATE: WINGED CLOUD DRIFTING UP FROM CORPSE ON TABLE.</span></div><div class="MsoNormal" style="line-height: 200%;"><br /></div><div class="MsoNormal" style="line-height: 200%;"><span style="mso-ansi-language: EN-GB;"><span style="mso-tab-count: 1;"> </span>On Carol’s view, a person is a physical thing. They are not separate from their body. </span><span style="font-family: Arial; mso-ansi-language: EN-GB;"></span></div><div class="MsoNormal" style="line-height: 200%;"><br /></div><div class="MsoNormal" style="line-height: 200%;"><span style="font-family: Arial; mso-ansi-language: EN-GB;">23.ILLUSTRATE:: PERSON, WITH TWO LABELS “PERSON” “BODY” AND ARROWS POINTING TO THE PERSON.</span></div><div class="MsoNormal" style="line-height: 200%;"><br /></div><div class="MsoNormal" style="line-height: 200%;"><span style="mso-ansi-language: EN-GB;">But on according to Tom, a person is a soul. The soul is something separate, something <i style="mso-bidi-font-style: normal;">non-physical</i>.</span></div><div class="MsoNormal" style="line-height: 200%;"><br /></div><div class="MsoNormal" style="line-height: 200%;"><span style="font-family: Arial; mso-ansi-language: EN-GB;">24.ILLUSTRATE: TOM’S VIEW: PERSON WITH LITTLE WINGED CLOUD WITH FACE ON ABOVE HEAD. “PERSON” WITH ARROW POINTING AT CLOUD. “BODY” WITH ARROW POINTING AT BODY.</span><span style="mso-ansi-language: EN-GB;"></span></div><div class="MsoNormal" style="line-height: 200%;"><br /></div><div class="MsoNormal" style="line-height: 200%;"><span style="mso-ansi-language: EN-GB;"><span style="mso-tab-count: 1;"> </span>But what have souls to do with free will? Tom explains.</span><span style="font-family: Arial; mso-ansi-language: EN-GB;"></span></div><div class="MsoNormal" style="line-height: 200%;"><br /></div><div class="MsoNormal" style="line-height: 200%;"><span style="font-family: Arial; mso-ansi-language: EN-GB;">TOM: Being non-physical, the soul is not controlled by physical laws. Being apart from the physical world means it can do its own thing. So it <i style="mso-bidi-font-style: normal;">is</i> free.</span></div><div class="MsoNormal" style="line-height: 200%;"><br /></div><div class="MsoNormal" style="line-height: 200%;"><span style="mso-ansi-language: EN-GB;">This is an ingenious suggestion. Has Tom explained how we can be free after all?</span></div><div class="MsoNormal" style="line-height: 200%;"><br /></div><div class="MsoNormal" style="line-height: 200%;"><b style="mso-bidi-font-weight: normal;"><span style="mso-ansi-language: EN-GB;">A problem with the soul theory</span></b></div><div class="MsoNormal" style="line-height: 200%;"><br /></div><div class="MsoNormal" style="line-height: 200%;"><span style="font-family: Arial; mso-ansi-language: EN-GB;">CAROL: But you haven’t given me any <i style="mso-bidi-font-style: normal;">reason</i> to suppose that souls exist, have you? </span></div><div class="MsoNormal" style="line-height: 200%;"><span style="font-family: Arial; mso-ansi-language: EN-GB;">TOM: Well I suppose not. Not yet.</span></div><div class="MsoNormal" style="line-height: 200%;"><span style="font-family: Arial; mso-ansi-language: EN-GB;">CAROL: And in any case, even if souls<i style="mso-bidi-font-style: normal;"> do</i> exist, they <i style="mso-bidi-font-style: normal;">still wouldn’t allow us to act freely.</i></span></div><div class="MsoNormal" style="line-height: 200%;"><span style="font-family: Arial; mso-ansi-language: EN-GB;">TOM: Why not?</span></div><div class="MsoNormal" style="line-height: 200%;"><span style="font-family: Arial; mso-ansi-language: EN-GB;">CAROL: Because our bodies <i style="mso-bidi-font-style: normal;">are</i> physical. So they <i style="mso-bidi-font-style: normal;">are</i>in the grip of the laws of nature. What <i style="mso-bidi-font-style: normal;">they</i>do <i style="mso-bidi-font-style: normal;">is</i> determined in advance by how things were physically. But that means our bodies <i style="mso-bidi-font-style: normal;">still</i> can’t do anything other than what they do in fact do.</span></div><div class="MsoNormal" style="line-height: 200%;"><br /></div><div class="MsoNormal" style="line-height: 200%;"><span style="mso-ansi-language: EN-GB;">Tom raises an eyebrow. </span></div><div class="MsoNormal" style="line-height: 200%;"><br /></div><div class="MsoNormal" style="line-height: 200%;"><span style="font-family: Arial; mso-ansi-language: EN-GB;">TOM: I’m not sure I follow.</span></div><div class="MsoNormal" style="line-height: 200%;"><span style="font-family: Arial; mso-ansi-language: EN-GB;">CAROL: Well, let’s suppose you are right and I am a non-physical soul. According to you, I’m free to decide either to take a bite of that cake or take a sip of that water.</span></div><div class="MsoNormal" style="line-height: 200%;"><br /></div><div class="MsoNormal" style="line-height: 200%;"><span style="font-family: Arial; mso-ansi-language: EN-GB;">25.ILLUSTRATE: CAROL LOOKING AT WATER AND CAKE ON TABLE IN FRONT OF HER.</span></div><div class="MsoNormal" style="line-height: 200%;"><br /></div><div class="MsoNormal" style="line-height: 200%;"><span style="font-family: Arial; mso-ansi-language: EN-GB;">I decide to take a sip of water. But if determinism is true, what happens to my body is already fixed by the laws of nature. If the laws of nature say that my arm will reach out and grab the cake, then it will, whatever <i style="mso-bidi-font-style: normal;">I</i> might happen to decide. </span></div><div class="MsoNormal" style="line-height: 200%;"><br /></div><div class="MsoNormal" style="line-height: 200%;"><span style="font-family: Arial; mso-ansi-language: EN-GB;">26.ILLUSTRATE: CAROL PICKING UP CAKE. WINGED CLOUD ABOVE HER HEAD HAS THINK BUBBLE: “BUT I WANTED THE WATER”!</span></div><div class="MsoNormal" style="line-height: 200%;"><br /></div><div class="MsoNormal" style="line-height: 200%;"><span style="font-family: Arial; mso-ansi-language: EN-GB;">So you, see, even if we <i style="mso-bidi-font-style: normal;">do</i> have souls and they <i style="mso-bidi-font-style: normal;">are</i>free, that <i style="mso-bidi-font-style: normal;">still</i> wouldn’t give us any control over what our bodies did.</span></div><div class="MsoNormal" style="line-height: 200%;"><span style="font-family: Arial; mso-ansi-language: EN-GB;">TOM: Oh. I see.</span></div><div class="MsoNormal" style="line-height: 200%;"><span style="font-family: Arial; mso-ansi-language: EN-GB;">ALICE: In fact, if we had souls, they would be disconnected from our bodies, unable to have <i style="mso-bidi-font-style: normal;">any</i> effect on what they did. So, as we clearly <i style="mso-bidi-font-style: normal;">can</i> affect what our bodies do, it follows that <i style="mso-bidi-font-style: normal;">we don’t have souls.</i></span></div><h1 style="line-height: 200%;"><i style="mso-bidi-font-style: normal;"> </i></h1><div class="MsoNormal" style="line-height: 200%;"><span style="mso-ansi-language: EN-GB;">This is an interesting line of argument. If determinism is true, it really would seem to follow that we don’t have souls.</span></div><div class="MsoNormal" style="line-height: 200%;"><br /></div><div style="line-height: 200%;"><b><i style="mso-bidi-font-style: normal;">Is</i> the brain an exception to the laws of nature?</b></div><div class="MsoNormal" style="line-height: 200%;"><br /></div><div class="MsoNormal" style="line-height: 200%;"><span style="mso-ansi-language: EN-GB;">But Tom is unpersuaded by Carol’s argument.</span></div><div class="MsoNormal" style="line-height: 200%;"><br /></div><div class="MsoNormal" style="line-height: 200%;"><span style="font-family: Arial; mso-ansi-language: EN-GB;">TOM: But you’re simply assuming that what your body does is fixed by the laws of nature plus how things are physically. But <i style="mso-bidi-font-style: normal;">that’s not true</i>. Your soul can come in and <i style="mso-bidi-font-style: normal;">affect</i> what’s going on physically. </span></div><div class="MsoNormal" style="line-height: 200%;"><span style="font-family: Arial; mso-ansi-language: EN-GB;">CAROL: How does it do that?</span></div><div class="MsoNormal" style="line-height: 200%;"><span style="font-family: Arial; mso-ansi-language: EN-GB;">TOM: It’s as if the soul and the brain are equipped with little transmitters and receivers.</span><span style="mso-ansi-language: EN-GB;"></span></div><div class="MsoNormal" style="line-height: 200%;"><br /></div><div class="MsoNormal" style="line-height: 200%; margin-left: 36.0pt;"><span style="mso-ansi-language: EN-GB;">27.ILLUSTRATE: SOUL AND BRAIN WITH RADIO DISHES SENDING SIGNALS TO EACH OTHER (DOTTED LINES?)</span></div><div class="MsoNormal" style="line-height: 200%;"><br /></div><div class="MsoNormal" style="line-height: 200%;"><span style="font-family: Arial; mso-ansi-language: EN-GB;">When I decide I want to raise my arm, my soul transmits to my brain a signal. That causes something to happen in my brain, which in turn causes electrical signals to be sent to my arm. That raises my arm.</span></div><div class="MsoNormal" style="line-height: 200%;"><span style="font-family: Arial; mso-ansi-language: EN-GB;">CAROL: But that’s <i style="mso-bidi-font-style: normal;">ridiculous</i>! That would mean that something happens in your brain has no <i style="mso-bidi-font-style: normal;">physical</i> cause. Being caused by the signal sent from something non-physical – your soul – it would not be physically determined.</span></div><div class="MsoNormal" style="line-height: 200%;"><span style="font-family: Arial; mso-ansi-language: EN-GB;">TOM: Exactly.</span></div><div class="MsoNormal" style="line-height: 200%;"><span style="font-family: Arial; mso-ansi-language: EN-GB;">CAROL: But <i style="mso-bidi-font-style: normal;">every</i>physical event has a physical cause. That’s a law of nature.</span></div><div class="MsoNormal" style="line-height: 200%;"><span style="font-family: Arial; mso-ansi-language: EN-GB;">TOM: Yes, generally speaking, physical events have physical causes. But there’s an exception to the rule: the human brain. Some things happen in the brain that <i style="mso-bidi-font-style: normal;">don’t</i>have a physical cause. Some of what goes on in the brain is caused by <i style="mso-bidi-font-style: normal;">the soul</i> – something <i style="mso-bidi-font-style: normal;">non-physical</i>.</span></div><div class="MsoNormal" style="line-height: 200%;"><span style="font-family: Arial; mso-ansi-language: EN-GB;">CAROL: So the laws of nature apply throughout the entire universe, with one exception: the human brain?</span></div><div class="MsoNormal" style="line-height: 200%;"><span style="font-family: Arial; mso-ansi-language: EN-GB;">TOM: Yes.</span></div><div class="MsoNormal" style="line-height: 200%;"><span style="font-family: Arial; mso-ansi-language: EN-GB;">CAROL: What a load of unscientific tosh!</span><span style="mso-ansi-language: EN-GB;"></span></div><div class="MsoNormal" style="line-height: 200%;"><br /></div><div class="MsoNormal" style="line-height: 200%;"><span style="mso-ansi-language: EN-GB;">Tom’s explanation of how the soul and the body interact is certainly a lot to swallow. The suggestion that the laws of nature apply throughout the entire universe <i style="mso-bidi-font-style: normal;">except for one place</i>, the human brain, is pretty implausible. Why suppose that the laws of nature make an exception of the human brain?</span></div><div class="MsoNormal" style="line-height: 200%;"><br /></div><div style="line-height: 200%;"><b>“Acting freely means that if you had chosen to act differently, then you would have acted differently”</b></div><div class="MsoNormal" style="line-height: 200%;"><br /></div><div class="MsoNormal" style="line-height: 200%;"><span style="mso-ansi-language: EN-GB;">Still, even if determinism is true, Tom may yet be right that we are able to act freely. Let’s now turn to one of the most famous and interesting suggestions about how to defeat the we-never-deserve-punishment argument: <i style="mso-bidi-font-style: normal;">compatibilism</i>.</span></div><div class="MsoNormal" style="line-height: 200%; text-indent: 36.0pt;"><span style="mso-ansi-language: EN-GB;">Compatibilism is simply the view that determinism and free will are compatible. It’s true that everything that happens physically is physically determined. But it’s <i style="mso-bidi-font-style: normal;">also</i>true that we are able to act freely.</span></div><div class="MsoNormal" style="line-height: 200%; text-indent: 36.0pt;"><br /></div><div class="MsoBodyTextIndent" style="line-height: 200%;"><span style="mso-spacerun: yes;"> </span>But why think that free will and determinism are <i style="mso-bidi-font-style: normal;">compatible</i>? </div><div class="MsoNormal" style="line-height: 200%; text-indent: 36.0pt;"><span style="mso-ansi-language: EN-GB;">Well, asks the compatibilist, <i style="mso-bidi-font-style: normal;">what do we ordinarily mean when we say someone “acted freely”?</i> We mean this: <i style="mso-bidi-font-style: normal;">that they would have done otherwise if they had chosen to.</i></span></div><div class="MsoNormal" style="line-height: 200%; text-indent: 36.0pt;"><span style="mso-ansi-language: EN-GB;">Take Murderous Mick, for example. He acted freely. Why? Because he could and would have done otherwise <i style="mso-bidi-font-style: normal;">had he chosen to</i>. Suppose, for example, that instead of choosing to live a life of despicable cruelty, Mick had chosen to live a noble and generous sort of existence. </span></div><div class="MsoNormal" style="line-height: 200%;"><br /></div><div class="MsoNormal" style="line-height: 200%;"><span style="mso-ansi-language: EN-GB;">28.ILLUSTRATE: MICK IN SAINTLY POSE AND GARB (“ALL YOU NEED IS LOVE” BADGE?), SMILING SWEETLY AND HANDING OUT FLOWERS TO PASSERS-BY.</span></div><div class="MsoNormal" style="line-height: 200%;"><br /></div><div class="MsoNormal" style="line-height: 200%;"><span style="mso-ansi-language: EN-GB;">Had he chosen to live such a life, then he would have. Nothing would have prevented him.<span style="mso-spacerun: yes;"> </span>But he chose not to. He chose to lead a wicked life instead. It was<i style="mso-bidi-font-style: normal;"> his</i> <i style="mso-bidi-font-style: normal;">choice</i>. So Mick’s wicked acts <i style="mso-bidi-font-style: normal;">are</i> his responsibility.</span></div><div class="MsoNormal" style="line-height: 200%;"><span style="mso-ansi-language: EN-GB;"><span style="mso-tab-count: 1;"> </span>Mr Black, on the other hand, cannot be blamed for landing on Mr Brown. For Mr Black was forced out the window against his will. He couldn’t have avoided landing on Mr Brown, even if he <i style="mso-bidi-font-style: normal;">had</i> chosen to. He would land on Mr Brown anyway, whatever he might choose. So he didn’t act freely.</span></div><div class="MsoNormal" style="line-height: 200%;"><br /></div><div class="MsoNormal" style="line-height: 200%; text-indent: 36.0pt;"><span style="mso-ansi-language: EN-GB;">So that’s what we man by “acting freely”, according to the compatibilist. And now we come to the clever bit – notice that <i style="mso-bidi-font-style: normal;">“acting freely” in this sense is compatible with determinism</i>.</span></div><div class="MsoNormal" style="line-height: 200%; text-indent: 36.0pt;"><span style="mso-ansi-language: EN-GB;">True, all our choices are determined. In principle, everything we do could have been predicted way in advance by scientists who knew all there was to know about what’s going on physically. But that doesn’t matter. We still act freely if we would have done otherwise <i style="mso-bidi-font-style: normal;">had we chosen to</i>.</span></div><div class="MsoNormal" style="line-height: 200%; text-indent: 36.0pt;"><span style="mso-ansi-language: EN-GB;">Yes, I know we <i style="mso-bidi-font-style: normal;">can’t</i> choose otherwise. Given the laws of nature it’s impossible that Murderous Mick would choose anything other than what he did. But still, it’s still true that he w<i style="mso-bidi-font-style: normal;">ould</i> have done otherwise <i style="mso-bidi-font-style: normal;">if </i>he had chosen to. <i style="mso-bidi-font-style: normal;">If</i> had chosen to be good, then he would have been. </span></div><div class="MsoNormal" style="line-height: 200%;"><span style="mso-ansi-language: EN-GB;"><span style="mso-tab-count: 1;"> </span>So, says the compatibilist, if <i style="mso-bidi-font-style: normal;">that’s</i> what we mean by acting freely”, then we can still “act freely” even if we are determined. And if we can “act freely”, then we <i style="mso-bidi-font-style: normal;">do</i>deserve blame and punishment for what we do! Problem solved!</span></div><div class="MsoNormal" style="line-height: 200%;"><span style="mso-ansi-language: EN-GB;"><span style="mso-tab-count: 1;"> </span>That, at least, is how compatibilists argue. But are they right?</span></div><div class="MsoNormal" style="line-height: 200%;"><span style="mso-ansi-language: EN-GB;"><span style="mso-tab-count: 1;"> </span>What do you think?</span></div><div class="MsoNormal" style="line-height: 200%;"><br /></div><div style="line-height: 200%;"><b>The case of the hypnotist and the pineapple juice</b></div><div class="MsoNormal" style="line-height: 200%;"><br /></div><div class="MsoNormal" style="line-height: 200%;"><span style="mso-ansi-language: EN-GB;"><span style="mso-tab-count: 1;"> </span>I don’t think the compatibilist is right. To see why, let’s take a look at<i style="mso-bidi-font-style: normal;"> the strange case of the hypnotist and the pineapple juice.</i></span></div><div class="MsoNormal" style="line-height: 200%; text-indent: 36.0pt;"><span style="mso-ansi-language: EN-GB;">This is Guy.</span></div><div class="MsoNormal" style="line-height: 200%;"><br /></div><div class="MsoNormal" style="line-height: 200%;"><span style="mso-ansi-language: EN-GB;">29.ILLUSTRATE: GOOGLY-EYED HYPNOTIZED GUY SITTING IN A CHAIR. HE IS HOLDING GLASS OF JUICE.</span></div><div class="MsoNormal" style="line-height: 200%;"><br /></div><div class="MsoNormal" style="line-height: 200%;"><span style="mso-ansi-language: EN-GB;">He’s been hypnotized.</span></div><div class="MsoNormal" style="line-height: 200%;"><br /></div><div class="MsoNormal" style="line-height: 200%;"><span style="mso-ansi-language: EN-GB;">30.ILLUSTRATE: CLOSE UP OF HIS EYES: WHICH ARE DOING THE HYPNOTIZED THING. HE’S SAYING “ANOTHER GLASS OF PINEAPPLE JUICE PLEASE!”</span></div><div class="MsoNormal" style="line-height: 200%;"><br /></div><div class="MsoNormal" style="line-height: 200%;"><span style="mso-ansi-language: EN-GB;">Guy is at hypnotist’s stage show. The hypnotist just got Guy and his girlfriend up on stage. Guy’s girlfriend revealed that one of the things Guy detests most is pineapple juice. He can’t stand the stuff. So, as a joke, the hypnotist hypnotized Guy into wanting to drink glass after glass of pineapple juice.</span></div><div class="MsoNormal" style="line-height: 200%; text-indent: 36.0pt;"><span style="mso-ansi-language: EN-GB;">Guy is now back at his table, but the stage lights are still on him. He keeps on ordering more and more pineapple juice. The audience, who are watching Guy, think it’s hysterically funny.</span></div><div class="MsoNormal" style="line-height: 200%;"><br /></div><div class="MsoNormal" style="line-height: 200%;"><span style="mso-ansi-language: EN-GB;">31.BIG ILLUSTRATION: NIGHTCLUB, HYPNOTIST ON STAGE. PEOPLE SAT AROUND TABLES. TABLE AT FRONT IN SPOTLIGHT WITH GUY AND HIS (NASTY-LOOKING) GIRFRIEND. GUY IS CALLING OUT TO WAITRESS “AND ANOTHER PINEAPPLE JUICE PLEASE!”. LOTS OF EMPTY JUICE GLASSSES ALREADY ON HIS TABLE. AUDIENCE LAUGHING AT HIM.</span></div><div class="MsoNormal" style="line-height: 200%;"><br /></div><div class="MsoNormal" style="line-height: 200%;"><span style="mso-ansi-language: EN-GB;">Now ask yourself, when Guy continues to drink glass after glass of pineapple juice, does he act freely?</span></div><div class="MsoNormal" style="line-height: 200%;"><span style="mso-ansi-language: EN-GB;"><span style="mso-tab-count: 1;"> </span>It’s pretty obvious, isn’t it, that Guy <i style="mso-bidi-font-style: normal;">doesn’t</i> act freely? Guy is helplessly in the grip of the hypnotist’s mesmeric powers. Guy might think he is making free choices. But he isn’t. It’s as if Guy is the hypnotist’s puppet.</span></div><div class="MsoNormal" style="line-height: 200%;"><br /></div><div class="MsoNormal" style="line-height: 200%;"><span style="mso-ansi-language: EN-GB;">32.ILLUSTRATE: PUPPET GUY (PINEAPPLE JUICE IN HAND) HANGING FROM BIG EVIL-LOOKING HYPNOTIST’S STRINGS.</span></div><div class="MsoNormal" style="line-height: 200%;"><br /></div><div class="MsoNormal" style="line-height: 200%; text-indent: 36.0pt;"><span style="mso-ansi-language: EN-GB;">We would say the same of a person that had been thoroughly brainwashed into wanting to do some bad thing. They might <i style="mso-bidi-font-style: normal;">think</i> they’re act freely. But someone else is pulling their strings. </span></div><div class="MsoNormal" style="line-height: 200%; text-indent: 36.0pt;"><br /></div><div class="MsoNormal" style="line-height: 200%;"><span style="mso-ansi-language: EN-GB;">33.ILLUSTRATE: BOND-LIKE SCENARIO IN WHICH BLOWFELD CHARACTER IS BRAINWASHING SOMEONE WITH SWIRLING WHEEL THINGY, SAYING “AND WHEN YOU NEXT HEAR THIS SONG, YOU WILL FEEL AN OVERWHELMING DESIRE TO <i style="mso-bidi-font-style: normal;">SHOOT THE PRESIDENT</i>!”<span style="mso-spacerun: yes;"> </span>“AGADO, DO, DO, PUSH PINEAPPLE….…..” COMING FROM LOUD SPEAKERS.</span></div><div class="MsoNormal" style="line-height: 200%; text-indent: 36.0pt;"><br /></div><div class="MsoBodyTextIndent" style="line-height: 200%;">But here’s the problem for compatibilism. According to the compatibilist, someone acts freely if they would do otherwise <i style="mso-bidi-font-style: normal;">if they chose to</i>. Now it’s true that Guy <i style="mso-bidi-font-style: normal;">would</i> do otherwise if he chose to. <i style="mso-bidi-font-style: normal;">If</i> he were to choose to stop drinking pineapple juice, he would stop.</div><div class="MsoBodyTextIndent" style="line-height: 200%;">So, according to the compatibilist, Guy acts freely! But then he can be fairly blamed for making himself sick!</div><div class="MsoNormal" style="line-height: 200%;"><br /></div><div class="MsoNormal" style="line-height: 200%;"><span style="mso-ansi-language: EN-GB;">34.GUY OVER TOILET BOWL, PUKING: GIRLFRIEND IS SAYING “IT’S YOUR OWN FAULT – YOU SHOULDN’T HAVE DRUNK ALL THAT PINEAPPLE JUICE!”</span></div><div class="MsoNormal" style="line-height: 200%;"><br /></div><div class="MsoNormal" style="line-height: 200%;"><span style="mso-ansi-language: EN-GB;">Yet it’s clear, isn’t it, that poor old Guy is<i style="mso-bidi-font-style: normal;"> </i>not acting freely. It would be quite wrong to blame Guy for making himself ill.</span></div><div class="MsoNormal" style="line-height: 200%; text-indent: 36.0pt;"><span style="mso-ansi-language: EN-GB;">But then <i style="mso-bidi-font-style: normal;">the compatibilist’s definition of “acting freely” must be mistaken.</i></span></div><div class="MsoNormal" style="line-height: 200%;"><br /></div><div class="MsoNormal" style="line-height: 200%; text-indent: 36.0pt;"><span style="mso-ansi-language: EN-GB;">So why isn’t Guy acting freely?</span></div><div class="MsoNormal" style="line-height: 200%; text-indent: 36.0pt;"><span style="mso-ansi-language: EN-GB;">The problem is that while it’s true that Guy would do otherwise if he chose to<i style="mso-bidi-font-style: normal;">, he can’t choose otherwise</i>. True, he chose to keep on drinking pineapple juice. But he was forced to make that choice by the hypnotist. </span></div><div class="MsoNormal" style="line-height: 200%; text-indent: 36.0pt;"><span style="mso-ansi-language: EN-GB;">But of course, if determinism is correct, the same is true of all of us, all the time. None of us <i style="mso-bidi-font-style: normal;">ever</i> makes a free choice. Our choices are determined, just as Guy’s was.</span></div><div class="MsoNormal" style="line-height: 200%; text-indent: 36.0pt;"><span style="mso-ansi-language: EN-GB;">But then it does seem to follow that we can’t act freely. So we never deserve punishment.</span></div><div class="MsoNormal" style="line-height: 200%;"><br /></div><div class="MsoNormal" style="line-height: 200%;"><b style="mso-bidi-font-weight: normal;"><span style="mso-ansi-language: EN-GB;">Why it may still be right to punish Mick</span></b></div><div class="MsoNormal" style="line-height: 200%;"><br /></div><div class="MsoNormal" style="line-height: 200%; text-indent: 36.0pt;"><span style="mso-ansi-language: EN-GB;">Up to now, we haven’t spotted anything wrong with the we-never-deserve-to-be-punished argument. </span></div><div class="MsoNormal" style="line-height: 200%; text-indent: 36.0pt;"><span style="mso-ansi-language: EN-GB;">So let’s suppose, for the sake of argument, that it’s true that we can’t act freely and so never deserve punishment. Does it then follow that it is a mistake to punish murderous Mick for what he did?</span></div><div class="MsoNormal" style="line-height: 200%; margin-left: 36.0pt;"><span style="mso-ansi-language: EN-GB;">Should we release him?</span></div><div class="MsoNormal" style="line-height: 200%; text-indent: 36.0pt;"><br /></div><div class="MsoNormal" style="line-height: 200%;"><span style="mso-ansi-language: EN-GB;">35.ILLUSTRATE: MICK IN PRISON, SAYING “I’M BLAMELESS! SO YES, YOU <i style="mso-bidi-font-style: normal;">SHOULD</i> RELEASE ME!”</span></div><div class="MsoNormal" style="line-height: 200%; text-indent: 36.0pt;"><br /></div><div class="MsoNormal" style="line-height: 200%; text-indent: 36.0pt;"><span style="mso-ansi-language: EN-GB;">Actually, it doesn’t follow. Even if Murderous Mick doesn’t deserve punishment, there are still be good reasons why we should send him to prison.</span></div><div class="MsoNormal" style="line-height: 200%; margin-left: 36.0pt;"><span style="mso-ansi-language: EN-GB;">Here are three.</span></div><div class="MsoNormal" style="line-height: 200%; text-indent: 36.0pt;"><span style="mso-ansi-language: EN-GB;">First, punishment may have a <i style="mso-bidi-font-style: normal;">deterrent</i> effect. If we punish people for committing crimes, then people may be less likely to commit those crimes. If so, then here is a good reason for punishing criminals anyway, whether or not they deserve it.</span></div><div class="MsoNormal" style="line-height: 200%; text-indent: 36.0pt;"><span style="mso-ansi-language: EN-GB;">Second, by sending a criminal to prison we may be able to help them. Some prisons aim to <i style="mso-bidi-font-style: normal;">rehabilitate</i>prisoners, so that they are less likely to offend again.</span></div><div class="MsoNormal" style="line-height: 200%; text-indent: 36.0pt;"><span style="mso-ansi-language: EN-GB;">Third, by locking murders like Mick up, we can <i style="mso-bidi-font-style: normal;">prevent</i> them from murdering again. </span></div><div class="MsoNormal" style="line-height: 200%; text-indent: 36.0pt;"><span style="mso-ansi-language: EN-GB;">So there are still good reasons why we should lock Murderous Mick up: deterrence, rehabilitation and prevention.</span></div><div class="MsoNormal" style="line-height: 200%;"><br /></div><div class="MsoNormal" style="line-height: 200%; margin-left: 36.0pt;"><span style="mso-ansi-language: EN-GB;">36.ILLUSTRATE: MICK IN PRISON, VOICE FROM SIDE “SEE – THERE ARE STILL GOOD REASONS WHY WE SHOULD LOCK YOU UP”. MICK: “OH DEAR”</span></div><div class="MsoNormal" style="line-height: 200%;"><br /></div><div class="MsoNormal" style="line-height: 200%;"><span style="mso-ansi-language: EN-GB;">Of course, none of this is to say that Mick does <i style="mso-bidi-font-style: normal;">deserve</i> to be locked up. It’s just that it seems to be a good idea to lock him up anyway, whether or not he deserves it.</span></div><div class="MsoNormal" style="line-height: 200%;"><br /></div><div class="MsoNormal" style="line-height: 200%;"><b style="mso-bidi-font-weight: normal;"><span style="mso-ansi-language: EN-GB;">The puzzle</span></b></div><div class="MsoNormal" style="line-height: 200%;"><br /></div><div class="MsoNormal" style="line-height: 200%; text-indent: 36.0pt;"><span style="mso-ansi-language: EN-GB;">In this chapter, we have looked at a famous philosophical puzzle: the puzzle is raised by the we-never-deserve-to-be-punished argument. Philosophers call it the <i style="mso-bidi-font-style: normal;">puzzle of free will</i>.</span></div><div class="MsoNormal" style="line-height: 200%; text-indent: 36.0pt;"><span style="mso-ansi-language: EN-GB;">Philosophers have been struggling with the puzzle for hundreds of years. Even today, at universities across the world, philosophers and scientists are still trying to solve it.</span></div><div class="MsoNormal" style="line-height: 200%; text-indent: 36.0pt;"><br /></div><div class="MsoNormal" style="line-height: 200%;"><span style="mso-ansi-language: EN-GB;">37.THREE ACADEMICS WALKING IN OXBRIDGE QUADRANGLE: ONE SAYS: “CAN WE ACT FREELY?” OTHER SAYS “OF COURSE WE CAN!” THIRD REPLIES “BUT HOW, IF DETERMINISM IS TRUE?”</span></div><div class="MsoNormal" style="line-height: 200%; text-indent: 36.0pt;"><br /></div><div class="MsoNormal" style="line-height: 200%; text-indent: 36.0pt;"><span style="mso-ansi-language: EN-GB;">The puzzle is this: it seems that, if determinism is true, then we can’t act freely. But then it appears that none of us ever deserves punishment for what we do.</span></div><div class="MsoNormal" style="line-height: 200%; text-indent: 36.0pt;"><span style="mso-ansi-language: EN-GB;">Yet this is <i style="mso-bidi-font-style: normal;">absurd</i>, isn’t it? Of course we can act freely. Of course<i style="mso-bidi-font-style: normal;"> </i>we sometimes deserve to be punished for what we have done. Don’t we?</span></div><div class="MsoNormal" style="line-height: 200%;"><span style="mso-ansi-language: EN-GB;"><span style="mso-tab-count: 1;"> </span>What do you think?</span></div><div class="MsoNormal" style="line-height: 200%;"><br /></div>cool lookhttp://www.blogger.com/profile/06140429623792610417noreply@blogger.com0tag:blogger.com,1999:blog-2241396401925026718.post-7420073462748154372014-01-08T04:00:00.000-08:002014-01-19T08:19:59.656-08:00Sports Law Analytics - NBA Referees Edition<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEie6VGCOCZ0fOVJVyfWcpplwKit8cCqQKTLt-cLJn5ZraODZUa29UuYE9xu6CB1L0BiOtvFMx8elwYIqNn3QK5ixgk3M0lRR2sFSjJU4I0DPLQsurIXgn9mdkee8bbpncONG-p9PIK_DIo/s1600/Basketball+Whistle.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEie6VGCOCZ0fOVJVyfWcpplwKit8cCqQKTLt-cLJn5ZraODZUa29UuYE9xu6CB1L0BiOtvFMx8elwYIqNn3QK5ixgk3M0lRR2sFSjJU4I0DPLQsurIXgn9mdkee8bbpncONG-p9PIK_DIo/s1600/Basketball+Whistle.jpg" /></a>Another NBA player was <a href="http://nba.si.com/2013/12/06/nate-robinson-fined-officials-referees-nba-nuggets/" target="_blank">recently</a> fined for criticizing the league's on-court referees. This recent example involved Nate Robinson of the Denver Nuggets. Late last year, I penned a short <a href="http://www.theatlantic.com/entertainment/archive/2013/10/think-twice-before-accusing-an-nba-referee-of-bias-studies-suggest/280948/" target="_blank">piece</a> for <a href="http://www.theatlantic.com/" target="_blank">The Atlantic</a> on why individuals should "think twice" before making allegations of referee bias. While the primary focus of my article was on possible referees bias, I also touch on the importance of disseminating negative results in academia. The latter is a topic I will expand upon more in a future paper. <br /><br /> cool lookhttp://www.blogger.com/profile/06140429623792610417noreply@blogger.com0tag:blogger.com,1999:blog-2241396401925026718.post-61098892295601808402014-01-07T13:25:00.000-08:002014-01-19T08:19:59.648-08:00The greatest sports law story of all timeWhen the NBA and ABA merged in 1976, the excluded ABA teams had to be bought out. The owners of the Spirits of St. Louis, Ozzie and Daniel Silna, took less cash (about $2.2 million, compared with the $ 3 million the Kentucky Colonels recived) while receiving 1/7 of future TV revenue for the four ABA teams that joined the NBA (Nets, Spurs, Pacers, and Nuggets) <i>in perpetuity</i>. The NBA has been trying to get out of the deal for 30+ years, which has so far paid the owners $ 300 million.<br /><br />Now it <a href="http://www.nytimes.com/2014/01/07/sports/basketball/payout-may-come-for-an-aba-team-that-is-long-gone.html">appears</a> they are close to a <a href="http://deadspin.com/nba-to-pay-500-million-to-get-out-of-the-worst-deal-ev-1496519535">deal</a> that will pay the owners $ 500 million to go away. ESPN's 30 for 30 had a <a href="http://espn.go.com/30for30/film?page=freespirits">fun episode on the Spirits</a> that discussed the deal.cool lookhttp://www.blogger.com/profile/06140429623792610417noreply@blogger.com0tag:blogger.com,1999:blog-2241396401925026718.post-32909411429097884022014-01-07T13:15:00.000-08:002014-01-19T08:19:59.638-08:00What is Humanism?<style><!-- /* Font Definitions */ @font-face {font-family:"MS 明朝"; mso-font-charset:78; mso-generic-font-family:auto; mso-font-pitch:variable; mso-font-signature:1 134676480 16 0 131072 0;} @font-face {font-family:"MS 明朝"; mso-font-charset:78; mso-generic-font-family:auto; mso-font-pitch:variable; mso-font-signature:1 134676480 16 0 131072 0;} /* Style Definitions */ p.MsoNormal, li.MsoNormal, div.MsoNormal {mso-style-unhide:no; mso-style-qformat:yes; mso-style-parent:""; margin:0cm; margin-bottom:.0001pt; mso-pagination:widow-orphan; font-size:12.0pt; font-family:"Times New Roman"; mso-fareast-font-family:"MS 明朝"; mso-fareast-theme-font:minor-fareast;} p.MsoFooter, li.MsoFooter, div.MsoFooter {mso-style-priority:99; 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mso-level-tab-stop:none; mso-level-number-position:right; text-indent:-9.0pt;} ol {margin-bottom:0cm;} ul {margin-bottom:0cm;} --></style> <br /><div class="MsoNormal" style="mso-outline-level: 1;"><b style="mso-bidi-font-weight: normal;"><span style="font-size: 14.0pt;">What is Humanism?</span></b></div><div class="MsoNormal"><br /></div><div class="MsoNormal"><span style="font-size: 14.0pt;">“Humanism” is a word that has had and continues to have a number of meanings. The focus here is on kind of atheistic world-view espoused by those who organize and campaign under that banner in the UK and abroad. </span></div><div class="MsoNormal"><br /></div><div class="MsoNormal"><span style="font-size: 14.0pt;">We should acknowledge that there remain other uses of term. In one of the loosest senses of the expression, a “Humanist” is someone whose world-view gives special importance to human concerns, values and dignity. If that is what a Humanist is, then of course most of us qualify as Humanists, including many religious theists. But the fact remains that, around the world, those who organize under the label “Humanism” tend to sign up to a narrower, atheistic view.</span></div><div class="MsoNormal"><br /></div><div class="MsoNormal"><span style="font-size: 14.0pt;">What does Humanism, understood in this narrower way, involve? The boundaries of the concept remain somewhat vague and ambiguous. However, most of those who organize under the banner of Humanism would accept the following minimal seven-point characterization of their world-view.</span></div><div class="MsoNormal"><br /></div><a name='more'></a><br /><div class="MsoNormal"><span style="font-size: 14.0pt;">1. Humanists place particular emphasise on the role of <i style="mso-bidi-font-style: normal;">science and reason</i>. They believe that, if we want to know what is true, reason and science are invaluable tools – tools we should apply without limit. No beliefs should be placed beyond rational, critical scrutiny.</span></div><div class="MsoNormal"><br /></div><div class="MsoNormal"><span style="font-size: 14.0pt;">2. Humanists are <i style="mso-bidi-font-style: normal;">atheists</i>. That is not to say that they must be atheists in the positive sense, however. Humanists need not deny there is a god or gods. But they do not sign up to belief in a god or gods. Humanists tend to be similarly sceptical about the existence of other supernatural agents of the sort that many religions suppose exist, such as angels and demons.</span></div><div class="MsoNormal"><br /></div><div class="MsoNormal"><span style="font-size: 14.0pt;">3. Humanists suppose that this is very probably <i style="mso-bidi-font-style: normal;">the only life we have</i>. There is no heaven or hell awaiting us. Nor are we reincarnated.</span></div><div class="MsoNormal"><br /></div><div class="MsoNormal"><span style="font-size: 14.0pt;">4. Humanists usually believe in the <i style="mso-bidi-font-style: normal;">existence and importance of moral value.</i> Humanists tend to have a particular interest and concern with moral and ethical issues. Most Humanists believe that actions can be objectively morally right or wrong. They therefore deny that the existence of objective moral values entails the existence of God. So far as knowledge of right and wrong is concerned, Humanists place strong emphasis on the role of science and/or reason. In particular, they usually suppose that our ethical framework should be strongly informed and shaped by an empirically grounded understanding of what human beings are actually like, and of what enables them to flourish. Obviously, when a Humanist offers moral justifications, they will justifications rooted in something other than religious authority and scripture.</span></div><div class="MsoNormal"><br /></div><div class="MsoNormal"><span style="font-size: 14.0pt;">5. Humanists emphasize our <i style="mso-bidi-font-style: normal;">individual moral autonomy and responsibility</i>. They insist each individual must ultimately take responsibility for making moral judgements, even if that judgement is that that individual <i style="mso-bidi-font-style: normal;">ought</i> to stick with the moral framework handed to them by a tradition or community. They suppose that, convenient though it might be if we could each could hand over responsibility for making tough moral decisions to some external religious, political or other leader or authority, that cannot be done (except perhaps in some very special cases). A good moral education will be one that avoids encouraging passive, uncritical acceptance of a particular moral and religious or other world view (including Humanism itself), and will instead focuses on developing the intellectual, emotional and other skills individuals will need to discharge that responsibility properly.</span></div><div class="MsoNormal"><br /></div><div class="MsoNormal"><span style="font-size: 14.0pt;">6. Humanists are <i style="mso-bidi-font-style: normal;">secularists</i> in the sense that they favour an open, democratic society and believe the State should take <i style="mso-bidi-font-style: normal;">neutral</i> stance on religion. The State should not privilege religious over atheist views, but neither should it privilege atheist views of those of the religious. Humanists believe the State should protect equally the freedom of individuals to hold and promote both religious and atheist points of view.<span style="mso-spacerun: yes;"> </span>A Humanist would obviously profoundly opposed to the kind of theocracies that coerce people into accepting a particular religious belief, but they are no less opposed to totalitarian states in which citizens are obliged to accept atheism. Humanists want a level playing field so far as religion and non-religion are concerned. This is not the case in, for example, the United Kingdom, where for example twenty-six Bishops are automatically allocated seats in the House of Lords and where the State funds increasing numbers of various religious, but not Humanist, schools. These are two important campaign issues for the British Humanist Association.</span></div><div class="MsoNormal"><br /></div><div class="MsoNormal"><span style="font-size: 14.0pt;">7. Humanists believe that we can enjoy significant, meaningful lives even if there is no God, and whether or not we happen to be religious. Many Humanists would go further and insist that, in some respects, our lives may become rather more meaningful in the absence of gods and/or religion. Some argue that religions can sometimes act as an impediment to our leading meaningful lives by, for example, leading us <i style="mso-bidi-font-style: normal;">not</i> to think hard about the Big Questions; forcing us to live a certain way out of fear cosmic punishment; and/or wasting our lives promoting false beliefs because of a mistaken expectation of a life to come.</span></div><div class="MsoNormal"><br /></div><div class="MsoNormal" style="mso-outline-level: 1;"><b style="mso-bidi-font-weight: normal;"><span style="font-size: 14.0pt;">What Humanism is not</span></b></div><div class="MsoNormal"><br /></div><div class="MsoNormal"><span style="font-size: 14.0pt;">The above sketch of Humanism does not include certain features that are nevertheless often associated with it. These include:</span></div><div class="MsoNormal"><br /></div><div class="MsoNormal"><i style="mso-bidi-font-style: normal;"><span style="font-size: 14.0pt;">Speciesism</span></i><span style="font-size: 14.0pt;">. Humanists, as defined above, are not obliged to believe that <i style="mso-bidi-font-style: normal;">only </i>human beings matter, morally speaking. Nor should Humanism be taken to require the view that it that it is <i style="mso-bidi-font-style: normal;">by virtue of</i> being a member of a particular species – the human species - that subjects are deserving of special moral consideration (which is not to say that humans are not, as a rule, deserving of special consideration). Many Humanists would condemn such an attitude as a form of<span style="mso-spacerun: yes;"> </span>“speciesism”</span><span style="font-size: 14.0pt; mso-fareast-font-family: "Times New Roman";"> <span style="mso-spacerun: yes;"> </span>- a form of prejudice against other species. This is not to say that Humanists are necessarily immune to speciesism, as the philosopher Peter Singer notes: "... despite many individual exceptions, Humanists have on the whole been unable to free themselves from one of the most central of these Christian dogmas: the prejudice of speciesism." (Singer, 2004, p19)</span><span style="font-size: 14.0pt;"> </span><span style="font-size: 14.0pt; mso-fareast-font-family: "Times New Roman";"></span></div><div class="MsoNormal"><br /></div><div class="MsoNormal"><i style="mso-bidi-font-style: normal;"><span style="font-size: 14.0pt;">Utilitarianism</span></i><span style="font-size: 14.0pt;">. Many Humanists are drawn to some form of consequentialism, and some would probably describe themselves as utiiitarians. True, almost all Humanists believe that happiness and suffering matter, morally speaking, and should certainly be taken into account when weighing up ethical questions. However, utilitarianism is not obligatory for Humanists. There is a wide variety of ethical theories open to Humanists, including for example, virtue ethicism and non-theistic versions of Kantianism.</span></div><div class="MsoNormal"><br /></div><div class="MsoNormal"><i style="mso-bidi-font-style: normal;"><span style="font-size: 14.0pt;">Utopianism</span></i><span style="font-size: 14.0pt;">. Some Humanists are highly optimistic. Often they are supposed to be naively so, believing that science and reason must ultimately triumph over the forces of superstition and unreason, ushering in a Brave New Word of peace and prosperity. However, there is no requirement that Humanists be utopian, and in fact many are rather pessimistic. </span></div><div class="MsoNormal"><br /></div><div class="MsoNormal"><i style="mso-bidi-font-style: normal;"><span style="font-size: 14.0pt;">Scientism</span></i><span style="font-size: 14.0pt;">. Some Humanists embrace <i style="mso-bidi-font-style: normal;">scientism</i> – the view that every meaningful question can in principle be answered by application of the scientific method. However, Humanists are not obliged to accept scientism and many reject it. Certainly, the view that moral questions are ultimately answerable by scientific means is not accepted by all Humanists, many of whom are persuaded that the problem of the is/ought gap raised by Hume (the problem that empirical observation reveals only what is the case, not what ought to be, and one cannot one legitimately infer an “ought” from an “is”) means that while our moral judgements should be scientifically informed, and while science certainly has a very important role to play in establishing what is morally right or wrong, moral judgement cannot be justified in wholly scientific terms (though note that the Humanist Sam Harris, in his book <i style="mso-bidi-font-style: normal;">The Moral Landscape</i> (Harris, 2011) argues that science can, in fact, answer moral questions, once morality is understood as those values that lead to human flourishing). Humanists can, and often do, also take the view that metaphysical questions such as why the universe exists, or why there is anything at all, are questions that science cannot answer. Some Humanists reject these particular questions as meaningless (asking “Why is there anything at all?”, they may suggest, is akin to asking “What’s North of the North Pole?”), while others, while not denying the question is legitimate, take the view that, while they may not know what the answer is, they can nevertheless justifiably rule certain answers out, and indeed, can even rule some out on the basis of observation of the world around us (for example, they may suppose that the suggestion that universe is the creation of an all-powerful, all-evil deity can be ruled out on the basis of observation, for doesn’t the universe contains far too much good for it plausibly to be the creation of such an evil god?). Those Humanists who are positive atheists may suppose that “Why is there anything at all?” is a <i style="mso-bidi-font-style: normal;">bona fide</i> question to which they do not, and perhaps cannot, know the answer, yet may also quite consistently suppose they can reasonably rule certain answers out – such as that the universe was created by the Judeo-Christian God. </span></div><div class="MsoNormal"><br /></div><div class="MsoNormal"><i style="mso-bidi-font-style: normal;"><span style="font-size: 14.0pt;">Naturalism</span></i><span style="font-size: 14.0pt;">. Humanists are not obliged to embrace naturalism, the view that the natural/physical reality is the only reality there is, and/or that the natural/physical facts are the only facts that there are. Many Humanists do accept naturalism. Some Humanists even define Humanism so that, by definition, Humanists sign up to naturalism. However, plenty of those who describe themselves as Humanists would certainly question, and many would reject, naturalism. Some may reject naturalism on the grounds that it is vacuous or confused concept. What is the contrast with? The supernatural? But if the supernatural is then defined as the non-natural, both concepts remain empty. Other Humanists may reject naturalism because, for example, they are mathematical Platonists. Many mathematicians suppose mathematics describes a transcendent, non-natural reality. Such a mathematician could still be an atheist, of course – even a positive atheist. They may reject belief in god, gods and/or supernatural agents. They can also be a Humanist, for they are still free to subscribe to the seven views outlined above. Humanists may also reject naturalism because they suppose there exist moral facts and that moral facts are non-natural facts, or because they suppose there are facts about minds that are non-natural facts. Again, such views do not, or do not obviously, require that one sign up to any sort of theism. A global survey of professional philosophers and graduate students carried out in by philpapers.org in 2009, found that just under half of them are wedded to naturalism, yet only 14.6% accept some form of theism. So a significant proportion fail to accept either theism or naturalism. Yet they may still be Humanists, as characterized here.</span></div><div class="MsoNormal"><br /></div><div class="MsoNormal"><i style="mso-bidi-font-style: normal;"><span style="font-size: 14.0pt;">Materialism and physicalism</span></i><span style="font-size: 14.0pt;">. Materialism is the view that the only reality is material and physicalism the view that the only reality is physical. Neither is a philosophy that Humanists are obliged to accept, for much the same reasons that they are not obliged to accept naturalism. That charge that Humanists are “materialists” is often doubly misleading because “materialist” is also used to denote a shallow person preoccupied with acquiring material possessions. An ambiguous charge of “materialism” against Humanists therefore does them a double disservice. </span></div><div class="MsoNormal"><br /></div><div class="MsoNormal"><span style="font-size: 14.0pt;">Given that neither Humanism, nor positive atheism, as I have characterised these terms, requires that adherents accept scientism, naturalism, utilitarianism, utopianism, materialism or physicalism, it in sufficient to refute Humanism or positive atheism that one succeed in refuting one, or even all, of these views. While some Humanists may sign up to some, even all, of these various positions, they are free to abandon all of them without abandoning their Humanism.</span></div><div class="MsoNormal"><br /></div><div class="MsoNormal"><span style="font-size: 14.0pt;">Critics of Humanism often assume Humanists are wedded to at least some of the above views. Popular attempted refutations of Humanism – and also attempted refutations of positive atheism – often involve no more than attempts to refute, say materialism or naturalism. Such arguments leave Humanism unscathed.</span></div><div class="MsoNormal"><br /></div><div class="MsoNormal" style="mso-outline-level: 1;"><b style="mso-bidi-font-weight: normal;"><span style="font-size: 14.0pt;">Is Humanism wholly negative?</span></b></div><div class="MsoNormal"><br /></div><div class="MsoNormal"><span style="font-size: 14.0pt;">It is sometimes said that Humanists are not “for” anything. Humanism is defined entirely in terms of what it rejects. It should be clear why this particular charge does not stick, given how Humanism is characterized above.</span></div><div class="MsoNormal"><br /></div><div class="MsoNormal"><span style="font-size: 14.0pt;">It is true that atheism is defined in a negative fashion – in terms of a non-acceptance or denial of a belief. However, Humanism involves more than just atheism. All Humanists are atheists, but not all atheists are Humanists. Stalin and Mao were atheists, but were not Humanists. That is because Stalin and Mao failed to sign up to certain key Humanist views on secularism, freedom and moral autonomy Indeed, atheists like Stalin and Mao would persecute those who qualify as Humanists in the above sense. They were very much opposed to free thought on moral, religious and other important questions. Humanists, by contrast, are for freedom of thought and expression. They are for an open, democratic society. They are also for encouraging and helping children to think critically and independently on moral, religious, political and other big questions. Humanists do not just reject approaches to answering such questions based on religious scripture and dogma, they are also for positive alternatives to such approaches, including (as far as is possible) the application of science and reason.</span></div><div class="MsoNormal"><br /></div><div class="MsoNormal"><span style="font-size: 14.0pt;">What of another charge also sometimes levelled at Humanism – that is merely an arbitrary collection of disparate ideas rather than a coherent world-view? Humanism, like religion, focuses on certain “big questions” of the sort that have been of concern to humanity since before the dawn of civilization<span style="mso-spacerun: yes;"> </span>- questions about how we should live, how society should be organized, about what is right and wrong, about what is of ultimate importance, and so on. Religions too have focused on such questions, but they are not the exclusive preserve of religion. There is a long tradition of non-religious <i style="mso-bidi-font-style: normal;">philosophical</i> thought on such questions running back to Antiquity. It is on this non-religious intellectual tradition that Humanism draws. What pulls together the seven threads outlined above into something like a system of thought is their shared focus on “big questions”, a degree of interconnection (for example, scepticism about gods will lead to scepticism about the suggestion that our moral sense derives from a god), and the pivotal role played by the first thread – Humanists try to answer these questions through the application of science and reason, rather than relying on revelation, scripture, etc. Rightly or wrongly, Humanists believe Humanism is the most <i style="mso-bidi-font-style: normal;">reasonable</i> world-view to adopt. They would (or should) discourage acceptance of Humanism as some sort of dogma.</span></div><div class="MsoNormal"><br /></div><div class="MsoNormal" style="mso-outline-level: 1;"><b style="mso-bidi-font-weight: normal;"><span style="font-size: 14.0pt;">The Enlightenment roots of modern Humanism, and the role of tradition</span></b></div><div class="MsoNormal"><br /></div><div class="MsoNormal"><span style="font-size: 14.0pt;">Clearly, Humanist thinking draws heavily on, and has much in common with, the Enlightenment thought. During the Enlightenment, individuals were encouraged to throw off reliance on tradition – particularly religious tradition – and think for themselves. Denis Diderot’s Eighteenth Century <i style="mso-bidi-font-style: normal;">Encyclopedia</i>defines the Enlightened thinker as one who</span></div><div class="MsoNormal"><br /></div><div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 1.0cm; margin-right: 32.85pt; margin-top: 0cm;"><span style="font-size: 14.0pt;">trampling on prejudice, tradition, universal consent, authority, in a word, all that enslaves most minds, dares to think for himself.</span></div><div class="MsoNormal"><br /></div><div class="MsoNormal"><span style="font-size: 14.0pt;">Probably the most familiar definition of Enlightenment comes from the philosopher Immanuel Kant. In a magazine article, Kant characterized Enlightenment as the</span></div><div class="MsoNormal"><br /></div><div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 1.0cm; margin-right: 32.85pt; margin-top: 0cm;"><span style="font-size: 14.0pt;">[e]mergence of man from his self-imposed infancy. Infancy is the inability to use one’s reason without the guidance of another. It is self-imposed, when it depends on a deficiency, not of reason, but of the resolve and courage to use it without external guidance. Thus the watchword of the Enlightenment is <i style="mso-bidi-font-style: normal;">Sapere Aude!</i> Have the courage to use one’s own reason! (quoted in entry on “Enlightenment”, Honderich, 1995).</span></div><div class="MsoNormal"><br /></div><div class="MsoNormal"><i style="mso-bidi-font-style: normal;"><span style="font-size: 14.0pt;">Sapare Aude</span></i><span style="font-size: 14.0pt;">could easily be a slogan of the modern Humanist movement.</span></div><div class="MsoNormal"><br /></div><div class="MsoBlockText" style="margin-bottom: .0001pt; margin: 0cm;"><span lang="EN-US" style="font-size: 14.0pt;">However, some critics of the Enlightenment suggest that what Kant encouraged individuals to do, to apply their own powers of reason independently of any tradition, cannot be done. Whatever forms of reasoning we employ are born of and dependent on some tradition or other, as the contemporary philosopher Alistair MacIntyre notes:</span></div><div class="MsoBlockText" style="margin-left: 0cm;"><br /></div><div class="MsoBlockText" style="margin-left: 1.0cm;"><span lang="EN-US" style="font-size: 14.0pt;">all reasoning takes place within the context of some traditional mode of thought. (MacIntyre, 1985, p.222)</span></div><div class="MsoNormal"><br /></div><div class="MsoNormal"><span style="font-size: 14.0pt;">We can never achieve a tradition-free perspective. Hence what Diderot suggests we do – cast aside all tradition and think for ourselves - cannot be done.</span></div><div class="MsoNormal"><br /></div><div class="MsoNormal"><span style="font-size: 14.0pt;">Given modern Humanism’s Enlightenment roots, has MacIntyre also raised a significant problem for Humanism? I cannot see that he has. Humanists are not obliged to accept that the application of reason should be tradition-free. Indeed, Humanists themselves typically point out that they are drawing on a long intellectual tradition that runs back to Antiquity. True Humanists say is that nothing should be deemed off-limits so far as critical scrutiny is concerned. Certain beliefs should not be considered immune, certainly not because they happen to be traditional religious beliefs, for example. However, that is a point with which MacIntyre himself concurs. He insists:</span></div><div class="MsoNormal"><br /></div><div class="MsoBlockText" style="margin-left: 35.45pt;"><span lang="EN-US" style="font-size: 14.0pt;"><span style="mso-tab-count: 1;"> </span>[n]othing can claim exemption from reflective critique. (MacIntyre 1994, p.289) <span style="letter-spacing: -.15pt;"></span></span></div><div class="MsoNormal"><br /></div><div class="MsoNormal"><span style="font-size: 14.0pt; letter-spacing: -.15pt;">It is one thing to say that, in applying reason, we can’t help but draw on a tradition. It is quite another to say that we shouldn’t subject traditional beliefs to critical scrutiny.</span><span style="font-size: 14.0pt;"></span></div><div class="MsoNormal"><br /></div><div class="MsoNormal"><span style="font-size: 14.0pt;">MacIntyre also suggests that the Enlightenment thinkers made a mistake in supposing that morality can be given a <i style="mso-bidi-font-style: normal;">wholly</i> rational foundation. That was certainly Kant’s view – he supposed that the rabbit of morality could be conjured out of the hat of reason without appeal to tradition. However, it is now widely supposed that Kant was mistaken about that. But then, because the Enlightenment thinkers had kicked away the old moral foundations of (largely religious) tradition, they left morality without any foundation at all. As a consequence, across the post-Enlightenment West, morality is in a state of collapse. The only cure, it is sometimes suggested, is a return to the kind of religious tradition that previously underpinned Western morality.</span></div><div class="MsoNormal"><br /></div><div class="MsoNormal"><span style="font-size: 14.0pt;">Notice however, Kant’s characterization of Enlightenment does not entail that followers of Enlightenment thought sign up to the view that morality can be given a <i style="mso-bidi-font-style: normal;">wholly</i>rational foundation. That morality can be given such a foundation may have been Kant’s view, but it was not a view universally shared by Enlightenment thinkers (it was not David Hume’s view, for example), and it is, more relevantly, not generally the view of Humanists. Humanists believe we should apply reason as far as we are able. In particular, they believe we should apply reason in attempting to answering moral questions. And there’s no doubt that the application of reason within the moral sphere can be a valuable exercise – in, for example, revealing unacknowledged consequences of our most basic moral convictions, revealing internal tensions or inconsistencies in our moral positions, exposing how our moral reasoning is based on faulty logic or false empirical assumptions, and so on. But that is not necessarily to suppose that morality can be founded on reason alone.</span></div><div class="MsoNormal"><br /></div><div class="MsoNormal"><br /></div><div class="MsoNormal" style="mso-outline-level: 1;"><b style="mso-bidi-font-weight: normal;"><span style="font-size: 14.0pt;">Humanism and moral relativism</span></b></div><div class="MsoNormal"><br /></div><div class="MsoNormal"><span style="font-size: 14.0pt;">Humanists are sometimes accused of taking a relativist position, particularly with regard to moral value. While a few Humanists may knowingly embrace relativism, many quite explicitly reject the relativist view. Still, it is often suggested by critics of Humanism that moral relativism is an unavoidable consequence of Humanism. The kind of moral relativism to which Humanists are typically accused of having committed themselves (even if unwittingly) is that the truth about what is morally right or wrong is relative to individuals or communities. There no truth with a capital “T” so far the wrongness of female circumcision, polygamy, or even murder, is concerned. What is true for one individual or community may be false for another. This is because moral value is a subjectively-rooted property, like deliciousness. </span></div><div class="MsoNormal"><br /></div><div class="MsoNormal"><span style="font-size: 14.0pt;">Why suppose Humanism entail relativism? Some theists maintain that God is the only possible source and foundation of objective moral value. So, they argue, if there is no God, then judgements about moral value can boil down to nothing more expression of subjective taste or preference. Those Humanists who are positive atheists, then, cannot avoid the slide into moral relativism.</span></div><div class="MsoNormal"><br /></div><div class="MsoNormal"><span style="font-size: 14.0pt;">However, the principle that God is the only possible foundation of objective moral value is, to say the least, contentious. The principle is not widely accepted among professional philosophers. Arguments for the principle often turn on dubious assumptions, such the assumption that positive atheism entails naturalism, which is untrue.</span></div><div class="MsoNormal"><br /></div><div class="MsoNormal"><span style="font-size: 14.0pt;">Even if the principle that God is the only possible foundation of objective moral value could be established, and that some such foundation is required if there are to be such values at all, a positive atheist Humanist might maintain that such is the strength of the case against the existence of a God capable of grounding such values that belief in objective moral values must, then also be abandoned. However, instead of embracing moral relativism, such a positive atheist might instead adopt moral nihilism, insisting not that moral value is relative, but that it is non-existent. If a Humanist is, by definition, someone who accepts the reality of moral value, then someone who came to adopt a nihilist position would no longer be a Humanist. However, some of those who maintain that moral value is an illusion, but nevertheless want to organize to help other human beings flourish, etc. do indeed describe themselves as “Humanists”. Whether such individuals should be classed as a Humanist is debatable. Perhaps the requirement that Humanists accept the existence of moral value is too strong (which is why it is not built into my seven point characterization above)</span></div><div class="MsoNormal"><br /></div><div class="MsoNormal"><span style="font-size: 14.0pt;">Whether or not such a moral nihilist can rightly be called a Humanist, moral relativism is certainly a difficult position to square with Humanism, for a number reasons. Note, for example, that the Humanist view that we ought to apply reason in trying to figure out what is morally right or wrong sits uncomfortably with moral relativism. If relativism is true, the moral position you arrive at after careful, rational reflection will be no more or less true than the one you start with. In which case there is no point in engaging in such reflection – at least not so far as discovering what is true is concerned. Those Humanists who are committed to the view that the application of reason can help reveal what is true, morally speaking, in effect reject moral relativism. And in fact many do so quite explicitly (see for example Simon Blackburn’s British Humanism Association Voltaire Lecture “Does Relativism Matter?” (Blackburn 2001)</span></div><div class="MsoNormal"><br /></div><div class="MsoNormal"><span style="font-size: 14.0pt;">What kind of justification do Humanists give for their most basic moral principles? There is no single, official Humanist justification that Humanists are obliged to endorse. However, many Humanists are drawn to something like the following pragmatic justification. Moral norms serve certain purposes, such as allowing us to live together in relative harmony and facilitating cooperation. If we want to pursue these goals, certain core norms must be adhered to - which helps to explain why certain basic norms are found in almost almost every culture, such as prohibitions on stealing, lying, and breaking promises. </span></div><div class="MsoNormal"><br /></div><div class="MsoNormal"><span style="font-size: 14.0pt;">A Humanist justification along such lines is offered by the writer and broadcaster Margaret Knight:</span></div><div class="MsoNormal"><br /></div><div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 1.0cm; margin-right: 32.85pt; margin-top: 0cm;"><span style="font-size: 14.0pt;">Why should I consider others? These ultimate moral questions, like all ultimate questions, can be desperately difficult to answer, as every philosophy student knows. Myself, I think the only possible answer to this question is the Humanist one – because we are naturally social beings; we live in communities; and life in any community, from the family outwards, is much happier, and fuller, and richer if the members are friendly and co-operative than if they are hostile and resentful. (Knight, 1955)</span></div><div class="MsoNormal"><br /></div><div class="MsoNormal"><span style="font-size: 14.0pt;">Such a pragmatic answer sidesteps the thorny philosophical question of ultimate moral foundations (a question to which, according to Humanists, even theism does not offer a satisfactory answer) by beginning with the assumption that we do at least share certain goals. Once it is acknowledged that morality is essentially tied up with the promotion of human flourishing, the relativistic view that what is morally right or wrong is nothing more than a matter of personal subjective taste or preference is no longer tenable (what I might subjectively prefer need not be what will allow myself and others to flourish).</span></div><div class="MsoNormal"><br /></div><div class="MsoNormal" style="mso-outline-level: 1;"><b style="mso-bidi-font-weight: normal;"><span style="font-size: 14.0pt;">Will we be good without religion?</span></b></div><div class="MsoNormal"><br /></div><div class="MsoNormal"><span style="font-size: 14.0pt;">It’s often suggested that if religion is undermined, morality will collapse and the fabric of society will unravel. In so far as Humanism stands in opposition to, and tends to undermine, religious belief, then, it is a threat to civilization.</span></div><div class="MsoNormal"><br /></div><div class="MsoNormal"><span style="font-size: 14.0pt;">But what is the evidence for the view that moral behaviour requires a religious underpinning?</span></div><div class="MsoNormal"><br /></div><div class="MsoNormal"><span style="font-size: 14.0pt;">One popular line of argument is to point to, say, declining levels of religiosity and (it is alleged) declining levels of moral behaviour and over the last half-century or so, and to conclude that the former is the primary <i style="mso-bidi-font-style: normal;">cause</i>of the latter. However, such an argument would as it stands, commit the <i style="mso-bidi-font-style: normal;">post hoc</i> fallacy. The observation that two events happen one after the other or simultaneously does not, in isolation, provide much support to the claim that the events are causally related.</span></div><div class="MsoNormal"><br /></div><div class="MsoNormal"><span style="font-size: 14.0pt;">But in any case, while religiosity does indeed appear to be declining across much of the West, <i style="mso-bidi-font-style: normal;">is</i> moral behaviour also in decline? Invited to attend a conference at which various people – mostly religious leaders – were invited to consider Britain’s “post-Christian” future, I was not much surprised to find the conference beginning with much collective hand-wringing about the morally awful state of the nation. However, after two days of reflection, a majority of attendees came to the conclusion that Britain was actually morally better than it was a half century ago, not least because it is no longer as racist, sexist and homophobic as it once was. It is true that some indicators of morality, such as criminality, do reveal a decline in moral behaviour, but that does not establish that the country is, on balance, less moral than it used to be.</span></div><div class="MsoNormal"><br /></div><div class="MsoNormal"><span style="font-size: 14.0pt;">Even supposing that Britain is less moral than it used to be, it does not follow that decline in religious belief is the primary cause. There may be more vandalism and petty street crime and burglary. But there are other explanations for an increase in crimes of that sort, such as: people no longer know their neighbours well, homes stand empty for much of each day. Tightly knit communities are effective at controlling local crime. Communities are certainly less tightly knit than they used to be, and that has at least as much to do with changing economic and other circumstances as it has to do with decline in religious belief. </span></div><div class="MsoNormal"><br /></div><div class="MsoNormal"><span style="font-size: 14.0pt;">Assuming a rise in levels of crime, delinquency, sexually transmitted disease, etc. over the last half-century or so, does the evidence support the view that the primary cause is decline in religious belief?<span style="mso-spacerun: yes;"> </span>If a decline in religiosity were the primary cause, then we would expect those countries that have seen the greatest decline to have the most serious problems. But that is not the case. Countries in which levels of religious belief are comparatively low, such as Canada, Japan, and the Scandanavian nations, do not have-greater-than average levels of crime, delinquency and sexually transmitted disease. </span></div><div class="MsoNormal"><br /></div><div class="MsoNormal"><span style="font-size: 14.0pt;">Also note that while levels of violent crime may be up in many countries since the 1950s, they are dramatically lower than they were two centuries ago, when those same countries were very religious indeed. High levels of criminality can and clearly do have causes other than loss of religious belief.</span></div><div class="MsoNormal"><br /></div><div class="MsoNormal"><span style="font-size: 14.0pt;">The thought that religion is a necessary underpinning for morality is also contradicted by history. Chinese history provides a straightforward counter-example to the thesis that, without a religiously-grounded morality, civilizations cannot survive. Francis Fukuyama points out that</span></div><div class="MsoNormal"><br /></div><div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 1.0cm; margin-right: 28.0pt; margin-top: 0cm;"><span style="font-size: 14.0pt;">the dominant cultural force in traditional Chinese society was, of course, Confucianism, which is not a religion at all but rather a rational, secular ethical doctrine. The history of China is replete with instances of moral decline and moral renewal, but none of these is linked particularly to anything a Westerner would call religion. And it is hard to make the case that levels of ordinary morality are lower in Asia than in parts of the world dominated by transcendental religion. (Fukuyama, 1992, p.108)</span></div><div class="MsoNormal"><br /></div><div class="MsoNormal"><span style="font-size: 14.0pt;">We find much the same levels of moral behaviour, and also much the same kind of basic moral code, in China as we do in Europe over the same period – despite a lack of religious foundation for moral behaviour in China. Indeed, The Golden Rule was formulated by Confucius before it was embraced by Christianity. From the perspective of other cultures, the assumption that people won’t be good without belief in God is baffling, as the Chinese writer Lin Yu Tang points out:</span></div><div class="MsoNormal"><br /></div><div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 1.0cm; margin-right: 39.95pt; margin-top: 0cm;"><span style="color: black; font-size: 14.0pt;">To the West, it seems hardly imaginable that the relationship between man and man (morality) could be maintained without reference to a Supreme Being, while to the Chinese it is equally amazing that men should not, or could not, behave toward one another as decent beings without thinking of their indirect relationship through a third party. (Lin, Yu Tang, 1938)</span></div><div class="MsoNormal"><br /></div><div class="MsoNormal"><span style="font-size: 14.0pt;">In short, the thought that a non-religious, Humanist society cannot be a stable, moral society is not well-supported by the available evidence, and in fact appears to be undermined by much of that evidence.</span></div><div class="MsoNormal"><br /></div><div class="MsoNormal"><span style="font-size: 14.0pt;">Given that many atheists continue to behave at least as morally as their religious counterparts, and that the least religious developed democracies countries appear to be as morally healthy as the most religious, some religious critics of Humanism maintain that while Humanism/atheism may not have brought about the moral collapse of these societies <i style="mso-bidi-font-style: normal;">yet</i>, the collapse is nevertheless coming. Such irreligious individuals and societies are living off the accumulated “moral capital” previously built up by religion, capital that will eventually run out. The US neoconservative thinker Irving Kristol warns:</span></div><div class="MsoNormal" style="margin-right: 75.4pt;"><br /></div><div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 35.45pt; margin-right: 75.4pt; margin-top: 0cm;"><span style="font-size: 14.0pt;">For well over 150 years now, social critics have been warning us that bourgeois society was living off the accumulated moral capital of traditional religion and traditional moral philosophy. (Kristol 1999, p.101)</span></div><div class="MsoNormal"><br /></div><div class="MsoNormal"><span style="font-size: 14.0pt;">This warning continues to be echoed by, for example, Bishop Michael Nazir Alli. Interviewed on the BBC Radio 4 <i style="mso-bidi-font-style: normal;">Today</i> programme on 6<sup>th</sup>November 2006, Ali said</span></div><div class="MsoNormal"><br /></div><div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 35.45pt; margin-right: 32.85pt; margin-top: 0cm;"><span style="font-size: 14.0pt;">British society is based on a Christian vision and Christian values…. Unless people know what the springs are that feed our values, the whole thing will dry up… We may already be living on past capital…</span></div><div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 35.45pt; margin-right: 32.85pt; margin-top: 0cm;"><br /></div><div class="MsoNormal"><span style="font-size: 14.0pt;">Richard Harries, Bishop of Oxford, has also used the phrase:</span></div><div class="MsoNormal"><br /></div><div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 35.45pt; margin-right: 75.4pt; margin-top: 0cm;"><span style="font-size: 14.0pt;">...many people who have strong moral commitments without any religious foundation were shaped by parents or grandparents for whom morality and religion were fundamentally bound up.... How far are we living on moral capital? (Harries, 2007)</span></div><div class="MsoNormal"><br /></div><div class="MsoNormal"><span style="font-size: 14.0pt;">The appeal to moral capital provides an explanation for why there has been no moral collapse yet. But the prediction, or at least the concern, is that such a collapse is nevertheless coming.</span></div><div class="MsoNormal"><br /></div><div class="MsoNormal"><span style="font-size: 14.0pt;">But what evidence is there to support this view that moral collapse is in the pipeline? There appears to be little. Indeed, the fact that, for two millennia, Chinese society exhibited much the same levels and kind of moral behaviour as Christian Europe, despite Chinese morality lacking roots in anything a Westerner would recognize as a religion, suggests that such predictions of delayed doom are mistaken.</span></div><div class="MsoNormal"><br /></div><div class="MsoNormal" style="mso-outline-level: 1;"><b style="mso-bidi-font-weight: normal;"><span style="font-size: 14.0pt;">Religion as a “necessary social adhesive”</span></b></div><div class="MsoNormal"><br /></div><div class="MsoNormal"><span style="font-size: 14.0pt;">It is true that religion can function as a powerful social adhesive, binding individuals together into communities. As the Humanist philosopher Simon Blackburn acknowledges, </span></div><div class="MsoNormal"><br /></div><div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 21.3pt; margin-right: 32.25pt; margin-top: 0cm;"><span style="font-size: 14.0pt;">[o]ne of the more depressing findings of social anthropology is that societies professing a religion are more stable, and last longer, than those that do not. It is estimated that breakaway groups like communes or new age communities last some four times longer if they profess a common religion than if they do not (Blackburn, 2004, p.18)</span></div><div class="MsoNormal"><br /></div><div class="MsoNormal"><span style="font-size: 14.0pt;">Should we then reject Humanism on the grounds that it is likely to unravel the social bonds – in particular, the <i style="mso-bidi-font-style: normal;">religious</i> bonds - that hold us together? The suggestion that applying reason without limits is likely to have such catastrophic consequences has a long pedigree. John Gray says about Count Joseph de Maistre, a staunch defender of the Church and Pope and one of the Enlightenments’ most vigorous critics, that</span></div><div class="MsoNormal"><br /></div><div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 1.0cm; margin-right: 30.5pt; margin-top: 0cm;"><span style="font-size: 14.0pt;">[w]hen he represents reason and analysis as corrosive and destructive, solvents of custom and allegiance that cannot replace the bonds of sentiment and tradition which they weaken and demolish, he illuminates, better perhaps than any subsequent writer, the absurdity of the Enlightenment faith [for such it undoubtedly was] that human society can have a rational foundation. If to reason is to question, then questioning will have no end, until it has wrought the dissolution of the civilization that gave it birth (Gray, 1995, pp.125-6]</span></div><div class="MsoNormal"><br /></div><div class="MsoNormal"><span style="font-size: 14.0pt;">But of course it does not follow that beliefs subjected to critical scrutiny will be abandoned. Often we find ourselves all the more passionately committed to principles that have successfully withstood such scrutiny. Even if reason cannot underpin our most basic moral convictions, it does not follow that the application of reason must, then, lead us to abandon them, or show them to be false.</span></div><div class="MsoNormal"><br /></div><div class="MsoNormal"><span style="font-size: 14.0pt;">Moreover, while religious belief may be a powerful social adhesive, it comes with risks attached. Michael Ignatieff suggests that:</span></div><div class="MsoNormal"><br /></div><div class="MsoNormal" style="margin-left: 1.0cm;"><span style="font-size: 14.0pt;">[t] he more strongly you feel the bonds of belonging to your own group, the more violent will be your feelings towards outsiders. (Ignatieff, 1993, p.88)</span></div><div class="MsoNormal"><br /></div><div class="MsoNormal"><span style="font-size: 14.0pt;">As we bind the members of religious communities together more tightly, we may well end up deepening the rifts between such communities. </span></div><div class="MsoNormal"><br /></div><div class="MsoNormal"><span style="font-size: 14.0pt;">But perhaps there is another way of building a sense of community that does not have such a toxic potential side-effect? As I explain below, many Humanists insist that there is.</span></div><div class="MsoNormal"><br /></div><div class="MsoNormal" style="mso-outline-level: 1;"><b style="mso-bidi-font-weight: normal;"><span style="font-size: 14.0pt;">Example of a Humanist approach to raising good citizens</span></b></div><div class="MsoNormal"><br /></div><div class="MsoNormal"><span style="font-size: 14.0pt;">While there can be benefits to religious belief, and there are plenty of anecdotes about people whose lives have been dramatically “turned around” by religion, there would also appear to be benefits to a more Humanist approach to moral education and raising moral citizens. </span></div><div class="MsoNormal"><br /></div><div class="MsoNormal"><span style="font-size: 14.0pt;">While there is no official Humanist approach <i style="mso-bidi-font-style: normal;">per se</i> to moral education, most Humanists would endorse the use of, for example, <i style="mso-bidi-font-style: normal;">communities of inquiry</i> and “Philosophy for Children” programmes in the classroom, in which children collective discuss, in a broadly philosophical way, moral, religious and other “Big Questions”. Such programmes have been trialled with success in a number of countries, where they have produced not only measurable increases in IQ, but also improved behaviour and ethos within the schools. There’s growing evidence that such an approach helps build self-esteem and confidence, engenders respect for others, improve behaviour, reduce bullying, and so on (see for example Trickey and Topping, 2004). An Ofsted report into one school running such a programme said:</span></div><div class="MsoNormal"><br /></div><div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 1.0cm; margin-right: 30.5pt; margin-top: 0cm;"><span style="font-size: 14.0pt; mso-fareast-font-family: "Times New Roman";">The thought provoking and exciting curriculum the school has developed over the last two years is an outstanding component of the school’s success …(this includes) the development of ‘Philosophy for Children’, a powerful tool which both excites the pupils and gives them the confidence to explore stimulating and challenging ideas and concepts. It not only strengthens their academic learning, but also encourages their empathy for others and gives them insights into the adult world. (<i>Ofsted Curriculum Grade 1 Ropsley Primary School Ofsted Report, Feb 2007</i>)</span><span style="font-size: 14.0pt;"></span></div><div class="MsoNormal"><br /></div><div class="MsoNormal"><span style="font-size: 14.0pt;">Perhaps such an approach cannot produce the kind of tightly bound community that religion often produces, but it does engender a sense of empathy, connection and respect for, and encourages respectful dialogue with, others, and, so many Humanists would argue, creates a sense of community that is healthier and less divisive than the kind that tends to be produced by religion.</span></div><div class="MsoNormal"><br /></div><div class="MsoBlockText" style="margin-bottom: .0001pt; margin: 0cm;"><span lang="EN-US" style="font-size: 14.0pt;">Interestingly, there is some evidence that this kind of approach to moral education might also provide us with an effective defence against kind of moral catastrophes than blighted the Twentieth Century.</span></div><div class="MsoBlockText" style="margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 1.0cm; margin-right: 28.0pt; margin-top: 0cm;"><br /></div><div class="MsoNormal"><span style="font-size: 14.0pt;">In his book <i style="mso-bidi-font-style: normal;">Humanity</i>, <i style="mso-bidi-font-style: normal;">A Moral History of the Twentieth Century</i>, Professor Jonathan Glover, Director of the Centre for Medical Law and Ethics at King’s College, London, reports his research into the backgrounds of both those who engaged in mass killings in places like Nazi Germany, Rwanda and Bosnia, and also those who were rescuers. Glover said in a related newspaper interview,</span></div><div class="MsoBlockText" style="margin-left: 0cm;"><br /></div><div class="MsoBlockText" style="tab-stops: 347.3pt;"><span lang="EN-US" style="font-size: 14.0pt;">If you look at the people who shelter Jews under the Nazis, you find a number of things about them. One is that they tended to have a different kind of upbringing from the average person, they tended to be brought up in a non-authoritarian way, bought up to have sympathy with other people and to discuss things rather than just do what they were told. (Glover, 1999)</span></div><div class="MsoBlockText" style="margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 0cm; margin-right: 2.15pt; margin-top: 0cm;"><br /></div><div class="MsoBlockText" style="margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 0cm; margin-right: 2.15pt; margin-top: 0cm;"><span lang="EN-US" style="font-size: 14.0pt;">In their book <i style="mso-bidi-font-style: normal;">The Altruistic Personality</i>, Pearl and Samuel concur that the “parents of rescuers depended significantly less on physical punishment and significantly more on reasoning.” (Oliner, 1992, p.179). The Oliners add that “reasoning communicates a message of respect for and trust in children that allows them to feel a sense of personal efficacy and warmth toward others.” Non-rescuers, by contrast, tended to feel “mere pawns, subject to the power of external authorities”(1992, p.177). The Oliners also found that, by contrast, “religiosity was only weakly related to rescue”. </span></div><div class="MsoBlockText" style="margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 0cm; margin-right: 28.0pt; margin-top: 0cm;"><br /></div><div class="MsoBlockText" style="margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 0cm; margin-right: 28.0pt; margin-top: 0cm;"><span lang="EN-US" style="font-size: 14.0pt;">If we want to avoid the kind of moral catastrophes that blighted the Twentieth Century, there is evidence to support the view that our best protection is provided, not by religion, but by the kind of approach to moral education advocated by Humanists (an approach which can also be applied within religious schools).</span></div><div class="MsoNormal"><br /></div><div class="MsoNormal" style="mso-outline-level: 1;"><b style="mso-bidi-font-weight: normal;"><span style="font-size: 14.0pt;">Humanist organizations</span></b></div><div class="MsoNormal"><br /></div><div class="MsoNormal" style="mso-outline-level: 1;"><span style="font-size: 14.0pt;">Humanist ideas have been around for millennia. Indeed, some philosophers of Antiquity, such as Epicurus, probably qualify as Humanists. However, it is only comparatively recently that the term “Humanism” has been used in the way described here, and only recently that people have organized themselves as Humanists in this sense. Humanist organizations can now be found around the world. Most Humanist organizations are affiliated to the International Humanist and Ethical Union (IHEU). They engage in a variety of activities. They campaigns for secular societies and for equal rights for the non-religious. They also engage in educational and awareness-raising work to counter common and sometimes pernicious misunderstandings of what atheism and humanism involve (in the United States, for example, atheists are widely assumed to be amoral, and are one of the least trusted minorities). Humanist organizations often also provide alternative marriage, funeral and other ceremonies for those who want to mark important events in a non-religious way.</span></div><div class="MsoNormal"><br /></div><div class="MsoNormal"><br /></div>cool lookhttp://www.blogger.com/profile/06140429623792610417noreply@blogger.com0tag:blogger.com,1999:blog-2241396401925026718.post-2220407628102674322014-01-06T09:30:00.000-08:002014-01-19T08:19:59.630-08:00Why a Win for the Plaintiffs in the O'Bannon Case Will Not Destroy College Sports as the NCAA Suggests<div class="separator" style="clear: both; text-align: left;">NCAA leaders have argued both in court and through the media that a win for the plaintiffs in the <i>NCAA Student-Athlete Name & Likeness Licensing Litigation</i> (f/k/a <i>O'Bannon v. NCAA</i>) would "destroy college sports for the majority" -- I clam that I find to be disingenuous.</div><br />With that said, it is my pleasure to announce publication of the first draft of my newest law review article, "<a href="http://papers.ssrn.com/sol3/papers.cfm?abstract_id=2375008">The Future of Amateurism after Antitrust Scrutiny</a>." This article explains why a plaintiffs' victory in the <i>NCAA Student-Athlete Name & Likeness Licensing Litigation </i>would not truly destroy either the competitive balance or financial viability of college sports.<br /><br />Some of the points expressed in the article include the following:<br /><ul><li>The college sports industry already lacks year-to-year competitive balance.</li><li>The college sports industry already lacks seasonal competitive balance.</li><li>Lack of competitive balance does not truly translate into poor attendance or revenues.</li><li>There are less restrictive ways to protect competitive balance in college sports.</li><li>College sports fans do not truly care if student-athletes are unpaid.</li><li>Title IX arguments are simply red herrings.</li><li>There is enough revenue to go around, even after free market negotiations with student-athletes.</li></ul>This article is only a "first draft," so I would appreciate any comments or feedback. <br /><br />My previous article on the NCAA's concerted practices, "<a href="http://papers.ssrn.com/sol3/papers.cfm?abstract_id=2226541">A Short Treatise on Amateurism and Antitrust Law</a>," went to print last month in Case Western Reserve Law Review. Reader feedback was truly helpful for me in fine-tuning that piece.cool lookhttp://www.blogger.com/profile/06140429623792610417noreply@blogger.com0tag:blogger.com,1999:blog-2241396401925026718.post-79587317638058743672014-01-06T03:45:00.000-08:002014-01-19T08:19:59.660-08:00The Complete Philosophy Files - IndiaI would like to thank Anjali Dugar for her excellent work in setting up a philosophy club in a school in Mumbai - using my book <i>The Complete Philosophy Files</i>. I'm honoured to have a played a small part in what appears to have been a great success - read Anjali's comments below. My thanks also to Orion - my publisher - for supplying books free of charge. The children sent me some very nice thank you letters which won't display, but here are some photos which I now show with permission. <br /><br /><br /><img alt="" 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" /><br /><br />Anjali writes:<br /><br /><br /><i>Teach for India is affiliated to TeachFirst UK, and works with struggling government run schools as well as private schools that cater to the most needy. There are 700+ Fellows in the program this year, teaching about 23,000 children across 5 cities (read more below)</i><br /><a name='more'></a><i><br />As the school runs in an afternoon shift, 20 children in Grade 7 opted to come to school an hour and a half early for the 10 sessions of Philosophy Club at the Worli Sea Face Municipal School in Mumbai. I was determined to make these children think for themselves and have an opportunity to voice their own opinions for the first time, and the best way I could think of was through philosophy. When I met them for the first time, I was extremely apprehensive as I was introduced to a group of subdued, and uninterested children, and I knew it would take a lot of hard work if I were to make any impact.<br /><br />After several hours of lesson planning and pushing the class very hard, I saw an extraordinary transformation. As we worked our way from ethics to paradoxes and discussed topics such as ‘Is Capital Punishment Just?’ and ‘Does God Exist?’, the children went from being reluctant to speak or think outside the box, to having heated debates, noisy and passionate discussions and developing opinions while learning to understand other viewpoints as well. I was amazed to see the students starting to take initiative and asking for the topic of the next lesson, and started to come to class having read relevant chapters in The Complete Philosophy Files which was their source of information, having no access to the internet in their school or slums.<br /><br />The project was a huge success and I left a classroom with children who grew to love philosophy and began questioning things around them, and taking our discussions outside the classroom where they debated and discussed these topics amongst themselves and with their class teacher. I was very encouraged by the response and enthusiasm of the kids and I have decided to continue this project over the next few years and take this to as many Teach for India classrooms as possible. I have already conducted a training session with two Fellows who heard about the Philosophy Club and were extremely keen to get involved. They are using my lesson plans, and a few copies of the book for reference, to spread it across 10-15 classrooms in their own schools, and I will be involved in these sessions in the February half term.</i><br /><br /><img alt="" 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/>cool lookhttp://www.blogger.com/profile/06140429623792610417noreply@blogger.com0tag:blogger.com,1999:blog-2241396401925026718.post-29227225079862672482014-01-03T13:34:00.000-08:002014-01-19T08:19:59.633-08:00Legal Fallout of Chris Kluwe's Allegations<object classid="clsid:D27CDB6E-AE6D-11cf-96B8-444553540000" codebase="http://download.macromedia.com/pub/shockwave/cabs/flash/swflash.cab#version=9,0,47,0" height="270" id="flashObj" style="clear: right; float: right;" width="480"><param name="movie" value="http://c.brightcove.com/services/viewer/federated_f9?isVid=1&isUI=1" /><param name="bgcolor" value="#FFFFFF" /><param name="flashVars" value="videoId=3006517642001&linkBaseURL=http%3A%2F%2Fsportsillustrated.cnn.com%2Fvideo%2Fnfl%2F20140103%2F2014-01-03-clip04.sportsillustrated%2F&playerID=2869183374001&playerKey=AQ~~,AAAB9mw57HE~,xU4DCdZtHhuIakVdyH5VnUosMOtC9a9v&domain=embed&dynamicStreaming=true" /><param name="base" value="http://admin.brightcove.com" /><param name="seamlesstabbing" value="false" /><param name="allowFullScreen" value="true" /><param name="swLiveConnect" value="true" /><param name="allowScriptAccess" value="always" /><embed src="http://c.brightcove.com/services/viewer/federated_f9?isVid=1&isUI=1" bgcolor="#FFFFFF" flashVars="videoId=3006517642001&linkBaseURL=http%3A%2F%2Fsportsillustrated.cnn.com%2Fvideo%2Fnfl%2F20140103%2F2014-01-03-clip04.sportsillustrated%2F&playerID=2869183374001&playerKey=AQ~~,AAAB9mw57HE~,xU4DCdZtHhuIakVdyH5VnUosMOtC9a9v&domain=embed&dynamicStreaming=true" base="http://admin.brightcove.com" name="flashObj" width="480" height="270" seamlesstabbing="false" type="application/x-shockwave-flash" allowFullScreen="true" allowScriptAccess="always" swLiveConnect="true" pluginspage="http://www.macromedia.com/shockwave/download/index.cgi?P1_Prod_Version=ShockwaveFlash"></embed></object>Howard <a href="http://sports-law.blogspot.com/2014/01/athlete-speech-of-different-kind.html" target="_blank">blogged</a> earlier on Chris Kluwe's allegations against the Vikings, specifically that he was cut because of his views on marriage equality. I was on SI Now earlier today to talk about the potential legal fallout: cool lookhttp://www.blogger.com/profile/06140429623792610417noreply@blogger.com0tag:blogger.com,1999:blog-2241396401925026718.post-46424337756190577982014-01-02T19:39:00.000-08:002014-01-19T08:19:59.640-08:00Athlete speech of a different kindNot all athlete speech is <a href="http://sports-law.blogspot.com/2013/12/athlete-speech-and-hate-speech.html">offensive</a>. Some athletes do speak out for worthy political ideals, even if it comes with a price. Chris Kluwe, formerly a punter for the Minnesota Vikings, was an <a href="http://deadspin.com/5941348/they-wont-magically-turn-you-into-a-lustful-cockmonster-chris-kluwe-explains-gay-marriage-to-the-politician-who-is-offended-by-an-nfl-player-supporting-it">outspoken</a> <a href="http://deadspin.com/5956509/chris-kluwe-leaves-the-pioneer+press-after-the-paper-publishes-an-anti+gay-marriage-editorial?popular=true">advocate</a> for <a href="http://sports-law.blogspot.com/2012/09/activist-athletes-tone-deaf-politicians.html">marriage equality</a>. He was released by the Vikings last spring amid obvious questions about any connection between his activism and his release. Although Kluwe has always said some version of "I don't know" when asked about the connection, in a <a href="http://deadspin.com/i-was-an-nfl-player-until-i-was-fired-by-two-cowards-an-1493208214">piece on Deadspin Thursday</a> he says he is "pretty confident" his activism was the reason he was fired.<br /><br />In the article, Kluwe describes not-so-subtle pressure from (now former) Vikings head coach Leslie Frazier and GM Rick Spielman to stop speaking out on marriage equality or gay rights and outright anti-gay bigotry by special teams coach Mike Priefer, including telling a roomful of players "We should round up all the gays, send them to an island, and then nuke it until it glows." The <a href="http://deadspin.com/i-was-an-nfl-player-until-i-was-fired-by-two-cowards-an-1493208214/1493412327/@barryap">Vikings deny</a> that Kluwe's release was based on anything other than his performance, but have promised to investigate (owner Zygi Wilf is a strong supporter of marriage equality). <a href="http://deadspin.com/mike-priefer-denies-that-he-is-a-bigot-1493500480">Priefer issued his own statement</a> "vehemently" denying Kluwe's allegations. Stay tuned; this could cast another interesting light on athlete speech and the culture of NFL locker rooms.<br /><br /><b>[Update: The Vikings <a href="http://deadspin.com/vikings-launch-independent-investigation-of-chris-kluwe-1494112607">have hired</a> a former chief justice of the Minnesota Supreme Court and a former DOJ attorney (who previously lead the investigation into misconduct by Fiesta Bowl officials) to conduct the investigation. If I had to predict an outcome, it would be that there will be insufficient evidence to support Kluwe's allegations of a retaliatory firing, but that if any evidence corroborates Priefer's "nuke it" comment, he will lose his job in Minnesota (although almost certainly will coach again, because that is just how football works).]</b><br /><br />One other thing I'll highlight from Kluwe's original piece. He describes a conversation in which Frazier strongly urged him to stop speaking on this, allegedly saying, "'a wise coach once told me there are two things you don't talk about in the NFL, politics and religion.'" Given the blatant role that Christianity plays in football, including in the NFL, this may be one of the dumbest things ever said.cool lookhttp://www.blogger.com/profile/06140429623792610417noreply@blogger.com0tag:blogger.com,1999:blog-2241396401925026718.post-22306447552185151962013-12-31T15:36:00.000-08:002014-01-19T08:19:59.631-08:00Top 10 Sports Law Stories in 2013 & Predictions for 2014<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgBQQ5CfMKDWj2tXEpxWcGRwUJEtozP8YNs_d_UvSuuKdi-FG9gs-FBnYjrAMrO4p5-6gDeVGsujvRAfw3xs4Fk22hO2oUvXRMbZgzN-c8eALHQFUCytsyFQDphmW1NoQsLLVAa3zy8Py5R/s1600/SI+Sports+Law+Stories+2013.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="195" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgBQQ5CfMKDWj2tXEpxWcGRwUJEtozP8YNs_d_UvSuuKdi-FG9gs-FBnYjrAMrO4p5-6gDeVGsujvRAfw3xs4Fk22hO2oUvXRMbZgzN-c8eALHQFUCytsyFQDphmW1NoQsLLVAa3zy8Py5R/s400/SI+Sports+Law+Stories+2013.jpg" width="400" /></a></div><br />I've authored a <a href="http://sportsillustrated.cnn.com/more/news/20131231/hernandez-boston-marathon-obannon-2013/index.html" target="_blank">Top 10 Sports Law Stories of 2013 article for Sports Illustrated</a>. My list from 2013:<br /><br />10. Chris Christie and sports betting in NJ<br />9. NHL concussion litigation and fighting<br />8. Jonathan Martin and the forthcoming Ted Wells Report<br />7. Lance Armstrong admits to doping and hit with lawsuits<br />6. NFL reaches proposed settlement in Concussion Litigation, but some retired players say no <br />5. Jameis Winston cleared in rape investigation, but civil lawsuits may follow <br />4. New Legal Strategy in Biogenesis case, but A-Rod fights back<br />3. Ed O'Bannon's class certified, setting table for historic trial<br />2. Aaron Hernandez charged with murder<br />1. Boston Marathon bombing<br /><br />Hope you have a chance to check out my<a href="http://sportsillustrated.cnn.com/more/news/20131231/hernandez-boston-marathon-obannon-2013/index.html" target="_blank"> analysis and predictions</a>.cool lookhttp://www.blogger.com/profile/06140429623792610417noreply@blogger.com0tag:blogger.com,1999:blog-2241396401925026718.post-50382704405510997252013-12-30T08:15:00.000-08:002014-01-19T08:19:59.641-08:00Head Injuries and BaseballI have a short piece in the <a href="file:///Users/wasserma/Desktop/SLA%20volume%2010%20issue%2024.html#a8">December Sports Litigation Alert</a>, called <a href="file:///Users/wasserma/Desktop/SLA%20volume%2010%20issue%2024.html#a8"><i>Head Injuries and Baseball</i></a>. It elaborates on an exchange between Nathaniel and me <a href="http://sports-law.blogspot.com/2013/12/concussion-related-injuries-and.html">on this post</a> regarding what baseball can do about concussions.cool lookhttp://www.blogger.com/profile/06140429623792610417noreply@blogger.com0tag:blogger.com,1999:blog-2241396401925026718.post-12074225098213234952013-12-30T08:09:00.000-08:002014-01-19T08:19:59.625-08:00Rooney RuleCheck out the <a href="http://www.grantland.com/story/_/id/10214346/bill-barnwell-week-17-nfl">third item ("My Pal the Tortoise") and footnote 7</a>. If this is really how teams operate--and I have no doubt it is--then the Rooney Rule is a joke.cool lookhttp://www.blogger.com/profile/06140429623792610417noreply@blogger.com0tag:blogger.com,1999:blog-2241396401925026718.post-30246902946602046012013-12-29T18:37:00.000-08:002014-01-19T08:19:59.635-08:00Athlete speech and hate speechMike passed along <a href="http://www.timesofisrael.com/french-soccer-player-uses-nazi-like-quenelle-salute-to-celebrate-goal/">this story</a> about French soccer player Nicolas Anelka, who made a possibly anti-Semitic neo-Nazi salute after scoring a goal in an EPL game yesterday. Anelka (who converted to Islam and whose parents emigrated to France from Marinique) made the "quenelle" signal, in which the right hand is pointed downward and the left hand grasps the right shoulder. The signal, which was created by a controversial French comedian, is becoming popular among neo-Nazis and anti-Semites in France, where the Nazi salute is banned under strict hate-speech laws. The signal sort of looks like an inverted Nazi salute, but is unknown outside of France and thus allows people to express themselves without anyone out-of-the-known understanding what was being said; there have been stories and photos of people making the gesture outside Auschwitz and at the Western Wall. Anelka <a href="http://www.independent.co.uk/sport/football/news-and-comment/nicolas-anelka-gesture-striker-said-to-be-gobsmacked-by-the-international-row-over-his-quenelle-celebration-amid-calls-for-him-to-be-banned-9029292.html">denies</a> that he was doing the gesture as a racist or anti-Semitic statement and claims to be "gobsmacked" by the international uproar he has caused; he insists the gesture is "anti-system" (which I assume means anti-establishment). The English Football Association has opened an investigation.<br /><br />The reaction is doubly intense here, as compared to if a U.S. athlete had done this after scoring a touchdown or hitting a home run. Europe's approach to hate speech is much different than ours (although the First Amendment would not be in play in any event). More importantly, Europe is especially sensitive to anti-Semitic and Nazi speech, given its history.<br /><br />On a different part of this, on-field athlete speech is a different and interesting issue, one I hope to examine if/when I get back to writing about the sport/speech connection. Expression--verbal and physical--is endemic to what athletes do on the field. Content aside, it is a nice question how much room sports teams and leagues should leave the players to express themselves, especially on what must be understood as political matters (even if hateful ones).<br /><br /><b>Update 12/30:</b> The plot thickens and comes across the pond. French NBA players Tony Parker and Boris Diaw posed with the comedian who started all this while making this gesture; the photos, which are a few years old, hit the interwebs on Sunday. Parker apologized, saying he saw the gesture as part of a comedy act and only recently learned about its anti-Semitic connotations. The Simon Wiesenthal Center asked that he make a further statement, in French, directed to French Jews.<br /><br /><a href="http://www.bbc.com/sport/0/football/25550382">Anelka has promised not to make the gesture again</a>.cool lookhttp://www.blogger.com/profile/06140429623792610417noreply@blogger.com0