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<?xml-stylesheet type="text/xsl" media="screen" href="/~d/styles/rss2full.xsl"?><?xml-stylesheet type="text/css" media="screen" href="http://feeds.feedburner.com/~d/styles/itemcontent.css"?><rss xmlns:atom="http://www.w3.org/2005/Atom" xmlns:openSearch="http://a9.com/-/spec/opensearch/1.1/" xmlns:georss="http://www.georss.org/georss" xmlns:gd="http://schemas.google.com/g/2005" xmlns:thr="http://purl.org/syndication/thread/1.0" xmlns:feedburner="http://rssnamespace.org/feedburner/ext/1.0" version="2.0"><channel><atom:id>tag:blogger.com,1999:blog-9074130570436861301</atom:id><lastBuildDate>Sun, 25 Dec 2011 23:41:50 +0000</lastBuildDate><category>asia</category><category>iran</category><category>democracy</category><category>finance</category><category>food crisis</category><category>development</category><category>piracy</category><category>france</category><category>military</category><category>risk</category><category>guest writers</category><category>latin america</category><category>middle east</category><category>private security</category><category>orientalism</category><category>venezuela</category><category>third world</category><category>society</category><category>U.S. foreign policy</category><category>iraq</category><category>sea lanes</category><category>georgia</category><category>germany</category><category>israel</category><category>for dummies</category><category>the rise of Asia</category><category>navy</category><category>book reviews</category><category>turkey</category><category>syria</category><category>DR Congo</category><category>islam</category><category>china -domestic</category><category>http://www.blogger.com/img/blank.gif</category><category>russia</category><category>eastern europe</category><category>diplomacy</category><category>sco</category><category>india</category><category>china -foreign</category><category>climate change</category><category>terrorism</category><category>UK</category><category>zimbabwe</category><category>indian ocean</category><category>africa</category><category>tibet</category><category>infrastructure</category><category>economics</category><category>energy</category><category>U.S. internal affairs</category><category>ethiopia</category><category>somalia</category><category>europe</category><category>religion</category><category>dispatches</category><category>nato</category><category>caucasus</category><category>central asia</category><category>myanmar</category><category>pakistan</category><category>international cooperation</category><category>transatlantic issues</category><category>afghanistan</category><category>csto</category><title>WHAT YOU MUST READ</title><description>Andrew Bishop's take on what's really worth reading</description><link>http://whatyoumustread.blogspot.com/</link><managingEditor>noreply@blogger.com (Andrew D. Bishop)</managingEditor><generator>Blogger</generator><openSearch:totalResults>916</openSearch:totalResults><openSearch:startIndex>1</openSearch:startIndex><openSearch:itemsPerPage>25</openSearch:itemsPerPage><atom10:link xmlns:atom10="http://www.w3.org/2005/Atom" rel="self" type="application/rss+xml" href="http://feeds.feedburner.com/WhatYouMustRead" /><feedburner:info uri="whatyoumustread" /><atom10:link xmlns:atom10="http://www.w3.org/2005/Atom" rel="hub" href="http://pubsubhubbub.appspot.com/" /><item><guid isPermaLink="false">tag:blogger.com,1999:blog-9074130570436861301.post-4452260879513675007</guid><pubDate>Mon, 14 Nov 2011 20:54:00 +0000</pubDate><atom:updated>2011-11-14T21:06:04.644Z</atom:updated><title>Poor rich people</title><description>We've read, heard, and written a lot about how various levels of income can be likely to spur unrest in emerging economies. Some say rising incomes lead to higher expectations (think Maslow's pyramid), others say it's stagnation that creates frustration, still others argue income reversals are the most dangerous, while a few point out that sheer misery creates the conditions for citizens with nothing to lose to revolt.&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;But most of that conversation looks at emerging economies.&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;My question is, what happens when people's wealth stagnates for too long &lt;a href="http://blogs.the-american-interest.com/wrm/2011/11/09/the-war-against-the-young-wealth-update/"&gt;or even declines&lt;/a&gt; in advanced economies? Wall Street protests are a catchy iceberg tip, but what are some of the more profound ramifications for how society operates and politics change?&lt;blockquote&gt;&lt;span class="Apple-style-span"   style="  ;font-family:Helvetica;font-size:medium;"&gt;The median net worth of households headed by someone 65 years or older was $170,494, up 42 percent from 1984. Meanwhile, households headed by someone 35 or younger had a median net worth of $3,662, down 68 percent from that same year.&lt;/span&gt;&lt;/blockquote&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/9074130570436861301-4452260879513675007?l=whatyoumustread.blogspot.com' alt='' /&gt;&lt;/div&gt;</description><link>http://feedproxy.google.com/~r/WhatYouMustRead/~3/r2nnrVeqLeE/poor-rich-people.html</link><author>noreply@blogger.com (Andrew D. Bishop)</author><thr:total>0</thr:total><feedburner:origLink>http://whatyoumustread.blogspot.com/2011/11/poor-rich-people.html</feedburner:origLink></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-9074130570436861301.post-6243953081196194943</guid><pubDate>Mon, 14 Nov 2011 20:48:00 +0000</pubDate><atom:updated>2011-11-14T20:52:14.238Z</atom:updated><category domain="http://www.blogger.com/atom/ns#">middle east</category><title>Precedents in IR</title><description>It's an interesting concept for precedents to be set in international affairs. The first case of decolonization was one such example. Arab leaders not being allowed to kill their own citizens seems to be another:&lt;blockquote&gt;&lt;span class="Apple-style-span"   style="  ;font-family:Helvetica;font-size:medium;"&gt;The Arab League is today considering the demand by the Syrian National Council, human rights organizations and a wide array of other actors that it freeze Syria's membership over its killing of civilians. Few expect that the Arab League will seriously affect the Assad regime's behavior.  But the very fact that it is even considering such a move is frankly astonishing.  Since when do Arab leaders agree that a regime's legitimacy can be forfeit if it kills too many of its own people?&lt;/span&gt;&lt;/blockquote&gt;More from Marc Lynch &lt;a href="http://lynch.foreignpolicy.com/posts/2011/11/11/since_when_do_arab_states_care_about_rtp"&gt;here&lt;/a&gt;.&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/9074130570436861301-6243953081196194943?l=whatyoumustread.blogspot.com' alt='' /&gt;&lt;/div&gt;</description><link>http://feedproxy.google.com/~r/WhatYouMustRead/~3/Ixm-xfJZhVw/precedents-in-ir.html</link><author>noreply@blogger.com (Andrew D. Bishop)</author><thr:total>0</thr:total><feedburner:origLink>http://whatyoumustread.blogspot.com/2011/11/precedents-in-ir.html</feedburner:origLink></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-9074130570436861301.post-7137365164643056705</guid><pubDate>Thu, 10 Nov 2011 09:09:00 +0000</pubDate><atom:updated>2011-11-10T09:12:28.435Z</atom:updated><title>From Suez to Qom</title><description>This quote by Harold Macmillan, UK finance and later prime minister at the time of the Suez crisis, can't help but remind me of something any Western policymaker could say regarding Iran in 2011:&lt;br /&gt;&lt;blockquote&gt;The truth is that we are caught in a terrible dilemma. If we take strong action against Egypt, and as a result the Canal is closed, the pipelines to the Levant are cut, the Persian Gulf revolts and oil production is stopped - then the U.K. and Western Europe have 'had it.' Yet if we suffer a diplomatic defeat; if Nasset 'gets away with it' - and the Middle East countries, in a ferment, 'nationalize oil' ... we have equally 'had it.'&lt;/blockquote&gt;&lt;em&gt;Quoted in &lt;/em&gt;&lt;a href="http://www.amazon.com/Prize-Epic-Quest-Money-Power/dp/0671799320"&gt;The Prize&lt;/a&gt;&lt;em&gt; by Daniel Yergin.&lt;/em&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/9074130570436861301-7137365164643056705?l=whatyoumustread.blogspot.com' alt='' /&gt;&lt;/div&gt;</description><link>http://feedproxy.google.com/~r/WhatYouMustRead/~3/Pn3NGssYLK0/from-suez-to-qom.html</link><author>noreply@blogger.com (Andrew D. Bishop)</author><thr:total>0</thr:total><feedburner:origLink>http://whatyoumustread.blogspot.com/2011/11/from-suez-to-qom.html</feedburner:origLink></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-9074130570436861301.post-5516415459913287880</guid><pubDate>Wed, 02 Nov 2011 16:38:00 +0000</pubDate><atom:updated>2011-11-02T16:54:13.812Z</atom:updated><title>China's State revisited</title><description>Interesting topic how China &lt;a href="http://www.blogger.com/Interesting%20topic%20how%20China%20will%20change%20the%20way%20we%20think%20about%20the%20State:%20%20It%C3%A2%C2%80%C2%99s%20not%20a%20nation%20but%20a%20civilization:%20%20The%20first%20is%20the%20primary%20reason%20for%20the%20state%C3%A2%C2%80%C2%99s%20legitimacy.%20China%20is%20only%20secondarily%20a%20nation-state,%20even%20though%20for%20the%20last%20century%20it%20may%20have%20called%20itself%20such:%20rather,%20in%20the%20first%20instance,%20China%20is%20a%20civilization-state.%20The%20main%20overarching%20source%20of%20identity%20in%20Western%20countries%20is%20the%20nation-state:%20in%20China%20this%20is%20not%20case.%20It%20is%20Chinese%20civilization.%20%20It%C3%A2%C2%80%C2%99s%20older%20than%20you%20think,%20so%20it%C3%A2%C2%80%C2%99s%20not%20%C3%A2%C2%80%C2%9Clate%C3%A2%C2%80%C2%9D%20and%20on%20the%20way%20to%20reaching%20our%20stage:%20%20It%20is%20not%20surprising%20in%20view%20of%20this%20that%20the%20Chinese%20state%20has%20historically%20evolved%20in%20a%20highly%20distinctive%20fashion%20quite%20different%20from%20the%20European,%20let%20alone%20the%20American,%20tradition.%20For%20one%20thing,%20the%20Chinese%20state%20is%20much%20older,%20dating%20back%20to%20the%203rd%20century%20BC,%20the%20earliest%20known%20government%20in%20human%20history.%20And%20before%20that,%20Confucius,%20writing%202,500%20years%20ago,%20can%20be%20regarded%20as%20the%20first%20great%20philosopher%20of%20governance.%20The%20Chinese%20state%20acquired%20a%20modernized%20form%20%C3%A2%C2%80%C2%94%20embracing%20a%20centralized%20administration%20and%20a%20trained%20and%20sophisticated%20bureaucracy%20based%20on%20the%20imperial%20examination%20system%20%C3%A2%C2%80%C2%94%20capable%20of%20governing%20a%20vast%20country%20long%20before%20this%20was%20the%20case%20in%20Europe.%20%20...%20%20Given%20this%20very%20different%20history,%20it%20would%20be%20extremely%20short-sighted%20if%20we%20tried%20to%20understand%20the%20contemporary%20Chinese%20state%20and%20its%20likely%20path%20of%20development%20through%20a%20Western%20prism.%20%20Its%20approach%20to%20industrial%20policy%20is%20more%20original%20than%20you%20think:%20%20Unlike%20the%20approach%20most%20countries,%20notably%20in%20the%20West,%20have%20pursued%20with%20regard%20to%20state-owned%20firms%20%C3%A2%C2%80%C2%94%20which%20has%20seen%20them%20enjoying%20various%20degrees%20of%20protection,%20and%20often%20quasi-monopoly%20status%20%C3%A2%C2%80%C2%94%20the%20Chinese%20government%20has%20instead%20exposed%20them%20to%20the%20fiercest%20market%20competition,%20with%20other%20state%20firms,%20private%20firms,%20and%20foreign%20companies.%20%20...%20%20It%20was%20Adam%20Smith%20writing%20in%20the%20late%2018th%20century%20who%20described%20the%20Chinese%20market%20as%20far%20larger%20and%20more%20developed%20than%20anything%20in%20Europe%20at%20the%20time.%20What%20is%20so%20peculiar%20%C3%A2%C2%80%C2%94%20unique%20even%20%C3%A2%C2%80%C2%94%20about%20the%20Chinese%20model%20is%20the%20combination%20of,%20to%20put%20it%20in%20stark%20terms,%20a%20hyper-state%20and%20a%20hyper-market."&gt;will change the way we think&lt;/a&gt; about the State:&lt;br /&gt;&lt;br /&gt;&lt;span style="font-weight: bold;"&gt;It’s not a nation but a civilization:&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-style: italic;"&gt;"The first is the primary reason for the state’s legitimacy. China is only secondarily a nation-state, even though for the last century it may have called itself such: rather, in the first instance, China is a civilization-state. The main overarching source of identity in Western countries is the nation-state: in China this is not case. It is Chinese civilization."&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-weight: bold;"&gt;It’s older than you think, so it’s not “late” and on the way to reaching our stage:&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-style: italic;"&gt;"It is not surprising in view of this that the Chinese state has historically evolved in a highly distinctive fashion quite different from the European, let alone the American, tradition. For one thing, the Chinese state is much older, dating back to the 3rd century BC, the earliest known government in human history. And before that, Confucius, writing 2,500 years ago, can be regarded as the first great philosopher of governance. The Chinese state acquired a modernized form — embracing a centralized administration and a trained and sophisticated bureaucracy based on the imperial examination system — capable of governing a vast country long before this was the case in Europe."&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-style: italic;"&gt;...&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-style: italic;"&gt;"Given this very different history, it would be extremely short-sighted if we tried to understand the contemporary Chinese state and its likely path of development through a Western prism."&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-weight: bold;"&gt;Its approach to industrial policy is more original than you think:&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-style: italic;"&gt;"Unlike the approach most countries, notably in the West, have pursued with regard to state-owned firms — which has seen them enjoying various degrees of protection, and often quasi-monopoly status — the Chinese government has instead exposed them to the fiercest market competition, with other state firms, private firms, and foreign companies.&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-style: italic;"&gt;...&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-style: italic;"&gt;It was Adam Smith writing in the late 18th century who described the Chinese market as far larger and more developed than anything in Europe at the time. What is so peculiar — unique even — about the Chinese model is the combination of, to put it in stark terms, a hyper-state and a hyper-market."&lt;/span&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/9074130570436861301-5516415459913287880?l=whatyoumustread.blogspot.com' alt='' /&gt;&lt;/div&gt;</description><link>http://feedproxy.google.com/~r/WhatYouMustRead/~3/h7avBDlylb4/chinas-state-revisited.html</link><author>noreply@blogger.com (Andrew D. Bishop)</author><thr:total>0</thr:total><feedburner:origLink>http://whatyoumustread.blogspot.com/2011/11/chinas-state-revisited.html</feedburner:origLink></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-9074130570436861301.post-7492975787186082629</guid><pubDate>Wed, 02 Nov 2011 15:41:00 +0000</pubDate><atom:updated>2011-11-02T15:43:15.171Z</atom:updated><title>Before Westphalia</title><description>&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;w:worddocument&gt;   &lt;w:view&gt;Normal&lt;/w:View&gt;   &lt;w:zoom&gt;0&lt;/w:Zoom&gt;   &lt;w:trackmoves/&gt;   &lt;w:trackformatting/&gt;   &lt;w:punctuationkerning/&gt;   &lt;w:validateagainstschemas/&gt;   &lt;w:saveifxmlinvalid&gt;false&lt;/w:SaveIfXMLInvalid&gt;   &lt;w:ignoremixedcontent&gt;false&lt;/w:IgnoreMixedContent&gt;   &lt;w:alwaysshowplaceholdertext&gt;false&lt;/w:AlwaysShowPlaceholderText&gt;   &lt;w:donotpromoteqf/&gt;   &lt;w:lidthemeother&gt;EN-GB&lt;/w:LidThemeOther&gt;   &lt;w:lidthemeasian&gt;X-NONE&lt;/w:LidThemeAsian&gt; 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in which companies are safer bets than governments:&lt;/span&gt;&lt;/p&gt;&lt;blockquote&gt;&lt;span style="mso-ansi-language:EN-GB; mso-fareast-language:EN-GB"&gt;Italy and Spain offer some of the best examples of the phenomenon.&lt;br /&gt;&lt;br /&gt;A bond coming due in 2013 from &lt;span style="color:blue;"&gt;Telefónica&lt;/span&gt;, the Spanish telecoms company with significant operations in the UK and elsewhere, yielded 2.89 per cent in mid-October. A Spanish two-year government bond had a yield of 3.68 per cent.&lt;br /&gt;&lt;br /&gt;Similarly, &lt;a href="http://markets.ft.com/tearsheets/performance.asp?s=it:ENI"&gt;&lt;span style="color:blue;"&gt;Eni&lt;/span&gt;&lt;/a&gt;, the Italian oil and gas company, had a 2013 bond with a yield of 2.39 per cent while the nation’s sovereign two-year yields were 4.29 per cent.&lt;/span&gt;&lt;/blockquote&gt; &lt;p&gt;&lt;/p&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/9074130570436861301-7492975787186082629?l=whatyoumustread.blogspot.com' alt='' /&gt;&lt;/div&gt;</description><link>http://feedproxy.google.com/~r/WhatYouMustRead/~3/XC_ozGb53Aw/before-westphalia.html</link><author>noreply@blogger.com (Andrew D. Bishop)</author><thr:total>0</thr:total><feedburner:origLink>http://whatyoumustread.blogspot.com/2011/11/before-westphalia.html</feedburner:origLink></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-9074130570436861301.post-8721737537630828852</guid><pubDate>Fri, 28 Oct 2011 07:24:00 +0000</pubDate><atom:updated>2011-10-30T09:57:32.027Z</atom:updated><title>Competitiveness matters more than aircraft carriers</title><description>&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;w:worddocument&gt;   &lt;w:view&gt;Normal&lt;/w:View&gt;   &lt;w:zoom&gt;0&lt;/w:Zoom&gt;   &lt;w:trackmoves/&gt;   &lt;w:trackformatting/&gt;   &lt;w:punctuationkerning/&gt;   &lt;w:validateagainstschemas/&gt;   &lt;w:saveifxmlinvalid&gt;false&lt;/w:SaveIfXMLInvalid&gt;   &lt;w:ignoremixedcontent&gt;false&lt;/w:IgnoreMixedContent&gt;   &lt;w:alwaysshowplaceholdertext&gt;false&lt;/w:AlwaysShowPlaceholderText&gt;   &lt;w:donotpromoteqf/&gt;   &lt;w:lidthemeother&gt;EN-GB&lt;/w:LidThemeOther&gt;   &lt;w:lidthemeasian&gt;X-NONE&lt;/w:LidThemeAsian&gt; 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 mso-tstyle-rowband-size:0;  mso-tstyle-colband-size:0;  mso-style-noshow:yes;  mso-style-priority:99;  mso-style-qformat:yes;  mso-style-parent:"";  mso-padding-alt:0cm 5.4pt 0cm 5.4pt;  mso-para-margin-top:0cm;  mso-para-margin-right:0cm;  mso-para-margin-bottom:10.0pt;  mso-para-margin-left:0cm;  line-height:115%;  mso-pagination:widow-orphan;  font-size:11.0pt;  font-family:"Calibri","sans-serif";  mso-ascii-font-family:Calibri;  mso-ascii-theme-font:minor-latin;  mso-fareast-font-family:"Times New Roman";  mso-fareast-theme-font:minor-fareast;  mso-hansi-font-family:Calibri;  mso-hansi-theme-font:minor-latin;  mso-bidi-font-family:"Times New Roman";  mso-bidi-theme-font:minor-bidi;} &lt;/style&gt; &lt;![endif]--&gt;  &lt;p class="MsoNormal" style="margin-bottom:0cm;margin-bottom:.0001pt;line-height: normal"&gt;&lt;a name="_GoBack"&gt;&lt;/a&gt;&lt;span style="Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; mso-ansi-language:EN-GBfont-family:&amp;quot;;font-size:10.0pt;"&gt;Interesting point &lt;a href="http://prestowitz.foreignpolicy.com/posts/2011/10/27/make_wealth_not_war_in_asia"&gt;by Clyde Prestowitz&lt;/a&gt;: the US should make its presence in Asia felt, it should maintain or increase its share of the power market there, but the best way to do so is paradoxically to keep military commitments low, thereby keeping our fiscal burden light and making it possible for us to compete economically – where it really matters.&lt;/span&gt;&lt;/p&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/9074130570436861301-8721737537630828852?l=whatyoumustread.blogspot.com' alt='' /&gt;&lt;/div&gt;</description><link>http://feedproxy.google.com/~r/WhatYouMustRead/~3/FNlkOCaQkSE/competitiveness-matters-more-than.html</link><author>noreply@blogger.com (Andrew D. Bishop)</author><thr:total>0</thr:total><feedburner:origLink>http://whatyoumustread.blogspot.com/2011/10/competitiveness-matters-more-than.html</feedburner:origLink></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-9074130570436861301.post-3552318659284387075</guid><pubDate>Thu, 27 Oct 2011 14:35:00 +0000</pubDate><atom:updated>2011-10-27T15:36:57.901+01:00</atom:updated><title>Strange wording in FBI press release on Iran Saudi plot</title><description>This strange sentence caught my eye when reading the FBI’s &lt;a href="http://www.fbi.gov/newyork/press-releases/2011/two-men-charged-in-alleged-plot-to-assassinate-saudi-arabian-ambassador-to-the-united-states"&gt;press release&lt;/a&gt; about Iran’s Saudi Ambassador murder plot: “During a series of Mirandized interviews, Arbabsiar allegedly confessed to his participation in the murder plot.”&lt;br /&gt;&lt;br /&gt;Now I fully understand that “The charges contained in a criminal complaint are mere allegations and defendants are presumed innocent unless and until proven guilty.” But how can Arbabsiar’s &lt;span style="font-style: italic;"&gt;confession &lt;/span&gt;be alleged? He either confessed or didn’t! Or am I missing something?&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/9074130570436861301-3552318659284387075?l=whatyoumustread.blogspot.com' alt='' /&gt;&lt;/div&gt;</description><link>http://feedproxy.google.com/~r/WhatYouMustRead/~3/60glrdikMO8/strange-wording-in-fbi-press-release-on.html</link><author>noreply@blogger.com (Andrew D. Bishop)</author><thr:total>1</thr:total><feedburner:origLink>http://whatyoumustread.blogspot.com/2011/10/strange-wording-in-fbi-press-release-on.html</feedburner:origLink></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-9074130570436861301.post-8517815228616698776</guid><pubDate>Wed, 26 Oct 2011 16:29:00 +0000</pubDate><atom:updated>2011-10-27T20:48:36.199+01:00</atom:updated><title>Can F1 tell us anything about the next convergence?</title><description>&lt;i&gt;This post is co-written with Guillaume Amigues. Both authors are writing in their personal capacity and the views expressed here are their own and do not necessarily represent those of their past or present employers.&lt;/i&gt;&lt;br /&gt;&lt;br /&gt;We’ve just returned from the world’s largest annual brainstorm organized by the World Economic Forum every fall for the past four years. The event, coined &lt;a href="http://www.weforum.org/events/summit-global-agenda-2011"&gt;Summit on the Global Agenda&lt;/a&gt;, brought together 800 of the world’s brightest minds to discuss and advance a range of 79 global issues ranging from corruption to climate change and artificial intelligence. As one would expect, global power shifts were a key topic of discussion throughout the Summit.&lt;br /&gt;&lt;br /&gt;That the event, formally hosted by the government of the United Arab Emirates, took place on an &lt;a href="http://www.yasmarinacircuit.com/"&gt;F1 race track&lt;/a&gt; struck us as both amusing and intriguing. We wondered, could recent locally-touted evolutions in the world’s F1 Grand Prix tell us anything about global power shifts?&lt;br /&gt;&lt;br /&gt;Well, they just might.&lt;br /&gt;&lt;br /&gt;In 2003, the year the BRICs acronym &lt;a href="http://www.reuters.com/article/2011/09/10/us-sept11-brics-idUSTRE78916H20110910"&gt;was coined by Goldman Sachs financier Jim O’Neill&lt;/a&gt;, only five of the Grand Prix’s 16 races took place outside of Europe, and a mere three of those were hosted by non-Western countries. Fast forward to 2012 and suddenly 12 of the GP’s 20 races will happen outside of Europe with 9 of those taking place in non-Western nations. In the great power shift from the West to the Rest, that’s an increase from hosting 19 percent of races to welcoming 45 percent of them!&lt;br /&gt;&lt;br /&gt;&lt;div style="text-align: center;"&gt;&lt;span class="Apple-style-span" style="color: rgb(51, 51, 51); font-family: Georgia, Times, serif; font-size: 12px; line-height: 18px; "&gt;&lt;img src="https://lh4.googleusercontent.com/BlyILc3MW1nrHP4xrwxLUVApA2y1VhzqaVysLPM5GmLr2scdq8rbmTDUZoZ1RbBWkt2BqdWEphQPMcxxaGO9cjYxoulROPRkWHwAfxu-YTC9bub88yM" height="307px;" width="215px;" style="margin-top: 5px; margin-right: 5px; margin-bottom: 5px; margin-left: 5px; padding-top: 5px; padding-right: 5px; padding-bottom: 5px; padding-left: 5px; background-image: initial; background-attachment: initial; background-origin: initial; background-clip: initial; background-color: rgb(255, 255, 255); border-top-width: 1px; border-right-width: 1px; border-bottom-width: 1px; border-left-width: 1px; border-top-style: solid; border-right-style: solid; border-bottom-style: solid; border-left-style: solid; border-top-color: rgb(0, 0, 0); border-right-color: rgb(0, 0, 0); border-bottom-color: rgb(0, 0, 0); border-left-color: rgb(0, 0, 0); color: rgb(0, 0, 0); background-position: initial initial; background-repeat: initial initial; " /&gt;&lt;img src="https://lh6.googleusercontent.com/aX3sWHD23un5vra25EFWQ01TnQzKM9gkJfBxqXrip9rdXyTlVsoI30PIA9ZWkddde1o179PLE9zPPVCc0LV61nZFvkLx23vrP2YFoQ2k6dYp5AKJOVw" height="403px;" width="183px;" style="margin-top: 5px; margin-right: 5px; margin-bottom: 5px; margin-left: 5px; padding-top: 5px; padding-right: 5px; padding-bottom: 5px; padding-left: 5px; background-image: initial; background-attachment: initial; background-origin: initial; background-clip: initial; background-color: rgb(255, 255, 255); border-top-width: 1px; border-right-width: 1px; border-bottom-width: 1px; border-left-width: 1px; border-top-style: solid; border-right-style: solid; border-bottom-style: solid; border-left-style: solid; border-top-color: rgb(0, 0, 0); border-right-color: rgb(0, 0, 0); border-bottom-color: rgb(0, 0, 0); border-left-color: rgb(0, 0, 0); color: rgb(0, 0, 0); background-position: initial initial; background-repeat: initial initial; " /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;div style="text-align: center;"&gt;  2003                                                2012&lt;/div&gt;&lt;br /&gt;As a point of comparison, the current share of emerging markets in global GDP at market exchange rates is roughly at the same level (just over 40 percent) and has risen slightly more slowly throughout the same period, from about 25 percent or world GDP.&lt;br /&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;span class="Apple-style-span" style="color: rgb(51, 51, 51); font-family: Georgia, Times, serif; font-size: 12px; line-height: 18px; "&gt;&lt;img src="https://lh5.googleusercontent.com/PZoF2L6RlS0Ip7nahLF7XRm3phRJk6qEDoFNpUnr8B0PclbpZsDPAfwv-Fu5IrBCO3NQyeKV2gqzhe2U9OhaDvTIERsqXNVC8qrIAxbPLt6OcFRNX_I" height="333px;" width="215px;" style="margin-top: 5px; margin-right: 5px; margin-bottom: 5px; margin-left: 5px; padding-top: 5px; padding-right: 5px; padding-bottom: 5px; padding-left: 5px; background-image: initial; background-attachment: initial; background-origin: initial; background-clip: initial; background-color: rgb(255, 255, 255); border-top-width: 1px; border-right-width: 1px; border-bottom-width: 1px; border-left-width: 1px; border-top-style: solid; border-right-style: solid; border-bottom-style: solid; border-left-style: solid; border-top-color: rgb(0, 0, 0); border-right-color: rgb(0, 0, 0); border-bottom-color: rgb(0, 0, 0); border-left-color: rgb(0, 0, 0); color: rgb(0, 0, 0); background-position: initial initial; background-repeat: initial initial; " /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;Yet just as the world’s highest GDP per capita figures remain in the West, it seems F1 race victories are still close to a European monopoly. So far this year, European pilots have seized all of the 2011 Grand Prix’s 16 victories. How can this lack of diversity be explained in such a vibrantly eclectic scene?&lt;br /&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;span class="Apple-style-span" style="color: rgb(51, 51, 51); font-family: Georgia, Times, serif; font-size: 12px; line-height: 18px; "&gt;&lt;img src="https://lh6.googleusercontent.com/jES3dy5qAJtfE2R7HEVGrmsbXMwSZl--SJ_otUjImtHwQHJBvPDvrl3ePnea_sy8OBltgIgei2_iZwb0oMhL7_4miK5ZDTQjhPCa6HGdIKWneMc-JNY" height="377px;" width="382px;" style="margin-top: 5px; margin-right: 5px; margin-bottom: 5px; margin-left: 5px; padding-top: 5px; padding-right: 5px; padding-bottom: 5px; padding-left: 5px; background-image: initial; background-attachment: initial; background-origin: initial; background-clip: initial; background-color: rgb(255, 255, 255); border-top-width: 1px; border-right-width: 1px; border-bottom-width: 1px; border-left-width: 1px; border-top-style: solid; border-right-style: solid; border-bottom-style: solid; border-left-style: solid; border-top-color: rgb(0, 0, 0); border-right-color: rgb(0, 0, 0); border-bottom-color: rgb(0, 0, 0); border-left-color: rgb(0, 0, 0); color: rgb(0, 0, 0); background-position: initial initial; background-repeat: initial initial; " /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;Naturally, the skills of exceptional pilots like Sebastian Vettel, and the qualities of their cars, play a key role. Yet there should be less surprise than meets the eye in that the pilots who have won a Grand Prix in 2011 have all been part of European racing teams as eight of the nine teams competing in 2011 are European, and the ninth team, Force India, runs on a German-made Mercedes motor. So the real question is: what is holding back larger numbers of non-European teams and pilots from vying for victory in this increasingly globalized Grand Prix?&lt;br /&gt;&lt;br /&gt;Part of the answer might be that while building state-of-the-art race tracks requires enormous amounts of upfront capital increasingly difficult to come by in the West and far more easily obtainable in emerging markets, building a Grand Prix-winning F1 racing team requires experience that can only come with time, regardless of one’s efforts and qualifications.&lt;br /&gt;&lt;br /&gt;In this regard, China’s recent acquisition of its first aircraft carrier provides an interesting analogy. As most commentators focused at the time of its inauguration on the huge benefits an aircraft carrier would immediately bring to Beijing’s People Liberation Navy, more astute observers noted instead that while buying the hardware is one thing, knowing how to navigate the software is another entirely. &lt;a href="http://www.stratfor.com/analysis/20110407-dispatch-chinas-first-aircraft-carrier-0"&gt;In the words of one analyst&lt;/a&gt;, “It’s [...] not something they’re going to be able to learn from other people. [...] So this is going to be years before the Chinese really have the coordination to be able to move large carrier battle groups anywhere.” It’s tempting to speed one’s way to success, but as India’s billionaire owners of Ferraris one can’t drive on the country’s patchy roads &lt;a href="http://blogs.ft.com/beyond-brics/2011/05/27/ferrari-in-india-speed-bumps-ahead/#axzz1c0sWdmuq"&gt;know better than anyone&lt;/a&gt;, it isn’t all about buying the hot vehicle.&lt;br /&gt;&lt;br /&gt;At a time when advanced economies seem to be lost in a nightmarish sleep and emerging economies are running as fast as they can on the path to prosperity, it’s unclear who is the Tortoise and who is the Hare of &lt;a href="http://en.wikipedia.org/wiki/The_Tortoise_and_the_Hare"&gt;Esope’s famous tale&lt;/a&gt; of two animals. So again, can Formula 1 help us predict the outcome of the race?&lt;br /&gt;&lt;br /&gt;The encouraging results of the Indian racing team Force India, built on Indian pilots and a German engine, provide a much-needed reminder that international corporate cooperation is actually likely to blur the lines between emerging and advanced economies, ultimately making this distinction irrelevant. Those interested in global power shifts might hence care to keep an eye out for the next Formula 1 Grand Prix in... New Dehli. &lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;span class="Apple-style-span" style="color: rgb(51, 51, 51); font-family: Georgia, Times, serif; font-size: 12px; line-height: 18px; "&gt;&lt;img src="https://lh4.googleusercontent.com/9F6gzcsnwwaodErbeI2JTg6JOu1gEkJ5weMrMW-zxrH1n9-v6lqWmCEGwNcfi8lQLCRRmXtSeOPgL09V2XgWzAmbehlXElCJNzCUo37SkU0I6zs0i8s" height="314px;" width="389px;" style="margin-top: 5px; margin-right: 5px; margin-bottom: 5px; margin-left: 5px; padding-top: 5px; padding-right: 5px; padding-bottom: 5px; padding-left: 5px; background-image: initial; background-attachment: initial; background-origin: initial; background-clip: initial; background-color: rgb(255, 255, 255); border-top-width: 1px; border-right-width: 1px; border-bottom-width: 1px; border-left-width: 1px; border-top-style: solid; border-right-style: solid; border-bottom-style: solid; border-left-style: solid; border-top-color: rgb(0, 0, 0); border-right-color: rgb(0, 0, 0); border-bottom-color: rgb(0, 0, 0); border-left-color: rgb(0, 0, 0); color: rgb(0, 0, 0); background-position: initial initial; background-repeat: initial initial; " /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/9074130570436861301-8517815228616698776?l=whatyoumustread.blogspot.com' alt='' /&gt;&lt;/div&gt;</description><link>http://feedproxy.google.com/~r/WhatYouMustRead/~3/cz7De7WrG0U/can-f1-tell-us-anything-about-next.html</link><author>noreply@blogger.com (Andrew D. Bishop)</author><thr:total>0</thr:total><feedburner:origLink>http://whatyoumustread.blogspot.com/2011/10/can-f1-tell-us-anything-about-next.html</feedburner:origLink></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-9074130570436861301.post-8820012946862725074</guid><pubDate>Fri, 21 Oct 2011 16:12:00 +0000</pubDate><atom:updated>2011-10-21T17:15:09.308+01:00</atom:updated><title>No BRIC hype for the World Bank</title><description>Do you think that it's hard to find a better place to invest than the BRICs these days? Well the World Bank &lt;a href="http://bosco.foreignpolicy.com/posts/2011/10/20/the_world_bank_report_the_brics_hate"&gt;doesn't agree&lt;/a&gt;. According to David Bosco:&lt;br /&gt;&lt;blockquote&gt;&lt;blockquote&gt;The World Bank has just released its annual Doing Business report, which assesses countries in terms of their openness to business activity. The report grades countries on an array of factors including government regulation, corruption, dispute resolution, and access to necessary services and then assigns them an overall ranking. Singapore retained its hold on the top spot this year, and the United States was fourth. The report identified Morocco as most improved and also highlighted key improvements in Colombia, South Korea, and Macedonia.&lt;br /&gt;&lt;br /&gt;One thing that did not change significantly was the poor performance of the BRICS: China fell four spots to 91st. Russia was ranked 120th, and Brazil came in at 126. India brought up the rear at 132. Only new BRICS member South Africa did creditably, ranking 35th. In previous years, BRICS representatives at the World Bank have argued that the report is fatally flawed and have even suggested that the Bank disassociate itself from the entire project. Their complaints range from the methodological (allegations of a bias in favor of small countries) to the ideological (Brazil's World Bank representative told me last year that the report fetishizes deregulation).&lt;br /&gt;&lt;br /&gt;This year's results appear likely to stoke that discomfort. And with the BRICS growing more powerful at the Bank and the Fund, the complaints may soon become hard to ignore.&lt;/blockquote&gt;&lt;/blockquote&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/9074130570436861301-8820012946862725074?l=whatyoumustread.blogspot.com' alt='' /&gt;&lt;/div&gt;</description><link>http://feedproxy.google.com/~r/WhatYouMustRead/~3/kfkUmeQCFQI/no-bric-hype-for-world-bank.html</link><author>noreply@blogger.com (Andrew D. Bishop)</author><thr:total>0</thr:total><feedburner:origLink>http://whatyoumustread.blogspot.com/2011/10/no-bric-hype-for-world-bank.html</feedburner:origLink></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-9074130570436861301.post-6670801034677849491</guid><pubDate>Fri, 21 Oct 2011 14:17:00 +0000</pubDate><atom:updated>2011-10-21T15:21:28.909+01:00</atom:updated><title>Maybe not a dinosaur, but not quite the brightest bulb</title><description>Some of you might have seen this angry Wall Street email circulating and &lt;a href="http://ftalphaville.ft.com/blog/2010/04/30/217381/we-are-wall-street-we-are-smarter-and-more-vicious-than-dinosaurs/"&gt;reproduced&lt;/a&gt; by the FT’s alphaville:&lt;br /&gt;&lt;img src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAiQAAAJ8CAIAAABBTC29AAAgAElEQVR4nOy9vU4jS/c9/L+nvgMkYoSQRgTEaIgcjIbsiGACh+eB8NGQPegnMiTyOeIGkM4dcCfvG7RdvT/W3lVtu+02rNEKBrCrq3btr9pVXev//X/8x3/8x3/8x38T//t/h+4A//Ef//Ef/33+f6tg8/HvH4IgCILYORhsCIIgiMnBYEMQBEFMDgYbgiAIYnKMCDZvj3enFzfv//55Xt5cLu4O3vX94uX24qTruq47f/v3z9vjXdd1XdfdLh8O3bEd4ulyPcDDyrlXs+gz768Pp13Xdd1slXD+PTwElAUdqAWM+8V51508v774P/WWznncCVqDTQkw94vz2+WDmHhlVO+vD98GT9E7r24K/WjDjjt5vzgvfrB3KPePT9XnzkNZTZewaX38+3Q5+2BThD/nSD//Hm6P+8V50adTZVBFhaTWnTy//q9lclM0qcdGAwnV/u3xbgb2+xnQGGyKAj1di5l2k9Trlpq2+8V54JH3hN118uX24qSo3dvjHXTZxsuYH2W42uEAG9t8Xt50OkCa764ziYNNViPeXx9Ow3hp5+Ig6nfAR+8Tz8sbYwV+lfC8vFkrlbKgjcQ4uoXxeLpUWcLTZYOmES1oDDa9gz55fv2vrLQYP74uLg2/eX99uD50UrCrThq9j1y8//394mqtrC+3Fye79uYj2oRxVwbCY3GOz8ublrXy2+PdoaqCjT08dphgs64fSu88pKcbBGAzg3sI4TqPOfhC/1NhqwMCWtWeLrvzv7XyCT/b/3iel3FKsVvWtcoGyeXibl31ko+otDm2k3367ytgeikTZljRktw0e734fjrUH1bVBhnJ0KCGil/ZPJNt1kKOKkHk361KVXZmLYdSM1GzY7p6u3xYz7KSUpl6GaqlPsge9s3+Fm0m3evEs4oudchn6T6o4QTbMLZeCnORfuylk7IPpufjOyBnajVGJOqk2+dvQyPDxDXG6X4s61G/3F6c/b38IeXwvLwp/19b0P/g1otUyPvHJziDm7YwjFELXH2gVmq21hdJo6t97MtiZ8Gm1yqpfHrFIL0zTsb7765//3SpZmvYGxShot7myE6qIoDuz5/n5Y0uTOMMKzk74CtvxciFieJByZxOJl9RNc/D7yJE3xUjNbOgxig6YzxpFJJX5np6cfMrCMnOR6u5EE7tpEjYV3KQyhVpS4+M5SY9rwmBOpNQwtHlo2HiRBGpPHfoQ7Q4bu+AVJVTtxMZfUtaWS9VLeGwb1DbSwslvJX2ZdV9HQxOnl9fzOPkvN8vzuWg5AyOb2GIQL+Wf8FdtGebesKKxTChxi2Yvkmj4E6PwW6CTdlylxpwv/j+Jj5ZRA/PfjhX6CundoKrbW7QSZfcYb+Zu3iZ4JgdEa3HYHkUDOrl9uJkbVfWxzUmUMY4k+9GdivnwjhxHSFWfs0UPVpqIOVxTh8GWcFmvfGbj7nhA43ykxLXTu1ONTw80vtf3SW1xtqiA7A+vNLJ/FtyB0Wv+eoL91ipVhUnOR3Pyx/CRvy4hkzCrAKly442bFpaaDEQ/YFIK3CEjozri+zYjcVWwaaIuFSiiqq9vz780p5Cr3BtU7D4m05evc0NOnlqEzGYDzZW5Fc9jNI0pNl4ULq6aDddGhMol8sn31V5MZKnbQcGJ/PJhkXYIBAn4SHCwTp+dR1pnE58WkxNim5k+FMSC8u3fj8uv2kByjpPPGtNHfDK4xaCMHLI2pTdxm9ZuBsUOYhyWZmpp5+xtsv5lafa0pX36BYaDCQL7U6dcMXiIw38RMEOgs3PxXdTKrlc3MkVQ5wvqNmKHT107vU2t+tkspRpd/HSEVsDRhqJBxXrbqtTQGdGK9+FOysfYFNKLnRU//1Rt5YXaEotMYoNpp2GYqDp5KAVfvhJiJKeyHwMrSSurvU+XIsERnbANi6dL/xW7EzDRUOOvsHrxXcRVldz91sta8C44iQMzuAmLVRXGGj5myWRfbrgngUKttyw8dhBsPGu5/Ti7LeY4JYKZu6Y/OS1V0UbO5kX7pJVjmzh2mrYoIXeJ/oIGg3KH1kWQ2tMoKC3bfLR5rmm237/Ru6siCfWI7Q0dZR8+I26P/GLF5Wnp+c41GsiuvoPi04gFyn72KYP1QVxYwecG7X7N3G3w/Wc3LBpPEqHjp/1M3L2Sz8ltiC8Lxhs2IxqoW4g+fJX9kSvNY1wRqv618RWwQbVIqDxF/Mr1nhmNMDvBpuFiLOQepsbdFIXxHHlN0qXfKgwu8ENVSw8qL5l2YFvwxEv2yZ0E97LRDvkcvdL7jGYpuBGqPyTOYLVUsWWcc7rg/QsDXt1YGPJnNdqS/AzHZBdMn5QCGHonpGJOTswqgM+ukRxyJ8O0D/ajRYzp7WszsrZPfGP7zzqofqxnCWLlgttLdRXGD60o8+rYAbvT/HadRTvq+0Z2wabb25ugtc1wmLxGsN2xeXiR/n//eNT7KeqbY7rpNwa6c+ulCVRKQrL46TJyUtflxenBlavxyZbkX5Q8NCBaxMEG3OaPP4umIgovXVnTEHnb5dLeXK3YREGFx9gcuWIYlcyjELvh2fjSvdLlA5oIfQnJFczjlY5wxDi3YXRHZBySNas8iS00wfwqv/pxZl/KzkNNlaYKIiqcblj7nCr0szghi3kKwwjnCJh861I1IHm/7X+P7dtFHgRJzELtO8TEJPii7yOSuwfDDbELHAsN+V8SpSDmtG5CYLYHgw2xCFRChd0cIdDUzmaILYEgw1BEAQxORhsCIIgiMnBYEMQBEFMDgYbgiAIYnIw2BAEQRCTg8GGIAiCmBwMNgRBEMTk+HzB5kVeddP/MmG7mQnyC8whPLviDvEs7l85uHCmG93+X+6JCDdHoulOzwAZf0T1i4e6zDhRyGI7Ud92JPPZ4ego2j5fsPnzgS+VmvsNHBu8vD3xuFpJHI4RCVPn1IipdNoRXRk54uvjnRS4c3M/SG6XgNdiTiPz2eHoBvU5g01yv9N0JHpbXiq1AeESotHcGT432+A+bwCDvG2jBLvr3h5TGpFwzIzl3fmsytxj/iQ6nzPYJF64yo80xUMbvz5SV6Z1GdMJagbYJ+OIYkP52Chy7DarOC4eycQu2iX5BW4XtWo2Q4wINuJOdcvVqsup6lp1fYl3+ZPlc+0J22U7cE9C3rRv8hR5eXsnriUXj5N3QHVdd/7TPaLFw/r7xmWvOsu2IjsAWpAX4Jsv5onYOln7zyV6BBKUkkZVvF1rgV7eTq/YgOS0RjQh/kGRcEpvc41ykg/ZbnoyYykiv5dTcuf1n87f0KZgJAfDOiGZRv/BGwmWB8HNyJm+Wj+ywcgiSq8wTVEvLsNlYAwzsoJE5+UoAocIpGfGLr9oiDOc5+nMBMmIZfhmkr6Vp9w/PkWbRmaKpe86vbh5H6YmNDStxoOyJemFYUaAajZDNAYbuSFp2CcVj5afQi9Kszlhtu+knzJtOoYixc0e8Z7pT9qU1nTGMNEiGGqsiHDXclsZXRctDIGwMD61rPc1A6mnFMOkbdKfIvFG/HUYnkPMkG51a3YiSFUnfZkwmxN4A3GzRskpxule6VvJSEy3IS2jdMdGXIkc3DJi1fNeIJ7ZTDYScTnLb0npiWepEwSGLC5aJ0nf6r6ldFgOSohImuEwFkMh6O0rkV66fDe27J2AsvrSmWiVGdj+Klp4XYUmoyN6J32mng7wUKHhfzVsj+VqNkc0BRs5EqEZGZVewm6bUuq2k64PWmj2yc3qJCfZ9FRX+Rw7RvfVd022iLrUf1Iaz2DA5QPPy5vGyrJnzpa5MBTUWPHWemK3qRPiZAfgWN2GZ0hvnGiU3DGOTiH6piJG0VilpcQyOeQbNtLXiG3w0De5sfsFcVm2Dl9pIzW3U+ZjgPi/8gZ9Bzz/9HpOc1LqTHrproxUUdsI1PO3xzu3PKoQZidJpEnjcobp8uHkoaNqfSmL60zREmzw0ReYsknLMRS20N85EYf+BRptNeblce7DpjMtHhYfnE3GK1UtOgTVj/T/Hu+aS/M2Z5eOJhBUJo04OoZ9yDPuquX4097uK3a51qBRkLHRIsk/dKaihGwEq/1pJAe4kobJTXjPv/Mjw9iDE4wjCJW9Ehb5e65omZf0/wKaamAs0UJ5Yy0KMuBh4oye/35cGsbeat+QIZRhZjHSz7v2APihowLG2Cx5DmgJNliN3Llb+bGE3dbIpZF03fYhNvUsUXUrZf/01qVoX6yTTtyUEKH9BIeV+258v3SOJgIc9eXiLhFUKl5gG1W9d4FTml+r9ovytLXeOLOuuOxazdo3hdfBOvloTyDkQGz6ErUfxwCbVZhlnFcYmIw3pM9ZhdlUfnwL0THcqgNNpdd6OgCuybSeX11fnKQJIkae40bhLYmg8UPHnfeJFXW+2HxlE1cVgIvX6+LQErTS2IqT24c8f3MNokQ1if9qkhqWsfbzvVjyPiRLb/mBrjt/a1Y4VIocSjpQUGPE2xQqmqsuWKO8u48qD+0a1fKaW1p/8B3DHZBzmsgBrv7hyrK5jIOrVclXmustwHtCpx8UJ2FKWn/5NNWiTA9ll9LKfN+Hk+fX/3klr9l7Yk1GXIkfk4MKHzrycHalYDNPNO3ZmC33nkTWR5ex5XX/Y7Led4trlXLq4yhmP1xVq/2JGlko0P20xmM+U4rscMNDd0l5B/mU2+WDXFGhclZUnQB181RQQLzx4QtrSLVkVm3PtmzYyL0QH4nTcnaiUUYBXm4vzkw30vzDrs7N5i3cU0nk4HKLZJFhhPx0iXfgwCTKH6/t6tYLBLtvpEX4W16Hy8JUf+XqzemS2Z/PpZf6XyVJ34gRrFif2cMySd/QbOJdInQoSTmo6CxceWiyXoyOLWhF+izBJiqFy/pj4waGuVsicSLidKM80SF/88e02VdmT237ZWNgaMGdqV0dKjWHSZK7MTqn650ogkUHQ43Q/M6qOaCcHIKUB1ujM7jxxrJ9kNwzuF0u5Vmv9VhAOhYdG62uERsOzib7FplGVUmO/VJGflJ24JvePizHjv2MRHIQvy+RA5wMlOmOmTivWoZIG+6gSIv4e/lD/DU6t73q2zd3/hhKKdh4wJKXihofTIikh31osOBbie5vcUwZ5SJwuqNl5SCT5AWGX8u/pLO6X5xLbTEtw4fCFWfDawPmfPys3yX6nC91bgDvH83ZlUNhHt14up79WZedi/3oNmC3wQyPM+3kdc5tsOlTdvm29Xq1evjp2B5fOtj09cAPVKx4f334NgPbm0c3QDHqU6KcO3fb3cd0v8tGmF00bT70PCE2C8A7vRpnVU09+HTsBF852IT1lrfHuzlkefPoxvBSxWdHvVY8g+nYPfSL+gd2baU2Va0d7acb3jnkkCWyLYO3fCPnc+ArBxuCIAhiT2CwIQiCICYHgw1BEAQxORhsCIIgiMnBYEMQBEFMDgYbgiAIYnJsEmwiHqHJYC+hIfYJQzgk4d7en7wPzcdeManaDuFvrd7gW5DCbjYyxHfNGWo1Oa5P/SqSRZHD9eJ79UY+hNVJ7ojgZ48Odk/YeGWz59fcPtV7hfrNBnWxB3y9YwY23M5hNSFGvmSHL5Dd+TyOfX0vuVR0bjKEV/fD8W4miqOFkkN043UD8IX65U+bGf5siTs3DDY7fUu2SXyQLWoKwOvBd+6zvIL63HAe1wdgmQi0knFtjbFTPzkru6EnGPOtkGVrYmxlPi3EE4cY1L6Ry2HM2MOrELZ0sC3Xn+8fGwabzcxsM+jbWCe/qcINbRKfBXNGE2zKbToHR5J9J9eKtPumNoyb+j3kQ5u51Jxnb2JsYz7tgWryMH9Q5HIYMfYkG9tyvTvPheaIYKOLP6rUKG93iK84VUwqspHScqH/gqVMeRVEF9z5ur6xf2gBEmvqu2pK38wvh+tj9dBs/9HTq4qiVtDPyxtDPG4u4EuukUYVXssn5kgD1Yxo+Q9tRiQo+jIPMFjzgUJdJckK0fXevjU4TcMYow6sB2VvAUdCUANP77Fe/ZOXzF8u7sw1zLWeV1i2YAvB9A1/kn1wVwVnPYkEaG6kNg91tGDDL5MajrfEKjF5J+aucYzOb6yGebm487tWqeXKK+EVQUD59+3iLJGS5u8Avy/8vHIqocVFahlhnqQDrcFG8lsYQgtPQ2Kssfy/3PMvaWDcbf/lav0qezw2TkQu8HTpvBvkm6nx+HqqLhtBTy9ufmE6TtDbEg+u19e/C4aMYVnjWLYw12dABCLpNDwJRytJjCFfkBdWNjIPir3xIaxqHUgoZABJifyT99d9PyW7nTZ+QJzjiIWG/0uhGSLn/tFSmKmCqd5GFQLZK8fejSl/RM7xo8xyIsMykLjkAqwmqflE1GHJJz0RnGehlpMCxxibpHFfioTCByppuZ4gJ5aD+iuky0v4pTptCNJzQim1VQsm363cDE3BBiYdwf24g88SGy3SSCI30UJemy1g031X+9BGXuoPRH8COZHGF22GbqzPBbxI+/mlKoeYJy2SjGeoEwE4Ys9V8o9Y7OB0N27Y+DlNL1e2CzLh5Qfaupj6EHCPQiG4QG6DurwOVTqLmCw1U7C2DRv1lRLGkp5DgacyhIlgZlBJ5bx9FypfMa+nNbQyNMbww7EygMzAM0I50lgZFAc5VEckPxw7JTVZzuJAPE6RnDs4JJqCDaKPlDRKtu4hmPu6TmR/4ut2PdhGXpsVuBON9/y7bbzUVk0hvVXwxSpWCv2PKJcJovLvhqzTLOcN8gNO64pcRjKvU8LQP6bhSsGHFj+nSWvpNFXo0cpnxNeL+8j8yHoKOqNIsIJhcszS4VzBErZAOC9eYaKeQ0KmpCfV87XtIaRlUC2f7CkeEiuL8hX4YaMMejc04krHWi0/jwpcLcSv9rtuEYaJxgOeugxbnI6bFi3BBugELMvocVZ2Pk3hPo35svHQoSf7rmYdGgXOD7BK9UUP3IHxe8W96K6uxZHu3vn+flz+0k6tWpTLmb6kDbsaOkgaksCPLA33TS5Eojk1rSXT5Gsp+SLSzVR5uukG9IyrPKksN6tLSdnhVMGaNmyCGnLec9DPRIZaUDiJ8Wv6wNkBDxvNTsL7XpikYysDfWhJ8mAGGak0kr/8PFgkGbcDd6T8DKLZGUqySfeqmOeGzcdGwcau8Z2/GLiEoRnrZQTIFyIFSt1uYsbqT2k+WNmwMSXXWEQtAMfPeuldL35I3dJs8BjpAadCsgm8FdTpxD/6KkHjhg10rElryTS1FBPQ130VV/XT+OJ1sIwqM2ENJFWwfBkttc6rWdhzKPC8JzIVCHI4EEICmTcNqvrJwkgbW1k0xkrmgcI/dg6wY37/Jgr5yf6u/zEuuNkK59hjafdNe8YHwOgyWj+7Oj7DHUvz2n//VuZ/L/XRDrnXCttsFGLzho2vHdmtQpeuWu2Rqdk3t0UpUFEUPxzoZcxxjLfHOx/VzDK/U7vTZzJs6NMBJ+hPyVY8mG4YYoNVFDzyhFurTpPuoW3Z1UmUWmohqMKd/JjY+Vc+wi0T1UQnPW98ndN/q1RBYc8/Ahcf98R2uBpNq3v+elBZsIHHK+QrZZGVwT5EH3bKgHc9oeX66BLnwbnjkuP1/vBEp1bJ7rX6sSUkz/B0wEfzabShSn67XN6KY6xF71EBHdTW4RFetBUJapSlfOlFmdaXSzdsh9fnT0o5fthnkuflZDkY7qAEplgPNl7L4Vuc1bqtlGrZNshnJD4KbM5iGukNIopP/aoH+cqAE1Hf2o/yf+nl+67+1idxGyr1cssQVOT7f7+Wf8mzsOh8s2kKaKmflEjBzNHb5NonqGa1ngM5xDJMzgqbGczal70yrzHAz0s1e9Pde68NP+pDbVPz5fbipJxR1jNbWVwKccn+w6P5528Vd3Hy9/KH7qR0j7BN72BtEPLnGoYm51dJ40WcBEHk2N+NRDvHTt/tPWI5zAEMNgRBZNjndSHTdH43Of5Ry2EOYLAhCAIgqmYfD1RZaeOjwMcvh7mAwYYgCIKYHAw2BEEQxORgsCEIgiAmB4MNQRAEMTkYbAiCIIjJwWBDEARBTA4GG4IgCGJybBJs/DUb0d2IyYUcDubuIAx/A/xnRcv9m3OF4sHb4Uhbbl3cOQKm192jeuf/4RCS535lHLOFHgYbr2zC2y3zT6aQt0aGONydpk3d2xVme3Vre/8bfVP7SA91d/renjtbJpLZ8nEdEMduofvHhsGm/cah9k9Gl0AbbEDwsBMcJK0+WnyqW6RaKIV20vJOL/LaLdpTxh6fSgH2g0N5tr1hw2DTfk1Q4yfL1dkfFZK0sUq/G7y/Pny7OJtr1jk7zNhpboAJ/aahmJsuqm2J8TeMZRRqBELIsF7FGFZJ+N3wzmx5D7rvm7yOumWuRwQbee126Rm8ZB5+8lnccB6Xpyu3ZBcvBjdvoovBpVA6yyZw8vz6YmhDkR5cvSFuedOCa9zyIstx6bvZCzvkf+Sl5V4sjqpu+Bf1XzzXJtFaVuq+dD2zpmq/6s/l4s5cmy8mQk0NmgL1OCgNSSclphv2M+QR8BPxgb4Vs1+v8hu4eeMoM7BWeFM0NtLPXe8X/sHWIU0DMgOtBGvu/K92uzT4BqglAJErZB4S02rn2vErN4r9j76EX34rE0UyisgWRgrkv816m/lDOH1SjJHVQ9POP5BUicQEGdplxRplCryGRijdRhnQGmzkbpjRNtOP5JPGZ0VFzyQUl2nzPMeGVBjyRJlSWGntdvlXUpLuaZU9B7ZuwQawmBBQpTDF/Hq6i/7z0uok3ZPhjg1o6yQkk9KwKPSsZZr8qvgIT2pi7VY2LqlHDKNwNAWwTSTArJ9IEzD5ldclyJwoO1m8SQmQkJlRruC1VoS7HYgX+SSwDrmgjxYNyrh09uO7HclncJd/i6kpKzDD3RcYXbZEGyV2SFhZOhPQAUejsFRmxleOEki73kqHHne4Tg8ap8JRsefl9uKk5z2CYcBHiGc94z7flU5V21TTll5TsHHdUuruTC78ZE6MWpOd/8rQ+PvrwyliZjQiSyl7MdY8iX98a66FkCNWbEcBikzIvAkJm4s2GF1vIdIuU+N2oRPi54Q1HZCxI17byhQkRPeIkxt/UepVPjqn1dFEDEydftTCBWD+x4QoNpodbx3Sd98vziErqFHUFrJaJ586vXT5pbSFxOjywmOb2EEVQcYJmLf5DhubgovvjQTSqrfQH0Jl8A26GkYTSbGQ2Nk68sEKG0jCSrBHyeugeGj3uoketCnYRPPkBZF/MtWzXHaVSQ24LG28TUjvA/QFNDkZtjoUuWbxJ0z1GCvfMMzgeFKjLuJ0A7INIks2c1EhpRdTb9PweAqyNjcLS5DJG6pTMncf//65X1yVFA9GtYQgMvpK2oHEOgDjrUdCVtsun4Qm+f7xP5cg0/JGF2n1CLHnPrp6RhyNwj4oyttaBNKut7k/jBr0D01OviHbH87NRi4OOpaSB6Pjl0M48Z1JVmwSLcHGRgVfJIGuyn2yyQiTAwV56udl6h7RlLO4ibT/ogZzZwEflNCqS48GSZeryXtjoJIfa8yOUc+HZuWf8ilAdOBRLpJ9MVoIRhL27Xtu+WtXezTKGSebWcg0HTDROl611wvijUtSI5+WtX7/y5+u+p86sigoNonddANOYm8asAN+FN6OisfcQCDNegv8YaIzUW0ZFvDjWZBvaOTLesAqnYeTslkAdxN2smcDlrqBF8g/qX5MWNPTDZtwUqs60ZazqK9f63mCu2TQNfvCDpxyKATvrKOyRvCj+lheozOa3Zgd+55LbYvk4H9M2hzzxWhBmalZGlbLLl0lqsEwli4Hww5USzG1c0qtS9J8cQ+tr+w6+MUllG17zScSe+Lx5fm9KKr5UcCkRx7KGCWQZr0FpeZ4+zCsiqdvX/m8U74LGJ4JDDZs5H6wP6A0FMn9hk3Loe3RZTS9+wqscYNPGpuJ+p0k2uZZ64PUtkCUuEs0i7gwFeyCJimbeXRRCOyJ/DDlj9frQy/a60GV8s+9egPRJfLUlaIWPMIAG2mbAi/AMCz5JbLupxpdtYywLssM30rm0fRQ/tj/309fW2qZSNvqgNfM9iWpl09SGi2j7n8Jz2g4o8tqPmPErnI1eN7n7fGuedPX66F0U6MEMkJvvT+Mk87sdEB+YMq8XO//iZJD6YBqFrYDz3x96LCU5BwejafRhqrx7XIpz1yZc5bJJ1E60PmUrRzmg6ei/cE2XR7tTJtC+qvjXp2oPKZRzRbN9IFOvwAHVypAsUQpuX+6tkk1WPnL/sCJ/CucuOAAqF2tR4Xj0qtywPfbxZmXkmxceig4Bf7ElK/LSzuRT481Ydghu1x8zzcPRGfkt7IdJik0uGmRf6VAzGDdOqAOOKeDg7GQz0lJcdZ9/lH+X06OBBs21gpECtzJrsrOQ/tqEbv52C+lUYNKJ2mEz73cIXXlWNoF4mYn01vZ2+vF9/xgmJzc6C0O9JVQK9ACEZwNhvqZbElGml8FL+IkRuNY3tlsf/WYIKaG2cCeHqBw8vZ4d8DX0hlsiNEY/z75niDrD21bHQQxFdxG5p7zM1s4eX99+LbXaGfBYEOMgjrGPT9X3nRKmCD2gGrxcw9Pl7ue+11XATDYEARBEJODwYYgCIKYHAw2BEEQxORgsCEIgiAmB4MNQRAEMTkYbAiCIIjJwWBDEARBTI59BpsXeRXEwUe+cxj2un0BkwNW+7nl2X/I/9gDUmcmcFf7EMcCw9/6x11EP9O3nTS7nfqTV+zoxtWdoPFy/s+Bfa9sZvvy+U5woHd0s9tLIzRw+VSASC/kn0ZFsoxui9gChll5568WgnvqIt68WSG5Fd9fNDfdKNIbnT8b9h1sxruhI8JA77j/54701Dtw7sldT+MjWZ1biNgYW96Vkl6F186TNi8k9+Yd0Eft59GHuttw38FG0lF8LhgmiRHwqz155WrAitZERhkjJLoYM94oXI2OHCnd1hxw3LfgbJmbJ345LVTMOruWcR4AACAASURBVIGIA+EhF9n7cY+HuqB2RLAxl1r7W+IjulZ9OX+kf/LSrdUF/rp4CgiGpf3rW+h773Dy/PpfV1a2Myrasfd7i6YA9W/sfexYqlJ1l9IrGgJdl7Cd8WRrgRWZioolF9Atg7vxEaXC0n8M0oJ5aeibo0JBuZvhLbUEJIaRY5GKVKT925Xmo4DnidqceMG2meeozcUuOqMGeC/4MavXzgcYqqye1wMRL0nxVqpwJRPXJuPVwFDy1A0EeptEc6DNmj95clvnZP6IGGk0DcxLkiN2tT1IMxfmu4XYbf2LkKJCMzVEvN1KgZMJHTuKUWgNNnIl7ja1lDvWaZQyzpjmy7LWI55E2ZSl6ZRUob0Q/xY7CrpL8vOWUgkxkZy/2f2J6OmDZ+n/Wt39e17e9BQamsBUKZZLSwGbet/tZMdIX4GsLN8zNbVQh2nmKyU6nTfhmfXqVGUwjCiZ5dAcQaqKwd2asKSI69S6XUwd21LBNxMnEppIW7xpAD6bnqxonclJfW5dYLldgYwxGultlunrvC1SA8P2hlXCyRx7G6/Jkc16DiTP8eOJKU3OYaZVHh8wgk36HEOZW0x7H/KnyZinsy7Pr4jZ3pAajx1FK5qCjUkec8peR51ryIOxPetoIf2IYkstZIg62a/QkXliR8h+mpANS5uMn+7nEoQiOa+GfAnOrnlETCe84m+v6vSHc4URj3LC04x4mQZXKBXAz6xzf5GUni6byED/3C/O7x+f9J6ZJyLEuSHU2xgh82ZEjhloixV7lY04irtVpMZrddXr7ZgNG8jPveKHlboHjT3qsDeQmBDdExgmLKuGhhmQmufzIiWT865GyG3K2BHSunBQkPoTMp03q8oO0BRsUqecTCrwcRGNK1wtms+vmX9U8UHKIpCO8mU64bJLBFOPQp4ofLrpRldb04jls2Kl1W1ag3RbiKWcFe4YVa3X8WwCvnd/REeOTojOKoCf2cQSfLfRWt5O3P3iSpLG+voA3HfVLjtLC2oKbAUismOsLTDcmiWCV57NDhMbacfrTqy3ya5MmnQOdSo9s/Xdr8Tb5JqT+O540WANxBOtRvMiO5Z7yAgpv+ogqzgHihJiqz9ygEnfNhtFO1qCje16Y7SHObi35zh+2uc+L388v74kWQP0KZGeec/uCMPDWlBLxdxtxqh+RmsmN7uVgN0rxM/FVRLbjFhkocA9UWbcMFEFWi7/2pJDoSHUSW1jhXn5tfjxntlG6LvNiKIkriF78Dk1TmjkrDU6TT+WKMsRcsPlFDNqKDGjt8mZQ7S6Vc795+J7h7Zb0mTZW70q9EWrcPdjspRJHgGib0MJJ+tzAh/YIvfYwAU+9MEfp5ZmHk9oxc9vjw2CTfZjkk3kCWxDEHr6WdsIgdLxCaycEpPvw0KN34FPlixBhjt8QEYa8/lgw0b+Bq7GutvlQ6LfiU1Cr4cWPWDDBubpfqGWVzUTnY52Jsxw3h7vamSI0OP79W49iYs2bMxEm9DrtSWtDYDO+PZjDVRLYdeB0FqTlVmyYZOGse5ycQcLVmmulrm8XHOSfChNlQbD94Rj8bzIRjZz05lN6ZCAM6HY2ZoByoQjmdCm5fU2GF1GK94NysifDpBV4MCezUmV1Xai27g2R1lkSD9LVjwmqnd6SnT3cHnBnw5AT//j20HseOY0iCopGNfgvae3VbOpC81YruHMbrw/HWD8hfTj2jXDgxtgRehnVsqzeKWo2zI5LTt28uvGXOXQvg1LWK94cvbDDdhEktHv9RxhbfFiT/YJYJtxfJUKaVv2jlUXh73ehntU1aQzaAGrhGzZexuYjTnNad2w0cLPNomTTRR0OgD3OT7/4juMry14f304BSmOX7olpwPw6VaDxM/vBI2n0QYXebv8a/3/cgQCnNZw5/lOfj8uxVk91X5UbRdH94ysQeU3WjnJxr9dnPlEvnMVEpTgyM/kdWd79DaRvu9zJApzHhGu+v3BVq1Gqy79DufIfFFOuj3iLKYGrLQ67dHccIadjOD4qVcAm577WTNjCeIfkEnXnXxrS+LyxdP6uWd+xey1Rer230poOKOUotDbErY/kVbXNAHq7SBquDQU/ZFn5f/n/WBNJbAwrxffo2P0/cHC0oF0s91elBW9x1Z+j06Kg7sSxBDCPsfldNWCEIvf7Qul5PfbZIx3s5lP6J/Ez1dNowVf6iLO2d2J8qnvUzgaRDU0t47Ep6cM5vza/NEh2TGaLXyf318frufkdg6FTx9shgPBM7ypiY7pUHhe3si6YsN5k6QOPJzuTe6LI1rgi7fzv7S31mdQKvya+OTBJj4+OwfMbqX1ZVA/v95DXn4R6U9DXYhoxTEKM+lzsN3yRfHJgw1BEAQxBzDYEARBEJODwYYgCIKYHAw2BEEQxORgsCEIgiAmB4MNQRAEMTkOEGySy2s3u9d2z5CXyhykw4eVUnLBzHGh5XLu3aIcpN7gFhBxvvYLHaXdOaXKnIFI3laQPDoH7+fGOMzKJnm/cv4v1ZvXAA/S4b09VN6S0okbbj6H/SdvdE76xLEuA12y9yWw/wlKYZlVd56pRJfvfcT3XBwRDhZsGq+SnQEqr14epMP7fCgiZj1upTdD22e2uJHLyOgPiJFopQgx8BdTJoFhYyS0ePPPwqs4SLBJ5ntDVZi6t7FKHaTDe32ou+P5uDVeYv8GvMFlX58gpZ0PIOtHFcHFOZaEdHvESeRnuG2knWKgv67jyVwFqq907f9qCNttoXmdTv7nMvwTuOS1G26nX9VzzEWnSVnT3ytcvAzqv2GGH/59uzgzRVWYGqPaq4lYw7gcAWjC3BdJCcs5uvk1vuYZA9735W6YhvTSHZyRXOZuRCfPry9jH6d1IyQc6yX8D968ia7dNSQRAzdE9DhTiszp37UOqGelLPRyQpUuGbvwG34mm5aXr+h7+HGD7UqFuhqO3cw4NPx4vmz30AfUbfFJzxv3jfSlNV3iXsyfPGErugcd0BXKgSQamFjintG6sln3eKAdRTd495elnxR2GUh0v5bycDW3vo085MeUBCodvgY8ZGtICeeH/r853wppmIMOS6iPyXzKc5k08gkWeCkhOQ/kYPL2YkMM2kjxFHzM8kdBRsWEPj2QuRy4pDgb/bjiWP9e/ki8T/9dT8XkdU/7HXsJNHqc+kzMEeIJSDJ6G91/1bjnxfB2Yeo/Ug08YUxLgw1KpWhsEi7RmBDLGr78pOGMiWj3vDCT8cqvVFeW+oJwQ4+kVF2HH2NcqwGKtEAOsGogQAOFr2i6s3xStAabZJJgVSehs/b8epHXgJ4lJa4I60sxy579MSGX9U+PHUFGDx5R2yY8p9FcxHIG7lJeC9jAmTgMpCV+S7Iy7bzq7JlGCDpaYL6ihsdVKg8JN2Kge0YUdWZDk7hENRz0MTUKOE1m6lOO5CZiMbcbH9J6ygZblCrxBsnYR7EyJ3TRkdbl45W/zH20aydzL0lCCVlNxeqkYiCxBo5KLidEY7CBJNsJaxlkLx5Igdx6cHDEVYIyMyVVTvXSAcOy16DEYCCNi4+IxzeogAFq3ngsVkoR2bhfpwdcZBmab+AfSDtktSQKZrnjgKv+8Y+r7GzFU4l1z2W+mU8pbTY4QatFnlk1itYJFbGnlaxSDueL+KjBBqVKupqNPWVlbo2Ridbl45W/lII15bI1B12UK2QPTedFiaLFQBL687KuimxhP2gKNrmL9CbkF6Tl83BXxjvixrw+XZRYiQc5WpYD+lQ0sWEJvzwSVSzZoPRHCWs6notEzronw1tBY1ObhKDFtPb2eFcKR9VIFss8jBBjH1fdV/eKlOueUZvUFQJd+ggqij6cu4wBjMJ1csPFutBwGxp9vRc2WFWqqslHY28Mn05EeXlDySEer5pEP8Ckn6l7SZYyMKH3hLyNxZs/fhQHP2bSFGzMMDz/tmem85bQyzFZKso/xUUeQCfeUDbJ/HiyNnLRK1v2Ski3khiGlGTjWGQLsZzV8nFtY5sUbeM3oozSv/xa/CghsxrSIpnHm7GjH1c7aRZOZaR7qROBj6suffDQpBOMRpGnz6kuqbMqSdiIqxd2z6ClyhTExWTsWZVSdhvaVEOemm8NGBOwvzel7KTZJDlOiyiDz/RZOPQMQdIPUt5DoSnY6FK4MW9oQnbXWi+DsGfx2a7+ESyMGjdspE93L8D7lM2cprML7caFlF72qoUz3Ej0fH8NxatIzqrlUuQ1zT4vb+RRn6hWk2xKiUefmSOIskTmWk5kbggxS8tjH1ddYCVTiXXPV7fMJjAs95uTjUjI/mP1Oi2a+ihJ8mdVVH6jDRBH3KTBSKnSrianA/DGqq+7JjaV1J/z0wGJ9/CLp0RukXtJljJ6FMpp+G8hA4k2bKTfPoaVzf3i/PTiDB4QjPIIWdk0IpBFdleUHz4P+e+SDRtRavcyHQqd5mSh6b8+KzJ0SVa6Sn9Mh/009535plU8PiQ6bBXcLpf+JHRVSv4gg/893OFAwQafE5UQAzF/rfBg5jLPt0yaHzdqw8YetI24F4v0Ti9ufqm7Z/DjZDvwrL+feh3as1FIgfSnjzpxUgudhhrKZesPn5nCkTlQqz1A1GB9l0529efiquWAPjooHM6XMLfzn3FZr/TTnVf0SmVgz1X7zbl1yz/K/7178SW18knjGfw+Vge8UBfF5uqEHgQtwaZit0SC/b+jTnwaTP06Z63SOAWmLuaoIiExK9SDDd3lWLw93sHXaAhiDCbxy/eLq/y1kp3DHDfddXizR2xmdtkVMaASbOQCmU6zES1nfwkiALhLYncI3yiYDhscuB8FmtuxgHw2BEEQxORgsCEIgiAmB4MNQRAEMTkYbAiCIIjJwWBDEARBTA4GG4IgCGJyMNgQBEEQk4PBZgMoEqdDd2ZDBHSHxCTw/JgRmnmGCOLIsFmwefpMRPQb4TNcDZBw1RA7R3x/tsL4F/vle5rmPsq5XIpFEB+bBZsWntTPjqO8gsnzjx37RUSHuN1rQ2xAJtQMfA2M4BsliMNjdLB5e7z7dnG2n1uVZoupb0icCIa864g8deOIZoxpb7P1y6bCZEoQM8HYYPN0fXHzD+Lc7rquV3dYnpZ3rWvOhtUnywVKhQbVNFKIgOTt4qXZPmc0jcSPfnKXvXsqrey2pd5N/5+9G/+PHpdsX7VpWAtFFWS4lryLSYPkZVNBUzaEyKeXDve59j9488a2lswI+hZmFTM+caxWVEf0oW7KAlRmaL4SHe6fa7boKsqjJ8iSjyWbN/qhrXIQTzQMsFdvqHHPyyL+WQ5Z+TfNJeM/TxAVjAs26ytjwY6FtAezGeDJhTyXSSEFMR4/IU7vXIzxjSSPjojXJBV0VDDs7U1wj0IalaHUJtsR5RR1Sa15VkqC6+/Qxc+VgOy8nWBASXiaIQu1oUzXmoAZouQYN9OKdESWpAsS0yU7Vdqne+6ijJ0M0V4NYy8j8tbhR6S5tupygAKENMzyJmlN82UKcaFmiknnFcvEOIwINuLmfMt59xE7R2daIb3rWFa7trARPjpiJnb/x1RXkMBVVMkH69W9VczNMX1sKCXz/xIqIMefRL5hIyNH1FpOmR48yMvq5Pn1ZWOtSEZklk2it9ZNR9snCU2vf1ZVeeQYfctwjZKykmeFOMNWea35KFGwT2SSaab5/5HUMIlZoD3YKA12NeKQ0d1tDCgtj0LUB1rK6MwXLwKaH63IQpDbCqsEcumjm8VHgOAxpNzbmvEGPImGxrhS2TAeNo4cYWvJjAhkaUEp72ysFfGIrC8uaxG3wQZSpVrPzexEytPUcrLhl4S02mkOmfFcRdUws3Y0i8KWFO1znPsnDoLWYCNJI7wn8gzhUZbkCcMDj+8tP2ODbrF8z74euJKhAx0y72iJELgD7ICMx0FMyTnh68C13naozDJxRbl23Fo2I6ZjURRf71pvrBXhiPyJ4RLjXbDH9ajG5XKqPK0tB54auPUGOSg1ex3KD6CRqg5XNVP+8thPlxB7RlOwebMaDIvs2DmahFrWvlOPrxLnWhzCjSSPjjrso5r3HabZ4sui1/HgysaYdFI/CTZs/hRv2/IaINywgbl23FoyI+G4nKyu3MbVKK0IR5Ts35iuRi+yNC6XU21vSSzCETWHNAi1A2ek5L+IZAJNw5YKWoqBBAFRDzbvrw/fnP0YJfbr/eR0QJCsqazQr0LGbtg0PFqeAlB74NJ35CuVfktZ7sfozgzH5+Sj3S6x+aJn0pWFQfm4of7unyu7nZRNoAx9a8mMRA9a728PO0xbakV1RHC7258OgA22b9hEyoN+vFqfJatvvVQVO98gCQ6zKP35+Pfl9uJsXVpUMjHJDdRM+Yj314dT9HuCiFAJNuiYo6oCn17cvAdVXa2jYA8g2IroPzM85fTizB3RyUpq8kHRo+Wh2/vH/7hzR7bGrSF3NezLDafoT5C5Vjzo/O/1/83hpa47+f24lCeh4Yii56KOgW0MfZwvai2cEY3hY2Yfy3x+I60IR2S6HR2VjOe0egJlaDZRHrRHUrEOP6Iy0S1ykGMMZiTZSuwfd3UdHt02momP1zPYEC04grvRPsG7h58MnJHPhHj7jSB2iZkGm1LcH39VFMEZIXIMRbmkrkgQu8U8gw2vEZwbOCOfCfg8NEFMinkGG4IgCOJTgcGGIAiCmBwMNgRBEMTkYLAhCIIgJgeDDUEQBDE5GGwIgiCIycFgQxAEQUwOBhuCIAhicjDYEARBEJODwYYgCIKYHAw2BEEQxORgsCEIgiAmB4MNQRAEMTkYbAiCIIjJwWBDEARBTA4GG4IgCGJyMNgQBEEQk4PBhiAIgpgcDDYEQRDE5GCwIQiCICYHgw1BEAQxORhsCIIgiMmx12Bzvzjvuq7rTp5fX95fH067ruu6y8XdwaWwxtNl13Vdd3px8374zhxFxybB8/Kmm51uzA5vj3e9lG6XD/N5Vm/X1YnbZ+f3g506tJfbi5Ou67ru/O3Q49ohGoPNytkZ/Xh7vCuSLbLOfeLz8kZI8Olydtr2dDlTHzfbjk043gPpRjH1uQu8d9n3j0/zeVbvB1ombp+d3w/ax96Al9uLk0+WXLavbPzgny5tXHm5vTh7fn1J2rlfnJev9HNzWG3Twe/PLOPfZh17ub04mbmvTLBz3ZCKV5Xb+pN1fd4zzCjeHu/6OsEeHr3ZsxKx77Pz+8H768PpzkZ03PYLsXmw6WsdRvVr3lB5TOfoD4D7xbmc0dkawPiOPV0eOpBvPd4d6sbL7cVJW6iWcptbsLGjaI6gO8BGz8rEvs/O7wc7dGhzSMR3jhF7NveL8yLK99eHbxc3v8RvPv59ub24EoIeahHyW1KCUNtKvf52+RCVQdd7P0PLcjeo/4z0zs/LG++pS9VYFkzW6oL3SMRzbWuw2/3Xy5+06qjKpNnHOr24eV8LsP+W1OO+57CA2f9S9NM/1479/vEpea4cmn/E6cXN+zCQlUzWjZ88v76UnmiPM4zd5enDv8gTyfH2zRqBl0f0fzX9r4WcwT82JE9WJcoQyuzcKxtRnbl/fBKiOH9DauwVTIxilfwG+x+DAYqF2olp39kgUMvSWvwsawINYm/tvJBVxQYj9Yichp4sNRGwV97QvDKcXtz81nJAHWjs22qA/XM/QWDeMNjcL66eX1+kE9eWKVcwQ6qo09Uk61G+Xpur3LpQiy1TApZW1Ou997k+fVjP+vmbDVFyVRv1XHVb257acdGbqL1dDf6oeJy/lz9Kt8sKTO6TGaWU4k2SrPvFefmKlFL0XBNF9MK0mIcaRTFLESlX/5cyl2UH/yBoz0blohk3MztmXWg2bKTzNS1EKqEKIIm0y2dkOpLU/d0oVn27XNwZW9CNKN3TjaiuarEbtQyf5U0geBY2FtSgqs9LAT4vb9a/9zV8a+nCBEKnYbbidfjx7gUYmtccEWuVnLVtFuWUA1EZUv/LPq0/9jDTY5NgU/ydEOjLr8WPd/FJaXhy/dGyYZMsgEye6DQAW1H/o39WvmFjfDd0H0m346MQZqsfdNX52dXX318frtWfni51+iMtCjpr3UlrhOYrZkVofIdJil0YGD4pfJ+ciMHM3F4xrgE6R2zdvXbfKn63JIbr4Pc/PyMwkQ9UwuyuPV2urSbKfhrtIt+wEdELVrxBFhIrg31c/KxWyzVo77wxfxitjZmYdhKngUwe+pDI0MKxS11Fq1swHcIKyqOfrj9LpPkYFWzW3uR/pVxWpPP2eGc8BUoGfRqFs550ylXSJx2c1mz7yX4pZh5kjCE2FbWojwqpiS92QdE61mBRaDr2n0udT8m6ky+GwOzY6P1H9pXMZ/ngJOfC+PpieLIQ4RZzkTswGmiTA6kbgZtr2muVs2/mC0kyVAm//rgeXB4ooTTbBRQ4yGaC9fqQ8MFn5WrZeIg0TfiSqbSdD/KJP/k7ALBanjuNJEF0+gANzYwd6HwaxaMjpn2flzPbMtwWo4PNz8VVmbm1QJdyWROlZu1ZT5To+bOSwopyi4UJgs1YvTOVa5GW8n0U7aJcxncV+pr+Kz8X5x0wGxA54lMxYQEEPdeMWkk49WjWy8ikBLkD4EZRJ23npWNK0tXGsxI64JVnPf3E7jJUCR9of4n9Ff/5Zrswo/DTEe1QSrmpbrtSs/WV4qAEflbVBAKxhw3CNbFpZJ2yWM2HiVTqNLL8yW36Vnb+o3WnG0ISWdV3fy6uomLykWJssOm8tX+7UIsGU9k3EmzIesJ6CJy2/pNpCevP8/KmccMGBrm299QSX5xVePIfS8d6gzEKHRX0ahs24E/oK9mSKy6U+S8Ozi7YPGspJNoJ+ojXUptt2BhhRh5N/hV10nb+fvG9bBs0hPnGRYP9pKvG4KlpV8ukV7F2tZYu2jtvPH4eyeDKJnEaTqPCSBwZWq7DZdPFl9ei0qUYSHe7fJjDed0dYkSwQS9hQWH1S125Ri777fWVuE/0ktMBxr/os0lDrgQ9lxtOYir9s+SPdnnbvGGjnuvOmUA/q85HddaNqv1YcVQM62jR4/KjrhHb55rjA+aIGtrktI5YGqoZb9n8dMlmsmjApxXMukq6BpjpR+cJzTRFPYlVwgrNHKOSP5YjGMHGfjh2aCbJ6QB4iAaOV6rlqEOkXs+DotbozusTp1KR8CJGmoOrYoFTDw0bNqGhmbEne3i6A4ljuXoTpc6dviV6eIwLNsgfgaoiLM3rO0jseVmtMcZTDDafnD4sNXF5fjdZh4qmwGrXnWFNTiWBbvuMSX5RdvWXOhycbNjYo5/SZZiRll9Cp4A2D3Dsl9L+tfxr/f/VId3TizN4xrQXxTd77lb+tXN/GsR7u1z6E7qo8+qvotmT349LeRJa/Gk4m1Rr3B5FQ+UgrBJSaPpbcJsH70lE5aDyJ38CQjYrhRwdOvdyFmp5dZ2etghkgk8P+7HkDQqVPv9bOQ3wNsUHaFnOoJ0R6Q3SBHF4VmJokbHEOr866tnpE2jlr8+vLyhm+3k8SvAiTmIDZJtYx/CynnknjFDY6ZvwBLECgw0xGunrzUdwzYasbhEf//7x258zn0HiGMFgQ4yDqzUNf9JXAMxzYxO/cfXl0XS4nyC2AYMNQRAEMTkYbAiCIIjJwWBDEARBTA4GG4IgCGJyMNgQBEEQk4PBhiAIgpgcDDYEQRDE5DjuYBOQYE6FiDmUOCD0NUjZJ2vXnRHHDXFfH6YxjO7X2fjCi9whRJyNW6Ko8ezv6bA47mDzkd73NwU+2dV4nwVNHBAf+DLZL4SRDNlHhphadwRL0Fi03526qzEeb6b7OYLN6JfV0wtXsvbbv0gUTH1b2sbsll8SIdnBcaFmiY20CK1pyqbd2PmQj1h7jz3YbJiYBCziAIZ99pMxTOwFmFZ5h4hn0z76GC4JnRafZmmem3Aje9b2ycc+HcKxO5/WYBNdWi4W5oqzpLNX/Q/X+LsS53DJtuAM76QSONY8S+sUlGXl9d3qBu+WK7z0TV9doYo5vbj5Bw+kfgW6Jl8wHxs65ngNPEt5LrpCi9nJ3uoZkewvK+Ho+8zNJ/2Md/ePT8F0W14J0ayRCZijvE04Oz6EoEevnE6weWOFWVUJL/PSjqEBlqPT7BWW70BePdeFtla+jielasiOubLzEoY387c8CA0BqJlhi0EzggXodeab46RoZM+CRONevKaTEePimiLIcDdgE5ONpG4BfECz43Sd0FhpwikBIPSNodrsBE3BRi7fBC+QJ9fyHBXed6hPOkJMzIjuZ1SzPAGub315rSFNal0PuTXyanb9QLRCY0JcTVcVslqZ3NPxGALWRSk6EdF/ePYz6e88eY/3C8lEyDVfrfGMRCuYo6xNSU5liK0kILtlJ8hRYmLWiP8Uk7d6+sV1y1LT5DJriKB/D8mTkoDeXlYsW544Dk4KRM5GqBVSPq5Q1MgcxXuxZAhSzf4qzzWM6TBpkNQvSLDWgowcch5rE/OgDTpyP7Vm6j/2vLxxrE6RiSlPlbgFL1ujcvJbnhVpTZeFQ1dkd9OhKdhAzUupAzO+emEb8gpe73yjVfDwLc93FEg/60+CfMNG2sb94lz7ETzBhixZrmBMLixbNlTQhVuzQXRYUxFDXZ2J/e3xDob8vPGc2DFmg866oRPDkOs+37ARjiYUpjaBiNwXkBkXT5qwN5pc26RrxgtHthZPCkSWIIpRPF3q3KUxMCRD8D+uGweJVDSJhsJSjjRZyrRt2IQ2CPXNJHxrVtDQdUTdS90C6K20OEeRjplVR9rdhGgto7nSVp5ZJHyrVtBw5Zhwg3/8++d+cVWWWTA5TfTD9SdD6q1stMgXpLm/8LzFMpvzY09EF5hWZn5jmNg7kaC1NJ6Xy8M5StqMXaR5hH10bvBQmFr/w4d6PdFrxM7EAOQOkoQj8yzxpEDIp1jVKioasKn+iSqrDUMAP66fuPoX+ztwQNlPeuQK4HNH2aD5ugwP/bd+Py6/obgbjV0+N2f7dvaibAKEdgAAIABJREFUMgBXC5VhO/RvNbubEKMOCKxUrVTqoab60aYhoe4mfDHkGjliuWFonKlP5Nt2ifPt5SHRaFkqJXHr3i51LZOVrOP9Wvx4H+NhkQQAFXEDE3vjLitoHEomn6P2bsSzaR7tV7dYXSNNiN2o79IPz++bjB1NtE26Az2spqVhtTbYvAGc07BNL7F0CGAU3igSmO0HN+lJutM0C7EN2ggq5Xa/OO8ptN2CckTm1HhaMlnp+gVrItXc7iZFPdiYiud6JWukqUab5LZOZMATpdzgf56XN9DFu32daA271YZNUtjJswOjAU4OZvpl4qP+JBnRkRPHppWsshNpx1sRrY03Gk/+Y1KhHXPQKDT4xupTc1X26WeN8tK7g3RSgK3J1UniWfzuTpwdD15VV/xkU7Bk3TIEmJDVdwt0UCnZg530xBU0HouPbRDkGXrj6uT59X95fxIFTtxC0luj2zr1r/i3am1zOtSDjdbXUt32xV+c21b1QP7Yr0al7NYZzeDWgxWPjwRq2WFU1qcqwWogzNR89qR/tPPnVn7Z6QAdm8HYI9E1b9hEsbyy+2L2YL01osZxsEnnKGvT7dY2vVK3gR7K1pKHuq1aJUytomfxisfu1RvdNsVMHT/8pAxCDjai4RPV9omU/+XiTofkYVOnbQjYqZkumT32DxAd+xagCW/1Omdig37qZRIAq2Hpnqg/HYDdgpdtrHJdS3BtsLtp0VRGC847RkdFsw2SUmIWRU/QSPmYPvyaVITVGSrTwi/10KG1cowEBhtRyi+FbKNAQyMNdX85iu+oXO4lbL4VnsWMErREUztxpi7asCmPkEUb18+scdFJIJN4jrI2peK5Y6ZQPqA0ZM4rx7sUSobrh/61/r88jg+HCTbzIncg+nDy9/KH7IzUrp+L776EEiiPGmlU+ILaBXdTkqaqQ4hqO7U9J/g6gTVhfZp8+Gt5AQBNq/pYow3GBShwhrMTK8XYU2VuwcyUSSOg3FrKYrHdhV/ZCY79pc7dwB8mmfpxR/1yFnFAVA83E0eKxC0c++ucPRhscNlk54/QJ1g+wyvcxH4gKy1wN4U4UjS7hfCUzXHhqwcb+ZrClKifjSYIiIYSH3GkyN2CvUDk2PHVgw1BEASxBzDYEARBEJODwYYgCIKYHAw2BEEQxORgsCEIgiAmB4MNQRAEMTkYbAiCIIjJwWAzOco1GO7F7/zC9vlgf/0MGFcPg1l1xuN+jxeNTIqAwLdgf+xemyHgHsw7DHgTPj0YbOowNLcbqUh0z7mlKpkr9tfP5O7O/WNWnTHTMc8QuBk8ZYkZ7ES6J01b3xAI7mFLNKGRQUfDXif66fEVg007i4a/EDq1ihDxVaz7o8nbrsP76+dE10BtxtvRTH20V8yzV2OHkHDg7r0nlofN/MZfR22QUjpF2B9r2UzwBYMNoOKAiHlqr8b6rOiKvQPa2KgO77GfU0W1jRz0PFOBefZqHMx1oge8aBJSUQRsjdlw2i/577FP1rKZoDXYRDdai3Wo9U3i3/nb0MLJ8+tLUG7GnAWwNf+V5I708lfzyzTkVGipqh2QEosqb57q9fTi5h91oz4uAcvGzSX5kB/QLMjSu+LlfU1y7lYkUb4z5m72d9R/zXCjeu6ffrt8CPZLTN/8Be+2b15/NB1DJATZGcxiEFmEhLcOyUwR7FVkYzEKLFkeOtWUusc+ItHwo3BsDpEvLs/CD3Is8kP6YuxCXsL/jxaI6QzUq8QuurZyt2ZLerm9OOvJEaTGOj5TozaNDDp+Ks/fgs0b8xTNWWCYUjOFCSZCUmMkk1sR3Vg0BRtJ1inWmNIdD35NLwgAsU+nCSQ87aZ8nKZXCjlukTPFNJpjVKGSnozqAJy8km77m6elltTYw8pwVBXYR7ISceWsIYME1MtJZySvl+M+OZGmG31Ya1q3ni81HE1ppTaNS1MxOWZGLOsogU1nBt4RyBsUrJksk5ghDeoE0UvAYYzv+kVcqFgJRf7xF9weiEbhKCwBj7tc+8IHeRq9OPdfuUskEPhjYheYAK3RinuqEUNNJpY1lp4czlTjGno9kEK2FJKgS+LK/it/D5+vK0xisC2Tu0M0BRvYD6mpZTxuSyMjUhMflhuegwd0rVlCXMillrPmNW7YNNzlHnYAUnymGzZ+nV6hoG4hq/f8r57KKfH40YaNTAXkndk6PINST/zhAZ42VA4tIGaOjBMr8EeQ0NU6M3xLUEYmtVblIn3gj6K19izA4LUjCJXQ9x/NMhyF58AuBKMgd4kelGxj5Bs22llnhNzNdpFBfHF1LkC6neflD6k2OpeSj95qw0bOafQUOKJmhYm6VxxvOLk7RGsZzS3H8FGK3IyhksnFu1kJJq25BUpJHu3ZlYT2OIafOVtc+r+wA5mjQQq3XBtzqItyCCZYOkqMMKwKgrjKsUvX4awzRSK+IooofuGH1Wdg/pu7ktrZ2YoOuMaHzrjl3VAsSqsNdviO/RcafxMPRcJF71dsSV4VjQKlGlem/OVrPv5BOmaofMtrZuwNjSRzVWwxOotiQaJcVpzb00/tl4sEpLZ41udqkIsTjvApKCUarTC+e/0O9H5oLEYdEBjq79GhLKNGjUYeaUailK70MeiHL5gY3W3Y6MZpgvRKcQdADSrZsPm5uPI+K/dHkaPMld6ca1g7aJAKmQ77GIaWFGBoekJbwnyW7lVdSULhLsOGV93gfLMX4HnOcAwnpXwXpguuelxVTiXGWAlB/71MqvuIfTs/h/1OuE6CDwpXw3716b2hLhJGVYpodQsUJkEv9uvF9296OXV6cfNbLGvytxc23bAZWoDFifgrVnkaFcZP7vVQDZr8gEY92GhFKXaLVzZGg9OgOmRhUVElCV3I+5S1cGsdr6YNtkttHcgW/v4R681wv+W++o1WKduacDfevIf+v78+XNsNmz9B6M3t1lbtoMNCuls/cJHUl1BFy27YeF2FOpDv30SdMSXf3DKdF7D7N7Cg1EbhmlVK/f5N7InCUTij+5GThAYPstsYgT5bgaCCJ573ql00Zujo+FmvEme/xFw0bgc2eu084YDuwo+oRWHy2lJZzO2HAbYebHw9t7hUnWVcmZ0uszFu5CiHVw5iFel/c7svJm/1dgU3Y+We4QfKYWMpr5aoxioaOuA38LFCmG3taDVWOx2g7M0sxkVUkNUGKXZvGNk2gI8Hpm8o3P5JP2w0LTnho6StRzr46yhspKcDgAJosatIaeYUvYRho0vkav3pAP1jvhGSKWHV60WjMApmjhvIGREnPPEJQHkSMtLn3FlrDzvOLiLP4wDyZnRmxHu8s/UGXlQhNF9RTQXxFT8lWPHUFcZPhPSoRph+cneLpjJacFwVVgyHmuPl4kf5f6mVfVv/BkZp9yfZ2ndUBw+Lm/2/X8u/1v83xy6B8/Uwdwckp6ujWmp0cBbZWLc2frwhgaq60blPs7UgP5YdlDQfGNkZ5ZqjgkMgschQB7mVuTi9uPmljs7jE/NwOvxZ4cZdjbH7T9EpUpS5D41Em5e6S9m580CYGMEopPY+uKfbQQUPGub69OLsFKmQOFEWCqT00BctnCoO3b5efPer0jTYgCPmaFqBxxPDOX+zdwiZM8pKN8x5wk7XP+FToqOJicIYw3lXHjX0ZhO9xbW/lzrbF7YQE53GI4jjwVG+zrn/FzY3eoF3IqxKPofuxiywt2Az2k7cOauvdbUDQRgcUb5VTqNEJ/0mkAx4e+/g8LXir4x9BBv9Wm+7tTQd7COIzw1XZpk/9m25LdWkveOzXZa6Pb7g3WgEQRDEvsFgQxAEQUwOBhuCIAhicjDYEARBEJODwYYgCIKYHAw2BEEQxORgsCEIgiAmB4MNQRAEMTkYbAiCIIjJwWBDEARBTI4RwUbfOtNJKppOEW6aK9PlzawEQRDEV0RrsJHX27kruwea4V9rHgjHCMTLzQiCIL4umoKNuboVkhjqK+fkJXR1ikaCIAjic6Mp2BjeupQY/M/HTC9hJQiCIA6GlmBT4fcOyLFZNyMIgiBW2CDY5D/++ZgZfxFBEARxcIwuo/WBxDCBm7jS/7Isd95fH75d3LzXycAJgiCIz4nG02jDIebb5V/r/588v75EFTN5TlpGHQYbgiCILwi+1EkQBEFMDgYbgiAIYnIw2BAEQRCTg8GGIAiCmBwMNgRBEMTkYLAhCIIgJgeDDUEQBDE5GGwIgiCIycFgQxAEQUwOBhuCIAhicjDYEARBEJODwYYgCIKYHAw2BEEQxORgsCEIgiAmB4MNQRAEMTkYbAiCIIjJwWBDEARBTA4GG4IgCGJyMNgQBEEQk4PBhiAIgpgcDDYEQRDE5GCwIQiCICYHgw1BEAQxORhsCIIgiMnBYEMQBEFMDgYbgiAIYnLMKNjcL867ruu6k+fXl922/Ly86bqu67rLxd0EPX+5vTjp279/fNqv0J4uu+704ub9cLO2UwGevx2uG2v1626XD4fqw9vj3cH7UEM/Wbs30hzvrw+nE5qwxf3ifP9jRHI+sFHsFqODTXHc4t/OxHG/OJ9MuE+XU9rw2+PdIbTz6XJf5jcxXm4vTg4eNXuPtveMQaGPN4ftQw0vtxdnh3DE05qwxJSOaJScD28UO8SIYNOboh78jp3d/eJ8IuFO7Ueelzd70M7p5JNjs1A65lsvtxcnB4+aB8oYfB9GK9I+w+Tz8uYgMzWHVGBjbGS5uzWK/YXqCK3Bpp9pP/Ln5c3upn9CcWxmw+24X5xPb4EvtxcnB1GX5+XNBkGu/Vsz8SObDXO32CyfmFq9pYgO5bD2k89Ng00sd7dG8f76cHroRKox2PQFxPpMl8J38uFSmO7/FdMqwoWbN/JbctpMWU96/OhBLf0pzd4uH6J6sRhsUmcfdnRkB+RDe30qTzm9uHl3FVszzG8XZ3K8pbXLxV0fs8vjdLP9021QFwOx6li+boYg+gM0uOFbSp5ySeEW0KvhoBksUhr6IJ217EaUCiT6I7/eiwtpgkw/y0Jfdaw8osFxrForM9J/RWqjk9ggH6kwWj7DL01A9fOodUkZZiT5vhE9m0puLY6ianFlZr1/SGJt4gT8/Aphnr/VTLLRyRgFWz8IuwXX85Pn1//p52Y6j2R4/iaeZb64ZzQFm16gtcgsS2phtbEXh3SvXkfvH5/6P5UnyqRGWovcxzOd9H+C7ibpj/HauoyrduZ77feuRDYoLVY29by8MXpTFMKU712RxwhZGYNv1gf18i05a2iWTXBSz42r2zCk4ckqc/r++vDNuQMxO8BOtFis65fO2k2QSqH6z2iVU72VEguEqbRC7/Y3FpxXKuf1xMhTp/lZvcVrAjRS/SzVYFRdFAP8q4wuMlUzxsBRJBanlNOYRrQklYZprDue3xEmmbQfq+gf7dxCxVhHjqorMLM/yPCXEOChKvASTcEmsFU/r4PTgQpqRGYyJi2OwVO8vz6crluWTsrohHyi22UdWmvvT9I9NFjgcOVXSm9h32S+Exm5UxfjzVudkXEH5ffRCRzTDSP2aLGffyuwlqdrNcCX24sT6Medcq6G44JTFqjQQNTqysRX6R+jOXp7vNMzjkNFBN9ah4Zj+pDXW6JupPOoehv5KV/XikzVGEXkKBKLM39KvS22bjmodH7NeMPpTg059AM+EQ/Kg36KjTUBnY+V4fAbNh+Nwca5Ib8u+68ZjFHlqp4lkyrXoaZ8Ec1ZS+SrfixPmeECXzbuFBp/2Kc5jdlre2g0sVb8Sc1jm7ey3YhOT/lvxQbWj3ppzjjpWlxYlZW7ZSjCRUPLuuTsf5hxI2fzyffXh2vksxrr7yZDl7LVCY3Sk/xcg5SP8FnZPGrXFi6bvNoHpiphvZ5bYdQdghMUTiUT607mFy4UoEk2OplqZhDUBhJXkOk87MZM9kQ3CzbDAHpxeI+DJGi1NrFGUyuLFuMtuadTzab+JN1zM4erT4EXtoHKOZRsdSxbM/qX5NG6WfmnpnzHeat6VmG+lU7Wqns/F1cdkEy1vlzPwftahxsmqPJFRWCn6qEjFudlMmcRALQGyyCp583kUyJWPo9J4pwIMJK/RO4oEoeQrDaC+moizGx+m5dQ2WR5QUU1umjHwVc1ImtKvJZu7fBnKzbfs0nWv0Eh0kxPkrnYSa1G/qQYFadm+cfC0lPbujVa2YAIBxPqVOkrSoYS/LDQVNtIyIp18eZc/i3viLvb5QMKn5V0LC4uWQt3ncy6ZGQrHYRfMspGrrGvbDzDCroEXVv7ho1xxKLzlX24SJcCyQ+N5E4tdRTtY/Tuu1KGMoNK5rfRdqqpakG+8ojqH0numHYDK8McNmw+Rp5G8/u9Shy18OAda5T6YWdUfrxdPqDtTbNxhx/U2B+fWKWDhQl4v1M3fOvabXtqf+qjbyUhShf7ZodTHmVRQV3/aF/Wg9VteEBj5LeUbGWFykyBTHW/4ZRNnQKQ+amswsOoH3XJ7x7rgyeykCI14Qw6KZd7GcWAQjNGZOt4JuBFwcatm1X7wTzKP+GuugHKX3pTtUYBHUXV4oxiwInOrTs5HdBSu0anA3D7TibZ6YDoaEO6XwV03n8SqvoBMeKlTnOGz/S+5ZipPKbZn2BZb/n8Dx6oMFa9/uKDf+Kv5V+n6ivyQUt/WLDWn5eo+i/Lhv2Hfz8u3dliIBOjwe6X2KJKs+KJ4AQkVMcyEWlv5cHZJGR2nd497oIhR9+KJwskFkjO0bPCia4ewJVdun/8T6xySiz6W09StvG6E0wW9OCyz9E5+9OLm99KSoM6RScJ118886sKKFth6ef/505CowGCfraIPamaak14krapzw2fwZWBGeD14jvaKQET558bmWTePppTdXQiEVH7c5HOR5vTYBL3jBndjUYQXwbm3N0+MJNaym7R+Kbn1K/rzuF14PmDwYYg9oy93S32cntxBV/nOmrcL66Cw8cDfK1pt2expm7/U4LBhiD2iafLfTn9xrPjx4Zq4XcfY/+ksp0WDDYEQRDE5GCwIQiCICYHgw1BEAQxORhsCIIgiMnBYEMQBEFMDgYbgiAIYnIca7CJCM1mAEyytGk7Ex6TbbsbbVrMeB43xxi2tM+B8FabXD79+/8jp97cJmA/EBMs2Rbm8RrmrtzFEeBYg83Hv3/2RtIgb+DQd1LBG2hWt+/sQpWnffsvugRwz5hJN3aLz/QSZRukOWSQ99RtPPXJxQENweZPM5fdfrDt3WXmIrHZxq0jDjb7JGnwvsPfQSmuHWy85Rc+RV17PBt7aMQm4X8mZBu7ReM1Kp8GIoRkOrCru+63vnoHU+DsB5Byd1NLB3S91Ru7d9r5ETjiYLNPe4ZXt2qhR9fLj4BkrUA35s4dEXNzg2w/mV/exn0cH+4X55pxI2Ny29GKH/KXt2IKL9wOc5HaNsmWH8jb451nW5+u86PQEmxAVRFSCso69Zu7LFbIVF2CK2/njm6EletEz6dUylzyWmLHGWPqvC1XF5tJlVwAZ38vf3T6UnrHPfM/WI2VsurApc5gAwMO30DW+jrAi6WGby5Xlj9GmyhJ+1pJ1IPkhEbeoZ/Hf0Y8d/Wsy8WdaF/d1nx6cfMeFPedjgFthHKWXPR6ootILUMdbG0vHWi5hV3enYxtufypRUMiHYDN6gltad80jmkJpSYYM/dEZ/BC6+g26FxubfIxl9xI2w/dRW770e1w7kFX14HLTVTFiAJ2Hlp0hNaVjadI0dz15+i+vwpb+3p6/lrHhmFtK++2M6xHkgwjIHKQLBGWh614K3mJfRs5/BBHi0qV0oG8xHetH8NF95ooBXOXRQmOqDxkPHIJR46mLclJVjoRv9Ung/YVapxUIT1z8Fw1XvNcEVTMjBf5A6E5Dnl763u5WB46aM9oYh5q+BR8a/vpQPSUAql7UvES/Uw1JNQBr6gBO1zWvu5JdnBGrpId0bUhJVIEHGX4UKOM3GTBcKx8AmJs7C4C1+dtH7p++yDkciNVgW4TtDkKo4IN4DJyTiRkHUaeSE2GI5FcST+x54jI8u3xrpeU3PYQuyy2k9U1rBjmaiNUqt3z8kdUgZVVBSOrnM0eSh6uYWtc6zbbhQJMWHibudZDhisvFjjpZoDmuTk9ZcQurIUwXIJpPGnC3efUIOKEfrm9OBEuW3VVKNseOhA+RYpLmxXwdO0aEukAmmusjWn7dv88qeSYaBEwaYYxr+bcQU8S8rcW4s7cXUDXB+1OLkEiO0UeBqtK4Da3LT+2BhtHRA9Zcj2JXsjWDifD1xAiLibP0W1KAYZXykyVTiTrYirjetYk8/2C7KdSypB8PvfacUqYH45MjMrK3PE2Rqpp+ZVb6G9rsRNn65s+1zo1w0bqaiaWTs0MISFG/Ag+hvpw5Y1CtrafDlQZ56IzYLl+pnEO64CBUYnG9huzFvMn6NN7abhdJalp2aloPzopsRb5RHYRuwvg+iLoBT0ILd5yA1UJ3eaW26uNwUZJRKy2rEdwNA847OcZUC/lEi0izlcjHe1ffrgVTDg9LRu5ff+vF9+/6YeeXtz8VssaEEIgxTocQqpSvRnYtMIJNrFStdAxmhc5u6R9A12usTlg4uCM9wye6zUwcSXYI8SmEhq8RlYWFqXUyFj21IGqRwhKmpV0sCUc5ofNkgaT9v0w41LEIEZXxRo8lZGPH0tEpQqp2eVKqDFdSPhJE3fRAmPgl3ESnGpa6DaDUl4rmoKNyQWS3DmqZhiZoslQOrReDkcc3X7tqRzTT+Ft4VoY+oIE6PhZr2pnv7L5k9MGih5jNmxsz6OxR2VMbRtZZzbLEnJXErx3EnrPvMaCcmTsm2SQ86fVUeOhked9KEveWkFy8g5ETzHtwCMekUokGpLowE7aTxdAflyygIw1xCtqyUVg3vOhGsGq1SifYMMGuovI9UlpXxk5iNbsg6CHgaoSv+u97XuNTcHGGbPZaqtuTdsXjKMNG1koFA5Cme66Kh1tD/h3LeXa9uz59b9mM/kyi0xK0OiglFWpJMHxstIxDwQbLVLIuyU7tlr/xqcD7HEpqIjxOQLTvgQsZ6vNKqSmSUbvn6vSHROWtJ3DoyKrbsjYhlLdcHPelYg7OcBgweGj6X46AJ5ixC6feO32tI1+phoS6oDvfJS1JO37PfkoO/QHLtBJB9VJcxBJKxU+VQGDQZt8QJivuQvv+pS0oyVaUNWwXQpUBbrNl+1fvh5RRluX9s58XWX9x+jQnj1lCDMgWUA0+bgrINpTrfJZbges/APncc3aIg02YFntRA9MqNOHptYD/EsOQXTJhpPqWUwht5Ofi6vo6KcWuDonalI2czA6bR/0U28tVnve9Nz+oPl6FC+3FyffLs6cVhTrPYvOW8uDpLKfqGAN+lxGVLphmqq2tocORE+R0MdYzbHDXm5KP/OZSnQgmutRGph4EvN0l+4ADdE+QSpz6MqQrWVbyJF85KOjpLnTJ2mDIdjDza7P5kHhojNQFXjowLY5FqNf6kxXysRhse3LboduvwnpLvSebjAixmJ6v3HISwGIFjS+1HmFXqMhDg9zCmvnr+JP3f4GqFXt6XFmB3cAbPd4Pr67nb4c6sEmWHETs0C1YDLz9kdCFRaiGs48ukr4utDuEResiNnhiO9GIwiCII4FDDYEQRDE5GCwIQiCICYHgw1BEAQxORhsCIIgiMnBYEMQBEFMDgYbgiAIYnIw2Bw1shvRZ4aM82oPUjoGEa2QkHUSxPHiawWb6GojB8tBO+P3BMN7G3cF+V6nvoL6TN+MWb03SX3lM4loGpl/kqs6dqc/xA7n4gCv53+hYOMvgoVqbe67/YivZJ4HNrwNbNRdVV4CnjoQ3S5sBXtcHn/XMh/xrS1ZquaGnejPljigSGcymzKDQZcIT44vFGw8A4IXd0C/OtwONzdsStQ67kpNSP7d2cu/MxEdRLknwmY3fY351ibEWXPG9vqzPbYk/pro0f7y5unMRHZj7sFG1qDKPoG8m6gITjLE6ALUysfpS5PUneroWytJmQUgerRhsgkXjHBlU2MZABcxxRenWxoV9EWsXpHcIF/yOmnCmze6giGZCq1y52M3VBb3i/Nfy79O9XD8WhCNTs21YUptKXLKeov5mBiX4tHxA/e62tK+06sOklagnte/1XVdwrnnuHxUO67zhmrMUp7ofqqr/o2ylWfdPz71wvRkGS3r47H6E7MDRCLNSE+M45Izjm5vK8JftXO5uBNyCxco0D0mjy4jjVS93d+aPyW03GX6rg+xhdkabGTK7xyT8nSaOMjwKalrwKVtGMHl/F2mwf5bv4avWMK7xqBSpTj8sI2HpJYljZX5bGkf/tLbUsCqpLa71zIstMeYYczQl/n1UHuweX99uF7cuUkZ0lIpE81+aK2oJ03xBGLwW4Y4K2bqq2tgomZB+1ZPcpq4lm/pGfFMXH2DZpdL5hx4bWo6ICWZ9DPmi5Spz4+1JIdHx7R4m+uP4Tb1Otm31sAKmLCMh1MDGcxkiE1YYaB7TB8drufa/a3OgLPtSbNhI/Oq/axymoKNUc2cstczQbWQGNbIdA3DKyYPLt/VWaFlhw3cQdMV+jGD78vtxYmPB7K3Jc2Ev/Sdidjm3x7vpPbHdPchme5YchHhLIr7G9T67fFOK4NiSwxqlZ6ntfKtRA3MYH1sThghW9RMI2GJtRPX/C2cwRjeX7npFSVGkYnl/UwY3JEcKsncNvojdDupaXtO2IGKHtp+umuSMDpntPda5q0U5uaLMDCM8rdJomDGeLt88FTi+zyl2RRscjtMQojRRc/yHeTaVpvdElt6amAJ63/WGgtPO4JNW0yVQwQPMLUJEYMvbkS//NCPjvR1nRsmrjMzyI22BFauQZQ7yiNefi1+QHrE6BE+1DV8y6ZsZrDyT8lJkFhXk/ZHTE2UWqJvRdFx9ejftsCS8TZKScJCQtpPtUjy/ihyr2My4lb9qabbadQMbT/Nrmy5JfJRH0Gwyd1j8mhTs41YpfNVBXGkAAAgAElEQVTwnyQKkYiKa91zMa0l2IDwLsWXLEK9XKJsPWrE1yXkTPiJrK2Xv8cLF7xG9rUpOLW1jfqVp0As4qC3afweQqYPIUGEzjKANvTO4rvkxu4n4v9EWgpnBDblqWjyb7lpTXJ2e+qm032Gapa0j6YmqtGBzqBvwUKcymCuF9/1HiSWG1QzXS0o5biwn/FiPZPDutuNZ8ob9aeeBsFdUjQQK5Z0awSmuf5ZVoywz7600xKS+8Bz//g0yt8mVX09QJDopM5wEmwQbLIf02VaIpewEadANiMzqtlYRI7nG2y6RlVBs83gw4Y5gNTHWvhL35M4vRrykTjM26+kJtQCf3xoJa7b5dKoSl6KRB5hg28la1+7f9MyfWn7ydRk+zft3/LzeHpx8w8qntQ8uy0kRGlZXB7INKfIEFZud6E/9ddvjfb6xNTPWp6AJmpgvFmwIZf5w3bqWF1pbPW3aaKgum0MJFkcT4fRZTTzGgraT7PJy9vw/9EbNj66xA5CqrXME2EHwvn2eZNZE8iE2vuI8uO3i5tXNc2rTZ039MtE4H3KIyRwBmXoF0PmEEFUw/kIIqUGyOmgYzXq4Q/bwOSr+i2kBsnpgFY1Sw6hJBt7+emAqGKef0vP48DDbSKlHpp9Q9avV3Rkxf2UfzKqEpWp5baKrM/EcaJVf0wH7hfn8HSPPkqnIqW3/fw9OUd8jo/YJME+cY/tr+jJcbX725YNG+OaDnjtSONptKEY2p8gKlVRo47mcLA8vfft4iySiy+pyUbkdogrzYPgEW2ftB02s0cqI+7hvqoeDdZscpqabPVkpxxCiU9F5lDtzDFf2UJ/zLRIQ7RWP3klxGJdW7S9mZfdo4pZtVgvhfBzceVLTEbyejZH6apvH/RT79Xb2al9a1Cz/pRXmWu/yunQgePgWUOzpxdnpqAX9VMr23/kSWiYGQT2WA02jfpT35qSp6p+anWCti9+GR2pWP319+PSvJLx7eIs74xRP+Me80f7bsjKBGww3RB6ugyepU9Rq6No+3z3aG8vdW74ojtBOIx7I3V+7e8DM3lrfWJssPvYivYK2MY9N8WxI7q+bzNMGGzKoakvIkpiOrhax47d6NTt70tKV9XXfY4c0pNMe7/qpndzNAFVdD/JVXgJJgw2LadgCaIFU+vSp9DVapHtM2AvryKqUt5ET5GlraNVuXH4QnejEQRBEIcCgw1BEAQxORhsCIIgiMnBYEMQBEFMDgYbgiAIYnIw2BAEQRCTg8GGIAiCmBwHDjb5TfsJxA0rmErok73RNv5S9znCXPQ0D7zI22IO3ZkDTMdXG/VOcbB7xtoxH5d4+JUNpIhokyC+b3HSV38PiInvz6g/uvyTl7xBouucWntmwaZ0/hPqTI7ojmpiDDJyzJlgJhM9i2BTzQtqfrZO6vAJ0O4Qp5GANSp0D+7TZfpcycg5K8QS2+edfhuQ2o1o7YDJSjuOopMaR3Dr40xc4sGDTdNU5bQZOdVYQ1PydorDx/8I7VzOkCNnJzPlKHLVb1Ii1BXtwjyrDZHEDPnQxNjttZK2tWbumUPiKDrpOjxfp/Hx759dJzGboyXYFF+MyWJNHUyWXDQf+MqVS4I/T/nlVE3e+NR13ck30ZTvTM7C7Ys8hk2krDfLKO4fn0rR07HPqsu6/QYSlKe43End8N+La/1cb2+Y/Lj8E6zVw7/oGnzNR2BIQTKVlSyl/d348oZzzTIbXfufjzf8ltGiMi5/IT+cYq2QRib2T0Zh9EOHHiIDhroRXulfHhoxBMNvlfb9n/ouudb+kxrRuD6bp5v+e6qVtfx7dkjFHhKITj1CTl8iFmSnfqItQwf8PLTiiHN9PUxs+ObRmjMC+NUNOhAN0LR2u3wINm+sg3X+oTzC8sjFU4nRurJJ9kjklaWeo8kTrvQMDf3XRSKTVGAykvkPnZbmqWjK+zl8QFMzKb4TXawrM6fMNa6QWoYuyGj0C29ieRJGRWkckwNK6cnL8wdd/7uppCs7/HJ7cfWmVVAuaxzjsm8cjLfhW8kqdpCPFI5hU4UXBhvCLgmzmpSKFzFAG90wH0sMJKl16IMVqvOOm1xmMLK1ihHV+oyfnhgXzAP8BOWW7mjEQrMK7BQrfyQ0M/VBCqvuBV87em/4kd2pcJ7cz93WgfApZl7WMlEeT7sOc9957uS9TdUxKthEq4enSxG3Df9oxBitNXLlvOCjfRk36UxenUQsbSCDQ6uuP2aexjKBO+1RnamWqp15WMLgyGcJLkUz3rG15iHYlE1+MaKnn5qcQ65WvTpG5ND5t8zoXHCygUpuEUkfhCaiZcMGFBIjIjhI150aSFjrSL+1Mr0P5DjyDRujJxv1OTGujB0xitOQD7DK1Z3YaaD8kdCaJnH9Y0mRzTAHLxzYXetpppYOxE/BJqMDEuDUMWx4WvlLRghsqgWNwSYn1l6FCudkE++smvXkr7ESV6Yh39jwjPTmw1J87rl2XTKKCdybSswDD5DULVPyvpD3cIOd2PVzh3JZGcLz8gcsUESB34+35VsfehUbMW9CRlTI7Z3rDPJ9ss8RS1PoTVIDCWO/yehlryA5LGwtN6Jan0N+WNPPyCrNwKNgk2py67eEVLHyx0ILrdU/ojeB2PkkfKONyXFLB+qsph+xt8xjeTTkbcg4GoNNJqA1SZq1PV+SMorSf+Dn4ns6636llnQmz9ZB6DbyMnzs0XA2YAL362UZM2qb/1kK7L2GScZjFzZuJ7bv8E+RGawH9R+xrGnaMvXjbdtoVcOBQutrFGUF07CoCnk5zYrHndHHZ15zB5RqVD3D/ahEL9myai03oiRjS54eqyjIppMKXtBJK97oW7GdYuVv0fw8hX17vOubzRcNsVLVTzO1daClOJGtvZKc1Tv5X7FNNaIp2OQZR+EHNL+XjhsmRGVzPnU0lYJAssrJ5692ljcrHycCicaSPr16XMRWbKPFL1pu16sEjfDHz/oZ/HZxI0234VVBMN6WFwzjFaTd0BIbsNatQBG1bNgg4wRfTKpJiYEkHjDpRlvlpG5EI/tcz8STInPjijA3wESX7vUWoFf+FlrMNFgONf+89gjtLqoDb9CB5CnRRMsO+3p7kh/cL75vz2PbHmzMyn0Ij8nmZ75aNBu2gdRggrPJ65zenfk9DGMhemKiRGPEuhjuxVUrWohEVp1kM29WmrRdi+usHEDyOVFuh36HFlY2+l9KIzQnnuF4q98yo5MDN1Z3vzgXiaeaGrdHauQjYX2iPx3QWOtvMZDk1Wb/LZ3ZdFL/xWm0bBGWZEvVPiclR7lFH+xCJzoGz9YrPUc2ktgpVv5IaJHM+zblUg8WzL1fQnbnv5IEm6YOoKcYk0m8pdLnaItBbnMENoUdl8GIPRtRpxtOy5knRYfwkg0bOXJUBxweLVW5c2XZ+8en8qforK3/a8Qy2xcivg0l0TBPRCU1XNBMz+ZmqZb44rAtue7zX+v/q7OV8Khu9TxCNdg4xcJnCPOyeDTehmK6HPhSnoRuOd+MLjs4+f24PA2eWL6rq0Nd0bfIUkypVupPZCCl5SjlX/fkO9r5s0rlWqsbUdzn7OmRi5AnofvpLqYUr6dtJ/XOB47EqZ1i5Y+EFmvag7TcaE3sPBh8NKheBjKpdyAZoNRhtIM77BSUSfmlT6XHT9ycmfvgL3XOFDN555YgJA77zuNmT9+myl8F7fSIwGCDMamFEEQjfHlqnzej7OLp076+Tjs9IjDYWOgzuDO/iIL49KjUSeb8dH2fxY7XH7TTowODDUEQBDE5GGwIgiCIycFgQxAEQUwOBhuCIAhicjDYEARBEJODwYYgCIKYHLMONvkL7ft/7WAniK45GAV3vcS2KAdJp3slIkVCJEVg7ESRRj1oAlurkw1+7EU5D63/YX+2s4jkNqYDYP7BJienmYKuXFHXyTtOzBU1W5j6Dt50g7eHbdlgxAa2F0T3MxIAkshkD9iAkKIZyb2ItgOTKufYR8hbW/RNieo6y23eBNrFK6vgwrRDYdbBRmJKdYczZByfp/PaZhbHEpfhHnreMPixRq+0Xwlv1dUvjoSPYCK0EUBshiZb2MOQN9B/fzWtL8aMuqpSYwcWIZKS7X3OtjiaYLPfW6FssDEXr34ITosNsLXlqDiXSkbdvZ/jsNdMHTrUHRP2P1PT3QrTGMb2MOQNHgGZ5SDn2EZdGmG8Uff0pZ8HrqeNCDb68onwltzTi5v3oRJlhjdUqGTEdpfpmntnVV2r5+8SH/aNqLuN110atysgK3h9weqXqukZHuvG62nVKN4ysaj7WT0Hpf+if7Rc5nf23nX/e891YVnogz54CeB5lNTrgXadPL/+D06T1D1DUomu3wbPjZmsVLNQZzx9tZ+a2+VDtPPUqJmaQkJ9PtIipy32sv1O3RkcMl+Ifzkxmr02WKoNeqKpj0X9PH+rbd70T/mtpP0nn+hAaTfR/wi6kv9ye3H29/JHp++AD3xUZEfJdDTOcnZxfjzF+0BrsJFEETVqoE5fTq4Iqz2xuUjM1ed11oDZn+RV5JJ9wREsdvIi+pZkQdNoXq3dykDsEbBh4mTES89QkkC+d70xG5W2s7U25CHWglISLjQw5pZ++ZWI8TpoVrE1J2Xx9cfANDlekyY2o/LcX8u/4EPjZgedMb6jQE+NcsHOAdU1UzzFUrIiWQGGi4BVfvDgv9D2p2cLTAJSwLSG6Qn6IZuMrTxLrmLXQjh/c7Nghly8v/kYnOhAaTfR/wSG6Kt4/DIdcllTtSN94qmXpJJedZbfnY5BKz4UmoKNMf6R5IYnha0LkhlLhyh5YXMKzmaa9BHsamYgfa/KuQDxlJdfix9ShzT9BjZpw1QY6E1CpYdLrmM2bGxtEErYlAffHu8iBrmWZqvzCLsql/wpU3rGKZlbV9psvVae0Bpuppml2UaSMRjMTMdqlUmje+GoE8LgnPY0opc2bgGSFidKbgwKUowjpd1E/3MILVqdC5B9e17+kLXumh0BVyDzgMZZDtT+8Bs2H43BxkTLRh5yqVXuK1J8sPhQCRJC3DnDeSONpsW65/8r5bLS7NvjnXFS+fo08TipWJrcdBo+AVOTiXlGwr8fl+aEW5UoKW+2OdiH0xQzzJsydIVU2Kt01GyLZSZUreJPIzSz9LlIOwoSUoZeKxLyctROFG69AqsFWTSh0aInWtG2OUobhHxVw0w0VNrN9D9HaVOUy0rMePppWUczO0qmY8wsY7WfyYZoS7ABLN8JNSwUSpWndu21sRXJFY/pktdjR2RbmQmIvpGfiyunrEu5rGmZRSMuaTmpWJrCpJOMmY7IEUA7v7q2WxR1ieXNjvEmqoolhRD56/YU2yFrtmH56/PxJg8bayZoNtVMXP1LkpW8nXTUoFDWspp0SVVUXlYLRDh8ZEEJ5yxW2o30v4K+kevFdxGiVlPwWyxrxq+VlfG2z3Kakh7+DbYNgk3rcluvKL1mF8pYoG21IBHWUsxMjKkq+LnvfPL77eJKGmTLi6WJQUZicb2NZD5iw6aahJb9eeNZ8lJv2qz5sTF3zipaei9tkGTejarc3P5NZpmICBzqWKtmymaryVAy6mrKn6hHPGqwPg7UUv3oxQK3zcaWWI0Yo5hdJSNv0/8K0PGzvntnv9Rg63aUTEf7LEeTOIcNm48NymjJOQ1di1Ty9W5UbITIr8hgrryPPx0Q78EmG8jGR+TFCkD37RRR7ePpV7qkWNQOBOyS8TW5BNIugVlzOuq7LZcLdqtcJoBGYmmzwJtUU1efchrdQ/OePbdRpWtx3UxofcOmXTM/RFP6M/5FrqQ0qiyumlp53WspV7iVZRSHjPpZfbteH8NrLLFGW1lwoqHSbqb/tQwAGCDcoq/aUTId7bMcnA6Yy+vSjafRhp2J2+VfwbHmfuLPTodPKrcSHfuDBz2DE6WqiClWHkP3/JuYxhjKZ6rBBvkC8BanPo0Kc8Oh/5eLuzJeabFQLGIs4Mipadk78dKyPyjZded/r/9/ubhDWV55Vn0jIWo2OqrkpJRNU3KsXD73/9RJ6JZ6adTsVhs27gqZJs2EhgY9b3BSpvM60HIWpqji+rgaUCR3b4p0BUt3DC8yYWAmMIx1yLPHF3ZkK36vtBvof0OwAclldIbQdymaDnPIu3GWjcx9y4d9aXqHL3XO4sADQXxiHPbFW4LYBjsLNjM58EAQnxfbvlJOEAfEboKNPNjH660IYqeIyo8EcUw4mrvRCIIgiOMFgw1BEAQxORhsCIIgiMnBYEMQBEFMDgYbgiAIYnIw2BAEQRCTg8GGIAiCmBybBJtndSXJ4cfw8e8f8S7CAXjoWq7jnCHc3SqbILlWa6eoX2X4ORDT2FSoTueJIzWNPcvni4ho45XNHC+nOdRlHu0EoCOh7lOS3GLf9N1c8sqpDR6xZdKg+zMRsitHPxMipsWWv84Qx2waxy6i2WHDYDPPy2lmcpP2zgflaeWM8fhLZJuxfdLwcntxgmgRtsEOQuBYzPLaMTs7n1LDN8bEptGCHShqO32wxhzT/RwbBpuZsPFohORLRw1Ek6oytffXh+tN1d0QrG0k8+Em7N1pxQEuAYO08EJK6p+jRAO/3x5udo7Pv0w9ZdOZRht2oKibJRBbW+4BMCLYyGuuTaHf3YCtrukO+AKi6+KHdbG8jT8obqrVdLwarXzMX28uknR1M5Wpmxu+ADcWxSe4FhqWQARNsPF0ubodXVJ6SD638EJ+rabyn71g34iiYRb+6JKFfbRvwRBywEnv//1cfJd/lbq0/q4hTem6eHcH6rD5pQ85waXx5YkZRVgZYEAyNrAI6wvQjMYO193fPz5VN28SU5Uzcnpx8x5sdrp5wRYN+dH7x0HTkB2Tq+FuH6aB2UwiuZkFpZRn/yfzS+gBIHWsrputlGGMfwO64T6PediC8OyfOwlag43ctzQMYIan1hCmdSj8mDKlb9yzmxSNN35q3Q1DPGU9QsBhJZFROUntMT7FE+fpZylGr0gCjRbVU50bnqVrTRgjSZYCIl7M0eTpm1pmIRKggWjhR/m6FLJcFbmKlnniyq+tWVgsOUqU9Pmxo9zCd/7l9uIK+j5YxokkExBeKeX0zHUwpfNK2DhM/zEd2wA1pJwXbdFyF81w7CoOG8khHRFaT28aUjlxCSTwY0oyhgQrKb2asTvmTUPjBi0rc1zJekjLVlmlbCTy29OhKdi46R8c2fvrwykWYiuhoVG7Knur1BgpoEBe9mPxJG1Crp6PJeHQbS/UljbL5qecjvvFdxnMZMzzZuA8lLQ6uwMf0w/joJJv2AT0vWrlJ2c2ZgEPaeeh+450OKF29j2PSdBhHoqpEqOpf3u8g3zytQ0bnEzkw5QwGi5UN5qXhL0bZzkuaFkfArmNpzCN5+VNxPUpBAX8mMknEp+Wm4P3JyI2qxAS+bdcN5xY4DQNRpf47enQFGzQ4ku619U/T48aSUf8CcSMeHaHRqDfjDxg9WMfNh3OyNXRomdID2Xj2sCUBNq3o0sjpSZQBvX++vBLqRFcWRstxLHQWbial1R9gVbUDGAYV7deoyQslkl0lx9Y/8NSTXTY6ar/oqljAGGWnvt28sAmEnClPy5ONHnkfJgCVlfLcOJ5qaZcthpjCjiyNU91PKVpjGKblX4sy8DGeHwgbUHUO9q/1RbiuRZdvaV+ezq0BBsgqSAXk/B0udCVmwlr9fLOipJEL1pqhMphPpYmKUMPfWVD+qOWxQFEb1E/F9+9DcjcreUkGCrL4GKuL5JU3Vy6EgfjjXyKL4KZT3qVa8iFbQf8JLZkdpJJ3p9Cjkpb+dQXv4Pc93k0v8k6Ph6m7apjZz9/y3x9PST0LgypjfXaMg+b2jTGU31HUvIr7FDrksAsCrM+MGD/lutG+zSVzOYgxxo3CDa2lhW7DJzN+Zq1XuWFP8aFndDdNH5sTONJD0HghIuDUUeE/RmbdQZ99tttvY6yKPmjUcpkTRaoae4jgLVHm2fei0XRXX8ll2eWxLRPhwwnLeduUf+t/lwHWocyg6pHzobplMr6MjEuMC9xTViFauEHw0KZkd7UppFsXOVzlyed6QosSbX/vD3eVZd0ueNKQkX+yfUSMNTVSTG6jNYbthaQ+rH/f+OGDdpRjwomYJdVb7KFMa/6Md24/ZhPUoL9Az8W7B1M/TqPEyhfhhvRpttPlzjxxKc8/OmAlvkyT4/sGcZ43wFxGs068TwwmJMO8CXTRIfbd6TlXJhZq735L1eQMvcfDo57k4nLy2GqngzTaQI+pBDNi++AXLXIrEUu9PUhILjNvgfTMKeHlNilQJwfs+t7d6ghCzZSPtK4vgUrntjPGNOObNAK0ARjeagy8tuTovE02rAfcLtcynNlxX5MxTbJ5kp5t/+ALLj/Wv61/j9Y0ZvDlKLseP5/7uyyUaP+Y3/HF+3ErZmkTB1R1Qc3laCSfQjzrapFQdfpnWPD1sVQvL5c3MXy9Oc4w1nwLefnfAKZm11oKUB/jjFawkLJQx3+S573FXKr7EtDV5g+1M6LPD5uHqffEBjkXFXCxmEa/Tm9ODsdPqmmDM6LX18iAdoDfmgeO78Wmdo0WnY0oR+Tk/X38oeca6eooT8Rr0x0cQKR+TfjuLRuZDau9cGXFvCfJgIv4iSICGa5lmWURwW+HEocAAw2BIGBCkFH9s52y7gIYj9gsCGIELJQ9jmuAZXFk88xIuJYwGBDEARBTA4GG4IgCGJyMNgQBEEQk4PBhiAIgpgcDDYEQRDE5GCwIQiCICZHY7DJSY2G+yo0rdPAOzL1e3DmVoINWkB8UJMAsWlNjird1vaN7Pai8lHTId5gnxt7LO7q1zhzPLzKPvN3lQLisuNAuV5Im8z+fG872lc2yevT6kXrdsqHXWPbZ6FL4ydBwnw1Hdpvbk+Q3AfVfsNYIxp5TSQfzPxxkKk/IPy9kPNMCI76Rddyf93G92fvB+OCTUvX2ykfdo1tn7UTd9zS8kE0e4NLxeFF9Hvz7G3TYagl2ilGpsPsjPyA2JfMt0U7Y1v7J/eFgeyu8bbWDbATw28NNs3+Mbtbe1Lk9BINmNBHCAK+Px+HscBNNM/RZuwzdWiaDnRVfkYxspcYgKmVvib2JfMd9LPRme6HQbkZ8nL3DQlPG9BK+JSjNdjIrpcb3V/dXctjKB/sYDrxT5Yd9bWpCUUjKNn7b8UszitPCncL3L226tbbZINB3nfSiUtbTy9u/sGbN9HluH9gZzQPdNgfMS+gmIs8grwlt5NXXN8/Phmp6ttqWyRjGocmAUiR9edVI6cXV9dKhVSbcBZ0m6GWyu8G/Rn+FNF6frhLnZOWJcTVv4obotN3+kbEX527SDQYgmJA6JAJ6/uYV7McEU47yZhrqjPTln0IdlPs3er+K4heb/WI8uGEwBc6FvNLQ4wihxDf/h5qF6TIgnydZsoik0l8L7ylWyvb8Cfzy21CTmuwKfHcXeut9nJMLtyW1yg+DLOFKL2VEb1kxTCMJn46IWmEb0HaRswQqri74Vf81Bp+X20nIa+7N2bPSRNQ8/ohmMvMVUKEdAizXMO5MD/WemI4Qqp8nSFVV0IHV5sFS1USXxQ/0IHo2/IhO0udU0vQvUj36iOup0dSU1Y8TrzXaMYlNSocfspLOwSG/r59p5/elkMi7cS0daQMuydlKL7yA85m+YC8wF9KIyDRMVTfCbNw0cxBRdtOzYTeRh8nqTgHs6yPfG/kzaQSmm7vapE04jRan0ld21lMaBxbqi7WzhP34fTMzjp8Vrpp9nJ7cYLIwGVrQ0nUHCVqrJDmGzaGY1uvVDB1YJSRJf1plKp/Vrxh4+3T+JEwgrbwFhsvr9ciajZjmtdsFsxONTSn99eHU51YQI7O9hMxUqSRzesOR8TAjTlsWFdJhp/y0lZqm6jZkM87UcLYZgeDRZxvmUNMyEm9f4+Uyus50sx6yqiRzWZ5RNU5tLkj7M2MsrUTg45CY7Dpu770DHcxWWzTNk/uPRNrSU3RGkAS/9Y8qaHqJwRZLS7bT1VsSHV+J+dWlO+O+wOkinh8M+PMK8LelSfCbNnPFy2oEquvbUasvaPUAC4OIIdYLV5mAQ8dzYrmGi8rZaYVLT4ElKcTaU02fJn9wOVgnD7mkmk1badOtqwE60jVij3M+TytcO5YfGIBNXPUWeoqHbiuQ4bOocUdBd4sp4Xd2WZ2U7DpxfFzcdW5SlHCH96yYQPTjch9SGkiDz4uuev1+BqZn2wtHsWI7NIUyuH6oCE2W53w3LGwP1Uq9Wht4Z8VfAvwSMKeNJ/Ks7lhw5o10QE7C/6UNjySC5147n+rJxQCxmJMdJ3Eg5Yltfdi4oBsNPxkrVxZPcBycUCgnsfL0GbjDlQdYhK81Z/MHPksKtJzjz5ZqbrpfDb7bLjBOTS5o+D3+fp1ZwdemoJNIaz2fZVzs8HiC/mL6MfWupBEHv+elzfVVDF6DS1dOoQdqBlSJRVClqAWxTGve+SUo55D44yqkYDZF/ak0Xn5eimUbbKcymch3b9REogqmUnkzgOe37D5iA9oGPuHmVYSAHRCYNcHwfAzK8vTx1wy7aad9MFsj8Xi8kjk2e5YgJ5DtamWDaBWQBlei/wgGWDjYjfwZpn8d3iqrSnYFGMYs2cAWdPzTQj7Gb8w1KFbuenE1+s1+PCtwB17T62270SVU+Uj8XZcmAj7RvSPWR3f6F/SHx9idY4cWm98XDuJLllPfC2ooYLXO335Y1/LBWWZKNjAWageUig5VvnRnXcwfctfWhyEpudO7kP8gcPRPsKrUFhXgdu/yfDdToY9zJbm6ZlkqoXWwLuB0wHyx/6wUtUhmsAgpYG0FzuW4GyY0cz/yp0ksamDHaAe4GqZK/xhq3NofJ0z8GZe2cJjHdugJdh45S7lSHzOVR8OHk6bJCbdF2H/di24cFUaGdq/XNz5I5va5EqNUn1Lfsas4mVtFNbu868YLS9/QrXpoeNAD9sAACAASURBVLablKT9cMyzkv7oeVFP+XZxltQlzERHc6EPxVYkI6bj6jo1iW4wWliwDs9G+zbNLBgh1Ha8OzlHsnvlUFbpahE1CntKaFKpghoFPj6LVgx4FLJA/+3izBcw0RcTs6qf95GS+f24lFrh/UakTugoxyAluOtQrdj3dvdtPTQvz/J0LYEf+sadYUbkIYUy5ES1aqnV0IL0h/LDuXPQJgMuCiqA3kw2/mv5lxSI6N62rwbu8yJOf5KNOCwO+a77li/hzu9F7jljn2/jzhH7vPkimYUv7gD3Fmxe/Ek24hAYNH7vF1WZt0y2uY9yN680f2KUcn9eYPwamMMFQnSAewo2w+Fu4rBITnJPj/Co6PgWqE4VBOe2vxz05RGHuqWNDvDPB/lsCIIgiD2AwYYgCIKYHAw2BEEQxORgsCEIgiAmB4MNQRAEMTkYbAiCIIjJwWBDEARBTI4Ng82oO7QJgiCIL47NVzb+onKCIAiCgBgRbFISsHZ89WuaCIIgviDag01OAtaKLa9fJAiCII4RTcFG3rPU6UvCg80bdQvWutpmfsmQQxAE8VXQurLxhMqXwx1/5lrZJ0kfZLjh5nHXN0EQBLFXtAabfMNG8Nra+8wTXlWCIAjii6Ax2FhCiIgkOOeNduTnBEEQxJdAY7B5ulRBwocQydo9rHgQhe2hKCUIgiCIg6Ep2MANm7J8kasc80lfbeOGDUEQxBdE+2m0cL0iQ4guo/WHCMpSxtPTqqMEBEEQxGdF+8pm4FXVGzb9ebOB6Feckz7/e/3/vuZWPrkuwTHYEARBfAnwIk6CIAhicjDYEARBEJODwYYgCIKYHAw2BEEQxORgsCEIgiAmB4MNQRAEMTkYbAiCIIjJwWBDEARBTA4GG4IgCGJyMNgQBEEQk4PBhiAIgpgcDDYEQRDE5GCwIQiCICYHgw1BEAQxORhsCIIgiMnBYEMQBEFMDgYbgiAIYnIw2BAEQRCTg8GGIAiCmBwMNgRBEMTkYLAhCIIgJgeDDUEQBDE5GGwIgiCIycFgQxAEQUwOBhuCIAhicjDYEARBEJODwWY6PF12Xdd1pxc374fvTAXPy5uu67quu1zcbd/I/ePTwUf08e/L7cVJ152/bdXI0+XWM3i/OO/Fcrt8QD3sqp18f3043Xp2PN4e74KOTYWdDCSW505QJmW0Go/V/yKNrbX0ONAabIoc/b95eJZ54uly1w5i6t5uacDPy5uuO3l+fTn0WP70XmPrSL+bGezdCrSU+8V5Syf7FnbuXvt4s08T3slAEnluh6fL7bT37fFurP5XFUDEJOVvn5c3RYwlb9h5RrJDjFjZeC15f304nYtn2QobqEgbduC+94aNDNgO8Hl580XStFGIFezl9uKkxTtMZGuTaX4+kG3jxETdvl+cb+mpx+t/owLYpKcXo/7i0+W8TW9EsEFJ0MvtxdWch9eI5+XNFMWu/Vvy1r0dp6zOA7a6zq+GSMHaPe9EUbxxXbVbUWw/kGkMdvvUcAP9f7psUgAbbPpaovzN8/Jm5kWmEcHmfnGeuM5SSC2aVCpvt8uH9UpQKRkqGSvRy/WjFKtcM5ZNkfhxQxHWa7lZohYNFsORQ15tw+R/Kl1d2xXevDGPKIO6XNytW1u1H3TGarmrbZYunb8NjagWoCR9+1JK68kyT+ybXZkrLF672SwtnDy/vvRfMYZaBi5LB/1wkLhW/S8P0sMZOuxn+f7xyWijbh9IuEgy0lJTeYY+yKUjcB5XXT29uPktlBzOfhla1frKFy8Xd8HmDeiMl60pnEqNgo67H8g/weaNUHXbQk2eStvl6Fo6pp+7Go78ivHj3t2VPsjGx7uRCKom/PZ4d7n4oavET9dC2yOdPCzag81LPDYZde3Hihf4tThH6q4itsyUpR3KpLvXuX7u3VoSPK4sjdHC8/9v7+p121h28EPpDQy4DgIDhovUxnHlIki6IEUKlTlOfdzd4CJdgPQ+yAsEuG+gR7nFSrP8+T4OV9LaK5nBV0TWandmyCFnyFl+UEWkjv78eHUxfKV/rpLPg1IKI2WcxNvfdk7iR8iM8dfd9WIRx5LV6u9mTSDtvgmEyiuHLkC9lC03u1uzLm4q/nH9zUiWSVOYuU8wO2LW/vqJKsFurN6D0Dfdca9ybU4a7ZUfR4WXg0D6pdRjEAG0vHqFHshx29PhJrKnQdeSs4/0PVIqKQU5H+WuhWw+th0ZvnpQrQKDtpP7hPEUNxzntTQsbNFsHL9sm1Ytau70Rh/PcWkrduOf2efJB23jSaaFbY6wufbiyDsb442NzRr7I7uaiBIoQy90ZczUSStvjJ25P3ocM+tUyX6s79p0FXppprG9rf5J68LYNeMv0SPsT9oFcs47c2zT4MYByI9yfFxQFG/nXaJOdjZO2MjRxtJ0PwHQ0jFPZMoDBCTHRF6p72/CIEAczriDfhm3x9MtUSOZ4HQboq51Z583r5nGuFH6+fHqzY9fP//8+naJll9+9OQ+VfuzUROM38qNp2qns7kd+ysbA2fH0J3A3Jk2J8xIPks0SqSdC5Cm5oNSWjzXXhxZZ2NG/8f6PbOPbiEcbRKN3rShlxtYo/RM0uxx3dOW3kj5vXOgfOw8D1+S40f4n8hnrUiMK3QG9qPbddGRJIPzJGeLb23s2Lw0N841QunENpdsesyq1rZTGzKwFibi8Ns136/IAXjJykYyORr72C6Ou9adfeE+gDbGPXS70JZhLjbXuGsHVljOl9x4qtWkuQyGkc1vpXvwW/a2X2fmrjvHAzPSxU6y4w77xxj8eK9tIJ5rL45JR5/Z3pOqe8aUwLUw0SebfwtW8bCd8Fu9uMDiN+1xy5mumTbL/EwQQIGF3Y1BSZtjO5JB0IPMOr9CjHZyXWtLoNpp7hP4iVBAJiKBnTFqtjWIpF8gcN9N2MRyNIrdLg671p193oWkGuN82HZZnTlr4BcEMh5OrHB2PPVNYK5+6wPQbs8+0SeJW2KPmLuozVBhJp0wHB704f6tc11/f+jr5CKQdTYPOOaLtQTGl9ht4YqJxFWjZTt8nLu/vydYzPo2B2aO7WzYMj/Y2/rp6mP65kHx3o7HoPpDB5tE1nFAE0z0D/rjqVHWYG0R+AloOqFRCNcu4K0d0q8o1seUKhQcENbQkrBr3dlHg5CxUjmVGJbVmVdoqWsPF0nZ8WTazsInXBXBonboWmDuMnM8XC114I+fDZbn+urut71soSdgk84meI/aepd8yNivMY0Fl3p5s1s9sTwhS9jIe/ouwIiBnudv2lExqUnGkciPt7t0K1ky40ewhI2ekPg0Hcs3eocHM229jKs6HSBtGVxut29NuMlLszvZ3EbKZr+1rcQG0Q8RcVHgdABKxQ0f3zWtcP2y2wuylO400mzaYJIv6Fp39gWLg65SSc3RIlAScRoV5Ni8GcFyCcbTrITaZV5v/c9RzA0eVaDmLjPHAzOy6fkJH0GBr8eyubYE9J0NPBTotdbHajNvmYg478U1iMz6247nFIbzS61V5HHj9YGz1KFVeRTCnE7Z3ueLLpjh46Qo8iA7Ah5BrEN0btsN1HCGrT0IpLvFfeRIruUpZK4A6tv297YOQOfEZCzLSjMReBm7f3P/WZ5UjkfYnJlmx15JWH/41diFr+v3K/vPnu+X/ZIz4uHxb3ck1z5OhI6hHNUNzYixrk1M2NgRCxqjNcevjfBXvknycLbuyDjg5ix7PJ7BZVJMuToOdN5138eQZ0dbj6AZMQfZu84GOW980mGFWvjiWEpttNnqTxQKhUKMU6r0cbp4SWfz+/Ezy8gVCoXC82CmAiIFg5d0NvGmu1AoFOaDieMV5sZSwmiFQqFQOGOUsykUCoXC7ChnUygUCoXZUc6mUCgUCrOjnE2hUCgUZkc5m0KhUCjMjtflbHqVX08FisfFfRvUFjo9LK1M+mlBK3xUPnySOPir6ZkKaU/7tuQI7S+8IF6Xs9nwiqKnBlAXcoezekMWFoA6BIacFJYkOSdwmp85JBKopcF+WnpWuv3asHRnc/QyNmm2ooXjCFYjjecs5vEc/XLmcrtkPstqSYzmJw9UGP/wsUq1BLI87KGKGfqDwtxYurM5Nq3pmRRBes5ScpNYNw4GJgw9LhArRJ6g97RAaX7yMOuzozCmJFtiHr1f+xlFb+GZkXE2IEMgFQ5xPsoiNKrY8BBE1trPKtYYImrLWu+XoqL+TURB5grH2hLFG1RxXVZR9bkf5BRBiDngH0T9okPnuUAur+5+6crHshoHC7Xrkt5eBIpw0JCFrNANWbNhdXTzUNOY66s3vlWyTLjhceHtsYChVF1JPlIz+a3ZHmn+yu3QOfZGyg1j+igEp0rx69va1q440UCbtu0RmkLG2nFzW1ne+1+tUU0Epk7z5dXdn54BceQR9NG7X+Hkjax2vHKzINAlyKMDWTX9yEPBmeFqT3EUjv17nhOyOxvNpuCpPjALdxvBJoYv60+XqqY6uFiAshi5JlmeCSi8nQaPNfYDyhlZUF3WXYe6yGr5abtm6cugwzbEFWzo2qy+dqXRvTYPf/GNIaQdtgverklODk6Es51j5jLPkeOt4UY0EtGHjALK0Mt7pWImXnD3YXFscNuUsfZ8MAk1AzdfjXwWlrlLPk623JynMAPiuQohs6oEIoG+IBoFP64EA4iiz2niY+sDQnq9Ev7SlO6HxEvRfghppnKBnlmcbfSDBoil3vume5l7nhkmORtMwbv53/eb1cWPXz8lu5cZbr+CCy5m2hYweKPdFVYIx1YEqIs96Z7XiaTVYHydcgRiZnK0+G2PGwnJ4W977Jn9EYM8iQEzd7fjIb+9HUa30vTWfKt7G2dnOXCSudFtpYniGRWYdWZmUZVhF2RMgHLLK8g6M0TgE3RDIk7Y6DVWRP8KaTR3TINYUnHCxvGOZ6lFg3H29uHj+hsbedfUJGFuJM2e6p42ks7G05Wbxc47w1CkJzOwxRmGn1hptMXxG2TMKm3IzOXeIuSiX2kD1Cdsbn/nK6ytq+D9wkO3u+16R/E5fhXSxdvtWsZn9Pjn2SaSGppw72LlKH6IH+Rp67oaT2i8x21TKA4zMoBsmKzH+2oWaP5GrI7F1tzePJQ4FKU6pQZ3qGhfy9ZYEX8z8rJ/Q+4v9mjuGCLvHh85ia/8sb5r+3I/8kZ5eANAlitxzzNE0tkEfK6NCDlrsKAmMVUwBt1T46GlKA7Kw4AANHOwbTrb5Kcx5TBl66YdnQ/tFxu6YcJ/uH/n/bSnXwy2F2QontyzqGlju4S8XZCm3A+j+CF+0B7JargQEXvrSBz80aOxdveXXe6rGfuKeCYQZ+4mbNAj2GoJrM/Yr8LlvGrn0JIPOn3bfTQbcOfkgAtkR06C4Wpr6MSphLgBYHLte9LhtJFyNvEOY+BjD97nYrvInpnoyOwBxbKb7L1hQpMBGl+csNko52f/DvsSrpu2qhznpaBSNrJ3/1zPzWxmOAng0EN6RtbmicwQw5gJvyHb9NgIG1kBTJu0aCEi4xiROMx94KbBiMx5U6hmseaPQocbslzkCuhGN6sRL0pQAAAv5/3iY+hLPsC1iRxDtKMKzXp0ZaN2DNKZ8D69j4E0zxx5Z2Po3Mdoqd7xqA1QS6iwfKy/2IgwPB2gtA2lkf0TcXxfdlA2zFy2i+ECCwKthrOkY6jn4f6tnns4Uc/2WDJiw5ZUaIarrJseMbqwjU8HJDNVwekAfRqNxuibhdp9fNfSzlKO8gwSC2z6HoWZvO7IKJXzpwPazZmaGcDtbDtz2Eb12qXo/Zziax0bvQwO1LBFSbhV8m5JeVlxqBLbXPdV4OeUlho94ec7wCBI3b7WCuxHnk0T0wDo7RL3PENMyNmI/Mp4Ys/MFkS+GSXP3cX4ofoEFwh0Jg+/yiei1yyGZ63lEVVyOFsebH3DX6hWAyUb6XO/qF9BwkY5+F3bfrqWg8yTnOfDxR/u37FdZhsxvUOCvWDNViehtRTUJGx3lttH8UN1DltbEyt66CTM0Wo04LE4FOQh7Gt+il0rBlUzeWe2GCcJKnnPT7v/X/z49bO18Ob+s+yUOHE3th/OGqGxfY2SZ3zhYYSh2f+iXY4Xlnk0PCvUJC5n1nBos8lODBpbgI7ftsagGKYfeWx/TANY2GOPdOOpY+kvdS4fR3nH7UVRr7wdhOd8wXYOvM78QeH5Uc5mH+zSVFEcYMkQsZdk5cSCQgvon2i1ruGc1WaG0nOFAkM5mz0gSxuc5JIwc+68EKAXAV44cECyUJgV5WwKhUKhMDvK2RQKhUJhdpSzKRQKhcLsKGdTKBQKhdlRzqZQKBQKs6OcTaFQKBRmRzmbQqFQKMyOCc5mYcXjAP3fDpjI7xCIchSzv/8IqS0bGPfPS+C7LI7yPA99TkHsh/YKTiyj5GWb/z0d+8Xb488OXRfnOcf5NN5yM9XSnhHLYsqZ6mwWJV3KyBmTWEzF78fPzywwVml4s7yaBS9SrSfDT/GCSBawSde5CfR8PxxzduxAC4fPhGCO5BHS0htqalU/G5bmC7ovf/KMWFZ5i5MOowVFvY6o+gEfxlwTbOHG9KWbOoetPCaS1cZerijZ8fX2FAvEdYmjNqicjw8tdGs2P/9qdTYcNPVO2NkE+n3EadwjMJ/DWDzzIvGQ4iUvUsQzosNaAjTp36GXHR1zODlDsncS0HkBrMmQxcM4m1YpkY3MkhdGE3HQ1Ms4m5+6Frr6CCmT5fbTMFKIbelYinwQXvuVmYFyo7qyJDQX/zyuL92vIPcwvDl6imL9WuEfmr4ogha/pzbF7clXlmnKJG90Mfa+FEz7E+xYY25AVo/fpUkUM4qTIxhS1GvQbEPAI/5hCbq+WOHKgdJ0NX3uANgGXdAe5zyYlnI1s5fJR0uqpPYs/RHnLDPNgCR1TqCK3wHmEXWUCbMeMOaFA8yCIZ44pJ1sIljzKqkrBh4HqbS3RIhm8LlaphhSAsn6gTUUDEdRYDOdJZdY3PKG7M7GpApa6z2TrkzcGVpfzS+kuI9WmpoC3s1sYCUdmVmAMBZFshfx3EeMEsqOPvNwYtGqsrue880TBrexbfznhhdEcwtiKWhWsZhQjjFNjUr5RZOi6tvCNfLwW0xBJpo9zlstXMA5Jr+CFJBSuG323ty/b8I1pHOEyxW3wRxI0QMFRMz5mQKiM6XnhPVO2VNPSsYmi9FbwzZEJuaTXMT4KWaeJbVCarJguzmaWTD54147O3R/AQ2gIVi73bl50eZxWyO3jHCrB9Wy+6tYso49D3PKJRS4rzkBUW+mfHjW2QScr9JQerrWRtxkyBDNOshsVIdvjUoFrOac6f3nx6sLZNxN1yyPb7y59s3+8+vbpeJylnMMj5v8vxRbnuadSQGSnCYiNkpMaK1n5cgCQabXMX8w0tROX6Rdg8JlTOTeIObaYD86ORr9AQ44uCxkXM0SP4dqzPQ2npiUiRkyeCKS5u3fj2sWDmynT8Cs8EA96da2JP/Ykj+/vn1RGoKJgPXjjG70fxVINuzgIQpM2WkJ2SsQikfW2SSlC4+ITGIvFrIEps3YVvQrv9pt/2DkxKa8MmlD/xUp2h/Igx0UmUDzvvccg0DLFjUxYjnq+RNpoVfK/aZTIFx4Rk6sKzsc3l6+nmNb7lzDEK7VT38ZjPpKuuKEyUg2A8wOLlCqivFiQm+4n/z1GXXiZuFo7dwIXh+O7XP/FeGydtuH+7/MMn+1CwbwWL0ah8SvIsmaqeTp6o+nwFb33GD2z0wmnc2eGg+bhcw0nGlgacOssLzY7RiiXKjf/bmARvC+Syfa5iaMNZQsISkHh/G695YqY9t6J4VwDNf3CI45O8DD2OOh54sDkq4vXelEZ2ZMuDzTBvcxWD+aIBWbQXZ/xkwGsuNwcw/uD2d+MDsmmSfZR7jBFQm545qFg9ppzKj0FgRD49/dXr3Ra76Lfx7XX6zdiI9IALVM/CqQrF3VyZXZIQrM01rq/DdfIWGknE0oXTWCcAkTThg4yYdvs9tA/St1w8SLqNFuPVAF3WycFAnHDcsmDBUCXncohe4eBcKHcU3zYjmyXofNxvrtJBjEIbuRovGeetVsWx5vv+RH3fFIS3mT1Ec+BaLue3VKbDqDjsQfbfCNbCxUfLItyI5qFvZu537H9MHxs6Ext/fvzeKsN8uwWk78VRBiVeO8rwJTzQm9V+r9v5Sz6aYKtJlTLsGl7FSC15hpnZvyeXucNfW/MptxGWtyJ+L9UyKDC38FO+6S9iad7j+++x0tQOKlHzgdoAOJ/WOpwR7cX+DkaKeH7nWwYh1nL8o2g76YyKEXLkvYSIWJU3emDWihg9Ow/F3x6DL/aOKH/OZerTbM/dkhBTM7mEB9kJYnpfGpih/ru+FZRzUL/WBy0E5nmvuLMO8poWH1ehuv1ZK/iiXrOwhXn1MVmJ0riU8HHOc0mjlIhxb1K39C1+nHNrb+VRW3+H6zWl1fvdl9C5IEw78v60+6Tok8MWlDh8NfzSlAHhVlB6OjVEfrpt7V2Y6Lp198Xb/XT5HHecdj5UZFWpfNQdikFC6v3t3m3sOSU5rtWqQc/6u1AirManXx4f5d4nTfKLXhoI6UoOjL3T/iTDYTLtmPdo+/0zYY12umg9TSh8e/9cHcEfFlQnnUsOvz7mDxsdIHMod/H+7/CgKMcmz5xIxUUQ7mx/Va6h47xXtEs/BD6UC2nbf3f5n1U97Z+FUXfIuTJG7lt/REKPvVpiNZdpr/pxdKRoG55oztNHEjqU4xXvilzpd7ifq025YHOxzlFyPzFJsKjvMV5gLJG50M5ph67OTkaWFuyc56/xd2Non82EvhdK2kTaVC7fEh8uTypAux3abv9xSOC5OzPPVF0lHMgsuWL7rqRDgUM0r2OTXnBZ2Neid8MXpg41EnCPVKdjCw+p3ho7mEbligcHRkzt2eCI5mFhKvPZwA5pbsc2rOCddGKxQKhcKpoJxNoVAoFGZHOZtCoVAozI5yNoVCoVCYHeVsCoVCoTA7ytkUCoVCYXYc39nEtXXPFJjJaipM4eH5HtRFcOIe8lO9KjCWv8Vi7inZqgOYsg6nMj6H4IcqfHDI6AUFf4/G25uwMDNilp1Nhkjn7NCvsN1FThWO8KAuYOXE5LevA1Fh6QVitikpKYWeNqIe2mtCisIjQDChMgUu8zgZZ5OvmdqraX+WeDbr89ylDbw0k5qwV5HdU8Gh9mVuTKSZ2P8pjhzh1W15Dx/bk5gph3cz72wm2LgFF6FZriSW9qAGR1WbtLOnW+8nKYW+VX3B8nqmyNU8U7JPGPMaQLic81j6wuVI3cw5G13XRBXzl39H/EW2urisjgB5eXX00xis8YmmJvbKFmx/+9sWNx3KYHRK4V5e3f2xhWOfYGl304WdWfmPzqmAFAsqCAhr5Ix1Oxw/0sU/j2tZ8deLCbID+LGV1FtilFa+aG77Y/N2QayZKIytuyxlZ+gdf7uS0sLLqkaaouiJSrRQb8E9gxrkRqZ8cmKWNt/rVk89fq4bSdBaqZ8rXan9X5S8YQWn+QQBIhZF2e39w2G3w7VSZsGw8+G63aa/glF+e7eQZcNouCpc3fiCvbjhQ1FnMQGMjJuxCWUsWzBZvJ5AnoJ283ByQZUAdiDQfIbszgayNAY0MI0005EOjewLrNS84SFHFLaKvoVT9Smpf0XxSlmqUt6H8crIJa3s9U65R1lCtpINr6sqR9hzRRhjKqvKC+scl79UY+upt7QdoaQ+krY9yAQEPIxyDLUXNNLvMmSvVjszN7RBij5gzCR6O97Td01WcjQ8OhA/1ncDT0FcNF77GPZcoBVxayFZ6kr5eD8N1ciYpmbmXRhJjobdXAY57pj+eLl4uoHLq7svnJdaEy8pLgw2o2X7HfWR0gE2j/wdAjl6Ugk/WZz1AP4gIGaUXxGVOEKaIOtsvAVnNHBNLX4/fnaOF7MhCbAhiIiy92JOBC1ndJ9OkF6onpMq4prj1nncTxCGQUCSKJZyfUfObLfkE4PSJJqAmaGhwkDHlmcmjZk0TRdIld9Ib4OOO5/aiRBK6ryMJ570XGmwmJjihI1Uj5577s47G1/tEsdB2UGJG755rz/GB8R00fBZZKMfTRaXsadTIJz432+QqTF3m0IKrrwyX87i9hg18CpxlOh90tkEBH9YMP88rg2/UK4YsBrrNiugyYO2dZLC8YW5siaeGVDudsNJogS2cX5IosnYbSLlXDWaLb/qnIru2qNbxDULG8O/jRQG7sF7zKTMD4F1FqTnCsWdtS9mbxorVdvNBwkb3WtK6e1SIJYClQnCWPOuR1+RjVo878Kn5IfdXAliAEx/EHdkn7ZcfEvJy4MZHT80ngJ65r7z69SQE5lOlmTlZrc6maASR8k+Jp1N5G9RFOvdrSYD9qrJNQBomzuxZ40snKv+Y0/h4ByDc0OxHbNme63lSbbxKe4c5GhiYDBTG1aamgotzpap10sTHTei3yYVBvbaXyZll1hD9Lf5sd4GwVhkVbFSybgx173IDJldrB98yNvt95FSK7qbUZbVyM+7oL/xsLvHKR8cum3bgO7elz8rv4cAvZ64S9sOwi3aMei7TVoMdfMo1E4GHPC9YMk0pJxNvGTwgmmpcjNS3RHRXTKu2+qrjCPngy1+QP0qmMXl2MorvTzvBBBQushzQBlX2mLKYJZKeIsj13G3qbhW51umMJy6Kiu7xKIVpxz2VeN9lMpkKDnpoV9/pJ7r8jf4V3EqhUTnn6ATys+7YFjyGw4XA4ipz+LNbmfxEa9KuS3OPiXeaz7cv0NyjMLIceArse1Q8mWTi6jEcd7ryJ9Gi3TOmFqhItbiSFcPDaLerqpApHyiiZvJ7SSXFhaAbPztmP9QZ0LEDkYdxmsHRVgcT7qK4GVg6ZP86QCdVwR5Lz0bxwBuOLYyIPMmyDDx1SsdXqgwcoiuQcAQnA6QwUMTP2GnvOR0gos1ordAiEGWnh09ZLVO4AAAHDVJREFUQP+sLJIJG/hcaGtMa+MAkYsIySmGU+hw3iU22alhF/AxYWXuvf6YWPoq8rgWfpaFJ1PM6QD8UHb/XZhr/BXZ8USLhmCyGJ38/fjZ66ePm8HJRVTC2oH9kN/ZrMx4tb98FQUb0C5nZQx3EFWXwcfrqzd+gY9+Ox6pvLn/7A/2xEktGA6Wf3x4/FseM0Una4GKrEbdlec13+QCCMH5XXl+VFmx7gFW3anvYjzV9fLMqHxc++hju952eIWBYWWSDFPr2eEm/1WHNdk6q09RyvS21zWqY7FeJYNFKLmllgVOTFFrxU3arhecuDPyjd9gFz/BGtvNY5FhZ5ddXOsQIklLjJPr4/rT7v+g1xBtbHfH1VofszP643qNXloAdkn/iqWvsBz9CaBwsgRH46CFAZPLqYSxA3RIYyy2EOdpvOg0CTyGds7vP75OnPvrjfO+znmUs08FgUVYmAU5G3Mg6vB81ALQzpz4XOsIeWa3cB44iQIkeyN96HnaPeHbPIXDsRALsyBnkzsbfUoIjvxu0EvyhXPBcRKqS4PTWBpH3QPdGHthKpZmYRbkbAqFQqFwrihnUygUCoXZUc6mUCgUCrOjnE2hUCgUZkc5m0KhUCjMjnI2hUKhUJgd5WwKhUKhMDsmUAzoA/VjoSRJ4vTi/QlwKu0sHAvtPYNnfqONFEb8LuupkN9mrolgaNn2a3YbN/++yw9XbCYgUDkGOsQZL42IoGES/MCeHybsbHzZYF2w+lC2g2fAqbSzcDy8wPuVjiRiRFDWBZbC3AMBfWq+2WHBGFA6bM7XMBdeT+QI9Q4e7t++hvdY884mmrRLrQR1nApOVanplLGsInvPUB8vIOjLIyhkOfd0mMI2/QKAjHaHCC6gRzozZJ1NqGHL0gYBwGu5RztfjzacH45ieY8H6lGOaMGPsvILarvNPR3M/Ze21DM0RYdTWJ53GT2JrLNpY4rq7Ujf3sjTRrqOFQlDe35lqGcyfOzKfT+xlYUstbTL02yvJMkbw0cytMr8Uc4xEE3u0cfGpZ9UhXzZ5vaUoVOaDENeHNzQrsWSAWLZ7N6EHx/XnTxesvBbJGXFWwFFqUvS0b5fjpwo2zsMnb28uvu17fXFj18/H1TxeapgrTQ91xM2jOYCz+KhWJ12LVdcsaZhl1d3/ygqAVAmSxhx32xImjf+M8na4RF+JN2gdYcCTLed5fkPTN4EUwC1waw+/USwrCgb4QzMIGjixH7yRigM4N1wY3WGyDobz1eK6KwVDZenUyWcmJgV1TNHQZq5NHHIOFebXSBJTkMq2o0fYqI9mSU2xPJIIxUzlckwtxn1Zf3pUsxteb1voaFwF8TSijMqUHHHE0VXcJ4gq0eSiCVrnh5T0kFRSh45T7p1qb6yRvzm/n1T7PZHRBapNMTwSMreIb3CY+hJbrQyeCKTi6/r92jotuZSsOph/UQ8N4r6U9OFMe44MI9WghnFDH6CXBKGvldypcuouxmjnW4epSgk3KkRh7cQRyO7gp2SzTApqGWFeWfFhNNojAGzzZPGddr+Di2vBJOrs4OUBjzJ9O6ulM7PGMeOekmEzJVbxkyZ+CVknTYF2uUhljXDE6S5rbPWDfSiJZTwMW5/Lw0e8Edh8YUkvoa3297cM6v2SCfBH+WdjfX3rFaSbtIMCxttaSshzymhJcbD26S2H4G67DtUA3P/gE2SWFiqIXHCxniL3hSwXRYPjSYC54TuJGxYgBEFOeRyZDlh3nmRdDYRX2nbtgdb5sBYQxZ0KFRZ2ByuboI2b/hKObaqYUw2dktbMpsudULP/gL7kqnH7k/Bur6MJkAHhbYhOzmwrZEmSNX+4pZ7lthUBL6YZK34mJSZKAMzHdA9QMMHt8UJh51cMAW6ikNYkBbWAwaihSdmdPfUtQeG0n+ctAiAQxGzTbuGZaaACoiJ/T2eCBvt+AMO7w2xhDBo4UhOQczj7JFyNl2Vur3/69LO4cz2kC1b7DpIKqtuTMx8TrVWzkkjb99ZHoelM2EjuOC6CUC4iGaLRz9uMVoe4o8zHGG8y34VxLtc9CA4qxpJlo+J3zJSA+S4hOWeMhW3gX9s3XfioOswaDfhAHqnyGxTNx2NRgDYtVDHaBTBTwfmaDdge0Qno9El1v6NcgOpKcCCGeFECPZ/NhfAgyV2AsKlmJfXeSPlbHigYAzF/ovUt6cNavoFVoOtBaYmbOAaJAzRRDodr3p2QUWTAerfJ/7Yxi3WUbk6a34XudXsCcPg3ZEg4gQbxiTLxJe2jNEGKBlpIX8cfWS8FAgsbOAnQs+q3HNvIQz2K3LBziKHvAHxJjuKrgeP49M2Dn3L+/enAJoFOHDi8zdQu+AOvps8hquTSS7zbJByNr31yyA2s2g16VBzdmAUg9xow7C1yXMIqxdlXMPtv+8CTinHuW75w13KetwtmTNj8qMxbT6wzly77p3ynX7rIxf18jiN7Gmg6O50AI2F+vYHViCQLHm6lbI3QIHaGEshTcP1OCZWhczg6IyjNRasbbFY4/lFEuld26RGw/92d1vbmMC1ezVgW0w/xYwh1kPRTaTbkUENC6aAaYOdEWwiyK9Mf93iLDpwQTqlmrG0U91zI+tsRGxUnQ702rAap7Q8yEgjGKvtT96Y5TA7My3OC17887h2Z2S3aNmCFkFyjnC8c3vW5dXdF9xZaBPHb2/uP8v+BsdkWfSgpRO+qsIVUf683ZMt2OUIuAdNOMrcDSsnDnbD0aARoUDKoSiVRORhXNPIeK8wGI5rcpJbtm04ErYip4GlWP9LOXq9iLHsMqFpmZoyzQ4aI5st7jDm0nffrvVoqzPTPv4hB18+/UP4ZqsYQBCiFP3qZ4Xl8fFrcEIB/pb2V4zM+NGfkPSzVQrluO/onBaWUojzVSXKCgvHc0bSX9vyNshdvbZBflUJm83LOpt2VDpMHhQKz4xnjaSTF0TOCTaC9zwW9vfj5+SLXy+CV3XoecALOptukK1QeG7ol7pn3GqbKNN5I3NM+Twe2gWqjvFasJQwWqFQKBTOGOVsCoVCoTA7ytkUCoVCYXaUsykUCoXC7ChnUygUCoXZUc6mUCgUCrOjnE2hUCgUZsfynU2/kOVrQns5SdXPWNoLa2eN53stcSpcpZmoCwe+30a4OJ82ohLMIa8QcXa1F8dYJmffDvZpPcPnKuGmhW5ld3P/WUuKtuooAt3s62y+3zyf9Q/q1R8Kw+y7TAviwas9Fp4BS3wdXSJZBOXwAlFB4Y/Dq34FVcaXgIM7uKcWeQqJrqw1p9RI1IKofWjtjJioN4l9nM2CFx17C3vpFsSMP+LkPu5TXlfx8+RonwKygju8X4yYcjPdk51cScqDXfV+bNCA0yGz23Al3rckwq4jWZ6h/TDZ2fx+/Hx99ebUy2x4XfmxvjuRHimOptkKmL5AtcRFAjNiLRhJwR2hX9xdTV6pHMWWPScOrGi3n3MNSbi7j5Nkr5ivayLB4GRMdTbfb3c8aYbWogUNddEnHAc0ReZ1de4t3QWhDxgrqjlqL7tVDBDvCnWBLElzqcLcwcoO3kFqDGynrIiu26aqqa80jcfAyW32yO7+xgaxIvZgMCUhsR95c0PDXeaIsFTvfFV2MZ2AUvXYGehtEbmRFAF+lok/DGusdluktNs7wHwGqzNP+jJeJicUyZTIMoMrrthUi7TQFXvNyhK62JALKvIGGNlZ2wzL+EA1Ipox1bb0eTHME43IpDS51fIi6AgRXfP2N3kQu4MYfyXxXCSNcu0kVq7DZYZggs0m2oxpzmZXpxkEnWCuSRBdwLCgXF6N6a+v4nppJiTXlhh3dYIgpvnyCudVQd4hIFba8OWYpHXqksJJTkBNmaWyMoStaztogj0FcnypaJsjIe4QZZqmBlkibdOtcGHv4rVVU6ov60/oodnbysCv7JqUIHxWTFZvcrbaYKkrHYMnmNKykYZWTqurv3Ofoi3UIsvuZcgDiTHazvFBK5zGduc7NXlOk/O2xVJ5ejvgh4tJ099Zaxo2MoEQvYlAD4ruEHJyB6BpbzP92XZtp36jvYV0UN3t6QRnI0p2g9brnlMd/bG+CwgQoTWBFKpNuc2iNR9W0gscQOG36exb8dbSZU3HfjkzPd7BKJx4rh1qKVFIUSwnEhLBz49XF3KzgvQDhIYZf6KZQrBtvHe2nQGvs0f+ti108OfXt0u0dmHPcn/0t+0s/HeXKU9PljhJanBzZysaRrXHtCjgtA04klELAekyn+9myqi/h2pAbcvD/Vu9crV2wE3ASJrmzm6IgJGJhSjg1UaulTNyf5oSCKUJ6XzCxtnYdhoWzyaIvLP5fqvFr4c7IOu2DqMZeLk0IOxGY//J0ZesHQwwrDJErIyRSRvXjZdOwR2cI2yNt36rdTbwT17pHc02WLNAF5uYDMHqXukAmkK0d66dMcU9eBy7rWvzVntlgELfGT7L/hF6d7nThYy/kCHUP8jxSLIlVDApsL0ItSjaVWgFs7bYHIuSu5w8mSaaF5EacNvSpywJVyeAdlpy8CSMTEeITIvMcPE7AN7S/OkAtsFiK1dzmYuHX/z49ZPPJoysszHxSiPRYNb5vW3GeQoNlpYaB3y7k62LnYewxsUzEMPAlFE4J5jR5vrkTSPihRPeG80brKZwuEBEK5NU9I6K+MhoCjVjFPRuww10rP2bKbcdLv6y/uZHjCsSGG1/Wz/IcOGf2G0bvY2sbXBnFhQNtMiv4aS45XDF23rRktR8lzC2LO/RfdggNr5G+kmP7u6cDAbGx4hhtDm6Q7jZjXCkhI3KwCGC9j5SzkYE0KT60nMRTEdZDMHrge8/3NlMMk9ChO9+46fHK2tleohsIneFdH1M9xklG65Mh1OejDOTE9hFtDpDFE5C+naFXgUHa2fbTmLOutMpuK2Xwl/N38MZBZ91SHjHyL1nF6J4TnDnWFKsIzxQ9uTzNzrdyEIu469cRrC75rW2LFYDpjCZME4cpI2tVsLIxELEzejFfqkzyOcL2BtLfIMVXSYWeZNft+87mz+/vl27Rhg1SgZVUX77DbK2VCry4+3u3AhJezLDahMVUrGkYIafm32rXOwwr2nuEJwO4Plzpegk/at2GNqiWctrdg9yGL1w4dmtrvlwG4vg7ANsp01u99ZNyds+Pdy/1UsEpZwf+Y7HLQnB4iORsBlf2G4fYbyO5Z/9nc3pACmawF4ktMiYD+tCzGSECRLfWjTfWdu8xcjbFt8vawf9BGTS5GdtrJFJCtFcRvYr0R2CKIubcRK04EXydU53bHql1zpgNjF0nA06s6jisH5DgLa9MqgHQqtssWBOVcLYt/jjxdf1e/ktFIA5lLziR6s/rj/pqh5jx4cDmmRkxzvc3v9l+sXPgNKzyCIw+va/+lCvTMDwX11c6/BdN4XQfutPavnxbJCNub564+M2E3uXOdpPbysbYxqM2IKjsx5D28TGaCVrBZGd7qgqckMpZReM3nAcrj3XG1955/bRn4CHMo21yLQtuLnUIp85ExLpplLGC8xYteVz0rYk8pGjXG7u30sZoaNA452lkSGvZHSEaK5hDwru0GTRDus7D21U3Zx0hxv31hGrsUR5rGpN4t5efm20JSK5h+2eBXwG5BOJx8NxXgErFAoQJ1dwYUA5myx27xh1S0JNyI7MBJFjo6cej43xsOLCq1oVCieO/KHnZaGcTRL9g5Wb7MHi2TFpb3sUJE73FgqFQ6CiuC/dmH1QzqZQKBQKs6OcTaFQKBRmRzmbQqFQKMyOcjaFQqFQmB3lbAqFQqEwO8rZFAqFQmF2JJ2NYnrwF0x9p+QsiKXj3j3fseM9oAlCpv02oALa/O8pWTGpd5PJOPYNMavVgUN34KPzv5q/kfvj6LNjV/iugyWPyStBfmdDGXg2UWFRjLN/7+8l3tufhqki870jxiLSk/RN9h/z490wrto761Jpv1dxoyLBy4DkUjraWH1ID9T8gitEmOZschMAEo28LhnP2eX9isEENeEn4yiu9Oj++Ng3jOgwZn5xFVMlTWowl++LFRM67rjJgl1Tiu0feY07xz3PFVlnM2UmAxaQ1/ZW+Zxd3t8SGU6OvS3OUSbY0WfpcW/IlwuzG+v9VirJIr776s/hOOa4NQaNH+v3A4sXYnc2JS1mERyjUi54ZJ3NTpX/o5M3toKC4VgThUsHqb/RlVAVnfjut2qamSLNzILDy2T52F1MH1TP1eSvKqrb7FdLCegKqcq06aXWym0jVuLmoOO+mC7kXJCPkHW//UPDX21XwTCQHZQBbje8vLr7V6dJ9BC1i+3MNyXT/01lgJSYWJfjG3pxB7faRK5rGLo1rB2i6xXJZ+EC1VDcw6NNbWYmzaDeflJ/mLjTc6qfKDJTg+utsieGoUMP8rYQ+5f793905BayZrgx6TAFSPG1cdDNHgW068L7oPFcMXzX+pedKLLOZqcujT7SVsnmrGIR7+xG66gJu0tGhx6FDLtsTJx+GRNFlqCCcaN6eiUyCCorbmgeDI+WprdZrXYueTd7pdsGkyGgMguSFojScbUS5cphrJ9wrW9nIyTSlh8NCYqnnGE3kZKVnkzWe3fEo8ENqbiD0WMr1t3QjQ81d5MlUOWaWi4mhv9Loci1+aBmsrOBmkld7dHIMv0B4pY3D+aUcT9BtgmW1ocj34z7wPERcsKChM2P9R3ct0kX5Wl1ZNekBB8ev//76z9iFivqRR/vgY3niqGQvOx0MeE0GlPlgBx3g2ICAUGeZ27vUj7Hl8HoHyIHk/NNkSZlWFoRt/l4Q8MKE1DjJQ29mfZJdnS+bDfEtB1aVUb/7B4UEaqHN4HNbo1UfWmiDG7IxR2MXpa/vIneeXrGjrw1YX9+fbvULLSEG3hspOlIsJVJJ2ywuM2c2o+nGc1TzPtn9DYTDh388fXVG0SNGJyYHQIJ71iI8uH+LWSEa+3/un4vf+ub6v8SKsbky04aSWcTqXJApYdGP8uvHrgEox/BZehX0U5LGinImIsGIbKqvAAzjiDDWCJrvOsdOwlGWcQ3yMGvxLrVtyHMDVjm9hyhOg2m+wPNISk1vCEVdzB6QYbS7Hja3dCCA3Bkaf1pEZjPusuWd+7GktJGQnRTMtYfIO5Jcyog9jbjxi+jTOExfNzbhP78cP0TsUlGld1h2MA31f8lVoypl500Us7GqxejU/X7dzM541WSEFXy9FTnMrJ78OyZo9sgpOsTzJnocseMEmXaRoT8t2Z4XfQJBzGg/dIWRwZP+otKs7aABMbOoKiHBjch6ieDNnjNAW8YiDsYvV7CBrhto2nwDjKOz0wqDHh6KskuQTI0qWFMgs6pIBSx344q1Nv8in5I2FCV0MTP3292zLlxvoTroWeR8X8Bjc8oRv6yk0bK2QSqHO6pweiHqySbwdsjQBQzdfsGB4oeiF/fBMQ9cvFZn1tmHh2rYJC/CX4VrIITL9tGL3PIB5mv9ENTb4TAJATpI71hIO5g9JgngEulQdbcIiuTtHPt9NVXlCYEccJAiIHRRAzTfuSj2EPI09w5Asd8ks/fdFceg/f9MqbBqIeTW9V2fiRgPmR+7vfj2tCr+6ayoD131ZMvO2mknE2gyn7T4+1aEFXzd9anA1S6kp8OwJcRxbXpYuNCZCI3DPepOWayu9IKmI/MnGldx6+/ofhG8gBFZotme/378bO7YTagqqU5BChwMixYX0vXZaxGe8rtLsQULPOhuPnoUaOp5a5WEnJ97dfU8jLh6lSbW0aKJPl8RwIh0liW1x8vbj+ncovLOGFjlphYb7sr+hbo/v34WZ6rRBePgykcUvDS8faYmejO+P8P95+DXgSN54qxz2UnjYyzAVuZFtZoQVI5hUQIeAyDSrLknfqCiP9qlPf422H/S9Y79DI26/jR3vHU4839Zx0RjgZB3vDh8W/dC3X2N14DuhPSUCPl8PZ/4n/lN38r4QlYLgEOqZamjaGLW739wEP25iZQsuy4sFBCesPgJDcZvVFk8SleH1TZPeW9vANrAMnnycyBslyi4xdf1+/FCKgGt8uCWjtQf9BM3J6qGh7qE10+pNaudM+l7wmYIGd3Ra8PcAcbcXW2wiyD4Ph4pt3ds4xFGo+EyDYE0ReoGHtddsI4jUKcyXckX+HboyeCl3qRsLAEzPE2JTj0jE7rva7CJQvHQp2N3KKaE8N7XFZ4dshgxRm+MVDIg+dU9kdL2AiAgPCZHR0+dSzU2fj97CGXFZ4f/Mx34VXABNifBTQCWVgCFupsCoVCoXBOKGdTKBQKhdlRzqZQKBQKs6OcTaFQKBRmRzmbQqFQKMyOcjaFQqFQmB3lbAqFQqEwO8rZKCaoo9zT15Mv7IeA/LFQKJwWytk8BfSCe4MVYC5MRRUdKRTOA6/R2cRUK/M8orAnzpLYo1B4hXiNzsbU65zDMZwlHcVLYI4ajoVC4QWQdTayrvvH9TdHB/Ak7YKs8W4KepsofP5K0gxVIT+gvRmga6nJB739TZI3shb6SlQsb21DGRrPS2hCauBZiG941bq2QaX4oZv0NalQNdyVGFslyqG1H9fr3cCqHzoPCsbficaUZwcKw7rcNp2VvCkUTh0pZyNJJCW7X0idpOypNkMmR5K9Uj5OGj5h7j8lsi+A2bcZQZMhkJ01dWSb37q5/+wYmcaK+o0tzUP7AMnn6NnY8CBPYeEFlBvSvbVh/7L+1EjP/GgElGLQ/ZvcFVcYSWs2Nr4NMlKbQqFwSkg5G8ctv7UXD5wRK8/ol7zyz69vl5pjMWFzO33xjZG9M6Y2JLTGVIk/1nfBSpzxn5rnyq/2Y+FtnION73LjGBlg3C/Jw6gvi1gjmcJ4Imfh7aA/LhQKJ4ZsGG23/JdmWk1+xCvetzL5KwMGyUkJEtNOzuVu6WPNDwNDPHz1X8CpLAGp6Z+8C5GbA00NkmXh3fzv++2Oo7ONoWeZ9K2VWxm5u/WXmV2d5PY2rKBIYShTb8BHXigUTguTDghsIySZVXZggALi+uBK7lGmnSVDqRG4dja3NR0M1u/DV3/dWN+s4PdzkmFadkdudAKfLeEd6hdAwk0bAweWU2D5y/CGjysMi48lG1AoFE4AfWdjlrTNWGuzEpnm0C0lr5Qxfd+8/IIXJGzI2hmkoNhHxMS+PXHAvKA2ndbympGUmy2YwdLwjv+vlqKHDhv6LS93+NsgCmq+4gqDdzZ801koFE4PfWejEyQ/P15d+NSCOXB19ITN7iv1EYX1n+Rtmf1iTtGvynWWntlNdaU7TIEX43L0dPrEP1cZaJk5J8bX3kHaa5OnaacY/K1c+O7QhE2gMO7ju93hArxJKqrpQuHkkAqjucOyTxt9jPjh8W95sDVIw4gjsBfOoERXbkjKITCUyBiNxLEPj9/R0nvMCckODme09KE1FQls9/T+sv1KtkTe/PrqjT+zMPwzXWgPury6+8edhIY313u+dlRMfsXCa7IZb9j2MYiCtvGUEUKoMLBhPt8jlKGcTaFwYjjblzr//Pp2exrHZE/gvcUKYRUKhQNxrs5me9j3pZtBm3eLX6NZDn5+vHoHj4AXCoXCHjhDZyPfyFkmZB2EZe4YdKmFRQ9moVA4CZyhsykUCoXC0lDOplAoFAqzo5xNoVAoFGaHcjb1r/7Vv/pX/+rffP/K2dS/+lf/6l/9m/3f/wEs3D1yzJzQ8gAAAABJRU5ErkJggg==" alt="" /&gt;&lt;br /&gt;&lt;img 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" alt="" /&gt;&lt;br /&gt;&lt;br /&gt;My quick take on the absurdity of this rant:&lt;br /&gt;&lt;br /&gt;&lt;span style="font-weight: bold;"&gt;“Just like gambling, its not a problem until you lose.”&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;-&amp;gt; If financial services were advertised as gambling, no-one would be complaining. We’d all be consenting adults. But the gambling is hidden and relabeled value-creation. That’s called false advertisement, and guess what: it’s illegal.&lt;br /&gt;&lt;br /&gt;&lt;span style="font-weight: bold;"&gt;“We get up at 5am &amp;amp; work till 10pm or later. We’re used to not getting up to pee when we have a position. We don’t take an hour or more for a lunch break.”&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;-&amp;gt; I don’t think you’ll still be working that hard when the reward is literally a hundredth fraction of your current salary.&lt;br /&gt;&lt;br /&gt;&lt;span style="font-weight: bold;"&gt;“Guess what: we’re going to stop buying the new 80k car, we aren’t going to leave the 35 percent tip at our business dinners anymore. No more free rides on our backs. ”&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;-&amp;gt; Seriously, that’s your argument: Wall Streeters have been creating wealth redistribution thanks to their personal over-consumption? Then &lt;a href="http://www.economist.com/blogs/dailychart/2011/09/us-household-income"&gt;explain this&lt;/a&gt;:&lt;br /&gt;&lt;br /&gt;&lt;img src="data:image/png;base64,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" alt="" /&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/9074130570436861301-6670801034677849491?l=whatyoumustread.blogspot.com' alt='' /&gt;&lt;/div&gt;</description><link>http://feedproxy.google.com/~r/WhatYouMustRead/~3/jjEL8wMy7gs/maybe-not-dinosaur-but-not-brightest.html</link><author>noreply@blogger.com (Andrew D. Bishop)</author><thr:total>0</thr:total><feedburner:origLink>http://whatyoumustread.blogspot.com/2011/10/maybe-not-dinosaur-but-not-brightest.html</feedburner:origLink></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-9074130570436861301.post-3663208017798428491</guid><pubDate>Wed, 19 Oct 2011 17:59:00 +0000</pubDate><atom:updated>2011-10-19T19:01:01.587+01:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">U.S. foreign policy</category><category domain="http://www.blogger.com/atom/ns#">asia</category><category domain="http://www.blogger.com/atom/ns#">middle east</category><title>They found the map out of there!</title><description>Finally! It's taken years, but senior U.S. foreign policy leadership has finally &lt;a href="http://www.foreignpolicy.com/articles/2011/10/11/americas_pacific_century"&gt;said it loud and clear&lt;/a&gt;: the Middle East is &lt;a href="http://www.prospectmagazine.co.uk/2007/05/themiddleofnowhere/"&gt;simply not where history is being written&lt;/a&gt;!&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/9074130570436861301-3663208017798428491?l=whatyoumustread.blogspot.com' alt='' /&gt;&lt;/div&gt;</description><link>http://feedproxy.google.com/~r/WhatYouMustRead/~3/H6Wp6Gc-ACA/they-found-map-out-of-there.html</link><author>noreply@blogger.com (Andrew D. Bishop)</author><thr:total>1</thr:total><feedburner:origLink>http://whatyoumustread.blogspot.com/2011/10/they-found-map-out-of-there.html</feedburner:origLink></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-9074130570436861301.post-7148357621748209588</guid><pubDate>Wed, 19 Oct 2011 17:54:00 +0000</pubDate><atom:updated>2011-10-19T18:57:36.065+01:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">U.S. internal affairs</category><category domain="http://www.blogger.com/atom/ns#">U.S. foreign policy</category><title>Unacceptable</title><description>&lt;a href="http://blog.foreignpolicy.com/posts/2011/10/11/nobodys_gonna_make_herman_cain_talk_about_foreign_policy_if_he_doesnt_want_to"&gt;The below comment&lt;/a&gt; is simply unacceptable from any political leader in the advanced world. In fact, the "advanced world" is a pretty bad expression and the absence of such comments in its politicians' mouths should be part of how one draws its boundaries:&lt;blockquote&gt;&lt;span class="Apple-style-span" style="color: rgb(42, 42, 42); font-family: Tahoma, Verdana, Arial, sans-serif; font-size: 13px; line-height: 17px; "&gt;“When they ask me who’s the president of Ubeki-beki-beki-beki-stan-stan, I’m gonna say, ‘You know, I don’t know, do you know?’ And then I’m gonna say, ‘How’s that gonna create more jobs?’ I wanna focus on the top priorities of this country. That’s what leaders do.”&lt;/span&gt;&lt;/blockquote&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/9074130570436861301-7148357621748209588?l=whatyoumustread.blogspot.com' alt='' /&gt;&lt;/div&gt;</description><link>http://feedproxy.google.com/~r/WhatYouMustRead/~3/qITlfMflJyo/unacceptable.html</link><author>noreply@blogger.com (Andrew D. Bishop)</author><thr:total>1</thr:total><feedburner:origLink>http://whatyoumustread.blogspot.com/2011/10/unacceptable.html</feedburner:origLink></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-9074130570436861301.post-5744723044189071091</guid><pubDate>Wed, 19 Oct 2011 17:51:00 +0000</pubDate><atom:updated>2011-10-19T18:53:36.919+01:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">iran</category><title>Tehran politics go to Washington</title><description>Domestic and foreign politics are always intertwined. Could Iran's alleged plot against the Saudi Washington Ambassador be the latest example? Meir Javedanfar &lt;a href="http://the-diplomat.com/2011/10/13/was-khamenei-reckless-or-set-up/?all=true"&gt;makes the case&lt;/a&gt;.&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/9074130570436861301-5744723044189071091?l=whatyoumustread.blogspot.com' alt='' /&gt;&lt;/div&gt;</description><link>http://feedproxy.google.com/~r/WhatYouMustRead/~3/VWT2oyJwU8Y/tehran-politics-go-to-washington.html</link><author>noreply@blogger.com (Andrew D. Bishop)</author><thr:total>0</thr:total><feedburner:origLink>http://whatyoumustread.blogspot.com/2011/10/tehran-politics-go-to-washington.html</feedburner:origLink></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-9074130570436861301.post-4990924921777953561</guid><pubDate>Wed, 19 Oct 2011 17:43:00 +0000</pubDate><atom:updated>2011-10-19T18:49:37.262+01:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">afghanistan</category><category domain="http://www.blogger.com/atom/ns#">pakistan</category><category domain="http://www.blogger.com/atom/ns#">U.S. foreign policy</category><title>It's all about the tone</title><description>I get why we might &lt;a href="http://www.reuters.com/article/2011/10/12/us-usa-afghanistan-clinton-idUSTRE79B0G220111012"&gt;negotiate with the Taliban&lt;/a&gt;. I get why we might pretend like we wouldn't and then do an about-face. But what I don't get is how we can &lt;a href="http://www.longwarjournal.org/archives/2011/09/admiral_mullen_pakis.php"&gt;chastise Pakistan so heavily&lt;/a&gt; for its ties with a terrorist group (namely the Haqqani Network) and then open the possibility of sharing a table with it just days later. Can we be surprised the Pakistani government feels slightly tossed around?&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/9074130570436861301-4990924921777953561?l=whatyoumustread.blogspot.com' alt='' /&gt;&lt;/div&gt;</description><link>http://feedproxy.google.com/~r/WhatYouMustRead/~3/DcxkD37UxVo/its-all-about-tone.html</link><author>noreply@blogger.com (Andrew D. Bishop)</author><thr:total>0</thr:total><feedburner:origLink>http://whatyoumustread.blogspot.com/2011/10/its-all-about-tone.html</feedburner:origLink></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-9074130570436861301.post-50586821728140849</guid><pubDate>Wed, 19 Oct 2011 17:39:00 +0000</pubDate><atom:updated>2011-10-19T18:42:16.525+01:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">israel</category><category domain="http://www.blogger.com/atom/ns#">terrorism</category><category domain="http://www.blogger.com/atom/ns#">middle east</category><title>Communication channels as infrastructure</title><description>Communication is like any other trade; it requires infrastructure. That's why, whether they use it or not, there's value for political actors in having channels of communication linking them. &lt;a href="http://www.stratfor.com/analysis/20111018-dispatch-israel-and-hamas-set-precedent-gilad-shalit-deal"&gt;Stratfor argues&lt;/a&gt; that's what the Gilad deal has done for Hamas and Israel: "The release of Israeli soldier Gilad Shalit in exchange for over a thousand Palestinian prisoners has set a precedent, a precedent by which Hamas and Israel have demonstrated that they can negotiate and reach a settlement." Now look for the signs of the next deal.&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/9074130570436861301-50586821728140849?l=whatyoumustread.blogspot.com' alt='' /&gt;&lt;/div&gt;</description><link>http://feedproxy.google.com/~r/WhatYouMustRead/~3/71-9pluS-Fk/communication-channels-as.html</link><author>noreply@blogger.com (Andrew D. Bishop)</author><thr:total>0</thr:total><feedburner:origLink>http://whatyoumustread.blogspot.com/2011/10/communication-channels-as.html</feedburner:origLink></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-9074130570436861301.post-4947127914761032434</guid><pubDate>Mon, 17 Oct 2011 16:13:00 +0000</pubDate><atom:updated>2011-10-17T17:16:04.092+01:00</atom:updated><title>Afghans as the ultimate hedgers</title><description>What do hedge fund managers and ordinary Afghans have in common? 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  &lt;w:lsdexception locked="false" priority="19" semihidden="false" unhidewhenused="false" qformat="true" name="Subtle Emphasis"&gt;   &lt;w:lsdexception locked="false" priority="21" semihidden="false" unhidewhenused="false" qformat="true" name="Intense Emphasis"&gt;   &lt;w:lsdexception locked="false" priority="31" semihidden="false" unhidewhenused="false" qformat="true" name="Subtle Reference"&gt;   &lt;w:lsdexception locked="false" priority="32" semihidden="false" unhidewhenused="false" qformat="true" name="Intense Reference"&gt;   &lt;w:lsdexception locked="false" priority="33" semihidden="false" unhidewhenused="false" qformat="true" name="Book Title"&gt;   &lt;w:lsdexception locked="false" priority="37" name="Bibliography"&gt;   &lt;w:lsdexception locked="false" priority="39" qformat="true" name="TOC Heading"&gt;  &lt;/w:LatentStyles&gt; &lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 10]&gt; &lt;style&gt;  /* Style Definitions */  table.MsoNormalTable  {mso-style-name:"Table Normal";  mso-tstyle-rowband-size:0;  mso-tstyle-colband-size:0;  mso-style-noshow:yes;  mso-style-priority:99;  mso-style-qformat:yes;  mso-style-parent:"";  mso-padding-alt:0cm 5.4pt 0cm 5.4pt;  mso-para-margin-top:0cm;  mso-para-margin-right:0cm;  mso-para-margin-bottom:10.0pt;  mso-para-margin-left:0cm;  line-height:115%;  mso-pagination:widow-orphan;  font-size:11.0pt;  font-family:"Calibri","sans-serif";  mso-ascii-font-family:Calibri;  mso-ascii-theme-font:minor-latin;  mso-hansi-font-family:Calibri;  mso-hansi-theme-font:minor-latin;  mso-bidi-font-family:"Times New Roman";  mso-bidi-theme-font:minor-bidi;  mso-ansi-language:FR-CH;  mso-fareast-language:EN-US;} &lt;/style&gt; &lt;![endif]--&gt;&lt;span style="font-size:10.0pt;"&gt;What else do you do in a time of uncertainty? Well I suppose if there was one thing which I think everybody is doing, it's hedging. Everybody is looking at this uncertain world and hedging against risk. I don't think many people are making big bets one way or the other. And you can see that in lots of ways. People are hedging by pushing a bit more, putting a bit more network resource in some countries. Obviously China, India, Brazil, Indonesia, a few others like that.&lt;br /&gt;&lt;br /&gt; &lt;/span&gt;  &lt;p class="MsoNormal" style="margin-bottom:0cm;margin-bottom:.0001pt;line-height: normal"&gt;&lt;span style="mso-ansi-language:EN-GB;font-size:10.0pt;" &gt;You can see it, let's say in Afghanistan – again I'm not an expert on Afghanistan and there probably are people here who are – but as I understand it, most ordinary Afghans hedge all the time because they're not quite sure who's going to end up with power. And if you don't know who's going to end up with power, you don't want to commit yourself too far one way or the other. So I think there's a lot of hedging going on.&lt;/span&gt;&lt;/p&gt;&lt;/blockquote&gt;&lt;p&gt;&lt;/p&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/9074130570436861301-4947127914761032434?l=whatyoumustread.blogspot.com' alt='' /&gt;&lt;/div&gt;</description><link>http://feedproxy.google.com/~r/WhatYouMustRead/~3/9OJlVHLRF3g/afghans-as-ultimate-hedgers.html</link><author>noreply@blogger.com (Andrew D. Bishop)</author><thr:total>0</thr:total><feedburner:origLink>http://whatyoumustread.blogspot.com/2011/10/afghans-as-ultimate-hedgers.html</feedburner:origLink></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-9074130570436861301.post-4714315618972148557</guid><pubDate>Sun, 02 Oct 2011 18:41:00 +0000</pubDate><atom:updated>2011-10-02T19:59:24.591+01:00</atom:updated><title>White academic males don't like the 1970s</title><description>As I &lt;a href="http://whatyoumustread.blogspot.com/2011/09/how-1970s-might-save-2000s.html"&gt;mentioned a few days ago&lt;/a&gt;, it recently dawned on me that there is more than a fair share of commonality between our current era of upheaval and transformation and the 1970s. In &lt;a href="http://www.amazon.com/Shock-Global-1970s-Perspective/dp/0674049047"&gt;The Shock of the Global&lt;/a&gt;, his opus on the topic, Niall Ferguson makes the interesting assertion that the 1970s were actually not as much of a crisis era as often thought of. So why this lasting image? His explanation is a fascinating --and amusing-- one:&lt;blockquote&gt;"Part of the answer may be the dominance of the literature on the period by Anglophone academics."&lt;/blockquote&gt;Indeed, the professors were typically the kind of social group that suffered most from 1970s economic woes:&lt;blockquote&gt;Professors have typically lacked the capacity for collective action which is necessary to raise nominal salaries in response to inflation /.../ The combination of double-digit inflation and public sector pay freezes seemed to threaten a generation of dons with proletarianization. Moreover, because of their social background, academics were also more likely than average citizens to own financial assets. In both American and Britain the 1970s saw negative inflation-adjusted returns on both stocks and bonds /.../ As for the money to be made from writing books and other extracurricular activities, this was substantially reduced by very high marginal tax rates.&lt;/blockquote&gt;To make matters worse, everyone seemed to turn against them socially as well:&lt;blockquote&gt;the trauma of the financial crisis was in some measure compounded by the strained relations with students (not to mention teenage sons) that characterized the period after 1968. /.../ Not only their own material circumstances getting worse, but also they found themselves accorded significantly less respect than they had been accustomed to in the classrooms and lecture halls /.../ Even at home there was no respite. For surely nothing changed more radically in Western (and especially Anglophone) societies in the 1970s than the role of women. Economic discrimination was reduced, divorce was made more equitable, contraception and abortion were made (in most countries) legal. Today these changes are conventionally celebrated as milestones on the great progressive pathway. But even to a liberal-minded professor there was much here that was unnerving--especially as elderly academics were precisely the people radical feminists most enjoyed taunting."&lt;/blockquote&gt;There you have it: a horror picture for the 60-something White academic male writing history in 1975. For what it's worth, I find this interpretation to be a thoughtful reminder of how individuals influence history and our perception of its colors.&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/9074130570436861301-4714315618972148557?l=whatyoumustread.blogspot.com' alt='' /&gt;&lt;/div&gt;</description><link>http://feedproxy.google.com/~r/WhatYouMustRead/~3/uZKeZGa5MxM/white-academic-males-dont-like-1970s.html</link><author>noreply@blogger.com (Andrew D. Bishop)</author><thr:total>0</thr:total><feedburner:origLink>http://whatyoumustread.blogspot.com/2011/10/white-academic-males-dont-like-1970s.html</feedburner:origLink></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-9074130570436861301.post-40859122439783821</guid><pubDate>Sat, 01 Oct 2011 15:08:00 +0000</pubDate><atom:updated>2011-10-01T16:13:20.133+01:00</atom:updated><title>The credit due to North Korea?</title><description>Over at Foreign Affairs, Leon Sigal &lt;a href="http://www.foreignaffairs.com/articles/68287/leon-v-sigal/negotiation-can-work-with-north-korea"&gt;makes the point&lt;/a&gt; that the West has not given enough credit to North Korea for its restraint in the nuclear realm. I have to say I'm not sure I agree with that, but Sigal does make a case worth considering:&lt;blockquote&gt;"&lt;span class="Apple-style-span"   style="color: rgb(43, 56, 65);   line-height: 20px; font-family:Georgia, 'Times New Roman', 'Bitstream Vera Serif', serif;font-size:13px;"&gt;the North has demonstrated more restraint than it is usually given credit for. Until last year, the only way for North Korea to make the fissile material it needs for nuclear weapons was to remove spent nuclear fuel from its reactor at Yongbyon and reprocess it to extract plutonium. But North Korea stopped reprocessing in 1991 -- three years before signing the 1994 Agreed Framework -- and did not resume it until 2003. Pursuant to a six-party accord reached in February 2007, it shut down its reactor at Yongbyon and has kept it shut since. In so doing, it has denied itself many bombs' worth of plutonium. &lt;/span&gt;&lt;/blockquote&gt;&lt;blockquote&gt;&lt;span class="Apple-style-span"   style="color: rgb(43, 56, 65);   line-height: 20px; font-family:Georgia, 'Times New Roman', 'Bitstream Vera Serif', serif;font-size:13px;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/blockquote&gt;&lt;blockquote&gt;&lt;span class="Apple-style-span"   style="color: rgb(43, 56, 65);   line-height: 20px; font-family:Georgia, 'Times New Roman', 'Bitstream Vera Serif', serif;font-size:13px;"&gt;Similarly, it has conducted just four sets of medium- and longer-range missile tests in twenty years. And every one of them came in direct response to disengagement by Washington or to what Pyongyang considered acts of bad faith by the United States.&lt;/span&gt;&lt;/blockquote&gt;&lt;blockquote&gt;&lt;span class="Apple-style-span"   style="color: rgb(43, 56, 65);   line-height: 20px; font-family:Georgia, 'Times New Roman', 'Bitstream Vera Serif', serif;font-size:13px;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/blockquote&gt;&lt;blockquote&gt;&lt;span class="Apple-style-span"   style="color: rgb(43, 56, 65);   line-height: 20px; font-family:Georgia, 'Times New Roman', 'Bitstream Vera Serif', serif;font-size:13px;"&gt;In Pyongyang's view, it was not alone in failing to live up to the six-party agreements -- and it has a point. In the second-phase six-party accord, Pyongyang had pledged to provide "a complete and correct declaration of all its nuclear programs" and to disable its plutonium facilities at Yongbyon, pending their permanent dismantlement. In return, it was promised energy aid, an end to U.S. sanctions, and removal from the U.S. list of state sponsors of terrorism. Pyongyang provided that declaration, but, under pressure from Seoul and Tokyo, President George W. Bush delayed the delisting and sanctions easing until Pyongyang agreed to cooperate in verifying the declaration. The 2007 accord said nothing about verification, which was left to a later phase of negotiations. Yet, even after Pyongyang accepted arrangements that might have allowed the West to ascertain exactly how much plutonium North Korea had extracted in the past, Seoul, with Washington's blessing, suspended delivery of promised fuel oil. The Obama administration continued down the same misguided course."&lt;/span&gt;&lt;/blockquote&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/9074130570436861301-40859122439783821?l=whatyoumustread.blogspot.com' alt='' /&gt;&lt;/div&gt;</description><link>http://feedproxy.google.com/~r/WhatYouMustRead/~3/_q55gLTx080/credit-due-to-north-korea.html</link><author>noreply@blogger.com (Andrew D. Bishop)</author><thr:total>0</thr:total><feedburner:origLink>http://whatyoumustread.blogspot.com/2011/10/credit-due-to-north-korea.html</feedburner:origLink></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-9074130570436861301.post-837595910302974072</guid><pubDate>Sat, 01 Oct 2011 14:39:00 +0000</pubDate><atom:updated>2011-10-01T16:07:44.425+01:00</atom:updated><title>The politics and economics behind the BRICs</title><description>Those of you with interest in political risk analysis will know that the whole sector is based on the idea that looking at a given business situation from a merely economic perspective will never tell you enough to assess your full risk picture. One of my favorite illustrations of this point is Ian Bremmer's &lt;a href="http://www.fattailbook.com/"&gt;deconstruction&lt;/a&gt; of Goldman Sachs'  &lt;a href="http://www2.goldmansachs.com/our-thinking/brics/building-better.html"&gt;projection&lt;/a&gt; of BRICs growth back in 2001. His point: Goldman's model is weak as it doesn't take political variables into account, when in fact these are particularly crucial to emerging markets' evolutions:&lt;blockquote&gt;“the BRIC story has one fundamental flaw. To combine so many complex variables into such a long-range forecast, the report’s authors had to make a series of questionable political assumptions. The largest is that the governments of these four countries would exist in pretty much the same form for the following 47 years. Given how much political systems and attitudes toward sate intervention in economies can change, that’s quite an assumption. What sort of political leadership governed Brazil, Russia, India, and China in 1956, 47 years before the Goldman report appeared? Russia formed a single republic within the Soviet Union. Only tow of the four countries, India and China, had (roughly) the same form of government they have today; India was already a democracy; China was--and still is-- a one-party authoritarian state. Brazil was a democracy in 1956--though the country later endured a period of military dictatorship between 1964 and 1985.&lt;/blockquote&gt;&lt;blockquote&gt;More importantly, in 1956, none of the BRICs pursued the economic course that they do today.”&lt;/blockquote&gt;All very well taken points. But in this light, I found it quite interesting to learn recently that Jim O'Neill, the man behind the BRIC concept at Goldman Sachs, had in fact been inspired for this &lt;i&gt;economic&lt;/i&gt; study by &lt;i&gt;political&lt;/i&gt; events --the 9/11 attacks. &lt;a href="http://www.reuters.com/article/2011/09/10/us-sept11-brics-idUSTRE78916H20110910?feedType=RSS&amp;amp;feedName=everything&amp;amp;virtualBrandChannel=11563"&gt;According to Peter Apps&lt;/a&gt;, taking stock of the United States' inclination to over-react to the attacks, O'Neill was able to foresee the likelihood that emerging markets would have the space to grow and expand over the following decade as the US would be bogged down in its own quests for revenge.&lt;div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;Talk about the interplay between politics and economics.&lt;/div&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/9074130570436861301-837595910302974072?l=whatyoumustread.blogspot.com' alt='' /&gt;&lt;/div&gt;</description><link>http://feedproxy.google.com/~r/WhatYouMustRead/~3/haxDtzomEuo/politics-and-economics-behind-brics.html</link><author>noreply@blogger.com (Andrew D. Bishop)</author><thr:total>0</thr:total><feedburner:origLink>http://whatyoumustread.blogspot.com/2011/10/politics-and-economics-behind-brics.html</feedburner:origLink></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-9074130570436861301.post-1003197765718692492</guid><pubDate>Fri, 30 Sep 2011 14:23:00 +0000</pubDate><atom:updated>2011-10-01T15:39:23.911+01:00</atom:updated><title>Why GDP doesn't tell you much</title><description>&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;w:worddocument&gt;   &lt;w:view&gt;Normal&lt;/w:View&gt;   &lt;w:zoom&gt;0&lt;/w:Zoom&gt;   &lt;w:trackmoves/&gt;   &lt;w:trackformatting/&gt;   &lt;w:punctuationkerning/&gt;   &lt;w:validateagainstschemas/&gt;   &lt;w:saveifxmlinvalid&gt;false&lt;/w:SaveIfXMLInvalid&gt;   &lt;w:ignoremixedcontent&gt;false&lt;/w:IgnoreMixedContent&gt;   &lt;w:alwaysshowplaceholdertext&gt;false&lt;/w:AlwaysShowPlaceholderText&gt;   &lt;w:donotpromoteqf/&gt;   &lt;w:lidthemeother&gt;EN-GB&lt;/w:LidThemeOther&gt;   &lt;w:lidthemeasian&gt;X-NONE&lt;/w:LidThemeAsian&gt; 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 mso-tstyle-rowband-size:0;  mso-tstyle-colband-size:0;  mso-style-noshow:yes;  mso-style-priority:99;  mso-style-qformat:yes;  mso-style-parent:"";  mso-padding-alt:0cm 5.4pt 0cm 5.4pt;  mso-para-margin-top:0cm;  mso-para-margin-right:0cm;  mso-para-margin-bottom:10.0pt;  mso-para-margin-left:0cm;  line-height:115%;  mso-pagination:widow-orphan;  font-size:11.0pt;  font-family:"Calibri","sans-serif";  mso-ascii-font-family:Calibri;  mso-ascii-theme-font:minor-latin;  mso-fareast-font-family:"Times New Roman";  mso-fareast-theme-font:minor-fareast;  mso-hansi-font-family:Calibri;  mso-hansi-theme-font:minor-latin;  mso-bidi-font-family:"Times New Roman";  mso-bidi-theme-font:minor-bidi;} &lt;/style&gt; &lt;![endif]--&gt;  &lt;p class="MsoNormal" style="margin-bottom: 0.0001pt; line-height: normal;"&gt;&lt;span style=";font-family:&amp;quot;;font-size:10.0pt;"&gt;By now we’ve probably all heard about how GDP isn’t good enough a &lt;a href="http://whatyoumustread.blogspot.com/2011/09/competitiveness-short-run-and-long.html"&gt;measure of societal prosperity and well-being&lt;/a&gt; and how important it is to find more suitable ways of assessing our successes and needs as societies. But one rarely hears about concrete examples of such statistical mismatches. That’s why I liked &lt;a href="http://www.stiglitz-sen-fitoussi.fr/documents/rapport_anglais.pdf"&gt;Joe Stiglitz’s&lt;/a&gt; so much:&lt;/span&gt;&lt;/p&gt;&lt;p class="MsoNormal" style="margin-bottom: 0.0001pt; line-height: normal;"&gt;&lt;span style=";font-family:&amp;quot;;font-size:10.0pt;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class="MsoNormal" style="margin-bottom: 0.0001pt; line-height: normal;"&gt;&lt;span style=";font-family:&amp;quot;;font-size:10.0pt;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class="MsoNormal" style="margin-bottom:0cm;margin-bottom:.0001pt;line-height: normal"&gt;&lt;span style="Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; mso-ansi-language:EN-GBfont-family:&amp;quot;;font-size:10.0pt;"&gt;“For example, traffic jams may increase GDP as a result of the increased use of gasoline, but obviously not the quality of life.”&lt;/span&gt;&lt;/p&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/9074130570436861301-1003197765718692492?l=whatyoumustread.blogspot.com' alt='' /&gt;&lt;/div&gt;</description><link>http://feedproxy.google.com/~r/WhatYouMustRead/~3/TU2MATCBd98/why-gdp-doesnt-tell-you-much.html</link><author>noreply@blogger.com (Andrew D. Bishop)</author><thr:total>0</thr:total><feedburner:origLink>http://whatyoumustread.blogspot.com/2011/09/why-gdp-doesnt-tell-you-much.html</feedburner:origLink></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-9074130570436861301.post-9169831422484328411</guid><pubDate>Mon, 26 Sep 2011 17:37:00 +0000</pubDate><atom:updated>2011-09-26T18:43:10.660+01:00</atom:updated><title>Another way out</title><description>I'm sympathetic to Stephen Walt's &lt;a href="http://walt.foreignpolicy.com/posts/2011/09/22/war_peace_and_the_world_economy"&gt;concern&lt;/a&gt; that previous great crises have often been solved through war. But I also found it interesting to be reminded &lt;a href="http://www.amazon.com/Shock-Global-1970s-Perspective/dp/0674049047"&gt;by Charles Maier&lt;/a&gt; that:&lt;blockquote&gt;Unlike "..." two earlier turbulent eras 1905-1914 and 1929-1939, events in the 1970s did not lead to a major world conflict." So there's hope! (Of course there is.)&lt;/blockquote&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/9074130570436861301-9169831422484328411?l=whatyoumustread.blogspot.com' alt='' /&gt;&lt;/div&gt;</description><link>http://feedproxy.google.com/~r/WhatYouMustRead/~3/HArxStP2iFw/another-way-out.html</link><author>noreply@blogger.com (Andrew D. Bishop)</author><thr:total>0</thr:total><feedburner:origLink>http://whatyoumustread.blogspot.com/2011/09/another-way-out.html</feedburner:origLink></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-9074130570436861301.post-6470416958045215999</guid><pubDate>Mon, 26 Sep 2011 17:29:00 +0000</pubDate><atom:updated>2011-09-26T20:44:29.629+01:00</atom:updated><title>Another take on China's reform years</title><description>I’ve always thought of China’s Cultural Revolution as the country’s last cry of hardcore Maoism before the beginning of Deng’s reform movement. In a way, that’s what it was indeed. But Odd Arne Westad suggests &lt;a href="http://www.amazon.com/Shock-Global-1970s-Perspective/dp/0674049047"&gt;an alternative interpretation&lt;/a&gt; that I find most interesting. According to him, the Cultural Revolution actually hastened China’s move toward crypto-capitalist initiatives by more than ever exposing Beijing’s central planning failures and making it necessary for China’s remote provinces, particularly in the South, to depend on their own inventiveness for survival. Hence a range of surprisingly profit-oriented tryouts, the spirit of which stayed with many of the next decade’s reformers. In short, China’s reform did not wait for Deng, and nor did it start out as a top-down policy decision.&lt;br /&gt;&lt;br /&gt;On a different note, Arne also makes a range of interesting statements about China around that period:&lt;br /&gt;&lt;br /&gt;Deng and the reformers used exchanges with the US (and the prosperity such changes could bring about) as tools to strengthen their domestic position in a context of heavy political infighting:&lt;blockquote&gt;By piggybacking onto one of the superpowers of the international system, the CCP modernizers could get what they needed to secure their position in the hothouse of Beijing politics.&lt;/blockquote&gt;&lt;br /&gt;Neither Mao nor his acolytes would have made it through IR101:&lt;blockquote&gt;&lt;blocquote&gt;Contrary to Henry Kissinger's belief that his Beijing visits brought him into the presence of strategic geniuses, Mao (in his later years), Hua Guofeng, and Deng Xiaping woudl have had trouble placing even midsized countries on the map and had only the most hazy concepts of actual American strategies abroad.&lt;/blocquote&gt;&lt;/blockquote&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/9074130570436861301-6470416958045215999?l=whatyoumustread.blogspot.com' alt='' /&gt;&lt;/div&gt;</description><link>http://feedproxy.google.com/~r/WhatYouMustRead/~3/KsFE4QBiBrc/another-take-on-chinas-reform-years.html</link><author>noreply@blogger.com (Andrew D. Bishop)</author><thr:total>0</thr:total><feedburner:origLink>http://whatyoumustread.blogspot.com/2011/09/another-take-on-chinas-reform-years.html</feedburner:origLink></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-9074130570436861301.post-8471654041794552354</guid><pubDate>Mon, 26 Sep 2011 17:25:00 +0000</pubDate><atom:updated>2011-09-26T18:29:27.087+01:00</atom:updated><title>Why aren't we good with complexity?</title><description>&lt;span class="Apple-style-span"   style="  ;font-family:Tahoma;font-size:13px;"&gt;&lt;span class="bodybold"&gt;What prevents us from dealing effectively with complexity? That is the question the Harvard Business Review &lt;a href="http://hbr.org/2011/09/embracing-complexity/ar/1"&gt;asked&lt;/a&gt; Michael Moubaussin. I like his answer:&lt;blockquote&gt;The biggest issue, in my mind, is that &lt;b&gt;humans are incredibly good at linking cause and effect—sometimes too good&lt;/b&gt;. Ten thousand years ago most cause and effect was pretty clear. And our brains evolved to deal with that.&lt;/blockquote&gt;&lt;blockquote&gt;But it means that when you see something occur in a complex adaptive system, &lt;b&gt;your mind is going to create a narrative to explain what happened—even though cause and effect are not comprehensible in that kind of system.&lt;/b&gt;&lt;/blockquote&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/9074130570436861301-8471654041794552354?l=whatyoumustread.blogspot.com' alt='' /&gt;&lt;/div&gt;</description><link>http://feedproxy.google.com/~r/WhatYouMustRead/~3/bktv6mvv1MM/why-arent-we-good-with-complexity.html</link><author>noreply@blogger.com (Andrew D. Bishop)</author><thr:total>0</thr:total><feedburner:origLink>http://whatyoumustread.blogspot.com/2011/09/why-arent-we-good-with-complexity.html</feedburner:origLink></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-9074130570436861301.post-3413674728410897918</guid><pubDate>Sun, 25 Sep 2011 17:46:00 +0000</pubDate><atom:updated>2011-09-25T18:51:27.154+01:00</atom:updated><title>Asians in debt too?!</title><description>I've &lt;a href="http://whatyoumustread.blogspot.com/2011/09/linear-view-on-ems.html"&gt;made it quite clear&lt;/a&gt; I'm not sure we can bet the house on emerging markets saving the world from a great contraction. This &lt;a href="http://blogs.ft.com/beyond-brics/2011/09/23/asian-debt-scary-stuff/#axzz1YzHkTMS1"&gt;new look&lt;/a&gt; by beyondbrics at Asian debt confirms that doubt and serves as a terrifying warning shot. The gist: Asian corporate and household debt is nearing 1997 levels. The good news: most of the region's countries are now sitting on masses of cash that will surely help them ease the pain off a potential fallback. The bad news: you don't need me to draw a picture.&lt;div&gt;&lt;br /&gt;&lt;div&gt;&lt;img class="alignnone size-full wp-image-399936" src="http://blogs.ft.com/beyond-brics/files/2011/09/Asia-credit4.jpg" alt="" width="534" height="258" /&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/9074130570436861301-3413674728410897918?l=whatyoumustread.blogspot.com' alt='' /&gt;&lt;/div&gt;</description><link>http://feedproxy.google.com/~r/WhatYouMustRead/~3/hOgRWeI29CQ/asians-in-debt-too.html</link><author>noreply@blogger.com (Andrew D. Bishop)</author><thr:total>0</thr:total><feedburner:origLink>http://whatyoumustread.blogspot.com/2011/09/asians-in-debt-too.html</feedburner:origLink></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-9074130570436861301.post-6532915846505680343</guid><pubDate>Sun, 25 Sep 2011 17:32:00 +0000</pubDate><atom:updated>2011-09-25T18:45:26.296+01:00</atom:updated><title>The solution to global governance</title><description>Could the solution to all of our global governance problems be to put our decision-makers on a spaceship and say bye-bye until they've found a common ground? Funny enough thought to &lt;a href="http://www.globaldashboard.org/2011/09/20/a-moment-of-perfect-cognitive-dissonance/"&gt;check it out&lt;/a&gt;. Reminds me of my IR classes at Johns Hopkins with Daniel Deudney, a character of great allure who used to argue we could only have peace on Earth the day the Martians attacked us.&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/9074130570436861301-6532915846505680343?l=whatyoumustread.blogspot.com' alt='' /&gt;&lt;/div&gt;</description><link>http://feedproxy.google.com/~r/WhatYouMustRead/~3/2oJGXG6zwik/solution-to-global-governance.html</link><author>noreply@blogger.com (Andrew D. Bishop)</author><thr:total>0</thr:total><feedburner:origLink>http://whatyoumustread.blogspot.com/2011/09/solution-to-global-governance.html</feedburner:origLink></item></channel></rss>

