<?xml version='1.0' encoding='UTF-8'?><?xml-stylesheet href="http://www.blogger.com/styles/atom.css" type="text/css"?><feed xmlns='http://www.w3.org/2005/Atom' xmlns:openSearch='http://a9.com/-/spec/opensearchrss/1.0/' xmlns:georss='http://www.georss.org/georss' xmlns:gd='http://schemas.google.com/g/2005' xmlns:thr='http://purl.org/syndication/thread/1.0'><id>tag:blogger.com,1999:blog-8560631747438225448</id><updated>2012-02-12T08:49:12.758-08:00</updated><category term='COntinuing Professional Credits'/><category term='J P Zachman'/><category term='process'/><category term='apple'/><category term='Moments of Truth'/><category term='Sales Outside-In'/><category term='Customer Alignment'/><category term='BPM'/><category term='sco'/><category term='Successful Customer Outcomes'/><category term='john corr'/><category term='Outside-In'/><category term='Process Management'/><category term='Successful Outcomes'/><category term='Annual Survey'/><category term='CEM'/><category term='Founder and CEO'/><category term='CPC'/><category term='CPP'/><category term='Conferences'/><category term='BP Group'/><category term='Process Improvement'/><category term='steve jobs'/><category term='Zachman International Inc.'/><category term='BPM News'/><category term='Annual Conference'/><category term='Customer Centricity'/><category term='cemmethod(tm)'/><category term='Steve Towers'/><category term='Vice President of Marketing'/><category term='Business Tools'/><category term='Author'/><category term='Sunil Dutt Jha'/><category term='google'/><category term='Certified Process Professional'/><title type='text'>BP Community</title><subtitle type='html'>The worlds original BPM community, established in 1992. As a not for profit business interest group we bring people together around the themes of Process, Productivity and Performance Improvement.</subtitle><link rel='http://schemas.google.com/g/2005#feed' type='application/atom+xml' href='http://bpcommunity.blogspot.com/feeds/posts/default'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8560631747438225448/posts/default?max-results=100'/><link rel='alternate' type='text/html' href='http://bpcommunity.blogspot.com/'/><link rel='hub' href='http://pubsubhubbub.appspot.com/'/><link rel='next' type='application/atom+xml' href='http://www.blogger.com/feeds/8560631747438225448/posts/default?start-index=101&amp;max-results=100'/><author><name>Steve Towers</name><uri>http://www.blogger.com/profile/13471754107079280881</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='http://3.bp.blogspot.com/_GQvl3tyM-1U/SLa8kl2E2jI/AAAAAAAAAJs/bHYKp4zcB74/S220/SBT_600.jpg'/></author><generator version='7.00' uri='http://www.blogger.com'>Blogger</generator><openSearch:totalResults>126</openSearch:totalResults><openSearch:startIndex>1</openSearch:startIndex><openSearch:itemsPerPage>100</openSearch:itemsPerPage><entry><id>tag:blogger.com,1999:blog-8560631747438225448.post-2688953038456119547</id><published>2012-02-05T16:36:00.000-08:00</published><updated>2012-02-05T16:36:55.711-08:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='sco'/><category scheme='http://www.blogger.com/atom/ns#' term='CPP'/><category scheme='http://www.blogger.com/atom/ns#' term='Certified Process Professional'/><category scheme='http://www.blogger.com/atom/ns#' term='Successful Customer Outcomes'/><category scheme='http://www.blogger.com/atom/ns#' term='BP Group'/><category scheme='http://www.blogger.com/atom/ns#' term='CEM'/><category scheme='http://www.blogger.com/atom/ns#' term='cemmethod(tm)'/><category scheme='http://www.blogger.com/atom/ns#' term='Process Management'/><category scheme='http://www.blogger.com/atom/ns#' term='Steve Towers'/><category scheme='http://www.blogger.com/atom/ns#' term='Successful Outcomes'/><title type='text'>Successful Customer Outcomes - delivering the Triple Crown (workshop)</title><content type='html'>&lt;div dir="ltr" style="text-align: left;" trbidi="on"&gt;&lt;div id="__ss_11435173" style="width: 425px;"&gt;&lt;b style="display: block; margin: 12px 0 4px;"&gt;&lt;a href="http://www.slideshare.net/stowers/bpgroup-pex-week-worshop" title="BPGroup &amp;amp; PEX week worshop"&gt;BPGroup &amp;amp; PEX week workshop&lt;/a&gt;&lt;/b&gt;&lt;b style="display: block; margin: 12px 0pt 4px;"&gt;The workshop from Florida in January during PEXweek &lt;/b&gt;&lt;object height="355" id="__sse11435173" width="425"&gt;&lt;param name="movie" value="http://static.slidesharecdn.com/swf/ssplayer2.swf?doc=pexbpgroupworkshopjan2012-120205182456-phpapp02&amp;stripped_title=bpgroup-pex-week-worshop&amp;userName=stowers" /&gt;&lt;param name="allowFullScreen" value="true"/&gt;&lt;param name="allowScriptAccess" value="always"/&gt;&lt;param name="wmode" value="transparent"/&gt;&lt;embed name="__sse11435173" src="http://static.slidesharecdn.com/swf/ssplayer2.swf?doc=pexbpgroupworkshopjan2012-120205182456-phpapp02&amp;stripped_title=bpgroup-pex-week-worshop&amp;userName=stowers" type="application/x-shockwave-flash" allowscriptaccess="always" allowfullscreen="true" wmode="transparent" width="425" height="355"&gt;&lt;/embed&gt;&lt;/object&gt;&lt;br /&gt;&lt;div style="padding: 5px 0 12px;"&gt;View more presentations from &lt;a href="http://www.slideshare.net/stowers"&gt;Steve Towers&lt;/a&gt;.&lt;/div&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/8560631747438225448-2688953038456119547?l=bpcommunity.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://bpcommunity.blogspot.com/feeds/2688953038456119547/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://bpcommunity.blogspot.com/2012/02/successful-customer-outcomes-delivering.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8560631747438225448/posts/default/2688953038456119547'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8560631747438225448/posts/default/2688953038456119547'/><link rel='alternate' type='text/html' href='http://bpcommunity.blogspot.com/2012/02/successful-customer-outcomes-delivering.html' title='Successful Customer Outcomes - delivering the Triple Crown (workshop)'/><author><name>Steve Towers</name><uri>http://www.blogger.com/profile/13471754107079280881</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='http://3.bp.blogspot.com/_GQvl3tyM-1U/SLa8kl2E2jI/AAAAAAAAAJs/bHYKp4zcB74/S220/SBT_600.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8560631747438225448.post-6815351187146130769</id><published>2012-01-31T15:17:00.000-08:00</published><updated>2012-01-31T15:17:39.649-08:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='sco'/><category scheme='http://www.blogger.com/atom/ns#' term='Certified Process Professional'/><category scheme='http://www.blogger.com/atom/ns#' term='Successful Customer Outcomes'/><category scheme='http://www.blogger.com/atom/ns#' term='BP Group'/><category scheme='http://www.blogger.com/atom/ns#' term='CEM'/><category scheme='http://www.blogger.com/atom/ns#' term='cemmethod(tm)'/><category scheme='http://www.blogger.com/atom/ns#' term='BPM News'/><category scheme='http://www.blogger.com/atom/ns#' term='Process Management'/><category scheme='http://www.blogger.com/atom/ns#' term='Outside-In'/><category scheme='http://www.blogger.com/atom/ns#' term='Process Improvement'/><category scheme='http://www.blogger.com/atom/ns#' term='Steve Towers'/><title type='text'>BPGroup Update, Top Blogs, 2012 CPP Program and some</title><content type='html'>&lt;div dir="ltr" style="text-align: left;" trbidi="on"&gt;&lt;div class="popular-article"&gt;               &lt;div class="user-contributed"&gt;                                              &lt;div class="summary"&gt;&lt;b&gt;Welcome from BPM Towers.  &lt;/b&gt;&lt;br /&gt;One month of the new webiste / Nine most popular process blogs / Top Articles / Top BPM Training / &lt;br /&gt;Combine that with the 50,000+ non LinkedIn members and your not for profit &lt;br /&gt;has never been so active, so drop by.... &lt;a href="http://www.linkedin.com/redirect?url=http%3A%2F%2Fbit%2Ely%2Fjoinbpgroup&amp;amp;urlhash=z5rx&amp;amp;_t=tracking_anet" rel="nofollow" target="blank"&gt;http://bit.ly/joinbpgroup&lt;/a&gt; &lt;br /&gt;&lt;br /&gt;&lt;b&gt;**Featured Blogs** &lt;/b&gt;&lt;br /&gt;&lt;br /&gt;&amp;gt; Successful Customer Outcomes &amp;lt; &lt;a href="http://www.linkedin.com/redirect?url=http%3A%2F%2Fbit%2Ely%2FSuccessfulCustomerOutcomes&amp;amp;urlhash=TGsc&amp;amp;_t=tracking_anet" rel="nofollow" target="blank"&gt;http://bit.ly/SuccessfulCustomerOutcomes&lt;/a&gt; &amp;gt; Steve Towers &lt;br /&gt;&amp;gt; Outside-In Insider &amp;lt; &lt;a href="http://www.linkedin.com/redirect?url=http%3A%2F%2Fbit%2Ely%2FOutsideInInsideOut&amp;amp;urlhash=zZo1&amp;amp;_t=tracking_anet" rel="nofollow" target="blank"&gt;http://bit.ly/OutsideInInsideOut&lt;/a&gt; &amp;gt; James Dodkins &lt;br /&gt;&amp;gt; BP Community &amp;lt; &lt;a href="http://www.linkedin.com/redirect?url=http%3A%2F%2Fbit%2Ely%2FProcessCompany&amp;amp;urlhash=ld5e&amp;amp;_t=tracking_anet" rel="nofollow" target="blank"&gt;http://bit.ly/ProcessCompany&lt;/a&gt; &amp;gt; BPGroup &lt;br /&gt;&amp;gt; Making You Think &amp;lt; &lt;a href="http://www.linkedin.com/redirect?url=http%3A%2F%2Fbit%2Ely%2FMakesYouThink&amp;amp;urlhash=NHlZ&amp;amp;_t=tracking_anet" rel="nofollow" target="blank"&gt;http://bit.ly/MakesYouThink&lt;/a&gt; &amp;gt; Ian Gotts &lt;br /&gt;&amp;gt; Janne Ohtonen &amp;lt; &lt;a href="http://www.linkedin.com/redirect?url=http%3A%2F%2Fbit%2Ely%2FJanneOhtonenBlog&amp;amp;urlhash=ANPu&amp;amp;_t=tracking_anet" rel="nofollow" target="blank"&gt;http://bit.ly/JanneOhtonenBlog&lt;/a&gt; &amp;gt; Janne Ohtonen &lt;br /&gt;&amp;gt; Process Ninja &amp;lt; &lt;a href="http://www.linkedin.com/redirect?url=http%3A%2F%2Fbit%2Ely%2FTheProcessNinja&amp;amp;urlhash=Ll0J&amp;amp;_t=tracking_anet" rel="nofollow" target="blank"&gt;http://bit.ly/TheProcessNinja&lt;/a&gt; &amp;gt; Craig Reid &lt;br /&gt;&amp;gt; BPM for Real &amp;lt; &lt;a href="http://www.linkedin.com/redirect?url=http%3A%2F%2Fbit%2Ely%2FBPMforReal&amp;amp;urlhash=hF3W&amp;amp;_t=tracking_anet" rel="nofollow" target="blank"&gt;http://bit.ly/BPMforReal&lt;/a&gt; &amp;gt; Chris Taylor &lt;br /&gt;&amp;gt; PEX Network &amp;lt; &lt;a href="http://www.linkedin.com/redirect?url=http%3A%2F%2Fbit%2Ely%2FPEX4Process&amp;amp;urlhash=TGQx&amp;amp;_t=tracking_anet" rel="nofollow" target="blank"&gt;http://bit.ly/PEX4Process&lt;/a&gt; &amp;gt; IQPC &lt;br /&gt;&amp;gt; Customer Service &amp;lt; &lt;a href="http://www.linkedin.com/redirect?url=http%3A%2F%2Fbit%2Ely%2FService4Customers&amp;amp;urlhash=UBkL&amp;amp;_t=tracking_anet" rel="nofollow" target="blank"&gt;http://bit.ly/Service4Customers&lt;/a&gt; &amp;gt; Service Untitled &lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;b&gt;**Featured Discussions** &lt;/b&gt;&lt;br /&gt;&amp;gt; Mark Barnett &amp;lt; &lt;a href="http://www.linkedin.com/redirect?url=http%3A%2F%2Flinkd%2Ein%2Fw8CEuC&amp;amp;urlhash=bS4X&amp;amp;_t=tracking_anet" rel="nofollow" target="blank"&gt;http://linkd.in/w8CEuC&lt;/a&gt; &amp;gt; Process Intuition &lt;br /&gt;&lt;br /&gt;&lt;b&gt;**2012 Coaching Program** &lt;/b&gt;&lt;br /&gt;With 150 sessions planned this year &lt;br /&gt;&amp;gt; &lt;a href="http://www.linkedin.com/redirect?url=http%3A%2F%2Fwww%2Ebpgroup%2Eorg%2Fregister-venues--dates%2Ehtml&amp;amp;urlhash=ZC-Q&amp;amp;_t=tracking_anet" rel="nofollow" target="blank"&gt;http://www.bpgroup.org/register-venues--dates.html&lt;/a&gt; &amp;lt;  &lt;br /&gt;&lt;br /&gt;&lt;b&gt;**After visting the discussions have a look at the brand new squeaky clean website** &lt;/b&gt;&lt;br /&gt;&lt;a href="http://www.linkedin.com/redirect?url=http%3A%2F%2Fwww%2Ebpgroup%2Eorg&amp;amp;urlhash=sf5W&amp;amp;_t=tracking_anet" rel="nofollow" target="blank"&gt;http://www.bpgroup.org&lt;/a&gt; &lt;br /&gt;&lt;br /&gt;and review the seminars, conferences and program for 2012 :-) &lt;br /&gt;&lt;br /&gt;**Also if you are qualified do join the closed user groups on BP Group on LinkedIn.** &lt;br /&gt;More giveaways (in December we 'released' to members 21 iPad2's!!) &lt;br /&gt;and access to all the downloads, videos, updated case studies..... &lt;br /&gt;&lt;br /&gt;On the subject of giveaways the next &lt;b&gt;London Masters comes free with an iPad2 &lt;/b&gt;to boot &lt;br /&gt;- see &lt;a href="http://www.linkedin.com/redirect?url=http%3A%2F%2Flondonpromas%2Eeventbrite%2Ecom%2F&amp;amp;urlhash=vA1i&amp;amp;_t=tracking_anet" rel="nofollow" target="blank"&gt;http://londonpromas.eventbrite.com/&lt;/a&gt; &lt;br /&gt;&lt;br /&gt;&lt;br /&gt;All the Very Best &lt;br /&gt;Steve &lt;br /&gt;&lt;br /&gt;&lt;a href="http://www.linkedin.com/redirect?url=http%3A%2F%2Fbit%2Ely%2FLinkWithSteve&amp;amp;urlhash=gjYG&amp;amp;_t=tracking_anet" rel="nofollow" target="blank"&gt;http://bit.ly/LinkWithSteve&lt;/a&gt;&lt;/div&gt;&lt;/div&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/8560631747438225448-6815351187146130769?l=bpcommunity.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://bpcommunity.blogspot.com/feeds/6815351187146130769/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://bpcommunity.blogspot.com/2012/01/bpgroup-update-top-blogs-2012-cpp.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8560631747438225448/posts/default/6815351187146130769'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8560631747438225448/posts/default/6815351187146130769'/><link rel='alternate' type='text/html' href='http://bpcommunity.blogspot.com/2012/01/bpgroup-update-top-blogs-2012-cpp.html' title='BPGroup Update, Top Blogs, 2012 CPP Program and some'/><author><name>Steve Towers</name><uri>http://www.blogger.com/profile/13471754107079280881</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='http://3.bp.blogspot.com/_GQvl3tyM-1U/SLa8kl2E2jI/AAAAAAAAAJs/bHYKp4zcB74/S220/SBT_600.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8560631747438225448.post-3330763234865235708</id><published>2012-01-30T14:38:00.000-08:00</published><updated>2012-01-30T14:38:12.397-08:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='CPP'/><category scheme='http://www.blogger.com/atom/ns#' term='Successful Customer Outcomes'/><category scheme='http://www.blogger.com/atom/ns#' term='CEM'/><category scheme='http://www.blogger.com/atom/ns#' term='Conferences'/><category scheme='http://www.blogger.com/atom/ns#' term='Sales Outside-In'/><category scheme='http://www.blogger.com/atom/ns#' term='google'/><category scheme='http://www.blogger.com/atom/ns#' term='Steve Towers'/><category scheme='http://www.blogger.com/atom/ns#' term='Successful Outcomes'/><title type='text'>The OneGoogle Policy - the Silo destroyer</title><content type='html'>&lt;div dir="ltr" style="text-align: left;" trbidi="on"&gt;Google is the epitome of an Outside-In company. Successively reducing costs, improving services and delivering consistent and growing returns for its investors. To some it seems as if there is magic underway as they struggle with changing markets, volatile customers and economic chaos.&lt;br /&gt;&lt;br /&gt;What is the secret? At it heart lies a simple formula. Align with Successful Customer Outcomes and you drive out unnecessary complexity, reducing costs and speeding service. We see this in Googles products and services everyday and on occasions our attention is drawn to a particular initiative. This very thing happened a few days ago with Googles new privacy policy launch. &lt;br /&gt;&lt;br /&gt;Here is the email many of us received:&lt;br /&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://4.bp.blogspot.com/-7GxGSm7_tSE/TycV-4UBjSI/AAAAAAAADWM/_ijE9dSnh_8/s1600/OneGoogleEmail.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="225" src="http://4.bp.blogspot.com/-7GxGSm7_tSE/TycV-4UBjSI/AAAAAAAADWM/_ijE9dSnh_8/s640/OneGoogleEmail.jpg" width="640" /&gt;&lt;/a&gt;&lt;/div&gt;Simple and elegant. A prime example of complexity removal and aligned thinking to the benefit of the customer and the organisation.&lt;br /&gt;&lt;br /&gt;Not so magic after all once you know the trick!&lt;br /&gt;&lt;br /&gt;Thanks to Mark Barnett for bringing this one home - you can reach him via &lt;a href="mailto:mark.barnett@bpgroup.org"&gt;mark.Barnett At bpgroup.org&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;For more tales of magic and successful outcomes review &lt;a href="http://www.bpgroup.org/"&gt;http://www.bpgroup.org&lt;/a&gt; and access resources. If you would like a complementary copy of the book &lt;b&gt;Outside-In The Secret of the 21st century leading companies&lt;/b&gt; drop &lt;a href="mailto:James.Dodkins@bpgroup.org"&gt;James.Dodkins At bpgroup.org&lt;/a&gt; a line with the reason why and we'll oblige.&lt;br /&gt;&lt;br /&gt;All the Best&lt;br /&gt;Steve&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/8560631747438225448-3330763234865235708?l=bpcommunity.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://bpcommunity.blogspot.com/feeds/3330763234865235708/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://bpcommunity.blogspot.com/2012/01/onegoogle-policy-silo-destroyer.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8560631747438225448/posts/default/3330763234865235708'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8560631747438225448/posts/default/3330763234865235708'/><link rel='alternate' type='text/html' href='http://bpcommunity.blogspot.com/2012/01/onegoogle-policy-silo-destroyer.html' title='The OneGoogle Policy - the Silo destroyer'/><author><name>Steve Towers</name><uri>http://www.blogger.com/profile/13471754107079280881</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='http://3.bp.blogspot.com/_GQvl3tyM-1U/SLa8kl2E2jI/AAAAAAAAAJs/bHYKp4zcB74/S220/SBT_600.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://4.bp.blogspot.com/-7GxGSm7_tSE/TycV-4UBjSI/AAAAAAAADWM/_ijE9dSnh_8/s72-c/OneGoogleEmail.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8560631747438225448.post-5642066261198559778</id><published>2011-12-13T04:27:00.000-08:00</published><updated>2011-12-13T05:05:08.073-08:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Certified Process Professional'/><category scheme='http://www.blogger.com/atom/ns#' term='Successful Customer Outcomes'/><category scheme='http://www.blogger.com/atom/ns#' term='BP Group'/><category scheme='http://www.blogger.com/atom/ns#' term='CEM'/><category scheme='http://www.blogger.com/atom/ns#' term='Moments of Truth'/><category scheme='http://www.blogger.com/atom/ns#' term='BPM'/><category scheme='http://www.blogger.com/atom/ns#' term='Process Management'/><category scheme='http://www.blogger.com/atom/ns#' term='Outside-In'/><category scheme='http://www.blogger.com/atom/ns#' term='Founder and CEO'/><category scheme='http://www.blogger.com/atom/ns#' term='Successful Outcomes'/><title type='text'>Introduction to Outside-In Thinking</title><content type='html'>&lt;div dir="ltr" style="text-align: left;" trbidi="on"&gt;&lt;br /&gt;&lt;br /&gt;&lt;b&gt;The Challenge&lt;/b&gt;&lt;br /&gt;If we consider the challenges of succeeding in business in the 21st century, most major companies would come up with a similar list:&lt;br /&gt;&lt;br /&gt;&lt;u&gt;When they talk about their customers&lt;/u&gt;&lt;br /&gt;&amp;gt; Competition is fierce, global and increasing.&lt;br /&gt;&amp;gt; Customers have become rebellious, they realise they have the right to alternatives and they frequently exercise that right.&lt;br /&gt;&amp;gt; Customers have high expectations, they demand more and unless that demand is met they will go elsewhere.&lt;br /&gt;&amp;gt; Customers demand choice, comprehensive information and the best price.&lt;br /&gt;&lt;br /&gt;&lt;u&gt;When they talk about their operations&lt;/u&gt;&lt;br /&gt;&amp;gt; Operations, structures and business flows are becoming ever more complex&lt;br /&gt;&amp;gt; The process of change is becoming ever more complex as the obvious improvements are delivered and the focus is on looking for new improvements often with diminishing returns&lt;br /&gt;&amp;gt; A significant proportion of change projects under-perform and do not achieve the desired outcome&lt;br /&gt;&amp;gt; There are so many alternative methods to effecting change out there it is difficult to select which one makes most sense for my business&lt;br /&gt;&lt;br /&gt;&lt;u&gt;When they talk about their overall business performance&lt;/u&gt;&lt;br /&gt;&amp;gt; I fundamentally believe I offer a superior product and/or service but I’m still struggling to make the returns I believe possible&lt;br /&gt;&amp;gt; I strive to be a market leader, I believe we have the capability to be a market leader but the issues above prevent me from getting there&lt;br /&gt;&amp;gt; It is difficult to markedly cut my costs without impacting my service levels&lt;br /&gt;&amp;gt; The impact of the global recession has affected my business and our fortunes won’t markedly improve until the business environment improves.&lt;br /&gt;&lt;br /&gt;There may be additional comments however this is typical of observations from companies all over the world. &amp;nbsp;And it is getting worse.&lt;br /&gt;It isn’t though we don’t have choice in improvement approaches.&amp;nbsp; As of 2011 there were over 6000 improvement methodologies all geared to helping organisations improve performance.&amp;nbsp; How do you decide which one works best?&amp;nbsp; &lt;br /&gt;&lt;br /&gt;How do you ensure sustained business improvement when the average CEO in the 21&lt;sup&gt;st&lt;/sup&gt; century lasts 3 years and each new regime brings fresh ideas but a lot of the same issues?&lt;br /&gt;&lt;br /&gt;&lt;b&gt;Origins of Outside-In&lt;/b&gt;&lt;br /&gt;Despite all the issues documented above there have been companies who have regularly ‘bucked’ the trend and posted great business results, grown significantly and sustained that growth.&amp;nbsp; For example SouthWest Airlines posts 58 consecutive quarters of profit when most of their competition made huge losses – in the case of Delta this has been billions AND more than once ‘achieved’ in just a quarter!&lt;br /&gt;&lt;br /&gt;Apple have introduced innovative new products and regularly posted impressive results and increasing market share when organisations like Motorola who used to be one of the main players in the mobile handset market have dramatically suffered despite having gone through numerous iterations of business improvement.&lt;br /&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://1.bp.blogspot.com/-kqVdUh14qIw/TudA0CqepjI/AAAAAAAADTU/TbJdwG7hSrI/s1600/Amazon-CEO-Jeff-Bezos.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"&gt;&lt;img border="0" height="192" src="http://1.bp.blogspot.com/-kqVdUh14qIw/TudA0CqepjI/AAAAAAAADTU/TbJdwG7hSrI/s320/Amazon-CEO-Jeff-Bezos.jpg" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;Outside-In has been built on the approaches and lessons learnt from those companies who have managed to beat the competition and moreover delivered market beating results on a sustained basis.&amp;nbsp; The approaches and techniques have been developed to be easily applied even to those organisations that have already been through numerous change iterations and believe they are as efficient as they could expect to get.&lt;br /&gt;&lt;br /&gt;&lt;b&gt;What is Outside-In in the context of the BP Group? &lt;/b&gt;&lt;br /&gt;1. Outside-In is a philosophy and method of managing an organisation by understanding and delivering Successful Customer Outcomes.&lt;br /&gt;2. Outside-In Process optimizes value-delivery to customers. By fusing customer-driven process with customer-centric strategies, O-I creates successful customer outcomes (SCOs) – the foundation for achieving sustainable growth and profitability in an increasingly buyer-driven marketplace.&lt;br /&gt;(Customer ProcessOne Council, May 2010)&lt;br /&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://1.bp.blogspot.com/-gDlY2jNpT5I/TudBxhZyVTI/AAAAAAAADTc/83liTjjCb7A/s1600/Pro_Master_sidebyside.png" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;&lt;img border="0" src="http://1.bp.blogspot.com/-gDlY2jNpT5I/TudBxhZyVTI/AAAAAAAADTc/83liTjjCb7A/s1600/Pro_Master_sidebyside.png" /&gt;&lt;/a&gt;&lt;/div&gt;There are many accreditations in the process space. This BP Group community is sponsored by www.bpgroup.org (not for profit) which in turn advocates the Certified Process Professional qualification&lt;br /&gt;(&lt;a href="http://www.bpgroup.org/"&gt;http://www.bpgroup.org&lt;/a&gt; ).&lt;br /&gt;There are four levels of recognition:&lt;br /&gt;&lt;br /&gt;&lt;ul type="disc"&gt;&lt;li class="MsoNormal" style="line-height: normal; mso-list: l0 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"&gt;Certified      Process Practitioner (CPP-Practitioner)&lt;/li&gt;&lt;li class="MsoNormal" style="line-height: normal; mso-list: l0 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"&gt;Certified      Process Professional (CPP-Professional)&lt;/li&gt;&lt;li class="MsoNormal" style="line-height: normal; mso-list: l0 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"&gt;Certified      Process Master (CPP-Master)&lt;/li&gt;&lt;li class="MsoNormal" style="line-height: normal; mso-list: l0 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"&gt;Certified      Process Advanced Master (CPP-AdvMaster)&lt;/li&gt;&lt;/ul&gt;A significant part of that hands-on learning is focused on Outside-In and includes discussion of various methods such as CEMMethod &lt;a href="http://www.linkedin.com/redirect?url=http%3A%2F%2Fwww%2Ecemmethod%2Ecom&amp;amp;urlhash=I5Sw" target="_blank" title="New window will open"&gt;http://www.cemmethod.com&lt;/a&gt;) &lt;br /&gt;&lt;br /&gt;There is a rapidly developing cadre of people and organisations delivering Outside-In training, consultancy and advisory services with case studies, presentations and podcasts at &lt;a href="http://www.linkedin.com/redirect?url=http%3A%2F%2Fwww%2Eoibpm%2Ecom&amp;amp;urlhash=T15o" target="_blank" title="New window will open"&gt;http://www.oibpm.com&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;The 20th Annual BP Group conference will have a strong flavour of Outside-In with notable organisations who are the pioneers of Outside-In present and delivering case studies, tutorials and workshops.&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://1.bp.blogspot.com/-gDlY2jNpT5I/TudBxhZyVTI/AAAAAAAADTc/83liTjjCb7A/s1600/Pro_Master_sidebyside.png" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;/div&gt;Not least of which is the fifth book - Outside-In, now in its third edition (&lt;a href="http://www.linkedin.com/redirect?url=http%3A%2F%2Fwww%2Eoutsideinthesecret%2Ecom&amp;amp;urlhash=46FI" target="_blank" title="New  window will open"&gt;http://www.outsideinthesecret.com&lt;/a&gt;)&lt;br /&gt;&lt;br /&gt;&lt;b&gt;Outside-In Themes &lt;/b&gt;&lt;br /&gt;Outside-In has been developed with a number of supporting themes designed to help the organisation apply and deliver business improvement on a sustained basis.&lt;br /&gt;&lt;br /&gt;&lt;u&gt;Exclusive focus on Successful Customer Outcome&lt;/u&gt;&lt;br /&gt;The approach we have distilled from global leading companies, which we call Customer Expectation Management Method (CEMMethod&lt;sup&gt;TM&lt;/sup&gt;), has a set of principles and philosophy that ensures everything you do is aligned to and improves the SCO. CEMM helps an organization bring their processes, systems, strategy and people into ‘outside-in’ alignment.&lt;br /&gt;&lt;br /&gt;Every company in business today will impact Successful Customer Outcome to a degree – they have to otherwise customers would not buy.&amp;nbsp; Outside-In is built on the philosophy that the better a company understands Successful Customer Outcomes the more business it will win as a result.&amp;nbsp; Further applying the thinking takes you to places (i.e. business opportunities) that your competition has never been able to exploit and perhaps never thought about.&lt;br /&gt;&lt;br /&gt;Apple are producing applications that people never thought they needed whereas Nokia who have built what they believe is a technology superior mobile phone has had to re-think their approach to business amidst falling revenues and margins.&amp;nbsp; Southwest are close to the era of the free flight ticket and enjoying consistent profitability whereas British Airways are going through possibly the worst business fortunes in its history.&amp;nbsp; If you think about it, an airline is a business which are made up of the same commodity components – similar aeroplanes, customers with roughly the same wants/needs, airports with the ability to offer the same services (if they choose) – yet some operators are flying high and others are sinking towards government bailout or bankruptcy.&amp;nbsp; Both southwest and BA will claim customer centricity but Outside-In defines the important outcome components that are critical to business success and under this lens it becomes very clear that BA is left wanting.&lt;br /&gt;&lt;br /&gt;&lt;u&gt;Efficient delivery of the SCO&lt;/u&gt;&lt;br /&gt;Outside-In is designed on the premise if a process or operation does NOT contribute to the Successful Customer Outcome - you don’t do it!&amp;nbsp; On first analysis this may appear a difficult to rationalise in a practical sense – most organisations have non-customer facing departments – how can the principle of the SCO still apply?&lt;br /&gt;&lt;br /&gt;Non customer facing business areas may not directly ‘touch’ the customer but they are almost always connected to customer facing areas as a support or policing function.&amp;nbsp; Unless these non-facing customer departments are also aligned to the SCO then at best they carry out unnecessary tasks which increase the cost base and at worst significantly prevent the achievement of the SCO.&lt;br /&gt;Examples of how non-customer facing can impact the SCO:&lt;br /&gt;&lt;ul type="disc"&gt;&lt;li class="MsoNormal" style="line-height: normal; mso-list: l1 level1 lfo2; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"&gt;An HR      department for a software company might change the rewards that the sales      function receive to better align with the SCO. This encourages active qualification and      delivery against real customer needs rather than traditionally on revenue      contracted which may cause non-customer centric behaviour (to get ‘a deal’      leaving a legacy of problems and reduced future business potential      downstream).&lt;/li&gt;&lt;li class="MsoNormal" style="line-height: normal; mso-list: l1 level1 lfo2; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"&gt;The      finance department with a good understanding on expense run rates may have      a trust based process for all expenses within a specified threshold for      the sales and delivery teams.&amp;nbsp; The cost of extra expenses is more      than off-set by reduced manual effort and the sales/delivery functions      left to focus on their core objectives.&lt;/li&gt;&lt;li class="MsoNormal" style="line-height: normal; mso-list: l1 level1 lfo2; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"&gt;A      printing company may decide to remove all its print shops because the      customer can now define exactly how he/she wants the delivery to look via      a simple downloadable print tool and the SCO says the delivery comes to a      place of my choosing when I want – I no longer have to go anywhere to discuss/review/pick-up      etc&lt;/li&gt;&lt;li class="MsoNormal" style="line-height: normal; mso-list: l1 level1 lfo2; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"&gt;A lift      manufacturer may decide to outsource the manufacture of its lift doors but      not the open/closing mechanism because the door itself can be produced to      the specification required and the implication on the SCO is easy to      control.&lt;/li&gt;&lt;li class="MsoNormal" style="line-height: normal; mso-list: l1 level1 lfo2; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"&gt;A      fashion company may decide to centralise its production operations close      to its operational headquarters rather than the traditional low cost      production centres in China because it can facilitate high velocity in its      design to shop floor objective that the customer demands.&lt;/li&gt;&lt;/ul&gt;These are simple examples as a means to illustrate but in most organisations who have not been put through the ‘Outside-In lens’ there are numerous other examples, which traditional techniques e.g. Six Sigma and Lean fail to identify.&lt;br /&gt;&lt;br /&gt;In other words Outside-In thinking helps firstly to identify work that does not contribute to the SCO – which is removed, and secondly helps identify work that does contribute to the SCO and optimises.&lt;br /&gt;&lt;br /&gt;&lt;u&gt;Organised to sustain performance change focus&lt;/u&gt;&lt;br /&gt;Outside-In is more than a series of tools and techniques to view and improve our business.&amp;nbsp; It is designed as ‘practical thinking’ or a ‘business attitude’ to be orientated to as much of the business that the practitioner or management requires.&amp;nbsp; If implemented to the greatest degree then a company may design and represent its organisation charts around the customer with the customer as the driving central theme.&amp;nbsp; It may represent performance measures using Outside-In measures as its KPIs.&lt;br /&gt;&lt;br /&gt;The thinking does not prevent other techniques from being used in analysing and improving our business but it does ensure Successful Outcome is maintained as a central theme even when CEO’s, boards and senior managers change.&amp;nbsp; If focus is only maintained at a tools and techniques level they tend to be pigeon holed into a specific silo and more likely to become forgotten or ignored as the latest panacea for change raises its head.&lt;br /&gt;&lt;br /&gt;&lt;u&gt;Taking the Complexity out of how we view our business&lt;/u&gt;&lt;br /&gt;One of the issues that change practitioners face is that of the underlying complexity of the business we are trying to improve or change.&amp;nbsp; When we move from high level management representations to process detail, a much more complex picture emerges which we have defined on the basis on that’s what we do.&amp;nbsp; But if we look at that process again from the customer viewpoint then the process is very different.&amp;nbsp; Outside-In shows that the way we traditionally view process is an illusion and prevents us from viewing business in a way to enable significant change.&amp;nbsp; Viewing what we do from the perspective of the customer enables us to think of performance change initiatives that would never been possible if we had studied our business from the traditional left to right top to bottom basis inherited from the industrial era.&lt;br /&gt;&lt;br /&gt;How many changes to the way we do business seem obvious once we have identified what they are but somehow eluded us when we are looking at our businesses as a ‘haystack’ of processes?&lt;br /&gt;&lt;br /&gt;&lt;u&gt;Developing a methodology we can all apply&lt;/u&gt;&lt;br /&gt;Sustained change is best effected if it can be articulated in a way the whole organisation can understand and be part of.&amp;nbsp; Keep it simple.Too many people surround themselves with a jargon and levels of complexity in an attempt to create mystique around their work. This is confusing, expensive and debilitating.&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://3.bp.blogspot.com/-LgBEsMRBM6U/TudEehuDwsI/AAAAAAAADTs/xlrb0HVCP_c/s1600/cemmethod_graphic.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"&gt;&lt;img border="0" src="http://3.bp.blogspot.com/-LgBEsMRBM6U/TudEehuDwsI/AAAAAAAADTs/xlrb0HVCP_c/s1600/cemmethod_graphic.jpg" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;br /&gt;The thinking, tools and techniques within Outside-In can be applied directly to our own organisations after less than a week of training.&amp;nbsp; The terminology used can be adopted if necessary across an enterprise although in reality many will apply the tools and making changes without ever having to be too specific as to the techniques used.&amp;nbsp; This may range from the individual improving performance to a broader remit such as influence with change programmes at the corporate level.&amp;nbsp; Change which the whole organisation can relate to and understand is more likely to succeed than change prescribed by specialists using consultantese.&lt;br /&gt;&lt;br /&gt;The world’s most successful organisations are often characterised as those where the staff are seen to be driving and feel part of the business.&amp;nbsp; &lt;b&gt;Giving staff a practical understanding of the techniques that enable change will turn change into an opportunity rather than a perceived threat.&lt;/b&gt;&lt;br /&gt;&lt;br /&gt;&lt;u&gt;Success Measures aligned to business delivery&lt;/u&gt;&lt;br /&gt;Ultimately any change has to be judged under the measures that directly relate to the business – revenue, cost base, shareholder value, market penetration as well as softer but still important qualitative measures e.g. customer satisfaction, market reaction, analyst appraisal.&lt;br /&gt;&lt;br /&gt;Outside-In can impact all of these measures and moreover simultaneously – this is referred to as the Triple Crown.&lt;br /&gt;&lt;span style="color: black; font-family: &amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 11pt;"&gt;&lt;br /&gt;… more soon …&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="color: black; font-family: &amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 11pt;"&gt;Join us: &lt;/span&gt;&lt;a href="http://www.bpgroup.org/"&gt;&lt;span style="font-family: &amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 11pt;"&gt;http://www.bpgroup.org&lt;/span&gt;&lt;/a&gt;&lt;span style="color: black; font-family: &amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 11pt;"&gt; &lt;/span&gt;&lt;br /&gt;&lt;a href="http://www.bpmbox.com/"&gt;&lt;span style="font-family: &amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 11pt;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/a&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://2.bp.blogspot.com/-ILRdZOQ-bmM/TudB_GBCAwI/AAAAAAAADTk/KrjzseYURm0/s1600/BPGroup_Practical_Experience.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="113" src="http://2.bp.blogspot.com/-ILRdZOQ-bmM/TudB_GBCAwI/AAAAAAAADTk/KrjzseYURm0/s400/BPGroup_Practical_Experience.jpg" width="400" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;span style="font-family: &amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 11pt;"&gt;&amp;nbsp;&lt;/span&gt;&lt;span style="color: black; font-family: &amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 11pt;"&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/8560631747438225448-5642066261198559778?l=bpcommunity.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://bpcommunity.blogspot.com/feeds/5642066261198559778/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://bpcommunity.blogspot.com/2011/12/introduction-to-outside-in-thinking.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8560631747438225448/posts/default/5642066261198559778'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8560631747438225448/posts/default/5642066261198559778'/><link rel='alternate' type='text/html' href='http://bpcommunity.blogspot.com/2011/12/introduction-to-outside-in-thinking.html' title='Introduction to Outside-In Thinking'/><author><name>Steve Towers</name><uri>http://www.blogger.com/profile/13471754107079280881</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='http://3.bp.blogspot.com/_GQvl3tyM-1U/SLa8kl2E2jI/AAAAAAAAAJs/bHYKp4zcB74/S220/SBT_600.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://1.bp.blogspot.com/-kqVdUh14qIw/TudA0CqepjI/AAAAAAAADTU/TbJdwG7hSrI/s72-c/Amazon-CEO-Jeff-Bezos.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8560631747438225448.post-5989238845185778538</id><published>2011-12-08T22:45:00.000-08:00</published><updated>2011-12-08T22:45:46.365-08:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Customer Centricity'/><category scheme='http://www.blogger.com/atom/ns#' term='Customer Alignment'/><category scheme='http://www.blogger.com/atom/ns#' term='Certified Process Professional'/><category scheme='http://www.blogger.com/atom/ns#' term='Successful Customer Outcomes'/><category scheme='http://www.blogger.com/atom/ns#' term='BP Group'/><category scheme='http://www.blogger.com/atom/ns#' term='Conferences'/><category scheme='http://www.blogger.com/atom/ns#' term='BPM News'/><category scheme='http://www.blogger.com/atom/ns#' term='Sales Outside-In'/><category scheme='http://www.blogger.com/atom/ns#' term='Outside-In'/><category scheme='http://www.blogger.com/atom/ns#' term='Steve Towers'/><category scheme='http://www.blogger.com/atom/ns#' term='Successful Outcomes'/><title type='text'>UPDATE IS FOR CERTIFIED PROCESS PROFESSIONALS</title><content type='html'>&lt;div dir="ltr" style="text-align: left;" trbidi="on"&gt;The BPGroup is 20 years old in 2012. &lt;br /&gt;&lt;br /&gt;**THANKS TO YOU**&lt;br /&gt;An enormous thank you goes to you, the qualified members of the community, for making 2011 our busiest year on record. I have completed a brief review of the who and what for 2011, with a teaser for 2012 also.&lt;br /&gt;&lt;br /&gt;Before anything else though are you registered with the BP Group? That way you get all the latest resources, case studies, videos and of course networking opportunity. To check YOU ARE REGISTERED (it is free of course) click here:&lt;br /&gt;&lt;a href="http://bit.ly/joinbpgroup"&gt;http://bit.ly/joinbpgroup&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;**UPDATED BOOK**&lt;br /&gt;For those already registered have you joined your Closed Groups, specifically for your skill set and interest? Click below to check and then download the latest version of 'Outside-In, the secret of the 21st centuries leading companies' now in its fifth edition (available until 31 Dec 2011).&lt;br /&gt;&lt;br /&gt;Certified Process Professionals: &amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;br /&gt;&lt;a href="https://bitly.com/certifiedProcessProfessional"&gt;https://bitly.com/certifiedProcessProfessional&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;**REVIEW OF PROGRESS**&lt;br /&gt;It promises to be the busiest year ever for the community as the full impact of Enterprise BPM aka Outside-In is understood and applied around the planet. As part of tHis growth there are FIVE global conferences SPONSORED by the BPGroup in the first four months of the year in the US, Europe, South Africa and SE Asia. Apply directly and claim your discount (we'll see you there!) &lt;br /&gt;&lt;br /&gt;BPGROUP CONFERENCE IN ASSOCIATION WITH IQPC – PEX 2012 USA&lt;br /&gt;Lake Buena Vista, Florida, USA - January 16-19, 2012: &lt;a href="http://bit.ly/PEX2012%20"&gt;http://bit.ly/PEX2012 &lt;/a&gt;&lt;br /&gt;&lt;br /&gt;PROCESS EXCELLENCE WEEK – PEX 2012 SOUTH AFRICA&lt;br /&gt;Achieving the 'Triple Crown' – increasing revenue, improving the customer experience and reducing costs&lt;br /&gt;Cape Town, South Africa – February 20-24, 2012: &lt;a href="http://bit.ly/SouthAfricaProcessExcellence"&gt;http://bit.ly/SouthAfricaProcessExcellence&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;CUSTOMER CENTRICITY AND PROCESS ORIENTATION with Marcus Evans&lt;br /&gt;Kuala Lumpur, Malaysia – March 19-21, 2012 : &lt;a href="http://bit.ly/BPMandCustomerCentricity"&gt;http://bit.ly/BPMandCustomerCentricity&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;BPM SUMMIT 2012 - IT WEB ANNUAL CONFERENCE&lt;br /&gt;Johannesburg, South Africa – April 17-18 :&lt;a href="http://www.blogger.com/%20http://bit.ly/SouthAfricaBPM"&gt; http://bit.ly/SouthAfricaBPM&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;BPGROUP CONFERENCE IN ASSOCIATION WITH IQPC – PEX 2012 Europe&lt;br /&gt;London, England – April 23-27, 2012 : &lt;a href="http://bit.ly/PEX2012_London"&gt;http://bit.ly/PEX2012_London&lt;/a&gt;&amp;nbsp; &lt;br /&gt;&lt;br /&gt;**EATING OUR OWN DOGFOOD** (as they say at Google)&lt;br /&gt;New webiste: &lt;br /&gt;&lt;a href="http://www.bpgroup.org/"&gt;http://www.bpgroup.org&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;**MEET YOUR BPGROUP MANAGEMENT TEAM**&lt;br /&gt;&lt;a href="http://www.oibpm.com/"&gt;http://www.oibpm.com&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;**OUTSIDE-IN RESOURCES:**&lt;br /&gt;&lt;br /&gt;OUTSIDE-IN OVERVIEW: &lt;a href="http://www.successfulcustomeroutcomes.net/2011/04/outside-in-and-its-potential-with-steve.html"&gt;http://www.successfulcustomeroutcomes.net/2011/04/outside-in-and-its-potential-with-steve.html&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;HARVARD PERSPECTIVE: &lt;a href="https://businessprocess.box.net/shared/zqb1z083ub%20"&gt;https://businessprocess.box.net/shared/zqb1z083ub &lt;/a&gt;&lt;br /&gt;&lt;br /&gt;WHARTON PERSPECTIVE: &lt;br /&gt;&lt;a href="https://businessprocess.box.net/shared/tshqkxkdqe%20"&gt;https://businessprocess.box.net/shared/tshqkxkdqe &lt;/a&gt;&lt;br /&gt;&lt;br /&gt;FOLLOWING BLOG/ARTICLES: &lt;br /&gt;&lt;a href="http://www.successfulcustomeroutcomes.net/"&gt;http://www.successfulcustomeroutcomes.net/&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;MANAGEMENT GURU’S: &lt;br /&gt;&lt;a href="http://linkd.in/ManagementGurus"&gt;http://linkd.in/ManagementGurus&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;THE STATE OF THE BPM INDUSTRY &lt;br /&gt;&lt;a href="http://bit.ly/BPM_StateoftheIndustry%20"&gt;http://bit.ly/BPM_StateoftheIndustry &lt;/a&gt;&lt;br /&gt;&lt;br /&gt;STEVE TOWERS PRESENTATIONS: &lt;br /&gt;&lt;a href="http://www.slideshare.net/stowers/"&gt;http://www.slideshare.net/stowers/&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;For the moment,&lt;br /&gt;All the Best&lt;br /&gt;Steve&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/8560631747438225448-5989238845185778538?l=bpcommunity.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://bpcommunity.blogspot.com/feeds/5989238845185778538/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://bpcommunity.blogspot.com/2011/12/update-is-for-certified-process.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8560631747438225448/posts/default/5989238845185778538'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8560631747438225448/posts/default/5989238845185778538'/><link rel='alternate' type='text/html' href='http://bpcommunity.blogspot.com/2011/12/update-is-for-certified-process.html' title='UPDATE IS FOR CERTIFIED PROCESS PROFESSIONALS'/><author><name>Steve Towers</name><uri>http://www.blogger.com/profile/13471754107079280881</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='http://3.bp.blogspot.com/_GQvl3tyM-1U/SLa8kl2E2jI/AAAAAAAAAJs/bHYKp4zcB74/S220/SBT_600.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8560631747438225448.post-6740874918501271869</id><published>2011-12-03T14:52:00.000-08:00</published><updated>2011-12-03T14:52:01.544-08:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='CPC'/><category scheme='http://www.blogger.com/atom/ns#' term='CPP'/><category scheme='http://www.blogger.com/atom/ns#' term='Certified Process Professional'/><category scheme='http://www.blogger.com/atom/ns#' term='Conferences'/><category scheme='http://www.blogger.com/atom/ns#' term='COntinuing Professional Credits'/><title type='text'>Business Process Professionals Recommended Conferences 2012</title><content type='html'>&lt;div dir="ltr" style="text-align: left;" trbidi="on"&gt;The first four months of 2012 sees several EXCELLENT events in association with the BP Group. Attending will gain you your&lt;b&gt;&lt;span style="color: red;"&gt; Continuing Professional Credits®&lt;/span&gt;&lt;/b&gt;, and provide access to the very latest in Outside-In thinking and practice from colleagues and partners.&lt;br /&gt;&lt;br /&gt;Join us for five conferences in USA, Europe, South Africa and Malaysia in 17 weeks!&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;div class="MsoNormal"&gt;&lt;b style="font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;"&gt;&lt;span style="color: black; font-size: 10pt;"&gt;BPGROUP CONFERENCE IN ASSOCIATION WITH IQPC – PEX 2012 USA&lt;/span&gt;&lt;/b&gt;&lt;span style="color: #002060;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;b style="font-family: Verdana,sans-serif;"&gt;&lt;span style="color: #002060; font-size: 7pt;"&gt;Lake Buena Vista, Florida, USA - January 16-19, 2012: &lt;/span&gt;&lt;/b&gt;&lt;span style="font-family: Verdana,sans-serif;"&gt;&lt;a href="http://bit.ly/PEX2012"&gt;&lt;span style="border: 1pt none windowtext; color: #006699; font-size: 8pt; padding: 0cm;"&gt;http://bit.ly/PEX2012&lt;/span&gt;&lt;/a&gt;&lt;/span&gt;&lt;br /&gt;&lt;b&gt;&lt;span style="color: #002060; font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 7pt;"&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;b style="font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;"&gt;&lt;span style="color: black; font-size: 10pt;"&gt;PROCESS EXCELLENCE WEEK – PEX 2012 SOUTH AFRICA&lt;/span&gt;&lt;/b&gt;&lt;b&gt;&lt;span style="color: #002060; font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 7pt;"&gt;&lt;br /&gt;&lt;i style="font-family: Verdana,sans-serif;"&gt;Achieving the 'Triple Crown' – increasing revenue, improving the customer experience and reducing costs&lt;/i&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;div style="font-family: Verdana,sans-serif;"&gt;&lt;b&gt;&lt;span style="color: #002060; font-size: 7pt;"&gt;Cape Town, South Africa – February 20-24, 2012: &lt;/span&gt;&lt;/b&gt;&lt;b&gt;&lt;span style="color: #002060; font-size: 7pt;"&gt;&lt;a href="http://bit.ly/SouthAfricaProcessExcellence"&gt;http://bit.ly/SouthAfricaProcessExcellence&lt;/a&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;br /&gt;&lt;b style="font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;"&gt;&lt;span style="color: black; font-size: 10pt;"&gt;CUSTOMER CENTRICITY AND PROCESS ORIENTATION with Marcus Evans&lt;/span&gt;&lt;/b&gt;&lt;span style="color: #002060;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;b style="font-family: Verdana,sans-serif;"&gt;&lt;span style="color: #002060; font-size: 7pt;"&gt;Kuala Lumpur, Malaysia – March 19-21, 2012 :&lt;/span&gt;&lt;/b&gt;&lt;span style="font-family: Verdana,sans-serif;"&gt; &lt;/span&gt;&lt;a href="http://bit.ly/BPMandCustomerCentricity" style="font-family: Verdana,sans-serif;"&gt;&lt;u&gt;&lt;span style="border: 1pt none windowtext; color: #006699; font-size: 8pt; padding: 0cm;"&gt;http://bit.ly/BPMandCustomerCentricity&lt;/span&gt;&lt;/u&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;br /&gt;&lt;b&gt;&lt;span style="color: black; font-size: 10pt;"&gt;&lt;span style="font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;"&gt; BPM SUMMIT 2012 - IT WEB ANNUAL CONFERENCE&lt;/span&gt;&lt;br /&gt;&lt;/span&gt;&lt;/b&gt;&lt;b style="font-family: Verdana,sans-serif;"&gt;&lt;span style="color: #002060; font-size: 7pt;"&gt;Johannesburg, South Africa – April 17-18 :&lt;/span&gt;&lt;/b&gt;&lt;span style="color: #002060; font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 7pt;"&gt; &lt;/span&gt;&lt;span style="font-family: Verdana,sans-serif;"&gt;&lt;a href="http://bit.ly/SouthAfricaBPM"&gt;&lt;span style="border: 1pt none windowtext; color: #006699; font-size: 8pt; padding: 0cm;"&gt;http://bit.ly/SouthAfricaBPM&lt;/span&gt;&lt;/a&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;br /&gt;&lt;b style="font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;"&gt;&lt;span style="color: black; font-size: 10pt;"&gt; BPGROUP CONFERENCE IN ASSOCIATION WITH IQPC – PEX 2012 Europe&lt;/span&gt;&lt;/b&gt;&lt;span style="color: #002060;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;b style="font-family: Verdana,sans-serif;"&gt;&lt;span style="color: #002060; font-size: 7pt;"&gt;London, England – April 23-27, 2012 : &lt;/span&gt;&lt;/b&gt;&lt;a href="http://bit.ly/PEX2012_London" style="font-family: Verdana,sans-serif;"&gt;&lt;span style="border: 1pt none windowtext; color: #006699; font-size: 8pt; padding: 0cm;"&gt;http://bit.ly/PEX2012_London&lt;/span&gt;&lt;/a&gt;&lt;span style="border: 1pt none windowtext; font-family: &amp;quot;Arial Narrow&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 8pt; padding: 0cm;"&gt; &lt;/span&gt;&lt;span style="color: #002060; font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 7pt;"&gt;&amp;nbsp;&lt;/span&gt;&lt;/div&gt;&lt;br /&gt;Hopefully see you there :-)&lt;br /&gt;Steve&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/8560631747438225448-6740874918501271869?l=bpcommunity.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://bpcommunity.blogspot.com/feeds/6740874918501271869/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://bpcommunity.blogspot.com/2011/12/business-process-professionals.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8560631747438225448/posts/default/6740874918501271869'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8560631747438225448/posts/default/6740874918501271869'/><link rel='alternate' type='text/html' href='http://bpcommunity.blogspot.com/2011/12/business-process-professionals.html' title='Business Process Professionals Recommended Conferences 2012'/><author><name>Steve Towers</name><uri>http://www.blogger.com/profile/13471754107079280881</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='http://3.bp.blogspot.com/_GQvl3tyM-1U/SLa8kl2E2jI/AAAAAAAAAJs/bHYKp4zcB74/S220/SBT_600.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8560631747438225448.post-2464414953701462914</id><published>2011-11-18T13:59:00.000-08:00</published><updated>2011-11-18T13:59:45.186-08:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='sco'/><category scheme='http://www.blogger.com/atom/ns#' term='CPP'/><category scheme='http://www.blogger.com/atom/ns#' term='Steve Towers'/><title type='text'>CPP's in Cape Town</title><content type='html'>&lt;div dir="ltr" style="text-align: left;" trbidi="on"&gt;The Certified Process Professionals® in Cape Town&lt;br /&gt;November 2011 (it is a tough life for some folks eh?)&lt;a href="http://localhost:62134/4536982e4bb25b7fe79cda33e45fb94d/image/76338f5a1fef5aec.jpg"&gt;&lt;img alt="" border="0" height="238" src="http://localhost:62134/4536982e4bb25b7fe79cda33e45fb94d/image/76338f5a1fef5aec.jpg?size=320" style="clear: both; float: left; margin: 0px 10px 10px 0px;" width="320" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;This was the 5th class in Cape Town during 2011.&lt;br /&gt;South Africa now has more than 400 qualified CPP's&lt;br /&gt;and 40 CPP Masters®.&lt;br /&gt;&lt;br /&gt;This just underlines how progressive the BRICS&lt;br /&gt;economies are becoming. Next stop this coming week for&lt;br /&gt;Charles Bennett is Jakarta, James Dodkins will be in&lt;br /&gt;Brazil and Argentina.&lt;br /&gt;&lt;br /&gt;Yours truly onwards to New Zealand. &lt;br /&gt;All the Best&lt;br /&gt;Steve&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/8560631747438225448-2464414953701462914?l=bpcommunity.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://bpcommunity.blogspot.com/feeds/2464414953701462914/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://bpcommunity.blogspot.com/2011/11/cpps-in-cape-town.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8560631747438225448/posts/default/2464414953701462914'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8560631747438225448/posts/default/2464414953701462914'/><link rel='alternate' type='text/html' href='http://bpcommunity.blogspot.com/2011/11/cpps-in-cape-town.html' title='CPP&apos;s in Cape Town'/><author><name>Steve Towers</name><uri>http://www.blogger.com/profile/13471754107079280881</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='http://3.bp.blogspot.com/_GQvl3tyM-1U/SLa8kl2E2jI/AAAAAAAAAJs/bHYKp4zcB74/S220/SBT_600.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8560631747438225448.post-1883065747712642483</id><published>2011-10-18T02:52:00.000-07:00</published><updated>2011-10-18T02:52:37.354-07:00</updated><title type='text'>What's in your wallet? Today and Tomorrow....</title><content type='html'>&lt;div dir="ltr" style="text-align: left;" trbidi="on"&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;o:OfficeDocumentSettings&gt;   &lt;o:AllowPNG/&gt;  &lt;/o:OfficeDocumentSettings&gt; &lt;/xml&gt;&lt;![endif]--&gt;&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;   &lt;w:LidThemeComplexScript&gt;X-NONE&lt;/w:LidThemeComplexScript&gt;   &lt;w:Compatibility&gt;    &lt;w:BreakWrappedTables/&gt;    &lt;w:SnapToGridInCell/&gt; 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font-family:"Times New Roman","serif";}&lt;/style&gt; &lt;![endif]--&gt;  &lt;br /&gt;&lt;div style="margin-bottom: 10.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 0cm;"&gt;You may recall the 'Capital One' TV adverts that asked what's in your wallet? And now we can see that the new Apple and Android smartphones will have eWallet capabilities built in. Just as technologies such as Google Search and eCommerce have transformed the media and retail sectors in the last 10 years, many folks are wondering will the ewallet transform financial services? &lt;/div&gt;&lt;div style="margin-bottom: 10.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 0cm;"&gt;&lt;b&gt;&lt;br /&gt;eWallet: an African story&lt;/b&gt;&lt;/div&gt;&lt;div style="margin-bottom: 10.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 0cm;"&gt;The ewallet is banking through a phone. So who would have thought that the Kenya Posts and Telecommunications Corporation would be at the cutting edge of such technology.&lt;/div&gt;&lt;div style="margin-bottom: 10.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 0cm;"&gt;In its incarnation as Safari.com (a Vodafone affiliate) the company serves millions of customers. They use a pin and password to access their banking, which lets them receive money, make transfers and get physical cash from agent outlets and ATMs within the network.&lt;/div&gt;&lt;div style="margin-bottom: 10.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 0cm;"&gt;Transactions are all passed through the phone (not a cash card). The ewallet can make money transfers with a few text messages. To withdraw cash from an agent (usually a shop) the customer inputs an agent number, amount to withdraw, and PIN. A screen confirms the transaction then both the customer and the agent get an SMS recording it. The agent hands over the cash.&lt;/div&gt;&lt;div style="margin-bottom: 10.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 0cm;"&gt;&lt;b&gt;&lt;br /&gt;No plastic, no ATM&lt;/b&gt;&lt;/div&gt;&lt;div style="margin-bottom: 10.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 0cm;"&gt;Essentially the phone is a cash card and cash machine in one. Banking this way grew up in Kenya because there was no money (and a high risk factor) for banks to set up branches.&lt;/div&gt;&lt;div style="margin-bottom: 10.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 0cm;"&gt;Now the service in this third world country is cutting edge and has been expanded to Tanzinia, Afghanistan and South Africa.&lt;/div&gt;&lt;div style="margin-bottom: 10.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 0cm;"&gt;Which begs the &lt;b&gt;question of what a reasonable ewallet system would do to the developed world’s banks&lt;/b&gt;. As we know, half of them are already trendy wine bars.&lt;/div&gt;&lt;div style="margin-bottom: 10.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 0cm;"&gt;&lt;b&gt;&lt;br /&gt;A wave and you’re away&lt;/b&gt;&lt;/div&gt;&lt;div style="margin-bottom: 10.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 0cm;"&gt;Western banks have good internet and telephone banking for customers to manage their existing bank accounts, but the e wallet isn’t yet prevalent. What people are getting excited about is Near Field Communication (NFC) through mobile phones, which will let us simply wave our wallet in a shop to pay for goods.&lt;/div&gt;&lt;div style="margin-bottom: 10.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 0cm;"&gt;&lt;b&gt;&lt;br /&gt;Apple will introduce ewallet soon&lt;/b&gt;&lt;/div&gt;&lt;div style="margin-bottom: 10.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 0cm;"&gt;NFC payments are linked to credit cards. Google Wallet, for example, is working with Visa, American Express, Mastercard and Discover.&lt;/div&gt;&lt;div style="margin-bottom: 10.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 0cm;"&gt;Will the big banks will keep up with the technology and ally themselves with the next wave of payment systems? Possibly. Just as media and retail businesses dismissed the game changing potential of eCommerce 10 years ago and have now gone bust or are on their last legs (eg Circuit City in retail, or newspapers and magazines around the world), the same could happen to banks in the next 10 years.&lt;/div&gt;&lt;div style="margin-bottom: 10.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 0cm;"&gt;&lt;b&gt;&lt;br /&gt;Still, It’s all good news for potential wine bar owners though.&lt;/b&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;span style="mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;"&gt;&lt;br /&gt;Best wishes John.&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;o:OfficeDocumentSettings&gt;   &lt;o:AllowPNG/&gt;  &lt;/o:OfficeDocumentSettings&gt; &lt;/xml&gt;&lt;![endif]--&gt;&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; 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  &lt;w:LsdException Locked="false" Priority="63" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Shading 1 Accent 6"/&gt;   &lt;w:LsdException Locked="false" Priority="64" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Shading 2 Accent 6"/&gt;   &lt;w:LsdException Locked="false" Priority="65" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium List 1 Accent 6"/&gt;   &lt;w:LsdException Locked="false" Priority="66" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium List 2 Accent 6"/&gt;   &lt;w:LsdException Locked="false" Priority="67" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Grid 1 Accent 6"/&gt;   &lt;w:LsdException Locked="false" Priority="68" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Grid 2 Accent 6"/&gt;   &lt;w:LsdException Locked="false" Priority="69" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Grid 3 Accent 6"/&gt;   &lt;w:LsdException Locked="false" Priority="70" SemiHidden="false"   UnhideWhenUsed="false" Name="Dark List Accent 6"/&gt;   &lt;w:LsdException Locked="false" Priority="71" SemiHidden="false"   UnhideWhenUsed="false" Name="Colorful Shading Accent 6"/&gt;   &lt;w:LsdException Locked="false" Priority="72" SemiHidden="false"   UnhideWhenUsed="false" Name="Colorful List Accent 6"/&gt;   &lt;w:LsdException Locked="false" Priority="73" SemiHidden="false"   UnhideWhenUsed="false" Name="Colorful Grid Accent 6"/&gt;   &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-parent:""; mso-padding-alt:0cm 5.4pt 0cm 5.4pt; mso-para-margin:0cm; mso-para-margin-bottom:.0001pt; mso-pagination:widow-orphan; font-size:10.0pt; font-family:"Times New Roman","serif";}&lt;/style&gt; &lt;![endif]--&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-ansi-language: EN-GB; mso-bidi-language: AR-SA; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: EN-GB;"&gt;John Corr&lt;br /&gt;New Bond House &lt;br /&gt;124 New Bond Street, London, W1S 1DX, UNITED KINGDOM&lt;/span&gt;&lt;span&gt; &lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;span&gt;&lt;a href="mailto:john.corr@bpgroup.org"&gt;john.corr@bpgroup.org&lt;/a&gt; &lt;/span&gt;&lt;/div&gt;&lt;div id="ff_peerindex_tooltip"&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/8560631747438225448-1883065747712642483?l=bpcommunity.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://bpcommunity.blogspot.com/feeds/1883065747712642483/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://bpcommunity.blogspot.com/2011/10/whats-in-your-wallet-today-and-tomorrow.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8560631747438225448/posts/default/1883065747712642483'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8560631747438225448/posts/default/1883065747712642483'/><link rel='alternate' type='text/html' href='http://bpcommunity.blogspot.com/2011/10/whats-in-your-wallet-today-and-tomorrow.html' title='What&apos;s in your wallet? Today and Tomorrow....'/><author><name>Steve Towers</name><uri>http://www.blogger.com/profile/13471754107079280881</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='http://3.bp.blogspot.com/_GQvl3tyM-1U/SLa8kl2E2jI/AAAAAAAAAJs/bHYKp4zcB74/S220/SBT_600.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8560631747438225448.post-3295496415036239349</id><published>2011-10-10T14:02:00.000-07:00</published><updated>2011-10-10T14:02:57.297-07:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='CPP'/><category scheme='http://www.blogger.com/atom/ns#' term='Customer Alignment'/><category scheme='http://www.blogger.com/atom/ns#' term='Annual Conference'/><category scheme='http://www.blogger.com/atom/ns#' term='CEM'/><category scheme='http://www.blogger.com/atom/ns#' term='Conferences'/><category scheme='http://www.blogger.com/atom/ns#' term='Successful Outcomes'/><title type='text'>PEX Week Awards 2012 – Deadline to submit entries 14th October!</title><content type='html'>&lt;div dir="ltr" style="text-align: left;" trbidi="on"&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt; 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font-size: 10.0pt;"&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;b&gt;&lt;span style="font-family: &amp;quot;Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10.0pt;"&gt;The BP Group endorses the Annual Awards program in partnership with IQPC-PEX.&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;span style="font-family: &amp;quot;Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10pt;"&gt;&lt;b&gt; &lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;span style="font-family: &amp;quot;Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10pt;"&gt;Do you have an award winning Business Excellence program? IQPC – PEX Network’s industry renowned &lt;strong&gt;&lt;span style="font-family: &amp;quot;Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;; mso-bidi-font-family: Calibri;"&gt;Process Excellence Awards&lt;/span&gt;&lt;/strong&gt; are the ideal way to publicly benchmark and recognize your Process Excellence business results as well as motivate and renew passion within your organizational team. Like no other award program, it's for the community, judged by the community, so what better way to put your improvement program back on your CEO's agenda and elevate your company's profile in 2012?&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"&gt;&lt;b&gt;&lt;span style="font-family: &amp;quot;Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10.0pt; mso-fareast-language: EN-GB;"&gt;2012 Award categories include:&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"&gt;&lt;b&gt;&lt;span style="font-family: &amp;quot;Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10.0pt; mso-fareast-language: EN-GB;"&gt;Program Awards:&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;ul type="disc"&gt;&lt;li class="MsoNormal" style="mso-list: l1 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"&gt;&lt;span style="font-family: &amp;quot;Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: EN-GB;"&gt;Best Business Process Excellence Program (Over      2 years)&lt;/span&gt;&lt;/li&gt;&lt;li class="MsoNormal" style="mso-list: l1 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"&gt;&lt;span style="font-family: &amp;quot;Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: EN-GB;"&gt;Best Start-up Business Process Excellence      Program (Under 2 years)&lt;/span&gt;&lt;/li&gt;&lt;/ul&gt;&lt;div class="MsoNormal" style="mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"&gt;&lt;b&gt;&lt;span style="font-family: &amp;quot;Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10.0pt; mso-fareast-language: EN-GB;"&gt;Project Awards:&lt;/span&gt;&lt;/b&gt;&lt;span style="font-family: &amp;quot;Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10.0pt; mso-fareast-language: EN-GB;"&gt;&lt;/span&gt;&lt;/div&gt;&lt;ul type="disc"&gt;&lt;li class="MsoNormal" style="mso-list: l0 level1 lfo2; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"&gt;&lt;span style="font-family: &amp;quot;Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: EN-GB;"&gt;Best Process Improvement Project (Over 90      days)&lt;/span&gt;&lt;/li&gt;&lt;li class="MsoNormal" style="mso-list: l0 level1 lfo2; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"&gt;&lt;span style="font-family: &amp;quot;Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: EN-GB;"&gt;Best Process Improvement Project under 90 days&lt;/span&gt;&lt;/li&gt;&lt;li class="MsoNormal" style="mso-list: l0 level1 lfo2; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"&gt;&lt;span style="font-family: &amp;quot;Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: EN-GB;"&gt;Best Project Contributing to Organisational      Value, Sustainability and Innovation&lt;/span&gt;&lt;/li&gt;&lt;li class="MsoNormal" style="mso-list: l0 level1 lfo2; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"&gt;&lt;span style="font-family: &amp;quot;Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: EN-GB;"&gt;Best BPM Project&lt;/span&gt;&lt;/li&gt;&lt;/ul&gt;&lt;div class="MsoNormal" style="mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"&gt;&lt;b&gt;&lt;span style="font-family: &amp;quot;Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10.0pt; mso-fareast-language: EN-GB;"&gt;Individual Award:&lt;/span&gt;&lt;/b&gt;&lt;span style="font-family: &amp;quot;Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10.0pt; mso-fareast-language: EN-GB;"&gt;&lt;/span&gt;&lt;/div&gt;&lt;ul type="disc"&gt;&lt;li class="MsoNormal" style="mso-list: l2 level1 lfo3; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"&gt;&lt;span style="font-family: &amp;quot;Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: EN-GB;"&gt;Deployment Leader of the year&lt;/span&gt;&lt;/li&gt;&lt;/ul&gt;&lt;div class="MsoNormal"&gt;&lt;span style="font-family: &amp;quot;Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10.0pt;"&gt;Visit &lt;a href="http://bit.ly/njstE1"&gt;http://bit.ly/njstE1&lt;/a&gt; to download the application kit.&lt;/span&gt;&lt;/div&gt;&lt;div id="ff_peerindex_tooltip"&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/8560631747438225448-3295496415036239349?l=bpcommunity.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://bpcommunity.blogspot.com/feeds/3295496415036239349/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://bpcommunity.blogspot.com/2011/10/pex-week-awards-2012-deadline-to-submit.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8560631747438225448/posts/default/3295496415036239349'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8560631747438225448/posts/default/3295496415036239349'/><link rel='alternate' type='text/html' href='http://bpcommunity.blogspot.com/2011/10/pex-week-awards-2012-deadline-to-submit.html' title='PEX Week Awards 2012 – Deadline to submit entries 14th October!'/><author><name>Steve Towers</name><uri>http://www.blogger.com/profile/13471754107079280881</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='http://3.bp.blogspot.com/_GQvl3tyM-1U/SLa8kl2E2jI/AAAAAAAAAJs/bHYKp4zcB74/S220/SBT_600.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8560631747438225448.post-5553666287106502942</id><published>2011-10-07T01:08:00.000-07:00</published><updated>2011-10-07T01:11:12.716-07:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Customer Centricity'/><category scheme='http://www.blogger.com/atom/ns#' term='Customer Alignment'/><category scheme='http://www.blogger.com/atom/ns#' term='Successful Customer Outcomes'/><category scheme='http://www.blogger.com/atom/ns#' term='steve jobs'/><category scheme='http://www.blogger.com/atom/ns#' term='CEM'/><category scheme='http://www.blogger.com/atom/ns#' term='cemmethod(tm)'/><category scheme='http://www.blogger.com/atom/ns#' term='Successful Outcomes'/><category scheme='http://www.blogger.com/atom/ns#' term='apple'/><title type='text'>Process Excellence and The Genius of  Steve Jobs</title><content type='html'>&lt;div dir="ltr" style="text-align: left;" trbidi="on"&gt;&lt;div id="container_columnheader"&gt;&lt;div&gt;&lt;img border="0" src="http://www.processexcellencenetwork.com/images/columns/column_towers.jpg" /&gt;      &lt;/div&gt;&lt;div class="columnlinksholder"&gt;&lt;ul&gt;&lt;li&gt;          &lt;a class="columnlinks" href="http://www.processexcellencenetwork.com/default/column-bio/thinking-business-thinking-process/"&gt;           View Bio          &lt;/a&gt;         &lt;/li&gt;&lt;/ul&gt;&lt;/div&gt;&lt;/div&gt;&lt;ul&gt;&lt;li title="Tribute: Process Excellence and the Genius of Steve Jobs-Steve Towers"&gt;                       &lt;a href="http://www.processexcellencenetwork.com/training-and-talent-development/columns/tribute-process-excellence-and-the-genius-of-steve/"&gt;                                   &lt;b&gt;                                    Tribute: Process Excellence and the Genius of Steve Jobs:           &lt;/b&gt;           &lt;/a&gt;           After the news today Apple’s founder and visionary Steve Jobs  had passed away aged 56, so much is being said rightly about the  technical genius of the man.  But beyond his astute commercial insight  lies a deeper truth that is much more important to Process Professionals  and all of us involved in building and developing Process Excellence.            &lt;a class="orange" href="http://www.processexcellencenetwork.com/training-and-talent-development/columns/tribute-process-excellence-and-the-genius-of-steve/"&gt;            read more           &lt;/a&gt;           &lt;br /&gt;&lt;br /&gt;&lt;span class="tags"&gt;(Posted on Process Excellence Network)&lt;/span&gt;&lt;span class="tags"&gt;&lt;/span&gt;                               &lt;/li&gt;&lt;/ul&gt;&lt;div id="ff_peerindex_tooltip"&gt;&lt;/div&gt;&lt;div id="ff_peerindex_tooltip"&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/8560631747438225448-5553666287106502942?l=bpcommunity.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://bpcommunity.blogspot.com/feeds/5553666287106502942/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://bpcommunity.blogspot.com/2011/10/view-bio-tribute-process-excellence-and.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8560631747438225448/posts/default/5553666287106502942'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8560631747438225448/posts/default/5553666287106502942'/><link rel='alternate' type='text/html' href='http://bpcommunity.blogspot.com/2011/10/view-bio-tribute-process-excellence-and.html' title='Process Excellence and The Genius of  Steve Jobs'/><author><name>Steve Towers</name><uri>http://www.blogger.com/profile/13471754107079280881</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='http://3.bp.blogspot.com/_GQvl3tyM-1U/SLa8kl2E2jI/AAAAAAAAAJs/bHYKp4zcB74/S220/SBT_600.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8560631747438225448.post-6512968381984877798</id><published>2011-10-04T13:30:00.000-07:00</published><updated>2011-10-04T13:30:39.763-07:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='john corr'/><category scheme='http://www.blogger.com/atom/ns#' term='Certified Process Professional'/><category scheme='http://www.blogger.com/atom/ns#' term='Successful Customer Outcomes'/><category scheme='http://www.blogger.com/atom/ns#' term='BP Group'/><category scheme='http://www.blogger.com/atom/ns#' term='BPM'/><title type='text'>Is Amazon Kindle Fire the death of the bookstore?</title><content type='html'>&lt;div dir="ltr" style="text-align: left;" trbidi="on"&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt; 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border-collapse: collapse; width: 1092px;"&gt;&lt;tbody&gt;&lt;tr style="mso-yfti-firstrow: yes; mso-yfti-irow: 0; mso-yfti-lastrow: yes;"&gt;   &lt;td style="padding: 0cm 0cm 0cm 0cm;" valign="top"&gt;                 &lt;h2 class="entry-title"&gt;&lt;a href="http://closequarter.co.uk/2011/hello-kindle-fire-bye-bye-waterstones/" rel="bookmark" title="Hello Kindle Fire, bye bye Waterstone’s?"&gt;Hello Kindle Fire, bye bye Waterstone’s?&lt;/a&gt;&lt;/h2&gt;&lt;div class="post-info"&gt;&lt;span class="date published time" title="2011-10-03T18:54:51+0100"&gt;&lt;/span&gt;&lt;span class="post-comments"&gt;&lt;a href="http://closequarter.co.uk/2011/hello-kindle-fire-bye-bye-waterstones/#comments"&gt;&lt;/a&gt;&lt;/span&gt; &lt;/div&gt;&lt;div class="entry-content"&gt;    &lt;strong&gt;Amazon launched Kindle Fire last week&lt;/strong&gt;, a tablet competitor to the iPad.&lt;br /&gt;Poor old Waterstone’s: &lt;strong&gt;is this the last nail in its coffin?&lt;/strong&gt;&lt;br /&gt;&lt;div class="wp-caption alignleft" id="attachment_579" style="width: 160px;"&gt; &lt;div class="wp-caption-text"&gt;Kindle Fire&lt;/div&gt;&lt;/div&gt;&lt;a href="http://closequarter.co.uk/wp-content/uploads/2011/09/Kindle-Fire.jpeg" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;&lt;img alt="Kindle Fire" class="size-thumbnail wp-image-579" height="150" src="http://closequarter.co.uk/wp-content/uploads/2011/09/Kindle-Fire-150x150.jpg" title="Kindle Fire" width="150" /&gt;&lt;/a&gt;&lt;strong&gt;Kindle’s technology means that books can be bought instantly,&lt;/strong&gt;&lt;br /&gt;many of them for 99p and £1.99 instead of the £20 you might pay&lt;br /&gt;for a  hardback in Waterstone’s. And the fact that the new $199 Kindle&lt;br /&gt;is in  colour means that users can browse magazines and picture books,&lt;br /&gt;giving  booksellers yet another reason to worry.&lt;br /&gt;&lt;br /&gt;Waterstone’s, the UK’s largest chain of book shops, has experienced&lt;br /&gt;similar woes to the US’ Barnes and Noble, losing out to online sellers&lt;br /&gt;and supermarkets. New Waterstone’s boss James Daunt acknowledges&lt;br /&gt;that  Amazon&amp;nbsp;is tough competition but asks:&lt;br /&gt;“&lt;a href="http://www.google.com/search?q=Guardian+James+Daunt&amp;amp;ie=utf-8&amp;amp;oe=utf-8&amp;amp;aq=t&amp;amp;rls=org.mozilla:en-GB:official&amp;amp;client=firefox-a" target="_blank" title="Guardian Daunt interview"&gt;Why wouldn’t you want to spend half an hour in a really nice bookshop?&lt;/a&gt;”&lt;br /&gt;His plan is to turn the 300-strong fleet of stores into a collection of  friendly, local venues in&lt;br /&gt;which readers can comfortably browse and buy.&lt;br /&gt;&amp;nbsp;&lt;/div&gt;&lt;div class="entry-content"&gt;The idea has merit. Of course people don’t want to go to another  identikit Waterstone’s in&amp;nbsp;&lt;/div&gt;&lt;div class="entry-content"&gt;Leeds or Birmingham or Manchester. Foyles had  the idea of the ‘destination event’ bookshop&amp;nbsp;&lt;/div&gt;&lt;div class="entry-content"&gt;long ago and its overhaul  saw it win bookseller of the year for 2010, among other gongs. &lt;br /&gt;But can chummy staff and a frapuccino work for such a large chain?  The job to pull Waterstones’&lt;br /&gt;stores up to standard is a big one in  itself, but to do it in so many locations with such tough&lt;br /&gt;competition is  mammoth. And even those who love browsing through bookshops have to  admit&lt;br /&gt;that it is much simpler to ping a request through cyberspace to  get the latest read sent to them&lt;br /&gt;for a fraction of the cost.&lt;br /&gt;&lt;br /&gt;Recent reports from UK publishers suggest &lt;a href="http://www.thebookseller.com/news/book-sales-pass-%C2%A31bn-mark.html" target="_blank" title="The Bookseller"&gt;digital book sales&lt;/a&gt;  now account for around 9-10% of&lt;br /&gt;their overall book sales compared to  4-5% last year. That still leaves 90% of the book market&lt;br /&gt;sold as actual  books.&lt;br /&gt;&lt;br /&gt;&lt;strong&gt;&lt;/strong&gt;&lt;br /&gt;&lt;a 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" 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BTlowrIMDIul4IHUYnQQgq8mI6tYBKqy/KrK/NZFZTqyvxaFq2+pqCpntHSWNzWXNreUlbLojXVMzpay3s6Wf09tYN99UP9DcMDjdyJTh67a5LTPcXt4fN6BZN9wql+4VS/WDAoFQ0rpGNqBVur5s1OT81p+fMzgjk1f07Nn1XyZ5ST0zKeRsZRSzhqKft91Mg4Gik3EVUy7vy8bF6nXFhQ6nSqxUXl0pJqZUmlX1brl9WLC7K5aZFWNaVR8CaG2mSCEYVoTMgfFkwNCaaGhPxhiXBCIeVplIIZjVgp46sVQq1aNqdVLs5P65fm1vW6jdXFm5sTg+H09vbMaDw3mS7M5kuL5cpiuXK5TN/G6TQ6nUan0+B035gsJ4GQzeW5CUUc/qAlGLZH466Wtqq2DlZ1LWNrZ8EXsMTu3Fb7hS9gcQMms+UqGHLfP4Tu7oOPryPRmC8a8/n8jljcH435PIA1CY5K1i1LqutoL1OSYMhXEPgLLCEbg8+qrKYiMekg8MtCBl47K97ZWyKQoPk0NAicMjOr2Npeubo+nplVcLjDe/vrNrvBcHu2t78+xR8fGu6m0YlT/PE8MqaSVUSn49PTnz578QGBBIfA0oXiicycZGYpjV6UV1JegCUgEViYQDq1ubeu0y/sHe/0DnUXVzBYteVd/R2rG0s2t+X4bP/gdM9sMxhtBrPNYLLfWuy3ZofR6jBaHUaHy+r22K024/nF8dHx3tn50enZ4c7uxsamfn1jZUE3MzOr1q8urq4tzcyqF3QzGrVsRiPl80bZY/1T3JGJ0b7RoW7uxCBnfGBksEsq4gomx9QK4ZxWvrKo3d9evj3duTpaN55uXxysms93Dadbjpsj281hyGnwO669lgu3+cxtPHWZTgHzOWC9iHpMEcD0qzFgv7bdHPptVx7Lufl8d399TivhaGVc/ZxkSSucU/KUwpGpsc6hrtrOxtLm6kJWMYlVTCrMgxWQoDWl5Lry/IoiPKuYVFeeX11GZpXmsUrz6iqpLXWM7taK/s7qrpbyzuayzuayrpbynrbKga6akb6G8cHmwe7agd66ob6mkcGm8eF29lg7d7ybx+7ijncLJvvE/GGxYHCK08cZ7+CMdXEnOuXicYV0TCllq+QTajlXo+RMKyenVVzR1JBUNKyUsqdV3Bk1f0YzOa2c1Ch4SzPSpRnp0ox8USvRTUsXNKJ5tXheLdRNS3XT4gWNZF4tnFOJZhRTWjlfo+ALhWyBkCsS8sRibqKNyCWTcglXreBrlAKtWqSbl23otbMaweHu8unx+sXFzvnlzvnl3uX1wc3tsdl64XAZ3IAJ8No8gNXltjpdFrvDZLXdWqwGs+XG4bh1Oo0ul8ntNns8FgCwer02r9dmtxscjluXy+TxWHw+eyDgDIXc4bDHDZgCIUfszhu/9/mD9mDY6QvYIjGPyXIO+CwG48nD6+D3v3nz+Cb0+CYUCDmiMZ/XZ/f5HV6f3euzh8Ier89utd0Egq5Q2BOOAKGwJ0mtnSxgYD59mpSXD+VO9ULgr56+SGKU4FPSP0Ri0lHYjKoaGpWOBkOT0zI+5QtHikvz6xrK1jbmRRL2+eWefm12Zk4WjrqnBKNUOg5PhI2z+3r6mnlTwzm5yXgiTD0tYtUUYfGQfBq2b6C1b6AVgcrm8AYrWUXM0nwEOjc7NxWFhYxO9G9s6xeWpjt7mmsbKurqK8oqi+QKQSDsBrw2F2Dx+uwen83lNttdRqvtxmi5vDWeG27P9Pq51dX5+XmVXM4Xi7kiEYfPHxcIJkZGesbH+wcHOwcGOhLzwOTkqFjA1qqEKzp1goOdlbOjzYuTbavxzGo8Oz/eshrPzo42ndYrj8PgdRn9TkPEbfRazvyWM9PZluNqz3C8br/cNZ9vfx5xPgSsMbfBZz0HjMeOmwPn9b79et98unl9uHqyMbc+L5uXcaTcfv5w+0RfU19TeV0ppbmCVltCri4ilNOxRQRIVRGhjIapLMTXFOc1lFNbWIWt1UUtrMIWVuFAG2u4s7a7sayjrniwvXqwvbq3uWK4u260t2G0t2Gsr3G8v4k92MIbaZ8a6xRMdE9LJ9TiMYVgWDo5IJ0ckPOHVKJRjWxCxBsQ8QaEnAEBp48/0cdn906N905N9Ag5A3LhqFY+OaOcVEs4CtGYSsyelnNlonG5eFwl404rJ2c1woUZ8dK8fHlBrpbzZtR83ax0RadYXlDMTQvVcp5MNC7mj0kE41IBRyZiK8STKtmkWibQKPi6GeXSvHJlYXptWbupX9heX9jbXNnb1htvr26NV0bTtcl8YzLfmC03VovBajG4nBan02i3G5xOg9dturrY8bpNPp/V6b51uG/tLqPdZXR6zIDf7g+5QlHA7bV6fDbA7/QGXP6QJxjxhqK+UNTn9lg8gBXw2hKfvj/gDARdwZD7X8IDWH1+B+C1PTyGwxHA7bG43GZ/wPn4OuIPOGNxv9V2E4l6nS7T23fxYMgdiXrDESDx8Pg68vZd/P4hFAp7YnF//C5wdx+Mxf1JI+NtIMjzomJcFujJ4EgzAp2GQKfBUamZOZ+lZX5MJIPxJJBANAKBpfCFw9eGfZvjcmFRtbuvv7ja39xeXFqZPjzeSGQurw929/UC0Xhjc2Vvf8v0jEQonsATIRVVdLlyamSsu5JVVFpOQ6JzsHgIEp1T11BGLyRUsIpGx3t2D1YPjzdkismmlqplvcbtNogk4wMDLbv7y/v7K8t6zfS0UKXhy2QcvnCEw+kbHu0YGGjp7W2c5PZPcvt5E/2CqSGllKeUc2fUoo21maO91fPTzfPjrfPTTY/DYLOc2c0XTuvFzem2y3zutlxYrg/ttyfWm6Prky3L9aHDeHqyu3J9srW/seCxXoY8Jr/T4Lg9dhoOjcfrFzuL+mnhonJSxumTc/vF492SiR7+cPt4d31vY1lLJb2WSaoqwFXQMAwilEmCFefBSynIsnxUBQ1TScdWFeCaK2g1DGJnLbO/uWKwtWqgpbK9umiwtWqoo2a0u57d3zw53M4f7RSMdQnGuvijnVMjHVJuv2CsizfUJuH0STh9YnavRjKuEo0mdvBzSt6ckjctnVAKR2RTg7MKrlbGVovH1OKxaenEvGpyeUakX5DPKKZmlfx5tVA3LV6akernFasLyjWdSimamFXyF7WSBY1II+XKBWMK4bhKxhVNDScQ80fE/BGJYDSBVDgmE40rpZxp5ZRuVrq+Mr23pTveXzNcHBmvTiyGc4f52mM3+t3WkNcR8buiAXc04A77nEHA7ndbvU4z4DC5HWa7zWKzWex2q8Nhc7qsTpfV5ba53Daf1wV4HR63zQNYfT771fWx12sLBF2+iBsIOd0Bu9NndfqsLr8NCDm9YVcw7g3EAG/I4/Y7HYDN6jKbHUaT/dYXdL4XKRwBIlFvYjyLRL0JH0JhTzDkDgRd/oDTH3B6fc74XejuPhwKe9+8vUtEp8ty/xDx+pyxePDuPmyzG999/hAKe8MR3/1D5P4hFIl6Hx7Db9/FQ2FPIOh6eAyHwp5Q2OMPOL0+e9L0jDCfhsITwRBYSnLaB3n50OevkrJAT1IzPsKTQFU1tLpGxt7h4vBY6+hEe09fg0A0uqzXXN3sn5xtnpxtWmznJsupwXjkD1pNltNAyBaNu/nCkYIivNV+odEKiXmwxWWVfk07JRim0jG5kOSWtqre/qZXKR+xuX2Hx2tyJW9+XjYzJ5HLuW3tVXlkWF09s7+3oau7lsfpneIPKmTsaa1gViucmRUtLyq2tufPTzeub/auL3fOTzcst0emmwPz1cHt1Z7pct9sOHQYTx2WM8B25bZfeqyXTuu503RmM53Yb0/sxmOn+dRpPHHcHluu9m9ONs/2VvbX53b0WpVoXM4fEXH6eSOdIz2NfW3VHQ1lbXUlZTRMBQ1TTkUnKMtHJWCSYAW43Eo6llWIbyzLr6Bhmsqp3fUlvY1lfU3lCXOG2lgjHTWjnbWjnbXj3fUTPQ2cvibeQAt/uF001iWZ6JGye+fk3Dklb0E9taCemldNzsg5781JMC2dSKCVsbUy9vKMaHlOvDwnXpmX6BekqzrZ2qJ8bVGuX5AmWJmXrMxLEjXLc1KFcFwmYkuFExLBuJg/JpoaFU2NCidHZCK2QsJVy6dmNeLFOYV+UbOhn91amz8/3jo/2b463zNcHZpvT23mC6ft2mW/sVsu32MzX7wn6HNEgkA05A353YDL6rKbXHaT22EO+lxet81pM1qMVxbjlcN6m7i7Azwuv9/v93sDAV8oFIhGw3d3sWg8BHidgZDXZje5AJvLbbXYb/0BtwuwAUG3NwLYvTZXwOkKOANxf/AucP/5nT/m80YAd9Dl9DucAZsraPeEnd6wKxjxJMawBAmXIlFvoi8lPv1vFzw8Ru8fovcP0bv7SPwuHIuHYvFQNBYMhrzBkDcU9iUIR/zhiD8c8fn8Lp/f5Q+4/QF3IOgJhoBQ2BsKeyNRfyjs9QfcgNeRNMkfbGgqra1nUuloBCoDjcs8OtUT8nK1c4LGlhIcMScH/AyDzyKSwe1dVRWsfCwe1Nldu7O3dP/offt52Os32Z1XDtdVMGw3mo/PL3cMxsNlvaaquoA7OUDORwrFYxqtsK2jGoZIJ5CgIPCrIiaxpa1qnN3Dqimk0dGa6UneZP/evm5+Qbq9ObO/u7C/u6Bfki8vyow3uz7gxmk7NVzvuB3nFtOh4Wr75mrbajp0Oc697iuv+yoEGP2uG4/twmE6sd0eWQ2Httsj2+3R4bZuf3N+Sz+9Mi+bU/PVUrZMMCKeHOxvr+lsLG+oLKhkkEpo2GIqppSOKy8kFJGRDAoq8VpRRKxi5rGKydUllPqy/IZyakslvbW6qLOW2dVQ2tdU3ttcMdHTMNDG4vQ1jXTVTfQ0tNcyB1urRrvr+cPtk8PtU0Nt3MFW3kALu7+Z09c03tu4IOfOybmJOC/jzMo4c1L2jJStkYxrFZwFtWBpVrQ6L9cvSFfn5SvzkpVZ6fKcWD8nW5mXrM7LV3WydZ1ybVEu4g0Ip/ql/GGZeEQlmVAr2DPKSa2ap5JMKGXjWgVvdnpqaVaysijbWFZv6KeXF1T6penN1bndraWTg/XLs93bq0PjzbHbfuOy3wDOW6/bFPRaQ357NOiMhlzxiCcWdkeCzqDP5vOYPc5bl/3Gabt2WK8Sdnmctz6POeC1Bn22kN/5eBe8vwvfRQPBgCcW9j0+RN+9jicyoSDgBxxul9XjtAAeezjgiYR99w/RUCgQiYTCEX8oFPD6AZfH6Qt4Y3fhh9fxQMgbigcjsbAv7L1/exd9iERfR6Ovo56QxxNyB++CkcewNwL4Y75/VipfxP1rpPpVoyJR79195Jd0ikQDkWjgnzPKH4kG3kuVMOpXpfL6nEnllbSnz5MKGYTaemZWzjM4Mn1+UTIw3FTfxORO9RYy0TDkKyQmFYZ8lQN+UsEiP3uZhMSkM4qJEvnYxtacZmZKpuAkzgllyolxdndbZ2VHVw0CnUYiwzC4HCIFDkNl9A+29PY3PX/5nRevvgtHpGVmPSktIw8MNq4sybc2NXs781bLwfXllsmwc3q0ZLzZvjrRX56temwnkaDR6zhzWI/C3huf59LrOHPZT5zmw5vLjYOtmbVF+YxyUi2eEHMHOEPtQ131PS1VnY3l7fWlrGJyFTOvkkEqLySU0nHFVAwzH82goGgEKIOCqmSQ6sppTayixqrCunJadQmlo6Gss7G8q6mip6Wqt5XV314z0FE72FnHHmzjDLVPDnfyx3vE7H7p5JBiakQhGBWz+6fGuuWTw9LJIZVgjDfSKeMNaSRsGW9INjWsEoxNSzlz8kmdRriilazMSvUz0pVZ6YpWsjwjWdFKlrTi5WnxklaslrJVMo5WPqlR8KZlPKWULReMifnDAna/cHJQLhhTyTjzauHSvGx9Ub2+ork627662L652L252jVeHxgNB2bDkdl4ZDef2Syn76PdeuawnNut5zbzhcVyZTNf/VIEXGaPx+IHbCI/7NMAACAASURBVH6/IxJ0RyLAXdQXj/tDIXdiBx+JANGoNxbzxWK+eNz//vmXcLvNobAnGvV6fXafzx6N+aJRL+C1hULuSNR7fx98eAw/Pobjd4FIBAgEXQ+PUcDriMQDoagvEPL6g4DVbvJHfAbL7bXpZudwV7+1NqtbECulEpVsUsxn87k80dSkmD+zNGNyWEL3IX/MH4gHElJ5Qm5XwPlLUgUjnlAUSBCOeRMk8u+X3ud/yaVwxP/epW8blViNRAP+gMcf8ASCQCAIJMR7XxAK+/wBj9fnShKKx56//O7L5A/TMj5Lz/yMXohNz/yMWoBEYtKRmPTs3M/QuPS0zA+xhEwUNgUMe0qhQZvbyorLiMNjrQtL0sUVuXZOQC9C04vQPf11O/sLNufZ9t48CpsBR6XKVWxmWR6GkCtX8nb2lvYPV9jc3vYO1vKKQq6YqKjMu7xY29+bW19TigW9+zuzUn6/fkGsEA01sqjlDGx/R6VaOqoSD8uFg8M9NZ3NJfWVlAomrqwQXVKAYuTD6KRcBgVVREYW5iEK8xBFZGQJDVteSKhkkDoayt7TXl/6nvH+lrG+5tHeptHepvH+Fs5Q++Rol2CiV8juE3H6xdwB6eSQnD+iFI6pxRMaCVsr42pl3GkJd1rK0Yg5Ggk7ERc14lnF5NK0ZEEt0KlFEt6gWsSeV/F1atGCWjCn4GtlXLWIrRSOyadGZVPDSsG4SjQ+LeHOyHnzSsHitGhZK12elc2oBQuz8tWl6Z3NxZOD9fOT7evzvavzvfPjrYvTHcPlgfn21Gm9AlzGRD8JeK1er8XnMXs8JsBldLlu3Q6D02mwWy5ttiun7drpNAAuIwCYA16rz2eNJbYTESAQdPn9DsBr83gsLrc5kY9GveEIEA57giF3MOj6VQIBZ4KEWvf3wdevI+/exb/44v6rrx6/973Xb9/Ff/Tj3/jxb33/7bt4JOqN3wXuH0LhCHB9c3JjOL2+OTk739/ZXdUtTssVAr5gYmSsu6Orvn+os7GlurqurLahilpEKa5gYkk4bB4eQyIQ8snkAlp+MZNRVVlcXckoLy1llVfWsYYmRgxWY/g+GogH/DG/P+b3Rb0JqVxBuzvkACKuXyPVr2YicV8k7ovGggmjEm6Ewr7E4Pft7pQgUZnQ6VeNSkgVCAJenyvpo0+S4MisXEjyZ0+TcnJfZuU8A0OTwdDkomIcBp+FxKRi8BlZoI8x+LS8fBCOmFHbUDAp6C2tIFIL4MxSXH1TkUA8UFpBzIU+q28qmtMJJwW9zFJcFujTknLC2uZ0Vu7zAiZBOT2Fz4PolhQnZxtX19vbO3O6eXF3V2VrE7OxjlbLIufh0sBZH1EImTh4cn0lpaOeUVaIpmAysbBXFExmJRNXXUwooSMLSeBCMqS8AF1bntdURW2qpjVUFjRWFbbUMDsayvrba8b7W6bGukWc/omBVvZgW6LPcIc7eCOdk6NdU2Pd0zKeRspVSzgqMVst4UzLeIl9vFrC0Ui5CaZlPK18MsGCRrSgESWOhhOHxXMq0ZxKIJ0aE7D7FUK2jD+qFHE4w50i7rBSNDGnEi1oREsz8tUF5dbK7N76/OHW8vHO8tXx9vXJluFsz3S5b705SVwouy1XbofR5TJ53RYAsPo8VpfL5LQZbLYbt8PocNy67Ld2u8FhvbFar+2Wa4vlKpwYYMKeYMgdSuwTQu5A0PVeDJ/f4fXa3B6L2212ukxuj83jc/j8rkAYiET9sfvQw2P04U0sGgtE74J39+H719E3b+/efvHwxZevv/zqzV08dBcPxWPBeCwYiwZi0UA04o9G/E6H2WK+ubw43tvdWF6a06hlEvEUnz8+OtY3OtHb3ddcVcMsZOYVMvNohQQSBUXIQ+BJcDwJjiPCMHgICpuLxIAQ6BwEJguOziDlI5DYbBQBQmOSCPmYPBqRUcEoKCkqKGFSmAwKk0EtLaOWlhWWV1bU1lbV1lTV1vQODlhdtvBdxBMAHIA9GAv4Iz4g6Hb7ne6A3RN0eMMuf9TzL0n1bf5Jpzt/9M7/7U713qtQ2Pfepfc6JSoTOr036ts14Yg/EAR8fnfShx8ngaFpr1I+YhSTkOistIzPskHPM7KewFGpWEI2lpAJgb9AYpLTMr/75HkSlpCeBfq0uo7GKMFW1eQzSrAYfEZJOQECf/Hp0yRCXk5zWwkhLycj+2NaIaK0gkimwogUGAyVQWfgcCQwHJmORGciUWloTBoalULAp1PJIEYhDJ77aUUxurocT0QlF5JAtaWk1pqCEiqimUVrqqL2tZaP9tSO9dYNd1UPdbLGeut4wy1To23coebx3kYhu08w0csf7+GP9wjZfdLJIYVgVC2e4I/3JPrP++ajEIwqRGOSyeHEwdfyrGx1QamfVyzNSHXTYrlgTMYffY90aiSBSsxVSnnTMoFWJVzQyBZmZMuzquUF1dbKvH5Rc7il399evjjc3lqbP9vfNFweBFwWr8votRtdtmuX+dpmOrcZzs2GE6fpym6+cJqubKZzh/HSZjq3315Yby+uLk8Mtxc2663bYwv43aGwNxL2RaJ+t8vq9tgAj90D2L2Aw+tz+n0un98FeB0en8Prc/qC7kDQE4x4wxFfOOb3+V2+oDsU9kbigfuHyOPb+LvPH959+fj1D7/66psvvvjem/u38dh9yBcGAL/T6bW7AJvFaboxXuyf7K5uLGkXNAq1RCzjC4TcSd74yHBfZ0dzTXU5k0GjkPEEPAqLgWMxcAwahkZB0SgoCglBIsAIJBgCS88Bp4Bh6Rg8JJ+OoxbgSRQUBg+BIjIR6BwsAUqioPLpOFohgVZIoBXhKHREfiGcQkeQaUgiDUGkIolUNC4fTWVSiQUUCrOQWFiQx2AWVFTRyiqKWbXM8qqSikpmWWl9c5PJZvWGfA7Aafc4ElJ5Qx5PwOUO2IGQ0xdx/3qpEi691ynB3X3429uq943rvUvvdUrwq0a9L/sfUqVnPnvy7Dup6U+aWqrSM59kg15A4akyBaelvfyzZ0lpmR/m0yEQ+DMiOZtCz4UinmeBPiXk5cCQr+hFSHoREoVNKykn0AoRjBJsdu5nudBnhUw0sxRXwEAhMam50BcITGY5i/4y9UNqIaaiitbcWkEvQLW1l3V1VrAnWkoYqNJiFG+8ubYST8/LZFIhBcSc9roipWBwrLduWjLKHWrWSsfmFOx5JUc22TfeV9/XWj7QXjnR3zA12iYc75bzR6RTI5LJYcnksIw/qhRNJJqPWsJJtCOlaCIhTEKSRa1kViNUybhy8YRcPKGW82Y1Qt2sdGttdmdjfn978Xhff368cXOxa7w+MN0cm2/OzLfnNuO1w3rjsZsBl9nvtvsBG+CwWE2XHrvZZr6ym26ODzavTg+NN6cWw6XVdOkwG5w2A+Cw+DzWIOAM+hw+l83rtnidVsBlBhwWj9MEOCwepyUS9UdiwVg8FE0cOoV9Pr/b43UmMvG7cOwufHcfid9H7h+idw/Rd1+8fvPl6zfvHu7f3t09RCP34UgsGIwFwtEAEPTYnZbL24v9w52VjeV53YxmTs3hs0d5o71DPU2dTRU15bRiGjGfgCahYWgoFAOFoaEQNASKgiQiFAUBQ7KhkBw4LBeFhGLQcDwORSRgSEQsFoP4VTBYOL2QQMpHkGkoOgOPz4Nmgp5n5DxDYLKohdg8KhJLBCOx2Wg8iEiBFzAJxeXk0ipSYQkKS8qqqKGU1VCRhBwKg1BQRi0sKyQWUKglDDydhqPRKSVl+AImtaSyur6prr6xsqq6rqHearcBPq/L4/T6gXA0EIr4/SGPN+DyBhy+oDMQdgYjLn/U4496AjEgQTDuTRC68yUI3/vD9/7IQyDyEIjdB16/iT++jj2+jj08Ru8fInf34bv7cPwuFI0FEsTiwVg8GL8LJfiljdZ75RIqBkPef+pUz19+mJ75LCXtMzwRAoamZGY/hcBSikvz0rM+eZWalFAIgU5JSU+i0KBITCqZBsfgs8g0OI6Yk579KQKdBoK+AEGeZ+U+TUn/MBP0BIPPYtUVVFZTKTR4AQMDR6XSClGdPdWt7VUg8Mv2DlZxCamklMhld5UUY/t6q6Tivr6eivbWQi67RTzVzR5unhxvZ5XmSfmDE0MtSvHo1ESHSjok4fcIOe2iyU6VeGBWPbGo5em0glklXyvnK0Uc6dSImDck4g6KeUNi3pBKzNZIuYmrmDWdals/t7+xuL+9fHq4cXGybbg8sBrPXLZLj+sGcBkBl9HtMLgdRrfD6HQaHY5bh+PG4bhxOG4Bjx3w2AGPA/DYPW5bArfL6nHbbFajx2132M0Ou/n05ODm+txiNricVpfT4nabAZcZcFkBpw1wOgCnzeex+wGb3+cKBb3RSCgei9zdh+8fQqGoLxIPxO9C9w/Rh/v4/V0sHotEooG7+0g4GgD8TqvDeHV9eni0s721ur62JJVOCoRsDnd4YLinvbOlrqG6klVRVlZGJBKJeAIeh8FiECgkBAbPhsBSc2EpIEh6LjQLDMuEIkAwBBSBQqJQKBQGnpjEEJgsBDoHhobC0HAYGo5AwUl4VB4OQcRBCVgIFgvGYHJxaAgWBcYiczCITCw8HQ1NhoOToaAUcE56bnZKLuiznNyPUZhkEjkbgUxGY9J6B+qPz1ZZtfRCJpZIyqXkw9ray/SrisfX7j/9D7/5o9+6C0UM69vK86vV6TkBkYYg5KNIBXh6CR1Py6OWMHA0Kp5eQC+vJBUxiypYjLLKkqqqwuKS4vKyq1uDzWF1uOz+IBCJBUNRXyD4bancoSgQjHj8UU8oCgRiQCgKBOPecMwbjHsjcV/ozhe984fv/bH7fzIqdh94++7+zdu7N2/vvm3Xw2P0nzXq21L90lgYi4f+h1TPX36XRIanZz5BYbIhsNSPP02CwtOw+Fw0NgeFyXryLCk98zMkOjM987NcyCsUJquuqaS6qfiz50kwbOartI/guKz07Cfpuc8QmMx8BpZRSsKSIWB4CgKfXVRCrK4vbGopLC1Hcyfb2ZwOLq8PjwdjcTAEElRdU84sptbUlQyNtCnUnPIq4gSvlS/uUahGFKrRtvYKJpMkFo/n5cHzqUgkKoVVk6dQDwiFreOc6vHx6saWfB63jVGEUsomt1Z112cHFyfbxzv684MNy/UxYLvxO40JAi6Tz23yu61+t9XnsXucFrfD7HaY3Q6jx3nr8Zi8Prs/4HYDDjfgcgMeJ+BxAE4HYLd7bXaP1etzWay3Xq8nGgsGQl6v3+3y2F0eu8VmtDmsdqfN6/eFQqH19U2DwejzBXw+XzQWfPdFJBx2AB7HV1987+3951+++eKbr7/0+21en9PutJnMdoPZdnhxeGk+2TpYnp2Xrq3Mzajk/W2dg21dw129FUxmAZ2CxECRGDACnYNEglDwHHhOGjwrmYjMImOy8ehsGCzj+YtPc3Nz4FBEbjoYD8YTQTgqnIjLzqViYBjoSzTyCRj8AQ6dUUhGFeWj8jAwCoZIRlHICFIeCo1Dvnr1MgkK/pBGBRPwKDQam08thENhWEg2PPMpEvIUDPoQg3mBQr6AgJ411xZV0OHt1YSeeoySx+KPlK/r+GvzyouDVadp5c3d4RePZ6/jZ9XlUEhO0p/+yVc//5uf/OHvf45CPM8npjew8H/8+49/9Hvx3TX+WH/JxFDlyYHmJ3/wxS9+8bcm8yG9EMusoJEK8ORCMrkgn1JIzy8qojIYNCazgFlcUFJSUFFJqyiraGxgNTccX576wl5f0A347Ymr2+A/XfL6IlF/JB6IxAPRu2D0LhiLB6N3wfhdKHYfit+F4g/hbz/f3YfjD+H7h8ivIdGv4nehWDwYjQUiUX8k6g9HfO/ziaUE7/VLqJiExubkQpLB0BQKFZUNevHsxXdS0j5BoDLhyAw4MiMn9yUcmYFAZWZmP8uFJGPxuXlUJAKXU1RGTgc9J+QjnqV8mA1Nzsh9kQ1NBsFTs6HJWZBXMEwWIR+BIUFyYS9rG0gyWdfKqmh7d5rD7U1Pf/rhR0klpUU4HIbLGy+tYJAoKBQue2C0sa6tqLa1gFGGpjHgrZ2V6hnh2uZC/1C7UDre0VsFRT65vF24uJ2jMTNk6u7ugWLditDqODUaz82mG4/TEg54wj6nz2XxOs1BwP6egMfmBxy+f+o2Do/D7nXZA15nOOAKBh2BgN3rs7u9dpvDanHYbS63HXA7fYA76HaFPUDY4/E6E0c68ftI7D4EBN3hmN8TcAE+l8vn9PqBUCR4d/94cXFltTjNJrvfHzw82j08XtUtShVykVqmmpoQdTR3Dg901teXUGkEHAFLoTGI+fRUcNrLnCfZ4GdEEiT15cfI7EwmnoRMy0Rng/BwKBYFzqehocg0EPQFmQItLyGW5GPyoGkF2EwKKoWCy8Ag00gkGAYNQ8MRNFw+Lgudn4srw+YXwhEkSDoO9pSe/7KAnkZCpyKynuVjM4jwdAaOiEqDFmHyK/IpNcWwvg5iVxsBg/gsPw8DBUOwWCwsN7u/iQXc7kV8p7Ho2Y9/y2+zbbS3MBc07P/lh9H/8qfv/s8/f/OL//bjP/yB+QdvzQH7tf1m93yX/83nhz//i3c/+9P7ukpwcx323/1W+D//+Y/++n/73eY6Ch759I9+L/77P/IXk1/gwEk07CcNFXAs7OOJoZqf/dmPP3/nJZFhRcVkFAH2LakKqAwGncEsYDIKSkoKqqoolWVljfWVzbX7F8dA2JOQKhCwBwL2YNAVei9VLBiJBd9/6O8//fcT3bdf7+7/dakSv3qvSsKrf5NUVDoGBH6VT0NTqKiXyR/iCGAEKpNeiMvKeZ6e+QRHABcyCIUMApWOSbSv5PRPwPBUEDQZjQflwlKywS/Ts58+T/4gK/dFLiwFBE1Oz36aCXoOR2ei8SAkJh2OfIpCPalk4emFsKVlZV1daXtHE56AzspOq6mtbGiuGef0U+ioolLs/KqYWYWrrCOy6imToj4uf4AzOVRTXzrO7aUzUaw6UmkVrLGdVMqCFpdBGSXQ2noqiQw7Oz+0263hcDAY9LvcNpvdZLeZnA6L22XzuO1uj93tsXs8LgBwJ7DbLHbzrc18Y7dcO50Gv98WiwH3D6HXb+KPb+5ev318/fb+zbuHxy/ir7+8e/tFzO2x+H2u09Pdw6Otvf312QWVelo0zukXCNm9A+0trfWVVSXFxQwcFk0m5eEw2FxQdkbGC1Duk5TkJDQiG5qdnfkqE5SemfbqIxwmE4sFwxFgCBSZCcqFYnNppTgw7DmdBqMSoURYDio9BZH6ioaGktG5udlPqHQIjpSKJb7CYp+CMpNAyUno7O8QQB+Ck5PycclZqUlZmR9gsNn0fCwSlFWEw1VTqPj0DBIoTTzeHvYeffHF7W983x7xX8v4vdUlSDImmY4BF2KQqyrV73/9+uc/++Ynv+P6sz+OK8RtOWkflxfng7KfYZBp9SXk7QXxD75y/d//7Y/PL7SNjaRXz5NK6LDJvqqIbfXv/uPD3//V2xkhiwD9Dij5o7SnSdmvkhjkj7ZXhv/8p481FRAM4qPOVvrl+WI8ashMSRruL/+Hv/+p9UaHgyY1loML8J8V4J8yyMloyIdbevEPv47Q6EgoPI1cQEhIlVdEJzMKKEwGjcmkFxfTSktoVVWUyrLShrqyBtbu2aEn5E7Me/9Gqd4r9D9l1K/x6t8kVR4FAYGlorE5UHhaWsZnjGISngipZBW0trMwOBAMkZ6W8VlK2idobA4ClQlDpL9I+RAMT32V9jEYnorAZL1M/YhAhn36LOll6keJTCbo+YuUD9OyniAwWSQKpLW9qLaWgMYmk8jZzS3lJtNZMAS0dzTTCyhoDCwzJ/WzZ9/57HmSdl5Y01JQ3Uwrq8bVNdOHJ1rINGRLB4tIgTe3V1XUUEj5mdSirDIWXCBtHRmvYZYgqmuoEsnEvG7GZLPG7uI2l9NstYQiwfj9nRtw+YMBf9DnDwa8wcD76A/6/D63H3AALrPdcm24Ojw62tjZXFxdndVoJHI5f2pqbGioq7W1upJVwGASaHR0evpTLBaMx4Kg0NScnBdp6Z9kZT+FQJNzwS+Tkz/KzX0Fg2VAIBm5oAwkNJeIRaHguThMDiUvg4hPoZEgVAKKjicwySQSJgOPScUg0ygULJlMhiGgYGR6NuRTLD4t9VUSnZRbyyTVFRBY+RhC7st8bAYW8YxCSW3pILPqEF1dxLnpDp2qbU3bYz5SmY40IedOANh799b8gx8E11akOERKHjy9CAdWjPf++PPA7/8w5rRuKJSdYkmr23b487/8w2++sE6OVzCI6XmwV2RY6nA780fvrv/urz7/6//07nd+AHS3MDHQ52VMKBr6ESL9o1cfJI0NlP+vf/KmpDQXCv0ABX9BQqdmfJK0oe3/73/55S/+399V8cpyXiYREalUXDYWkgTLSiKgvvtbP3DxJqqh4A8peRkW845U3JeanKRfFvziF3/1J394LxfWFxCfMPKeNJTlVhakYSHfaarBK8S9jCJEVXUBnoIkF+aRish5RdQ8ZgGFycgvZlJLiqmlJXQWi1xRWlxXU1JXuXW85wo4/1WpfrUpJUz4VaMShxP/U179m6SCwNLzaVgUBgSBpcMQmbmQ1KfPv4vBgQsZJBA4BY7Mysp5mZL2GQSW/irlk48+ScrIfgFFZObTcVgCNBealpH9AkuAZmS/+ORJ0suUT1IznqZmPM3MeQmGpWeBXr1M/qC7t6KiAgWBPckBfVZcQjo8XPf5HUPDvWXlzA8+TKIW5HV0N1Do6NbOSgQhvaqROsxr7BllSVUjY5zOzt769OynWTnPi4oxDU3UjW3xxrZQIu+SSHpQyBdS8ci7d2GTxRC+j0fv78xOu8VhD0YjTsC7c7C/vX+wurkxq1sUKWSj7Im2nq7axgZWTVVFObOsmFZEJ1FIaBw6FwnLhINTYLnJ4OwX4Ozn4OznENAzCOgZBPQElvMEmvuUQoSikRl5BBAakYpGJJPwGXDIUywqmUoGoeCvKCRwHh6MhKZBc1Mzkp+SsPA8PASDTEHDP8SjPkl/ngTLeIYDZ4JTnxSQMlGQj3HwFzQyAouC5oIyMPisPEomlZp9uKv8za98v/nW8zvvvHeOk5NVqeNmpb2JVFuL+KM/if7N337973/P9uXbvQf/4j/871///c9+4+vYuU7Zub89+c1vWP/xH39qMa+goN+l4V7OiLv/+Lfj//En74Z7inOyk7Jzk3LA36WSwbPKsf/+X//93/3N18LxUjruSXVB9svvJllOBX/zn+J/+7PP/7//6ye/+YWzvgxOQCdhoUkMYnoBNqO7Lf/HP/LS6Gn5+WlEXHoeJo0MfbKi7Pn5T+P/8PPvJTpVUR6EiErrbqEsz/XnpCbNqgY6WmgI2NOKcrxMMZz8KgmHTR0drvnFP/7Fz/7sqz/5g0gssCudrGIVJDcUZ7RUwZqq0SUFORRydgEDk0dHk4uIpCIyiUElMQvITAalmJlfUppfVpaQilHDYlSXrR9sO3x2wO/0BZ3/klT/0pj3S6+J04hfI9X71W97lfh/7b8uVS4kdWllemV1prW9pqSMCkdmgaFpWDwEi4egsbl4IgwETklO/TQXkorCgPBEGBoHzs5NbmmvIVMxT198QCQjn738MDXj6avUT1+lfvoi+eNXqZ+CIKkobG4uNO35y+/AEM/odBAxLwuHz8zKfkogwEbH+sIRX3NLfXNLXW1DRT4dhyHkIrFZmgVhbWthbRutrp2unuVs7MyWVlKR2Oxs0AtaIaq9s6S9q6isEtHaQWMwoBh0slQ8MjU10thSW9/SUN1Qwywvzi+gE8h5CAw6GwrOBOVk5YKywbk5UFAuHAxGQCBIKBwJwWAgWBQIiwJjUWA8OpeIheThIfkECAGVRkSlEFEpBOQrAuIlAfESD3+Bg7+k54FzMj9Gw57jUa8g2R9As78DB32Ahn4CSk/KSUsiopJpeTnVZeSmumJQ2hMkOLmzuWxnTXq4Lbg+VcSAI49hN2A++w+/99Vvf+Xa1fMaqjCw7E9Q4HQCBgzO/RSLff7TP/387f31UCedDPuolp69JO3+yTe+f/i7PxjtL6oqz/nPf/llMLTa0ZILzUxqr371//z153//519uaXoynyTlpCUhYEkPD8dffn6ZkZJUW5b153/08F//6sdSXj0oPSkvL5XOgBHycsCgFzjkS8Ol4q//4v53f3jNKnyKyUqqKXxlPZvyGuXOS+X/8bPv/5ef/sYP3hqKqUl56CQa6gmDkPn/s/aWUXJcWaJuiIohmYIhIzmzMosZVSpZzMzMzFySSqVSMVcyMxWrBJYlg8xtZll222273Xa770xP98x9a715P8Ku0TX0wH1a38oVCpWy/pwv9t4nztmnqhR9+NCjN3BoOg2DUwr0qAZJPrV73r98cft/f3fv9L5qLTlNR/PlOHv9itK7N01SdEaeQazTiAg8vbBIDiMZJMWpqNJIxNMtpvp/+ae3v//mxW++vPe3P7/09vPWieDlE7tnFRvYRbmip+r0Oj2UV6rR5qlUeVpVgV5dkKMpzFcXF+iKi7UlJdnVVZrSotzK8pzywktNV+0+239Fql8GpV816h9I9avz7Mw3/+dSzUgEtu9cd+bc4YIinVpLikEWRgi5/BQI4RaV6KtnFhWXGrRZUgTji0EWl59SVVOYZZDt3b+F+WGBKB0jhEJxBpefIhCl8wSpLE4iX5iG4gKMEIokaRIoMT0NqHsqd1ZdwYGDm/n81ExWUnVNGS3DWezU5asW9vS31NQVlVToCYU4UzhVVwDnV5Brt85btLJWqgDlakQoTkMJdmW1prJGAYJAba06xwCrFSKaEEhxEYYJMExEkiBBgggqFkN8jICVOgUtJ2k5KVOScgUpV5AKBa5Q4AoFKhKkwOIMEhXISImCgEiIBwlSROwpFJQsQ1M0ZEq2glWk89UfbQAAIABJREFUFVTkIDMLydpi2fIFJWWF0qoS+uTh1WePrTl3fHXIedXRf+b5O7ZXH/heez760v3wHz599fOPX1m7dBaNsPdsWTjoa/70nfijdyIfvxbfv+GpDfPLWs7u/PTNwR9+f28i2jmziJYjPBUpys2SGHtPffrxrepSEGQDFXpWDg5oJMDx7TO/+nBi+TztupUF774Vq64EQS6gxoAty+SPX3V89+5w84mVebKkinwBjwWcP7tseLCJzwGGIlf//d/eGo1cN6jTCnOhohIZiLJIGpRRMI2xtm4s+uBd5//+6zPG9g0FqilKEPD27xn1nivTpt8Otv/w6Pl//fahe2CLlgIWVFJqLMWgyXz33eHCIolKxVbJ+UqSrYISj+946t9/ePi3b26f3FOppaYo8IxcLeK2Nj73tBeVTEegRAROxXC2WoMiGAcl2ATJ1unB8nJpR/vhF551/uW7h394NPbdo5F/+nzs3//trXde9p46sqSygsovpORqUJunUOVrVAV6ZWGOqihfVVykKS7WlP4oVU5FmaE0//y1epvX6g04gxH3P5DqP03zGJ0Ybf6xVL/06r8kFUGJcVKk09MwyiuvzFOqcSY6QQi3tDyH2XcolUF8YRqXn5KSNmXx0tnnLhzdf3Dbzt0bpicAXH5KUYm+oip/yjQgKQVIy5iWwZrBF6ZJIDaHlzw9ASgrVaFISpYe3bN37VNzSuvqyjIyE/Py9e0dN44dP1hSnrdp65pbd4fOXTqSwUuAKQ5IJYvwBH0hwRLOqJ5VqNKSPEGyzoBnGeDsbLCgADFkCdVKPg6mamWwhoYMakQrl0hRNiRKwxCOXA4pFChBiSUSFgiyIYiFo1wK48kJnoLkKylellIiJbiwOAOXcLLV9NI5Ncf3b2m5csRvuR5yNAz5bkxE258dNb5y1/Xmg8hbL8T/5fsPmq7szdXxTd0nv3r0zPe/f+6HL5+7cGzx4pnSFXO186roxXW6sLvt689e27Z+Pgml4IKphBAYDVz606cjccdFmg8UytiZALB/fdGX78V+/+7wklk6HSlU4fziXPizj+8ORpoQMVCkTSpSTS+ggXwSoNjAM4OdqxdkL3oqy+9sJJEpGmqGHAQ2LVB898Hw//rglrPloDgJkEGAWpZo0KVt2VQ0fw7x+KP4my/be1t35WWxxEIAQTO12Wq5RiEjMblUkJ+d8c6b1r98O/bwbnORZppCAlhubLnlr5dxAZ1kxqNXRn94/PS/fDvSdmU+zgP00vS6avKDD8Z0WSylkpVrQLPVUJ6Mt3tN2V9/f+vf//mFF2+3TcSan7vj+/id5/7+l0dPT7goNFWnlchpoUqNgDBLrcXlSsiQS2h0YqWGI6USSkok+3fP7GnZ/uHLtm8/jP7l85s/fHH368/v79kxN8sA6XOpJ6VSFhWqiovUJf8hVXZ5aVZx7rmGS1aP5R9L9WQd9bNE7mdh6h9L9bOXwk8mkP+5VBmZiSo1lZI6TSDMpKRwVXUxjAgIEjxwcOfCRbOra0pKy/KEItay5fPLyvPTMxIIEtRo6e07NmTnqBMSgYJCvZRGcEKSlDwlk5UklnAwXIwTEgjm8/jpmezp+bm0SDhDbyBaWi92dFz1+60VlYULF80eHYuHI74+Y8euvVt27tlcWKJHKBFEcqdnAFx4uhBNAQmOziDLyVcrVAhBcrUaMZcL5GZLivMREkmh0cwcFaGXweUGvFAjrMrDqguo3ZsXlOZRiCipME+2Z9uKjhtnmi4fsvVdWTW/SAbOmFOueO+V0famoxL+VCUlMCgwOSppunDmhz98/Nr9wf7WYwe3zXrredcfP7l1O9xSpuXV5uIbFpZ+9NZda/9FkA/Q6NT+lgO/f3f449dDy2fTGhSQg4ASAhAOkKcVvng/umPjQl46kC1j58uT78av/PMfbsbtZzUSoFLDK1GkLqkUf/1B5PGb0fMHl8sl6XqpcPFT2Z+8e/ODt6L1p5fQEoAWAgYUyCUAhQCYW4qVGaB8LVxRqCAlqTqKoyfSV9dqvnv/zr9++rD15EaFEFDAM7TyDJqYgSPAhTPL/+n753/4+pndm0sxMaBViQSCNI0+SwShOITlGWQ6VdKDp9v+159uP37HV5PHNhBAf8Pm+9HWfCK9mOavqs1/8xnvv31/98+/jx/fNTtXkVmSL/zsszsFhWKFIlOtEMkwlkKSeHz73P/1ePyPH0eHvacPbq/av33BpdM7X7gXfvv1m6gkIduA0BRfrUHVWhxC2KRUKFOKCSqTlrPKSlGJBFDLZ8gxoCo76djWwndfsPzp8cR3X73w9C2bRieeObtAl69UF2jVhQZVUa6quEhTWqIpLdGWlapLivNn1ZTU1WoLsw+dPhaI+21OkzdgDwbtgYAtEHAEAo5gyBONBQaHo8Oj8eGR6OhYfPzmEPNKd2x8cHgkOjgUftKrX4r3S5584fur/Oo3MHcAkZidlDwlIRGYOg2YMhXAcHFhkUGlpnBCUjurPBB07t23rag4W6Ekli2fL5ZwklOmCkWsKVMBFjtZJGZTUpjNSYFgvkjMzmQlpaXPEIpYcgWu1khhRJCePm3ThsUb1s2/cPGwP2Cy2brCYef5i8eMpi63x+YPuAJhV2dPc2dP87yFsxBKwhYmc8AETMnBZEKY5CvUpEorJUkxinHmzslvazl+/ererRtn3bhyqK/9okGJSjKA9vPbP39t6M+P7n/9/t2JSM/CmToSTMhRiw/vXvHWy6MPxh2Hts2bXyYl2EDj0VV/+uTei/d9NWVyBcFRYEKUx/Ka+p4bj21cWkNLAFIEDLovvfuSK2I9pwKnkBwAZ0/paT1z/cp+HJyiwKZ1Ne589Ebk0e+Cswp5WRiQLZ2qI6bOrZSiPMDSe3nbhgWIcIYGT82TJd0fbvju09iY+3yRLLGATFIJgLN7Kr79MPLHD0c3LcpXQ+lFalQGJd0Z7X/3d6E/fn7rtft9fdfXLqsSlqunq8WABp4mB1O1FKijcUrMN0jhHEq4eV7RJy/E/u2zl5uPb5IJpmqIDK2Mh0MJNJHYen3Xu28Ev3588+DOap08VUFyCRzKLyjBMLkUo+S4UEUnPHev5+vPRj57Jzq/HEMzAHv7gZj1IskGqrMIpSB1x/KqN581//M3t799dHdeFV1ZKvnyy2cqq4isLIFODWplwgK5aM0c/d//cPff//7i4W0FmQkALgGkSOrB3UvffGUUlSSgULJGBUlpkQRMV2kwuRJSqsDauuxVqyopMnFmFa5RJKgpoDY/Q48Bc0oFL90z/eXbl197NV5ZrdXnUk9KpS4u0JSWaEtKtGWlmtKSvNrqkrpaXVHO/hOH/TGf3WVm3lMFg/ZJqSJRf3woMjQS+y2pfmnUL2cIfzZb+D+XKil5CoebCsF8viCDx08XilhSGlFrpOvWL7c7Bjq7bkSi3uaWqwcO7kQxEU5IIIg3YwYgl2MCQQaKCkUill6voChowYJZS5bM2bp1bX396b6+tpaWq9u3r6+uLnQ5up32rmjM4Xb3O539Xq/Z6R4IRZxOl8njtYaiHrfP6vLaFi6Zi0kRMcol1eKsQlptoFApSFAoTsEQxIMRVnER3dp87PHHz7z5yuBgoPvgjuVKjJdD8dRCoOvs6o+e937yUmj9/BxKAOQq2PlqQXGW5MU77vMHlxNcQAcB2QjwtO/qF2/E/vjpMzs21mLCBAXKhzJSQxZjW/1pSQaQLUsv1KW9eK//vde8PuNJLZaQJ+PpCM76FTN3bV0I8gFMAHRe2/HHj29+/f5wTW6GFgJkQmBWgXgi2pklzZxVoTWoETnO1kszs6kZDyea//hxOGI6ohYBCh4wO4f/cKTpnz4f9fYezaPTaUGygRITwhmzKqj33oi//2bkkzf8P3w2+vV7wVdutl/aP79IyUVYM+QwSIOoEiWzCFyPiXYsqn73XvBvn710/egGKX+GjhaqaREkTlFKOR03Dv39z699+k581QJ1YRY3VwvRJERLlTJaLSMprRxSy5Jfe9H5+Yejn/wuNr9MmkOltpzfcCvUqoGSyrQoxU3FODNO7V/4l68efPvJvc/eHZ9ZCb33Xry0DJLL06QEGxYkqKG0zYsL/vblnX//28NLR2fJUcCgYmcpeQVZ4o4bh7I1wpJ8srerXqWQqDWoWoNKaRGKsS5d3P/8s2GaSMzTc8sKxdXFQpkYmF3EVaOA13L23/76/uuvjs6ZVyDGWLp8tTpfpy40aApztUUF2tKirJISXemPUhXPmmkozd91eJ8v6nW4Lf6Qk3lxHww6J6WKDYYHh6NMgvczqYaGIz+bIv+/5B8EuuGRKABCPAjmT5sOJCYBwBSAx0+HYH5hkaHpxuVozGex9nq81oZrF9raG3fu2qTR0pmZicuXz58+HaBpRCqFMUz01FNVo6MRt9tss/UZjZ1mc7fLZQqFXMxGt8GYK+g322xd3d2NTme/32+NDXq9fovLbbbZ+62Ofou9z2zrr5pZhpAQIUdU2VRBhV6fr0EpBEYhCBFDEI/E+VIiU8wD/M7G7796eSjYhXABSpSkRdMUHKDtxJK/Prr7h7eGVtQq1ci0bFkmIQI2La948Y67WMPJphILqRmXdte9EG16Ln7j+8+ebr66kwaTDVII42Qe2LRxWV0VzJ4iR6blqBNfe870/usec8chQgAYpHwVylVJ+QW5BCaZTsFTepr2fvHO8Cu3+8o1yUoRoMeBY9tnvf0wkiXnEmAqhfHUtEgqmpGFT33zQd+fHkWfG2o+tK6k6/ymxy+HXrnZOtC4tsrAysKSaX5qFi7JV4GCDKCsALl8dsOzEz2P3wx+/obnnz+//ZfH9x8MW2vydSocU5PyLKlKLhErxeyN80o+f230L588e+3YOoI/XU0JVRSEQVya5B3dt/qbxw/++Y8vHN9bpyanq8gMmhCSOKFSqAlYrFdKcrQZH74d++bRvVvRXoo/VSGZ0dOwYyLcTAkAjDs1T4HrKVBJpF46ueZvf/rdN4/ujQ+3fvbZrdpZUhieolaIlAQfYwE7VpR+//Hw94+j3Y0rNRRAo9MQEZCn42Yp0iE+sHvr/N+9PAZLkosKFJRUqFbCElHykYMb/un7Dy+c2qCTpxVmc/M0aeWGzLKsdDU+JeS+9re/vHf61FadAc8pUuvy1Zp8nabAoCnM1RUW6IuL9MUl+tJSXWlp7syq4lkzcyuKNu3e5gm7nR5rMOKORpkFMa5g0BkIusMRXzQeig9FmDmGmxPDzKI+pmr65bqKyXLot/hvGfWzsg3YtHktSSFJydM43HRgCkBSyMzaitpZlVIaW7tuRf9Al91hutHc0Nbe5PHa9+zdvnDBU4cP7c3P0wv4rLLSgtGRWMPVi6Ggp7en3Wrp93rsfp/T67G7XVaf1xEKuXxuU9Bntdt7fT6Lx2PyeEyBkD0QshtNXUZTl8na5/RYrXZTcWmBCBZCuEShp3NLDdpsDUwgEALDKIShEoUMNOggMR/Yt3POZx/e/eLDp2cVS4u1cIGMm4tNedpb/807w49fj9vajlXlQXIsWUWmOQaudN04inKBcr0gG5s6bDt/enPFmR1Vf/3mwQt3rdV5pAbnyyViJQTSYi4lSlFg0wyaxDdftj/+KN7duleYCcgRDiFmweJ0iThRLeOqyLSepv1fvjv2/kNP86mV9Qfmu7oOf/JafNDTAnKmZCmhXINCzEnSYJmzCsB3njc/nGh+OtwQt5x7847t+w8m7sevLq0WqUCgIkuchYqycAjhJOSqweoyFcgHJGxg8zKDu2f/w9G27z95+vtPX2q/fEYvo7NkSjVJSSU8JZy+sk77p49vffXeaMPJNRh/Co1x5CQsl2I4zKkpV7/1YuSv3z5srV8rBYGiLL5eBZIYqKDxLCVEIdPXr8z5/OPxbz55cP3sLg3G0uIZ3oETd4ab1eRUFZmmlUIaClZSPAWZ7hm48M2ju19/cfe775/XG1j5+SCFs7S0WAOnr5uX/e0H8R8+j5vbN6ICIE/HKc6RUCAghYBCA//Zu663X79JEekKmk/iHIMOo0neutWzv//mnb/95YOu5oNzqqQKBMiWJ6nxKRdPrP7hj7+7f8dbkE+qtVhRRY4uT6vJ12nzDdrC3KzCAkNxkaG4yFBSnFVWljuzqqi2prCmbNXmda6g0+W1hWPeWMwTjbrDYTcjVSjsDUcD0XjoSakmbo2M3xz6WYH05OzCP+C/aNSTs/OTagH5BYZMVgqbk5aWngjBQoGQXVVdunzFIhgRLVw0Z8vW9W6P7cLF0w6n2WzpGxqOVFWW4BgoEfNm1pQP9HcF/C6P2+ZyWvw+JwOzrDvgd4VD3mjU63NbAl6LyzUwOhoKBu0ej8ls7XK4+i3WXqfLZHOaPH6H1W4qLM6DcBAhYVJJaHO1MpVSDCMIipMkSRKIQgaSWLpew5s/S/X2q7FHb47vWjdTjabp8ZSDa0peHuuKms48en3wZrhThibJibSSfPLB3UB1qYyCZijgaYuqpG/ds9Vkpc8r5H3+dvibT2/v2TAb4yRmYRjCYhH8TEyYlKVIz9OnPv9M7ztv+k8eWZKeBJAQB4cEaiXC5U2XS3lyIs3WdepPj5756OVAT/2m5lMr7W2Hvnrvzmiwm0YzlTRIYmISFRSqIYoHvHHf+P/+8Jy3+yAXAGYZhO8+4/juo6Gg6XBtHl8unp5L41oMVaD8IoNUwkvKUkp0VAbKAUguMK9UfDt849tPX3juVlxLkwqSJGCxiuJpqdRVc+ivP4o+fst/5fRyWABQCIsmEaVCioAcGc6OuBr/9U8vPj14rVAzQ0fP0MpZckqEIWwZmaKWz5gYaf7h2+ce3LSVG4gcGoRZQHfT9uef7iRgQEElqqRiATu1IE+pkgtJMXAz0vKX71548SXHkqUGHJ+hlIlwcRrGmnJu35K//+Hu374Zf/th34JaUK9MlyJTVcSUE/ueCjrq//z1y++/OW7QCFU0V6+FCZQF8mcc2rvqtReGn7np+OStiRfvOCeinSOBlodPO955bTgW6CotkskV4sJibX5pti5Pp8vVa/NzdAW5WYUFOUVFOUVF2SXFWWVlOTWVRbU1JbMqF69Z7gw43D57dNA/OOiLxTyRiIeRKhjyhCL+cDTATOvdnBi+dXuUkWp0LM6UVT/TiVnL91v8Y6l+yygGQCji8AUsvoCVlDwtS6/iC1jFJXlnz53AcNCQrTlz9vit26P1l8+53NbOrpa161bUzqwoLshub2mMBD0lhTld7TeG46Gx4ehgNBANeYM+Z9DnDAfckaAn5Hf5PVa7pdfY12o2d/p8llDIEYt5XB6jx2f2+i2RqNfhtljsA1097dm5WZgUx2kCpVFap0SlUoEExgmapuUEDpOYUKMU6lScAj3v/m3T43duWjpOZOFpWmSGr/t47+XNx7bP+uHLF998aaisUKpRi44e22Kzt/J5gJzMxMVTmy9tc3QeySOn6lFgyHPmm49vevsuKiG2BoZ1OK4nMQpMwyVArj71ufu9H7wXOXpoMY6k6tW0FEdwXCyWpOFIpoJiRVxNX753e9BeT/EAkgtgbODQltkxd7uKFOTnqDBUUlqUrURYKnjay3d6vngnYLq+TS0GShUZWxfpf3g0+q9/fObc3vlQOmAgMQ2Knty/bdfGFXISVctRBZ6hxmcoIQBnA83n1n7x/t07w24K5tM4iMNsnYJNQMDmlbLH71g/fcdx6fRCUADQJIckQRlNEKhISfHqyol3XnT+P39+UH9sthwFNHRycR5BU5kyEjh+aNZXvx9+9unefZvnchIAjJcEsgCf/fjzD9qy9VMoHNBpEIKQYLgYQzKVWGK2IiEWvvzd989X1xB6PV8sSJxfW2hpOf/NB0///Q93P33D9q/f3XnjofnueN+d0f6JWPMXHw1/9cnE06O9Hms9LARwKImAU4pyKAJKWzyncM2SihQAqCuhLh5d3XJpx8Xja47uWzK/zqCR8xA41ZBDKzWETEMyUmXl5ejzcw0FBbmFRbmFBbnFxdnl5Tk1lYUzq8tmV89dttDus3n8jthQYGjIH497IxFPKOT6sRlL2BeK+JmCauLWyK9KNRmIJuWJxgK/ym9J9Vvvu57cNgIUl+TBiIgvYGE4CEKCpORpPH6mIVtTUpovAfkYDu4/sOvc+ZM3mq8sXjJvxfJFOdnars6WkcFwf1/n0kVzbdaB4XjI53VEgp5gwB3wOtwuq9NmtFkHnDajw26KBF1utzEe9zscfR6Pxe+3OpxGj8/scBoZqYyW3tb2Gzq9GsFAMSLBKFKmUsM4xRfBBCmX0SoUgSAxB5akauScHB2nq2XfVx/ffjDak00nVOh5L06Yd68pqy6AXns2+NFbt9euqExJAu7c9q5fO4vPBZTSzMpC4tkJ+6r5htp8SZkuo+vq+i/eH/z09ZG6AjnJSc2mUB0hkYGpGjplViX83P3+115yr1lRBItmqKWogJ2OI/wsLY7BaRScEnXf+O7z53/3wEnygBxpghab9lQZZek8z0sHdm9fU1JoEPNTCjRgXRH8xfux7z8bMzbv0CKAHpuqhoAXxls/fdP37gue2nxMLkmHWYm9LWefmQigogytDNZIOTnKzAJVMsEHGs+s+f0Hd/vaz4H8RKVMpKDYWnkGOw3YuVH/4VvWT971nT25WCQElAohSYIEDssotDBbRoIJi+oUo6HGrz652VS/vroMUyk4xYXY7h21n3408syd3hWLDfwMoFBPbVg2x2W+/tkn47//fPTOra7Tp1bLaaFCgfMFGRQlUtMsiA+UFomdjvqZMxUokiwjhauX1jWdP3j5xKada4q3r85ZvUi5aol+zbLi2gp5dQmWq2VLuIBGllmUjZFIql6L5mfLCIQjp0RibmKOGs3TwXIsXU2x5Vhqnh6GJYkGParRItoskqTBvBKDXCf7SSqDPj/XUJCXW1iQW1iQW1yYU16cX11eNLO88qmZcxbPcXht3oA9PhwcGgnEh3zRH1vtuZiNz8GI90mpbt0evTkxzEj1ZGr3pFFML6Rf8p9JxQSlwdGx+Ng480ZraGx8kLkD5OcZ8vMMyUnTRUIul5Mxb25dcVGuTqu4evVcR8d1oTBTraZoGlm3bsm2betyctQBvysY8kbC/mgsGIsGwxF/KOj1B9zBgCcQ9AT8bq/P6XHbXW6by2l1OM0et83tsXi8dq/P5vM7fX67P+DyBxxen8PtsTmc5nDE19vXgRMQQcIEgeE4iWNSHKMxVIaiMhSToiiOYqBQmKqS82kicffWqk/fDb/+bG9NQdLpfdVxdxPGn5Kn4j+86/7g9eHLp9ctnq18MGFUIIBBkaLEp+/bUvf+ayMBa2PM3R5xXIs7z7370P7pa7HLR1aTHIDizajOJtVYilQCLHtKeWe48/3XY3s21cmxdDnCI0SZWhrkpgIaiosKp0ZcTd9/+by541AWPS2LnkaJAR2dXKwXgVzg/s3A9vVLZEh6tjJ1doX4rZesn38QuX5xhYQNGBRTKRC4dHLe5x9EHr8XuXxqmSgTQAWAufvgH7949sKpDbk6IcQHKBjITABmV+B3hnt/92J4yZwcGksB+YBKmqmTZ8ydqbD1nvjqs2e+/PzB4GDPgf2rikvUMhkqpTAZTSikhIrGSJRXVqyuv7D37m3viw+HJm66wqHe+8+ELpzfVVRIgZIEIT9BTotXLp197erxQwfX7tm9bP26uvnziotLtCoVjqJ8kSiNxHkUziFxDolzcIKH43wSE5KYUCJIlQhSYGEiIk6AxAmwJBkGM2AwExKzQJALw3wUFRI4RJGIlMZoGUGQCEkhtBRTKHC1mtLppHq9zGCQa7KkKr1UmUUrdFKZlqY1UlojpbS0IluVVWSQ6RV55UX5FcV5JQVqg7awojC3JLe0pqS6rrJ2Ts3cRU9ZHf1un/Xeg4mf2rYEJjfJx4YCsaHQ4EhkaDQ6Mh4fmxgavTk4PBYbHInEhkLMRXQwGI75Q1FfOOaPDgZjQ6FfbVwRHw4OjYYZhsciDCPj0ZHx+PjEyPjECLOb4cnP0fGR0fEh5hPAMShhxhQ2K61uVrXP6zxyeP+2rRtEQs7MmaX9/e21tWU0jYhEGRUVeQaDPBBw+AOuYMg72W4mHPEzbZmCIW8g6PEH3F6f0+N1uNw2p8vqcFpcbqvLbXV7bG6PzeO1e30On9/J4PbYnC5LKOzt6GzGcJAgYYJECIwkUJpA5ZNSISiJYLAE5MppoYxMqamAP34r8Ok7rnOHSu09OxoubJNhGbgkse3awY/eGI17rrVe2nD2wFwkE4BZACkCws5rZ46szdFIpEgGCSbALGDQdfar90Zv+luzyTQNkoxzAB2WrISmlOcI7o8Z33t1cMOS0oypgI4UkoJ0hJ1UpMVyFeICjXg01PnFR3fvDHdCPKCqUKQmpxJiQApOrT+x5fHbz25cWieHU7kpwOrFqo/fDn/wRqDh/AoSBLJV00ty0tUUMBpp+NMXd9540bGwDs/VJFw6tfi1h643XgrfHulvvLRjy9qqEweX37tpffaOc+PKSgkH0NJsvYKnJNKXzSvwWq8/vBeOeLts1utm6/XrTSfXb1ikVlNsVppQwJPTMpFASOAoDIkyMxNBKKOoWFFZrTXkoHoDheN8CGLJZKBKhZKkEMN4NC1hsaaz2TO43ESBIEUkSgPBTBhmIwiHICQMJAk+iUyGymQoM+VLURBzk8AhFEURDEUwFMUxFMcwAmUgpQQpxSgal8pxqRynFYRMScqUpMagVmf/H2hyNJocjS5Pl1uSq8nRFFcVl1SXFFYU6vJ0pVXFNbPKyqsKC0uyi0pz6uZU9Q60D5i7InHfk30mnuS/K1Uo6pnkyTZmozdjDGMT8bGJ+PitwfFbg+O3hkfGBkfGhn/J2M3RSYDMjJSy0kKSQDramxcumCMR81mZKTgGIoigtrZMqSTkcgxBeAaDvLu7yeejRUqcAAAgAElEQVSzBYLuX0oVCHp+SyqH0+xwmp0uy5Nqebx2n9/p9TkYqa411iOomKQQnIAJjCQwKY5IMVSKYlIEpSCMRDAUw0GC5NNUJoVPfeZm12cfBAd9xyfiV6tLpVlKCS5JWres4u2X4q/e9wz5rlXkcQtUqYQQWDXf8OHvxioKSBpNI6A0GZ6qwoCTe+o+e3Po1afd21dUIWxAg6Vr8FQdmbxldemzE9bHHzy9Ym4BJkzABGm4MIOSsGiIBXGnz6/Nvjduf/Pl6IsPnE/VELAQoBCgqhjdtKrqk3fu/+GTV5bNKVeTnIYL24ZCrV8+eubrz559/MFt+8DZjatKtLIURAhsWFk8Gu24OzZwd2xgx8bqg7vmrliYoyRSd2ya09N6xu9o7e84v2vzggI9wk4BlCSbhNIk3GmIMFFF8dRSPiFJh4WJOJYGIckglILhXKkUpkgUAsVcNkciEkspQqmQSqUwinEwPJOUskgpS0qLcJyPolwc5zNGgWCmUJhKEAKCEJCkkKJEUqmYpiUyGSiXQygqZMAwEY6LcVz8pGM4LkZRIQzzQZArFrPFIq5cQcnkpExOSmmMkqIkhRAkTJCgUkUqVaRCSciVqEyByBQQLQdpOSwB+SAkgGAhjIhQTILhIJOkZLJSuLyM9IwksYQnlvBEYm5K6gwJyBeJ2RxuKoebSknh2lnlvX1tRlOX12cbHAr+KkPDkeGR2OjY4PjN4bHxoZHR+NBwND4YZi6YRmJM55ZYPBQfDAWCTgZmK3Eo7GYYHYtOMjYeYxi/OcS0s/0lE7dGJwGEAs7VKxd37thy5fIFKYVRJKrTKmgptmfPlrt3R83m7pKSHAwTdHRcczj6vF5rIOgOhX2TvS+YXmeMVEzI8vldHq/D7bEzXtkdpl/1KhB0+wMup8sSDHnOnD0OQgJKimI4hOM4hlIYSk0aBWE4iCJSGYFgXJLIQJGp169s/fjt6P2bLcbOfZBwilohofGMklzi4T3/e68ODrQfUZPTteSMbGW623gh5msXsgBEnKCghVoFnwKB+TX42y+GX38QdHRfxnjTFXA6wp0iSAVOH1n1xScPXno2NNB5oaZUk63ElbhECnEVuOD8iR03B21/ePzSe2+MvfO7oRef9YwNdkUDzWPx3tujtpGIydbfWJKj0EhFl8/uOn9y8+a1tfPrDGuXV2xYVV1TJldJM3FwBgEliDiAnEhTkOmoeBoBJUD8qUqSq6YFYu6M1BkAOxUQsqeh4nSVVEwhHA0NKUmxHBcqSRAVZcCCjCw1ppALCCoTw9mUVKhUEkoFRRIYJAFlUloo4ImEXKWSUKkRCZgsFE+XyjgyuUSpRKRSMQSxIIjFKIRhPIoSkaQQx/kIwgHBTJEoTSBI4fOTCULEKERREE0jMhkql2NyOcaoheNiDBNhmGjSPaGIJRSxhOIMoThDIEoXiNIFolSBKJXNTWBzEzi8BA4vgcOf/iO8BBTiY7AIR8QUDtEkoqBxpYxQyUm9VmHQKbM08oLcrILcrMI8vYxC8/N1FRUFZeX5tbPK165bdubs0eGRcCzu/y2j/gdSTVr0s77QT3xhiGF4JDw8Ev6pfPo5/4dUW7dsOHb04OFD+w7s3710yYKcbN3+fTt7e9qDQWc06j179iiKCq9ePRONuv1+69hYdFKqJxsIBoKeUNjHBCuf3+X1OSelcrosjE6MUUwG6PU5mG7UTpclEHQfOLhbJOZKaQzFQAzDmAQCwkgII0GUAFEMRBFSimG4GITSFHLu0oW5v390985Y95L5WRicIiUFKJyBgEnxUM8Hb91at7wEEwNaKnnvtjnv/m484G6trc5CoHSFTCIl2Ivm6m7G2h+9fevDN+98+MZ9a3fjvJrc6hKlw3T16VsOr/N6NNDlc7Y5ze1zZ5bCAhYqYlEw99iBLQd2rVq/aubsGm1xPlJXo6ipkOYZxEppZo4OFHOn5WVRMkyQq6V4GVNRcaoUZUtRtoA1FRIkwcJkkJ+IiFK0cgkJZ2YpIZCfiIPpsDAZBTPF/BQS5elUhEIKkahAScNyEkbEXAk/U0UTCgrDIZGMQElEAgl5KMSH4HQES8VwNgyzJRIWBAooElcp5Rq1Ui4jcQyEYS6O82VyESXlwkgaBGfK5ZBSiTDxSioVE4RAKEwVi9PF4nSRKE0kShMKUxmj+PxkFiuBzU7kcJJ4vBSBIE0kyhCLMyUS1k8LlDkoysdxIUmKpVKQpiGKFktlEpkClCshpRpRazGtHtPqsYJieWGJorhMVVqhKa/SVNboqmv1M2vzliyoXb5g9spFc1Yvmbd22YINKxdvWr1085plOzau3rZ+5Y6Nq/dsXb9n6/r9OzatWPjU7m0bDh/efeTY7lNnDtZfOdXSdsUftLm9Jq/fMjQS+BWGQ/9dqWJxf2zQGx/yMQwO+xmGR4PDo8GRsRDD6Hh4dDw8OhZlFmr8kvGbQ5MAq1YuPXhgz6GDe9evW3X40D6H3Tw+Nhjwu1parq5evVguxy5cODExEYtEXB6PyW7vD4Y8obBvsukZ0+uMaYT7ZAbISOVy/5jsMSL5/E5/4Me5mlDYGwp7nS6LP+DasnU9X8CiZTiKgSiOwDgGYSiE4RIMk/wkFYLBOAULxRlKFZhjgN94fdRhqQfFAEnxSFJIUgJ2JnD21PaIvzNLycEkU69d2PnMLefTE65oqP9K/RFdFqHXS6Ukb+Hc7MbL27esm7VyUfn65XMO7d6oV6EknFmSTxFYqkrBEwqmgOIUduY0KQFyMlMIVCTip8HiDB5nBihK5PMAFE4QCAAYnK5W8zAkGQKTCYRDEQIRLxUUZcopEIW4NCFWyVFQmIEjfCUNk5iQwoQkJpTiIkjM0igwlRzVKDCJMCMvW83lpiIgT62mlDKClmI0iUgpVCWjUESCQaBSIdMqFaBEJOJxaSmmVIG0jE+QXAzj4bgQx0AEFkvE/JTkRAGfDUr4AkGaUJiKoJkglMJiAyz2NEab1FQgKQngcBJEojQ+P5kkhb9KTo4yN1eVn68pLNSVlBjKynIqKvIqK/NraopmziyuqyubO7dqwYKZS5bMXr587ooV81aunrdqzbw16xas27hg45bFW7Yv27ZzxfZdy7dsX7J1x+Idu5ft3rdy38E1B4+uO3x8w7HjW8+fPnDp9NHLp49dPnu84dzJhgunGi+cbrx0pqPx8o0r59uv1Xc0XelovNzdcu3M4X1tTVe6u5t6+pr7Blp7+1uM5g5/0DYyFrp3f+z/L6kGh4LM4VQMjEvDo8HxiSjDzVsxhonb8Ynb8bHx2JNz6JM8OdUOpKcl1c2q7ulu7+3piMdCDrvZbOo9fuwgholWrlxosfRcuXKWMcpobL91aygY8jAF1WQDQaasYnrhPllWMV5NWsT0dJ9s6850dmekWrV6KZeXQctwGBNDOAjiMIjDII5KMEyCYRIElSAoCEMgLJGAfLkckclFZ8/sWruqlsMGYJSD4gKZAhKJUysrtIsXlOBQkozI0NDcskKpRDhdRvMM2VK+MAXB+DDCkoimCLkADiUjopTMJCA9aSokypSIUkFJkkg4DUVStFkgmzNdImGBEr5YxJOIeSQJohCXokRyWpiRCWBoKkWzOWxAp4cIPBNGMpRyCEF4kJgjErGkBEiSoIJGcVwMiTkwzFfQqEyGQmKOTIbCEq5WS8MSbna2ikBFBCGBIB4I8eRyTCRmszJTQEggFnEFQjafx5KAAgQGuVx2akoSl8uWiIVsVuqUqUBaOiAUJYFgpkiUIRBkgBI+joFKhZSWYlIpLJPBUqmYILm0jK/VobRMbDDQpaX68vLsysrc2bNLFy6sWby4du7civnzqxYtmrls2exVq+atW7do48almzcv37Bh2caNyzdvXrlt25qdO9fv2bNp374t+/dv3b9/64ED2w4d2nH06O7jx/eeOnXgzJlDZ88ePnfu0Pnzhy9cOHLx0pFL9UfrLx+7fOX4lavHGq6duNZ4vPH6ietNJ280n25uPdXafqa17VxX25Wutoae1gbms7v9Wm/bte72a+aelu72a5beVmNvi7HrhtXYcfns0YGeZr/f6vWaPR6Tw9HndPZ7PKbR0dC9e6PDw4FfIzQ8FBkZjo2NDt4cHx4fGxodiQ8PRQfjYeYiHgtFI4FI2B+NBOKx0GA8FI/743Evw+Cgb3DQNzTkHxryP3k9NOSf/BW/2lD+ZwABv3t8bMjrcfi8zpvjw8/cu91w9aJOqzh37tj4eMxo7Gxqqvf7raGQY3g44PFY/rFUTFn1pFRPusSc8MPsfmGunS6Lz+9cumwBh5sukxM/SkWAIA5LMEiCIZNSQQjM4bFRDJTSGEVJQDCTx09EUDZKCAViFghzcFJAYOz0NIDEMhUUm4DSUCjVoEc53Gl8frJMgUhgHorzpBRLLJwqESYppBKNnIAlfB47hcdL4QuS5AohQbI5/Kk4KYARAY/PEgr5ECgkcAiG+RxOEoZzcYKDoJkyuUggTCQpXnoGgOFcLjcZRYVKBYWhEgQRyGQojotZrCQY5iOIAAS5QmGmSMRKS5suErESEwEQ5KakTOVyU9PTZ4AwhydI5QvTWJxEDBcrlAQE85UqkpKiMCJSKKV5+Yb8guzKqtKZtZUFhfrqmrzqmpyZtQXz5lUuWzZn5cqFS5fMnz+vbtXKJStXLly1atH69Uu3bl25Y+fqbduXb96yZNXquVu2rNi/f/Phw9sPHtx64MCWw4e3Hzu269SpfadP7z979uCFC0fq649fuXLy2rUzjY1nL148Xl9/8sqV09eunbtx41Jr65X29oaOjms9PTcYenub+/pa+vtb+/tbBwbaTKYOk6nDaGwfGGjr72/u67vBYLN32uydNnu71dbGYLE2W6ytfq+RabTodRk9zgG3o585VcTnNtnMXUwDRpe9L+iz3mi84Hb0ezwmt9v44wK3gM3tNkaj7sFB38hI8Ff570oVDrvDYWck4mKIRt0MXq95Ep/P4vNZ/H6r32+dbC7/M2Ix3yRANBIwDvSEQ75gwNPd1TartkqpoBquXhwbi3q9Vr/f3tV1IxJxhcNOt9vo99sj0R+NGhqOMoF1crriV5mMS79k/OaQ0dTjcJrnL5gNIyKRmIvgEhEsEKFCMSKSoCCIQdBP07XIj38gBJUgqBhBhQjGhzE+ScM4BWKEEMG4GMLGURaFc2iSQ2JsEmPjKAvFOAjCgRCuBOZJEBYEpyJwMgqzUIiLwSIUkaCIBMNEFCViTrtDSQ6M8UFEKIHEEomIz2PxeZkCQYZQmC4SpYnEqWJJmliSxmJP4/ETubwEHi9pxgxAJGLhGIiiQgThIQgPwwQEIaIoCU1DMhkslyN6vSw7W5GXpy4qyiory6mqKpg5s7i2tmjOvPK58ysWLKpevLR22YrZK1fPXbNu4dr1i9ZvXLZh0/JNW1Zu2bZ6+44NO3dt2r1ny559m0+d3nvi5O7jJ3YdO7brxIl9p04dOHfu2IULJ65du3Dt2oWGhvMNDWcbGk5fbTjJ0NBwurHxbFPT+ZaWS+3tV7q7G3t7m/r6bnR2NnR3N/b3N5tMbRZLh8XSYTa3m0xtfX03+vubBwZamPtWa6fN1mW3d5vN7RZLh83W5XD0uFx9Hs+A12v0+SzBoNPndbicFrvNaLcZnQ4zM2wmTfB6zT6fye83+/3mQMBid/ZY7V02R7fXb4oNuodGfLFBdyBkHRkLuL0DzL+Gow5fwHz9xvnu3utudz+DxzPA/FKG0dHAyIh/aMgbj7sjEUcoZAsELH6/NRzyhoKeYMDNrJjzuG1ul5VpBP8rWHvdbuOT3z9JMGgNhWzhsD0SccRirsFBz9CQd3jYF4//uOwwEnGFQo5AwMbIFgxObvGyAQG/+/atsXgstGnjWgGfvWf3dqZF/ehoxOezeb3W7u7mX0o1OBRhpBocivzPpHK6LEykcrosFZXFCCpWa2QyJUnKcVyOETIMpzGCQnESw3EUx1GSJAkCIwgMJ2AMhxBcguASGBOiUhAjRSguQDAujnJJnCcjhQpaKMX5UpxPEXxm7pigxDglxqVCLm86nztdyE8W8TNEQq5EzDSzEKRnTs1gTc3gTMnkTmdxk9i8dA6PzeVzcAwkCAlFQTIZrFCgajWm1RI6HVlQoC4pySopySotzVariYqKgtmzK2fNKp8/v2rBwqqFi6oXL5m5dNmsZcvrVqx8asXKpzZuWrJp89ItW5dv37Fq1+61e/au339g04GDm48c33bs5LYTp3ecPrf73MV9Fy8frr969HLDsctXT1xpONnQeLqx6VxT84Xm1kut7ZfbOq50dja0d1xuba1vafkxjHR2NnV3N/f0tPT0tDDBpLu7sbu7sau7oau7oafnek/PdUak/v5mo7HVaGw1mdpcrj63u9/rNfp8Jp/P5PEMOJ29jDCTTA5ot7uf+avHM+DzmQIBy08DzuXzOrweh8dtd7tsTFs4v88VDLiHBsPxuD8cdvt8NqfTaLF0DQy09fW1WJ3dDk+v22/0BIxuv9Hh6bW7e22ubm/QbLZ39JtbjdY2T8Dk8vV39Fzr6LnGuG23d7vd/X6/ORy2M0M8GnUyRCKOSMQRDtsZmFgRiXh+XGsbcPj9dmYk+3y2ydN+YzEfc47Jk/89FLKFQrZg0BoMWhmdolHnk0YND/uYHcfBoH0yL3W7jS7XwGQOGY97gVsTozarcWZNhU6rHOjvjkWD42ODPq9jeDgUCDhcLlNvbysTH71eczDojET9sXhocCjCtHVnut3+D6QymXuZWstqGzBka4Qiji5LiVMwRkOoFEQJMYyJIVgoAQUSMV8s4iEwiMBiGBJBsAiEhGJQIAYFQojPE6ZxhclcfhJPkCwWpkKSDBzmSFEuN20qJ2Ma56dXnFx+EleYzBemECRXSgpkFKiUESqlXKtRZek0Br26oEhTWKwpLteWV+fU1BXVzamaM++peQvmzp9Xt3Bh7eLFdcuXz129euG6dUs2bly+adOKXbs27Nu3Ze/ezfv2bVm7dvGBA9tOnNh37Niei5eOXLx06FL94frLR65cPXa14XjDtRPXGk9eazzZeP3U9abTTTfO3Gg+29xyrqX1fEvr2c6ei129l3r6L/cZrxotjWZbs9XRanO2WextFnub1dFud3Y73b1ub7/HN+D1G12uPqez12brslg6LJYuq7Xbbu91OPqYRIUJDh7PwKQMzBAJBq2BgCUQsDARgxmdzKBhHvN+v9nt7nc6e4MhSzBkCQTNk/gDJn/AFAiagyFLKGwNR2zRmCMWd8YHXfG4Nxbyx0LBaDAQ9vsCHrfHYXVYjFZjn9NqctqMDuuA3dJrNXVbjF3mgU6jsd3i6HQG+vwxmy9qtvv6TM52i7vb4e/1hM0Of++Avd3s6jC7ukzO9n5bW0PTmWDIEg7+B6GAmSEWscci9njUMRhzDsVdI0OekSHP6LBveNDDnFsXj7ijISdz+FDIb2POgGSOrmNOr/M4BzyuPpejx+3s8bh6fZ7+oN8UDloiIWs0bGMumOvJXzQYc06Mh26OBcdHA2Mj/pEh71DcPRhzDcZc0bB9EsBs6svNySopzg8GPKGgd+LmSCjo8fucg4OBUMhls/UNDHQwC2GZhPK3pGJOQ/glv7W2ymY3MmdY9A90lZYVCIRsEBJweRl8UeaPCDL4/HQhL1PIyRByMthpSeyMZE5GKoedzuVl8gRsrojDE3MglAejHBjloCiXIgQKqUQnRwwqvKJQV1mUVVlqqKrIqa7Or6ktrK0rnjW7eNGCisULq5ctnrNq2eJ1q1ZuWLd+86YNW7es37BhycbNS7dsX7Z996rd+zceOLzr8NFDx44funTpVH39yav1pxoazjZdO9/UdLH1Rn1zc31L06XW1ittzZebm+vPnT7U0nK5v6e5q+vaQF9jX3/DQF9j/8A100CT0XTdbLxhNF23mlvMlhsWU7PJ3MTcMQ00DRgbbY5mm6vZ4Wp1eto9vk5voNcf6POH+t2eLrev1+Pt9Qb6/QGTP2hmhns4bA8GrT6fye3uZ1Isr9fs91uZbIKBeeIyD13mgnkSM09l5gHP3GSexJNeeb1Gs6XNbGmzWNst1narrcNm77Q7uuyOLoez2+Hsdrp6XO5el7vX7enzePs9ngGfy+53u4JeV8jn9rsdLpvZauo19nV6XVavy+pxmtyO/ziL0W7v7hu4Yba3Ob09bn+fy9fr9Pa4fL3e4IDJ1mp3d5lsrW5/n9Pb4w+bRif8/aYmn98Y8BmDftPPiIZtDIxdzLiPRx0jQ57hQfdQ3B2POmIRRyRkDQetoYA5HnXGIvZw0BrwGb3ufpej227ttFnaR4e9w4PueNQRCpi97j6HrdNqbjMbW65dPTlJY8OpSXbtWLNz++od21Zt27Ji6+blmzcu3bRhycb1ixfMq2SYP7cC0GmVixfNe/WVh26XzemwBAMel9Py6isvRKPeSMRjMnWZzd2hkCMe94ZCjp+abISGhv/jABJmYv2/K5XX54jGAg6nuX+ga9furdk5WggWEiRMUhAlhaU0olDgWgWZpZLmaGS5Wnl5gaGyKKe6rKi2uqxudvWc+bPmLZ6zaOmcufMr584rnzuvfMG8iiULqlctmbV+xbxNKxfs3bJ677Y1+3eu3b97/YF9Gw8e2nL4yLYjR7eeObX7/On9l84ev3zhbOOVyzeuNbY2XW9taWxtrW9tr2/rvNTRfbmrp7Gnr7mvv6t/oNvU32EaaDH1NRv7m429Nwb6bgz0NPf3NNtMnQ5rj8PSabN0tDZdsJrbfa5+l6PHbe92OTp/+Rn2m4P+gaDX6Pf2+d39XneP19nrdnYF/L3+YE8w0BcMDUTCxnDEEotYozFbKGAMBM2hgDkYsoSD1lDIFgnZQiEbk9D/tJncEgrZmKSfCUQ/xSKr329lymumLrLbu5lCyO83M6ZNplVOZy+T3TkcPXb7j+a4PX1e30AgaA6FrZGoPRpzhCO2SNT+cyIOj9MUcNujAddQxDcSCwxH/fGwKxp0hP2WsN8S8plDPnPQawx4Bvzufp+n32JtNVtuWKzNDme719fj8/e63J02e6vP3xuJmv2BvkjU7PX1+AN9I6Ouvv7G8VH/+LBvdNAzFHXGw/ZIwBLymYJeo9XYahloMfXdMPY29Xc39nY2dLdf6W6/0tRw+nrDicYrJxsuH7166djli4fqzx++dP7Arm2rdmxdtm3Tss0bFm5Ys2DNytmrls1eubRu/lNlc+tK6moKaipyyot1RXnKPAOdq5dqFDCDWg4xqGSgSgZWluorSrLKi3VlRdqSAnVRnrIwV1GYq6goyWIoL9YBixbOfe7Ze3ab6cH9u26XzWTsfe3VhwP9XeGwOxbz9fW12Wx9TG/kSMQVi/misQAzS8Gszpicq/gtqX5raX044ovGAnaHye4w9fZ17Ni5uW529fIVixYtfmrp0rnLl89fu2rhlrVLd6xfsXvT6j2b1+zesGrP5nX7d2w6sHfbkSN7Tpw8fPrc8bMXjp45u//0mT1nTu09e3LvxdP7L5871HjheNOlky1XzrRePdt27Wzb9XNtNy60tZzvaLvY0Xaxo/VCZ2t9d9v1vs42Y3e3ub/PZjLaLf12a6fV1ma1tVgdrVZ7p9XeY7UZ7Taj12X0Ovvc9h6ntctu7rAa2ywD7eb+Np/LGPRa/O4Br7Ovq+2K294T9lsCnoGw3xL2m8N+S8hnYsZT0GsKeo0BDzOwBnyuPq+zz+vs9Th6PY4ev6fX5+n1eXr93r6Aj3kqm4N+s88z4HX3e13GJzB7XWYmg3c6+x2OPperz+s1BgKWcNjOlNc/ZX1Gl2uAgTHK6exlfnKy7GYcm7wTi7mYVJCRJxpzxAddQ8Oe4RHvyKhvdMw/OORmiA+64oOuWNwZizujMce92/Gnb8XuTkRvjYXGhnyDEUckYAn6+oO+/oC3z+/p9bm7vK5Oj7PD7Wh3O9rNA4193Ze72i/0dF76/wi7y+dGsr1P8CowiZkti5mZWbIkW7IYzcwMZSq7mMnMINmyZSzo7nvvMzuxETMxsftn7Yusx7enu+bZik/84vhkWqoX+XVmnjyZub3xYnPt2cd3cy+fjb96PvHq+cTy4uDcTPdQf6arPdLeEoo2WLvaEh0tseZsKJPwR0POoN/ic+u9Ti2wcVuNUpNOZNAItEquWs5WyVgWo8hiFJj0AqOOq9dwdWqWVsXWKBlaFVunZunUHL2GbdDyjDquSS8w6QVmvdhikFiNUrtZ7rQq3Xa116mtdencdrXbrnbZVE6r8i5INpPM49B4HBqg/y5dFoPEaVUCHBYF6P/9f/5nIX9we3MB7KaAd8acFY8vLvJfv56vrr47Pt4ulQ6/fz+/vT39+vX8/xSqv7wp9U+vTP21r98uL6+KwFz10+LRp89vnzxdePnqydOnc8+ezb96Pv/u1eNPr5dX3z7ZeP9s88PzjTdP1t8+X//4cmPlzebau82tz1u7K9t7X1bXXq6tPln9/GTl0/L6p2dbn1/sfnm1v/rmYO3t/vrb/fW3extvdzZf72y92dl6s7P9am/77eH2h6Pt1aPdrfzeXmF///Tw8OR477SweXK6fnK6enK6ChzYnBaPiqdHl2d7V8Wdq+LO5en2RWG7lN86P948O9ooHq6X8ltnRxunB2sr75fze59Lhc3i0dp1ce/qdPfqdP/yZOeisFvKb50fb58dbRT21gp7K3+px/sr+YPVO4XDjTv5/c38/ubx3tbx3tbR7ubhzsbhzsbB7sbOzsrOzuednc+7u18OD1cLhc3z0u7l1UHxbLt4tl0s7pyebgNnz/9pCxg0A/ZRwCHf3fn3b7+d//HHxR9/XPz+e+nHj7Nv305vbo+vb46urg8vrw5KF3tn5zvFs+3T4hZwEHh4tHJw+GX/4DNwlLi79/Fg9/3O5uvVz0/evpp+ujS8MNv7aKpzeqJ1sBIiKewAACAASURBVC/Z3xvr7mxoawk0Zj2phDUWMcZCxrBfF67Vh2v1DV5d0K3x2xUuo8im5TkNQpuWZ9PyjAqmTloj5eAZxCoeHWnVi4HtHtj0ATaTzOvUehyav2z3dos0UKv1e1U+j7rWrfA4FW6H1GmTOm1ip03qsks8TkWtW+H3aup8mmDAEKozWk0/P9xikJj1YrNebNKJTDrRXaju0gus47DK7BapzSyxGEVmg9Co4xu0PL2G63Gq7oC2Nlf/9c/fSucnxdNjYAj/8uL09qZUOi98+1Za+fK+UNgtlY5//Lj8+vX867efD1j7/tvtj9+//vj964/fboHXXf2XoTr7u99+vz47P7q6Pi2c7O0fbOwfbBRO9nZ2V3d3V/d3vhzurhztreZ3V09210731ou766c7aye7a4W9jaPd9cO99f399b399b2D1XxhNX/86XD/48Hu+4Odj8e7n072vpzur5SON0rHG2fH68WjtZPjlcLRl+PDz8eHn89O1kuFzYvC7mXhqHRyfHGavyzmL4tHp4XN4sn6WXGteLZ5cb57cXFweVm4viicHm+cHa+f5zfO8xul/NZFYfuisH15snO0/Sm/++Vo+9PB5oe3zx/trL0+3v10sPW+sP8lv/c5v/35aOfj0ebHg633B+vv9zbenu6tnhysFPfXikdr54cbZ8frpaPN8/wGsNcq5jf/ZruY3z492jk92jk53C4cbOX3N/MH64XDtfzR2snR+mlh8/Js9+vN8T9+O/3XP86vL3YvSztX53uXpb3Ls72L873Ls73S2e7h/ueDvU9/9+bV3NvX8+/eLLx7s/Dm1dzL5zPPnkwuPx7r6k53dCZbWqPZXDCR9EWi7mDIXldv9dYavLUGj1fv9uhcbq3DqbY7VE67ymlX2C1Ss4Fv0HIMWo5Jz7Ga+HarwGpgWQ0sm5FtMzHtZpbDwnRaWS4Lx28Vh93qZMCY8BtCHm3Aoax3akNeQ6zOGvQYowFbnUsf8po8JpmMQ3GbFWa92GQQmwxis1ECsJikFpPUqBfd9VtMUqtZZrPIbRa5wyZ32KUOq8RqEVmMApORb9LzDHqu3SK2WcV/rRap067+JbtVabMorGa5xSQzGSQGnUivFeo0Ap1GoNPwtWqeWslRylkKGVMuZcgkdD6XBOBxiCBg0wcO1e4u4F5cFv/4x/eb29Kz50u3Xy+AOzUuLk9vv15c3JYuv15cf7+6/e3m+z++/fHPH//8j9//9d/+AO67vHsf1rfv1z++33z/cV26yJeuji+u81e3Jzffirffz779Vvr2W6l0dXx+eXR+eVQsHZye75+c7RWKu4XTra2Ntzsb7/a3Px/trRYOtorH+6WTo4vT/MVp/rxwdHq0B9z7eHKyd35+dHF1nC+s5wurx/mV4/zK0fGXw6PPx4efjw4+nRc3z043TvOrhaMvx4crx4cr+aPV/NHq+cnW+cn2WWGrmN8+Pd46OdoE9gznJ9vnJ1vnJ1vnxe3S6U7pbLdU3L8o7n8tHQK+XRx9uzj6fnkM2F17+7V0eHW6W9hbefP00eXJztaXV5tfXuR33+V33xR2/lqvCmsXhS8XxyvFww+nex+Od14fb7053HpZ2P+QP3x/cvy5WFgpFdevSls3lzu3V7tfr/dur3avSlul4nqxsJI//Hi0//54993O6rOtL0/W3y9+fDXzZnns2cLg8kzvwlTXSHdqqDs50B7rbmlozwSaU7WNMXcm6kxHnZGQpd6v93s1Po/aZZeZ9Dy1gq6QVitlNLWCrlUxDVqOSc+zGAVWk9igExp0ImAb+tNmJDAbpRaTzGqW261Kh03lcmjcTq3HpbNbFQad0GQQ260Kg5bncSq8DqlFz/bYBB6bwGvl1dq5fhvXb2MH7Jw6GyfslnoN3Dq72KJh1rnVUj5ZJqoxG6VWk9JiVJkNSpNeYdDK9GqRTinWKAVms9xkkRvNMoNJqjOItXoR8Boak+XX/Xq9WKcT6bVCtZqvUfEUCo5SzpbJWCJBtVhMZzPxDAaOzyVXV6PkUiaPR6FQsdRqArWaQKsh3c2aZzCpcEQVHFEFg1cCoLAKKKwCCiurqATdqay6B6gC3wdDHtwBHR3uHh7t5I/3CycHxdPjs/P8Rem0dHHy7etV6eLkxfPlm9tS6fzk4vL06+3lb7/f3v52c/vb9dffb7/+fvP199vvv9/8+P3rjz9u//gHcN/y7Y/v19++Xt3elG6uS9dXZ1+/n93+OL35fgK4/lYAXH3NX94el64Pzy73T8538sWto5ONo/z62elW6XT7orh7dX54UyrcXhS/XpW+Xl3eXJSuzk9Lp/nT/P7x0e7R0dbh4ebR0cbG5puN7dfbO293Dz4cHH46zq8UTtZOTtf3Dz7mj74UT9ZLZ1sX57uls53iyeZpYeNg59Ph7uf8werp8cb5yfbV+f7NxeHt5dH3m8L3m8LXq+Pby6Pr0gFwkn1R3P3tuvDjKv/98vhr6fD2/OA/j+52L092SvmtUn5rd+3t4dbHP25Pb88PLk62Lgqrl4XPl/kvF/lPF8efL/KfSkefSscf197Nrb579OX1zKdXkx+eT7x7NvpmeeTV8tDio67ZmfbpidaxkexgX7K3O9LZFmpvrcum3OmkIx6xNgT1gVq1xyV1WEUOs8CsYppVTIuCZVIy7qpRQberuVYN26biWNQsq5J9t9RtldrMAptBYDMLvHa5xylzWSQWI8+s5Zr0HKuebzHyHCaR3SJ0WSROm9RkEJsMEpNBYtSLjXoxEDCDTmQ2Ss1G6Z8XAXxeo82isJhkFpNUo+BYjCKXRWI1cL1WUa1N6Lfy/TZunY1TZ+MEbeygjRN1iWtNHCBUtXY5nYqsqUbx+TSpTCCR8sUSvkjMEwrYAj5LyGPy+fQaBr6agQHe0kSmIUnVCFI1gkiFQ5H3ocj7EMQ9MBxUBQNVQkGVUFAFBIREliOR5QhEGQz2AAq9DwaDqqp+gkLv378PKisDVVSAHjwAIRBlEOhDGLwKCq+CIcBwJASJhqEwcDQWgcYiUBg4AImGIdEwBAoKgCIqATBkFQCOAsNRYAQacgd0mt8vFHbPTg7Pzg4vzwuXl4Xbq7Obm+LX6/NS6fj9m+dXVycXZ/lS6fjmsvj16/n332++/Xb59cfVzbfzq9vzq+vTi8vTi8vCWfH4/PyodF64vijcXBa/Xhe/3ZS+357ffivefjv5u4urw4urw9LlwfnF/llpr3i+WzzfLRZ3ri8Prs73Sqc7p8dbx3sb+1tr2xtfNlc/726u7W2tH+xsAq+WOj5YP9pfOzpYKZ6snxbXSucbpYut68u92+uDrzeH326PSmdbN5d7v387/dfvpX/9Xvrt68l1af/8ZOu3r6c/bk++XedvLg4vz/ZKpztnha1ifvO//+vm//rn9X/8cfmPH+c/bk++Xh3fXBxelw7+8bX4x+3pb9eFbxdH18W9i8I2cE51tP3p3fO5T68fjw+0LT0anh3vnZvomx7t7GoOdTQGWjP+xoQrFbbH6o1hvyFUq/HaZB6r2G2ROE0Cu0Fg03MtWq5Fy3ZbpU6b2GGV2MwCq0loNnBNep5Jz7GahFYTH6gWo8Bi5FmMAptBYDcIHEahyyBxWyS1FoXPoQjY1QGXym9T+RyKv9Rau9ykF+i0bJ2aY9BzHVaZyyl32RU2q9hpkzvs0rvqdMhcdoXTrjAZxAaDRK8XA3Q6EUCjEajVfJWKp1BwZDKWRMIQi+kiUQ2bTaZQUNUUBJ2GqqEgBFyCwyRy28Q+u8TvENfZhXUOftDBCzp4QSc35OSH3eKAlR90Sp0GvscqRcPvwyAgLBZ8/8HPx7mC7oHugf7TPRAYeq8Keq8SAqqEgCrAoAowqLwKVF4FuusE+oHO8ioQHF4Oh5fDYGVQ6EMI5AEYfB8Mvl9Vda+q6h4MVlZWBgL6YbAyLBaKwUIxWAQGh8biMTgCFk/EEUh4IplAohDJVBKJQgQQyYT/hCOQMQQyhkjBAkhUHIBCI9wB5fc3C4cbxePdi+L+Tanw7frkt9vSH99Lf3y7/HZ9srvx+fvN6fV5/ud+46pwe3t28/X0+qZ4dZW/uMiXSofn50el4v63m7Ov1ydfL09vLo6vzo6viwdXp4el071ice+kuH1ysnVc2Dg6Wts/XNnb+7y7//n4eP0ov57PbxROt05Pt4vnP2eynBbWioW1s8LmWWHrrLBzlt8DXp57c1n8dlP6/fv1v/64/Y9/3Pzzj4vff5z9+HZSPF0tnW/cXO58/3b4rz/O/vt/u/of//fX//U/fvz+vfDHj5N//nb+jx9n32/yF8Wd/MHK/vaH/MHq4e7n7fW3Xz48ffNi7unjiYVHQ7NT/QM9jf3dud7OTHd7qrM10dYUbW2MtOTCdW5jwGXwOXRem8ZtUTmMcrtBZtNLjSqBkEUyqYV8BkEhpNNJCAGTqJawdDKmXsEwKNhGFcus5ll1PJtOaDcIXCap0yRyGiV2g8CmE1p1PIuGb9ZydWrgVERgM4ucNrnHqfB5tH6vxmIUWU1Cm1lit4idNrnLLnM7lB6nKuDW+l0an1PrtSvdVqXLInOa5Q6TxGtXe2wKl0VhN4otOpFJwzOoeHolWylnCUUUHofI5uAEPLJASOZzSSw2llGDrqEj6TRUNQ1OoyIoVGg1BU6hwgkECACPB9/dD4LDVZWVgcrKQA8fgh48AN2/D7p37ycwGHTvHujhfVBVBQhWBcKi7lv1fL9bUe9RBj3yBrc07JFFPJKIRxT1iqNeccQjCTrFEa864FIE3GpYFaiyDASDlyNRECQKgkRBkSgoEgEGIJBgOKIChiz7OzQO/EsYLBSLhWKxUAwGcgeNBldWgqDQh2DwfTQajEaDiUQkhYKhVhM4PCaHx+byOTwBly/kCcUCoVggkgi5fA6Aw2MD2FwWm8vi8llcAfPuRma+iA0QSrh3QMDYVPFw8/RgrbC3lt/9cryzcrzzubC3drzzeePTq5P91ZP99ZP91bOjrWJ+8/x0r1jcKRb3zos756c/a+l057p0dHW+f108uChsnx9vnx2sn+6tF/bWjvbXDg/X84cb+fwW8I7dUnH//Pzg/HTv9HT37GT35GTnNL9dKGyfHG+d5DdurvZvrvZvrg5vro6uLw+vL46vLwrXF4Xfv1/+/v3yt2/n324Ll6W9wvHK7vbbjfVnq5+XPr2fffdianlxcHaiY2Qw19+Z7GmLtTeGWrP1Tam6dNQbD7rCflu9x+T3GA0asV4j1qlFWpVQoxSoFXyVnKeS89QK/i/pVEKdSqhVCv5CKmRwmSS9WmQxyC0GuUbBV0o5LpvarBVadAKrXmw3ih0mmcsic1uVHpsC2Og9NpXHpnBblW6r3GVRuCyyWpfO41K7nRqXQ+m0qxw2ucOmtFtl9QFLwGeo9eiddoXFJDXofp4cAxdM+GwSh4Fj0jA1FEQ1CU4lQonYKgKmAo+uwCIfomD3ERAQHAyCgkFodDkYCnrwAAQCkvAAdO8eCHQfBIGAwFAQGAyqgoCqqkAVVaCKClBFBaiqClRZ+RPQU1EBKi8HgcEgMBgEgdyDQu/DYA/g8IcIRBkSWU6hoFCoCgTiARx+Hwm/B6kE2Y3ChoAuWqePBXXxek28XpMKqlNBZbpemQmqEn5FzKdMB02psDUesiNgIBjsAQ4Px2DhaCwCg0NicEgsDonDo/A4JA6PJBCReBIST0ISyCgiBU2iYgAEMgroATrJ1VhyNZZCw1GoeABwpgSophEh0HIorAKLQxBJGFoNic2p4fIYAiFbphDLFFK5UqZQyZVqhVqrUmtVGp1aq9cANDq1RqcG+tValVav0upVOoMaoDdqACaL/g7o/HDj7GD97GC9uL92urd6srtysrtS2Pmyu/Jmb/Xt3urbk92V88ONi+Otm9O92+L+0d6Xo4OV4/3/TWFv5aKwfZn/t6v89lV++zK//eO2eDdt5Ov1ye1V4eYyf3OZBy6xH+yu7Gx+XF958/nD8w9vn7x7s/jqxfSL5+PLj0fmHg1MjncPD7b29zT3djWn4sFkLJCI1UbDrlC9xe/TetxKl11iN/GdJoHLLHZbJB6r1GOT1dqUXrvSrOUb1Vy9kquVs7Uyjk7ONSj5erVAIeUoZVy1gq9VCfUasVEnNRvkFqNCrxEbtBKDVmLUSU16mUkvMxvkZoPcblbZzSqHRe2wqJ1Wjcumddm0brvO49AbNGKTTup1GqxGhUknpVMxHAbRqpOYNSKDkq+RsuWCGjGHImASeXT8L3GZBC6byGER2Ew8owZTU42ikuFkIpREgKAQDxCwezAICFwJqigDPbwPenAP9OAeqKocVFHx71peDqosA5WXgyoegsrKQFXloMpKELQKBIXeR0AfwOEPyVQUBg+Bwh+AYfcRqHIMHoInwrAEKAb4u/6nisVDsHgIgQQnEuFEIpxAgBEIMDweCsBgqjCYKhwOQiDAgNsWqVR0dTWmpgZHIMCIRDiRCCUToZAqkN+ra077sjFHLu5ojNsa45aWhLklYW6NG1vj5qaIqSlqbYw72rK+ppQfhXiAw0EYTPLPOOFROAKaQMQQSVgyCUciY0lUHJAWag2+mk6oYZLoLDKdRWZyqEwOlcWtZvNoXAGdJ2TwRUyBmCWW8SVygVQmkCqEcoVIrhIrVRKFWkKtJhApWImUzxexTWat0aJ1OM0Ol9ViM1vtFpvDanfaHC670+1weZxur8vr89zx1Lo9tW631+X2ujy1bk+t0+tzAWr9bkCgvvYO6GDt7dHG+8L2p7P91av81rez/d8ujv64yp/sfD7d/VI6XC/urZQO188P1kqH62eHa6XCZjG/cXa8fnq4Wtj/crz76Wjn49HWh52VV9ufXmy8f/rl1eL7p4/eLk6+mht7Njs6PdIzNtTZ393U3pzIJoORoLuu1upzmwJei89t8joNLpvWblZZDHKjVqLXCi0msdEkMJpEBqP45zimWqRTi4w6qUEnMmqFJr3AahI6rCK3Q+pzyVxmgdss8JhFHrPIaxF7rNJai8JrVVg0QqtW5NDLXEaF26R2m9ROk8puVtktaqtVbbGozGalyaQwGGQGg0yvl9419HqpTifRasUajUinFqlkXJWMq5RyFBK2XMySi1kyEVMmYnKZJCoRQSUiGNVYCgFeTUJWPABVlYHg4Htw8D1YFQgArfzpIeinsnug8vug8vugigegigc/I1FeDqqo+Ll/AM6qgX0CHP4QiSy/uw8Xj4ciEBUIZCUKVYXGQHA4GJ6AIBKRRBIKBiuDwcuRyEoUGozFQnF4ONCPxIArYA/ul4FA5aBKyH04FowlwDEkBBIDhmPBKCwERYBhCXAsGQn87SdRkAAiGUEkI4D75AkkOImCJFNRAEo1+g6RhEJjq4hEOJkMp1GRFWWger+xrTnY1uhvz/k6ct6OnLu70dXd6OppcvY0uXsavd252raMt7s13JStQ8DuEQgwLq+GRMETqHgylUSlUaprqDQ6hc6gMphUNo/O5NHZAiZHyOKJOQIpTyjji+QCgZQnkPJEcoFYIZSqxHKNVKGVKXVyjVGtNWkMJq3eojNZ9Ca70Wo3mR2mGgYVR8bqjRqemOsLeKwuS13Q5wvW1keCwUg4GAk3xKLheCySiEeTiT+LJOKRRDwcj4XjsXAiEoo1NMTDgHAiAogko/FM4g7ot4vjb2f7V/nt4t7K4fr7rY/PV98sf3658GJ+/MX82OvHU/NjPY+Gu0a7G4c6sr2tiWido6HOFqq1BNx6r03jNMvtOqlVK7JpJTaNyKoWmZV8o5xnlLD1IpZWzNJIuWo5T6Pg61RCvVpk1EpMOqlJJ1VI2EopB1j0736DRKPlarRsjZar0fJ/jueqRTq1yGSQGHRCnYqnUTK0KrpRz7KaeS6rsNYm9llEXqPQrec7NByLmmVSsoxyNpuK4tNxEjZFzqPJuDV8BolJwQC34tJo2OpqDJWKplBQJBIC+MOMx0NxOAgGU4VElsNgD8Dgn8c/KHgZCvYQAbkPrQRVlYEqHoDK7oEegkCVD0Hl90FoeBmkAlTxAAQuB5XfByGhDxDgh3fgVQ/uoKDlaFgFGlaBgVdiEVU4JBiPguDQECIReYdAQNzB4WB38Hj4HTQGhsLCMFg4Bo/A4ZE4IgpPQOFJaDIFR6RgSWQsgYwhENF4EhpPQOGIKAIVh8TBK2Hl5ZCHUBQYQ0QRqDhiNR5LQuPIGAIVR6IRqAwyjUWlc2gMbg2dRaYzCYAaBh5Ao+M4PCqHR2VzKUw2CVhEo+Oqa7B8AYPBJHM41UwmkU5DP7gHctlUyZizq6Whq7W+u6W+t7Wuv8U/0OYDjHSGBjpCnblAT1ukMROorARhcTA2j86X8ARSvlgqksolMoVUoZKr1DKVRi7XyBRamUqv0BhVOrPGYNUZbXqT3WB1mW1ui8Nrc/kcnoCrtt7jC3r9IZ+3zlNb7/UF/YEGf124PhitD8UaGuIhtoBDohEdXqdEKY6l4946TzyTiCR/BimSiMdSyXg6lcikk9lMMpvJNjdlm5syTY2AdGMOkMikE9kkUJPZTDKXSuWyqcZ0trkp25IDKsisEpuUAqNCqJdxtRKuWsRUCpgKfg2PRuDRcPwaooBOEDLIYhZZwq6WsCkKCVsuZSokbIXkZ1WJ2SoxUyvjaSVsrYSrl3FNSpFVLbIoxWaV2GlSWfRKvUqikQvVMoFWITKopSatXCMX/p1awReJaUIJVSimCcU0kahGJKqRCBkSIUPEo9ZQEKxqVK1DYdKydEqa1cAxqmlOHcupYTo1bKuK4dRy7Wp2nVOl5FOFTAL0IQjyEASvAMErQFhYBawcVPUQVP4A9PAhCDjt/vP+ARg1gsPLEYgKABJZiURWouAVWBQYjaiEQx6i4BVEHByLAoMrQJDKe0hYOQ4NwWOgWBQYg6wiYGEUIoqIQ1JJWCIOicfAKUQMEYfEoqAkPIqARRBxSDQCTMQhWXQK0GYzqCQiBouBIxFgDBpGImIoZByRgEajoCQipppKIJOwBDyKSsGTiBg8DkkiY/FEDJaEwRMxODKWSMYRqHgSBU+sJlBpJHINqbqGTGVQaHRKNZNKZ1bTWNVUBgVHxd2vuv8Q8hCChnDEHJaQVc2uZglZbBGbLWJzxByuhMuT8nhSHl/CFcu4EukvSGW8X1KqJGIJR64QyBRcgaC6ohIkFdfMTHb0tkfHhzJzE63jg8mlmdbJodj0SGJhKjfWHX611D891Dg70THc30wmw/kChsNtMdmNJrvZbLdZnQ7gGMzjcXlqnbX13tpQbW2o1tfg84f9gUggEAnURetCiVBDsqEh2RBOhSPpSCQdiWai0Uw0nk3Gs8l4Nv2XqjEZyHSqo9bDEfEyLU1NHS2JXCbT0tTc2Q5o6epo7e5s6+lq6+lq7+1u7e78L3X/pXYPDnYP9gMVpFeI9AqRVibQSPkqMVchZMsFLBmfqZHyAWoJTyXmKkUcpYgjE7JVcoFC8ZNKLlDJBWqZQC0TKMRcuYijFHFUYi7wi1oJXyPlSwUsMY/BZ1Vz6GQOncxlUARsmohLxyHBf4dFVVZWgiqqfgI2d3AFCFwBgoPvld8HIapAZi3Xouc4zPyQT9lQq/RbhX6zIGARe02CgFXqNgkjPoNOThcw8JAyEKwcBAffQ4Af4pBgeNUDSOW9n1FBVQGjQBgMBBgsQqGqAHf9ACwKTMDCcGgIkC4yAYlDQ4BQoeAVBCyMhEcQsDA8BkrCI6rJGBwahsMiCFgEDosg4VEEPIqER5GIGAaNRCHjKERMDY3EYVYDbTaLxmRQadVEChlXTSUwGVQOu4bJoFZTCbRqYg2NRKsmAm2gUU0jMtk1DC6dwaUzeQwWn8kWsAB3nX/u5wjZLCGLwqSUw8orEZVIAlKkFAkVQraI/efH7kk1UplWJtPKFFqZWifXaKV/p9XJfslgVKs1Mr1BodPLlUo+HH5fpWAvLQ73dSemRpsWptonh9NPZjunh1OPRjNLM60TvfHXy0Mzo82zEx3jw+0UCkogZLq9Dmety+Vzu321Hr/PX+erCwaCwbr6UF1duL4uWlcXCdbH6oOxhlAiFIqHQ4lQNB2PZqKxTCKei8ezyURjItmYTjamU025XzLYLBRGjd3r5oqF6ebGlq6OdHNjtrW5pavjLk7tvd3tvd0dfT3/pb5f6hkaugNSSiUKiVguFslEQomAL+bzRDyuiMfls1k8FpPDoLNqaIxqKo1MqiYRySQCFovG4H7CYtFYLBqHReOwaDgMAodBkFAIAgKGg6tgVZXwykp4VXnZfdAD0F89vPczKn9RWQkCQ+9VwUBVMFAV9B4Yeg8CeQADP4CB7yGhD8DlP0PlNAk8VlFDrTLsU0VrFVGvPFqrCnsUMZ826FalG+wWLZdLw0DKQHAwCI0oRyMqSXgEBglBIsAkEopIQpHIaBIZTaZgKFQs8DIhPAEB+PnMLSKSSEIRSShg7JVEQuFwMAIBQaVicThYVdU9COQBGg0mkVBUKpZMRgONmhoC8IQJMglLrSZQyLhqGpHJoNJqSGwWjULF06qJLDaNXkMG2rQaEodLZ7KqgWeJcrh0Hp8J9PAFLA6XzhewBEI2l8fgC1hCEYfHZwpEXJ6Yy5fwgOMloUwgkgtFcqFAyv/zj2KFSKIUA5g8BgQJhqIgeApObVCpDSqpSqIza/UWnd6iM1j1RpvBaDOY7EaT3WBzmmxOw9/ZXcZfcnqsNqfJ4TbZXUazVYXFVuq1grevZ4f6MzOTbcvzPY8mml4s9c1NNi5MNj2b75waSr9/PjY30TY73TM700+looUijr/OWxeur4s01EfDoXg0HI9Fk4lEKp5MJ6KpWCQVi6aT0XQ8lknFs8lELpPIpdLNjenmbKalKdvamGtrybU1Nba3Nra35jrbcp0df2fxeihsltnj5sqkscZca19vtqM919nR3tvb3tvb0dfX2d/f6uHIggAAIABJREFUNTDQNTDQPTjYPTjYNzLyS71Do7/UPzJ+B4RAoOBwJByOhMEQUCgcCoVDIDAIBHbXCYHAwGBoZSW4oqKqvKLqXln5zzPr8vJ7ZeX3ysofPCx/8LAcDIFBYQgYDAEGQx8+LAeB7t8HPXhw7z4cVgWHlyOgZTBYGRJWjkBUoBGVKFQVDg3BYCB/ryjsv6ExMDQGhkHDcGgIAQ3FIMpxiAcOk6TBp4/VGzMRa2Pclg7q0kFdtsGUDBkyEWu0Tp+Lu20GAZOKrCoDoRHleDwUj4dTq3FEEgZ4SuPfE0WtxlXT8LQaAqCGTgTQGaSaGgKLRWEyycADJ+h0IoGAAIPvw2BlOByMRsMDD8Sj04nADcJcHoPJqgZiwGLTOFy6QMjmcOliCQ+ICtBgsWkCIZvJqhaKOAIhWyBkC0UckZgrlvBEYq5QxFGqJFKZQKmSqDUyhVKsUkt1eqVKLZXKRUBgpCqJTC2VqaVyjUyukf25rdDKlTqFSq8EcIRsMKIKggQTqHggQhqj2uqy2NxWm9tq99gcXruz1uGsdbh8Tq/f6fXb/6424PglX527NuCqDbi8frvba8IRoFqtcPXL84nRtsW5vhfLQ4uPOt8+H16a7Xg61/HmSf/ceMun19OPH/XOP+p79mSqugYrkvJCsWBDIhZOxiOpRCyTSmTSqVw225jJNGdTTbl0c2O6uTHT0pRtbc61teTaWhrbW4EDtr/sZNr6e9r6+37J2xCq5nKMLqdAqWhIp7qGh1r7elt6e4AI9QwN9Q4P9w4P942M9I+O9o+ODk9O/trE9C8NjU/dAd2vgP0SDE0EwDEkBJaMwJKROAocR8FWMzE0Jrb633BUJo7KJFCZ5BoOhc7FkmogcFxZJaKsEgGGIMDgSgi0HA6rhCOqkAgwEgVBISFIFASHRWBxiF9UIgpDROGIKBwRhSeg8QQ0AY8m4VF0CoFGwpAxVV6rKhN25KKOXMzemnY1RkxNMWNrwtaUsLek3MkGc1Oq1mIUUInQqgoQDgeh0jDUahyDXV3DoDI5tGoasZpGpNWQ7uZ6AdO9uDwGgMdnAoDX2vO4DJGQIxJyuBw6l0PnsGvIJCwEXIaAV5GIGDaLJhSwhQI2n8fk85hCAVsi5YplXJGUI5SwBWIWT8jgCRlcAV2tk0rkPLVOqtHLxDKuQi3SGRUSOU+hFCpVIpVafEetkWi0UqATaOv0cr1BYTAqjSaNRqfU6JR3l0r0Ro3BpDWYtHf9wCLg4onBpDWadQIRtwpSXgUpJ1HwVrvJ4bKarQa31+H2Ou5Gh2v9bl/A4wt4/PW/Vheq/SVfsDbQ4AsEvf56ly9gw+DASiV3a+PN7HTPs+WR968mny8NfHk39WKp79WTvo+vRx/PdK59mH+6MLg4N/Dx/XINnSiRC5K5RCSViKaTsUwmns2mctl0Yw4YKmjq6Mh1djR2dTZ2dTZ1dzX3dLf09rT09rT197UP9LcP9HcMDnQODXYND3UND3WPDHcPj3aN/EIonakRCHUOp1CtCcQTfROTXSOjbQODvWOjvWOjfeNj/RPj/RPjA5MTg1OTg1OTY3OzvzQyMzsyM/d3w9Ozd0A4Gg+Ar+Hja/gEugBAZAiJDCGJKaKwJdVcGY0nr+EragRKmkhVLVbRRP9GF6roQhWRIaRypNVcGbaaWwEngsoQoDJEGRiJQMHRGBgOjySRscAjf8kUHImMJRDRf4cnoauZlGomtYZBrWHQ6HQanU5j0GkMOpVZTWbRiBQ0xGNRNsd9LcnabMTelnG3pxztOUd3c21ns7eruS6XdLY01tmsYiK+qqICRCQjmBwqg13NFbHZApZAyucJWX/eMwA7B7GEJ5HypTIBQCYX3pFK+CqlRKWUSCV8sYgrFLCpFDwEXIZCQqgUvIDPksuECrlIJhVIJXypTCASs1VaiVjG5YuYCrVIIudx+DVSBV8i58mUApVWolCLZEqB1iA3WtRKjVgm5ytVIo1WqtZIFEqhXCFQqcVanUyhFJrMaqDf7jBYbTqDUel0mXTG/y1ORrPOaNaZLHqgmix6s9VgsRmtdpPVbrI5zA6XVSwVVIHLKsFlFCrB6bb5Ax6Xx+7zu30Bjz/g8dd56+pr64K++qCvPuQPhn8tFAn8UqDB3xAP1Tf46ht89UEPClMplTJ39z4+Xhh683Lqy/vZN89HNz4tvHsx8uHVyNrHR88W+ra+LL16MrY0P7K9+Y7BJMuUoqb25lgmFcuk4tlssrEx09SYbW7KtTTn2lpau7uBILX29bb29d5lqXNoEMhS98hwz+hIz+gIEI+esfFfSrW1M0Rird0h0em94cjQzKOBqemukVEgQkPTU0PTU8Mz0yOPZkZnH43OPppYmP+F+cWx2YX/XyACQ0JkSolMKYklI7PlFI6CylVSuUqGSPd3NSIdRaAmCX+iCNQUgZrKV1P5aobEwFPZBCobja+GEVj3ocSHUBIYRUJiMTgiilyNpzHIDHY1nUWtYVKq6SQ6i/pL1UxqNZNWzaTVMOjAP0YNnUGnUQlYOoVARIC9FnV/a3KkOzXUFpkZzPa1BQY6A6O9keHe8EhvoqM50N0R9biVGGx5eSWIXI3miBhsAVMgFwjkAplWJleJ5SqxQi1RaqRKjVSllal1crVOfvcjAOjUaOVqldSgVxn0KrVKqpCLJGIerZoIhZRj0DBaNVEi5mnUMp1WoVZJVUqJUiURilgWu06hFollXJfXYnXolRqx128XSTk6o0JnVCg1YoNZ5fSYHW6TzWnQGRUmq8bmNFgdeoNZpTcpTVaN3WU0WTUNUb/TY7bYdfFUCGgnM2Gf3+UPuP0Bd6DOU1fvrav31gdr64O1bo/N7bF5vHbgRZi1PqfP7/L5XXX1XpVaCodVQmEVDDqlrt4biwaDIV9DyB9q8IcbAuFIXSRcF4nWx6LBaCwYTYTCvxJNhX8pFAsmsvFIPBiJB6OxOjS2SiplHufXni6PfXg7u/Hl8cc3U7trTz6/nVx5P721svBqeWh37enb55NLi6OHh6tMFkWuErf3dKSaconmpmRLc7qttbG9vamjo6WjvaWro63nr3HqGBzoGBy42zXdxalvfKxvfKx3fKJn4hcae3uZUqnKZpMajc5QaHRhYXhurmdsfGRmdmRmdvTR3OijubHZ+fG5hYn5xf/C/ylIkwtLd0A1PGUNT0nnqxgCNUukZYt1HImeI9ELlRaBwsyXm7hSA1usYwo1dL6qhqfkKUw8hYmjNHGUJo7CwlZa2EobW2ljKawCjUuoddKFWhiBcR+CfQjBQVE4FAaJIyIoVHwNk8Ri0xhsCp1BoTGIXB6Dw6/5W2UIxByBiCsQ8YVCvkjIFwn5EgFfIuArJUKtTMCjESJ+60Rf0+RA42BreGIgPdITHRuITY9mp0azU6ONvV3Rwb50nd+IxpSVV4KoNViBmMUTc4CXTagNKoVaAiTq38nRKwBagxKgM6ruaHUKs0lrNmmB5MikghoaCQatwGLg9BqyTCrQ65RGg1qnVWg1co1WLpUJ/PUuo0Wr0ctS2Vg0Ue/y2lraMyarLhiuDQS9Lq8lEg9mm+LJTDSdizZE6+KpUKYxkcpGIvFgOBaIp8KZxlhdqLartyWeCtc3eAeGezq6myLx4OBIb09ve09ve29fR19/Z/9AV/9A18Bg98Bg958zFgz5Qg3+UIO/IRyIRUNGgwaNgqGQUC6HEY0Es5lEIh6OxxrisYZEPJyIh5OJSCoZTSWjqXQslYknsr+QzCV+KZqKZFsy8UwskY4kM1EcHi5TcM/Odl88m/74YX5j9enndzP7G89W3k+vfXy0s/b47bPRvc3nb19NLz8eKRQ2mRyyQi3pHOjMtjZn2tuyHe2Nnd1NXT0tPX2tvf1t/X1/2UcBifrz8d5fQvXL3VT3+HjbwCBLJlNarTKTyREMji0ujs4v9k5OAlm6i9PkwmPAXYrGF/5d/4tQTS0u3wHRGHyeUMHiSqrpPCSGTKQwZUoDmyflCRVimZZczWZyxJUQNInKQuOoTBafRmVAquAUMp1IYQrkxnI4CU7mYmokUCK7RqTT2gNSnRVNoIAhMBgMVlF+n0LBMFhEgYAhkjBFIpZARJdIODIFVyxmiyRMiYQjlrIkEo5ExpZKuVIpWyplyyVshZSnkPJUUiFAIxEqhGyVkMUio7obw5MDjTMjjY9Gc7NjjfOTbfPTHY9nuydHGhdneqYnOhdnh2IRDxZdDoXeZ7EoEilXrhBZrHqTWac3qPUmtd6k1JuUBrMKYLSojRa12ab9Fb3NbnS6rMCzLN0eu81uwuKQcAS4suqhQinxeB12h9npsnq8DqfL6nRZ7Q5zoM7j87v9AXcqHUtnYolkpLUtZzLrBod6ItGgy23t6Gzp7Gppas50dDb39Xe1tTeOjg02t2QmJkeAdl9/5+zcVE9vezIVTWdiPb0dY+ODg0O9HZ0tPb0dTc2ZsfGhVDo2MTmSySaGhvvaO5obwnV3Qg2BUEMgGPIHQ/5oNOx02hEIGBIJZ7OZiUQskYg1NeVyucwvpbOpZO6nRDaZyCaBWQJ3nX8RScUyLbl4NhmM1nvr3DQGUaURXl4fPXk6ufJlaWv9+cvnIwfbLza+zH94NXJ2/O75Ut/25tOdzedLjwd3dt+x+SQSFdU70pNra8q0t2Q6OjOd3ZnO3kxPf653uLF/qLV/oHWgp22wt22wt32or2O4v3NkoHNkoH2o7+7HrtHBrtHB7rGhntGhoYkJYKRhaGJieGZ6aHpqcHJ6aOZRx8CwSKMzur0Gl0dttQ/NzA5Mzw3Pzk8/fjIwMd03Njm1uDz77MXk4+WJxaVHT59PPl4CTCwtTSw+Hn/8eGIRsDS5+PTO1ONnd2aWX8w+fTX//A2ISGFSaBwihUlj8KvpPCZHzBMqYEgCgy3ii5QUGocnVGAJNL5IyeHLtDqzVCAjY8gsOo9OF8q1TgJDwlW5pNYgiiZlKaw6d1Cmt2HwFDAUAodVVVbcp9HwLA5ZLGZLZGwgQjIZT6Hiy+V8uZKnUAjkSp5SKVSo+EqlUKUSaP5zxqpOKdYpxQal2KiSGFUSo0JsVol5Ndjx3sZHI81PZrsXp1qfzHctzfU8mR94tjg0N9m5vDi8MNv/ZHE8HffjMWAUvIzHq1EqhRq1zOkw26xGs0VvdwBDxia7y2h3mR1uk8NtcbhNLq/N5bX8rdpcbpvH6/B4HT6/u9bncrqseAIaiYJCoBVqjdzndwMr+PxuYDWP1xGo8wbqvMGQP54IJ1PRZCqaa0zZHeae3o5oLOStdTY1Z1rbGnONqabmTG9fZ1t7U09vRyoda21rbAjXJVPRhnBdX39XNpcEgpHJJtram5pbsulMPJGMBEP+xqa0P+Bpas4E6ryZbCISDabSsVQ6BnxdMhVNJCOJZCSRiIXDYZvNBoPBYDAYg8GIRCKRSCSTySR+9S+eTKRy2VQuC8wqSGYziUwacDel4C8SuUyusyWRS4USoUCDj0jD8gS0/Mnmk6eTnz4ubKw+ff50aG/z2dqn2fcvh/MHL149HdzZenZ0+G5utufkdF2t5bN4pFxbKtWcijdlEy3N2a6e1uGxjvGZluGpbN9wc39/a39fa39f20B/++BA++BAx9Bgx9Bg7/hY38R438R4/+TEwNTk4PTU4PTU0PRU7/DwwMjo0Nj48PjEwNhY38hI39jE0NRMc3cfUygRaXQyg0lldozPL4/MPR6eWXi0/GxkZm5o6tHkwtLE4tLg9KP+yemR2bmx+YWx+YWxxcWJpaXJ5eWpJ0vTT5/OPHs2vvB4fOHx2NzS6NzCyKPF4UdzQ9PzQzOz/ROPhmZmx+aWppaegCQ6F0tiIDAkbKlRbvTqHEGVxY8gcYhMaY1AQ2BImGI9libkyExcuVltruXwVFg8k0oXE2tkXKUTRVfVKDxcU4gotPKMdQZ/WmJyI4g1FVAkDI6sqCqns6g8IUMmFyrUIoVSLFMKVGqpRi/T6ZVag1ynV+qMCr1BpTMqDEa1wag0GpVmg9JsUFqMGotRYzNqAU6TxmvTCVmkJ7PDi9PdH15OPpnr+fBy4vnS4Oun42+eTTxbHHrxdOLZ8tjz5anGdJCAheDQVVIp12BQmIyaWq/D47Y7XVZ/wOOrc/8c5qrzBoLeQH1tIOitD/nrG3x/rSG/L+AJ1Pv9db76UF2g3u+pdZMoRDQWhUDB9UZdfaiu1u8FlvrrfP46X7ChPlDvD4WDkVi4IRKKxiOpTDKejNX6vc2tTbFE1F/niydj6WwqnU1F45GWtubG5ly2MRNLRMPRBl+g1uvzuDzOTC4diYX9dT5foDbYUB+NR2KJaDQeicYjoXAwkYrXh+qS6USwoT6ejIWjDZlcOpNLAx+byiTvxJMJl8eNRKNQGDSby4knE7FEPNfUmMllf6mxteVOrqU519IMjMLdpesvko3plq62RC4Vz8WTuTiVSWRxyIXTrQ8flzc3nh/svv34fqZw8HZ/6+nG50dn+fcfXk9urT89P1t9+WLi2/e8xaYQy5md/a2tPS3NPe1NvZ25nq5sd3empzfXN9g0MNzc29/a29/a29/WN9DeP9jeP9gxMNQxMNQzMtYzMtY7Ot47Ot43NtE/PjkwMTUwMTUwNjY+PTU1+2h8empoYmJwfHx0enpidnZgYkquN8qNZqneKNLoescnR2cfTy4+HZiY7hubGJycnlx4PLP0ZGpxafbJs+XXb8fmF8bm58bm58YX5scX5scXZ4HG7JNnj5afziw9nVpcmph/PDY7P/pofmRmdvrxk+nHyzNLT6cfL4PMwRauzo+gK0lCM1fnVzjjOl+WKrFxdX6ROcTW1PINdWSRhaX2MlUesbmer3YzhCae2sPV+CS2BFHsJsp9JIWfYQzLvTlzpF1iC0JJzAdQTCUSUwaBcIRciVyg1ip0RpVWr9LoFXqjxmTVWe0mq8MIVJvDbHOa7E6L3WV2OM1Oh9npMLucFo/T4nFYvU5brdPmdVjqvHYhi/L+xfzjR/1rHx8/ne9b+7TwYmnk/cvpt88n3zybePls8uWzyWdLk7lUPREHJeFhWq3U4TA4Heb6Om9dwOsPeIINgWBDINhQHwrXhcLBULiuIRJqiNSHow3haPBvtSEUDgIVCIkvUEulUXAELBaPMVtNkVi4PlR3t04oHIwnY3XBQDQeAbb4SCycyiQbIqFQOJjKJBOpOLBaLBEFghFPxpLpxN1qiVQ8HG0Afj2ejAFf2hAJRWJhYE0gNn+XSMXvxJMxQCwRTaSSnlovCoNGYdAsDjuWiEfjsUwum8qk/+7PaYmnU4BYKhlLJe9mwf1FQyKSbs42JBti2Vi2Jc1gU1gc8snp5s7Wu73dNyfHn9dXls4Ln04O3+xvPimdfDzYfrm3/fqitLmz9ea8tKtUckkUZN9gR1t3S2tPa1N3W2NPW2NPR2Nvd2Nvd66np61vsK1vsLNvqGNguKt/uHNwpGdwtGtotG94vHd0on9kom9scnBsqn98amh8emh8anh8YmJmemJmenh8bGBsbGRqamRqanB8vHNwWKYzyI1mtdUuN5p7xiaGpuf7JqaA86jpx8szS0+mHy9PLi5MP16ee/Z0+c3rx29eLL58NvfiyaMnj6eW5yYX5yYWZoHhwcm5uanHi3PLy3PPnj5+/nzx5YuFp0/nnz9bfvly6fUrkKd5Uu5voagDDGOYbYlJvI3W1JCqvt2cGLBnRkzxflO8X+ZrlvtbZL5mXbDTlRiwhrudyWFnetTVNK2NDKoiA6rIgKyuwxDrd2SHxY5oFYkLguErUOSHcKRQLlXqFAar0ewwGW0mo81gcVrtHpuz1uWsdbh8bpfP6fK53X6X2+/x+ly1PpfP7wYE/J6Avzbgrw36vT63o97v5jJJn98/WZwdWl95tjzXv7Xy9MXSyMfXj94+n/zwaubF04nXL6aX5kdTMR8BC6EQESaTyuez13od4YZAQyjQEK4LhYP1kWB9uCEYDQUj4WA0FIpGQrGGhli0IR7+a439vLoP1IZY1FdfR6mhYYkEHIlodTqiyQQwwRlYGo7HEpl0fbghmkwAjYZYNJFJByNh4EMSmXRDLBoIBYFZz/5gPbByXUMo3ZhriEVzLc2JTDrb3ARM7kxk0rFUEpjxGU+nUrlsNJmIpZLheCyeTgH1bjLoXQBiqeSfJlkn7W4PFImCIJDVDGZ9OBIINUQSyUxT8y+lctlkYzaRywDi2TQgmk7+UiwdzzSnI8lwLB1N5+IMNoXNpezufcwfrR7svzs7Wd3ZfH5x+uW88KGw/+q88Om2tF0qbp4W1k7y67t7H51OLRYPae/K5poTqaZYqjnZ2N3UNdLTM9bX2t+ebmvuHRrtHZroH5rsH5kaHJkeGJ0eGp0ZHJsZnZgbmZwbnZgbnZofn1oYn1mcmF6cnFmYmn00tzA7NTc9PDEyOjnxaGF+cu5R7/Bg3/iYymySavUqk0VhMvdNTE4vPx2bXxyZmZ2YnZ2an5+an59eWJhdWpx/8mRu+fH0wtzEwszk3PTY3NTYzMTwo9GRqbHhydGhiZHB8dHB0ZG+kaHewYGugb6uvt6Ovp5IIh5NJxOZdKopB3K1zJhSI+pwryUzpo32K0Pd7tZHzuZpS2bM0TTlaplxNk+b06Om1Ig1O+5qmqxtmXHlJhy5SVtuwt78yNEy7+lc9vc+N2UmXC1Tta2TMneikswHQQllaHI5AivXavUWg81td9a6HF6n3eNw+dzeutraet8dX9AP8IcCdcEAcM0kGKwDNARDDaH6gL+23ufhsqgrn14uPx5f//JiaWFoe+PFy+XRL+/m37+cXv2w+PLZ5LvXs4/nRpLRWiyqkkpC2my6YNAT8LujkfpoJBiLRRoi4WAkHIpGAEBygDz8UiyVTGTSd5vyXajwZJLN5YylkqFoBFgNmO8MNKLJBLDRA2G4i1Mym4kk4sFIOJZKNsSiwH8glkrWhxuS2QxQgagA3wjkBLgBAfhMoP/ui4B2NJkAznCAM6I/nxRlm1v8wRCWSMIQiGy+IJpMheOJVK4xkcn+SvouRcCFo7vw/HJCXbop09LZ3NLZ3NicSefisWRQKGao1cLtnffFk83d7bfFwsru1ovzwuez/MfC3pv8/tv9nXdHe5/XV1/t7Xzc3/8yPd2v0YjaOtIjY90j4z39o50dfU2N7clcW6Klp7FrsDORyabSjelMcybbnM21ZnMtuca2XGNrIplLJLPJVGMq3ZhKN6UzTZlsSybbnEglm1ubsv8fX+/1G8fa4OkVQ+ecc07V3dU5VHdXd3XOOSdmKucsSqIo5iCSoiSKIimKFJXDOTpfmvk8s2vPDgyvB2sYXi/GgAEbWPvKBvwP2BcG1hctac7M+dbAgx+qXxaLvKiH9Xax31+NdgvVYr5canTa1XYzmc8mcjmDw+4NR4PJtMpkDqYzyXIllitEUqlQIuENBm2wywa77B630WaSaRQGi9Fg0RsseqP1G5DNANkMaq1CpZErVFKpXCSS8PlCDpfP4vCYNAaZzqT01lkCtvykNTfhLJ2KjNxwlU+DsY6nds5TO+drXEA7V2JjtyIjNyIjN9DOlejozcTEVHT4RnT4RrB9LdC+6mtdCY/eiY7fi0/eS524mz9zv3hqypGoEwRagMzBswQ4BsuFIP5IKJpOJnKZWCYVy6QSuUymVEgVcj9IF/PpYj5TKmRLuR75Yq5QKhZKxWK5VCpVSqVSsZjPZZN6ULW9vb68fHdne3l+9urRwcb60s29p/NP1u+9fL68vnrn6dbs3P1rnUaWQcWI+LRw2FssJrOZeE+qWq1Srdd6c6Mfs6V6o/X/w6+lKlYryWxGIBEzuZz/nFQ9SXorcHqTqEqj3nvHX6pVf1xqmt1OoVJudNq1VrNnWqPTLlYrPQN7/vSM+rEY4cehGp12T5tfy/Prmwo/Zm61VrMzMpzO59h8HpPLUem0pVq1UCnX263h8bG/SGuo2xpu92gOtZpDrd5dvkK1+BeJJyPRRDCRDIcjfo/XplYLfT7r1uP5menLly+O3L196uql7vTtE9O3J6euj16/1D1zonX+7PD5M6NXL0/OTF8ZHi7TaAMqFU8koglEFJ6AxOLgqMwBEg0g0/sojAEanUSjUWg0Gp1OZTAYTCadyWSyWAw6nf5jhMVisVgMNpvNZjM5PLYB0lntJolMSGPTuSKeSC7miHg6k1GslMOhYLyQV5sgiweGXE6pTmuwWiGrBbJaHB5nupAZmRwdmRwu1QuJdCSWRCNxPxr2IKgD9llcHpPDbUT8Tn/AFQp7Y/FAKh3O5ePFUqpcyQwN18fG26dOj168dAqASyfcxUmkdiYzedtfP2tOdtHm+WDrQmL0enriVvncTO7kndzJO4nR65nJ29kTU9ULs62rS80ry62rK6Xzs5WL85mTd5NjNypn7zXOT9dP3/QkylS+op/EJDI5RBrTg6JoLBLPplOFXDKfTeQy6WI+Vyn9cKmn0w9y5W/Ts1ypWCxViqVKuVwtl8u1Wi1fSJtN+ufPH21szO88X11Zmnpz/OTxw7tHe6vPH8++Pdx8vDmz+2xpcfbmSKdIIw8IedR/IVWjXm21Ws12q9XqNNutdrvb6rTb7W672+l0hv5i1puNeqdRa9QrzWqpUk5kk0KxiMFl8gR8NBqsNeqFarFcrVSa1UpvEVupWO80KrVqoVrsDg81h1rVeq0z2m22W+VGpd3tVJrVdrfTHRsqVcpD48PNdqvRbTbbrdZwu93tdEa73eGhzmh3eHSkN9Ie6YyOj41MjnaHh+qdRr3ZqDSrvaP1stFq9n63QrXYy2K5lK8UiuVSrpzP5nOw34PBYQFMH4vDRqNBNBSMJKNGE6Q3G36bUrmkt3hEJBdKZEKRXNhbVMJk0+gc2r9IJptGoxMpVDyPz+RyqVQqlkTqM5uVd+9eevv62ZOt2cMX68+ezB7trR6Wir4DAAAgAElEQVQfrL7cXXy6NXP88smL3Udvj3ePD5+9fb0zOV4nEwGJiCoV01iMfj4XB7vVnaHk6HguEDTwBTidRgBqpKBGqtfKDDq5EVQYQQWkV6KIM+h3Bf2uUMAdRuFI0BMJekIhz9VrFx4/3Tx89WJxee7i5XOXb1yZnrs/uzT3YGkhlkkZrGaj0wG5nKcuX1rc3JhbWXr8bHvjyebi2tLSw+W9w92ff/n87uPx1tO1R1srDzfm5hfv3L176fLlyZOnWiOj5U43/6NIfXK8PjZSGe4Wu+18p5U7Odk8c6pz8fzo9asngeqpm6XJa7nRS6nuuVjzVLRxMtY8FWuegjNtT7bjzXW9ua4r1bREyiCSUcMJjSehhuNKV1RmD4ktAQHk4xs8PD1MlRpZcj1DpKZxxUQaC0ukEEkUIpkUTSbi6VQym0nncz1SuWwql80UvpnTG8wWC5lCPpXLZorZbCmXL5dypWK+UMoXSsViuVwuDw8PhyMBr8f5+fPr7e21d+93Dw8eHb3c/PTm6cfXT94ebr493Hx7/ORgb+3e7QudRlbIoxp0Uq/XVigkyqVsrVoo5NP5XKrVrDcatXq1Vq2W69Vao1HrtNrdbruYL9RqlaFOt16vdlrtVqsxNjI6NNQZGuq0u43Tp08Oj3bK5WI4iioUMoGIy2TSk+lYp9NqtKrlcrFQyg4NdRqtaqvVaLSqjUatWi9VKqViOVco5HKFdLGYzxczuVwmlYknErFILBgOB4Nhfy+DwQAS8Ph8HrfH4XY7nW6b0ajXG7UgqNXolGq1UqGSKhQymULM53OFYp5YLOQLOUwmnUon0elUJptGIhGIZNxvE4sdxOIHcDgMjjBIIOAIJCyRiCeScRjMAI4wSKWSmWwah8Nismk0GoVEwVNpBAqdQKMTqQwijU6kMUl0BonGJOHw/VhCP4E4SKRgKVQ8lUFkMMlMFoVCxfYKVfgcKgnfR8IDSjn7/dvdz+/3f//16OuXg4/vtv/2T29/+fz8T78c/PF3R7/76fj3Xz/8/X/1Vy/3H//5jx9PTTQFHALs1IRRU7cVb1RDZ09Xrl/t3Lw+dGIiW6+itTJaK4cqRTSX9sQjtljYmk64ijmkUY3cuXVy+s6ZG1fHxoZzhazvwtnW+tr05ubC1uOHm49W1zaWNrZWHz/dXF5fujMztf54ozHU0luM/khIbQBPnj+7sLE2szg/PXd/ZW1x6u7Nza2H28+3NjaXFhanl1fvr68/uHP3wpmz3RMT1dHhQquRbNSjnXZypJsbHcrXK9GhdmZsuDDUzoyPFJu1+OhQfqidGR3KnznZAAboAgxThOdIiTw5WaBkSHV8jVlqdLIVBo7SyFVBXBXEkuupIjWeI8Uwhf00Xj+NN0DnD9D5gwzBIEOAYwhxTD5AoGIodDyZhsMTBwYGcBgsl8mQScVIwIdGwsl0Kp3P5Qr5TCFfKBULlXK+WMiVioVSMVss/NN2KVetV8qNSrVeKVcrxXIpXywUCqVCoVCplGLRYKWc+/TpeGdn7dXh49evHh8dbBzsLO1vL7zaXzvYWfrw9tn+85X5metjQ2UmDatVCRHE8UOqeq3UbtVatXKjUqwWc+V8ppRLl/OZajFXK+UrhWytlC/nM+V8JpOI5tOJTCKaSkaDqM+HuKIR1Otz2m0mg1HD4zLZHJpUIjBCWqNBa7EaTBCoVEn0oFqjlcukQqlMIJUIxBKeWMQTiji9rgUWk8pkUZgMCoNJZtDJNDqRTiPR6EQalUih4ilkPImMJRIweMIAHjeAxfWRiFgiCfPrESymD4MFMIMAnjBAJuEIxEEspm8QA+BxA0QSpvfV3yaJiCGRsWQSlkzB9T7WTKMSaHQihYwjkbEkIoZAHCQRMRQqnkEnsVlUGg1Ho2F6pS49GAwcg4HjcEgcDonLJX9vpKAKBDSBgCaRcGRijkTIUiv4dMogCQ+oFJyP7/cP9zeX5m5+/XKwtnz7YGfpl097q/PXPrx9trn+4PHm4vs3+2sr9z692x8fLrMZ/bBNEQtCjaI/goCpCJRLmEsZayIEoh55IgSm41A+acskTImQIYJqYiiYiOgvn62eOZFtlHyTo4kLp0qtGjLWiV0817xy5cTi0v1nO5tPtzfXH62sbSytPlxaWJ1/uLXWGe3qTHokHFAbtOOnTy5srM0szi6vLqxvrt6+c2NtY+nR1srqwwcLC3fW1u5fuzJ5YqI61M6MdDMTw5nRTnK0kzgxmp0YzkyOZDvV8Fg3dXIkN9ZNnRrNDzVjo61Epx4ZacZPjRcAJBQNxpKRZCYYSyKhKBKKRpKZdKFcaw+VG+1MsRKMJR0eRGMwCWVKtkCMpzPxDDqJwSAzmRQWi8pm09kcOptDoVHpdDqTQSNiBwYAgIQdELHoBo0iHotk85l6vdpsN+r1arlaqtUqzXYjm01nculCIVeplVutRrvbGh7ujo6PdDqtZrvWaFZqtUqlUiqVCsV8IZ/LtFuNYjZ17vTYwd7W/XuXp26cmbl34c6tk2sL1+funZ+ZOnP5bPv+3fO3rp+4dG70x40KjUai1yv0oEqjlikVEpVcpFWI1HKeQsKWChm9kgmpkCETMWUiplzM4rGIYj6NQRnksYh08gCbRhALmBwORcBl0Ol4GhlHp+PJhEEqFUvA9hGJ/WTCIINBoJKwWCxAp+BJpAEyYbA3TiT2U4gYEmmgl0RcPx4PkPADJNIAlYSlUrEMKoFGw5HwAwRC32+TTsFTqdgfSaPhevvTyDgmk8jn0LlcKodJYbFIAi5DJGJplBKVSvTbBDVSrVaq18pAUG4EFXq9AtIrDQaly260WkELpIEgtdmotlh0LrvR44KCAVsItfcIBx0/iIZd0bArEnKGg44flcio32o1qXsdHk6rjsciUgiARsH96ePLl3sb01MXfv/1aHHu2vbjud/9fHD/7tn3b7aXFm6vrdw7Pnq6tnL38/v9c6dbQvYgCmsCbtVYK3piKHn/5sjag1Mr9ydunCuf6ATzCUO1YB2qe0faSLfmaVaczZKzWXGOtQPtmjsbA9s197nJ5Fg3cGo0ev1y4/OXlz99ffP67d7G5tKD2am5xXvLa/MrDxdWN5dHT4xojRok5FMZVEMTI4sPl2cWZ5dW5h+uL924eXlpeWZ9fW51dXpl6c7W5uxwJ1srh6oFpNuITAwlRtvRkVZovButF73NMpKPW6t5uFVCagVPu+wvph0jjXCr4h+qBSeGEoBUKlYq5Wq1Ui6XCgQ8Ho8jlYo1GhWJRCCTiTQahcGgsdlMDofF5bK5XDaRjCOScUQSFk8YxOL6Mdg+zCAwOAAwGRQGlcChk0nYfkIfwCTi+HSKWiZKJiL5Qrpeq1SqhVw2HU+Ek4lYOhMv5LOpdKy3nUzEQmF/KBiIRFGvz+WG7Q6nxeG0uF02t8vhdNjsZqNSKhIL2NVi4vnTleX5W+urd55uTO9vLzxanXr2aGZn68H+9sLO04WtjftXL070pCLigMFBoK8PIOAHCPgBKoVAIWKYpD4mEaDjARoOoOMBJhHgUPp5tEEebVDMJojZBBELzyIBbHIflzogYOEYlMFehQsRCxCxAI3UTycPsOk4CgGgkwdYNCyHgRdwyCoZVy5mEbFAT06FhK2UclQyrkbB1yj4WqWgh04lBNUig1Zi1EmNOikEymwmda+uw27WOCzf+jxcNrDXfIb6bEHE/usiJ7/HEvI7ettBxI76bBHUlYh4I6jrLxIO2MMBewR1RIPOaNAZC7niYXc87EZgKOA1hwP2RAROx33ZpD+XCuRS/l6JWjxoS4TsPZJhRzLsiAYsEb855IMCsB5x6Tx2NWxTua1q2AH6PRa/x4LAZiGXRCEAWiXvdz8dH714tLu98un982dP5t+9fvrx3c7ezuLHdzvPn63s7qz+/OVwZ3vx91+Pbl0ZE7L6ULfKCfEqSVsubOwW4bGab7KOtLO2QlTnsTD9bm7cL0mE5ImANBqQpILydFQVQ8SVHJSPaYJeQcQrjPjFmbCynLWNjRQvXz01M3tzbmFqcen+2sP5lYcL80szq+uLpy+cVIFKTwBWGVS1bm1hbWl26cG9mdvzC/euXju3tDK9sTG7tnJ3cf7m+uqdkVaqUQw0iv7RZmSiEx2qeBs5Rz1rH6khI81APWvvVL1jjUC35htvoo2ia7Tub1c8w1XfRDcMMKgEFp3EpBEpRAxuEMD0AwRsH4WIoZKwFCKGhB8g4vrxGAA3+I0fdXC9WizsAIDpBzD9AHYAGAQAErYf2wcQMf0cOoVBJgi5LA6DyuMyxHwOn8fkMKgMOqk3wmFQSUQMGY+hUQk0En5wABgEAAJ+gEzC4nH9mEGAgB9g0ohcJo1Np9BJeJmQyyBjG8XkX319++nNsz99PXx/tPHnPxy9f7X1598ff3z95N/87ed3r5/+9R/frq9MT09dzKVDbodBoRAMDgKYQaAPAKgUApOGV/BIKh5OzcdrhUSjjGZVs90GodckyYWsY7XYxfFyM4uk/BBqVyYRY9xvivgsEcQW9lmjfnvUb48gtljAEfXbiym0lo9WsuGwz+qx6cI+ayEZ6FTTmag3E/VmY758wl9IBooptJQO9loHc3EkG/P16O3W2zMb8+XiSG//3rcUUyjiNCBOg99lRGFT0GP+9gw7nzUZcmei3lwcSUc8Ub895LVEEFscdQY95r+A1xRGTGHEFPGbI35zNGCJodaeM61KrFmO1gqhcjZQSPkyMXcq4kyErCisQ2ENCmuCHm2PkFcX8uriKBQLGMM+EIU1iFPpscncFonLLIVtGr/L2EPMIdEJgEHN/9PX14e7629ePn59+GTv2eqn98+PDx+9Ptp6/2b7xd7a7s7y1y8Hu88Wfvd5//a1URoecEK8BKJrZl2oXYxAHLeW4jMwEAMdMTJQBy8EC2NeScQrjnrEcb+sENVVM6akX15KGlIBhdtED9i5cb8s6hFHEIVexy8UIrdvn19evru4fG9h6e7C4vT80vTy2uyV6+fkGqkbcapARb6SnVudm116cPf+rcWl+7duXXr4cHZz/cGD+1euXhq9fnF4rJtsVwOdCnKiEz7ZjQyV3NWkqRw3jteRiVaglbOP1LyTzcBo3XeihXZKrtGqt1NyDZfhE50gwKTgaMRBEhYgDAKEQYCIAUhYgIzro+D7ybg+Evbby14fEIuGJeAAIh4gEwEapY9FG+QycXw2ScAhy4RsHpOqlom4TBqDQuQyGUQsjsOga1VSlVygEPMVUp5OKTUb1bDd7IOtXqfVAmkcZkMo4I6H/CjiDPs9+Uy0lE9kkqFUHM1n4q16abTTGGpWm5XCmfFu2Ge/dn78X//p0+sXDz8eP1pfvPr25drB84Uv756tzl97/2pr5t6Fzx92Hy7f21qfTUR9dotWpRINDgIUMo5GJVgtxhDiCrt0EZcy6dGk/fpyxNLMwGNldKIembk89OXw4d/97uWTxasT1VAhbK7F7eWYI+I1JIP2OGJLh52ZkDviM8URG+rWh9yQz64Jw6ZaLnhxsj3azIRhUzxgjXotEZ/pR0YRc8xn/XVGfKaIxxz2QmHYFPIY/3OZ8NvjAWsvkwFHArX1Muq19EYiPlPAofdYVT6r1u/UhdxQEDb8NgNOTcCtRl1aFNaEYDDk1YU9+pBXd/lU8/RYYbgWr+Z8xQRcSsP1XKBdCqbD5mwIyoagXNiUC5vyEXOPRhauZ9zVlLMUt+Uj5mwISqOGuN/oNqs8Np3bovHYdCI2kUnq06t4v/9y9O7o6d7T5V++HD1/uvz+zfbXLwe7z5Z+/vxib3fp2faDnz7tvthd/MPP+7P3TjMIgMfEcxvYxZAxaBWErAK/gRkwsgJ6OmKg+yCmz8xGLByvieWBmH4rN+6V5cO6SgIqRvW5kDaJKMpxYyNjrSSgkUZw5t6FtbX7T54sra3dn52/PTt/e37h3tz83YXl+1P3rokVQqfXrtTJ45no7Mrs3PKDhcXpjUcL09PX1tcfLC/evnJxpFOL1Yr+4Ua0UYBbBddEK3CqExqtedpZaztrHSo4hsqucsLQytuGyq52wT5ccdfSpnbB3sha2gX7ZMsPKMRcMY8hYFPlIo5Zr+pVHXmdZtgOuawGu0lnMagtBrXVqHGYQZcNdNg0LocWdoE+jzGIWCOoIx72JCLeWNgX9MO5VBwy6pl0Bo1Gw2BwYqEoEw8HEbvbonfZwFgArhTiI83yaLdSyyfjYU8y5KsU4r/ezqWC8bAn5HfEQ75yLtEqZ2v5ZC4ePDnU9NkMNy6Mv3vxaPfR/TcvVp5t3P7p/dbqwpWjvdW1hes/vd9ZXrjx6f3zhQc35meuj3Qrfq9VrRYPDAB8HpPLoUNGnUkvh40in5EbgPghmzjhUuQCYC1qaaYcBw9v/V//63/7//yf//jf/PXxZAVtZ1yFgL4UNoec6rjfFHKCMQRK+MwBpybuNfkd6nLcG/EaskHH3NTZ//Bv//Zvf/+6nQ/b9cKEzxz1GWMeKOzRR9yGoFsXcoKoSxv3mmIIlEQsiYA5g9rTIVsu5MxGHEOlWLsU7hQizUKwmQ3Wsv56OlBJ+5KIpfcTe0cLwWDvaBnUnos6SzFPLupMB2xxvykdsGUjjrjXFPUZf5shpzoIq8MuTcijicK6iE8X84BRBMyg5phfH3ZpgrA6iRhLKddoNXpmOOu3Cv1WYcAmCthEqF38gyisiLjlYZcs6JAEbCLEIvCZ+R6TCHWCPhvoglQei1bKIXPIA6CS++Xd3ue3uztbC3/+44edJ0vvX+/89R/eP3u8+PuvR4cvV/d253/38/7rVw///IfD9eUrHAoQsIs9ELcUNgRMXETPciqJXg0loKOHILZbS/MaWAEzz2/i+oxsBOKEbMIELM+julLYUI2Zkh5F1q+pRKFCEBythVaXbq2uTi8v311cnFpZm370eGFtfXZm9ubc4r37s7eFcq7dY1bq5MFYYHZpZm75weLS/fX1uVu3LszP35q+e/HkRLWcRXJJR7cerGadtYxtuAxP1n0jJUcna+7kLONV92Td08qYRsvOybpnrOI60fB289ZyVFsIqapxcLTsBCrZaCrsDXltsRBcLSaG26VOI18vxMqZSCmJ5mNINuLNx5DebKdZSiTDrmTYlYq4UxF3OuzOROBMBM6EPamwNxVG2rWS3WwkE0kEAolIJFtM5m61lA55YbPObVLH/a5mIT7ayI81C81CPBV0p4LuRj5Wz0WTqCsRcNbzkWwcjvjNiEsf9JoyUW8hGUiG3ChsCnssWgl7duri24NH7w43P795fPh84ePxo/3nS18+7u3tLP7y04vHm9OfP+w8XL67tHB76uaFaBRRq8VkEtbrtvlhRyTgNSpFfqs8YJWgNmnEIU3AylwArESM9bj51dbUf/q//+N/+n//j//t3/+5k7IP590xpyQXAOMeTSZoCrlUCZ8h4TOEXZpcyJpETG6DOINa416T16RoZNBiFDYpOLmQM+G3xv2mqNcU9uiDLn3AqUHt6oBNhVgUAZsq6NBEYX0SMWVQaz7sKEZdpZi7GHUVIs5s0JYOWBI+KO41xjxgL6OwLuzSBB2qgE2BWGSIRWbV8Z1GsceshM0yl1HW2/Y71G5I7jZJf5uIXeV3KFG7MuhQhZzqkEsVdqvDbnUE1oTd6pBLFXQqw2513AemUSgXtsQ8yh/EvaoeCZ86FzJkg/oMCqYDugyiTfs0Ka865tXFEHvAbXWZQdhqkPHpXBpOK+O8O9x+tfdoZ2vh07v9p4/mXx8++fh299njxY/vdo5fbe7vLf7ydf/48OHvv75YXbhMxAA2I8eiY2aC+oBNhFqEbh3dAzJgHd2rZzp1bJ9FFIFVMa8m7Fb6nTK/U4a6FYhDmg5DhYQNcUgzEdPp8exkN3FqvHDn7oXZxVtLK9MP5m/PzN1aXJleXpudX5qeW7w/szAtkPLssFWpk/vDvtmlmYXl+w/uX12au3n5wvC9qbNT1yZOjReapUCj5Btthpp5ezUFdfPWkaK1nQZrMWUjoW6mdK2sMRtSVpLGetZaSZmaWVshAqYRRdIrzQfV7awVaBVihZgvH/dlYp5uK91tpcc6uVY5PNnMNtP+fMCaD1ircU8zGygl3emQLRmwZQLObNCRQ20F1JbzW9JeKO4CswF7yGGIeR1Ok45CwPJ5HDKZqteoQy5b1GlCLSBiUsfdlkYqOFxMdHLRlM8Wc5tSPkvKZ6nE4LBDG4cNpZgzGYTycWsQVltBjtcqqxf8YZ8BcWhDHqOQiVlfmPrp/f4vn16+f7V9/OLRm6On3x568GL947sn+88XPrzberhya+PhvbvTV6u1nMmsx2H7ZUIupJB4DRq7SuwwyiEt36TluiCR1yxGzKKkR9VMWi92o3/3dft//+//6nDjWjNqjDtEMbvQpSF7IDZsYsMmNgxxYYgPQ3wYEsJGUcipDTnBkMMQchhCDmPIYQw5TKjTiDhAn13jtWk9VpXHqvHa1H67NuDQJQJmxK6y64UaMSXu1UdhXTpgyqDmdMiWDtnSIcs/I2xOBKAEavyO/jvG3lMOIj7Lv8iQx+Sza8JeM+rW62RspZDiMiljflvAZQi4DDGfORmw+R1q1KVOh80J1BjzamJeTdyji3t0cQ/YI+YBEYfc55Qijn8iYJcH7PKgU+mzSBCrNOhU+i1Sp47rMQpDboPZqNVptEYDqFYpZCI+h0nRyIV//Prxw5v9509Xvn4+PnqxdXiw9fWnV7s7ax/f7717s3Owv/HLz69ev3r88f3zpcVrZBKg0zK1GkajGjKALLtJYNQyTVqWHeKadAyNkqYH2R5Y5XYpAn7QbBWZrSLQwMkWvJ3h1PkrnXOX27funbwxffLC1e7d+YuLG/fnNmbuzt++cOv89PL9e0vTj3cfz67MzizNzK3OKUCFE3H2ihVmFu4/mJ2auX169f750VokGzJXko5ywt7MuVsFVzNry6GKrF+U9wnSLnrMjIubMdUAu5lSpFBhEpVFUUUUBX0uRSHp8jsViFmE2oUJWJ5D1UDGbwk71VFYH/GCzRLaqYZGm7FOMVCNOtIebRgShSFR0qnKeDVRWOG3iMM2pQ8UB02yUsBcDVhSDmXWrekmXCGTNGSWF0KugMNAJwzQKXgiAee2mcNOKObQB81qv1ERdxrqcU83izaTvgJqy/iMpZCtGLQ2Eu4krMsHTM2UqxQzF2Nm1CFxgMywW9mthlCX2mbgu8xShYC8s7Vw/OLRwe7G4f6j45fbhy+eHL3ee/nq2YuDzY/vnhw8n//0dvPhyo2H63emZ653hhsWG4TD9ovZDIOI79PIYbXEaVSq5Wy1lOk0SVC70mMU+vScmF1cDmiKiKoe1ncS5gqqDVt4YYsgi6hROz/g6CEM2MUB+7eT7FdSfTOqR8xviwa+g1jDXnPIYwzChmTAFvEaUCdo1nB9NqVZw0Xt6nzMhbq031H/E24V4pB/p3dyixGHGHHIYasctqhhi9pt/ZY9YqjdZVHBNg0Km3o17g5IaTPIA04TKONDKmEQhhCbxqzhGpUMUE5x6nlOPccF8lwgzwXyXSDfpRM6QSGkYUEa5q9gmdQsk5plVDKsOr7DILLrhVY1Vy+hien95AGAy2GxWBw2m4vH46kUEo9F16qkn98dfXh98Pzp2tfPx0cvnvxKqv13b54f7G/+/PPx0dHT9x/2lpanSFRArePyhLhkyi2S4FVKqliEk4rwWgVFJsGr1EyuAGu2ScUycibvQ0JQeyRTaISv3zt14ebY3YVLi4/vXrp7ItMKO4L6Yjc5crZ7Z2Hq+v1r91emr967dn/lwf2VBzfv3b59/870/Ixcq7S67VqjBrIZHyzOzM3fXZu/tjl/ZaIZTwahdNicDJkKCUcxaS8kTahT4NQSwnZGARHGrCSPEtDzgCjMCMIsxM2PhHTJhDOAmmMRl8Mk89nkIYc84VMXgiCQdmtCFlHUqYjCinYe7ha9o9VAJ+MoB/VZWJYw8RImXsYpyXvlSbc4bOGFIZ5fw4pbhN2IeThmzdslMSMnY5PETKKEQ5nxGHQCMrkfUIpYYh7LAamTXijj1SdcmohNkfHq2yn3cM7XSrqKIVMuADaS9mrMUk/Y0j5NNWZpZ1zluKWWdCZ9uoBdmgoYRxrRuN8YdGuSISsoZ+09XX59sHX88snB7sarg6c/pDp4+ejju+2D5/Of3z1aX725sX5ndv726XOTTpcVi+ljkwkqNs2tFHk1UqOCr5Ox9TKOTcNz6wVevSBoFqfcyrRTUQ8ZW1Fz0afLeNSFgDHrMwStEr+V/x2h3yr0W8R+i9RvkXqNPeReo9JrVHoNKq9B5TGqYJPKY1X57BrEofVYVU5IZtaKDEqey6QMwgbEAWqlDCsosuiENp3IohFYNALbN3g2Dc+m4fSwqFgWNfNX0C1qukXNNCpZRgXHqOAYlByjgmdQfkMn59IJAH4QYFAGmVQMh4Hns0lsCkbEpOAAgIEDdBKWQc7WSWl6CcWkpIMiIigigiISKCIZhBSDkGIQ0EAhRS0i/nPIPXRyukJAlnDwMh5RziUK6YM0DIAFABqJiBkY7D1OCtMHMKkkpUz45tXed6mO/vmVav/t652XLx799NOrly8fv/+wt7p2j0YH1BqOQIjPZjxSCUGrostFOJWYoFdQVWKCSk6TK2h8AQ4NmgrFwKWrI6MTxfZIZmH1xr2FS9fvnTp7bbjSTdTGMkanjCnCJ3LotakL9+ZuLm/M335wY3F9YeXRyoPFmetT1+7MTKkNWqPNpIVAk8MyNXP37oOpy5cnr16eqJbjwYANRe1+1Iaidh9istmVaEAPu+QhvyrklaVDqtmbzaOdG//237x6d7wwNBTzIKDRIrfYdX7UEYu47UYRYpElvNpCBAKaUWMRUZVQbQnVTpQ8YwX3WNHVihmbYX0VURRd4jIsrSPyZlBVRWRFWDKZtg5F9PKEYooAACAASURBVHWvogrLWn71SMQwGjUORYyNgK6bsI3mEJuCwcAAAhqGR8d6bdpi0FIOQYWAPuvTVqPQWMk7WfUP593ZgCqNKJppSyVmKIS0CY+0loDqCUspZq7E7SkEjMHaQtg6XAkhdoXDIHKZ5Eoh5dX+5ofjZ5/fv3hztP3+9d7B3tarN/uHx7sHLx99ev/s4Pn853ePN1dvbq5Pzy/euTl1FfY48IN9dFy/lIa3SdgetUgnoBulHJOMDQopRhHZLmc6FUy7hIxoOX4dF9FynAomJCSbJHQPKIq4NFYV3aqmWtVUq4r+HaZVxYRkNEjK+A4LkrIgKQeSsrRCqk5KM8jZkJILSplyPolHG2QSAQoG6P03jEnqk/OoCiFdLqBppSy9mKWXML5D+w5FJyJ9Q0z8Dl4nJmr5JC2fpBGQNAKKRkBRCWgqAU0ppMm4FEI/MAgA3+/Z9lPwg/gBAAcAOAAQ0YkyDklAwyj4BI2ApBUSdUKCTkjQCYk6IVEvIOsFZD2fqheQdSKSRkzqpUZM+YaIBql5YjZBwiYZ1UKdnMsgAoR+gEPF00h4Ah7LoBCZVJJEwFVIBWaj9g+/9KZ/f0GqN8fPelK9ePHow8f9R1tzLPagSs0W8LHphEMmxGllZDkfo+JjDRKyWoCz6nkqOU2toOu1nETUXquGT0yWJybL1VokmYELZXRoNGeySyGbRAWyfajpxKn23buX7t69MjRSHRmrj060Z+bu3rh95fadG9Nz9yxOqxYCtRBosEJnL58/f/UiEkHCqTASQeCA1xsJeGOoPQDr7JDBCTlRl0IvNju1sE+P+A1nztWuXeuMj6dbnZjWIFAZpXqHwRFw2dxWl9ssEVD1cobHJEp4tUAjBBa9impAU0O1pyvwqYLzRM7eDmsKTkHOzsvZ2AUHt+wWVGBhycXP2zkZiF6DBaMR9XhM2/ZLcxZGWIXzSPoTZrZXRfLrmComIGP2iZgDPFp/1GdM+1SFgCrnV2Z88mpUP1Zyj5fhTsYacfLCDm4toc+hipCLh1iZhagmE1QVgoa0V48YRR6jKAbraimP2yR1GESgnKUW0z6/3X21v/nu+Nm742dff3r1/PnG8ev9o1e7Lw+3Pr1/9nJ38cv7J4/WbvWkml2YdsN2PAagYQEZA28W0txylk3GMQhoeh7FKKDouXglGRBjAREG4PcD/H6ANwgI8YCKiYekHItcYJbz9GKyUUwwiglGEenXGIREg5D0LwBFJA0frxORjDIGJGfqJTQZF8ej9DFwALEfwAEAFgAGvyd+EHCZtTohAxQyQCHtO5QeOgG5d8br/kkAgk5I0AuIBj5RLyDqBWSdgKwTULUCulpIB2VcCrYn1QCFiKGR8FQiDgMA5H6ABACgiKMXsxRskk5EUXHwKi5WLyDoBQS9gKgXEA18soFPNvCpegHZIKHopWSDhKKXUHqG6yQMnYQFyrhKEUsnFxq1cjGPhQGAQQDg0CmDAIAbBFhUInYAIGD7GFScQsp7fbT7/s3+ztO1n78cHR58k2rv2eqnd3tvjp8dHmz9/OXoxd7Gx08vtp8t8/h4jYotl5DLOa9WRrGomUYRySQmOhV0s4QEikg6KcWkZikFeLWIqJGSA251NuEAVXSjlhVCwHIBUSuoJgMPdivHR/I3Lk1cPz/Wqaa9djCCOsqF+NTUpZs3L87O3Vt5uIBGAyq9RmPUKY1gpduqDLcVFovG5TKjqDkUsSeS3nzBGk8p3N5ApRqsVpQuhyMaCpfSaDaSaebtqDVVCicKYZFOorAazWjAn8n4YvFgPOp2m8OIJR9zdYoBIGxi+0Fa3MLLuiQTGet42jKetjRQdQyiJ8zMlI2Zc3DyTm7Bwc3Z2DkzM6rFRzSYNEQtO7k5C6Pg4FxvIa+Wzn14cuvt1u21OxNuHVvJw8gFOC61z6hkeA0s1MwOWjhBGzfjkzfT5nbaUo5qfRDNB9HKUW0KEbkMZKeekAsroh5x1CmL2JUuDdcoIlvljGLE3i2GZ26emr5xOuIzvTt6+uLZ6qd3ey+eP3z/dvfly6fHr/dfHe/1pDp8vvjTu6ePVqc216dnZm8ur806nGYCFmASAB2XbBGQ7CKKR8kxcElWIc2r4hqYWC4AQBxcM2RfvDC2cev8/KWTw7kYDCp0QraWzwFFHJOEbpJQzBLKP0spySanWhXU36ZBSITEZLOUapLTDBKKmk+UsTAC2oDXph2uZS+dHr59/dzZEyO5dEQsYBIwgF7MNogZkIjxPWmQmPYtJRRITDFIyJCY3EtITDaLiFYR0Swim0Vkk4gCiWkGMUMvZnHJA1QMYFBJRjuNpbmZJ5sPH8xMn5oYdRq1bFyfjEnU8GlqPlkvoal5OIeWA/Lx3yHoeQQ9j6TnUfS83h8LokH4bWaoE1F0IppGxFAK6HqlUCkRMMh4Np2CwM4LZ06vryyuLtzfWLp/9dyE2aBgUAa5LKJWJT46ePYbqY56Ur1+tX308vHPX472nj/8+OnF3v66SExWqxgKMaGS9YASkl1FNwvwNiHeK6U4BHibiAKrOVYJLenUhMzyZsJdCdk7GV/SpavHXROV6Fg1UgrZznQzk43EueH82Vbh8kitkw6fG6pePdF9OH/72ebC442FtbW5rccP88WMTKNQGkGRVhlIxfyZjCWS0KIRW6pgSmSNiTxc69iLTXUkY8pU4FpHF00aoklTPGnPpnITY+mRtjPqhxNhjcftSKZC9U640UVLNW80Pjw6NDHaODteuzBZA5waqkVO8BlYUbOgHTW3IqZGSJ92SVADI2hmxxyCFCzJukU5pzBr42esnJyDk7Yy8m5eBREnLHSfBp/3Si90w3fPld9sz7x8ct+kZuH7AAIWYNH7nGapXkq0q8guLQ02suKwpBw31pOmXFjj1FNcBmopro/7xBY13qbF58KqsIMfsojCVrkX5FvldLuSlQ9Zh8vhpenzW6tT6Yj94+vtg52Vr58Pd3dW373ZOTx88vrNi1fHe0cvH3/+sHu0u9KTamv9wb17V9cezlssOiIO4NMxFhndKsKb2QN2EcUuoviVnKCGb+HgNSQgqhderqf+dLD1x5dP/t1f//yP//W/2l58YFPJyX2ATsi2ylk2Od0uo9vkdLuMapNT7TKqTU52KqkOJdWpJDtUZKeS6FARnUqiU0m2SAgWCcEsIZnEREhMBkVErZCoEpJODpfevNj6h7//83/8X/7D//Tv/90ffvlYyifIeMAgYZvETLOYaZLQzWL696RaJDSzlGqRUr+ljGyRkq0SskNMdImIDjHZISbbxVSrhGqWMiApi0fsl7GptXzy1Yvn/8N/9w//8z/+j//lv/7bw72dmNclZxD1QhYoZKg4eFBEktMBq4JqFOK/Q4QEJEhAgvgUSECCRIQeRhHJKCLrRVRQTNeKmXIe1aASSQUcwiAg4rG7ndbhwcu/+1f/xT/8/Z//+OVwdfZmKuJWSllsOkbIo+7tbLx9u7+9/U2qoxePfvnyTarjo6dHB09//nL0/Nnqp88HLw+35FKaWkGXC3DVlNsgJDplVCtn0MUdDAgIHjYWEVCU/YCNgdVggBMx78m4Z+X00N3h4vxE80o1fquVnz/Vuj9au1CKnEj51y6On8vHr7eKlxvFvbk7rzcXP+1uvnq6trM5v7k2+/Tpw3qrLFJIFBDIVyttAcQaCrnyZV0k7S53bIWGMV31tk/Ya2OKeBlun/QNnbLXRszFlqvaDQ2PJyZOoa22LZE0hqIKX1ATSkOpKpSsIJWOI5IcmpgYHWmPtgrdagJwmEUWkOs1SVCbohp2FP2mtAdEIIFVRbcbOB6ryO+UBB2SkEUUMQkjEC+gp6MmVsTGizmFMbc44hT6rXwY4oJyCqRh2cwSEgGQyZlcLnEQC0hlDJWYbFQy7FouDAljXl015WxkXYWoyQEy3QZmJWFO+ORmJd6uJReiurBDkIZVIZMYVrNCFkkOMZZCVq0AL2cPSjmDkIbzd3/zZW9n+fjl4zfH23/1x/ePHy/+kOqn9z2pnm2t3N1afzA1denh+gIEqUk4QMLCOdVsq3jQwADM7AGPhIzIaR4J2S+jBZQMOw+rxAEWDlaCAzh9gJDQx8P3EQCABAACMtYqpdukFIeUYpNSHFKSTUZySAk2GcEuxVplGLsUY5UN2KUDvbRLB7waskdNhpUUp5LsUFIdappdw7TrOBwywCQBOAAQc4lcJo5K6h8AACapzyhhmsV0i5hqFlO/J8UsoVgl3yyySMlWKdEiJVqlRLsE75bgYDEOFhPcEoJTQnJIKVYZzSKju0EJn9SPBwBCP4ABAOwAQMD0YwCAPgBQAMANStygyKJkIpBAL8RAErxNQbQpiDY52S4n22VUu4xulzHsMrpDSrLJCDYZySojWWUUi4xmktMhOVMtpOvlPLmAgR8ABgCgvw8gYAZx/YCIhcUDALEPkHCxWjmTQenjcQgfPrz8l1L99HJvZ/nTu73Xh0+PDp7+9PlwZ3vl0+eD46MtlZyhVVBjfv2ts40SYugEzU23ZsilPemFJpy6k25owm26FIQvhODZcnqmkl4fqj3sVg8unJgpJsddUAtS3SsmVoeql6O+037HsNPcsOnHUNe9TvnFzPWt2+dfbc4dbC1sLk9vP15pdWsCmUhp0nPVaqPXa0CD+khS4ou4qsPO+oi50PaPnDNXxoShvDrTNJWHHc1JY75pKjRjE+dKl280b9x1FOqGeMGUbZgKw47aSUtxJHXiir/UHD17fnxybLRbGaqlAbNbrwElICiNII5qKlKO+WM+GwqbXA6dUs2VqzkKNcthU7pM8jgMZQPWoFMJWyVeuyyEgChi8LjUbqfG64Ocbr3ba7a7ICafSmaRABxAYZPVeiWPTRFwyCoxWyvjxIOOWi5YL6Bhj96oZCBWaT5iTqMGr4kXsInyqC7n1xQRlU9LDRo4sIaWdCvzqN4kp/htMrOGXUjCf/PHd3s7yx/f7h7sb3z69PLZs4fvPxy9erX79tXzd0dP37zY/PT6yfNHc9tbiyuL92Znp4xGBZuOEbP6rQqyXTpgYAI+OQGREXxSvE+K90vwXgnOK8F5JHinCAfLqWY+kYcBSABAGQDoGIDaB3AHABUVcMsoUbMgbuEHjSwUpAeNTJ+G6NXifRq8R4PxqjEezaBHPeBRD3hUWI8K61HhvSqSR02GNRS3lubSMjR8jF5KFjIAMgZgEAAWBWCSAR6tnwIAMjLgkFK8Wg6i5cBqFqyk2eVkj4rqUlFgJcWloriVRKeS6FYSYQXBJ8chcgwiw/nkBK+cCCt610y6Vc7gEQA8ADCJgICJpxIBCgEQc0hEAJBQAKuc4dFzHWqaVU6wKwkekGqRDvawSTA2Mc4mxtnEBJsY55Bg7NIBuxRjlWKtUrxFSjTLyJCMatfypWw8eRDA9wFkPEAhDpCw/YR+gDoAKDiAXkrUychKMZnN6JdJGNvbK+/fH2zvPPz06eWb42cv9zY+f9h9fbD59vjJm6Pt45fbnz8e7O+uH7168svPhzIxRSMlI1bpWDFQRwwnovaihldTc3NcYkPMqAvZw0rxuFp2GtJesBjGNLIxlfSay3rL67xgMVy2m86ZwAsWwyUbNKIQd2SiCZN+yKit6RQ5tfhGMbF989zLxam5y+Mb87dmp69GoghHzBGDWp5Go3Z7wEBIH09LfCFbsQnlG5p4ydUch0pD1tqYtTZmqY7qs01dsmJMV/3tcXux3p2aCQ+fkQVz4lBJmWw7OxfDp6bg5qnY0Kn26XMnzp4sF+IjrRwggEABqNKYjT4/kohEYygaDaLxZMzicUgMCp5OwlMLQYsO1Ks8VlPAbfW4IItNbbXrXB6T3WM22PSgBTS6TCaP3Yq4dHYzgcPAs+kDNJJAo3ChiBrUqVQqtVqtVMrRgDefiZbzsbDPGvaayynvZCc9Ug2n/caEV5tH9SmPooKqQkZqzMJGDYwcoiiFdE4NNexU2LTscsbzN394vf985YdUOzvr7z8cHR09f3e8++7lk7f7m5+Onj5/tLC9tbg0f+/Bg9sgKOUwMAoBFjVzYhZ6UIdB5AM+Wb9f2u+X9iNSAJECiKTPIwFQNcmrIDhlRKuMpOViOQSAMgjQBwFeP8ABABkWsAr7US05AJJCIDlqpgVBfECPDYJYPziAggOIrj+gAwK6fp+qD1EP+lUYRI3xqnEeNQHWEt1aMmrmmGV4HglgEwARHaBiATwAUPoBKRkwCfpcMqJdinVKcX6QHoE4QSPToyTCKrxHhYdVeFiJc6swsBLjkQ+iKkxIhUFVGFSFRdWEgIbk01I8WqpXzxRTABIAULEAvu/bTREcANAHACULcKhpiJEJ6ygONc6lxSFGogfEeUCcT4fz6Qg+LQnRkhANBdGSfBqsT4vxabBeLd6rIcJaoltLcWlpZiWZ3AfgAYA8ALDIABYAcH0AnwYIqYBJNugEqQ6QCWmYIj5Oo+K+ePHo3Yf9nlTHr7e/S7X+/tWTt6+evTp4+uXj0Yu9jcOjx7/8fKgUk7USsklOK/p0Zbv8TiV8PeK84bdctemWo76VSGAjHr3vdp5XK0/JJJNi4Ump+JpRf10PXtVpp+22KbPptgm6Z7Ne14O3LKbdZn2zUrgTCRTErAiXlFZxL5YiD852p84N3756MpML86Q8oVZNl8tNoRja6KhDMW0842mMGLIVKN8Ijp8PTVww5puezglTsQ2mK9Z8vXD2WvXC1dT4qcrFG9ZCWxmtaDJDUP2sY/i6c/iqvXEK7Zysnz574tyZcjk50soBJL2RY7HqvAE4lPQHUyiaSGbK1aFxSzgqdFjZZiPDoJU7bDK9wWJ2OJ1uOIBAXrvBbTf6YD0MyyxmqdmscDg0sFfnRYQQNMBiYbkcHIcDws5kteoMRPR2rwayK7QGHxpOpJK5bDoU8MRCcL0YPT9eP93Nl6L2rF9fCOgTTnEtKE9YKGk7M2qhlgKyckjtMdDiXoUDZLbK6J9/d/hDqo8fD3Z3N99/ODo83Hn/eu/Ni633B1sfD5/sbi0+21zYWJufn7+rVvBpZIBPBxAjI2wiologAeFSEC4F4ZJGbMowmDIMJvWYhAGTgEheeZ9TBrjUeL0AUHKBmFd161xl7kJ57lz2VM4W0OJgKZB1svNOjkcBxCB81ISNGjERaCAKDYShvoixL2LsT9tIKSsxbSGnrNSUlZq00mNWWtRKTzhYMQdHxwdofYCEBtjVBFhPdWvJKhrA7QOURCBkpGYdPI9q0KPoT9iYCQs9ZqXFzdSohRozUSJmUsxEipkJYd1gDByIgANRPTZiwEeMpLCJHDJRQhaGjA5oeEAGVY/W0NNDidFmqBAziqmAQQR4DZSgme6HSB5w0GsYCJpwKIRFIWzQ2AMfNhDDBlLYQETBARTsQ8EBPzjgBzGIHoOAeC9I5BMAnQBwG+gRtzQT0iX9WrOKwsIBoACAtXjERPdATLOWIWD3ySTUneer7z7sb++s/laq96+fH+4//vLx6OWLR0cvt375+VAtpWrEJJeaXfPpK2bp9bj7isd4xaq+opPOweZboHreab+t101yWJMs5mke9zSPe04oOM3lnOXz7ul0t1Wqa1LpLaXymlR6Rw/uFfLPCrln1eId1H3aATYMkotpZPZU897Z7vXzI7lClCZgSCA9TaGyxjNoc8iSK6kicXO+4utOpM9d93VPJM9cddZHLKW2IVUypgq+amvy7mzj/KXa6fOJkQl06LSrfdZUPeUYueoYu2lqnXe0zsD10cqp05OXztRqmaFWDiDbYL43ZAin/z+67uOpsS1f8P0CeWnL7K0tb5FAAiG8lfAe5L0X8hISSCDhvfeJ95mQSZKGzJN1zqmqa6r7dXS/QQ/7Tu7wjd77U94g61ZXd98b8YlfrNgRa/iNFWuwYzX3m7Xdpu4+m94+6oxNVA8ZuC1auKmJVlsn0WilNY21jR2NrT2aIZ26u0ep7VS2d8lbO/jVTZzqRmGDhl/XImtpZ5VXFzE5RC6XyGZXtbUNu9z13SPyhm5ZbVtJdbN2QN8zYhjU6dvbtR0dTWZ9dyJoiXuGrf0Njr6agKHJN1gZM5Z7e7neXp6rmxc2VASNlSNagVNX3VSJRH0D//jru7d3e6+fbx7fnnz9+vbh4ezr68fHx+vXT2+f706/P169vr14ONu7Ptk9Odre2loSCxAGGQgYYKCZY9ag5maqTUtzaKC/aiU5Wkn2ZrK9mezvZtk0DFc3LzAs17fxOuvoAWvd2Ubo9/u5f/3PN//9+95MoLWtBHQqgEPLcnWxvd0cTw/H28Nyd6OebtTVDbu7YHcX09WBujpQZzvqaGPatYhNi1o1TIuWqW9i6FuQFjloV+F3CqZ//b/f/b//8uNf/q/bf/mnq5lgW5MI9FaSwsOKwGCJs4Pn6xf93GVpRcwahkXDMLXSza10cyvNroUdbYiznenqQF1dbE83393Dd/WKemooDfKiUUvV55uZ//7Pt//jv73/p1/evFkPtVYQexthUyff1ie09HCNnUxzJ2LtRoztNGM7zdROM7UxLFrYooUtWqZFCxtayH8H0rVQdS30kRa6SgDmU33/9fc3/8//+Pb//esf/8d/e9zI2yqFoK+Wrm/l6Nr4A1pxUzXKZQI+j3B+tfXp9eHy9uD1++Pzx6t3D0c/vty8vDv8+uHs28e7d7fnP759+PB08fj29Pc/PClLYIWAVC+hObUVOjlqFlBNDEyIQ4mzoSSb7sIVxxA4wqD7yaQEDI+haAKG0yzWGMJMwcisUDzF4U0wWTkWJ0VjjLPYGR43wWGlJcKQEI0ohaFq6aypYzvpOpxLLRdiXq/xZ1QEgVDe1lVvsjU7fSW9Q4oR88BYLrh+0OyJGHILGl9sODllzc3ZsjPRpbWJ9W1rLOFOpfSj0fDKgWVmp86dqfXn6kMzau9EayhXZ/Ob44lEYdztNQV9ekDTdLPbB2SdOnWHsbXH1jvkG7aGB9yxsl4drUFDqm8kVtcJWjtFNZqalt6GtsGmQZOys1/a0iVp6eHXt9NVTXRVE6tWg6gaxU0dsKISw+JReHwCk1nV0txtMpdp+tlVbfzaDllzT4fJ2W2ydutGWjo0Q8PdTvtgKmyKewecgzVBY2Mu2JcPts8E63IexYSrbNxVMR1uzgWaQ+aqTLCjtQqeiBv/9Mvdu/v91883j29PP39++/h4/fr149Pbmx+f37+/efPj/c2X+7O35/vXxzt7m8tryzN8LsRHsWoZIeVtnhltWow0zIWq5kKV86Pl86PlC0HFfKBsPlA2H1AuhComnCUZhywfrJzwV4WspX6TLOaoiBlk0RFpfFiaMMiz1oopj3rGW13wqac9lXlv5bSnMu+tKLjLpzzlBXd53qVcCtUvjtYtBGvnAzWzvqqCrzrvrZryqCMjotlg3dxofdqmSJrlKUvplLdmI9016anOuauzDnXaVp62KDP2ipxTPelR571VU77KvLdy0qua8qgmvapJd0XOoxyzSFNWadouG3cqsu7ynLty0leV89cupdoDemlALw2ayoydLGsvL2gutw0IfHpZ2KpIe9QT/qqMr2LMUzbmlo+55UmnJOmUjDlKxhwlabssbZel7aVpuyxllfwdadImTVplcZssYi7xDfPt3SxzO2zrYrkG+L4hkX9YHLOUJ21VUVttwFwz2CUvEeJFYuj24eA/iuqXTw8P16d/+P788nz99v7N7394qixFFTyitgwNdqptSo6JTbLRMFGUnEIoETJmjAUn2EiIAUWZ9HE+J4HCURo0wWVnUGaMCmVQ5hgCZ1logc9LQlASgubEouWy0tVqVULICklYyeqS46DxaWX8aDa+s5AZHw9xSnhMuQxQGdy65gabu8riqrL5qu2B9kjGsbjVER13Le1VW3xd4bRtct41OTe1exSZnnXE48Hx8UBuKrSyY5/fbfCNV3sz1f6c2pdpi002OPyGaHhsdsIftAT8I4DQ3Mlo7eW3DJS1jjR3Wvt0wV7TaPOIW9o5TKptwdTUY9S1nKYOXlVrZVNPnWawutcobe1n17WzatoZ6lZiaS1ZUY+oNYzyRklzJ0NegWdxaXw+gUGvb23u1hvFmn5qVTta1yXrGO5yBTpt9i6TXtPXZnIMe326sZg57Oow9yg8QxXjntacv2HSq8x5JGmHKOOS5wNVKZcqaFKO+TVttchszvH796vHh4NvX26f3p19+vTw4cPdt9dPjw/Xv359fro6+u3jw6fbk/cXx9fHOzvry6tL02yUKORgq+TE3Kh2LtK8HK+fcIkmXMKci5918nIOTtbO/mluVJpz8eMmNGZixe2ipEsWd8uTLnlML5hyKpbDdSuR+oK7PGOWZu2yWb+q4FHm3Yqfplxlf5O1yyZsJeNWadosThoEcR0vNsKNDXEiA6yMSRwdZPs6aWMGYd4pHzdLkgZB3qXM2EoTRkncIB6zSDM2WcIoCg6wonpeVM+L6Ng/hUdYP4V0rLCeHTXw4yZhyipJ20syrtJxd9mETxU2iZOO0oyvImwSxx3yXLAm5SoP2+RRh3zMU5b2lo15ZUm3OOkSJJz8cb9k3C/J+qRZnzTnleW8spy3NOeVZT0lWY/k35T8G/livCbtkKRsounRikJAFTMKwjpu1q0Yd1WMOSuTjtqQrXakWy7mF/EE+Jv7/U+v9/9LVF+vfkb1hy/v7i7f/PrLx88vt/e3R7/9eKxWcsq4hL5qUaS7Jt6snGpSrjWrVlSSVblgTsSZkUvycsmUTLxcVbHf2rioUuRE/Lky2V597WqFcqe2ereu5rS15ba767ih/qi2dk0mP6qpPtU0T5eK4mI0quRtWLsuJwPHM/GNmWQ87mFLuWipvJgv5Da2NjoD1Y5glTOkdoTb41Mj+dWmYNpQWK+2jTpnN7yzG+6p+cz6jmE0PGB3dOn12hHDQDg1nJnpjE3XB7Mqz5jKk2oNZ9oCQJHaXQAAIABJREFUkeFIcHwhF4o5Av4RAOpaaZpecduIqsPUOeg12VMGZ7LdFFDpHWhHH6RpJze0iNr6RHXt1c199ZqR+gG7rH2E39jDre9BaztpqlZE3SZo6mVVtpZpeulSJY6JMnhcKkLr6mk3edwVAxZGcx/a3Cvt0XX6Rjuczm67sdvYZ3IO+IPDmaQx4uuw9stcg6VJR/WYXZGycsds7KiJGbdyMi550Ch0D4sizpr2Onhl1vvr68XT2/1vn+9/RvX88eHb66d391e/vX58d3Hw+8vbl5s3Hy7fXB/v7G6srC3PMOkYPqtIIQIJZ13CUpY0C1J2bsqOjtmRlA1O2+hpGy1toaYt1JSJkrbRM0404+IkHeywBQ1ZWBELN6JjT1jEaaMg0E0L9cE5mzRnk0YGmCk976ekjpvUcRMjnJ9+ruPD7MgAc7SPFuiBfF1kfwfJ3gTGdGi0n2aqBY4mEB+gpXVoWs8at4pDw+zRIVbMwPf3M4zNxfZ2Ysoi9PZCnh6Kp5fk6SW5e4juHqK7h+DuIZo0xaY2jKWdYO8iu3qp3gGGfwgJjqApu3hUx/IPIX4dGjZwYjZh1CryDqMBAzdg4AaM7KCJNWpiBgwMnw7yjBAjZnrETI+a6FETHDUxoyZm1IhGTcyElZ2woj8lLX/DjpvQqAEJjdD9AxRfD9HXQwz0kQMD9NFhnn9Q4BmUunXKPq2IiwIWp/j6bu/vo3r8u6h+/fp4c37024+Xr5/v724Of/vxWFvBK+XgW0tgX7Mi3qiYaa447mk+0dRcNlXvqGS3Q9131pF3Nv1nv+Mf07HfYsGPDtMHm+GtfvB2qPfZrH8yDH806b7azY8jAx9Hhjbl8jWxZEUuSbNpYS7kF9FWDW330+HLhdTqVNjr1jNFLLaiDK6o5DW21Vh9df6UwhEps0dbk7PaxGyFI66J5evc8e5ors0bd0wujG8dpBZXJ5aWx+fnU3OLtvGCJb9knN5oDudUnlR9ONsSSnVFYoMhb3Y5F006g4FhAKpbmR0j5cPuFp1fZ40HQlOjkSmzP9Xtj5cZ7LxhC9o9UjpoUWgHmjuG2rp0HWZ/5aBV1qmTdugFbTp2yyC/zaDos3PrexTtI1SxAktnwhwOgtINxoHRVLTV6ed16Vhtg9JefZsv1OF0DrqtI/Zhu3swEjNO5z2TGeOoszHqrM+HWvKBqqxXnA+IMi7ehFcyOVoes8tGrWWZ0daOemRjMfiHr+cfHg6/fb5/envx8vL25eXt67eX+/vzX78/P5zv//HT24/Xx09XR5fH2+sr8wsLUzC9WMTFVsow2VDrhLt8wi1N2dkpB5JyICkbPWWnJW2UMStlzEqZ8jKTZlJUT0jZ6BNeVsbNSjrQMQcraUTTZva4lTth441buT/XOYcgY+FkLJyMmZs2cdImzpiR/VN8BIkNw5FB+mgf5O8hejpxnjaMWwu87cW+DoxXWzTajY0NkDxa4NaAtJ4+2k8J9JC9nQRXB87ThQ/0kQODkH+A4uzCObtwjk7sT/YOjL2jyN5RZNICs7bI2o5xdOE9fWT/IDU4TB8dYSQsnIxbNO4SJe28hIUTNbNCOjioYyRs3LiVEzWzomY0bmFGTfSQgRzUEcNGSsTwN9SIgRrR0yMGatLKSFppP439naSRkjJBaQstbaGljVBSR0qMEJMj1EAf1d3DcPVxPbqy4Q6JmAvEItL7j+f/e1Rfbl7eHX99f/Hb69P1+f5vP16+fHm4vj749cf7WhW/lEPoKuOmehrHmiuDErRQJlpWSFblgggRzFbKFhsqs0pJQsiaLpet1qrmy+XTpZJ5hWxRIdupq1pRyqbFgryQM8ak5XmcNJUWp1CzYn5Kyh8Vo0YWcaq7/m4mcjqf2JpPREMWcSkfEfHoJSVoVV2Dw19h9TeGs3WhCbUvXWIN1QQntMlphcnXHs412UfH1g7zW4dzm7tTC0v5+fns/OLa2d349pl/db8lNF7pT7VPLDRHsx3RzEAwmFsuxFOuYGAIULt0NO2QoN2o7nFYPRm3MzrqDbvcAWt8vH10DO620Los0gFnWdtgV3evQafXDBrkbQO8lh5exwinx0rvMFK1RmanFVfeLmodIQoqCKiQymaxOIjFNmRwGQeCwWqzi9+pU+hcHaOpTpfP6LGN6DtNeu1YwpafHk2O2Qz6muho21y6ayHZmHYJs35RNihLuET5SFXEXjoZbY066+sUxKs3hV8+nX9+f/71w83Xl4fXl8f7+/OXzw9PHy5/+fbu8f7NLy839+e7T7dvLk93D/a3llbyDLgIjwdlJaCQaZ+O1Syl1LOR0pmI5KfpsPDfCKZD3OkQdybImQlypgPsnwp+1qQLTVtoeQ97NsAftzEmXej8qHDKzZoN8Gf8vIKXM+Vm5ZzMcRsjbaGNmelxHTXn4M36pZNOfniQ5O4Avp6iyDDR3QlsGuDrBGNGcs7OyJjJ4xbqtIe1Oipa8PLyNiRjgFJ6csoEjduZE252xEAN6aGwHgrraOFhaHSQPDpIDg1RAv14/yBhdIQc1kMxI5y0oGM2dtrOGbOxE1Z03MkrjJZMB0vG3fyMg5t1C1JGJG1gZIzwuAmZMDOzViRrRXI25rSbW3BxCi5W3olOuTl5Dzfv4eY97OkgOh1EpoNIIQBP++GCjzHjY8z4GCthzkKAOWmlTFopc05Gzkgc1+EWvOwxAzVuQiN6fkAnM3aWoCQg5hJvrvZev709Pd/6+HL95evt/fXBP/728u3j3Zf313/+/vxwc/T65eHDx+v7x9N/+KfXxvoyIQPbwKUbleKZLk2iVBxC6UEqfowJTUu5YRY9yGaEWYwoyoizGCmUkUbpE0x6hg5N0KAJGpRlULJ0ag6GcjA0DjPSHN6YtDRcXuGrUvlr1ENi7oJt5H45e7ScXFsIT6TsqnIejwfTWUxutbq0t181bKkye8stPrHOKTb5lN64OjCmdkUN2RVjvDC1dri8dZSbnPa5nMN93QGff3P7fHbzonBy35cuNKUKzeOLmvTqwPhGpycxubSSmRgN+vsB0mvhDzhF3fbaAY/dm7aZfRFXwGV1umLj3aNpZq+L1u0WD3nLOoZ6+zqthsEhm6u0rQ+ub+N26zhDTrxGh2nWMzqdjGZ9abeTKFBhYR4RZiAc2OoYsfotI6FgvdUl6NIrjb72QLrLFbC4bCZDd9Svn50Kzs2nxrJei619Kms62/Y/HHouN0eud3U3e+azLeP9kfdg2XR9EN5f9dUqyben89+fz748nX/9cPPt48Pry+O7+4uPnx8eny++fX94fDj6/unm7mL36fbNxen+weF2Lj9GggCTBUy6si9PuZeb8PtT++lyz+lyz+ly98lS18lS15ul9jdL7W+WtGcr2rMV7fly69WK5mpFc7OivVnR3KxodifUG2Pl2+OVB1O1h/m6k9mm84XW4+mGo0L9Yb7uYKp2L1e9PV65ma7YGCtfT1WsxFRriaqNRPVKrHIxpFgIKVZj5Rtj6o1kxV6u9nJR87DZc7/ecb7YfLHQfLesfb/e9bTc/jCvvZptuZhtvlhovVruuFrren5jPl/p2Z9uPZpp25tqWQyXT7lL8h7ppFcy5ZMWArKZ0dL5SPliTLWcUK8kq5YT6tVU1XJCPRsqmw6WLsYq1tM1uxMNqzHVevR/sRapWIso1yIV2+nqo6mmN4WWw8nGvVzt4WTjm5nGw0L1YUF9WFAfTVcdT1e9mak+na4+m6m6nK27W2o+yVVuRiU7MelakD/rgOc9rLyLmXVy8j7FYrJ9zN0mpAMeUnxyuPrLt3fnF9sfXy5/RvXn3z69Pt9/frr507cP724OP3+5+/Dp+ubdyR//+VtrcwWfga1CKANizmRrU0wmjnLQCEJNobQJISspYMX4aJSDxFlwAmVkWMgkG5lho3mEMQ0zZhi0WZg+g9BnEPosSptiIXNKlQ3ltEJUv6Y10ddrUqti3drDyejecmJzNZpL29VKVMyhIiidW1VebzJX9Ovrze6WQEKbyGnS062Z2YbYZI030R5IBwrrcxtH80ubsdGoeWjArhvwWW0LM9szi2+m9s/0hXnt5HxNer4mtlzrm+72ZidXtrLZSCQwCGSWYJ0/XW+Pa81hXzjnsgei7qDX4XHHJ/oiE5xBH9zvlYx4FV2D/QPdDqvOFUk0GRwlXSOiPhN/2M3osVE7rEiXQ9TrrBr2E3hKLI2DJZNhNsNsG7IF7IZItMUZFPdaKi1hrS/d5Rq1up02S39i1DQ7GZqdGxub8BvN2rH40M6C7Xzdvjvbuz/ftzfXtzs/fLRiXsr2bc3a5idMdUro8Xr99f3Jl6fzL++vv318+PL89untxccvd/9HVKcXp/snpweZbJxEAWxusXG4/PYkerJu2i50niwOnSyMnCyMHC+OHC0MHi0MvlkYPJ7vP5rreTPfe7LQc77Yd7k8cLs6dLc2eLsxdJDveD50/vld6p/eZ369jT4fOp/2bF/P/N8vR79dBF/PA19OfZ9PvC/H7o9HrudD9y+X8dez2LeT8NfT8C9n0W/n0a/HgecDz/2a8WHL8m7T9LBlet63vp77frsJ/XY1+scL/++n3j+88X47cn3ad344cDwd2N/tOz4cex527fc7tnd77vst+/mC7nROd71iulm33GxYbzdt99uOxz33+wPvh0Pf85H/es38uOf8fBr6eh76eBx42ne9P3A/H3nfbdvfbtkeNq33G5bbNdPNqvFqWX+5orvfst5tmm83THeb5odt69s969O+8+nAfr9tuN/Wvd01PO6bPhxano+sL2/sn07s77Z0Py59v5x5XvYtv114//Eu9Pul79dz149L28uR4cOB49N5cm/WWyEkceGig52FH98fLy53Xj5dfX29u78++NOvL18/3H16vP7j6/ufUT1/vrl6OP7jP3/raKvm0oq1Eu6ghBtRKS10ioOE95JxUTopxWEk+GiUxwyzGBGEFmNAYwzaBJM+hTBmWMwZFnMOhedZyE8LHHiay1pW13iE4iYK5NW2OJsb+8tkfm3Du82Z7YXo7s7YZNZVWc4ScqlMFoOtrhiIxXSxTLc/PpyZGd079x5edeWXGuNTPePzhonF3M7Fwtabnf3ThbnFkM8dD7rtRuPCzNb82unE7hv70nrfwkZNaqY+uVLpzPYH89Mbe/l8IhE2ANGQU2UJalxj6i7LoMGnG7L0ajpH+oe9ydxwfEqsD3OHR0v1gfKe4cHhPq/LGhybsKXzXcFUmd7FH3ZKTKMSU5jX75T1uWp1fhxLhqOxAB4PsxnD+m6dw2BJJDv8sZIBZ40j2epJ9XjCVrfT7dBHfcaZXHhxMTs5ndAZtRZTU8BcFTSVWbtRax/b1IW6RiTuEdmghj3cIerVCBsqGF+eDj49Hv0tqk/v7z88Xv0HUR0eHu2OjccRlMSAgVKGMw+UDGmgvjpMm7K4TYltU2K1CoxWgdEqitrKQFsZGKojD9eTdI0UUwvNqoUdHUxXF8vdzU5alFl3bcqqSpjLJ731GUfV6HBJ1FCmb6Lpm2i6RupIAzRcTxmqIw/WkgZqyCO18GAVrU9F6askDVbRRuroI3X04VrI2cELD8uSpvKYvixpVuTc1VlXVdJYmtHJ0yOyxLA03C/ydnNt7UxjC224idpVheupIfTUkHqqiP1VlKFa2nAtbbCG2ldD662h9dXSB+rhoQZkpAnRNTP1LWhopHR0WJ4wq7LOupS5MjggiYzIs+7aiLE8ZFQG9Ur/iNwzKHX1ix29QnsPz6BFRrSwXgMPaxgjrdTBFmi4BRpugZy9XHc/3zso9A+Lw7qSmEmesJQlrYpJT/VKQrMYacp7q+b81QW3KmWQJPT86DA1OEAKDqIJW3lAXyNiAAmHfHW2/euP95dXu58+X/+M6o9/+Pjl/e3Ht5e/fXn8GdXHL7cXd4d/+sv3gb5mDrWoCqH0CtBsc8NUTeVmc8NOU+1GlXKhvOS4W3vc3Xba3X7W3X7Rqb1q01xqmi6aG6ZRZBpFZpmMORT+aZ7NyHPREJPll0h6eJwemaSVx2lkIbZG9eVydmMhsr8/np/0qCs5Ag6EcGBYpXBOT49tHkQWtwMr+6M7J/ato/6Ztc7s/GBuKXNwNbFxnMovFeaXc7mc3+0I+Rwhv2dr43jj6HZi98i7uW3a2G8YX+jKHzSPzg+FZ+a2j6dnM2MxMygbcVdbAqb0kqpN3zvssFvczVW1JoMxOJYzjM3ILQmRMaYwjqr6dCP6wYDfFchkfYUV4/hsrSsi1rnFBr/MGCwZ9ko6LXVDTgwsJDG4RTg8i4P0DrR363od6Yn+6ETpkK/RO9HkSPZ6Yhavx+ezTCR9y/PjWzuLS6sFg6W3r7e6t0XQVUfTqvBaNaG5HDek5fa3cOqVpHoFVKugNlawfv1y+fxw+OXp/PPT1evz7cen64/vb/69qM4vTg/X11cDo36URaczill0UC4CFTxQyQFyGpBTgQz6qxLKX4mJQEIGMioopQMlAlQsoOaAKi5QwqCWX6xCgRIGdQJMFQeU0oAK/Z8qmKCCCcqRv6oXkGq4eBWzSE4FUhKQU4EKBXUCrJgI1GxQJ8BWMIGCAeoEmDYFpVMBaSXYdjFWK8G2inGNwuJqPlCxgYIFKgVFJTAQQ6CMCap52GouRs0E5QgoQ0EpC5SxixSc4nIOpoJXrOIWV/KKqvlFDSJcq5zYXkpuleKbRJgWCU5TSqqVEtRSvEqMLxcWl/GAnAtK2EDKAhwISFmgUgRUkiIlH0hZoJQDlHxQJSyuFWLqxbimEmJrKUmroHSUU7tU1DY5obuC3F1BGqplWFt5I7VwTwXB0EAeUANdPeivAl1qrLaCDgGAQmBlIfv7r8/XN/ufv9x8fb27u9r//cfzp8fr54eLHy8PP6P69Hp/drP/p798N+o7WRTQwIUHxJyJpvpcVcVGU/1uc91mdflCecl6vXqzue5A23zSrjltazluqNupVG6UySYZtEkGrcCgFhjUKZiaR2h5BMqijDCbFVEqbKryzhKBtbFWX13u72pcz3g3lqI7+5lCwVdTJ+SyyQgPoSpkvoWFwPRybucssX06OD7TmS6Ylrb18xva8Hhi+yS9ure6f760vj2Zn0omIj6fLZ4Ir6zvLe6dpnf3IoeHvpOL9sJa3/RhS2hhJDq3sHsyOz8xlrABXktvxYDVEMuLazubO4ZGhk0VcvnI0HAok7NOzFe60jJLqsISqezX68wj4Yg/mJnSx7I9obR2NFNuG0W7jcwOvWzQIe8yNg45sTQujckrxhMEIm7fYEePbsCTLejGppW6oGY032CL93njFq9ndNQ1k42tLGRXVmdz0xPdfdqGxtKWKrRNTa8pwdbJ8WoxZkAr7m7k1ylpVTJajRJtVPP+6bfHp5uDLx+uPr+/fH2+fX68+vTx5uOX238nqpOj7e1tm8NOo5OpVAyLBiRMIIOBnAZK6aCUhimFikshUAoVyyngpxIyKCEDOQTkVFDGAGVIkRLFKFEMDw+kVCClAgn011lCAxVs4s+Pf1NCAyU0UEItFhCAmFxUQsXKaDgphJHRcAqEoGJTFAhBTscKiICDBQIikNGLZHQgIYESAighAAkRSMhAAgEpHZTARTKkuIxLENCAlFFUyaMoUTwHCwQ4oGJTeBTApRRzKcVcCPAogA8BIQREFCAkASkVSMiAXQR4xaCUCpQMIKYAEQNw4SIuHbCpgAUBFAIIGSBkwEcAmwJgPEBJQAgDOQ8oBDilACelAjkVlNGLFDAoZxarWMWVbEwVp1jNLqpkgXIE1POBVkasZoMKGLRKQTULdJSCTgXQKoraK2EuBQhR0vL8xB9/e7m5Pfjy9fb12/3d1f5vv3x4eXf1/u7s+/Pd2+uDT59vP397OLna/fN/+sVhG2CSgL62wqSUhsrL9GS8g4QPUIlxmJJg0cbF3JxUOF0qnSuTzcsk0wJeFmWkaZQcnZqjU/N0aJIBTTKgKZg6BVPGmfQpRVm8SuWqq+xTSONDPc7W+mBP804+vLWWWN9KTBbcza1yFCXCAia+ROgoFAzhtD05Y80uGnILI/nlkZnVwfxSf7owfnA+c3B2fPu4tL69uLy0t7+VzSVjiXBmcjo5vZje3spcnI7dvx1e2m0fX691ZYdjM/N7JzPzE8mEFUha+gb8Y+7MQk2XYcTisZgdfZ1tAb83MjHlyi3VerNKR1ptjakHDAa7IZYMhXLTPd5EsyPUGc40BVOiATPS2idsH6ofdnYZPTgah8Hk4gh4eZnUaBkxemyByVnLxFKFIdQemamzRPu8cYvHF4365qfHFuYy+elcOBmtaayWyzmVUlpDKVXCBCVokZAOuhqlrVWCCim9VECulDGb1KL/8g9f317ufvlw9enp4svHm/dvzz6/3P5HUZ2cnFisdiqVClHwKFTEJgEhGQhwQMHAlVFJCipJQSWWQcQyiPCTAAsEWCDEAT4e8AmARwQ8IuCTQCWfKWeQxRQcn1CEFgEOFojIWCEJI6USpFRCCY0oo5NkdJKcQf6pFKGJISKPgOHii0UUgowBlSK0UoQmoZJEFIIYIsphqhyhCClYDh5wsEBOx8soGBEJ8AiASwA8ChDQMWIEz6EAPq1YSMNxyUVcAuATgJBQzCMWcakkDpXCoZE4NBKXSuJAeB6E5UMYJZvGwQEGADw8kFNBCQVIyUDGwIphIp9J4sPEv0IIfITAR3AiFlHIxPIYRTwG4MNAwARCZrEYLqpg4lUIvpJJqETxahZBzcJVsbE17GIJHpRBQE4B5TTQLMRoJPi2EuJQFblfBYyNwNRMNGrYxja5GAYCJnFhJv2n3z/d3h1+fb37GdWv399/fHv5dHv67cPtz6i+fH97fLH95//0i8+jR4hgSF1mVcnHG+v8fHaUgyY5SJrNGOPC40LOGJ+d5DDjTEaCQU1QKXEKIUEm5BFGHmEUmPS/YjEKLFqOjSQE3FC53FIp71GIHJraIbVcVyvfn43sbaUWlkdzeVdHlwpB8LCAWSziDieT9tSUPjhuGpuNbp1EDy7M8+u6wpJ/dW/l7nnxzdX43IovFI2PpdY3V1Y3FsenMvHshD+dGd/bzF2e5j98cOycdmTWm/yFwUhheud4am4iFrcBSU27OzXjiOfbhux2X9hosjishkg0GJnIeaaWGn3ZSud4tTVeNWg0OoyxsUhkan4gmG6xh9qCqa54tt4dFnePsOq1XVa/zjFKpDIRJgeHw6kqFS6vzZeIjOYX7JOrKmO4MzZXa470+xJWnzceD2ys5NdXpmcWp2PpVHVjrVjCKeGSVCJIQC8SMrE8alFXU0VLVUmlnK0QItUKQVOV7L/+5cf95d6XD1cfny6+fLx5ejj98unuP4rq7OzCYrUjCIrAVBaEQfGghA4UdFBGI5ZC5DIKuYxCLiWTSskkxc8JUcqoFDmNUkIjS2lkEY0kpBOEdBIVgIHmhoO5mY18TluuoADAxWOVXJaQTORTiCIKSUgliyGyiEaR0iAxHbrc2sqGRjtra0R0GhOHZRMJPAqZRyHDmGIehSxDmWIGHcVjStnMkNX0eHKkUcobSwQVXFhMJ3LIxSxKMYeK5dLxLAgjRilMYjGtCGhUZZNBb9xmqpYI+Qw6l0HjMmhcBpVLg7h0MpdK4FMJJQiFBkCNmF2IuNezscHGch4OcHCARcYyITwLIrCpRDaVyKUSeHQ8j47nM/Ddzaq4xxBxDnXUycUIlk8D5VxSHR9q4JAaOaQGLqGBja/nYOvZRXUcEOitjOvqPB2yARV9sJI2pKb3KEg9ymJbM9bSUmRoJFraeaZ2BYcMUKhoYWb8z3/8fHd/9PX14d+ienp+uHi8OX59f/Mzqq+/vDs63/qH//wj6DfBBGBtrvE1qKc0zQEBZ5TJiDJpGQ6cFbEXKkoLckmay4rRqRGIlKJCWYQ+zWLOstFZNjrLRuY4zFkuc46HzvGQKQGalPCm25viXc2hfs2YsT+p77Zr1MeLicPdzPScNzvl7O2vYTCwiBAFPLQrGBotrKaXD8e3zlO75/HDy9TpTfz4MrR1MHV4vnx6Pb22tba9t7m7s7y6sL6zOjmXm1yYDU6kp442py6OZj+8j5zcDud3hyd2BsL5wvbRxNx4OGEF/QZvZmYjNrnco3eqahpq6mqbm2q9PufY9Kw/v1LnSgsHvGpLuLJ/xOq3R9ORQHamx5PsC2W6IxmNP16ut5b1DrfbvYmZ5Z5hEwWCBQIRAYeXycVGy4jJ64zPrxnT8+3BqWZvttWT6vVGbEFvIOhcXZ5cX5+dXpzNTBfk6oqKSoW6lFdVwhSjZCa5SILSOhqr6itkVQpxrVLc1qjq72j4b3/59eZ058fr483F7q/fn97dHf/y7d37l+sPn65fPl29f/fm28v19enWh/vzszf7Nzc3nV09WCweopDELJoExiuY2AoEq6DiKxFaLQpXI/RyiKQgE1QQuRqhlxCx5QyoVsCW0olSGOJSCUImxIJwPAqRD5GEVLKIDonp0N9mOY9NBkAK04Q0ipLLYuKKK/gcIY3Cp1OEMJVPp3CppBI2wiLjEQIOIeDYFNK/hwBjAR0AGAvYFBybiqcTARUPGKQiGgEwSEViFqSW8QQ0fAlCqZMJyADABByXSWfSyEIOkwfTYCJGhFIRQpGUTeWQi2EMUIuZrUpRGUqW0rBcAhBQyVwaxKdT+XQKn04RMcgiBlHEIIroeCWP1l5ZYu6qrytB5UxsBYfUoxb0lDEGFXSdEtapYHMVaqljOeo59kZOfKA8Maj0dwh0avKAEqOvIhlrKMOVRf5uSqCPGujjm9v4xjZlKZuEUoonx6O//vhwd3/04fny6+vd7eXet8/3nx6v314d/unbh9vznW/f3z1/vjm52v3TX75P5SJUDDA3VlkqZNPtGhtM9dIobiLGjQVeUnFOwk/z2XEmIwyRR0n4CAEfI+KSRPwYiTBGImTY47zzAAAgAElEQVQohBydMs2Gl0Tc9TLRukqeVUhnO1s2A/YJS/9eJjTnMxnr5MeLib2t1OpGbGY+0N5ZgSBEnkwEELo5Ozm5fZpdO02sHEU3juOHF2Nnt8nji8jW/urNw8rp5c7p+cLaWiaXXVlbXN1a9kd9hZWZybX5iZ35sYPV8cuz9MWDZe6w1Z/v9k+MLW8W1maCcRswmwI6k69nxNExaO7sG1SpK7TaervLbHC5Q9MrvYkF2XCwxhJpMFhdEW98PB6dXrZnFkyZWX162pJfCK/vWDOTxnDcGx+rrG4oKsLw2RyIQqpQlXV0adsGewc8o7pkoTsyU2EIVYx4Ohw++6gnFHGtr05tbs7PLs8npyZLVBVlKkWFjKsUMYVMGgqRJCxma12lQsKT8pglfLRaKRnu0fyXv/zh6mznx+vj7eXe30f1/Pn248v1h8eT149X16db7+/Ozt7sX11dtHd24HAEKkSWchilbEoFm1DNIdXzGTUoVUUjVzGgRhbSxGbWIXQVlVRKxKpgqFbIktIJEoTMoeH4TBITKmZTcHwqQcQgS5lUKZMqhikCGpFLwQloRDYJo+SjEgSqlYtYxGIJAsk4sJTDkLDpYhZNhFLFLBofJnPpZA6NxIII/xOF9Lc53NFi6Glrr6vkw2QaAbAREhshEbGAi1LYCIFBAhAGkACoknKCpiFrfzsBADZMQakEOrEYJhdT8YCOB3Q84NHxCBGgZKCtKu1vVSsFdD5UxMAAHoXIgcgciMyBiHyIxKcSBBBOSMM1ynl6TZW2XFjGxPHwoAzBlLPwXQpkUEkxlBNNKrKtmuaso3uamf4WZkDLMqkJIxXFQ0owpAQjFcCgxljriK4Wkq2l2N1BHh0QuXpkjt5qJQ+CiSAV8/36y8e7u+Pnj1d/F9Xl26vDP357urvYff329vnzzen13h//+Vt+MkrFgOEqxXAJP69tCUsESzXqrYbqdbVipUK+31x/0q656uo4aWneUas2lYqDKtVlY/0ch/XzpJrlMuf5rCUJf61UuFpekhSxV/q0m37LjMdwnI1ezY+P9jQcz0X2txKrG7G5uUBXjxqFiXypECB0fXp8cus8u3GW3DiJ754mji5Tby7j+8eRta3C/lF+Y3tt7/Dgzcnewf727sbS+mJ6aswb82Xms4X9hYXrg7mHm9zVQ3T33jK13xvMJZbWpzZm/Sk7GOgyKsvqyyoah0wufyRS31LX2d3Uoq1TN7cEphatUzuywUClIdhsdjjDnnAmGp9dDc3teGfWA4ub/qX1/MmFKZZs0+s7+wa5XD4WFNGIRIhI6Olub+1oKW+oUWi6DGPTA8l5UY9V1DGstbkcIXci5dveLOzuLs6tL0Wy4yJlubRUXirhSTk0LoOK0qESHqe+qoLLpNPJWBjCi/mwSdfzl3/45eZi7/vru5urvR/fH3/+p/j0fPP86f7D8+Xz0+mXD2c3Z5tPt2/O3uyeX7zRtLUSCAQGnVImZFWKkGoB1CSmNfCgRi61iUNt4lCbWbQmlPqTgoSpRCh1IrSEgRcxSWwahosSGRBAKcU8Ol7CgmRcegmHJkRILEoxTABMEmBRisUopVzM8pgGNDUKJgkQARAwiRwYx0XwbAaWigdMqBihFMFkgFJxf4fwc7IgnKa2YqC9SVNbwYVJVBIQcOl8LkTAATwWsGAcm4FFoSIOFVNbyjV1t5h7NQwCELEhEUqh4QALwnBoOCoWcBk4mAQYRCDlUq1DHV7zQE2ZgEUpIgHApZK4VAofIgmoZCGVLKQSJTSChIYfblbPRF2BkbZ6CUNGBUqkqJKNc2jlA3KgKwPGcmBVF7vqCJ4mSrCVFtQyhkpBtwT0yYC1FuNuJjkbCX4tNTHIMTcCZxs50CdwdMns3TUKLpVBAKmY77cfL/f3b54/Xr1+u7+73v37qB6u9r++Pnz8cnt6vff7P70WpmJUDOhRSAYl3Lmu9nR56a625U1H60FTzW69eq2q4qCl8aKj7VyrOait3q1UHdWor5oa1iSiFZFgUciZ57PmeOicgL0gZs9KefPVyiPLQEHX6W2vjvdrdlMBd4tqOWE53Equb0QW50cHB+rYCIkn5gOYPhCJ53YuxrfOx3bO0kdXYyc3sYPT0OZ2aHkts7o5t7m9vrN/cnr+8O7t1c353sH2xt7K7Gph7Whldm9u5XJ37d3t7PVD+uCtLr02GCmEFlYmt+f9E15g6rVUldWXlFQ6fWF/JNTeo+3tb5HKuRUN9f7crGNqV9LrKR/yNpnsJr/NnxxNLKyH5vbc+bXI2p41VwjOL7QajE09PYNDI2yEiZDILCoFhkgjw/21TTWqxgaFpsORXzRkV6T9NlmfocPpdkU9uano3u703sHS4vayLxnnyUt5EkmJmMOFSTBEQhl0mYhfU1mOUEkkfBGNhOGz6B6H/h9+/3p7ffD99d3t9cGP74+Pb0++fXt8/HD98fPD0/vzlw/nn55O7i42390cnr3ZPjk9aGqpJ5KwCAyVS9h1cnadmNoug+vZxCYuuZVLbWVDTUxSM0xqQcgtLKiSjKlBKY1iZgmMFTEJLHoRB8XRIcCkAB4dV8KhlgngUj5DxCShZEDDAiIARAAoRYAIgIxL4zPwApggRoklPEjMJctFdCGbSCcBAYvEYxL4KJEJFTOhYiaE/d8gJCxCwTEhPJNGZDJIKExEYSKLSUAYWCGfykXwMAkgRMAkgBImsVUlqZaxubRiIYJnUYo4VIwYJcMk8PNxLQYBwETQVF3a1qjiM0kIpYhFw/PoVB6dyqdTBQxIRIfEMEXCIElgYqOc11zKFZKABAJqHrFOSFLAoLec3iEAvSIwIAW6MmBWAWtNkbMB524i6irAsBIYqoCzmejVQu5WsldLG+2C7S04p5biaufomrgjzWUylMQkY3Lp2P8W1fevd5+frn5G9e7m8MvX+5evd+e3B7/949eZQgIqBhoxp1/Enm7XeDjMEAr7IYKfWByhER0Y4MVhRomEKERJUaEkREkS8TEcZpHPXeBxZjhIgcWYYjGmOHCBB08K0eW68hPr4IqtP9bXODaoXfabbHWySVfv8WZyez26uhi26Fv5TAqXzwEMeoc3OLl/ld4+T+9fTJzepU6vQrsH/tX18NJyuDCzun+4urm1trb29uHu5eX57v7q/t3lydXuye1uYT07s7ewcnUyf3U3f/3VP/9Gl5r1zi5O7i8FCkEwavB11HVIhGWBUHzErO/Td9tcw70D2hG7LTy95JjaLR0KVhlGW60uk98aGo+kl3fD8/v27JJ/bt2Yzobm53tttn6jIRDwcRA6n0GX87h8FqIbGWhobdQ57N12d3h5yzazVuMINjoDA8GgN+GdXUjs7OX3jxaXd1et4SCrpIQlEJSIeSiVAJGwCEyViQXqSiVCJ0MUPJNBEvGZ0ZDrtx8v9zdvvr++u7s5/OXb4/vHs2/fHt+9v3n58vju3dnnj5fPb4/uL7cernbPTjaPjrfrGqvIFByCEFUyTlM5t1ZMbpfTNUKoHi5WEUEtBNrZlC4eowUmqgmgGsI0sCgtEpYcxkmYBJQGWEwsjQJgEuDTimVsslJAVwroUpTIhQCCB2QAyAAIGVgxghcysHxasZxDYUMAJgEWHUj5ZCoBEIoAAgEIDxhk8O9FhWdCeCEK0wlYOgHLZ8E8NkwlYygUDI9HJ+IAiQBIxQAhASmbKkFINSXcsHlgSKOmFwEmDgioxQge8KhFDDwgAwATAZOMkQtRw3CXRT9QLhcxaWQKvphBITIoRIRMZFKIKAXPgnBsCMOlFE8nfEMatQzBKNl4MRWU0ICajzc1C9sloFcKBuRguBwY1MBSW2RrwDmaSN1yMKQCw1XFg6riYTXWVE82NFBGqjGWRqy1mWDXoMMN3KHGMilCQkjYv0X18eX69dv9/c3ez6jeXR/9/vr4dHf86fPtp9f7i7vDP/z58/zsGFQMHJr6QFP1rkkfkQrDLMRHwQdImAQChamkGJ2aZiI5Lmeax53mcadZzDwTnmYxCyhSYDEKLEaBg8wIWAsSzpxcMCnjzzWrC4Oa0Y7qzKA23tvsqi9dDhvPNlO7G7GNpbDH2iVkQlwOC9DhBrM9d3g9tnOeOrgYP79Pnlz6N7d8K6uJ9Y3J9fWD88uNja2FufmLkzdnx0fLS3Nb28sXV7vX9/vrB7NzO7OF3fX84cnS9ZeJgydLdtk+NTN5uBJaiIHh+q4aiUrEKUlmsiaHJZjwFeZSmzuL2bnp1MKGf+6wwT7WaE90eYLuuC85nU4sbkUXD/2zW8GFTW9hLrO+0WM2q+tr+3o7OXRICNNRMpEN03LZdHI8NbW06Exn4hs7roXNjmimMxTXxcLBtH9hObm1k9s9mF/aWxnxOBGxGObzSqQCGMJTiBiYAYlFvIryUphBYSJUDocuEDAn0uFfXt+/vTv99uXx4e74++u7D0/nP6P69PXp4eHky8vV+/uDtzdb95dbZycbB0frVbVKCoRFEHxFCdpUzqnkYTRSsoZHbmQUV5NBHQW0MUmdbEhDI9QQQD0V18yCtBJ2KYL/GRWKYCAygAmACwEJk1DKhcp4VBmbLIJxPGqRhEmAcYBPK5aiRBGMU0vRBqWAR8ewaUWlYlprvYxFB1I+JOVDLDpGyCb/H1HhmRCeSSEKmDCXzuCjqEzElwi4CJ1MImIoFAxMI0BEQCMAJhkjoBEhAKgAVItYo4ZuBYoXQ6AUJfCIgA9heBCGBACDAEjFAA8ADBFhKhkDABGLIZMI2GIMFlNEwBQTMICIASQsoGABhPnrSSukFTWVc8U0wCECOQI6KmhDlRi9Ghirgbm2yNKIszWR7K1URytDIwU9qqKeCkybHHSUYYZqaSP1jH41vq8c6GsxDi3H2CoytanlLIiGA8mI//c/fHl4OPn4cv3t+8PPqL68v/4Z1YeHk5dPN5+/PVzeH/3406fF+QxUDPS1FYYycV7bYoOpQYQeYlAiNGIKpY1SCGMoUhAKpgX8LBMZZ9CnWcxlkWCWw5rlsGa5zFk+a0HCWy0Vb6pKNmtK58rF2UpJsrXCVS8Ltqh0Cq5ByVkJ6883Unvrse2VaNgzIEFpHCYC6EjVoH7y+C6xfRrbPRs7u44en7jW1kZX16cODqbW1pc2NqbzhbWFpYvj4+XZ2Xg4ODubvb7cPTld2djNF1azM9try6fXs2/ep3cenIUN88RU/mQ9vJoCg9Vt7ZVN7U0d6UzO7nWm88n55Yndw+XplcXo9HJk5azNP1VjCnd7R/3j4Xg+FZvfCM7sRZYP4it70aW18Mx0x8hQVX11u6ZRgFA5EJEIAJsGbawvr26tFVaWnelMaHnds7Tdk8xp/MGhcCCSC84vJdY2Mtt704u7y302M00oZPC4ZaUSmEagkHEMmMLjo/JSMZ1BZrEZLBaVyaQUCmNfvrx7fDj/W1TP7y+/f//w9un209cPd3cnr5/uHm/33t1u311snp2s7R+uVFbLIRqGAWMUEnqDglmKgAY+tpVLakWJLTBeAxM6EEonE2qnkzU0YhONpGEz2qS8MpgoRUgoVMSEsRQSYOABmwQENJyUSZazqaUcmpxNlbEgCgBCOl4lQtUStowFKfmwgscQIngGEVTIWQNddQgE6iolpWIEoRSJOVSEgkEoGISC+ysyASETEDKRBIqoWAKTSheyuQIOl0mnkYh4HBYIuSwWA+IyqCyIIGchVWJenURg1DaGDT22rroGCVqK4EvoODEVJ6DhYTwgAEAuBngAyFgsCYcvAsUEHLm4CI/B4rE4AhZHwOFwBDyWgC8m4YvIOCBkUXhMAgMPxCy8nEOolNLqy1Bjh9zQBJkbceZGgqWJaG6hmJup5la6uQVuKy1uLcU0SYvqxKBejGmRE9vL6Z0qUpcSDFcBawtqaBYbNCoZSvl3o/rl9f7L++vHm+PfXx8/vjv7+HL95fvbq4fjX/74srQwTikCXaWiATFnStPsYsFRDhpD6QkEGucicZg6zmEVhIIpLidNp41RoQKKrIiFc1z2HJc98/M29XdRrVSXzjdV5HsaFux9s8aekEZtUnKnrB0Xm2OH6/G9lVgqoJOx6CyYUURHFF39+ZOH6NZJcOs4fnw+un9oX16KbG4sX19EJicT4+PxaGxxevb6+M3R1sbmyuL9zen1xdbqytjMfDSW8eVX5o4enhdOngvHH71zO/pMdup0K7qVBYXIeD6eHU9OBIKhrv5Ob8AeCtu8flM6l/EnM6mlgy5vprzf0u70esYTrnQitfbGNr4enN1MLK0n52b9ybA74MxOpLKJaCmfR8PiUAok4fHisYjX6w7GIubgaKgwN7q0NhhLNZgtAz57PB/+/9m6r+ZYu+w+7LtzePrJqbufzjmjMxo5NHLOOeec80HOwEHGAXCAA+Dk+KZ5Oe/MkNTQI0sUqbEtmjRpUzYlunRD27RLMm2Xq+wrXxyJpl1atW/2B/jVXlXrv2pPLfUurQ2u7kwvbT/JLivC1CpCydhtRgKVwgoJjkEsgxv0agSWUpQCx2VyOX9hduT9m9v727OP729f3Bx9/vji9cPFN58f7u+fffjw+Pz68OPbmxdXe7fXO5fnm8cn63sHqy6vSYEIcJRv1sJ+K6lHgZflZ1vZGKMIKIQRTBrXsAVGTTpLBCFxFJUmK9E0g9KBy0y4jIL4JCqWSwAiAbgUMAoBh0uNlMLCog417uSInZmh+b6WTL9ZCwMTIfIZSAsjs6sUHAySfaaGiriaEudlBv0ujZaUeQ0sI+MxMh4pFxCQAINEGPTvUVFyCAJCOeBhEikukyiEPFTKV+IQA4loiK9BJSgPMCLgZGELJnHT0ook+0R9PN1OKwVAKweMEBBCQIiAHAAakqESES6VIVIpJJKQMCoXijEFhMAyBJbhiAxHJAQiIlEhjQogAVDjfEwI9BTfrYONlIBTgKKYoSiMFoflxWGoKCQvCioKgnBBAM0L4okWsVMJjBgw4kCPArUc6FDgUoG4V5rnlxWG6Uwfkx00c7gEk/FGB7p++PbtV1RfPt0+v9r99sPd+5eX99eH33+6f3V/9ur15YcvLy5vn37zw+sniyMQDyQosWwtPRNPb+CYekxRIQBVfNAKi/sZoo/AOmGoHZJ1QvJeGBrC0FECnWGorx3gNIPPqKh5nXLJrFm06eYdxjGfpd6tGy5K6Y0nDuenNAasy81FF+sDB2s9Oyt9/R1legYlMJyHEpaU+NTx8671p21r+z17x+2bu3ULi71bW5svnj85OFjZ3ZmdnZ+dnNrf3D7ZPzw7PHq8u3n3+vnB3tLm9lxLV11Td8fc1sHQ8uHs0X3rwlbRwNDk6U7f1iSoq29u7+ipqKzu7OysrakozEkviqfkZ8bamus6O9u7RsbqeocScgrjrW1VY+Pxjr7mpZOu1cuOmbWypqahkc6hnrre5vKJ7uahtjYaIkmYlYowJa0pzC9I8Nhz4ulV1bVd/cP9k9O1nZ2FDbWlTZUdIx3jy8Pzm1PjS0ObRxsp2cm0mqJZwmjQqFlCSWN6DctSsF5D6zU0TUBKGoHlvOuLgzePV5en229fPnv5/OTx7uTTm+sPr55dn23/8Pnh+mz78e7k/u7k5ubp9fPjw+PNg6MtOcxHMBFFiC06wmUkXFrYQYtDStQDS20ykZ/CsqymfLcjzaDxE3I/Kg6R0iAldxFSvULESEW4QkaiCI4pMFiKysU0ItUSiJlCLaTCjIrT7JoUK5tkIRNNaMQAh4xQ2KSIGhE3JgppiYyQNSvVqdfIHEa0KjuU7dGnWtRBjnRyhFlDsBQkk/EwSGJQ0gaaxPg8OQAIAIQAYADQAqBHQFiP2Algx0FYJ4lqJS4cuAmQbBBlWfhN6ariAJKgBF4l8KiFHATkAOASgEsADfEhACAAKBHAAEAB+HolRQACQIcDQgxoGaDFQI8DPQrsNEg0Q2GdLMCJXRioSDSWRpmiMBrVgwQOeFUg7sfyw0xeRGWhACkCJhLYWL4WAzoccAjQE4CDgVUFGAjIeECJ81hSAkNgoLfl++/f3d6evn55+cN3r24u9z6+vvr+w4vb890fvnn5/Pbp6zfP3n+8vbp9+vmbx/3dRVgE3Co0okIGMmNDsYTNeOpBPOWqIHM/KXicnnyakX4ez7rIz77Iz77MzXoWz7zKTFvS61YNum2Tcdtq3rKaV0z6eT03qVOOG/VluCJVjaTZVSM1BU9Hu6ZKsiZK0q/XB59uDKw/6W1rLWYpmCBpCaXWB1JWzh5H1k5Gt85Gdo7613daZxeP3n149unzzPb21unp5uHRysb2/MLy9tbBzubB2srm04PDg8Odh5f33f19HQNDPePT7WOzK2fXk7tPR3d2hjeXB9ZmQdvA4Or+wdbe/v7+7uzkWFt9ZXZSMC3oSQsnpCaGyiqKGzrbonm5OS0tVWOT8Z7R2oWj7s2blrGF8trqwe7a7rrcnup4f11JX1OLjKeQSWihAHc6A+3tnSG/Mzst0efxpqdnlpZVVNZVFZQV1bbXDcwMze8sTG9MjS4Orx2sJqaFaCVO0aieU7IkRhOwVkmxBKJVElolQaEyllAgct6zs703j1ev7y6++3D/7uHy89ubHz4//OqHd3dn2z99eXy8fvrx7c3L+8uzi72T8/29462dpxsyhQBFRTQpsWhJp552cpiNkrpweYglwxzrogmdXKaWCMyQJIGCE3BJkJYEKZkHFxsgMSOVkHIYRwkURRWwFJFLaFiuJRALjVkJyIqIAyo4wikStYokgzzJrEi2KJKt8lQzHKUVCRRkVUFmA4yhgIKBj1MYhKA1LRi3c3ZaoiGFnFKm5RC3RZ2c4AyaNZxcQPGACRPbSJFaCDQi4KVAjovMsiNxB1zow4sSiFwXHHdAhR5FhV/Wk8MNl9my7EI/B5KdqEPFN9FClw7hUB4tA2ZaaqWlSjHQK4BfrXArJTaS72D4ehj4dWK3GoRM4qBRkGyXJVkkGXaowM9k2bEUAxSgQXWSqSRE5/uxIAfcDHDRIO4nihN1pammNC/jN8ojNtKjV/jNZGbY4jEQqACQUsCigIAAjQGTHqNJoVgIOjpq/gGq1/8B1e3zi+3vv315e3f08vXlh093N7dHX748Hu4/QcTAb2KTjHRfTnK73zYScI66jAs+65hRteiyLXlcT/ze5WDCk7BvKeRd9XvWPa4xipylmRVOvWnQb1vNGzbzmt286LAs+/0tRm2yhnCpoeqsyHBFbm2CrT8euVobOtocXFnpbWkvoRkEo2gxyWl8seHVo465rfGds7Gd477VzeaJ6dXLZ3sv7lbOTjbOzyZWVzuGhntHJ3YOT07On+/uHe3u7p+cnLx48dDY2tbS2TMwNd0xPPrk4HBud3dye3N0fXloZR70jE9unZ5uHRysbaxvbqxMjw2khb0RtyngMDotuoL87O6Bnoziwtz6+vKe3pS61pLR9d6N69qB8eKayt7O2paKzMHGou7akqG2DhGQSsUUT4ClZuRNTs143LZwyGe32hISAlnZOQ2tjTlFebXtdd3jvaOLo0u7C9Nrk+uHa4lpIZWGVqpIg0bFsZSKJvSckmMpvYbVcQxLwWoWownoxfXZyxcX717dfH5///LFxad3t2/vL77/8OLubPt3Pt2/vDn65uOLNy+vT852Ti8Oji8PtnZXpBAfw8QMIbFwhE1D2FWIhZCaZHwXIvdQhJMizShmQmAnjiYwaAIpDdHyEC3/e1SETEEgKIooFJAEkYlpSKYnFDYasZMKOy42Q8CF8QKsOKaXpVmQNDuaalekWZAApbDBUlIGKJJHkYBGgI3ku2CQqpSHCIGb4ifoFD4z7tQpLJTIjAvyI86coKU02dNZnNZXmdmcE6yMmcojunwvVZRAFXvJQjda6EZLEvCyAFnqQ+siRGemdqU9rSaJi+r48QQmZFbEnEzIRoftbLJXM9RaMtpWnJnApbnpVBeV5qBjZiLNQae7iOJEXV6QzQvRqU5ZaUxVkqgsj6kqk7R5HjLdAifQoDyiibsUGQ6pmwIWFFhQkOFBCsJcUZLewQCnip/ooD16hUePZoUtEbuaQ4BNJXXpIS0lIBVARYoIFIiFoLmx9Cuql/8A1Xcfb59fbH/75eHuxfHjq4uPn188vzv+8uXx+OkqKgFhG5dmVfXnpjQ49S1GVSMD92upLhoeN2gmjYZJm3nKYZ10Waac5mmrcc5kWNTrVvT6TYN+y2jYMBmWjbpZAzdp0GxEIqNBX03Uk+bVVaQHa9MChRZuvDjtcmXgeHNkZaW3o7tCqcJRkpCSKtYd7lzbq11Y7d4+aF5aqZ6crJ4YmTzc3bm/Pnp9t3t7Obg0lVNbWtxUO7uxcnZ/d353Ozw0cLi783j3oq2tra29c2BsrLq5dXR+bnFna35rbXp9cXx5FnSMT81t74wvLo1NTW7vrM9ODCXY9FGPOewyJtj0ZYXxvv7O7IKc0oaa6s7OaHFFVttY19ppeddgYVV5Z2dtY1XmRE/dYEv1aHcPLEURRA14SF5hxeTsnNGiTfC7XC5Xgj8Yzy8YHB8urinvGukeXRyfXpveOd9aO1zeO91OyogYLVq9QW0yavU6tU6rMpt0ZpPOZtKbdJxew5r0arNB9ebh5v7m/O3j83evbl4/PPvxu3dv7599+/7Fw+XBD+9vr0+23r++fv14dfHs4Or56dWL89WNBbEEYJiYJeVmNW5VojYaMqNiCyS0IzIvTUZNxnSPJ8PrTrIYQxrGTyvCSkVYqXCTEr1CREuEuFSGKWAUksJyESoR0gqJgYTsDOKkFQ5CYhABmwL4GVGSQZ5mhdNtiiSLJMkgd2MSGwHRMKApvlojVpHAzQjyHVS6UpShlqQa5FGD1MsJHAzwMLyQWpxoVGR7lTk+VYaTKglpOwsDPUWB+hRzXYqhKlFdEWTKg1R5kKoMM3WJ6uZUfVWAqA7Q4xXh7gJvjodIs2MRMxyzkxaa7xunwG4AACAASURBVDXAFiW/Ni+hvjDBqxUmOdGAQZzhYpMseLZXXZyor0g1l6VoCyJ0okVYHGVLk5RlicrSKJthh5KMIjcO8r1EikmYbOS7cGBDgQ0BqXZ5povI8lIelk8LgFoGtAhwKGVJHo1Ph2sUwM1BNpXYzkE+K5VgV6spsZgPGuuL/x7Vd9+9vn629+7N1Tefbq8vt7/5fP/i/uT+8ezTl/u7+9MvXx7PTzdxGbAp4aAa6UgP11i5Jj3bqsannYY5u2FC/x9BNWM2bHtce07ngd22Z7Vsmo1fUU3ouXGzuUGrakkP1efHGvKSGzLDJXZde0rC2ZOB0+2x1dW+nv4ajZZGCFxCMLjV0717WLe20bS5WTU3Vzk51rowPbG3sXVzsn97vnV5MLW5UN3dUNvb3D8/un11fPl4vbI49+Ly/NuP72YnJ0aGByemJhtbW5Z3Npd3Npe2VufWF6aWp0HXzMKTw+OF7e2lrc2nR3v9Pa0WjshNCWSF3XlJ/taa4qG+1vLy/N7+rqGJsYK6xpSqjral/eK2nrSCnMrqvKKccHt9UW1JvKWuDoEIktQDABWW1QyMjRlthuSMmDfgT0pLr6ytm1qYqWisGZganFqdmd2Y3bvY3jha3TxcC8Z8BrNGp1dpNUqtRqnhVDqdxmw2Gg0aDcdqOFavU9ushjcv717eX318c//+1d39zfl3n968fXz+03fvPz5c/vTl8eJw7e766d3NyVdUF1cnC09mhCJAYhI1CZmUqIlWmAmpERa6CTiiVWW6Hdl+X4rbnWi3x2yWNKcpoEIjajSshj2U9CsqTCJFITkqFyMSHirmMZDISEBOBnUxsIuSWCHgxkFILU4yyFMtimSTNKrjh9RCLyFz0ogSE6A44DiBCgcmBci3IFUOosqB5VvlMTXwkMBLgZgKpOsFbgwkG0RpZmlUw8u0QQ1phsZ0Y6Eb/fprUb4Dqg6zNRFlgVNeYJdWJpBVPqrEhddF9TN16e25vlQznGbHokaFTycJWWADASrjjupch00JUhPQJBecH9FnuNi4jyuJGfL8ytIYVxpTZXqgDLc8N4Dkh4gcP5pkFcbMQi8N8hKwDIs4yyaNqEGYAyEVyPMRuV4600VkOCk3w/OopGYCaOTASovttMzBSLUKQAmAz4i3VmY1V+fZDIQQgJqqvO+/f/f87vTx1eW3379+drX35u3Vl0+3V5fbHz/d3T+c3t2ffP7m4f7x/PPnh6vLXRICfhObbGJ640m1Nk2Dlq6noCEDO6yh56ymBbtt0e1cTPDM+11zCc4Fr2PRZVt32Dbtth2bZddu3XXYdjyOLZ9zw+/ZiIaa9Nx0bdHqWPtsd/1Kb/N4aU5Lsu94ofd8d2J1tW9wpNFoZBEMluAkZLC2bO407uw2bmy0rK70rD6Z2Fmf2lhe3F59srk0Njc8szw5szq9cbwxtz2/cb59fHP0ZG5iYXR4YWykrrKstbFuZmZqaGTwxav79Z2N5a3lxfWF2ZUpMPBkbW7/sG9mdmZl+eDp7kBvW5Lf3tdUVleQ1lmdN9xaNdRaU12U1dNR39HakJGbm1Le1Dy9VtDc7ooGIzGvx6VNDNl9LmNyNFEqgWGUAwAqq21uH+h3BF0ldWU2jyczL6+po2NwfLiouqxjqHN0cXzyycTa4fLy9vzc8pTFrmOVBEkhKCLHMQWGIQSBcZyKoggEhggcpkjUaNB8/vD60/tXr++fnx/tzk4MzU+NzIwP7q7Nv31x9ns/fnh+unt1vnt2vH10vHN+cbR7sDk9N84XAAqXc5TCyCIGXG5EJHqI76aQBDUdMmi8Wq1DrXZrtTGnLS/iC3JkWIOFONTDyHSwiJLwUIkIlclQiRARAVQIWDnfSMpdSsSjhN201ENLAqw4qpUlGeTJJnnMIA5r+EGVwIOJrLhURfBJAlgscp8dCqlAqROvdxP1bqzELs82C7MswmyrKE0NAghwyEECCVL1oMAtK/Vj+S55oho4IBCkgRcDyRyoDNI1ISpNA4I4iDEgkQQhDLgh0JhsrU0y22HgIoBOCowYMBFAj4LO6mhXTaKBBmYlsLLAyQosOPDr5Fke1s2CkE4Q0gErDhLNIMsrzw0g2T4oycpPc8lCelASoQt9WFmAzLZIs+3ybLuiLtVYl2qtSbXk+9QxE5xkIa0ETyUGLqU8ZKQTLUzUTCVayJywtSQjIT3ssBkIuRjk5MT+IarLq73Xb68+frm9fLb94ePtw+PZ87ujL98+Pr66/Pz54fbmkFKAgFmZbGJ6smN1dm2zQdnIwAM6uodGRjWqMZ12zGwYtZlGHcYRu2HUohs3ancDvj2vZ89p37Vbt6zmDYdlzWVd8TgWvK42s369q35zqnewoWy2rW6iLLcx0Xs423W5P7W21j860Wq1cgiikKCERG1oeLLWc3xaPbfUtLDUPb8w/uTJ/JPl5SeLPe0tmSmR7IxYbW3x0vrc8NzA5Mrk3Or0/tZKV0NdQ1lpeVF+T0f78dHh2sb6q3dvN3Y3V7ZXltYW51ZmweDqxtzh08bBwaGZ6e3djfGR7vrynKWR9sOl4Zud+WebM+dr0xsTfevTQyNdjXW11WnFNXUj84XNrVqnVW/XqDWoWo2wFKzTaMUiuRxmgAhu6Oyr7+52RHzFdRUwQyfHsxs6O2paG3JKC5p6miefTC1szq/sLCyuTY9OD6q1FE4oYEQqFvHkMpFMJpFBckbJKhBIJBJAkAyBZXqd+puP717e3yzNTvZ3tZXmZuelp2SnRLKSg5uLEz9+fnz9/PT26vDoYP3oeOfZ1ene4dbE5DAPABqTa0iFiYb1iEQPCXVygY/FzZhcLRUzUomGIO1and9qjtpNAS0T0VMhLeZioK+oELEQkYlRMQ8R/L+o3CrUq0K8rDzAwSGNPKyTRfTSmEGaZJQkGSXJerkbAV5a5jPjJoPE68EyE9V5bqwpwo2k2wZTjA0BKs8qzHVIK0JkbZApc0OlblGeDWRbQZ6TV+gW5TgE6UaQpAdRDkQ5kG2VVIToqhCTY5WmqkEaB7INkhyTLFnNq43oWtJtGWYo2SBJ1IuCWr6TBnoUVGQ7SrPsHA6MLHBoJT4dEjQQBYnWtpJYmhPP8lIZLjigBX4NSHOKs32yNKcwYgapHmnICIqidEmALEsgMgzCdIMw2yJvizv6S6NDVcltuYGIXu6mhG5GFNETOQFzukufaGHKYq7KVHdxkttvwNUIX8fICESQmRn+iurh9eU3P7y+uN579e7qw5fbi6vtd+9vHl+eXz8//Oa7ly9fP/v8+eH+7phBeCoIWGFeQ9TT6DKMhdwLEc9BRnQz4t1PihykJB1kpB7kZOznpu3mpe1lp+xnJB3EwodB/67bsWE2Luk1c1rVrFY1oecmrKbxsH9vuGNppH2iq359pHuivKA9PbI3031xOL221j851eFyaBBYJoUxEaUq7B8fPr4uGZiuH5yubetvbelZGJvbmlpYHRyrTMsoSU6uLynY21xdXp5Z215ZXls42t9pqa+pKSsrLS6prq7d2t6dmJld2dpa391d3tlcWl+dWVkAg8vrJ6/eLO3v754eHT7dGe5vaanKmxtsXOpv2J/u2h5vO5ob2JvsWRlq6a7Mb6wqScsrre4bLWtpV1mNaqNKpSdpBqEZjKZpmRyBEFoIkZ1D4+WtrXq/K6Uol9BpCquresfHSusq0/OzS+vLesZ6R2YG13eXljfnxqcGVRqSIGEElYmEQA6J5XKpXAEp1aqvqBQKOYZCVqPu7cv7g+31kvx4QWZaPCWWm5KUHvG7jOrW6qI3d6dv7y8e786PD7fOzg8eHp9fXp+OjQ/yAGBwWEuhJhLRK8QGqVAv5UdNnFtJaBGIkctZBFfjlBKBabnYr1eG9ExQR/4DVAJUIkJEAOYDTABYOd9EQS4V6lEjLqXcr0WCWkVQKw/rZFGDLMUMpduQLBsewPnpFrowzR7wElaTIGiXpRhE5S6s0U22BVVVCWSqnhdSgwybtMxHV/uJMq+wKiCsSBAWu/mlfml1IlEawjId4iQDL8nAT9bzY1qQouWl6QUZBmGGQRhlQaqWl6IBKRqQa4eyzJIgC5L0wjQrFLNALiU/zadK8qn1rNBhRJ0mwmOgfAY6M2SujodcKlHYJE91wFEj38WAJCs/zSmOWoBXCxLtAo8GZPsVeW441yYLkiBAgJgatGTZxqpSF9rye4oTS0L6pnioJTeSYlWaYeBTo/U50ZiRdDOimJXNjdgiTq2GksjFoKgo/T+K6vxq+937m5evLq6fH377/atXb64+f354eHHCIDybEvYrFV2Z0d6oZyU7eSc76Tw/fTcpsB70rUWCa8mR1bTE5czok4zIcmpoNSm46LEt2c2LBs28RjXHKed16kWjdsFq7FMy/R5HX1FGS1l8Y3ro+fbKQH52vlO/O91z+XRufW1oeqbL7dSiCokMRoQ46y6s7tm9KOqZbB5eqqjrKc2vHWsbnu8cnajrrEzMrM/May4u2V5aHB0ZGB4dqG9pWF5erqupra9vLK+oKSiuODy9PLm+ffj4eWXv4MnO3vzG5szqCmjoH+ocnxiamR6fmZicHJwcbp/qa5jvr59uK17oLH/SWTHXUjxandNfkTlUldffVJWdV1jV3lvR3Gpw2wWwSGNRMSqCojGGYTRaIxDIeWJFY09fw0C/NRaO11XZI5GShrrWwf7Shqp4SX5te9343Nji2uzK1vze4drAYKdACBSQGMcgAodlchGfD2iWUiAQTmIoCmMopKKJsN/7s28+rsxOOY26sNvmsxpcei5gM3lNGosavzhYf3V7/uxs7+x49/bu2fXNxcWz09a2RhEfUAoZq5ByMhErBJwAqPnARWNuFe3WalwGo91oNetMBrVGz9IxtzVs5myU1EZJNYiAkvOUOAQJgAwAVi6kJADhgUSnoSA5wc0hfgNupyUOVvI1ihrSQWGdLKyTJWokPhSkGOCcmC41UZUUZcNOKNMG5RiklXa0LaKvCXOpFnlIL05zYqlGhRcFGTpQ6gbNyXBXtqo1S92QztWma+oyDFGjMMkiy7DD2S4sx4XH7Wi2RZ5pEufYJdlWQZaFn24ESRoQZkGMA6lGYUAF0h24mQCECEA8gEoBrhCTiFSJy7QU5DEpA1aVmREbUGAhgAkBEZMwxSEN6kGyQxixCsI2QYIRFESoYj+RZ5enankVAbol3dKYbh4oiY5UpfQUJzZmetoLYl3FKRlOjV4GNFJgI0VeRurn5FEzHTASDg1mUsOwDGRkhD59enzz7vb8au/Tt4/Xd0/vHk+/+/HV9d3B5y/3b95eXTzb/fDp7vr506urgy+fXqhwoZmWJ7BQTdDR4jVXsWgtIatTCBpRcQsJV8HSRiXRZuaqtXitnmw1KxtVWKcS72eIeT23bNTNqJhZjXJOpx5kiEmzsc2sLw3YJrrqa/LTD+cnWtNTsiya7ameZ8dLmxsjYxPNWWkBHJGQJC7AKXO8rHRqs335aHL7Mqe4OSe7oiSjoia7YrF3siw5ty63tLGs5vTwZGJyemJxoWNoeGP3YO7JWnlNU05xZWlD2/b57fnjh5OHd3M7R+unzxb3n85s7YKOoZHu4dGxqcmZ2Ympsd6JgebJnpqxloKxhvhMc+5MY85wRVp7TqApw9eRE+0sz62urq5v7yqsrIYZkicXSVGpSC6EUQWPx5NJYQBEgCdq6OqZ39vrmJlqn53qmBjvm53qmhyr7WquaK5t72ubnBtfXpvb2n2yu78yPjHAsChJwBgqJwkEVkhlchHF4JxWrdOrUUSupDGOpbwOy7fvXg91tihhmUPLcrDco1clOqxaTK7GJLNjPT9+efP86mR/Z/1gf+v07Ont3VVDfbVMxCchKQcrjCislYp0Ip5JLnZSqI0lLCrWyHFaTsep9Wolp2EYWi420woTITJgAloCFHyASvliAJSwTE8oXFrWSCnMDGJX41pcZOdgu0rh4CAPB/m0kF+rCOngkA6KaqAEgh/Vw4l+JuAn3B7Ya5Ol2pACB15qp3L0igQKGCCggYFdKYiZiVw3FTeCUjeoj8INKWRVjC4OUwUhJjesDOglISMUMcPJVizVhmbYsHQrmmGVZzrEGXZehhWkW0CGGWSYQbZVkOtS5HnIkqjRpZIRIiDlASEAIpFEJJLweIAHAAIJWUxKSIESAkYC6GHgYEFQJ/CoQMjMTzAAjx5YlSDFLY9pQYgCyRzoK/CMVyZWRrmqmLE119uY6SlPsrTkRjqKk7M9ejPGNyECjwpKsbIpNjrVpYlYGY+BsmoxSAKSkrx/j+rjNw9/j+rmH6D6+PnFze3R9fXhN5/v1YTIQEhCHNqaEuiNeuo4soFWtNOKAT3TpWd7ncapJP98PDaRGRxO8fb4zY16qlNH97D4BMfMaVUTNDGjYhb03JiKGdVq6jXKfKe+JD1UmhmriaeW+X3VUf/GZNf50cLaxvDoeFNWWgCHhSSBCBBM6gpnDi30HT5fvHxV0jKcmVdTmF9bW9rU1dBdnlvWVN1cUV47PrNQ39XTOjJe3tndOTLRPjCaU16bVlSVW90ysXEwv382uf20e25laufp1M7TgSdrIDk9IxpLLMjPbaotb60tGm4vXxqsn2kvWmgvXGjLn6zP7CkI1cZs5UFTTaK9NitamJNVVl5ZVlVtdto1VpNYIQV8AHhAJJLIZBCO0QCIErPiGeXliaXFzuz0YG7clZzoSAzHctNLG6o6BzrGZ0aXVmYGhtobGsqKirKVSsxs0tptRrvNpOFYsYQvlvBUalrJEhIhUJIwR2KJPud3bx6vn+6EbAY9JjPjsFtN2kg0YFAZWaSrufJ3vnl7eXZwfLhzfvb09u7q/fu35WUlqFxCyaUGAvcoWTsKW6QiH407aNTMYFqaVNEMTalohmMZTsUqWUzuNioTjIxXT3CoABYAs5oMOi21RXnxSDA14PUYOQ6TG1nEyhF2LWnTYDYt4uQQp0bh5hRejcLHKfxqhQ0T+XS4z6tKCGutPtLpRKN2ItejLE8wRBkJJwaUCGAigAmBhZJkuZm4iVfmFTYlU83pmqoUTbaPDFsgj1bq0SNuHezRIwl6NGhEE614qp1Kd+HxBCTLK81yCzMd/LiLn++VFnmhAi9anWSoSnM4VQpUCCQCPgAisZwUQjRfDgM+H/AA4AEhAKgYaBCBSgZcSmHQIPVwvKgVCprFPoPArgKpXiTPiyZrQZpeMFDqn23KaEg3N2Y4ekrC9emuyhRbe1FSZ1la3G+ykiIzLnKxshSHKtFCRqyM30y6jbTNQEASEA47vqK6eLb36cvD9fPDFw+n3//46vntwafPL/4hqpubp99+eeBIsQYRRLR4bzxpLCPSalJ3aKlRs3ox5DyqyHs/2fervSe/e7L+q7O1b7anz3prVwpT+526bjU5qCImVfQohc2omBWTftGonzIZG3XqiqBrpq+5qTR3rLVuua1ltLJ0eazz7On86vrQ6HhjdqqPgAQkBvFgmEzOUBVVKuNF3qqmnM7B1smFkcWNvvG5mScb00vryzuH0xvbG1fXy8+erd69mD09e3J8vnt5u3J0uXBwNrt/unP7avnsdnzrqGFkunVqfnB1a2xrF1SVleZmptWVFfc113bWFk51VW1PtS10FQ9XJ/WVhNrj3uYMZ1u2t7cgOlaZNd5Y8mRiZHJ0ZHJysrG1xRcOQhQugRRyCIZkCiFfRBEszajL65sSMjKsKUnW9JRAbtybmRqKZxbUljX2tLX1ttY111RUFqakBCwWtdWqJUnIbNK6nBa3y2azGhkag2ERy+A4IhHzACoFch7IS4n801/+7BcfXtbnZSglQCMTMHygEQEHjZgZZHyg44dPb64vjy7Pnl5enJydndxcP8uPZ5MwTMqkDqUyYtAn0IwTghJ1ao+KNCsJjiFpksJIJcFqGZVOo9GoadykwrS4yKqCjLQMlwCblsqKBRI9rrDTHrRbPWadz2oIuEwOo4qj5GYtbuRgIwsZaZmRFJtJsZWUWCk5IxXZzLpAij+aH3GlOJwRY9DNpbm1MS3hRPl6BbCpZBZOrqVETpUiw6HMs8uLnNICNxR3KRLNkEsl0uGAgQEiBgohgARAwQeYELByoEOAmQA5ITYvRMQTFJlOSdwtKQ4gpX4kzw2XRriiiEGPC6U8IJNBQASpzAkaV8QcSFZwBgChQCgBACAykRKWkCLg5eCQAXWyAr9B5taIPDqhneNl+pmqFE2hD8uyyZqzLSNViT0l/oGKWG95YnthuLUgNFCb01cbzwlabIzEhAnNuMCrUdgZoYWVWJRSmw7/iioSsn/8+PD67fPzy91PXx5unh++uD/52fcvb2/2P366e/3m2VdUty9Obm+Pv//2pY6RKeXAx8hbkv1fX6pGBu5R4yMO7ZeZgX92e/Tbd8/+4P7pP3l7+uuHgw8b47fDLVPJ3j6TakBFjKvpcYaY16i2nbZtj+sgKTafGqtLCrh19ERfa0tpwVp311BZ0dJI++nh3NrG8MR4U26an4L4JCIFcpm9qMTV1GIsLTMVFAYqqsIVlenVNbGionh1dWlra1VPT1lPV0FXZ253Z35/X1Fff0Z1TUlzW2lLe35ja25DS2lXf1Fbb3Z9S0lnX2ZtQ/3wyMLRMWirrmwsLpjsat2aGprvrX8yUL812jDRkNlXEmrMsJSFuaqYsbsgNN2Qu9hWOtNWOdffNdDRNjc1ub274wkGSQ1HKTmcoDRqLSKDpQIJy3DjMwu51TWerOyEglzW67IkhWMFubk1pWWN1SXVxWnZKf6A02JRa9W422HUa2iWQjFYShKIxazTamkVA7MUTONSFSHHJEAKQGdNye9/fvP6ZO9n91evj7fvtla2R3t3RnpT7DpSDLaWZz6+unt88ez68uT87Ojo6PDm+llGSjIDI5RUGjAakyzmkErtRdFUg96nZWwcrVMxLKsiWC2pNii1Ro3BqGRJq45RInwTIw071AlWld+uC7stKX5faVZW2OXkSMxm1LptJrOBs5k1eg2pUSNqUsaiQhrisXKeWsFjERmMEPZwcmpdbbS23JaXYkv1R2IJGRGPX0OHdWSSXZURNKWFzYluLmKmk/RIjg0p9mDlIa4sZowHTT4DSSsEQgAgKU8m5kmEQCwAkBDgMsDCPC3OC9qwVA+Z5iGSLJJ0u7Q4SFZE2KIAGfeRWQkqpQIIAZAjKJDC3pS85LLGlOp2bShdqrYAmAYiGQyjLIESEp6VRVxKBScHegRwCqBDgY4AyR4ixSYrSMBKw0xXsWegItyS72ovDDTmerpKYx1lseGmgp7a7HjI4uAgGyOz0mKXWm6i+UZaZGDFFg1q0WEyEQgFrB8/Prx58/ziYvfTp/vbm8OHFyc/fv/y7mb/04fbV68vL57tfh3+3t2d/PjDG4MSoiXAjgrqwq6hlMBQgn0h4tlK8u/nJf+wNvn717tfjp9cLPZerw++PJh62Bh5udC/XpI+4jENaelpnWqGY5d1mgO382nA/1BaslWQM1yWNzfYsTw5vDM3+XRyojY19hXVxtbozHRbQVaAhQUMKhHIRJjL7q0sD9ZWBiqKQxXF3rzMpIqCrLrypJK8rJqy3KbagvbG5IrSUElhsKQ4vb4mXl2RX12ZXVkWzctNzM9Pr6gobG4tbu/IaWiMFRVVdnZMb60Dj5JNcVj6q0u2xnvWBpuf9FbMtxX0lYS6C321KYYiP1sa0rRmewfKUwbL0zuL06uykkuzM7tam46Pj/3RqNHpNtmcak5vM1ptBgsqgyGZoqG1I6O0zJOV7cqJVw0PdMxP9i/NtY70FlSXhpKDOrOGICGjkdVrSLtFa9AyapYgULkCkpiMGodVYzUyKlqhJmUcIfu6C9jXUP6Pv/vw06ubv/iDX/z2x49/9rs//vb793/9n/7eD8/PmkpzP756/vLu2f3txbOz4+ur8+vrZw/3d8nRCAUpKKk0ze1ONlrCrCqAE0lajYejrBpWz6lVag3FGSmthdGaVXq93sAV5qamhx0+ExV2a1LD9sKsaFl+xkRf72T/QNTrwyCpUas2m3RGg8bjtRsMSo7DGVKOw0Lsa5hVCjAFBKls/uKW4uknzrpGLjfOpUTTCnPz4umJDnPc7yyIuXNjjuxEazxszHCpYlpFjhXPc1FFfn1R2Jblt7mMSlwhBQDwhQK+UAD4gMcHfN6/pwWLgBIFbh0cNuMJalGI4+W6sYqIsizCZrqxjASlEgU8HpChMBBLkktrqoZmkut7uVieWOsGiBqIEDlMsLSSUUBmBnOwqFoGdAqglgMNCnQ4SHLRiSZReUzZUeiaaE4dqI7WZJnbi4N9tSn1uQmNhcGu6syG4liyV+vSwh4d7tYhAQvpMcIuI2bTw2YtquMUQj4IJJg/fnx4/frm4mL3y6f726uDV3cnP//u5YurvY/vn/89qhcPZ/f3Zz//8Z2ZQzSIwEvLmmK+iazE2eTgTnbSaW7qaXn8ZrT1dnX4bKl3Y7xxc6bpaLn7dLHrYrJtv7FwLGgfMrCzJs2cVvVEy+05bAc+71YwMBEJ1CcHwy7DZF9HcVpyU2ZWa27Wk/Hui+Olnb3JxYXustwoh0uUuEwqE2QU59f0d2bWFCeX5WZXF2ZXF8arC4qayvPqilNLspMKM8pa67omR0aXF3tmptvHhguqSwuqiopqSzNL87IrS9JLi+LVFVmVZdXdHU2DPYNz4xMrM8CBwLkex3hd+c5o53pf/WRdVl9JpDXuKPCReR48z0OWhjQNGc7O4uhAZcZAVe5Cd9tYe0tbXc3k+EQgEjO7fU5PwJcQIhHCabAalZyB05dX19W0dzZPTFaNDPevrwxvLo9vrvbOjRXWlNl9NlZNskpMoyHULEJjcgaHrCatw2qgSNRhNaTGEkJeo1GN6RgIFQEVzMsM2g8Xx//01z//27/47b/7y3/xr//Jr/6X//KP/+o3P/23oyaTFQAAIABJREFU/+jHf/Pb3/z47v7L2xePt5e316enT/fPTp9eXp6fHB3HwhFcKmOk0rxwOKLRBygmSJAhlrGSqIEltCqlmtNTnBnXmDCVjmDVarUyPyclLeKwamCjUqZjZIkJlvqKgvy01JykNK/FnhQK5efl+AMeg1HD6Vib3WgwqlQqnECluFxIyPi0XIgiJFB6As0zzWdvDI09eF4RGktOq6zKimdb1cqgUR11cDG3OsOvLYgaysPGsgRtqU+TpIMNUoAAIAdAwgcyiVQCKWCCVlAMQlEoSWAEimJyVCFC5DxEBBwcGTarbKTQpABBNT/TBmU6FDGLLMVDsxjg8YCEkAMxP7+9c2jvOFLXyyaXCo0hgGqBABHICYpUkTCqwVErg+sRiYNFrZTcSIq1KD9kwfOCbGeRq6/c318V6ixJaC/xTbTEx1rjVdnuqrinoTBamOp06xA9KbCpFVaVzG1AXCbYYyVtRkTHKZSMRMADfr/lw4f7169vLs93vqJ6eXv8828ev6J6+eri/HLna6Li4eH8p995b9VielzsVyqaYr7usKtBS7eosC4l2m1mF6qzJlvy5/srFkdr50ernozXro3WrnaVHrSVjobsfVpqxsjNapSzLL2i06yaTUcpySvZ6WOVhaPdje01FS1lxRXRxPqMlJXJ3suzlaeHs6srA9VFSUZapiHlKMRPSw6NjfX197cODXV0dNU2tZRX1uZ39zcOjLS1dda1ttVNTY++fPXi17/+/V/+9IuHhxf1TZVVDSXN3XV1HbXd472NPS2tQ531Pc0D08ML20tL24vTqxMgxaBqTE+ca65a7amfqs9ri/trkyx1qdZMB5bvU5YmmspSXBXp/trcWHtZTm9deX9tbW9dY356RklRcSQa0xiMlJLjOK1OpbfqzTa9LRxMrKhtbBscHlheKenqqB7oruhubRjsbhvty68q0dv0OAVrtCxFKTQqgsbkFCwxaxi7QU0qxF6bLug0mFWoChWYGLlSCmrjkV++vfo//vpP/+c/+8O/+8t//r/+xR/9n//df/F3f/7P/6+/+tO/+/Pf/u9/9Wc3B+t9rXXnh5v3N+dnx7tPD3ee3z67vDyPRkKwRELJZYVJyQmcxk3QAUrpJkkOlitJVMmwSpWWVhswVqugWAgjtVrO57bplYhZi3ssKlwOlJQsIzlsM+qcZmtWWvrk+ER/f39iUswT8LoS3E6fy2o3aXUqmsIIWEYpZCwMESQLYF2odXb09S8trWNUSaM8mhWraArE0vUMa1fiPh0aMiExB57mprM9bK5bXeDTxwyUGRUyUkBIeAQsw1AYRjAII2GCRikWpWkYx+QKmVjCF/ABIZd4LfpEl8VAyAgAOBlw0sBJA5cShCwwBQMeH0gJORALakbG1u7fJTcP6TMrIUcMkEYgQIAYQVAShRQQD6ggqUousrGYmYI1qAQRAgMlzg5ynaXBhnx3cbKhOu4cbc2Z7S2rzkmoyg1W5Qar8iPpQZMWF2BioIJ5jAIoUaChBWYtrFVDDCXBcRGPB8JR91dU5+d7/z9U795fPby+OHu28+nbh/vH88fHi1/8/INVTxJCYCelDckJnUkJFQamVoN3WVRDUcdKW9FgfdZ4R+HsYOVkb/GT0eqjhY6Tqdad9pK+oKVFRw6YlANatpdBB9X0kF69GAuvlhaM1RVV56c0luf1NlTUZaUO1JatzPReXaydHC9srA/XlqUbVQodC+OwMD89cXl6aKK/bXG6f3yweai/rr4m3ttTVVsV7+2qnhztGhvq3N1Yeby9/vDqzcXJ083txfHpnpGRjtbWyqGhjs6e5pGpgcHpgcHpgZm1yZmlkamFIZBsptsLkmebS3qKUqoTndWJzoqwLcelTWChgrC7Lj+zLDezKDe7tLgkL68gEk7qbu6rLa6L+CJFuYVlpcVqjpFIRDiOqpRaFKE0GovZ5g2nZM1vbo8sP8mvrylvqqrtrK/vbOwY6vInhSWwDKNxiiEJHIUkQhKSmpWUlcENqDSoV5anRioyEq2swkpKzBj/m2fb//d//yf/w3/+y7/5ox//7Z/83r/69cd//Qef/rc//82/+6/+8d/+i9/8m3/2e3/47auQkQ1atQYGPt5dfvni7Pnzk83txdv7S6/PIRHz1AzpNhtVMMpBiBmjLLRSQ1IsQ9E0TdMsRbMkxXw9FotFp+UIHFayJIXBWo2SZQiawnRaVSgUKCws7Ojq7B0cyikqMtldeoud1ei1ZrNKq0MwVAHJaBxjcEQGyQFM5XaObn7+/bqt54JQkSxUnNc7r3KFNWouZOeyvepMF5HmxNK8TJKHC9nZFLfOq8WUcsDIgBqXigFQURiskBIEpkBgBQLLILkEkpMsQ1AkAEDMA1IAELEAlfJRKTCp4YCD9RhhOydK9ikZGAgBQHFEiGBFzb2Xn381enClcIT5apuQ1QEJjNFKDMNgmVguAJgEsAqpEpZRkJiQS2gYUuJQaU6kNNtXFk+oKUxsrcrsrM1trcyqK00vy4lF3Pqox+Q1qwkp4AjIa9IoUSmDinCYzxASJa2QSgGKSVFMbneZn99evv/weHK28+XL4+P96e3Vwc++e7x/cfD44fzlp6vzu7333969eHn2+OriV7/47DSzakzs1hIlMW952JmiJTK0eI3PWOrhOouj1VnO6iznSFP2xmjtZHPOyXTb49rwZnvJYlVWd8zR5jf0J7l6E+19MedcSfpYSeZQRbyvJq+3sXCwtXSks3ysu3K0t2r9Se/F2eLTw9nDo7mZ6U4S5zOsDMOEeXnp2xtLSwsjaysTq0+G+nsqG+uz62vT3TaivaVwf2dufXXqN7/51enJ4c3V9W9+8wf7J9v7R6s/fHi43ls/XZ0/Wlvc2Vzcebo2ujA0vzaxvjm7u7sEatK8g1WZk01FXQVJlYmO8oijIuwsDNj9Sio3FGgoK21vbunqHujoH69o7ErNLuvtmi7IrjBpbD6nN56R6nVZGRpTsiQkRylKozU4VQaHyR3sn5qZWl+vbG3s6G8vrszvGuysaa5x+FxACEQyqUgiFvIFcqEQl4hYqUgrF3poNN9jbsxK7CiJp3tMNkzww/PDv/z1Nz9dbfzLX7z8H//w2z//4ea/+Z27f/V7b//2P/vF3/z2V//0081//Y++r00L1GUnWUhocaT7j3/z07OTzWcXO7v7Ty6u911ei1gGWCVpNeoYGGMgVIuxBppTfgVF09R/KJIkSZI0GAx6vR7DMIIgMAxTqVQ0TWs0aqvdUlic19bd3t3f1z862t4/mJFfpLM5CbVWY7RyehOGk3K5HENhCoNhVAEkspSqhrWX3w+ff2LjbeKE4syOeUs0R63hQnYux8fmuNB0B5bmZaIJWr9LY9NgHgPl1NOZUU9hZmJWsj8t6k9O9IcDnsyMlPr62oqKMqPZBPgCwBdIZFKZQCAVAEQmhmVimVTAKVGnVWXWyDU4CNgIAyWkYAFFUSIFVVTff3D/zerVW100EzV7YJ1ViGCUWk1SKAaLCUhEwSIGlpIKMSYV4woZS1I6FVOYHctN96VFHIkJppjfnJXkK8tLqS/LTQu7WURCyPgaEsEkfFgIWBiiFDICliByHo5IcFwm4AOZXCiRCQ0m7c3d5dsPDyene5++PDzenz2/3vvZd493Lw4eP5w/fL48v9t7983ti5dnDy/Pf/nTJ69NoxACDSqOWNSpLp0Z41tRXoJS6lWKvJwoxU3Uxt3T7flbQzVj1ekbvRWHw/Wb3eXHY01Ph+rXO0u3eioORhuejjcdTraer0+cbk6db09f7s/dHC08P1u8vXxye7W8vtx9drbw9HD28Gh+eq6bZEQkK0UIYSSWcHJ+eHSydX6xfXy09GSxp7ejqKslJyfdMdRbub8zc7C39MMP7/f2N1fWlt99fn/7+np7d/Fs68nv3F3//O76YX9rd21272B5bW9h/2zj5GTz6d4yGKzOHarN6SnLbMgKFYdt+QnmYr+9OOzJdDsKYrG6ktLejp7hsdnukeni2vZIWlFRYWMkkGHVOy16czSYEA54tBpWq1HKZQjD6GilkdZYEFaXXVreMzVV19VW39mYkZc+tTjZ0N4QTo7KUAilMJalhQAoMURLIKyIp5XxU8yq+hR/ezyWbFF5lHBfRfyv//AX7w4W/vynV//2T37vL396/LPvn//lT4//029/+ps//vmn4+V/+Z/8UBywpFlVLgZuLc76o9/97o9+/bPb893nz/Z3dhbPLnZsToNEzmNYQq9TkzBKK1A1SmspFU3+fywR/6FUKpXJZEJRFIIgGIYZhiFJ0uGwJacmlZYXVTfUFJaWFJaXN7R2FFRUG50epdao1BopJYegOIIgJIHROKJQyMU4mdfUufXq+8mrb/T5nXx7dmrDmC0a12jUYZvqK6oMJ57uYxN9Wr9LE3RoQk6ty8CEXYaIxxxNsCpxyG7RBhNcWo3S4bClp6cmBPwIhgIeH/CAQiyGxAJcIUPkEqmEz1KQSUdwlFCFAJcetnOwXomgKArESEnj4Nb1+73Hb93xUsoRwIwOKUFRaiVJoTgioREpA4tJuQgWA0jAg6UilqSMGlVa1JMYMHtsar0KVpESE4dHE6z5mbEEh4FGpDI+IOQSJQazqEKJIRoK17C4koI4Ja5S4TKpAEFlECy12IzXtxdvPzwcn+x++vLw8OL05mr3h28fXtztv3x39vrzs7ObnQ9fbv8fut4ruM0sy/O8AD583lt4S4AEPUUrUqJIiaQoipREkZJoRCN67w1oQRKg9957I1HKVGYqTVVXdldXd1ebmp6unh7TsbO9G7MTu287j/uyEbsx+8DM7NzumhP/+AI4uA9AxP3h3HvOud93eLx6cLDyzaer2HAHAwMjh4SauJQwi41VBQmaIA6E6qBwk/b+LWNZXkJraaa3Kq/x2Z3uosyOgvSqzNiOgvTxqmdj1flDlXnjDYVTrcXD9YX+rqrxnppAf93UUOPsaNPcROv8ZOvCTPvESP3ycv/iQv/8orfXW6sYMFFGKVb78EnW9ZfXy5vz84tj87ODAV/L44yYGI/o668a89bO+DtWl3xffHF+dX2yuLbw7ot3OyfrM3MjNa+erg/1n89NnS3ObC9Njvv7hgO904u+5WX//PQwqHySVpAem5PoeRjnvh9uTw7SpwSZ0sLcd8M8yeHhGSmpleXVQ2NT4/MbXaNzte1DScmPQt1xwfYwvahzO6yJcVF2m9FkVAw6syiaUELUm90Yq3NERBVUVJTUVRWWFeUW5Da0N7wqK87IyeJkHqgApAECTXhsxtgga6jCRilUdri9PDW2Ij3hdUZSaohxz9/7uy9O9sfa/89/+6t/+tXb/+03H/7Ln77/p++v/tvf/dGnTf9v3++XZiTcMtDhMpEcpP/+7dFvP717u7t0vru8sza1vjq5uBywOQ0YqZVkTqcXWZISKEYiOb2gCNxPHPHcj8ayrCAITqeToiitVksQxM2n0dGRlVUVT/NzHz3OzniUeS8z89HTp1lPnsXcvmOyu0S9iaJZgiJFXtApkszROI6qSDq/tmXu6pvezffBeTVERFZ6SZs9Ksli1scHGzKjdJlhfFoonxqpJEVZboWakyIdUS6928TrOdhp4DwOgxYAt90Y7gliGVwQuOBgl9FsgmAtUKkhCGIwjMZgniYoEkVgtcBiRoXkCWDmgcuAukyUVcdqNBqgwgoqO6b3rgP71xGZTxlnOGWyo7zASSLPUQKNsjc3zMAgGlERGkAikMgyJp0UEmR02WWLgZF5hKMgkUUsBi7YYTLr+FCX3aQIuFYlsZTbbnFajEaZd1p0FgNnM8sWi0yRCMeTFIO7gh2bO6tnlweLS1Nvrw8O9pZuoNrbnT4+W7643lzbDFy+3T052TjYW/r6i4vb8aEKC7vMvNvEp0TZbYImxIi7ZE2ci3cboCQP/zTN8zo3fqShYMlbfTbbexjoGKt93l2UOVL1dLbj9UTjC19j4XRXWaCr3N9dPdFXF/A2TI40zYw1zwXaFqfbF2c7xn0Ni4u9S4sDC0sD3qEmk5UWJBRjNDF34j5+/83O2e7S6tTs9ODq/FBVycOix0lpsbaKwvurc9615bH5hdGe/paiyhdNXfV7Z5v7+8uv87K6S1/NtTUv9Hftrc4MDrYtbUwtbUwd7C2dHa2D1GhXtEMJN3JxDl2cTQlTWI/IRJv1TkEw8YLLFpT96ElHv29sccs7td7UF7ifURDijtVJFo0KUgQ2OfFWuCdIpwhOu1uRLTgumu2hnM7miUsoqaur6Wh7XlZcXl+VnZ/79EX+i9JXjmAnUAFYDRQWDzEryR7HvTBHhseSF+0ouR1acS+6LudO7eM7Y3WvNgcbv1ib+LA0/N325D98OvnPv3r3X3/76Y+OFn9xuDRQ8dxNq+MsnEdAv9iY/4fvPj+dH/v6dPtwZXp5evj8eGNmZtRklgga4UWG4ykSJ3iaYXFSZnme/YGiG2N+NJ7n7XY7QRAQBGEYdjMmMjK8vr72cV72g8z7mTlZqRkZd+7fT0q7HxYbLxstvGLgeJHlOZ7lOJYWGZLnWYARhfWtM2dfDO5+uF3cpkt8nF3W5oxIsJl1SSHGrGjjD8eTonQpUdbYMIvbxBo5xG0WJVITHWyLcFtIROUJsnjcdqNBslrNNpsFxRGgAiqNmiRxBkdoDBYYkqYwBFbTNCxxMKEBOgZYBY1DR5r1LFABoMZe1PZM7137d9/eyi6gbMGEwUrKiqhTdApvlFkOV8sUZOBwPU8qDCmxlE4UDHrJZpaNOkbiMYFFRA6XeEJgMZZCMVgVHe5xO6waAGC1yqRTDLLEkphJ4RQB18uMLNOwFuCEVouoLTbjxvbK6cX+wuLk1bv9g72lrY3Jjx8Odnemjk9Wrq531tYnL692Ls62drfnv/r84n5qvF7CI0NMYU5dfKTFyKucRtQsgegQQSZAmA1/+iCiqiB1aaTxy6O5331z+rtPJ2fzA+NNRT1lj3sr87rKcvpqnvnaSoZaise6q8d6avz99YHhxmlf06z/h0jlH29aWOhZWR5aXB4c9rU5XCIvIigNRaUmvv/+243TndnlSb+/fy7QV5x393FKWNmTlPL8tIGOCm9X1c7u7MnF5uru3Nj8yNre/N7+YtPrgq7SF7OtjT1lrzbmxmbnhnuGmuvbysd9XeeHq8AiEgqu1mFqO0+4RMpCwSYctvOMVRAMnGjUW2LiUp4VVZfWdz98VRd1JzcmLtMdFGMyOkmcEhgyKjw4Msytl3iL3moyOvV6p8URJptdD548a/F6G3q6bj+4X1z15l72w9znz54WPLfYzAisNkgcA6ssDBrn0GVHu/NiXLnh5sJYR+W9yNLUyNK0qHVv/Z6v7bPVsbPpvn/6zRe///rsP/7y/e8/XfztVxedJbkhLHTHrQ/m4LaXud9sLZz6B86mh3/97nAzMLg+69tZnZ6bm1B0PMmgnEDjJIbjKEPRJIoJDMvSP1BE/2gURVEUJYqi2WzGcRyG4RuoGIYJCnK8Kip4lJOZcjc5KiYyNDLiVlJSfPJdT0wsxUucpNPpjTqdjiJxRAN4CrdYTCG3YptHA1NH7/rXT5NfNXJhd9KeV9pDIh1m/W2P6WG0JStCSQsX06KMKVHWuHCrU8/wOHDoWVoLgm06q45F1MAgMbJA3xTERZHHcRTFEZwktFoNiUAUCgkMTVMEjKgpEhEYGAGA1gKJBGYBs+gFGMEAyrys653ceTt9+D71eRlr99BGu2iy6ExGi1kXZFMUFrVIZJBRdFlkh1GyGGWbyWi3mWxWg6xwDI2RFMJzpCixPEdRNIbAapfLabdZIEitUQMcR3EMoSlMLzMSh+okWpZpBFYRJIziWrvTsrG9cnK+N78QuHy7t7+7uLke+Pz9/t721MnR8vt3u2sr/quL7cvz7e3N2S8+nOVk3YUA8LgMUWHWyDCTUdJaDYhBUnmCaIcJTkuydzc8H+sp353rfbft/3Sy8Olk4U8+bJ+tDI+3l7aUPmwvz/H3VMyNNvi6Kib66iYGmgJDTVO+1tmJ9vmpjqXZ7sX5rkl/y9xsz8rayNLyiG+iMyTUxAmwllJTdt3E9srY8ox/bmJoqLOnrSo3NSY9xmHAQIyde/n4dlN1/uZWYPtoYed8bXbDv7Q9dXm+5e9qKsu41/D4YfH9O/2t1f29Da8r8zMfJddUFm4sTQAeU7MI4BGVTGgVHJJgjQ5FzQzjUIw2g8VidnoiErKevS5t7MuraI198Fw2hVvtEQ5HqMVik0TWaTPGRoZaDIrC6wyKzR0UZXOGczpbeu6T1w0NRfU1cWlpmU+fFb4uL33zJv9FoclkgADANUAhYbdEJQXpc6KCcqPsOaHG5zG28rvhz+OdKTbman7w87Xxg7Guy/nh374//O37w7//xYe/+fJiurMmzsI5KXW8VcxLDN8a6mjIvusry/96c+7j+sze1MjJ2uzS9Mj8zLgo0AxLsDwDo1oUhRmaRGCIocl/wRJFUSRJkiSp1+t1Oh2GYQRBYBjG8zxN05IkZGalP8rJSEiKtTttQSHB8Skpd9Iz7qRncJKO5iVekGRZ5liaQCCews0mQ+zd1IH55Znjt72Lu+lFDeboe5n5ZTqjzWU23A6xZMXYMiL19yKUtBhLcowtLtwa6lAkUiMSEK4BIqXV8zhHwk6LjsK1PIPbrEarzYjjqFoNcBwlCQzRAAxWMTRJUQQMQxSJcjQCA0CqAY8BAQMig2kxXEOLxc39cycfF08+Piyu5m0eWm/lDSZRFgwKbzXyBoGwypRdx1h1rFlmjTrBZjIGOe06vSjKHMdTNEuwHMnyDM+znMCSJK43GhRFwUkCwzAEQ1EUpWlSESmRRXQSrdOxGKphOYJi8GBP0PrW8k9Q7e0sbKz5P7ve292aPDlc+ux6b21p4ups693F7tba7Ofvz5/mPhBYpPB5Vm93XXdnVXNLSUdXWVtHSX9/xcP74cUFd/0j9ZMjDRuzvbsLA4dLQ2ervm/OVy83Jvw9b5rKcrpqn0/0V0+ONPiHGoa63gz11Iz01YwN1AdGmqbGm2f8rdOTbdOTHbMz3avro8sroxP+7ohIG8trIVLFukyjO8vrFwdLOystrbUP0xKSQq1Zce6MGEdGrDPBo6uryNs7mD68XNk+X5zZHN8+Wvj8w8HKaE9BUkxuRMjThKic1FtP81LHJ3uqagv7OqrW50fBTY1FIFAO0TKQmtVq9ARh4UWJ5ERGYhhFNLqS7j8pax1+0zWRV9ZidNwy2cI40agoelFgXA7zveQEl82s5/UCpQS7oh2uSJRRQuMSEjMzH+Tnv3xTnfrocc/oWGB2YXF17c2biviYSIGEI2yG2yG2hzHu3Bj3o3DLI48hP9pecjskigWDZY+/25/bG+u8Xh773aeLb4/X/uzDyf/6u98seNtdHOri4ES7HGNkO0uf9BTlNmYmDr989O369NXc6PnixPna3Mn20thQL8eSN1BptGoUhWmahLUamiL+NU4kSRIEYTKZJEnCMIxhGAzDBEGgaZogMJNZFxrmcjgtsk6wBtlCwsNCIiOj4hLN9iCcZiAIYmjSqIh6kVMYkucYFUHVe31zR29960elbcMPCirL6tpZTnKZDUmh1owYx/1oU2qEMTXGlhzjiI+wBRl5BgUw+EGYFkAACDRKE7AGAC0EKBKFtRqVCmg0KhUAWjVAIEBT2A9Q0dgNVCIORBygAGgBABoIYqSKzpGtz/5o4eTDw+Jq2hiEcjIlCDiOMiQiM4iOgXUMrNBaDldTqJqlUJ0i2GwWnMQ4gVX0OkUvcwJPswzDsbwowChCMTRBkWpIA8FaFMcQDNVqNSSmxmFAExDDICrwQ/bP7rSsby0fn+3OzfsvrnZ/DtXZwdLHd3sbSxPvTrffXexvrs58dn2Wn/9IqwWlpfkbW7Pbe7OnF6vvPt9+/8Xux0/7vd3lbY0FY4M1/Z2lM2PNN1ydboyfb4xvzvQOtZV2NxQOdZd7u14PdJfNT3UN99WNehvGB5v8o81T463Tkx1zM53zs11Tkx0z011r6+PLK2P+QF9UlJPlEYhUMUHG7KrinNKCiqaqjs7GyuKneenxGXHBaZG2l1kJj1LDt9dGv/x0uHc2P787sXYyOz7TFxjvGqovb32W0/I4qyU/50F8aG1VwfTcQG3Dq5a6ov7WN4AlMY7CJZbSc4yBZfQMrSNJmaRoLc5TIo6LjGSPv/e4sKb7eW1Pxova4Oh7OqtHVCyCKIsC43Hbk2KjooJdRk4v03qBNXKcUdTZZZvjcXFxQXXV07LK7tGJld2j7eOzvaPjra0tb3dH4eOs9LjIZI89PSIoySYmW/icCGuWx/jIY7hjpbYHG67mB5d76351sf3r98fvthb+j//wt9N9bREmMVikYsyiDQeFqTEzndW12ckND2Lnawq+XvbtD7Wdzo4czo9f7m3M+UcMskBRBMOxKo1ao1EBAEgCQxHtv4hUP3Gl1WpDQkIoisIwjGVZjUbDsizHMVaLXm8QJZnjRSYqLjoxJTnpzt2ImFvO4BBWlCiK0kJqTKsWaEIgUJ0iUTrT4OLGxMaRf/O4tKXvZXVLSUWtTmcIsZhiXaa0SMfD+OCHiSF3Y5wxHpPHqYQFGUQWiQl3x0eHWg1ieLA9Pjo0ItSZGBcV7gmympT4uCiWIVQAUCSKoRAGq2gCZmicJHEI1qrVANUCGlfJFMQhgEWAVv0DVDV9Y9N776Z3L5+9aQyLT0UZyRbkEgXOadEZRVKmILOAWSRSx2EyRxh1gl4nchzDcCzDsQzL//OVYxmO5QSe4ViaZVQaNVABmmVcwe6gIEdSfGRkqN3jtooiSeBajid5kbE7LTPzgfWtxcWlqbOL7e3N2fnZwQ/vdjdWx84Pl9+fbW8uBc4P1i5Pd7ZW599dHpWXv4Qg8Ohx2tHZxuzK2NKmf2nLt3E0dXhYFsVZAAAgAElEQVQ2v7ToXV0eHBuqH+mr7m4uGu6s2F4YXJvu3Vsc3pzzLgQ6J0ebx4bqR4bqRofrfSMN46OtvuHmUW/DYH/N8GCtb6QhMNE6NdkR8LeNjzXPzQ+M+tonp7zx8R6eR2kR10cEVXs7R5ammnqay98UNdWVTg13LYx2j7RWzg63jPXXHe5Nf/OLs+uv9iZXB7bOFrb355obinvfFH25vjjfVLvu7exrKCsvzS0tzysozHj19H758yxAkThDkyLLKByn5xg9QysULRI0j9ECLRGExAiWW3eyX7cMtI4tNw8v3H/y2ua5pUFptUYrCkxESFDyraj4iDCrZDZLNok3S5KVEUyhcQkvqqtre3t8iytnX3z7yz/7m+uvvtk9PFlbW/MN9lcXvyrISsuKj8yM9eTEeZ4khN+xyw4E3JLxDI/u0/bUzmj7h82Zf/iTT9c7K//7f/y7o9V5I42mRoW4JdpKabJvuWry7nUVPdoZqG/OvDVdnns20nww3HoU6D9bmTpZX/QPeWWe4ViaYRgIgtRqoIXUFImjiJb8mRE/Go7jGo3GZrNpNBoAAEmSGo2GpmmaJiWRMZlEm91oMMoxsdHJ91LSMzMSU+6IOj0vCgaDTuBZlsQklhQpxKBXACX4VveXTt6PLu/ml9fnl7wpKq3kWS7Mbo0Ltt+JdKXHhqTHe27HuGPCrKFuY1iwJcxte5SRmpN5715y3PO8h4X5OdmZqVUVJWUlLx5m3CsreWE0yCoAEFithQACAQzVECSC4oga0gAAIA0gYCDgGgYGNAIgFVBpYS0r1/SNzR6+m929elZeH5GYhrKCze5UZN5mlMwiYeQQl5Hz2BS3VXLZdUFBJqtFL4o/svRzcewNThRD0ywDo4hKo5Z1UkRUZFR0WHJidHS4MzTYJggEAqtwQouTiKIX55em9482l1dm3l4fHB2sLM4Pf/XxeGdz6mRv6fp8e2XWd3KwfnG8u7I4dXV1VFzynKS0j3LTL94fLW1Pre3PbJzMbZ7Onn5Ynwi0TwXaA76WrtbilurnY97ag5WxmZHmnYXhtbn++UBXwNc8OtQwNFg7NFg3PFQ/6G0c9DYOeeuHhxonfC3TU51Li9611WHfaONkoGNj0z8zO3ADlU5H25wGVCLzq0r6/INdA5019eUlr56UFubkP0ptKH/uH26ZC/Ts7gQ+fNw9ulqeWvGuH05OL3i7Wsr9LTX9RQX+yteTDVWz3rastFv30qKzHiYW52c0VxQAkiQZihYYWmZZPcspNCMTjEjQHEqJjMyyOla0hsWnlzT0eud2RleOqjpGYu9mqTEGqDWyxDkthhCb+VZIsNvoDDK4jJJdFq0kq898ml/X0zOyuLBz+eH6u19//MWvj68+Ozi+OD0931haGu7qyE2/m5V4605YUF5y7IK383B2ojgz1YKC/MTQ/fGupb6m/enh/bmJ7z++216YcZsMFoFLCg3W45p7Ec7Bqpf7vs71vpodb3XXo3jfy7TVluIjX+veWPfF2szO/ORoTxdLoKLA0SSFaGFIo+JpiiFQTAsRGH5j2I+G/mhWq1WtVgMAbtIVDMOwLG00SFFRwXfuJoaGuSOjI+IT4+6k3Yu8FSPrFIIiaZokcFTiaJtR0XEEzzGAksY3TzauvuyfXMp9WVFQVP7yVSms1hgFziLyDoUL0gtBRtFq5E169uaWhqHBjvTU2ylJscmJtx5nP8h6kHo7IeZZXnb+k0fJibfKSl6YDZLAEjQBkxhEoCqShCgaw0kMRhEI1iIwRKHQzdPfKBioVUCDYbCgr+4fmz9+P7f39klpTfTtNJwRLBabxaBYFM4ikQYWdpvYSLcxwm0KdZuDg60Ws47lyP8RVASF4yTGcDRJExiBmq2G2PhbCYm37ibHxka5I0KdkkShiBrDIRjV8CIzMx84PtudXwhcvds/OVqbmxn49MXJ9sbk2cHKl9fHK7Pjl6c71xdHK4tTn3/29nXZKwRXJd6NObnam9/wL+9P71+vbV8uvP/mYNzf1tZcNOptaKzJb6zMH+2tOViZmBlu2V7ybcwPLk71TY23+YabBwdq+711ff21g0PNA4NNgwP1/d66wYHaweH6EV+jb7y5f6Cmz1vtG2sbHGoe9XXGxYUwjJbjcVZhCstf9I/2DU94feN9ExPepaWJpQVfTVXByHDTzGz/2ubEl9+efvzu9N2Xu59+dT6/NDTUU1P3LHOhrW6puXa1p2Wiq/b1y6zamuctzcXD3TWzQ23gptbJ05TEMDqG/QEqjKK1uECLimzhZavZFZ1VWNHgnWz1zb/pGk548BhhJZgkTWadUebNEp8YER5qDXbonDadi6X1ks5eXF07ODOzdHS0df5h6+T92v7F2u7x4cnl5eXbk729jYW5/KyMl9mZj5LjU6NCG0teHK8sBnq70iNDyrOSP2xMTXbWbQaGt+cC3raWCJfTotNZZUVPk9F2w0xPc6CpbKO3+mSsebm5oP9pwlBB8lpb0cl468FE9+Hs6O7c5HBXB65V60SBwnASxQgENisKj6MErMEx5CeQkJ8Zz/Mej4dhGI1GQ5IkiqIMw8iyyFJodIT7cU5mQmJMdEz47ZSk7JxH8beTHEFOQRBoikAhlcLTEW6by6QY9Aptcg2vHa+cfewenyt4XVv4qvzpkwINADgEkZCa0KgwCGCwCoNVKKLGUI3NrLtzO+5RVnrm/btPcx+WvHpemJ9b8Ozxy4Inr4sL8588qq4sNSg8AgENABoAMBigKEBQjRaBVVpYrdFCag2qAZgKMKiagoEKAISiENFQ2TMyf/x+Ye/yWUlNTFIayUlGo9FuNhhF0qajdDTk0JEhNsllFRwWyWqVFJkjSIRlWYblWZb/4cqxLMsyHE2SOIojDEOxPEXRmN4kRUR6oqJDE+MiosIcYSF2WaYJXEvRKE4iksKPB0aOTncCkyPHpxtHByuBie7PrvfWV8YPdxc/e3c4NzVyerR5ebY/Nzfx/sPlq5ICNQqCo4L2z7fmNidXjxauvj4++nzru9+8W1oeeZWf3lr/qqYsr+nN896Wsp2F0c3ZofmJ7tmJrpnxTv9Y+5ivddTXOuxrGfa1DQy2DA61Do+0+sbaJvydUzPdcwv9C0veiUD7yGjLyGjbyGjHxETf3buxLIvSNKzVgvz8Rz19zT19zb39LSNjvYur/ulF39BEV/9oy+B4u3++7+O35x+/O/3u+7e/+Ysv+711a7OD1Y/TN3tal5tqPm0sLA61v36R2dJY1FT/sqehZKS9CuA4TpLkDVQKQykUKeOkgJI8RouUqJetNGegBGtcWm5F62B191hJc294yn1AMDBJWm1Gi15y6pX7CQnRznATa7LpXAQmhkYkNHT1LOztrZ+fD8+u9vpme0amRsbnhn1TvT0D/d09E4PevpbmorzHTzPuv8jJLnnypLe5xdfbV/k8f7y1ZmWw9S+/vvZ1ND64nRhst9+9ney2u4Ltzviw0JLHWZ/tLO6OtM80FPjLsibLHoy8vD1QePvUV3c60XYU6F0b7T5YnBnqaEMBUDiB0CIsTupZzmUy8yjCovANVD8PUDdQCYIQHh5uMBhQFMVxHIIgFEVFkSdQVUSoPT//UVp6SmxcVPKd248e58TGx5nNZovFEuS0KwKrE5iwIEu40xIS4pbc0d1zOyvnXw3OrJe8acx+9ORBehYENDROUBhOICgKIwiixTCEpFCKxqKjQrMz0x5nP3iWl11VUVLz5nVddXlPZ0tVRVFLY1VPe2NzXaXNKEEAaAGANUCrBioVAD9IDYAaALUGABQAHkdoWKMCgOA4VDK+7hiYPXw3v3tRUFYXEXeHFXRGvcFh1pskyqqQTj0TahNDHYrTzFmNvNUqmYyyIDIsy7IszzEsy7I/u9IUiSOohqFxXqAIXEsziNmkWK2K06aY9azFKNI0jMAqkkJuln/+Kd/Z5cHM7Pjx6cbZycbMVP/11fbO5tTOxszF2dbkxMDu7vLh4ebk1Nj5xdHzF08ongiOCjq42F7em1s7Xrz8dHT8+dan76/2dmYLHqe+Kc4tK3hYX5bf21i2v+w/Xp/eXhxfnx9dmhrwj3UOehvbOyrrm4qr6140NL1uailvaS9v76ro7HnT3femp+9Nb39Vv7duaLjpBqru7vrIyCC1GhAoMAlkc1Xx5GhPR1tVdW1Rc2f1QKCnc7R1YsXXNFDX1F87NN29e7Y6tzSyuOI7OJwfH2sb6qquyb3f/uThfl+Hv7bM1/rmaXZSXs7tvJzbNUU5/u46gGEYiRMcRYo0LdOkTBISRggIZmAEiRFkwYBhnAbho5MzarpGmganW0amY9IeApzWYJhOLxokziLyMS5XfEiMgTYYeKssWLIePfdOBPavr9fOzlYOL32zm/2+Of/0yuzCesA/Mzk+sTg9veAPFD199jD1Xn15hberZ9Ln948GygpfvNtevt6e35octYqsgWcdFitJsCajLSUhOSU2pr6o4NPR+m/O1//9x53fXy382/NJ/+u7o8V33s+0H0207I11Lg607S9MttdUYQAIOEWotSJBe6y2EJOJh2GZJGgc+/lW6qd1IEVRTqdTURQYhgmC0Gq1AAAcRxlS63Ya8vIys7JSE5Nik27HpT9IC3K7CIKQJCHIZpYFWsdSLovOItE8z5OW0Lqx1e33v5xY2X9ZVhsRGRsbkyDQPEswFMESOIMTFE5QOE0RDE2zFAKrDQovsIQiMjazTiexRp0Q4rKFuCzBQea4KE/irXCBRnEtEGiUQAFHawkSQjAIwVCUpHCCQVEchbSYCigMyWGwCgBakBFJ96Kxa3L3bGbrtKS6JSQ8XtQZjQad1SDb9JxVIgwUZBYQE4/yJKBxQNMQQcKQFnAMyzE8x7A/iKU5luZYkqYwWAtoChUEAkWBVgsoSsszMI2rcBgwpBaCgAoAFNMgGCTK3OLK7PVn51vbyxdXux+uD3e2pj+73rs8W78833r37mBjY+7sYvfy6mRzZ/Xdh4vy6teUSDrDbIvbCzPr/sm1saX96cX9wPbx3P7O7A1RJc8ymisKfN31p5uzx+vTW3OjWwtjOyv+7Y3J7c2pza2ptc3A6oZ/edW/shZYWZ9YXhtfWB6emfcGpjonAu0zs/0zs/3+QN/c/IjfP5CZmcLzuEEg9IS68mlme21pWXFe4cvs4prC2r6asq6Kqv6a5/WFNf01M9uBzaPFwdH2gcGWlSXfxflqQ8Wz4tT48pT4tea65zGhlbnpL3Lv3oqy3Ao3pcW5X2QmARxDSAJjSUKgKJkmJQIXUVRAMCMrCjgjczoc51VaNirxfnX7UHXPaHXPaNidB6igkDwvSqzMUSaOCZLle1G37YJNQOVwT1xFVfPS1u7Fp08rJyerR299s5utvWMdPSMTkwtrq1trK+uL07Oz/knfwFBlyevXr0qbGlr7e4Z8o1NdrZ3/8Od/MtPfqqCaWyFup9mKwgTLyTq9JSnhtlmUmkpfXq1MrnZV7vdXvB99895XMfMmbbw89Xy8bt/XuNRTuzrStTE5+jr/KaFSUxCCAkgh2dsRUSEGAw9BRobhKPIP1qlwHNfpdCRJQhCkKMoNXTAMaQCgCfXt2zEZGXdS7yWnpd/Jys50h7hgGOI4xmbSMyTCYbBNL0ikVqPRAM5a1D21fv2L0YXtvMLXJrMjxB0m0DwMYbCWgBASwigIoyCMhHBci6E6vRgVGRrqcYV6XJFhbrfTEhrscDstdouiiJTMEQ6zAgHAUwiFAQ0ABoUWJJxicIpjOUknSnqOExiCJNQasyQIBKZWAVrWQYKcW908unk4tXb0pqnb7g43GK1Gg84gcW6zbOLRaKchIdyWGGGPDrWEBZs8HqvDadbpRY6lBYb9UfSPIhkChTWAIRGdRJOYGlIBHAEUrsJhgGgATUBaLdCowU2iQtYJ61vL15+dn5zuXlztfvH56dnJ6rvLrc/e73/84vT9Z8en5zvv3h9/9vnbi7cnHz5/19jWgNCw2WXwzY5OrY5PLA5Pro4sHUyu7Ph3t6Zbq1+9yktvKH8+3FEzPdB2vDp1uDq5tzRxE6zmZwYmxjr7+utb2svrGoua2ytbO6s6uqs6e6o7uitbO8oaW17VNRYODTf19tU0NZcNDrX6hrsfZ9/jaETANQwAmVFBrx+nN1QWNLdWvG58lV9XkFGWnVP7PKMit6KvZu189eDt9urm9MLC2OHu4s5moK/19ev0hMJbnpq7CVXpSZV59549TPD2Vg31VXfXvax8kgZQFCUw/AYqiSJ+hApRCIqBMZ2gZxkJQtiwuLsvqpqfltXFZjwR7KGkYjZYnQaDyawooTZ7dJD7fvwdj8lFqon7d7I6Orwnlx8+fPuLtcPT+c3jmZX9vpHpqrr2huau8Ynphbll/3hgbnL27PB0fHisv3dwZXljYX51enp5eXFlfSYQbODdZp3VoGiAWpYMdkewJzQyMjyKhqGONyXfX+58t+1/O9Fw0FHw2fib2doH/qoHO32l+0N1k03FO5P9i6P9Oel3CI0KBQAFKh3JZsQnuRSFgdQmkRcY+l80KN0wRpKkIAgIgsAw7Ha7IyIieJ5HURiBVSgKbsVGPMhITUu/cyf1dmraXb1RxzBUUJAjLjbKIAu4VmXgGbPMmsxWQJqfNI3NHH/VPr6c9axYMTkc9mBEi0NqRAthCEphOIPgDIxTEEpoEdhi1j9IS3mUlf409+Gr50/Kip7XvSl7mf+4svRFdXlRyYunxYVPGFKrk+ibWhDDICim0WgBBGtwHKcIGtdiEFDhsNaslwUaV6sApyiAlx+8ae7ZOB7bOK7uGNA7PAazw2QwKjztsemNHOKxCrEe8+2YoNgoZ1SEPTTUYbUZBP4GoX8BFSkwJIXBkAowJGLUCQyphTWAQAFNqDkaoQlIFkiKRHBCywsUy1Mmi351Y/H86vj0bO/4dOv6+vjibOv4cOXD9cHV1d7h8drB0frh8cbJ+d7R6d7B6d6bugqMRe0htvH5sfWjlY3j1c2z1evvLt9+PDrYnWurKXqaeXu4u2Yl0Dflbd6aGTpen1wY61mY6Fuc9M5Ne6cnvWPj3QNDrb39Td7hNu9w28BQW5+3ubO7trG57E1NweuKJ7X1xY3NZfX1pV5vW3d3c1paEk2hRpGWIBCu5+NDrC+ePmhsLi9rKClqKnnV9vpla9mT2hflHVUrR6sHF9unF7sbG3NbGzNzMwMvn97LjvO8SI4pS0t6cTe24EFCaWFGV3v55ETnuLex5uUjACAtihEsy4osI9CEiGMKiRsYyqFIeobW8aIkKRQrKZag8MS7MalZlvB4gIm4aKFFm0pF8YzOZXF5bK47t2Lv3IoJMhkKnj5bmF/Z2ztb3Tw9e/fNwvrhsH+xxzve0NL7uqKuvr59aHh8Ynx6c2N3bnapp9vb0d4z5guMj012d3nbWtrzsjN5ClEElmNpSVJMZqvNGkRRjNNqITUgIzbsYtH35+fLf/9h/b98t/dvzgN/83Zqtilvuvqxv/zxdH3RfHf96vRQXEwIRWlxRI0CEGmxpkVHO0SBQdUEriUJ7KeUOvUzU6vVFouFZVkAQGhoaE5ODkmSCKLVG3UaLXCHOBNvx8UlxN7PSI9PjDNZjJIkcBxDEBiKaGGtCoc1FAZjNA+E4KyG8YHND12z+0nZr7KelUTEJCMwiSE4AeMEjJMIQSIEiVAUSlMo6XHbC589zM5ISbsdU1Na+KYoP+deyuv8vLbayvsp8fWVJSWvnmm1AEYAycAUg6M4huKYFtegmIpENDSkoSAEhxE1pKIFCoIAwyAkz2sUS1RFa8ni0dDx58+b+uTgKIji9XqjUeYlHDLxaIiVDXdJMZHWuFuuqCin220x6UWRpRSOk1lW4ljxx0T6jRiaZGj8RiyJsSTGEihDoAisQhG1wFNABTBcy/EUSaEPsx9cv788ONy5uDy+fn9xdn744f3lN9989vXXHz7/4uLbX7xvaqmoqik+PNn8+NW7k6uDzz99sAVbXeFBrij3vUdpKQ/vfv3r7/7i93/1zR9/tb0+Xfkqu7mqYHasfXakdW2q73B1/GQjsDk7dLQ1u7MWGB1sS0u9lZQUGRcfcftOfEpq4h/Uq5KCotLCV0XPnz57fC8txRPqEiUWRTQ6iY0ICcrOTHtd+rKmvrKmsbqmuaamra6pp6Wlr617sNvr845N+mbmJheXZldW50d8PZ2dtW/Knr/MyyjISX9dkFNfXdTZXj0V8AYm+iZGu8cG2gHQoghBMhzLc4xAUSKOyQRmpHC7LNpkSS8IKIzBOBWZcLuwrKa4uiUlO1/DGFHWrLdGyJJLJzqMktWmmGKCXfGRITa9kPsoY2LMv7S0FfCvzy8erG6eBGZWh3wzrZ2DZZX11XWtg4MTExNzY+NTE/4Zb/9wZ0dvX+9gV2dfa3NHV0d3bnamwBI8xyiKJIqyrOgNBpMsSnqRE1D1w/iwkbqXOwO1Z6N1v1js+ePtwf/w3dZYdWZtuqc7L3m67tVMZ/VwV12wS6/RAp5B7QIf53Bkxd26HRaiEygEVVMUQVHUTyXgn+IVjuM3Z6gYhgkLCysrK8NxHIK1GIECCNjdjvjkhPCYiNikuJjYaJPFKMuiIHA0Td50wZEExjIUIeqBISq53Nu2dNkY2I5Iy49IybKH3EJQCkNwEkZJGGVgjIEJGiVphKFR0ijzd5IiYsODIoOtT7Pu5aanJEd5njy4l3c/NdRuyn2Y/ijrnkoFIATgDEpyFIpRKEZpcQ2KAwYGnAYwGi0OI2oUonUMBAOChAiGhc0uz5uuzMDWwMU3uS395phkyeZ2BrltRp2IaXgUhNr58GAxIswUEWnzeMx2u94gcSJDKhwncazEsTz3/4PqR65IhiZZkrgRQ+ACT4sSq+gESAu0sArFIC2sCg1zV1SWlleU1DdUN7fU19VX1dVXNTbVNjRWt3XUZmWnJCVH3EuPKyp91tRa1drdmPf8scVlJnhCMEtAA9YOt//2H//9p1//6pd/+svRwbaip2n9bWVHm4GDVd/u0vDW/MCSv3PG17EyO7C+ON7aXCELOIarKRoDasAJ7B8UBGtwEuNFTmdQ9EadrJNYniEoHMFgmqV0BsVsNZmtJoNJr+hlWSeJsiApoqKXDSa92WqyOayOILvTZQuLDA4JcwS5zFabzmyRTWbJYpGtViU01OHx2D1uq9tpAmoYQUmK5TmBZ3mSFDBUwlEDSZg4xiIKJlnmGF7Rme4/fNzQ6W31jt5/+gqVLDCtlw1uWXLqZbtRNNkUg1OvxIYHhTqNL57nTfoD2zuHS4v7C0uHm7sXCyu7U3PrvQMT5W8a3tQ0e71jfv/84NDY2PjUgHeks6P3Jl61t3YNeofqqyvDQpxGRXa7nLKs4ziBY3iTTm+RRQYCgw3lvzxa/cXO1Hdrw//LN/v/7a8/2xkqa3p6qzw5qO9p6kJDyWp/00RfU/q9WAQBuBaQAAgAuDjeJUkCjXIswbI/LP9+Ovfx00kQURRNJpPVavV4PLW1tRRFQbAWgjVqRKOYdLFJcXEJsXEJsfGJcXqjTq9XJEngOeZmnvEco8gib7RpHAkRz1ualy46Fo9vPSwyhMUrNo8WpVAUJxCUQjAKwSjkB6golEyMi3qUdTf9TkLG3cSKl/lFT3PyMu7VlhaXFeSnJcUXFz57kpdNkDBGamFCq0EhFKNQjIAJ6AYqHlIxGi2hRWAS5U2CFgEwAlCSopyRIRXdUa0Tg5ff3qtoYpzhMKcQJEuhWloDCBVgEcASgGdVooTIMi7LtMLTMkfLPCfwrMD/ABXDUD8XTZM0TTI0SVPEjUSJ1RskWeERVKPWAC2sQlANx1O+saHllfmt7bWd3Y3tnfWV1YXFpdml5dnN7bm4hJC+wZbJ2aHXFYXbe8sbeyslFUUAAZwiECJz/3H2X/27v/+Tv/6rL/7olx+//mJ9OVD7Oq+v9fXyVO/saMvKZPfO4tD2wuCMr2N6rGNvY2Yq4A1xmXBCI8kcgkEkTfxBaREIxRGCwmmWYjiaZimSJm56smiWwkkMJzGCwimGJGniZtiNKIa8cd4IxbUEhTIswXIkzeAYrtWogQoAFNGgiAbTqlFIBSAUIyiS53mBZ3kK51FExBCZwBQS51FEx/N6xSCIOr3FERwd74lLtoff0rIyJVp42c6yJoNiM4pGkyA6DdLdhPC02zH1NWXzczOHR2c7e1fbu1c7B2/Xt0+W1w9Gxufe1DRXVjf19/v8/vnpmcXJqfn+vqGO9p7BgdHhobGhgdGAz+/t7ki8FcmTpMNi5pgf/iUdFmuIzcKqga+l9o8vdv7n769//2H7y+nOgRcp43WPp5qfjZVmj5c88lfkL/XU+7rrc7PvwhqAqQEDQGpI6JOkZLcoCiQs8BTPsz9RJPxoN2cWJUmyWq1OpzMoKCg3N1en0yEYStIESmEkR0XFRd9LT01Nu3snNUXWSUajXqeTRYHjWJrnGEnkDXpFtgZhIXcsWRXlEzuNM3uxOSWkJYTW2SGMQjECRzESxUgUo1GSQkkaY0mcUgT2JvunF9lQh9Wul80SH+Nxx0eEBVmNibHRsbciNFoAE1oNrlEjGgynMYxACQjHAQsDAVLxGpjQIhhDCGZRiwAIAjBO8CGxnrIuw6uWsQ/fp79p4VzRGlpUaxAagy0CZRFRl4lymEizkdQbSEUhZJnWCawisKLA8Twr8CzH3bT0U3+QK5omaYqgKALFII6naAa/gQonYFFiKRqbnvGfXxxfXJ5cXJ68u744OT04Ptk/Oz/c3J6LiXUdnW1cvT/Iybt/8fbo+OKwobUeJlGUJm3uoHdfffmrP//tH/3FX/7qt391cHL84e1BV2NJR/3LkZ7qwfayhfH2/ZXR3aXh+Ynu8cGmzWX/0cHKi+ePGBYlSIRi/hmGf62f8Lh5cUOX3qjjBBYjUASDb1giaQLFEV7keJHjBBb0lfAAACAASURBVJblGYajf4YWRVDkTdc1iqIwDMOQFoa0OIrhKEZhOIXhAMFQiqEFQZA4lqdwDoEFBJEwjIdhGoYUjjPojIKoU0w2hyfKHh7NmSwqkmZkk84YpFccZp1VoBiJwt1m+f6d6NzMlM622rnZ6YPD07OLL8+uPu0dXW/unq1vn4xPLtXUt72pae7rGx0fn11cWp+dWx4cGO3s6B0a9I2OTPhGJuYmZ/u72lMSbsEAMAROIKjAsIogBllsNKQJMSiVeQ/LMlNOA33f701/Pt3zYabreLLlZKp9uibfW/BgtOTJSk/jlLe1+Hk2BACHakS1uvJhTmvhqyCeVyiCIVDhfwAVRVF6vd5qtZrNZrPZbLfbg4KCCIrECBSjcZzEQkKDE28nxCfGxcfHKopkNhn0P0IlMLTMcwZZEkx2NDhFuPviUXugeHA+5nEJ7QjDZIsKI2GcwDCMwHACwymUJHGKxFgCZ2iKQGA1pAEkqmUIFNUAVAMEmoAA0ABA4CjDEkAFYAKBSRSjSBwncRzHSA2OAw75ASoSRgmW5PWcVgsgCGgxXApLCHndiT983bR5lVJaJ4fGw6xerUF4CncbpSADGx9mjfLog12yzS6YTLzBwJsU0ajIgsBxAsvzP0wmmv2BpRvAfj47b9BSawBJoQSJaGGVBgIUjekNkiAygcmxs/Oj/YPtvf2t84vjk9ODq7dn5xdHTS0VhS+zrz8/fv/xpKzyxchY/4cv3ze1NwMVUMzm/ZPzf/ef/vMf/9lf/+LXvz04/3B29XZ1MVBVnNPZ8Gox0L0x23+2Pbm/MjrRXzvW3+AfblmaGT4/3fQNdzucRgTVsDzFcPQf1E38uYlIJE0wHM2LnCgLKI5AsEalAVoEuvGTNIFgMEagGIHejP8pjhEUyQsSw/IkSaMojiAYhhEUQTMUi6MEjhIUStIYBTACZxhGFDiZ5zgSYxAtC2t5FKE0apEgjZIi8pJOb05Je1BUWf3qTXVEYhLKCxBG0ZysyCaRkVgEdVl0L3IflBflvH6ZMzzYNj83tb2zd3D8bv/4/e7h1fr2ycrG4Vhgsb6ps7ahvb/fNzIy6Q/Mzs4t+yemhwZ9I8PjA96Rgf7hybHA/JS/tqw0xOGQWZYjKInj9YIkUzSPYuEW8+nS3Fd7azMtlbONJd9vT//2fGW09ml3SUblvcjiWHfN/aTuV7mDLW8qXubBACgkSgOQZHXcDwnjAJBwlES13P9g+YcgiMlkslgser1er9cjCOJyuRiGASqgxWGapYxmg8VmNpoNVqvZaNSbjHqdIvEcQ5E4haEMgfM0RQp6YImR04oym8cq/OvPWgbjHhcIDg/QIjBOYASO4ziB4SROEQRF4CxJsKIokiTOcZxOkTiGZWhS4FmWoXiOkSWBYSiCwoEa4AyhJRCEwHGcJHAUJzQUAQT45un0EK2FMRonBFSjATgCEBSXPHHu4jYotfDZ0EJKaYMpOgWgHAAQjaIug+w28RFOxeMUnHbeYuVMJt5klC06ncWgv4Hqp3/on0PFsvSN5yeuKIbECZjlSI6ntLAK0oKbt0aTsrwy/+764uBw5+h47+rt2dt3519+9dnxyV7K3Wj/ZP/Fu73Ld4cr63OPcjO//uU3LR3tdpf74t2H/+v//n//8Z/+6+/+7h8/fPGrmYXtb7/7vr+joSAnpb3uxcb84OlW4MvL9Yvd6cnBhsHOqrX5oe3VydPj9bXlqaTbMYpOEGXuJsL8a+kMiqKXRVngBPbmV9x8fwSDURwhaeJmjMGk1xkUWScJEv/TturGbzQbjGbTzRaNYyWOEzhWYlmeY0SW5miSYyiWI3me4gBBYCxLSyIv8xxHEAyM0FqYRVBCrWFxUuYFgqBwgnGFRtzNfJiUdj80NhphKQBBag2CISSmhTkMSYhwT412tzcWFxdkDvQ3zc4F1je21jaPZhd3dg4ul9b255a2R8bnmlp7Glu6vd6xwcGJ8Ynp+YXVhfmVhfmV1ZXNqcm5vp6B3o6ewOjomLfv+aMcp9ms40WJ4Yy8BAOAAFD9onB5ZGDbP/zt3mqgrrQl997XW1Orw/VzvVWTtUXNWXcbH6a2FeQsDnf1tlSTWmDm6SCajdWbUixOJ8XyMEwhCE1SfzBRodVqTSaT2Ww2mUwGg4EgCL1efwMVjGp5kWM4mqbJm7llNhuNBp0iixxFEgiMaNSwWoVpNCqUBrJHn1UWV9ZZ6J0p7Z980dJjDo8FEAyT5A9QEQRBUDhBESRHkCzHiyRNGYxmh8OhKHqr1epyuSRJCg4OjoiIkBQRxREAAYzG1YhGi0AkTpAEgpOqH6DSAhHSsjCC4oiWUGlUgCE1GEbwQdHuly2auwUPu/z5naNJua9I2aqBMIMohtvNEU59YoQ9LtISGW4OCTHddNNadDqjIvMix4g0I9K0QDEcSbMEwxI3WwiWI288JEeQHEGwOMHiDEfyAi0r/E2iAsO1MKIOjwjZ2d348Nnb45P9q7dn1+8vr99ffvHlh5lZf8LtyKOzjaPTrfOr/Xcfzh7mPDg6OVxaWT4+v/p//vt///0//E9//pe//5t/84/f/fIvP375px8//7a9ofJF7l1ve/nW4vDe8sj10cLF7vTCePtob93yjHd9cXxzfXqwv81q09EMDsGqn8eWn+tfR54bDyewgsRLiijKwk2Y+jEo4QSF/4u1IsPRMIqgOEYQN+VNmiAIAiMxBMVRAkcxEiFIFAMkif8cKhKGaS3MwAgK1KgakljRYDCxnETzEq8YSEkEGgDUACUJLYzCKi2qVnOINjrY0vim8MGdcI9TKCt9MjU9fnJxefXhq+Pzj1t753NL25Oza0O+mea23pb2Pq93rL/fNzu3vLS8sbK8sb93/NmHLw8PTgf6h+ve1D7PzW2pqSrIeWyRZIFiOIKyynoYAEYL9Tc2fHFy+NXR3sXi9EpvS09RXvWjO9c7U2ervvX+5qKEiGdRIdXZ6SsTAx315QYONzNkktWRoDcnmx3RBjMBVDLLkjjxB1PqMAwbDAaLxeJwOG7QuvETFI4RKC9yKI7QNKkoEk2TFovJaNBJIs8QOKJR33TlQQAAFQJkj3i/mL2dF5RddPtlTX5DhzE8FuAkTJLIj1Dh/wwVJ0p6QZRDPGFR0beCXMG3YuNT7t5xBDnT7qdnZT8McjsZjkZxhOJpCNZoEYjGCRpHCAL8f5S9Z28raZagGZJIhveGQU+KImUo7733hjL03ojy3lxdeenKe2+ud+kqqzKzTFdXbU/3zGKwi90BBg0ssB8WC+yP2Q+RpcrJzOrFCg8CZCAgCJAenfOe97yHBArwIKCUAUKKnFKACjA5WTqLRSpQGKNNuVbnhLzGmekc6p1Zb/EOi6k2nGDVHKehMA4BtIxCK0BaNa7VUlotp1ELWkEQlTzFkwT/d6nIv0lFU9iTVz9KxaAoheAkQpCIUmSTUwAIlmE4JFck1dZV3t5dfvr87uWru89fvP/0+d37D68/fHwzOjbY52j/8jevP3/1+utvP374/GZsYnhja/0//et//l//23//p7/86//yv/37//F//j///u//97/9l//+3/73/+vVy4/xgMPf33i+t/D9l7efH/c/PezdHT9fmQ6uzMaWZiL7Wwu31/tT4zGaQTRapUoj/KMFFYSACAbjJEbSxFMQxghUAckRDJZeS5qRNCGI/D8qVDAcTTE4RREkhVIUQTM4x9ICT2MojKEgDkMYJAcYGmdonCUxhkAZTPoHhJEwisggWAbBIIKiOEkxrFJU6fTaVCNMogiFYQQOgqAMAEAAoEG5loFbq/MrCo0dTUXDCc/S87m9o+Pzm5cH54/L6/vj088jg5NDY/OrG3vnV4+Pjx8eHz+8efvpw8ev3r399Pjw5v7u1cX5zeL8c6/D01JXF/K6gm53UU4OCcOoXM4RhIqiCVlKRU7OfGLwq9vrbx9u3h69OF+adjeWxd2tjyer6wmvszQ30lCR6Go+Wp3bWZktyDBpCTRPUGXjTAGnogGAlsMpAMDSjDR/QmqqkJqVYBjmeV6tVut0OpVKRdM0QRA0TfM8n5KShGEIz7OiKHAcQ9Mkx9KikodkKRKwXIbIZKhcjsrlSRAB6PLpOjdfO1AWmGiOzZjK63G9BUiRyxAERBEURTEMQ1AcglG5Ak2RwYJSQzOCTp+qUutVOr05PUNrNJjTrVm5OeZ0q1qrImkCQuRyMBmEUmBELlCUQOMcIxcoQIUCGihJBYIchMhSgBQZQECAAgBgEJFxJqLaqeofh4paMzvceY19mGCEYILBMBgAGAiAAABOAVAYIEk5x2FKgdHwvKjkcQZDaBghIYxGCBrBcBDHQIpERJ5SCjTHkxSLkRxO8QTGoiChoBic5UiWIxVgMpAEQLBMASY3t9S///D6y68+3j9cv//w+vziWIpUVdWl03Oj3//hqy+/ef/d77/+/NX7s4vjjq72b37z29dvPvz2d3/485//7Z//+X/+0x/+82+//es//9N/3d853lqeHQ7Zl6aCq3PRl+dr9yfLu8vDmwux59ORzecjm8uTL7YWOlprSsvylCJL0tjPOuyfeMpXnwx5CkdSRHoKShJPN396n6BQjFRo9GyqWcNwsClVnZQCaDSsRkNTFMQwkFbFcDT0c6kkowgYR+QwpIAhBQzDKI6TNMMJSpVSozakGdUGlVLJUwQJp8jRpGQNhWWnquLe7vaGgp62spmp6Nb26vO19WcrOyvbJ3PPNqfmVqfn11Y2Dk7O7x5efXz9+rMk1ePLd+dn17s7hzsvDrY2d8dGJnt7+ipLS3yugcFQqKGmWisINIpyBMGTpJqh8JRkCACMDN1UXDAV8Bwszo4HnPOT0Te3B5Pe3nBT9aJvYG9q5Gp3dSTsyjCIVpFvzclvzcyt1KYpAYhHCBxGBI6Xan3SfD+powLHcZ1OZzQaTSaTVqvlOI4kSWnEEkFgDEPxPMswFEFgGIZI1XNYLpNAFHJULscUCkyhSIZJmaVcbAnSlXZDk8PS0Etac0m9BUBxGYLAKCKFRwwjYARTgJhMjtCMgOG0oNSwnMiJKq3RJKhVWqPBZEnTmnS8kpPqtjCUgqEKCoMFmhBplGdSlBSgxQAdnKyFYB6G5bIfpQIBAJZByZQOLrGzHYNYSUd2dyCvsV9OqlJkME/SCABAAICnAAQEUEQyxyGiSKlVvF5Ua9QiSiEIDRMsxikpQUkLPCWwUrUdF1iCYwmawUgGxRkUpiAFLscImCARkkLliiRJKhBKaWtvuru/un+4fvP28frm/OWruzdvH3d2N23Z1ldvb99/enlzf3Zzf/H46u7h5e2As//9xw/xwaFPn7/+T//yXz9/+varL374+P7bLz798Oru9eRg8Pl05PZk5f393m8/nH9+3L/Yndt+Njg36psd8y3NJtZWpro76vUGJUEiGPHruZ8Ui34m1ZNXvyYP/rObfwtcKMmAFTW5ufmpWdn61vZKQUSycwxZNl1efmqWTZebbehsrwI4GmMplCUxGkcoDCVRjIBxAiYxEIdBDFKgoAKFYRTFCJKmaJYSRJblKaXAqXiOAhEQAFAA0FHQcLCvpTa3qiQ9HOx7sbOxsrGdGF2IjSxMza3PPdtcXt/fObg8u3y4uX/78PD+4eH9x09fX1zerSxvzM4sPl9aW36+PjQ42tXRnZWZ3thQY+/sKCstNum0PE3hMCQDABkAsAhqElVWvVbL0FqazNRr9Ty1t7f6eH/cWV1khFMK1FxrUc7e6lzU12tL02brNc223K7compTRhopqCgehTFBEJ4maUpqSeUKqZJuNpt1Oh3P85JvFEUplbwgcBxLEziKwCACgzSOKVkGhyEchggIImGYhmAGRhgYgXAWzqg2dMTYCjuaV4emlySJRkyTKidpOfyjVASGExiJojgMEaACQ2ACVKAEzqAYhZIUzQs4TTFKVhB5lqcIEkFQOYrISUzOkbBAoyqaUDGIwCarGMCAA6loih6B1RiGQikQBLAoAAIAlAIDmDYlrx1tCPC1A+amgdSSZhmhlskwBiMgAIAAgJABJAxQRDLLwtI4VDUnKHmB5AhSICieoGiUJGAKBUlQhqYA0qw/nsIYGiNIGMTkMjRFjqSAsAyCZQiqkMkBSSoIlnV1t33+4v3LV3cPjzcnpwdffPnhd999Ewr7Ghpr/vW//PXlu4fP33z84jefvvvh29//8bvx8dGzs7NQKDQzM/f29YdvvvzdH77/y+vHjwe7Z4c7ByFn1+nOwsfHg8eLjYVR96C3dTzSMzvkmB/zz4x6VxdHX2wtSCV1msF5JfOPqn8/q6/8ciPrp0b99MmnPJCkCZJBCUZmThea20rT0oX2rsqyykyaSS4ptZaWpZvTOAwB6mpyAY5GWApmSORHqRCCgEkUJlCYQCAcVKByGaxQQBAEwSiC4ggn0BSNCQyt4XkRpymZQoNjuSZNc1luWV5qXqauq71ubW1l9+B0ZmFraGJlZmFzcfnF8vr+ysbByvruxvbh4eHlxcXDxeXdi53D50trK8sbOy8O1te249Gh1ua2jAxrYVFuXl6ORqPCUBhFIAJHSRRBQQWFoRxFKllGoCgNz1sMBotJv7G78urNVdTVq8cVajnAJgMbixOx0IDFJGboVGUmc605K4tSGVCOwzkUIRmGo3/y9TSrTKqkazQaURQ5jntqDmRZmmEomiIIHMVQGMcQGsc4iuQokqcpgaKkw50SFK8BrZX69ihf1Ydm16CWYkhrgQU9kKKQwwgMwziKkTjB4DSBkVKjjywZlCWDCjmiUEAKEAZRRIGCEA4iGIigchiRIUgygcpYUqFmUT1PaBhcw6BqTqblksxUsoVQmAlcT5EcjdE0rGEhUgaQEJlM6GW5bVCtV9caJHLqcGMezBpwnMdBGAIAUgagSQCmADAEIAgZRSIUiTMYQWE4zRIUTxA0AkMpBCzXsJRZpbSoRbMoaGhSIFCOREkCVsDJySAgR1JkiqTkFEABJsvkQIoMgBE5gir6B3pevb7/+Ont6zcPnz6/+/DxzcdPb9UaobyyJBD2VNVX9Lt7Hd7+YNg3MzcZDgcTiXhfn12n08Wjg2cn53s7hxtr2xtr2xvPn6/OjX755uz9/d7pztxAW0ljmSXsaFia8E3EHc+mw2vPxrY35zvbalFMxrCEUsWxPPOr/GyN9DOvfqnQ/+ASTfyYRrKYUoMLarijuyrDpq5vKmxuK+V4eUVlVll5hi1bC4NAc2MRwFEgR8IsgTA4QqIIAeMoTKAQicEUDBGSVDKZQqFQQBAEwyDLkTSDqwXepNEZeQ0P4zwIanAkU8tl6DmbRdXV3rC8vLyzf7a0crS0fiJJ9Xxtb+H59tTs88mZpcXF9bW13YnJubn55+tr2zsvDtZWt8ZGp7zuQE9Pr0anTbOarRkWtVZFkIj00dooAknb/ALHa1Rqo9Go1+sFQeQE/tnW87O747DP0VpRVJFuLrGaDrae+TxdBJqcphHqs3PqrNl6GU4AcgImKZJDUVxa2PysXCEJJokkFdyltzCkQGAQxxCKxKX+HZYkaBzTCoJWEPS8YBCUEkalKGhMeGattjkkVPYROXVCTg2fXoDyeiBJrgBhBIJJFGMIkiMYlmBojKVQRpEEgskKWbJcLpfLQYUclIGwQgGlKMAkBQhAEICjAIslqyhQz6EmJaGlcS2LaIQUvZBkZWWZNJhJk2aW1YmcVkVZtYyKgJSUEuLSwIJOrM6vavQmGQtTBAvE6AlCZDCKksnUJEyDAIUAFJFMURBNoRSJ0yhOICiMyRFKAcFJkBzQ8mRjWVHc2T8dCVZlZ6arBBGHBRJmSAiEgGQIUKAyBZSSlPxjI4UCTEZQBYqBbs+AlPtdXZ9JvRTnF8c1tRX3jzcnZ4cbO+tbe5uLKwvReMgf9ITCvtKywqnJ0SQAgGQpqXpdW1Pj7OTEcDzWUl/9cLH74eHwYGPycHNqLNwd7K8bj/QsTfgCA01LM5HF6fj0ZFTqqEBQBUbAP10X/ZSnYPVTr37Gz0T6u0sM+bd2JwIjZWo9qdYS6ZmaTJtOVGO5eSa9gc7M0haXpGtUWEdbJcBRIEsqGBymMfinUqEIhcAkqEAVCkihgEAQRBAIRWEMhzAUJlFMwCmToM3Sp+bqDVkasSI7TUNDIg12tDasrq6vrO8Pja5Ehp6NTCxNza3OL23NLm6MTy0mRqaHh6fHxuZi8ZHxidm52WcjwxM93f21NY3dnb3xeKK0siIt00KwpByUgbAMI2AIAZNSABCUszxjMqdqdFpBqWKVosmS0drdvXGyO740mW2zeuwdAXv7yvTo9flOW1tVCgDolXRbSUlTdmEGrWKTMRKhFSAKgj8eT4RhWKrFPdkl7ZEjCEKSpCSVNNdFIU+BIQVF4iLHihzLkgSBwD+TyqgUjUpRqTaxec3qOh9b2k1m16rz6tW2ElwwAMkgCMIYBFMIxhGUQHECxfGEwBIcpkBIGIXlChSBUBRWQCkYAUOoDIKTEAQgMIAhkkVKrqFBI4uYOFTHYDoO1SvlRjEli1Pk8GgOz6YrlSatYNLz2amiiSMMvI4UM7FiO9kYIcvtKanFsNaWjIkKBaVTalIFQcdgOhbRCohGJNVqRiWySoFT0jxH0RAqQwm5QgHIAEDPU87Wpu3pyavN9VBHe2WGVYMjAg4JNIphMgUMILgMwyGZHAChFGkLGMVADIf8Affd/dXV9dnjy9u7+6v3H157vA5bdrrD1edw9UUS4aHxxMrm8vrmytrG8vnFcTDkdTn71CqOZ3AMlmlEVqvistPNY3H/h8ez25O19YX46lx0ImoPDdRHnI2joa6go3ltMbE8PxwO9nE0xAsETsA4ifyjQsU/ygN/ZtRPdXrqG/zJfhcJockKGJCDAK/EYBSQg4DJpMSwZJoGTSYliaXoNQzAEwqe+LlUMESgCIPAJARiIAhDEIKiKEFgFI2xDEHgqDwpGUlS5JptMWdga2Z+e3bW192aY1anG0X3QO/a+vbztYNQ/FmHPRaITIRi4+H4RDA65g8lfMHBUGgoGh0dGZ2KD46GgrG+XmdVZV1uTmF1ZV1/v2NsarK1u12bqpfB8mQwCSFhWmBYkdPqNSZrak5BfnpOTkZOvtGSoTSkltY3rJ0dDETcJaX5z2fHL3Y33t6evXw4qazOS0oC1CzeVlJSbbHliAZORtAEDyQpIAh50knasHoKTZJXKIpKH1Pw41x1DEFgEALlKAKxJMHTFI1jGARKiZ9I/j3309AMzWnwjBqmtI8v6ebzm/QFjUpLPkypYYQE5RAOwjSKCzilonglzSspUSAFHqNFhiNRTOoMQjGQ4QmcAgkSpCgFTytERqFlID2jMFEKA60wsqiORwyi3KRKzlYq8pRonpLPVquNKtaoZW0mZSpPGgU9KWZiRX1kfZiq6AWt5ZS5UE5qkpMxvajN0GoNHGFWUalayqjj9HpBq1GqREHFKnmaQTEFRcMICCgAQM+Srtamnempy7XVjdGRrrJSPYkpMUjLkxyNYLgcp0COpyBYhmIgwxIkhUrHmYMh76fP727vLi8uT25uL968fayrr4rFQ9OzE8OjQ9GhmN3R6/S57H1d7Z0tDqe9uaWusaGaZVGaAAUWs6aqOAosK8p6vDp4/3B8c7x68mJ2dsQ96G3199YE++tGgp1j0f6V+fj26nRPVx2Fy9QalmZwTqAFkf9VfibVz7z6ZYz6mU5PaaRaq0QwUKNV8gJNUqjBqOFYUqMWOJZUq3iGQEkUAngCYgmIwWEKg0kUQWEM+VEqCoFJGMIhCEEQBMdRmiY5lgRTABpFRZKxqI29jR2bM4t7i8+mw+HxgNfT3R7zuZcXFzY3dtc2jucW90PROac7bu/3tnU6GlrsTa293b1ety8ejY4mBsc87oBzwBX0h3wef0N9S1Zmrt5gdgeDsfGRicW56HCipqlOa9IRLEnxtNFiSrdlFZQUW2w2c4ZNZTKLxtSmnu71o722gU63p39+Zvzu/HBlfvz6+rC+sSwpCRBZvL2mKt9oUqOEAkimSA7GKQTFpZSPIAhJHqlNSaVSSbP+SJKUepcIgoAghajkKRIFFTKFPAmDQAqDCQRGQRmFIBQKMTDCIBCLoCwKswiKE4xctFK2akNpa1pZi7W4TjBkyGAcRjBQrsAgkEZRniSVNCsynJIRBJoXGU4vqjmKFJW8oGRIClWqWZrBWA7jeVzkMS2PallEy8BaUqEhFDoO1wmYVgWZ1FCmCslWUzkalU2nVQm0RqStBqWWJ3VKDalMo/NbhGqHqX4AMxew5nxCMMnluEDzJpXSrOYNIqVX01oto9awKpHjOYYlKRInQCiZomESk2NyIFOvTrgGrjfW3x0fXa6tuhrqDRSuxCCDyIg8QVIQSUEqNY9iIEEivEAzLIETME7A4Yj/4vLk4fHm9Ozw/YfX6xvLaRbj/sGLDx/ffPj0/uW7V/evHz5/88Xb92+uby8ur8+++vpTVXUphoM0g1EkgiDJokj5/QMv78+2lqefTUXXF0eCrpaopz0R6Ay7mgMDDRNxx3jctb40Xl6aBSsAmoYRVCG1KeEM8R9fCQrH6J/0W/3CKKmJ6Wc6SR+6RDGkMdWA47hSyWs0GpalOY5jWVotqpQCp1KKLEMBDI7gsAJRpKAIRBEkRZAwjKYkgwo5gqI4RdAEhsMgBIFyAkcFhgYBgJDJtRSXpdF3V9cNO1yRnp5Rt3sqFLrY3n51eXV3cfPq4cPj/eedF5fzc1vdHQPdHX1NTT3VtZ1tXZ7BkYX1zZOjo6vry7v15ZWpkZHJ4eFoMNTU0JxfUJpTWFrfYa/v7I6OT57dPVw9PIQGBxUIqjMZU9PMeQX5BUWF2fl5+lSz1HrwbGV5Ymq8sCinp7tt58X63ov1g9316+vjuvpyEAI0ar6xrrIgN5PAYRiRg7ACo3FeKchBBZAEKCBQ6sRGMBRC1VUYUgAAIABJREFUYIoiOI4hSVyrVUOQAgTlyckATZNKkSUpRFqIQ2AKishhSKaQA2qBJTEQA2UsgfAUTiIKaX5TZl5eVUtrq72vx+0qLC83p1txEkMxkKRQikQZGudYUuBpUcmqRE6tUqpEQUJ8QsWJKo7jKY6nOJbkWIJn8CeUHKnkcI5DeAYWGJinEI7EaApjORInEZJCWZamGJpR68paezTZxSprLsKqUxAKAOQKEBVFNcewAs+yDEGQMIaDJIPyAiX934VgmUwOKBQArAAoOEXPkpXZmcGezmeDsblIaNjjtOnUWhrX8iSOpCiVJElBUo8SSaEoBtIMzvEUwxLxwfDN7cXjy9vjk/2Hx5vEULSmtuL27vL65vzy+uLy+uLq5vL69urq/vrq/vr64eb64WZ4fAxIAnCaUum0QBKQlpE+MTdzenW2vLKwsbowNhwK+3tH4+5YoNdtbwi52ofD/VND/qOdpfzcVI1IMgzCciTDkQiJwiT6dEUoDKWwp6t0HyYQqbYNYhAiPfYLSKkYxVFPh59xRtLyx7mIBEUSJE1QJE5QOElIa3WpMxOgMBSHpbnYKEszHMPiOCmlfDhOMhRNESSKQDCkIFGEIwhagfAwrsJJNUrkG02d5eX9dXWjbnewu2djeu7m8PzV5ePj9Zv93YvZmY3J8eeJyPBIfDQWGfcFRkODc9OLO+vbZy9eHF8cn689ezY3NjI7Ohzx+Wqqas1Wmy4tq6i6qaG7zx1JrO7sn1zeLCyv6VPNmTm5Wdm2rGybLSfbYDKq9Qat0VTX1Ly+uWHv6ci0mjo7mp8vza0sL+zubFxcHtfUlqfIAIbFC0tyM2xpOIPiDIrRCMHinKiEMFSmkGMEznAsSVMojmEELg0xJghMq1VjGIJhCIJAao2gUvOiihWUNMPiJAHjGIhjIIFDkBxQpACIPInGIIHGRZbUKlmjTrSkGcorijo6m+29HeUVRaZULYopUmQAjMhgRIZiCgwHCRKmaJRmMIbFeYHmefaXCAInIb3lOIbjGI6ntBpBqxHUGl6l5iT9njIcgiVRkuBEJc7SnFps6+nJzMnNyy/meBUE40CSHIJRjlcSFMnyHK/kpOYAhiMFFcOLNMmgMCKDIACCAFQB4ApAwKFMvbqppNDd1hwb6PV3d1jUgprGdAJFYnKVQFIUhKAKDIckG6XaugJMdrn7b+8u7x+uD492X795aGyqDYV9F5cnF5cn55dnF1fnF1fnl9cXFzfXl7c3l7c3V3e3+6enII4TgghRDKCARGNqt9vTYu8ZmRydmh4LR3xOZ3fA2+seaOttr3X3NY/HvJvPpy5OtipKcygKUoBJGA4hGIwzBMYQOEsSHEUJDK1kGZFjRA5nyR93Y2kcoTCEwmAShUmU+MnMgJ/yZBdMIDCBQNIWCg7TLEMz3NM5radF209vAhgK/1gppghp94YgCGnJjmGYVA3DUBiBQRSBSBThMVKJUWqCYlIUGhy3aTSlVqurrdXd3r40Pnl1ePZw+Xh6dL0wtz468mxxcXtzbWd7Y29lZXdqbmNiYXtp83Rr93Jr5/ji7HJ7dXV1fnZ1fjYRjVRVVWkNaazaWNnU3uX0dfS5h6Zmlze2pxeWdKbU7PyC3MIia5YtJy/XmGpKs1py8nLjicHZ2eniojyrWT/Q27k4Nzk3O7G2+mx3Z6OivEgBJpEUkmFLs2amihpOaxBVWp7kCE5UojSNECTF8YygxCgaIUiCoWEUIWmK5TmdQU9QJIpjGIHqDGq1RjAY1eY0vd6g4jmSwCEKhzgaU3KkwBIciXIkqhEYo0ap4xkagzIzzOUVRfbejt6+zqbm2oxMs6CkEVQuKcRyBMeTvEApRUZUsaKKVan5X0VvUD+h06t0epVWJ2p1oiSVRs2rVZxKzYkqVimygsiazEaNTk0LjCHNKKhVGoPeHw4Vl1e0tXebjBaSpBEEY1leFNXSR9rRNEmSOEEiFI0xLE5JLWpgEobJUDQFA5MwOUDIASUGWUU+z6Rvryxrqyg1cJSKQvVKmiEhkSdoGhZVnHSeSgpTHE8RJBIMeW/vLq+uz07PDk/PDi1W097+9sHhzsnpwcnZ8cnZ8en5ydnF6enV2enV2dnV5dnV5e7xsQLDKJWoIAlSqdKmWZu77cbMDFGrSU0zpZr1aWZ9fn5GWbGtqiy3tbEsEXKdHGzcXh329rbxHAnBMpqleLUgqYLSOMYQBEeRPE0rWUkt6QUlMCRPkzxNcBTxk0D0Mxgl+wQtMLTAUDxN8TTJMiTLEAwtgdOUBIxjTwCSUQSOSu3bBEEgCAKCoFwuB0FQWtNLm54oAmEozGAEj5FahhUwXEOSWorSkGRJZmbU7dld3Xi4ujs/ud7c2J+ZWZlffHF4fH96dHlyfLm9fTL37MX00u7q3tXB2cvjs9ubm7ujvRcHm2v7G6sTI4mamhqt0UyrtDnFlQ0d3Q0d3ePzzzZ29ifnFs3pGTUNjTkFhVm5eQVFhUUlxfmFBfWNDaPjY52d7QU5WbYMs98zsDg3OTM5MjE+NDE+VFqST5EIw+KmVK3ZajCkatLSjTqjCsFAguMgisFojlWpaEGFECSMEyTLMYJSVKu0ep3eaCBpSgGBGIHqjTqDUZ1mMaRnpKZZDHqdKPCUtF2uEVklR9IYxJGo1aQrzrPZzEaWQArybRWVxT329ta2huaWuiybJdWsE1WsTi/q9KLeoNIbVAaj2mjSGE0aU6rWnGb4VTIy09IzzBLW9FQJi9VoNKiNBrVBr9LrRJ1WqdUpNVqlRqvU6TSCyGMEqtKrCYZmBN7t9+UV5Hd2dut0BhCE5XIQwwgcx1NSUqRzHFLrGsuRLEcwLE6QMIopcFyO43IcSUEVgOQVA6ZwsDw/1VCYbhZJRCBhncjwDCoIBMcSLEcKSoYXaJrBeYGWpAoEPTe3FyenBw+PN5FoIL8g+/7hevvF+tHx3sHR/sHR/uHxwdHJ4cHp4eHZ0dHZ6dHZ6db+PiOKSp2OFJW8zmBIz+zod5TU1HFqtVKjVqoEhiVICsEwGY6k0ARIE6DVrDUa1Dq9SDO4WqsS1CqMoXiNklMLtJIlOAqhMBCHZYgiBZZLCj0Fq6d4hf5/8dN4BROIpBBGkRIoSUjQPEfzHMWxFMcCKApjGIJjiBSOpG0Z6QWokMllybKUJFAhQ2AQRWEcQ5Q0y+KkmmY0DJsqqrQMSylAs1oTDwZPD49ev3xzeHC2vLy98Hx748X52dWbg/3To+OLnf2L5c2T1b2ro5v3N2++vHv14fr6VpLqxfryyGC0oqJMZTCwGp3OktHY1tnv9i0sr61t7w6NT2Xk5JfX1Gfl5uUWFtlysssqyrOzs9rbW91up8VqyrVZM9P07v6uqfHB0aGw39PncfZUVxc3NFTU1pU1NVd3dDa2dzR0djXVN1Skphlggk7BSZjmGLWWVmkxmkNIhuJFTqVVarQ6U6qo1eE0JYNApUrMycsuLMopKMjMz88oKMgsKMjMybFYzVqDlqcxBYODNKbgSDjDpKksyinLz7IY1eUluWVleQ0NFWVleRUVBZmZpqysVItFl55u+FVystN/lWybNdtmtWVZJLIy0ySyM9NsGSZbhikjw5iebrBa9VaLMc1iMKXqdAY1y1N6o0YQeZVGdLgG8gryu7q6TCaTNNlG2idQKBQcx/A8qxRZtUbQaJVqzY8pLi9QGKpAETmOyAlYTkFySiEjZMl4SpKGIkxKnoVBDoN1Iie1AqpElqRQliOlpZRSZAUlI0l1dX22t7/9+s1Dbl6Wz++6uj7b2Fw5ONzZ2d3c3dva2dva3d/eO9jdP9zbPdrbO95f394yWMwwSYI4noKhuMDnlJTll1eqU9NEk1FjMmkMelGtVIqsUmQ5lsBQhUYr6PSq/MI8fapJm5rK6bSqVBOnFgWN8gmlVpTQmnQao1Zj1KoNGpVeLepUEk8P/AyVXi3xsydZlZJVKRlRYESBVvJPYAyFMRRKkyhNAggCSVMWQIUMVMhwWCEwpE4lGDSiwJAoKEtJBuSyZBhSYBhC4KhOpWYIUurH0wqCkqZJGM5Is0SDocP9o/u7V7t7x8sbuyvbR2s7Z1sHVy92Do/Pri9v357ff7x8883jF79//eX3D+8/HR4fba4+fz4/OTc57HH25uZmK3U60Ziq0ptqm1o77P1t3b3tPX1t3b05hSW2/CJJKr3RYLakmc2mzs72lpamVJMuJyMtPVVr72gK+xzRgKvf3tbb3dLd0djX09rV1dTeXm/vbbP3tvXYWxubqnQGtRwnkxBSQXKszqBOtXBaAytqebWOYAWCFUStjuJ4nKYQAs/Ozenoau/qbGltrW1srGxqqmpvr29rq2usK68qLyDgFJaAlAymVdIZJk1ZflZDZXFTdWlnW31LS017S21dXVljXXlVVVF9TWltbWlddUlNTUlddUl1dXFtVXFVVVFNZVFVVVF5SX5pSf4vr0X5toJ8W1G+LT8vqzAvKz8vqyA3syA3PS/bkpdtybWl5drScrLMWVmpWZlpmRnmzIy0jMw0c5rBbDGmppnSrOb2zraCovzm5ub09HSpUVij0Wg0Ko5jjEa9Ss1rdaLBqNHqRF46u0ZAOAGhiByGUhAwGUfkDA7zOCLN6CTlKQKBUpCcQkG1ktGIrEpkDXoVL9AqNa/RKqVvqFLzJIX6A+7Lq9MXOxuHR7s6vWpre21nd3N1bWl3b2tza3Vre21ze23rxfr2ztb2ztaL3e2tve35pWcVNdXa1NTUjIziysqS2pri6tqCiiqtNYPV6ZUGk9FqNVnS0jIt1gyLWqukGFKr11jS02x5ubRSibJ8MkZwegPG/JjRkRxF8bSUuTFKFqNxCSn4PK2Ufprm/ZR/JJXBYpbQp6VK6Mwmndn09FaflgooFDIQlEvD71FQpuKo7HRzVWlhfVVZvi1dzdMoKFPIk2BIhmEIjqMcS2MoTOMYQ+AcRZMoRuJEcXHpxMTUzu7h/tH52vbB6ovjtb3T1d2zraPLk/Ob25dvX3745v7Dt/df/PDqmz+9+uK7m9fv9g72l5/NTo1FE1FPV3tTZpZFZzZZcnNInk+1ptvy8rVGkxSjWjp7KmobMnMLcgoKDSYjy3OFhflej6Onu72htqK+qqS+oijgtHv7u8Kefs9At6uv0+uye112j7Onr6fV4+n1evuczu7u7uY0qwliuGScBRlRNKdbcovMOXl6a6Y2LZ3iRZzhBbUGwnCcJHCSqKiqDIT8blef09nt7O909HW4Brrcjm6vo8fr6LGaNDqR0QmULU3fUF7k6GyJuPuHwt6QdyDg7fcMdPvcve7+Lp+71+vo8brsXkePx9njGeh2DXS5+jodfR0Oe/tAb3tPe2N3R+Mvr22N1a1N1a0NVS2NVa0NVc0NlS31lS31lfXVRfXVRXVVhbWVBTUV+dUV+VXlBRUVBfl5WcVFuaUl+Vk2S2FRbmFRbk1tRXFJfk11ZV5udn5eTka6Jd2aZsuyWi2mvNys3JzM/DxbXm5WujVVJXI4BkFgCqhIRhE5qEgCZQACJlM4xJEojUE4JENTAAoFCViOI3KRp7QqTqPmrRajVqc0mjQGo1qjFdQanmFxmRzosbdfXZ/u7G5Eov6S0vyj492NzeXllYXtF2tr60tr60vrG8sbmysbmysbW6ub2xub2xvP11bHp6d8oWCf27l3cvLi8HDm2TNXKJKWV6RNt+WUV3e7vUNTMy8OD8+vr7b3X1gyM1iVklWpTJm2tn7H6v7hxNLq0Mzc2MzU+ORYYngwHA15fO6+gd6uns72zrbG5oaGpvqGpvr6xjppLEJtfU1NXXVmbsavYrIaTVaj0WKQMKTpJdRGrdKokRAMagler8J46glAlpIklwFyGQDJAQqVWw2qhvICV3dL0NHdVluWmaplcBABkxFYjqEgjiEKeYpCnsLQJMfSNEmBIEwQVGVV3dbuwc7h6erW/uLai7W90/X9s82j6/OHd49vP777/PXLT7+5ePPl6asvr95/e/3+64uHV4fHRytLcxMj4VhooKO1LjsnPd2WVVpdqTMZVTqtLS83Mye3qr6pqr6pq89RUduQkZOfU1Rky87lOKbX3jk9MRwJeiJ+Z8jdF/U55scSfkdPxDswGHSHPf0h74DPafe67P32tqBvIOgbcLvtfX3tGVkWXKlKJpUwp9Zl5OaV1+SV12TkF6Vl56n0JlalUun0CgSGUQRC4Iqqykgk5HL2er19AW+/x9kjeRXxO0fiwVjQXVdZbEvTVxXnBgZ6xqKBkbAv7nNGvAPRgMvv6h2K+kPegeFYIOQdeCLo6Q+4+3xOu9fR4xno9gx0RwOuX0V6UsLv6v0Rd0/IZw96e4LenoDH7nf3+FzdPle3x9njddmDAXc8Fuy1d4SCnmDI6/YMeLwOj3vA5ewLBnyOAXtfb5fb1e8YsPt9LntPR19vV3dXW11tpS3LqlbxDI1TJIqhCoUckCUBoAwgUAVDIiQGolAKJAcIVIEjcgyWKTlSq+K0GiEzw1xWXlhZVVJWXphfYLNlW40mDUkhbk//9c3Z3v5WTW2509X7Ymd9c2tl6fncxubyyuri6tqz1bWltfXn6xvL6xvL65tr65trS8vPt3Z3JmdnGltb9k9Pd46OVra2AoND6YWlyrSsjJKqbk9gZG5h7+zi6uFhY/eFKT1daTSkZmVrLOktfc7Ldx8v336+fvvx1YcPb9+/+SXXt1fXt1dXN5dSTf/i6vz88uz88mz3aOdXWdtelVjdWpFY2Vxe2VyenJ8eX5gem5+SGJ2blIiOJSQio4OADAAwWEagMgwCNAxckWd1ttWGB1p7Gkq660oby/MKMgxakSQxOY7ICRzGUJDAYQSBGIbieR6EkIzsvGerm9v7xxt7J+u7x5uHF3vnd2eP7x4+ffPu6+9/+Ke/Pr79fPH48f7z7958++cP3/9PL7/4dv/8cmn5WSzsGY15EiGHq7/dbm9tbm1q6WytrK6oa6jt6bV7g6EBj7+xrbOqqbWho7uyrjG3uDg9I8tsNkUjgeHBcNjnmBoOzwxHZoYjM4nw5GBwPOYfjfmGI57hiGcw6IwEBnyu7mjQEQkMhPz9fo+9tKyQENVyRq2xZueU12YWluWWVeeVVapTLeYMW1pGpkqtxUkCQRCCwHJybMGAx+Xq8Ti7PM4ur6tb+gv2u3v87h6XvbWqOLssN72/vWE04h0OuaOevkG/YzDoHAw6EyFXIuQaCrulH2Yk6h2N+f5/MRb3j8X9T29Hol6JoKsr4OoIuDoCzk6/o8Pr7PA6OzyOzkhgIBxwhgPOYNAZDDqDAbdEYjAcDnn9PlfA74pG/LFoIBT0eNz9kbA/GPCMjSZi0WBhQQ5JINJvFkPB5CQgCQAQWJ6Xm9XW2lhaUqAUGBRRyFIAGJJxLEkSCASm6LRiTXVZJOqfnBoaG48PJoITk4mp6eHBRDAa8x0cbk3PjGTZzBOTic2t54vPpianhjY2lxYXpudmJ+ZmJ5aeza6tP9/YXFlZfbbwbHZja31ianzjxXZ5ddXy+trC86Xd40NXKGIpKlVn5ppyi1v6nFPPV/Yvry4fX92+fVNe3wjIQb01w5pfmFVSsXJwdvzyw8Hd49nNjaTNz5Ckurm7vr2/ub2/uXu4vX+8u3+8O7s+vbg9u7q/uHm8un15ff/69uW7h9cfXp5eHd+9unnz8dXLdw+Xd+fnN6d3r27efnpzeX999/rh5fvX928eL++vz28vrx9vH96+fPPp3euPb1++f/3w9iWAKgAMAig4Sc2AeRZVR1Wur6My0FXVXp7ZXp5ZX2jJt6oNSoxGAEQOwAoAhxUYChI4yvM8xytZpbq6oWX1xeGLo4sXJ9e7Z7dH1y/PX76///j1u9/88Pl3f/j41e9ef/jq3de//+r3//Lp9//27nd/uXj14dnqRkNDnc1qrC/L9fa1BL09kaAjGPKOjCXcngGf3xWJhCKxqMvnb+/pa+zsaenpq6xryisuy84vMJtNoaB3bnJ4NOZ7Njk0OxSZHYrMJMJT8eBkLDAe849GvCNR71DYnQi5It6+wYg7FnLGQs5IYKC6phwAEUSpS8srySmvtuYVZxYU55SUp2fniVqdMdUkqlUEgVEkLirZkoLcgNfR1d7Q1V7X3VHf3VHf01Fv72yQ6GmtLS/ILMm2dDdVh5w9vr4OV3eLv78zEfgfjJJM+A/kGR8M/CqSVD9VayTqHYm6Yz57zGePeLqD7k6/o8PT1+rubXH0Ngc89oDHHnD3+T19fk+f1/sjPq/D4+l1OXtdzl63q8/t6nM67AP93R73gN/nCod8vfZOW5aVJBAUURA4rBQYHIPkMoAgkYzMtLqG6qaW+srqMjmYnCIHSBozmrRanYhjEEWiJqPW53eOjEaHRyLRmG9sPD4+MRiL+8MRz8bmUiTqrawqWlicXN94Njc/PjYen5kdnZ+b/DsL04vPZpdXFtfWn6+sLY9NjD5bWe7qtYdi0c2dF7NLi754zJxfylmyNRm55a0d4ZHJhY2tjf3DnZOzHpdHhhEaS7ohK1uXkZtYWN69eXVw93h+e3t1c/lLfirV3cPt36S6Obk8vrg9u364vLw7Pzo/ODjdO744PL85vbg9k1w6uTy6vDt/fHt/9+rm7Prk/vXd/ZvHhzeP928e717d37y8u3t1f/f64eHN493rB+kOQCMApgA4LCnPzHdUZ/vay31tRZ7GnI5iU3tpamuJpTJHZzPQakZOQgAsBzBYhsByjqWVSiXD8pbMbE8wunVwtnN6s3/58uzhw937b95+9d2n3/7xqx/++Zsf/vz2w9cfv/jtb37/L9/88V/fffvX11//6fjm1ejkTE11eWaquqkib9DXOxZzx0IDfp9zbHRweCg6PjY0MjIUioQH3B67w9054GrtG8grq8zKK8wpKNRoVH097c/nJ6cSgedTidmhyPxQZC4Rnh4MSV5NRP3jMf9EPDA+GEiEXGNx/9NfdmtLA5As543WzMKKjILSzPzSrMIS6duWlJU2NtZXV5XZsiy2DHNhXkZTbbnPaXf1t7sHOiQ8jk6Po9M30Okb6AwMdPU013Q1VgUGuob8zojTHnb0JALO4ZB7OOQeCXtGI97RiHcs6huP+f8DJgd/nYm4T2I85pUYi3rGop750fDcSGA64R2Pu0YizkSwP+azR3w9Ea895LOHfH0Swb/hcfb43D1+T5/XZXcNdDn6Opz9nW5Ht2ugJ+R3OXq7K0oKU/UahkAxSE5hsCwlCQLlLEtbrWmFxQWFZUUSgkYJYlCSIhnBYAxDIEjBMpQlzdjb1xmN+WJxfyjsTgyFhobDobA7EHQODYdr68pa2+rmFybmFybGxuPDI5FY3D89PTw3PTI7Ozo3NzY/N7m4MP1saW7p+Xw8EfH4nJFY2OVxFpUXzz9f6HM6etwuc34pY87iTOlZ5VUdA57A0Ehicnp8ftEXG5RhhGBM1WVk0drUFqdvZnP/2e7BzsHh/v7uLzk42Ds83D883D86Ojg+Pjw5OTo5OTo+Pbh+uJLkkUS6uD07uz45uTw6uTw6PNs/PNs/uTw6uz45vTo+vTo+vzm9fri6ur+8vr24vLuQrlc35+c3Z8enB4dnB9IVoCCABAGzEm4ttQY6y0PtRd66THettb/C1F9lHqjJ6KrMqMsz5JhYHQuyWDKJyDBIruI5nucxnC4sqZyYXVrfP9s9uz+6eXPz9qu3X//+y+///M0f/vqb3//1N9//09fffPfF199//OaPLz/+7vbdt6+//MPx1cuh4fGiXFuuRe9sq50Z9EzGvSNhVyzonhxLRIKe4cFwPBZyul3dff1dDld7r6u2rTs1K8doybBm2QgCqyovWpoZmYz7FsYic4ngXCIsMTsYmv4bs0OR2ZHoRDwwPRIZHwxMJIIzo9GB3s5kEDFl56fnl5gys3NLKwpKK6Q95fz83KbG2sa6ypL8rOqSvJbaUntLraevdWTQ/8RoIjCaCEwkghOJ4EQ8kAg4h4Ku6aHwTCI8FvaOR3zzI7Gx8I8uSTpNxAOTg8HJweBEPPBr/N2Zn/FLwcZj3vG4Z3E8vDAWmh8Nzg77pxP+yYRvPO4Zj3vGop7RmGc05huO/52huC8cGIhH3MOD/sGoJ+R3+D19Ib8jHvEGfc54xN/R0mhNNagFliUxaXI1TREkgQkCZ7akpmdnpGVZbQU5pXWV6TmZvEYJEQhKYQSFYxgixfOm5lqvrz8UdvsDjmjMF435fP4Bn3+gvqGC5bDqmhK3p7e3r73H3up09bR3NHS01nW01nV2Nvb2tjkddqfDbu/t7OxqbWquq6mrbGxuaO9sUxs07T0dVXW1pXW1GaUVYno2Y7CYcwsrmlra+gf6fQFvNO6JxJJglNMaTLYcXNRmlFR5hqcCY5MjE5Pj46O/ZHV1eXV1eW1tZW1tZX19dWNjbWNjbWNr9fnqwuLK/OLK/PP1Z+svVrf2Nrb2NjZ31w/P9tdfrG7srB1fHJ5cHm3tbWzvb55dn5yeH51fnlxdn11cnZ6eHR6fHpydH51fnpyeHZ6cHZ6dH52eHwGkAtDRSVU2jbetKN5d4mtId1UaAjUmX5XBV2v212d6GrK6Kq1VubosPaFjQZ6ACFih4jmGohGYqKxpfLays/ziZO/84eTu/cP7bz9++6dvfvjLNz/85evf/fGL3/zw7W9///Hjb+5ffXl+++H61devP3+/d3TtdvlFirAZ1aHe5ulwf8LdNRJyjMZ8U6PxsM8xFPVHwn6Ho7+jx97S01vV2G4rrtCmpevNVmOaBUXh3Ezz7Fhkdji4OBKeHwz+yFBIYmE4PDcSnh+NLE7EZ0fC82PRyUH/9FBwaSoR9DkJjsurqMorqzTbcvNLym15+ZZ0a3l5aSwaWJwbX5waGh/0zY9FV+aGV2aGVudHJocC48OB8eHAxEhwajg4NRycHglNj4Qm4r6xqGdsLO3pAAAMnUlEQVQi5p1OBCbjvuGgYyzonE4EJmLeiZh3Mu6bjPumBv3TicDMUHBmKDidCPwqYxH3WMT1S2aGAjNDgemEfzrhnxr0PTES6B0N2keD9pFw72h4YCziGI86x2LOyYRvYsg3kfBLjA39yFDMPT4cmBoLjw8HElFPLORMRHxjifDoYGQoGmysqdSJvJIheQpH5XJEIQcVMgyFDQZdWUVpbVNdcWVpVlGurTRfadRANAYokmWwHCcxhqF4jhGVbHlFQb+j3R/s9/p7w1FXKOL0+Oy+QF9nd4MxVWnva3G4Ots769o76xyuztb2mrbmmq72hr6eVmnPo6urqdfeMeDosfd29vV3O939/qCnubWpoak+NhjtHhgoqm005BYJ5kxTdn5BVU1ta3tXn8MVCPgiEYRlBL3RZMsh1XqlJaM3POhLjPY5XQ5H/y9xu51ut9PjcXk8Lq/X7fN5/H6vL+AecNkHvHZXoN8dHPCEHL6IKxj3hhP+0elEMO51BfqDce/odGJibmRwLBKOeUdG49MzY4sL07NzE6Mj8cRQZHwsMTs3MTc7MTs3MT83Ob8wBagwoNDCuZrzRxxVg10FnmqDr1I32GiO1BpCtaZAvcXXkO6oS28uMhRaOIsKVVEwDYNKmiZxiiTY5jb7xouTrYOrs7sPV6+/fPXpu0/f/vmr7/7y9W//6fM333/84rdffvHtw8P7m7uPD6+/fv3xh4e3v5mZXysvrdKxTEV22qS/by7iGHJ2ToZd4xHfeMw/OxabHI0kYkG329nRY69sbM4qKNOkZRozbFZbrsZgZBgqM00/Efc9nxpcnozOJwLzg8GFRGhxKLw4ElkciTwbjS6NxRbGos+nEvNj0YXx2OSgf2Y4tDo3Ohj2CmpNWV1jZWNLblGpLS/fmGrKzEx3OnoTMf/kaGQ04h709Y5H3RMRR9zdGXV3To8GJ0dDU2PhqbHw7FjkCSmGSGJMxn3jUc9kxDMd800N+qf+dn9mKDg7HJobCc+NhCW1fsl41P2rzA4HZ4eDklpPdk0nvMP+7pFAz1iodyLSPxl3Tye8s8P+uZHAWMw9FnOPxjxPDMd/ZDThGxvyjwx6E1FPPOwaDHuHov7JkUGfs684L1vF0TyF8xROQBAkSxE5FsdRBIFwhlAZNJbczOK6iobu1tb+rvKmmszCHKM1VWPU8kqOwFEITMkvyOy2N/kCfb5AXzjqCoYdHp/dH+xvaavOyja1tFVX1RQWlWTlFViLSrIybcZcW1pZcU5NZVFpUXZmpikjw1heVtje1lhWXlRdU97QVNvc2tDZ3WG2pAbDgYa2lormdmtRhTbdZsrOzS0tr2xq7Orv90UivkhEbTSqTGaNxcrpjZzB7B4cG5lf/EeRKhIJRSKhaDQci0Xi8Wg8Hh0cjA0mIuNTw8G41+Hr9YQc8dHw8GQ8NOgb8Nr7PT2hQV8g5ul1dTl8vYnxaHw0PODqdjrsPq8jHHD7fU63tDp19vp9zoHezr7ezn57R6+9A8jVE901WePexll/43B3QaQxLdGUNt6WPtZqHW5JizVbIy1ZgZac3pr0unxdYZpSQyEsDHEEweC0WqUfcAWPz19e3n96/PDd68+///DNn7743V++/N0/f/Xtnz5/9d3nz7/98P7ru5t3r1599fnrP7374o9Hp69drohBbTQJXKFZG+1umgn0TQcHlkciiyORueHo+sLk1HA46HP29Xc3trbllVWYMnJVqenGzNz0vEKaF3ieTTOoQq7O1en40mhoIe5f/JtUSyPR56Ox5+Px5YnB+dHI86nEwlh0cTw2EfdNDwXX5sdG4kGTObW4orqitqG4vMKWl28wGctKC2enRqfHBv/fvs70N63sDOP50ElqDMZ4Gbxgg3fAGNuA8b5g4xUH27EBw73c9dx77grchXsB23HsJDNqVFVVOp3pNE3iydZMMtW0UkeZ/nf9QJqpmqjST6/OKx2dT+fRIz3SOW+JJ0UyozDZcw2eFSmdzZpiXpUIRaY0idIkSpdpXabLEl2WaE0gNYHUeELlcIMnTYEyeFJjsRKNKABVAFr3TI19L/UPRvoRqMrmPkaDiAaR+lphsh8ogbTCpFT2WINZncsZAloW8bKISyAjgYwEshL4xa9EkOPAMUulAZECRIoh0wyZpvE0iaYZAo0tzPS5OtubbS02S5vd2mK11r+yaWxsaGqyWuyNTW3NTk+3Z3RoYMLnn56YXIgurK9s7G7t7CU2tzcW5mcnJwKjgcGd3VgW2c+hB3WnyiL7efxoNT67sjq9ub00vxhajkVn5sZDEV8gODA80BXwecITvqnQaHjCNxkcmRj3hyYDY0FfKBycmY0sr8zvJhMjvuFbRwebNxNz69sjkTnXyKjbHwhEorOrseTREU5Ta5sbXZ7e9t6e1p7ezoEhh8tzREJO1XGCIgnsYwBNAppkAMUAimVoyALIAsjR55cnWrUoKrCgC5Xb+smFqVWLfJHhCqB6Xr7zxWn5RJE1Xq0Uqufl03NDU+WiBCVIywKjFQRdkRSJEyDF0ThLYyyZByR6bTnownajJr2j46v8/iSXGJUSASkR0A8jhb0JfjcAk+NgL4RujScXhmOT/S77jdaGG21WS1uzY2jQh+LsH7559vTlP65e//TszbsXP/zr5d9+fvn23cvv//n81Y/fvXh7dfX666+v/vLkzesf3j16+tY8+WJtLdFmb+1ta3E3N2xMjZJ7a2J2T6OOpXyaw1LVEk8gqZ3teDy+Oru45J0Iu71jHl/QNeQfDIx/1mBpbXV0dzhubs6rHFqg0iU6pwBEZfI6xAxIVHiqItJVCWgsZki0xhMaT/BERgbIqSZwDOEbC46Go2OhqVB0OhQJ+3wj8bWls2rpoqZWFbbIZE0Rv29KNQkvEIcaRIoQLcB8CWIliCkc/h4e0wVS4/G6nxg8UZNBRaRUBlUAogBEZVCNzWtsXodYmcPLHK4y6CepSMQnqYvqg67+S1qZD5RAugTSMp2R6YwmYpqIaSJRR5UITSBViSjyeQ4c1xXFMzkRoiyVJdE0mjkM+oZamxrrQ3Hq82kt1z9zft7W1+d293maWu3XrRbb5w6np6dzsNfZ39s10Ns92Ofq73UP9A+NDHq93pHhfr+/f2dnBUEOUPQWQaQxIlVX18zc+HZiZWNrcWV1ev/W5s5ubHE5Mr8YWlubjcVmdzZXEOSwIAKOI27ubkbCwVA4GJ0OzS9Mb++sHxwmF5fn9g6S2Tw6F9/whqe7h71un98fisyuxvZSKYpjB70+e3u7vcNpd3b2jHhtHV2JdA6hWZZlIUvxDIAsBdlfKqBJQOMMoBhAsAwNWYqDDOToPJGRNf78slq5rfMSTXGoZsj3HtzWTYmVCEGmyidFs1aEMikW6NqZevdOVVcEHmAFEZzX9HsXtape4Fn88sy8c2ac1/TTqnottRQoZmOn3GYxG6F2h9hkQNyfgokp+WC+mJqTU2F23weSPio5ll7xxic9AU9bh/26w/Irh80yE53W9OrvHj5+/PzHZ2/eXX3/8+NXP/35xd//dPX2j0/++tWjlw+//e6bJ6++evT80bM3D799Wjm7G4tv25qa7U3WrnaHq9U62texuxzlcnsqyKogW2JRicGRzNH6+tpUdMY/Hu73jbuG/M5+r8cX7B4YbrDbG22WGzeuLc2N6xKp8GiJQ0ocUuLyCkTe31SAqABRKKRI5cocoQtkkcXLEqMI1HHmcHJmaXRqaSw6PzW3ODLqHxzyQIAoMlmWKUMiTDFvirgp4gZP1FE5/AMaj2s8rguELmAGTxgCZghYfb8p4hUJq0iYIaCGgJpivt5WZbxWIGoFwhTzhoDqXE6DWQ1myzxSkbBagTAkwpCIsojXE4h6CPF/0AXsk/zPOaqQVzlM4TFFxCsqq8s0mduXOJwDCA8wSKHx2EJT4/VuZ1uLw25vtNgardZfNzQ2WJqb378XsjuabY4W239qW0ens7urq9ft8rhdPW5nZ0dLa7vdbrNbbwx4OhNbMYZCGAoBAIUQJ8lsJrOH45l6KpjH0hSN4FS2HmkgaBrJpbK5IySXQvMZnMiRFHrr8ObW9trN5NbW9lo6c7C3vxOdDh3nMgvr8fDicq/X53T3+SbDC/GNxGEKg2xgMtLgaHV0djs6u7sHhlpcPfHkPpRlUeBEjhYYCgIc0gTPkjwHRIGRRAhZkqTyJIWykOIFwAsMy1MsxDmRkAr07QujdqqYJ7JcBEoZXt4z7//mRC6SUETNqvjb319UahLkEU1n794zvrxf0XRWFjGzIty7NC4uyqYuFgrgtFp68ODOvwGyAHG318EjywAAAABJRU5ErkJggg==" /&gt;&lt;/a&gt;&lt;strong&gt;&amp;nbsp;&lt;/strong&gt;&lt;br /&gt;&lt;strong&gt;There are takers out there for the ‘book buying’&lt;/strong&gt;&lt;br /&gt;&lt;strong&gt; experience.&amp;nbsp; Daunt has to find a way of get them&amp;nbsp;&lt;/strong&gt;&lt;br /&gt;&lt;strong&gt;through his doors, and fast.&lt;/strong&gt;&lt;br /&gt;&lt;br /&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;o:OfficeDocumentSettings&gt;   &lt;o:AllowPNG/&gt;  &lt;/o:OfficeDocumentSettings&gt; &lt;/xml&gt;&lt;![endif]--&gt;&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;   &lt;w:LidThemeComplexScript&gt;X-NONE&lt;/w:LidThemeComplexScript&gt;   &lt;w:Compatibility&gt;    &lt;w:BreakWrappedTables/&gt;    &lt;w:SnapToGridInCell/&gt;    &lt;w:WrapTextWithPunct/&gt;    &lt;w:UseAsianBreakRules/&gt;    &lt;w:DontGrowAutofit/&gt;    &lt;w:SplitPgBreakAndParaMark/&gt;    &lt;w:EnableOpenTypeKerning/&gt;    &lt;w:DontFlipMirrorIndents/&gt;    &lt;w:OverrideTableStyleHps/&gt;   &lt;/w:Compatibility&gt;   &lt;m:mathPr&gt;    &lt;m:mathFont m:val="Cambria Math"/&gt;    &lt;m:brkBin m:val="before"/&gt;    &lt;m:brkBinSub m:val="&amp;#45;-"/&gt;    &lt;m:smallFrac m:val="off"/&gt;    &lt;m:dispDef/&gt;    &lt;m:lMargin m:val="0"/&gt;    &lt;m:rMargin m:val="0"/&gt;    &lt;m:defJc m:val="centerGroup"/&gt;    &lt;m:wrapIndent m:val="1440"/&gt;    &lt;m:intLim m:val="subSup"/&gt;    &lt;m:naryLim m:val="undOvr"/&gt;   &lt;/m:mathPr&gt;&lt;/w:WordDocument&gt; &lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;w:LatentStyles DefLockedState="false" DefUnhideWhenUsed="true"  DefSemiHidden="true" DefQFormat="false" DefPriority="99"  LatentStyleCount="267"&gt;   &lt;w:LsdException Locked="false" Priority="0" SemiHidden="false"   UnhideWhenUsed="false" QFormat="true" Name="Normal"/&gt;   &lt;w:LsdException Locked="false" Priority="9" SemiHidden="false"   UnhideWhenUsed="false" QFormat="true" Name="heading 1"/&gt;   &lt;w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 2"/&gt;   &lt;w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 3"/&gt;   &lt;w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 4"/&gt;   &lt;w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 5"/&gt;   &lt;w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 6"/&gt;   &lt;w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 7"/&gt;   &lt;w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 8"/&gt;   &lt;w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 9"/&gt;   &lt;w:LsdException Locked="false" Priority="39" Name="toc 1"/&gt;   &lt;w:LsdException Locked="false" Priority="39" Name="toc 2"/&gt;   &lt;w:LsdException Locked="false" Priority="39" Name="toc 3"/&gt;   &lt;w:LsdException Locked="false" Priority="39" Name="toc 4"/&gt;   &lt;w:LsdException Locked="false" Priority="39" Name="toc 5"/&gt;   &lt;w:LsdException Locked="false" Priority="39" Name="toc 6"/&gt;   &lt;w:LsdException Locked="false" Priority="39" Name="toc 7"/&gt;   &lt;w:LsdException Locked="false" Priority="39" Name="toc 8"/&gt;   &lt;w:LsdException Locked="false" Priority="39" Name="toc 9"/&gt;   &lt;w:LsdException Locked="false" Priority="35" QFormat="true" Name="caption"/&gt;   &lt;w:LsdException Locked="false" Priority="10" SemiHidden="false"   UnhideWhenUsed="false" QFormat="true" Name="Title"/&gt;   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&lt;w:LsdException Locked="false" Priority="68" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Grid 2 Accent 1"/&gt;   &lt;w:LsdException Locked="false" Priority="69" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Grid 3 Accent 1"/&gt;   &lt;w:LsdException Locked="false" Priority="70" SemiHidden="false"   UnhideWhenUsed="false" Name="Dark List Accent 1"/&gt;   &lt;w:LsdException Locked="false" Priority="71" SemiHidden="false"   UnhideWhenUsed="false" Name="Colorful Shading Accent 1"/&gt;   &lt;w:LsdException Locked="false" Priority="72" SemiHidden="false"   UnhideWhenUsed="false" Name="Colorful List Accent 1"/&gt;   &lt;w:LsdException Locked="false" Priority="73" SemiHidden="false"   UnhideWhenUsed="false" Name="Colorful Grid Accent 1"/&gt;   &lt;w:LsdException Locked="false" Priority="60" SemiHidden="false"   UnhideWhenUsed="false" Name="Light Shading Accent 2"/&gt;   &lt;w:LsdException Locked="false" Priority="61" SemiHidden="false"   UnhideWhenUsed="false" Name="Light List Accent 2"/&gt;   &lt;w:LsdException Locked="false" Priority="62" SemiHidden="false"   UnhideWhenUsed="false" Name="Light Grid Accent 2"/&gt;   &lt;w:LsdException Locked="false" Priority="63" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Shading 1 Accent 2"/&gt;   &lt;w:LsdException Locked="false" Priority="64" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Shading 2 Accent 2"/&gt;   &lt;w:LsdException Locked="false" Priority="65" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium List 1 Accent 2"/&gt;   &lt;w:LsdException Locked="false" Priority="66" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium List 2 Accent 2"/&gt;   &lt;w:LsdException Locked="false" Priority="67" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Grid 1 Accent 2"/&gt;   &lt;w:LsdException Locked="false" Priority="68" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Grid 2 Accent 2"/&gt;   &lt;w:LsdException Locked="false" Priority="69" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Grid 3 Accent 2"/&gt;   &lt;w:LsdException Locked="false" Priority="70" SemiHidden="false"   UnhideWhenUsed="false" Name="Dark List Accent 2"/&gt;   &lt;w:LsdException Locked="false" Priority="71" SemiHidden="false"   UnhideWhenUsed="false" Name="Colorful Shading Accent 2"/&gt;   &lt;w:LsdException Locked="false" Priority="72" SemiHidden="false"   UnhideWhenUsed="false" Name="Colorful List Accent 2"/&gt;   &lt;w:LsdException Locked="false" Priority="73" SemiHidden="false"   UnhideWhenUsed="false" Name="Colorful Grid Accent 2"/&gt;   &lt;w:LsdException Locked="false" Priority="60" SemiHidden="false"   UnhideWhenUsed="false" Name="Light Shading Accent 3"/&gt;   &lt;w:LsdException Locked="false" Priority="61" SemiHidden="false"   UnhideWhenUsed="false" Name="Light List Accent 3"/&gt;   &lt;w:LsdException Locked="false" Priority="62" SemiHidden="false"   UnhideWhenUsed="false" Name="Light Grid Accent 3"/&gt;   &lt;w:LsdException 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Name="Colorful Grid Accent 5"/&gt;   &lt;w:LsdException Locked="false" Priority="60" SemiHidden="false"   UnhideWhenUsed="false" Name="Light Shading Accent 6"/&gt;   &lt;w:LsdException Locked="false" Priority="61" SemiHidden="false"   UnhideWhenUsed="false" Name="Light List Accent 6"/&gt;   &lt;w:LsdException Locked="false" Priority="62" SemiHidden="false"   UnhideWhenUsed="false" Name="Light Grid Accent 6"/&gt;   &lt;w:LsdException Locked="false" Priority="63" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Shading 1 Accent 6"/&gt;   &lt;w:LsdException Locked="false" Priority="64" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Shading 2 Accent 6"/&gt;   &lt;w:LsdException Locked="false" Priority="65" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium List 1 Accent 6"/&gt;   &lt;w:LsdException Locked="false" Priority="66" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium List 2 Accent 6"/&gt;   &lt;w:LsdException Locked="false" Priority="67" 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&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-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-fareast-language:EN-US;}&lt;/style&gt; &lt;![endif]--&gt;  &lt;br /&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;"&gt;What do you think? Can the book shop survive?&amp;nbsp;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;"&gt;Let me know what you think by email or post&amp;nbsp;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;"&gt;to our blog at &lt;a href="http://www.closequarter.co.uk/blog"&gt;www.closequarter.co.uk/blog&lt;/a&gt;.&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"&gt;&lt;span style="mso-spacerun: yes;"&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;"&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;"&gt;Best wishes John Corr&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"&gt;Close Quarter Limited,&lt;/div&gt;&lt;span style="font-family: &amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 11.0pt; line-height: 115%; mso-ansi-language: EN-GB; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"&gt;New Bond House, 124 New Bond Street, London, &lt;br /&gt;W1S 1DX, UNITED KINGDOM&lt;/span&gt;&lt;br /&gt;&lt;/div&gt;&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;div id="ff_peerindex_tooltip"&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/8560631747438225448-6512968381984877798?l=bpcommunity.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://bpcommunity.blogspot.com/feeds/6512968381984877798/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://bpcommunity.blogspot.com/2011/10/is-amazon-kindle-fire-death-of.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8560631747438225448/posts/default/6512968381984877798'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8560631747438225448/posts/default/6512968381984877798'/><link rel='alternate' type='text/html' href='http://bpcommunity.blogspot.com/2011/10/is-amazon-kindle-fire-death-of.html' title='Is Amazon Kindle Fire the death of the bookstore?'/><author><name>Steve Towers</name><uri>http://www.blogger.com/profile/13471754107079280881</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='http://3.bp.blogspot.com/_GQvl3tyM-1U/SLa8kl2E2jI/AAAAAAAAAJs/bHYKp4zcB74/S220/SBT_600.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8560631747438225448.post-3396300626659872766</id><published>2011-09-25T02:34:00.000-07:00</published><updated>2011-09-25T03:51:15.749-07:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Certified Process Professional'/><category scheme='http://www.blogger.com/atom/ns#' term='Successful Customer Outcomes'/><category scheme='http://www.blogger.com/atom/ns#' term='BP Group'/><category scheme='http://www.blogger.com/atom/ns#' term='CEM'/><category scheme='http://www.blogger.com/atom/ns#' term='Sales Outside-In'/><category scheme='http://www.blogger.com/atom/ns#' term='Outside-In'/><title type='text'>Outside-In - what is it then?</title><content type='html'>&lt;div dir="ltr" style="text-align: left;" trbidi="on"&gt;&lt;table border="0"&gt;&lt;tbody&gt;&lt;tr&gt;&lt;td&gt;&lt;div&gt;&lt;h1&gt;&lt;/h1&gt;Outside-In,  Enterprise  BPM, or  Customer  Expectation Management, often simply, “Outside-In,"  is a customer  centric approach that requires&amp;nbsp;  the alignment of all work towards the delivery of Successful Customer  Outcomes (SCO).&lt;br /&gt;&lt;div style="text-align: right;"&gt;&lt;a class="twitter-share-button" data-count="none" data-related="JDodkins:A leader of the Y Generation" data-via="stowers" href="https://twitter.com/share"&gt;Tweet&lt;/a&gt;&lt;script src="//platform.twitter.com/widgets.js" type="text/javascript"&gt;&lt;/script&gt;&lt;/div&gt;&lt;br /&gt;It is a paradigm shift away from production line approaches,  such as Lean or Six Sigma, which see the world through the lens of everything  being a production value chain. Outside-In is centred on the fundamental  principle that everything the organisation does&amp;nbsp;  should contribute to the SCO, otherwise it is potentially ‘dumb stuff’,  and open to elimination.&amp;nbsp; As such  Outside-In places the customer at the centre of the map, sometimes referred to  as the ‘Copernican shift’, moving beyond modelling processes as metaphors for  production lines.&lt;/div&gt;&lt;div&gt;&lt;br /&gt;Outside-In  is a business  philosophy evolved from previous process based  approaches including BPM, Lean and Six Sigma. Outside-In rejects the notion  that the all activity should be perceived as a production line, flowing left to  right, with customers frequently ‘off the map’&amp;nbsp;  Outside-In provides the practical means to realign the organisation to  meet the challenges of the 21st  century.&amp;nbsp; Derived mostly from the best practice work of the &lt;a href="http://amzn.to/Outside-In"&gt;Leading  companies of the 21&lt;/a&gt;&lt;a href="http://amzn.to/Outside-In"&gt;st&lt;/a&gt;&lt;a href="http://amzn.to/Outside-In"&gt; century &lt;/a&gt;&amp;nbsp;(Towers, 2010)&amp;nbsp;  Outside-In includes&amp;nbsp; methods such  as &lt;a href="http://www.cemmethod.com/"&gt;CEMMethod&lt;/a&gt; , see &lt;a href="http://www.amazon.com/exec/obidos/ASIN/092965207X/httpwwwstevet-20"&gt;Customer Expectation Management&lt;/a&gt; (Towers, Schurter, 2007) and concepts such as Enterprise  Process Maturity, see &lt;a href="http://www.amazon.com/Search-Bpm-Excellence-Straight-Thought/dp/0929652401/httpwwwstevet-20"&gt;In Search of BPM Excellence&lt;/a&gt; (Fingar,  Towers, 2005). &lt;br /&gt;&lt;br /&gt;Global best practice companies&amp;nbsp;  include Amazon, see Working Backwards (Jeff Bezos), Apple, Best Buy,  Southwest Airlines, McDonalds, Emirates and Virgin Group.&lt;img align="right" height="296" src="http://www.towersassociates.com/Outside-In_pawns.jpg" width="400" /&gt;&lt;/div&gt;&lt;div&gt;Academic  work&amp;nbsp;and books published on the theme of  Outside-In includes such  Professor Ranjay Gulatti and &lt;a href="https://businessprocess.box.net/shared/zqb1z083ub"&gt;Harvard Business School&lt;/a&gt;, and Outside-In Strategy with Professor George Day &lt;a href="https://businessprocess.box.net/shared/tshqkxkdqe"&gt;Wharton&lt;/a&gt; Business School. &lt;br /&gt;Recent Books
