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	<title>The David Daedalus Internet Experience</title>
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	<link>http://www.daviddaedalus.com/blog</link>
	<description>everything you ever wanted to know about David, but were afraid to ask...</description>
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		<title>Novelty Part 1</title>
		<link>http://www.daviddaedalus.com/blog/2013/05/03/novelty-part-1/</link>
		<comments>http://www.daviddaedalus.com/blog/2013/05/03/novelty-part-1/#comments</comments>
		<pubDate>Fri, 03 May 2013 08:55:39 +0000</pubDate>
		<dc:creator>David Daedalus</dc:creator>
				<category><![CDATA[Fiction]]></category>
		<category><![CDATA[Novelty]]></category>
		<category><![CDATA[Writing]]></category>

		<guid isPermaLink="false">http://www.daviddaedalus.com/blog/?p=746</guid>
		<description><![CDATA[Some of this happened and some of this didn&#8217;t. It&#8217;s all true. I was reading the Paris Review for the first time. It was late and I was inebriated and enthralled with a long-unpublished interview they did with Ray Bradbury. As a lover of both sci-fi and superb writing in general, Bradbury is one of &#8230;]]></description>
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<p>Some of this happened and some of this didn&#8217;t. It&#8217;s all true.</p>
<p>I was reading the Paris Review for the first time. It was late and I was inebriated and enthralled with a long-unpublished interview they did with Ray Bradbury. As a lover of both sci-fi and superb writing in general, Bradbury is one of my all time favorites. This as much for his works as his persona. He was talking about how there are certain writers for certain times in your life. It reminded me of Henry Miller and that collection of his stories edited by Lawrence Durrell that&#8217;s been sitting on my shelf for about a decade unread. Henry Miller was the author of my twenties.</p>
<p>Now in my mid thirties, I&#8217;ve moved on – but reading that statement by Bradbury made me wonder why, and what it was that I connected with in the first place. Was it the work, or the writer who penned it? Also, why haven&#8217;t more people read Durrell? Why haven&#8217;t I?</p>
<p>Writers, especially the ones like Philip K. Dick or Hunter S. Thompson or Henry Miller, are farmers of colorful experience living only to harvest their crop and mill it into some kind of recognizable truth. We feed on that truth &#8212; but only if we&#8217;re hungry, and only if we have faith in the chef. I never read Durrell because, next to Miller, his cooking never looked as good.</p>
<p>What follows is what sailors refer to as &#8216;a no-shitter&#8217;. It&#8217;s those quiet and rare moments in a life spent through the looking glass that whisper lovingly a truth so virginal it must be a lie. It&#8217;s not the facts. It&#8217;s the flavor.</p>
<p>I hope you&#8217;re hungry.</p>
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		<title>random meme #42</title>
		<link>http://www.daviddaedalus.com/blog/2013/03/30/random-meme-42/</link>
		<comments>http://www.daviddaedalus.com/blog/2013/03/30/random-meme-42/#comments</comments>
		<pubDate>Sun, 31 Mar 2013 00:01:37 +0000</pubDate>
		<dc:creator>David Daedalus</dc:creator>
				<category><![CDATA[meme time]]></category>

		<guid isPermaLink="false">http://www.daviddaedalus.com/blog/?p=709</guid>
		<description><![CDATA[Ravi Shankar performing live on the Dick Cavett show. Enjoy.]]></description>
				<content:encoded><![CDATA[<p>Ravi Shankar performing live on the Dick Cavett show. Enjoy.</p>
<p><iframe width="640" height="480" src="http://www.youtube.com/embed/4gWCiLexilY" frameborder="0" allowfullscreen></iframe></p>
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		<title>Do We Really Think Punching is Wrong?</title>
		<link>http://www.daviddaedalus.com/blog/2013/02/12/do-we-really-think-punching-is-wrong/</link>
		<comments>http://www.daviddaedalus.com/blog/2013/02/12/do-we-really-think-punching-is-wrong/#comments</comments>
		<pubDate>Tue, 12 Feb 2013 23:26:01 +0000</pubDate>
		<dc:creator>David Daedalus</dc:creator>
				<category><![CDATA[Academic Stuff]]></category>
		<category><![CDATA[Random Awesomeness]]></category>

		<guid isPermaLink="false">http://www.daviddaedalus.com/blog/?p=645</guid>
		<description><![CDATA[“Anyone who clings to the historically untrue &#8212; and &#8212; thoroughly immoral doctrine that violence never solves anything I would advise to conjure up the ghosts of Napoleon Bonaparte and the Duke of Wellington and let them debate it. The ghost of Hitler would referee. Violence, naked force, has settled more issues in history than &#8230;]]></description>
				<content:encoded><![CDATA[<p><strong><br />
“Anyone who clings to the historically untrue &#8212; and &#8212; thoroughly immoral doctrine that violence never solves anything I would advise to conjure up the ghosts of Napoleon Bonaparte and the Duke of Wellington and let them debate it. The ghost of Hitler would referee. Violence, naked force, has settled more issues in history than has any other factor; and the contrary opinion is wishful thinking at its worst. Breeds that forget this basic truth have always paid for it with their lives and their freedoms.”</p>
<p><em>- Robert Heinlein</em><br />
</strong></p>
<p>We in the United States live in communities where punching someone is against the law. We all seem pretty okay with the idea that hitting one another is a no-no, as evinced by the fact that nobody seems upset enough about the current state of affairs to do anything to change the law. In fact, most of us teach our children this from an early age. So why is it that this kind of physical violence (or the threat of it) is so ubiquitous in our media? It seems as though, so long as the audience is made to feel that the recipient somehow &#8216;deserved it&#8217;, nothing wrong has happened when one person clocks another. </p>
<p>My confusion stems from the fact that, given our aversion to this sort of thing in real life, our moral outrage is noticeably absent when we see it on television, in a movie, or in a book. At first I assumed this had something to do with the fact that, on some level, we recognize that a movie isn&#8217;t real and as such, don&#8217;t get too worked up about what&#8217;s depicted. However, in light of the fact that the stories we love are the ones in which we become emotionally and intellectually invested, this doesn&#8217;t make any sense. We engage with fiction precisely because we <em>want</em> to feel that kind of outrage. We want to care about the protagonists and we want to see wrongs get righted. Otherwise, it&#8217;s considered badly made. Therefore, if fiction is a kind of playground for the mind, then what is the fantasy that is being satisfied in a world where jerks can get punched with moral and legal impunity? If it&#8217;s just that &#8211; then what does this say about our real moral stance on physical violence which doesn&#8217;t cause permanent harm? </p>
<p>The way I see it, we either don&#8217;t have a problem with punching someone we think deserves it, or we do but we all secretly want to beat the snot out of people who annoy us. Either way, I can&#8217;t help but wonder if Heinlein didn&#8217;t have a point. Not necessarily in endorsing violence, but in recognizing its supreme effectiveness. As such, we all may be closet supporters of it &#8211; and will continue to be &#8211; until someone somewhere discovers some way of resolving conflict that&#8217;s at least as effective, and requires as little effort as physical violence. </p>
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		<title>NEW CARTOOOOOOOOOOOOOON!</title>
		<link>http://www.daviddaedalus.com/blog/2013/01/31/new-cartoooooooooooooon/</link>
		<comments>http://www.daviddaedalus.com/blog/2013/01/31/new-cartoooooooooooooon/#comments</comments>
		<pubDate>Thu, 31 Jan 2013 09:21:55 +0000</pubDate>
		<dc:creator>David Daedalus</dc:creator>
				<category><![CDATA[Noir Films]]></category>

		<guid isPermaLink="false">http://www.daviddaedalus.com/blog/?p=638</guid>
		<description><![CDATA[At long last, Noir Films is pleased to present our third animated short, &#8220;What&#8217;s in a Name? by Dr. Hong Wang&#8221;!!! Hope y&#8217;all love it long time. Click here to view, or go to my &#8220;I Make Movies&#8221; page to see the entire Noir Films catalog. BE ADVISED &#8211; THIS VIDEO IS NOT &#8216;WORK SAFE&#8217; &#8230;]]></description>
				<content:encoded><![CDATA[<p>At long last, Noir Films is pleased to present our third animated short, &#8220;What&#8217;s in a Name? by Dr. Hong Wang&#8221;!!! Hope y&#8217;all love it long time. <a href="http://www.funnyordie.com/videos/5c3045dadb/what-s-in-a-name-by-dr-hong-wang">Click here to view</a>, or go to my &#8220;<a href="http://www.daviddaedalus.com/blog/who-is-this-guy/i-make-movies/">I Make Movies</a>&#8221; page to see the entire Noir Films catalog. BE ADVISED &#8211; THIS VIDEO IS NOT &#8216;WORK SAFE&#8217; AND IS INTENDED FOR MATURE AUDIENCES ONLY!</p>
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		<title>Noir Films&#8217; Pick of the Week : The Warriors (can you dig it?)</title>
		<link>http://www.daviddaedalus.com/blog/2013/01/08/noir-films-pick-of-the-week-the-warriors-can-you-dig-it/</link>
		<comments>http://www.daviddaedalus.com/blog/2013/01/08/noir-films-pick-of-the-week-the-warriors-can-you-dig-it/#comments</comments>
		<pubDate>Tue, 08 Jan 2013 22:09:58 +0000</pubDate>
		<dc:creator>David Daedalus</dc:creator>
				<category><![CDATA[Noir Films]]></category>

		<guid isPermaLink="false">http://www.daviddaedalus.com/blog/?p=623</guid>
		<description><![CDATA[This movie is a fantastic example of how a film can be great without pandering to intellectual sensibilities. The plot is simple &#8211; there&#8217;s a gang summit in NYC and something goes wrong. The protagonists, a street gang called &#8216;The Warriors&#8217;, are framed for the murder of Cyrus, the man who called the summit and &#8230;]]></description>
				<content:encoded><![CDATA[<p>This movie is a fantastic example of how a film can be great without pandering to intellectual sensibilities. The plot is simple &#8211; there&#8217;s a gang summit in NYC and something goes wrong. The protagonists, a street gang called &#8216;The Warriors&#8217;, are framed for the murder of Cyrus, the man who called the summit and is the leader of the most powerful gang in the city. A bounty is placed on The Warriors, dead or alive, and the movie follows them as they try to get home. That&#8217;s it. Just a bunch of guys caught in a bad situation, trying to go home. The filmmakers were thankfully smart enough not ram a social message or a melodramatic love story down the audience&#8217;s throat &#8211; something the critics at the time found fault with. I think they were wrong to do so. It&#8217;s well shot, engaging in the way great pulp fiction can be, and well worth your time. Can you dig it?</p>
<p>&nbsp;</p>
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		<title>An Answer to Chalmers&#8217; Hard Problem of Consciousness</title>
		<link>http://www.daviddaedalus.com/blog/2012/11/20/an-answer-to-chalmers-hard-problem-of-consciousness/</link>
		<comments>http://www.daviddaedalus.com/blog/2012/11/20/an-answer-to-chalmers-hard-problem-of-consciousness/#comments</comments>
		<pubDate>Tue, 20 Nov 2012 21:16:10 +0000</pubDate>
		<dc:creator>David Daedalus</dc:creator>
				<category><![CDATA[Academic Stuff]]></category>

		<guid isPermaLink="false">http://www.daviddaedalus.com/blog/?p=609</guid>
		<description><![CDATA[In philosophical circles, Dave Chalmers is a bit of a rock star. This can largely be attributed to his book, &#8220;The Conscious Mind: In Search of a Fundamental Theory&#8221;, in which he contended that a fundamental aspect to our mental lives was being ignored by philosophers and cognitive scientists. In a nutshell, he argued that &#8230;]]></description>
				<content:encoded><![CDATA[<p>In philosophical circles, <a href="http://en.wikipedia.org/wiki/David_Chalmers">Dave Chalmers</a> is a bit of a rock star. This can largely be attributed to his book, <a href="http://www.amazon.com/The-Conscious-Mind-Fundamental-Philosophy/dp/0195117891/ref=sr_1_2?ie=UTF8&amp;qid=1353440952&amp;sr=8-2&amp;keywords=chalmers+consciousness">&#8220;The Conscious Mind: In Search of a Fundamental Theory&#8221;</a>, in which he contended that a fundamental aspect to our mental lives was being ignored by philosophers and cognitive scientists. In a nutshell, he argued that while we could explain why we have awareness of ourselves and our environment in the third person sense, we have no idea why that awareness is always accompanied by phenomenal (first person) awareness. For example, if in the middle of the night I get out of bed to get a glass of water and on the way to the sink I stub my toe, I not only am aware of the fact that I&#8217;m in pain, I <em>feel </em>pain at the same time. In other words, not only am I aware of myself and my state of pain in the third person sense,  there&#8217;s also something that it&#8217;s like to be in pain (to coin <a href="http://en.wikipedia.org/wiki/Thomas_Nagel">Nagel&#8217;s</a> phrasing). The &#8216;hard problem&#8217;, according to  Chalmers, is why there&#8217;s first-person awareness.</p>
<p>Here is my humble attempt at an answer:</p>
<p><strong>(P1) A &#8216;system&#8217; is a collection of parts interacting with one another according to a set of rules. </strong></p>
<p><strong>(P2) Human beings are psycho-physical systems (herein referred to as &#8216;PPS&#8217;)</strong></p>
<p><strong>(P3) Our awareness of self in the third person and our other senses (sight, taste, smell, etc) are in a natural kind.</strong><strong> (See <a href="http://www.amazon.com/The-Rediscovery-Mind-Representation/dp/026269154X/ref=sr_1_1?ie=UTF8&amp;qid=1353442206&amp;sr=8-1&amp;keywords=searle+rediscovering+the+mind">&#8220;The Rediscovery of the Mind&#8221; by John Searle</a> p128 for roughly the same idea).</strong></p>
<p>They are in a natural kind because:</p>
<ol>
<li>they provide input into the PPS which endows it with some form of awareness of itself and/or its environment</li>
<li>the presence of that input is predicated by the manner in which those faculties are physically constituted.</li>
<li>the nature of that input is governed by the manner in which those faculties are physically constituted.</li>
</ol>
<p>The first is reasonably non-controversial. A detractor would be hard-pressed to argue that our ability to see or taste or feel is a perceptive ability while the ability to be self-aware is not. Both are, by definition, perceptive abilities in that they provide us with data regarding ourselves and the temporospatial context in which we exist. The second and third, barring belief in souls or some form of psycho-physical dualism, is equally non-controversial. The second claim simply states that the presence of these perceptive abilities supervenes on certain physical properties. We can see because we have eyes that are physically constituted in a particular way. We can taste things because we have a tongue that has particular properties. We are aware because we have a brain that has certain features. Finally, the third claim states that not only is the ability to see and taste and be aware supervenient on certain physical features of the PPS, but so is the manner in which those abilities function.</p>
<p>For example, if a person has bad eyesight and goes to the doctor for LASIK, what are they doing? They are using a LASER to change the physical structure of their eyes such that they effect a useful change in the manner in which their sense-organ functions. They couldn&#8217;t see too well, so they used a LASER to change the physical makeup of their eyes, and now they can see clearly. If awareness is in a natural kind with sight, then it&#8217;s reasonable to claim that a change in the physical features which engender awareness also changes the manner in which we are aware. In the same way that our ability to see is supervenient on the physical structure of our ocular organs, our capacity for third-person awareness is supervenient on our brain states. Therefore, just as a change in the manner in which we see is necessarily conjoined with a change in the subvening physical properties of our ocular faculty, any change in our awareness in necessarily conjoined with a change in the subvening brain state.</p>
<p>When I stub my toe, the nerves in the affected area send signals to my brain which in turn changes my brain state. Due to the supervenient relationship between my capacity for awareness and my brain, the manner in which I am aware changes with the change in brain state. I not only am cognitively aware of being in a state of pain, I feel pain because the manner in which that third-person awareness is accomplished has changed such that, like a filter over a camera lens, what is perceived is colored by the manner in which that perception is accomplished. In other words, phenomenal experience comes from the confluence of a PPS:</p>
<ol>
<li>having awareness of itself in the third person</li>
<li>the fact that the faculties that enable (1) supervene on a system with physical tokens capable of multiple states and as such, the manner in which (1) is accomplished changes with each physical state which gives rise to phenomenological experience.</li>
</ol>
<p>Therefore, the answer to Chalmer&#8217;s hard question is that</p>
<p><strong>(C1) Phenomenal experience accompanies awareness (in the third-person sense) because phenomenal experience is simply the manner in which we are aware.</strong></p>
<p>&nbsp;</p>
<p>&nbsp;</p>
<p>image courtesy <a href="https://www.facebook.com/photo.php?fbid=489686184388286&amp;set=a.489248031098768.111034.489228214434083&amp;type=1&amp;ref=nf">memolition.com</a></p>
<p>&nbsp;</p>
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		<title>An Open Letter to my Fellow Philosophers</title>
		<link>http://www.daviddaedalus.com/blog/2012/10/26/587/</link>
		<comments>http://www.daviddaedalus.com/blog/2012/10/26/587/#comments</comments>
		<pubDate>Fri, 26 Oct 2012 21:12:07 +0000</pubDate>
		<dc:creator>David Daedalus</dc:creator>
				<category><![CDATA[Academic Stuff]]></category>

		<guid isPermaLink="false">http://www.daviddaedalus.com/blog/?p=587</guid>
		<description><![CDATA[As an example of just how useless these philosophers are for any practice in life there is Socrates himself, the one and only wise man, according to the Delphic Oracle. Whenever he tried to do anything in public he had to break off amid general laughter. While he was philosophizing about clouds and ideas, measuring &#8230;]]></description>
				<content:encoded><![CDATA[<h6><strong>As an example of just how useless these philosophers are for any practice in life there is Socrates himself, the one and only wise man, according to the Delphic Oracle. Whenever he tried to do anything in public he had to break off amid general laughter. While he was philosophizing about clouds and ideas, measuring a flea&#8217;s foot and marveling at a midge&#8217;s humming, he learned nothing about the affairs of ordinary life.</strong></h6>
<h6><strong> -Desiderius Erasmus</strong></h6>
<h2></h2>
<p>In the over two thousand year history of philosophy, practitioners of our noble pursuit have worked tirelessly to see past the veil of appearance and cast their eyes upon the unmitigated face of truth. It is the privy of our endeavor to discover the essence of what is, the meaning of its existence, and the nature of its relationship to the other constituents of reality. As we with all the courage and fortitude evinced by David when confronted by Goliath, engage the seemingly intractable questions of life, the universe, and everything, we pat ourselves and each other on the back for our efforts. We labor under the stalwart notion that the work of philosophy is of paramount importance and we, like the Marines, are the few and proud capable of getting the job done. Unfortunately, this perception we have of ourselves and the supreme efficacy of our work is not shared by our our learned colleagues in other departments, nor by the community at large. Ironically, the academic discipline dedicated to the discovery of truth and meaning has shown itself to be completely incapable of providing a suitable account describing what philosophers do and why it matters. The view of Desiderius Erasmus, arguably one of the most influential scholars of Renaissance Europe, has been the persistent and most deleterious charge against philosophy for the whole of its existence, and one which must be put to rest once and for all if our beloved profession is to survive in the new millennia.</p>
<p>We exist in an environment of severe economic peril. Funding for institutions of higher-learning are being drastically cut, which in turn, is causing said institutions to severely cut their budgets and raise tuition. Given the severe shortfall in funding, university administrators are having to make difficult decisions about how to allocate financial resources so as to maximize the return on that investment. Students are forced to make a similar decision, due both to the increases in tuition and the lack of employment opportunities available even to college-educated individuals.</p>
<p>Imagine: if you were a university administrator and didn&#8217;t have enough money to properly fund all your departments, would you choose not to support the departments that bring in the most students and consistently conducts research which confers upon the school prestige and money in favor of something like Philosophy which does neither? If you were a student paying out the nose for your education would you pick a major like Philosophy that, to your mind, won&#8217;t significantly improve your chances of getting a job over one like Computer Science that will? Like it or not, the answer is no, and unless philosophy finds a way to change that &#8216;no&#8217; into a &#8216;yes&#8217;, it is our contention that the consequences may well be the death of the professional practice of Philosophy.</p>
<p>The issue at hand is hand can be reduced to two questions. First, does the work of a philosopher have value, and second, if the answer is yes, why is that value not acknowledged?</p>
<p>Dr. Stanley Fish has argued against the thesis that <a href="http://opinionator.blogs.nytimes.com/2011/08/01/does-philosophy-matter/">Philosophy</a>, and the <a href="http://opinionator.blogs.nytimes.com/2008/01/06/will-the-humanities-save-us/">humanities </a>in general, has demonstrable value. The thrust of his claim against Philosophy is that the fruits of philosophical research in no way helps the average person deal with the challenges of everyday life. Fish cites the debate among Philosophers regarding absolute and relativistic moral theories as a prime example, contending that when an everyday person is confronted with an ethical quandary, the question of which moral paradigm is preferable isn&#8217;t a factor.</p>
<p>He is, of course, grossly mistaken. While his contention that almost nobody who has an ethical decision to make says to themselves &#8216;I&#8217;m a moral absolutist, so what according to the dictates of that doctrine should my action be,&#8217; is sound, there is not, nor will there ever be, an ethical paradigm that covers every possible situation a person may face. It is moral philosophy that saves the day by providing a person the tools they need to make ethical decisions in the dynamic environment that is everyday life.</p>
<p>Example: if you are a moral absolutist you probably have a dictate not to be dishonest. At some point, however, you have to contend with a situation where lying is preferable. The classic case of lying to the Nazis at your door about whether your Jewish neighbor is hiding in your attic comes to mind. The rule &#8216;don&#8217;t lie&#8217; is an absolute imperative, so how do you keep from lying without getting your neighbor killed? You could argue that a new rule may be created to cover this case, but then you have the problem of determining who speaks with sufficient authority to create the new rule. Conversely, if you decide that nobody can create new rules, you are left with a hermeneutic problem of applying the rules you have to situations not explicitly covered. Further, if you are a relativist, the issue is amplified in that you must determine what&#8217;s right and wrong sans the presence of hard-and-fast rules which dictate ethical conduct.</p>
<p>This is where philosophy becomes relevant. The purpose of the study of ethics is to uncover the reason behind why something is or is not moral. It deepens a person&#8217;s understanding beyond the letter of their moral code to the spirit of it so that when confronted with a situation not explicitly covered by whatever ethical paradigm they subscribe to, they are equipped to make the best decision possible given the constraints of context. This is an example of the value Philosophy brings to the community. It trains a person to evaluate the world in an objective fashion and in so doing, enables the individual to make better more efficacious decisions.</p>
<p>This benefit is not limited to moral philosophy, but is true of the entire endeavor. By any measure, a person&#8217;s success or failure in life is predicated on her ability to establish a goal, correctly assess the situation in which she exists, and act productively within the confines of the situation towards said goal. Given that philosophical training significantly improves a person&#8217;s ability to see past the appearance of things to its very essence, philosophy is exceptionally useful towards all three of the above desiderata. To put this another way, how can a person effectively set goals if they are unequal to the task of understanding what they truly want and why? How can a person accurately assess a situation if they are unable to see past the obvious surface details to the root cause at the heart of the matter? How can a person execute a course of action if they are unable to accurately assess the effectiveness of their plan and make alterations if necessary?<em> They can&#8217;t.</em> Therefore, given that Philosophy explicitly trains an individual such that their ability to succeed in life is greatly enhanced, the indictment against the usefulness of Philosophy is false.</p>
<p>Someone may raise an objection to my account by arguing that it fails to show why institutions of higher learning should fund philosophy. Given that there is a direct relationship between the funding an academic department receives and the number of students the department is able to attract, what this really amounts to is a question of value asked not by the university administration, but by prospective students. In other words, given the fact that the research of Philosophy rarely brings to a university world-wide acclaim or funding, the best argument a department of philosophy can make in favor of its continued existence is one built upon the presence of a healthy number of new students entering the department each fall. Our answer to the objection, therefore, will focus on the manner in which a department of Philosophy can demonstrate value to prospective students as in so doing, it demonstrates value to the University. To avoid further objection, I will not include in my response arguments showing how Philosophy can help you with respect to higher education in other fields (Law School, for example), or how philosophical training can make you an better employee. I will specifically answer the question How does a BA in philosophy help you get a job?</p>
<p>First, let&#8217;s start with the common misconception that a degree in philosophy is somehow uniquely useless in the job market. The reality is most bachelor&#8217;s degrees are useless in the job market because they provide inadequate training to perform anything but the menial work of their respective fields. What does a BS in Physics get you? A low level lab job, if you&#8217;re lucky. Think you&#8217;ll be conducting research or seeing patients with a BS in Psychology? Think again. Most people with bachelor&#8217;s degrees who don&#8217;t go on to graduate school end up doing something far afield from their major because they are simply unqualified to perform meaningful work in their respective disciplines. A BA in Philosophy, therefore, stands not alone with respect to lacking direct training to a particular industry, but shoulder to shoulder among the the BA&#8217;s and BS&#8217; of the vast majority of academic disciplines available to a prospective student.</p>
<p>With the exception of individuals graduating with degrees in fields like Accounting or Computer Science (which I&#8217;ll address in a moment) where their course of study did adequately prepare a them for career-track employment doing something germane to their education, the majority of people holding a bachelor&#8217;s degree are in the same boat. They all are competing for the same entry-level jobs for which they have little to no direct training. To be successful, a recent graduate needs to take stock of her capabilities and goals, accurately assess the landscape of the job market, and aggressively market herself to prospective employers by forming and communicating compelling arguments as to why she and not the five hundred other applicants should be hired. Sound familiar? It should. This is a direct application of the skill set acquired by a person pursuing a BA in Philosophy. As such, who but a philosophy grad is best prepared to succeed in this endeavor?</p>
<p>Admittedly, there are a few degrees which offer training directly applicable to a particular industry. While a graduate with one of these degrees isn&#8217;t guaranteed a job, they tend to have an easier time given the greater availability of internships and the direct relationship between what they learned in school and what they are being hired to do. Therefore, if a student&#8217;s concern is solely maximizing their chances of getting a job after graduation, then a degree in something like Accounting or Computer Science would be more desirable over something like Physics, Psychology, and yes, even Philosophy.</p>
<p>That being said, there are plenty of ways for someone looking to get training germane to a particular job without incurring the significant expense of a four year degree. A person can build a career as a police officer, a barber, an auto mechanic, a court reporter, or a nurse without burying themselves beneath a mountain of student loan debt. However, the risk a student runs in training as a tradesman (we regard a person with a BS in Computer Science or Accounting as a tradesman in a white collar) is that if there aren&#8217;t jobs available to them either because of trouble in the industry or a glut of other tradesman looking for work, the individual is at a disadvantage in that they&#8217;ve severely limited their employment options by virtue of their limited skill set. Therefore, a BA in Philosophy still has good cause to be regarded as desirable both for the previously mentioned advantage with respect to job acquisition and because the non-industry-specific nature of the training affords the individual a certain degree of flexibility with regard to the kinds of work they can and cannot plausibly perform.</p>
<p>&nbsp;</p>
<h6><strong>Philosophers have hitherto only interpreted the world in various ways; the point is to change it.</strong></h6>
<h6><strong> -Karl Marx</strong></h6>
<p>&nbsp;</p>
<p>Now that we&#8217;ve addressed the objection of why a prospective student should consider a degree in Philosophy, and how a Philosophy department can demonstrate value to a University, we can answer our first question in the affirmative: yes, the work of philosophy has value. Let us now turn our attention to the second question: why has the negative view of our profession been so virulent?</p>
<p>Unfortunately, the blame for the persistent misconception of philosophy lies squarely on our own shoulders. We are in the situation we are in because for the entire history of our profession, we have failed in the most spectacular way imaginable to demonstrate the value of our work to our academic peers and to the community. By in large what have we done to demonstrate the value of our work? Despite our unrivaled expertise in matters of ethics, people do not seek the aid of a philosopher when confronted with a moral concern, they either consult one another or a priest. While I&#8217;m not by any means arguing against religion or the value of faith in matters of ethics, I am positing that the voice of philosophy in such matters is also of value and our lack of acumen in demonstrating that fact to the general public is not only tragic, it&#8217;s symptomatic of the deeper issue of Philosophy&#8217;s historical inability to make use of the fruits of its research and do something productive with it.</p>
<p>This oversight on the part of practitioners of Philosophy needs to be corrected if we wish to avoid the potentially disastrous consequences to the health of our profession in coming years. If we stubbornly continue on the path we are on, we will fail to attract sufficient numbers of new students to warrant the continued funding of our departments at institutions across the country. The perception of the efficacy of our work will continue to deteriorate to the point where the fruits of our research will be meaningless to anyone but other members of our discipline. Our task will not be an easy one, but given the exceptional quality of persons whom I am fortunate to call my peers, and the dire consequences of inaction or failure, I have no doubt that the outcome will be nothing less than success.</p>
<p>&nbsp;</p>
<p>&nbsp;</p>
<p>IMAGE CREDIT: <a href="http://drbl.in/bVVv">Nick Agin</a> via Dribbble.com</p>
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			<wfw:commentRss>http://www.daviddaedalus.com/blog/2012/10/26/587/feed/</wfw:commentRss>
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		<title>weird day</title>
		<link>http://www.daviddaedalus.com/blog/2012/09/28/weird-day/</link>
		<comments>http://www.daviddaedalus.com/blog/2012/09/28/weird-day/#comments</comments>
		<pubDate>Fri, 28 Sep 2012 07:38:45 +0000</pubDate>
		<dc:creator>David Daedalus</dc:creator>
				<category><![CDATA[Random Awesomeness]]></category>

		<guid isPermaLink="false">http://www.daviddaedalus.com/blog/?p=581</guid>
		<description><![CDATA[don&#8217;t know where to begin. not really going to try. it&#8217;s all a blur. something about the mental states of cats contributing to the meta consciousness of the united states, contending with a human version of this cat , a dream where I was somehow on a sheer granite mountain top in a bare ice-laden &#8230;]]></description>
				<content:encoded><![CDATA[<p>don&#8217;t know where to begin. not really going to try. it&#8217;s all a blur. something about the mental states of cats contributing to the meta consciousness of the united states, contending with a human version of this <a href="http://www.daviddaedalus.com/blog/2012/05/18/the-crying-baby-gets-the-milk/">cat </a>, a dream where I was somehow on a sheer granite mountain top in a bare ice-laden tree on a bike that could fly (or at least defy gravity for a while), and a lot of intense blow-your-brains-out-the-back-of-your-skull german philosophy.</p>
<p>and then there&#8217;s this:</p>
<p><iframe src="http://www.youtube.com/embed/HHGOwFlCx3k" frameborder="0" width="560" height="315"></iframe></p>
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		<title>random meme #726</title>
		<link>http://www.daviddaedalus.com/blog/2012/09/09/random-meme-726/</link>
		<comments>http://www.daviddaedalus.com/blog/2012/09/09/random-meme-726/#comments</comments>
		<pubDate>Mon, 10 Sep 2012 06:06:40 +0000</pubDate>
		<dc:creator>David Daedalus</dc:creator>
				<category><![CDATA[meme time]]></category>

		<guid isPermaLink="false">http://www.daviddaedalus.com/blog/?p=576</guid>
		<description><![CDATA[so I was joking with my mother the other day that I&#8217;m going to change my last name from Daedalus to Nippleblaster. stumbled onto this pic on the inteweb. now I&#8217;m only half joking.]]></description>
				<content:encoded><![CDATA[<p>so I was joking with my mother the other day that I&#8217;m going to change my last name from Daedalus to Nippleblaster. stumbled onto this pic on the inteweb. now I&#8217;m only half joking.</p>
]]></content:encoded>
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		<slash:comments>0</slash:comments>
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		<title>seriously, what&#8217;s feminism?</title>
		<link>http://www.daviddaedalus.com/blog/2012/07/08/seriously-whats-feminism/</link>
		<comments>http://www.daviddaedalus.com/blog/2012/07/08/seriously-whats-feminism/#comments</comments>
		<pubDate>Sun, 08 Jul 2012 07:18:44 +0000</pubDate>
		<dc:creator>David Daedalus</dc:creator>
				<category><![CDATA[Random Awesomeness]]></category>

		<guid isPermaLink="false">http://www.daviddaedalus.com/blog/?p=563</guid>
		<description><![CDATA[A few of the women in my life are self-described feminists and sometimes they and I find ourselves in good-natured debates on the topic of gender politics. Most recently, it was about the controversy over some urinals (featured above). Their argument was that the urinals were somehow demeaning to women and I disagreed (the fact &#8230;]]></description>
				<content:encoded><![CDATA[<p>A few of the women in my life are self-described feminists and sometimes they and I find ourselves in good-natured debates on the topic of gender politics. Most recently, it was about the controversy over some urinals (featured above). Their argument was that the urinals were somehow demeaning to women and I disagreed (the fact that the urinals are referencing the iconic logo of the Rolling Stones AND designed by two women makes my friend&#8217;s argument, that somehow they are a manifestation of the male desire to subjugate women, strike me as somewhat untenable &#8211; <a href="http://www.huffingtonpost.com/2012/02/02/rolling-stone-mouth-shape_n_1250119.html">here&#8217;s a huffington post piece explaining the issue in a bit more detail</a>).</p>
<p>Then I came across these vintage ads from <a href="http://www.retronaut.co/2011/06/vintage-ad-sexism/">retronaut</a>:</p>
<p><img class="aligncenter" src="data:image/jpeg;base64,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" alt="" /></p>
<p>&nbsp;</p>
<p>this:</p>
<p><img class="aligncenter" 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" alt="" /></p>
<p>&nbsp;</p>
<p>and my personal favorite:</p>
<p><img class="aligncenter" 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" alt="" /></p>
<p>&nbsp;</p>
<p>The above advertisments reminded me that it was not so long ago when it was the norm for men not to think of (or treat) women as equals. Even today women are having to fight battles a man would never have to fight over things like  <a href="http://en.wikipedia.org/wiki/Ledbetter_v._Goodyear_Tire_%26_Rubber_Co.">equal pay</a>, <a href="http://articles.cnn.com/2011-04-14/opinion/turner.planned.parenthood_1_planned-parenthood-cancer-screenings-health-program?_s=PM:OPINION">sexual health,</a> and being constantly <a href="http://www.theblaze.com/blog/2012/05/08/hillary-clinton-dont-hate-me-because-im-beautiful/">judged more on their appearance</a> than the quality of their character. I recognize the importance of the issue feminism represents &#8211; but I have to admit, when I hear the word, what comes to mind is this image:</p>
<p>&nbsp;</p>
<p><img class="aligncenter" 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AEwwSQG1EzECq6+8PBgIIlJCoUDyDVLyIsmXgzRkyhxpCkFOFEE/T/zTFDMAkwKtdWsV2lyR/CnEzP1qv6gxntFbJ3s5ZRcXTIT0xxwanZQgEFZChzt6U1whUQIxmKTM1RJO422tIUyBHWl8tQcIQZUAKfYONotrpDyZKkwg9jUbRUVbUq9SgKQEpIbt1hW1ayIE5296EDZVJ/hJiiLlJZ3IkFJjIqJThLQQkQnqe9MQa/YuW1m2orSoOp3pCMkD3oRLREBUAnoaKtztSh1WAn0wetQOvlUuE+pZP0FNBQwW+5RSTMZqJQAHpMx7USwoJaKRIUrFRqaKTMY4+tAAskcE/WntvKQRsx/WlUgFUR71GpJC8YpkhBWAhLiPSpK5pbm5Lu/dmTIM8CoImfek2zk4HvQUTqtHSw26gSFEgx0opbSVtMlKAgrOxQHcdabaNuNu7TIbV1jHFP8AMKVpJMEK3Qe9FiogaacZvNh3buASKiuGSq49JBnmiHn13akjcBsJUVHnJ4qRxJt31lEKISDMU0OiC2SPNQ2uAhUZIqz1xlu3uWyhCkMrQCkKGDHJH1rz6WBbADHo3T13VHvf1Npht5e5LKSlE/wilYFUoJSVqBx0H7UVbNJu5bUdi1EQScUGqAspBwMZ6+9eR5joUM7uc0wJbtlTNy4yhQISYJTkYod9C1BIBwR170ZbKLG3ekELlKlcwDRuo6UplhV+wPMtEqCSpBnYo9COlAqKdplxTbzSFNztlUkd6BIKZChFWD7aFNyhJSojInrQbidpzxQSyI14UteiKAE5nivRTozNKRmgBpGKUD1UteAn+9AHgJ6Gim2yhorIIB4ojS7BT5LikkoSJpNQWd2xOEigdewM8Ypv704JxilkDHagQm2TgfWlCQI3cUm4nml2mgYwz0Fep+1Pf9K9QFFHTwOe000CnD3FMY5McUtIn9akQgqMdaQz0SMVIlM8ZqwsNLcuCISa0tl4ebSAXCKynmjDtnTi8XJk2loyLds4sYTNH2+kXDpEIJn6Vt2NPtmtu1AOO1HNtoBOBHBmuafl/R2w/Tl/kzH2/hl1ZG4gA/WrO28MNASslcZxxWnQBtBiPaYipEAkemPpWD8jIzph4eKPopWtAtkAHygo9ZNGt6Swj/2kD/6zRwCpIIEkfWaliSRGD196yc5P2brHBdIETprPVCQJPIivL0tlJ3bBkds0cFQASRHSvLIkTBAGDzStlcUBot2m8FPtxFEhlr6ntXnEwmMzM0jTm0yY7Uh0kSIaaClYHST1qdDTRGWx8oqBSu+BHHvUiXIBJPq4mmhsl+7MqkbYHEzimKtmjggx7DM05Dp6J+gzXkrOZJx/fNAqFbtWkqICcxAkYolDKRMBIwM96HUtKYwJjA5FSpWSQBBG6TAyaAEcbIJCUyePekSQmEgwJ4JogrlvIJniqy5XBwYMfnTsQepaW3sAmcccA04OHaQkAGYSoicj36VXIcT5P4i/pTDdLZASVQBhI5JNHYm6QTe3LjS23VRAmcwIrF634lLz6razQkthUlZE59q0d0/94b/FA2pMcjHyrEPpFlfOq8ouWzytwIgkVthir2cPk5JJUuivuCp1wlSkrUsRk1AsbIST+maPu3GLtZFuyGSATHf2qvKTJmZ967o9Hkz7GpIP7UYltAcCl4BHQTQqU7ADUoEqKyT8qZIQtAW0pxUf3ocfho3Ac1K86pflojKRGPfvUV0fWEgggDPzpgNK96gDxNOS2HFhOAiM0iUpSkKMTOKK8pS7LzFYBUQI9hRYEN4BtSBiMRQw5zxU74AU22jkDPzpjg2Db1/aqEIxKowOasXUDYURPq3T7RxVc2TOBxmrBpHmokKO4ieaAEc8jYUJbO/vQTzQKwlJAPFEKKilxXBwmaeLNSoUo+padyRR0IE2fiCAIA/Oim2E/eJdQdiRkDqY4q3ZsEhptZSISPUBkmnpWi7cSk+g5cWOkDgUrKoO8FaQ3q7lwL1aW7dpBWVcR2ispqidz61txs3ECKunLoN2rpbC2UurJAGJFAPtNKtwUjcsK3GMY7ULseistUoQ82t3KZlQpzr8PKWj4STiprtA3btkAwY7UI42FAlM4En2qyHoZ5yiVmZJP5UbYP7AkTnpHIqtMg+9ObK9w28igEzTt+HV6pbXt/aOtyyneWZz9KrLVtk6c+u4CkrTAbIOJ7GmMXD1qgm3WpKlCFEGJqEv+YkocmDz2pbGOQpKmtqgYA7c1Zs37J0+5ZVb+hxsBRHO8GUqmqxpZVapQeqhJ7RRTKloSppvYsJMx1P+KGArdvaPNFwOBt1P8KuDUadLVfOLYZdZDpaU83B+MgSUT3iagaO+4SkgAHgHGY4mptNm2vGH9x8pKpPfFMOykgQOoPWkjryKnWkr3KA4k1GshUEADEGOvvQQR9c14p/8U6M0nWgDxFKgSaVIkxmrK1tgGytYiOfaga2Wdo4WtMU2gGSJkVn38rJVJPNWf33ymloABnFVRlXPWgbPDApIHBrwxzSkSaBDRzThS7aQDFA0hZPtXqeEGK9QMoPenAUg56TThTEKjJFWunsJELXVa3JVNGfeCAEipls0g0nbNlprrQG1JTNWzbg2n1CflxWDtL9TRPqyTJq5t9TJTCon9K4smFt2evg8uDjTNMHMGD0mJ4qVLoIGeDBnrWfavwVJ7T0o5i4CxODFc8sbR1xyRl0XAX6fT2/KpguQeIGOar0OiDBiiErnrmImeBWTRdhgUeoE8zTt0qE9uY4oZKjk5A708KmImOD0qQCCsFPASAfnS7zjIn/mKgkdSM4rwVyRkUxk61gA7skYINDLUSodzIrxVIHXqBULhgDM9c8UhWEJcCkGen1pUuH60IkkggnNOCxg4mZ5oCw9twT6upz704PSI6dh0FBIWQMHnpT0qjE4jvFFjsMDmNwAg8mlS4QYnPB+VC+YZMEzHFIF/X3FFgWAf3RJTjgd6HuIUmSraOsDr+1DFagkgY/tTFr3DunpA4osTY5Syk+iCCcGYx7VG4r8X1ryE5PNCvXSW1BKtxCRKinETVG6/wCjela0rKjj2raGNs4suZRdF1c3TVuw6VL2rM7RyYqjNw2puAAp4AkDjae5qufuVvKBUePyqNTm4KCTt3da6oYuJwZfIcuhz6yD6lJWqeQagUQZzk9a9ABMiSOteHImJnk1ujmbs84QICR6upNMM7sHNSgjcrAE80m1KTJMk0yRQdiAoZXzTWm964WoJETJFe2ySQfaSa8pEAScUANbAkbj6ZnAqweU02T5SipHAnpQSUlRgcTReoNpZZbSjleSfamgAmyQsuGSoZpplSjJyTzUk7QmOBSpTukn5inYURJkEwZFG2zoQCkp9UCJoYIUkgxRFwkwg9YifeixEl84N3oSAqBgVEw64haHVcfCmn2ts5dKSAQTxT7+3Uy55RPwHila6Kpk9jdrbuQXVHy5AV7ia1HjLQ06I4zqFpK7W6bxOYJHFYZ9R+HoK2t/rv33wVZ6c6qblBSlJ7JFPS7FsyD96pbaUL/hECp9PaW60pX8ANMasFJcCngfKBhUVpdNNjd6tbWZSUW5RtTA61MppFxg2yi1JPl26VzKSISY9/8AzVSptSQAOoke9dHvdCZYXdaek+awgh0udRHSsRflITsSRG/0gdBRCaYpwrZTEGTMUbppG/yihJUs+knpS3dv5TQV1VmoWWnQ2XE4zE9RWiM6H3e5DykKKSASCQK8hJcBJSNqU9u1QrSpLpC+tTbHHWR5YMJwRTYya22m3cCZ8yJGKjKVJ2rQMqHxDgUxQU0sK6wUmrO2SlRBWoeUlI39JpAAaihCnh5CSkgDclQ69aVCQSttS4GzcgH+Ix/5p76Q64s7plUjPen3TJt3gpaYTtlNMCsUspCwAJJzOYoUjirVPlqZWSQl0DgjkdaCfCYG07iMzQJoGpUjPSlilQkkwP2oEidtITzzRHnFKdogVK1bJCdyzihrlKUnBFBXQMpU+/vXiYGaQ8n3pSOKCaESJNSJhNMGDFOFAzxJUaVCSriaVCN0ADmtZoHhl+7SlSmzkSJHHzqJzUFbNceOU3ozYtldv3r1dRT4SWEgFBwO4r1c/wC5/o6f2q+zg4GRM1PaWz106lu3QpazwBUP0Nbb7LHrNvxCBfKQmRKVLMCR712LvZwsy91Y3Ni6EXjDjKyJAWIke1MQ0V8V2D7Y3NOe0i1abcbcu0L3JKTJSkjOfeuTMOeWRjrSkuLocd9kS0qQfepW3SOtFKaS6iRlUcCg1JLayk8ip7K3EsbVe4ir60WRtGBiIrP6cfUJGKvGlEpEHrXPlR6Piy1ZaJXiBJMSTRTayQKrmlkgTGTRaFccY+tcckelGVlghUgkx86kKskTAHWg219efnU0nGZ+tZNFBCTgnBmlKiMEzPSoQqIkmeIpZ4yJnpSAVSpIAyQeKYpRiSB3pCokDn2mmkxGZ+lCQhC4AT6jPvSBQmJIio1qhJEj86j3ndOCD3NUkK6DEL7HinoVJABE9qHQobuSBT5xiI/WpaHYTuJ4InrXivt3yKiHIgfOamacLC0uAAqSZ9SdyfyODU0F0N3jB4xH+agDpBJaWjAyJifepL9aXwpLoSFqBJUe5+VBKQlbh8weUlKTuURJ46dzWsY2c88ldlbdXKytxUJ2kkz39qrn3DJgkqijL99px1DjbAbAEbNxMx1NALkgKI5E4rthFJHlZJuTIVjcncBA96jATAiZnBmpwSeBgCKQ7EtbcbicmtUzFkSE7krPECmfQmlgienavHI/WmIaPeYpSD/wU/bgEdacEygnGKLAjPwilVk4OKVR6DikwB70wHJPqycUr7pdSiT8IIpsQQTXgBEGgRJaoS4ClRiEkj51Z6dZIdYuCeUpCkk9qqWztUOcUQu5cQnahZCSM+9Awm4QpDP4mOlMO5xKClACUmYiofPLkFZmOKMtgl/YnzNpHFJ62Uth2jf9JdS8jgEif4abrTZuHCpuTPvNPu7lDFolvcVvrPxdKIfebRCUoIhPqJ61n07NNNUZhpBWvbWi0fTFXrC0JTuXz8qrba1Ul5L2xXlTg/zVpdPWq2ZUq1Cio8xxRlm0tDwwt7Ka1sLy4durdskpaClqnsKl06zXaX1sbyWHNhcQpQ5nirGxfubS+WlnJeEvK52p7TS/aHqY1Ndq2y3t8hO0kDp2qVLl+JTjw/Jeh7HiBNubg7AtXllqeQok81i3SW74rUglIVMGjtNtbp9e1pI3ROeg71ft6Al0JLziVAJG4o6E8VceMNEPlk2VevsJf+5lrbsISFxwJqu1RpLLym2NwaSZST/F71ba8lGnsfdmeEqBk8k1T3rynktuY+EfIVrHoyl2Cupa8tJRPmkeo1I2Vt2gSCIcPecihwSpRz8zFOUshKAZ3TWhBZFDf3ZsEAqAUpU9YqC1Wm2cCHU+a06me9GC0cbtWl3CcZKU9SmqxRIfCgMDgEdKlDHXyUoeT5BMSFD2FEaheLvCgKbR5TCNogRQ6kKdd3rBkmRiKsEsoZaWoqJCxCUR/F/WnYikUkEBUcZ5zE1A4lSdpI9KxIPtVm5t2paA9aU+rHJqBbDzlu42kFaGAXD/ANswCf2pp2JoroE805olKgQOD2pyIC5OREGkE0Eh1zceYBFBkg814zGeKaASZoH2NPOKlU2dgUB9aYRn5VbWrIdsTiSDUydGmOPLRUgU5Pyp62iFEAZpAmD/AIqiaNH4J0oahqAU4CUozkV3/R9KYZ08BlKSpIniuIeBXjaPFRIgkV27Sb1LluhQOCkHng1xTleR2enhjUEMUlwKI9OD1r1WJJJ/2lV6jiVTPjEZ5p6SQQQTPcUwc809IrtPKDUvuOJha1K+deKJHFDt4iB1o5r1fKpY1sfavlk4APzpLptRUXFZKskio1elQI+tHtAOsEGCrpilpFVaILHmMTNW7as9eO0VVsJCHcirJKiI61lkOrx3SD2lbZJBJ/ei214BmPnzVY06VHkfnRLajJ6H3rmlE9CEyxQrco49s0SlWABQLRMDniYNFNgSIJisJI6FKwlMjOTPWaT6/M00TAPMc0sY9P51AzxVA7CmqVE9PnSKmIiSfeo3FEDacU0iW6IXlQD7+9NSuYk4ioH3QVkECvIc9MbunWteOjB5NhzSox1jrRAOTzPSaEZ/7p+XFEoxHMTWbNU7JQPUACI/anXCwpe1BOyNoHUVHvTvEjAzUF5+EWy3uW4oSUSAEjgZ70RVkTyKPZG86fNK0gQYwRI5oW+uHHkS6tMD+BNRXSyh0q+JI4JqFhSVOpPpTBJ3HAFdEI0edlyuQA7O6c9+elIXCUxmJ5om7QA4uCFx1AwaF2+mT1roTOVs8DKT3maaQJKhzn6U5XwjjNIcGEgACmIjjEmvRilOYpBTEKMwI6145NKORFeKp+dMBIpUJCkknpXuleGKAHhKVEbjTSlMwDinIHM9OlS+WDGwUWCRGhqJJpCmJJqVzKQBSIQSDFFjoiSB1H51OhYbAInPamFpQnnHWKctkpSlXSjTDZYILS2UB0Sspx7GrLTlh/eq62lKE4SP4qpUMLI3ZIqz0NINwlT0lGYB61lPp0bYtySZoW1M3LrLlw2UsNwhKE9u9XGk2luq58pAJaUr1DitNobGmt6O24820pY4B6Ucq0s7h1p5tKEY5GKw4NrTOxyS9FPdWOmsSlSENpQQTHBFc81dTF3eXJth6VHage1aL7RNRaRcqYtjn4VEVgWnrhLssD1dOtXGD2Yymo6LNu4RYWzrSVpS7thRPJPahkas6zZrQmZWQY64odNk/cvFbyhBVmtA1o1k4Up3FUDaCP4jVtwXZEVkl10Zt/dqTa1uEm4An51Jast3OlttFI89Kjkcx0FbXVvCyNNTZ+r1OJUtcdABV7YeFGLHw0b59DYfISsE9JP7xT+X0ifi932cmQwyGbhCxCkkADrUTwt13jaR6UgJG73q08TJaY1a+8lM7V7kn27xWdaUpdwCBknA963i7VnPLToudYuXb27Slv0tWrYbH5z+5oRbW20SVAqccJEj+GvJugltABPrJ8yRPyolTS1WBcyMjae4mP61SEwS1BUVM3CVKKxKCPiB9qiuVrhDSzAbIAjt3/WrRybhxh5Z/Ew2YPXoR2qN4NvoBQFKWqUwE9exoAg0vTl6l53krQlxpBXLh27oHwj/ALj078VA2FW5cCpCnEbSehBo20fcsra6abTLbyQhZHTqD+dXXlN39gl+4W2lZSEBsIELKRHTgnvTBKzHs6Y/dvKTbNrVBiAKuGPCb4bS7cqCEnMVsfDtuiyS+lhSQ63EmeAUzz1isprGrOOurDbiztKgJMYnrVIlorNVtWWmylrKgZkdfaqZODRj1wV89aHBg0MSIiOpq58PguveXgA96qTk0XpbpYukkGKzyK4s1xOpItdZs27d0FJ5oJjTnH1pLYJB6VcKt3rgbyCU457Vf6DaICAIA9hXN8vFHZ8KlK30VFsybXYgAzAro3gu8U4oNLj61l9StkAygcUV4cvPut0kq64rBu3Z0xVKkdmQw0UJlOY716qxrVWi2gynIFerfmieJ8ZjJzThgZzTRn2p4/Kuw8kkTg0Xb8QOfahB9aIYVB+dSEXslVxmiLJZSqJqEpkGntSgwJqX0aLstTp9ytsvNtKLcTIio0q3RIMdjWjtrthVkhxTwAT39hVEVB195acJUoqSPaawU3LtHUopOkx7KScxNFoTGIkT1xUDaACADn3otvMTIjpyazkzqxqiZtMdz0mjGyDOIk0KyIA4nrHWiW5JkRI4rCR0xCEgSSCc09IP8X6UxB7j2p/f+9ZM0F2E5/SKHvbchslIk+9GtxuIkx1qZSA40Jn59qUZUwcbRiXHYXBOQamZd9QPtU+raetp5TiBKDyaDZBkEz713JqStHkPlCdMt2V/CRgx1oxBkcf+ar7UQO2J7TRiTLaiqIKgAnqa5pLZ3RlrYQ04Uubkp9Y4CRGf/FCOoS5ufhSTAPqyP0pU7itS8gDBAPWl1W7L6z5SEssNAIQ0kkhI/r3PvVQRzZpXsrLxRXgGCIniKgIUW9wWOeP61O0hClBIUBySVDiKVbSQpaUrTP8AMcRWyfo5HvYKRgqOVdyaiWgwT0mKJPwyCCE9Y5qF5OCCD7CZq0Q+iASQO8UiUHoRNS7YycCmKyMfWrTII1gJEAmvbfSTSqFSOIDe1M5Ik07GQJn5V4d6fGKQjFFgJFeAxS0oHemFE9uyViR9anFsvfAEDmaO01lK7Q9wZ+eKI8opTPWsJZKZvDFasqCwAohRMD9aVLaJVJIHaj3xtBlIknMjk0E6r0wkZ+VVGTkTKPERbso2ITSh1QQG1t9MUMVLTESkmlQtSlCTNWomfLYdZkqSU7gAe9WbSWQlCUHaQIqoJVCQtI+YqdpxfMzFZzi2b45qJrbK4cQlISdwBwBWgvNRdt9LUsFQnjoZqm8JW33pxpKkyCc1e+JbUru2LaChCUE59hXMlR2uSdI53eueY6p24WVKnqaETdEq2tAIHc0uotO+aslJKQYmMVXbDOe8V2QgqODJkkn0aTRmGHrhJuroBqP4T+VaBGl+Rbi5auErcT6wgGTE177N9CYvbZ16+tfNAwjcD+dXj3hW4t9XRaMpXbOPKlKTna2eDWOSD7R04Z+noqbF651vVUNPOlKQAnPYGSK6G5ph1ZRtd63GGG96gcJUocCrzwx4Gt7RtLjluPNOAojOOtWVrYm0v7tKEwklKSPzohFrsmc0/wCJ8w/aK35WvrTICvLQVJiIMVkspVI5BroH2xtJa8cX4ScgIPHtWCKZJNdkNRo4Z/yHN/7awMqXArTaUFOtM2ydqnFOpACuI6j86ztunMgSferjSFk6i22rhBlITyetU2JHrNg2mqi3uUlbahugSI5Mj3GagZWpmdwAO1SdxHBJkGrTU1FdwlxKCEJUWxn4Qc801u2aQ295ykkPMFbZQqSkz1/b60h0A31wk2aXlSlw8wJBV1Boi23HyWHRDS/WREH2NCOhBbQyqWTvAUk8Hr+cU9TYS+dylpSDtEzgdxQxBiFvlx7ygltBISUqxgVWajbuQta5UCcyIjtRtwXG0JNyEKCSQFJVO8d6IaWw606l71hUL9J+E/1qrCjIKSOh4700iRVvqNuC64QgqIwSBzQotfw1JWlSVkApPSO5pkpAAGcTNOTKFSOlSLbW04UrEVPb2qn3QlImc0DLex1rYxsXEjAq/wBKuZCVAgj2rHX2nPWmXUkD3qy0O5IY2TkVy5sKW0duHO5OpGvvzKN84oBg7TPGZgGmovPMaCVY+s15GdwQJnr2rlOxv6LxGquBCRvPFeqi8tzua9U0Ucgg9ZpyeP6UmTyKkHFeqeJY5IzUiORTAMYpw5pCXYcgcEie9KRtI601jiB36VKUjIjFQbLaCbaFJUFjtEVO0QFT04ihrdW0wc+1FGSqVJ2gcHpUSNYunYW1gwBxx0otozuI5jpQKD0Eg/Oi2iZ5x3Nc0kd+OQUBj3qZGFHM/Oh0qnHBnpUqCDjM1k0bphSTTgYniTzUKTPTmpEqxxWbNLJ0E0S2ue3NBJJIyOOhqVCiDgD2NQ0NMKdZDyDjmqC908tuFbY9NXrKp7xFTutBTZPPtVQm0RkxqaMw2CCB7SaKQghOZweKKuLMJXKR9KakeWQqcdKvnZhw4rY1v1tONISErKisFIyrjH071V+S44HVD0hJ/rxVkCptpW2SVHaD3ntUXDISgGT6YIx86uLZyZEmwdCEM+tME4wr86CunCt1ZJBUTmMUe8hKG0yYxkx0+dAObEuGCSPlWsWc8tEMGAThHzpFqmBOakWk7RPHMU1KIbW4pXqnaPfvVmTZEoEp5pmalWQNpTwBTACRNVYjzaRu3LEpScieaYZJkxUrghAEHOTTImmgGEZxSR3/AEp8Zr0fnTAaBM+1KBntTgPnT2kkuAAZosC90lG1gbhg+1WKGQXAD9DUGlo3ICVcpMxVyljE+/5VxTez0sS/FFauzDyghU7uf8VX3lojylLEbwa0TtupMKHPWof9LU+FFtKlCc4mnGVBPGpbMwLMPwkKggYo+y0Jskqcek9AE1bteH7xCgoMOdxij7LS394LxKEJ5gVbyS9Exwx7Zl7iyS05CpMe1I2gOuEpTtbT0H8RrbMeH3L19Skp2NIElahM0CNIS3dFwZb5SB1PalzdbB4o3SNn9kelJevmg6AQAJmup+LvB1rfWoetmh5iIVt53Vz77OD/ANYhAkkrjHau7NNktTzFdGCKlGmY+RN45Jo+ePFGgWNlaF20G5fKmonIrDWtqA6Hrq0QUTOU4+VfRusaGyNR+8IaC9xlSKD1LwGjVCl9oIZSYJZHBqJYpN/iaxyRSTkc70DU3UIS3aMtMtbYCkprpHhTTTeX69QugXLhSQN68wB0qXS/Cabd8B23SlIMAitlbMNMI2tgIFa44S/yMs+WKVRGDYkbNuUjrWX1xl22uTdseoqMKSf0rSXhAXPJiI9qqr4jySSRt96c9syxKtnyx9tCAPGVydxK9iN3zisAhP4gBBzit59rr4f8YXkEFQgn8sVh1JIUmDB5ma0h0Z5P5BVu1tfKMlMEgDHSjF2wtHYcO5biQUkDielQJC0oQRCpMz8+aubu1LrZUVI8y2hagDyODH6UXsVADd1uR92fyw4kFKxny8xJ704NO6c+5ucBC4iOFg5B+R60O0phq5KFKCmHjnGUg1abG9jVu+5uZSkqZcAkz/zEUWCRDqyLd+xQ402G3W4K0zIUem3+ooQNLvbiLFSlvBrztvMgCSPeKV9aGvMbGABgpyD70LaMvpuWnra4LVylW9tYO0hVMAi4uFOoa8xtJ9OxJ28/KhEqUhhaAAIPqI6VI05cIcIdUFJJ3YEgHuPepbNJJUnAcK9ylEZ96P6AnumVtuKaeTCy2ggpEjIHBoNKVB1Itz+IcDsB1o65uFLeBeUSQkJEHmh22ShYWo5Ax7CmhFXqVsWbdJVlRVjPAq58M7VthUArSZzUWrhLlgFGAFcHufagdCuSxcFMiD06VQjbuoZ1azeZXtCkjGM1hGwuzvFtOGIMTV0i8XbXfmJUZVjnpROt6X99sPv9rlYlSgBQ1yVDUqdgDLkQBIPyq0s3CF8z8ulZuxeG4BXxflWhtVBTeMQK4ckaO/FOy43MnJmT8q9Vb5rnZP6V6uejps5EmpAPnTQPpTx0r1TxWOHuKkA4poEdKcP80gQQxyAOaNSIzxQLB9QMfnVo0jcn3PfNZydG+Miaw4J4B61doQ46zu2FTUcRg1SlJSqDj+tanRWhcWyZWkJAHxLAANY5XSs2xq9FMzlA6QO1EtkAT/w168U2q+uC2Ibn045wM/nNRbs8fSoezoi6C0mCIGB2HFTNkRNBIV6pBopkjEY65rOSNYTCgT7yaekx3z2qJJEYwRXlHAO01lRryJwoQOvtUiF55/XmgiqOcVI0uSDxj9aTiLmWSFQRj6GiWlwSR1560C0ex6d6nbVA7YrJm0ZBikBXBEHmelCBtO9SyEkA8GiWyFAikCG1PBK/41QYMECmicjBGWkuXiUvbktJIWSBkCh75xK7l1xtBQ2owEbphPQCre6LTi3GmZ2AlCOJUngE1WvMhhlROd6uT/StIy9HHkh7KS6BWsETtgAE4qBadiATBJ9+s0W+CokLMQQcdBQroiQSdo4muiLOGXZCUyrJ4zzXlndH5AU7aImcnoBTg16SpZ28bQetXZnRClMrg/pT7dtPmp834JlXyqdSghrckGDhWOajUoKtyEpIUTJPt2osRHcoI2qJEKmAPY1CRB9qKKVrbQFhW1HXoKhUgkKUASBz7U7AiIFIRUkYBpCPzqgGxkUVZgJeB5HFQcGibUTnsaTGuzQ2JhxORjBjir9iFhUgRM81mbE7imTwZq+t3YIxz2rkl2eljdoLKUhf4hkjpWi8P3LLLiEuIHlmMkcGs2mYgcntRLMrO1B+ZB7UounZo432deNvbrt0rhCgsTMc0E9p1qkCED/u96qNCulIs22VKUpKYAz0q3S6lCd6sAAxnpXXF8lZlwopvFF41p2mlDMBxY2iOgrnqbmE4GD1ozxPqZvtQcWFfhg7UgVXac15h3KkpnPvXPOXJm0Y8UdH+zlpblwFpgFPXrXcbFe5kA9orhfhC5TbEFB2xmK6/o+ptuBpKiAqK6/HkktnH5UHJWh3iZarG1XdAEhuCQKbo2rt3DKSkyoj6UfrCmX7ZbbxBbWNsd6421ro07xDeWJKkNtOkJziOlVkmoSTJwY1lhT7O2/eEFMmKhfVvUNoOaz2m6j96QlSCDgRAq0buCtO3qTWnPkjN4ODFcSqQVZVM56CqfU1lm2XJ9IBq0uVbUQFCY6Csx4ouvu+mXLpWAAkgCspdlxR8teMXTdeKdRVuBl4/pVKtJ2A/wARMRRjyzcai65yVrUoe9Dpb3p9StvUT3rSLpI5pdsMZdUNMbbbR60OyVRkpNG3b5dSny0bQUE7hycREUPYFxxHlJxuIn5dRVpprSPvjlo+kBASsBwDAJx9RxQ3RSVmfDaXilSFQqYANFtD7wopRO9CZAPcdqlGmh6+LTaktqWqIUrE95oa6PlOlxKlJXAKukHrTbslKiZ60WtnfbqTDn8ByQeo9jUTbQLak3Lu0nn5jpVuX7dGlPOQo3Lo2Kg8KBkKH05qtbuEfd3QtlDhdIyeUkdR2xUlUiO2ZRb3LYMrUqFAEwFp6wai+6rU4UgqDZJ2qPT6ileeUVIaKUrCQSnuBNEpC0JQrzBBBTtHINNC7EaZSm1QpYUrYrj+Ud6mbZQpw7S4T07God+9IQVBK527TxJ6zVpa2zZ9aHTmRBIIPerQmB6g0l6zWhCZgZUBEERzWTEsv+voelbVbIt2W1oSpKl4hQmR71mNetgxdnaPSevaqoliur8xsLSqSKv/AAjqoSo21wR5asQaytsv0lJpgUpt2Qf1pNAi48S2J07VFFH+04dyYonS7n8MjkR2qPU7oX+lNKV8beJ6mq7T3CFQCRNZ5Y2rNsMuLouVPncfV1r1Qh0Rgge0V6uXijr5nPAAKemkAx+1PTXaeaLinJyea8ORT00mND2xnmt/4D8NXPiALDCSUpwTE1gm+R2r6k//ABRtrd/Q9VWtILzVwkDHAIqXFSkkx/J8abRwzxd4cuvD+oBi7QU7huSYgGqy1WhKCFkCO9fSf/5TaNb/APp7S9SbQlLzdwWlED4kqTP9K+Z0p3H2qcsVF0ujXHPkrHuPpcWSjCQI+dNSuRz86hWnbJBPMRSpWO1RxL5haF4zn50W05BIBJ/eq5uT0oxlXBrKaNscw5KscUxS+D9aREBMg/4pjigSeY5rGjeUtHlKyKmZUARnPWhjz7CpWeR/NTktGanss2TnnFEoJMD8hQrBhI647UYw4ppQcbMKIIB+YiudnXGWicDYSncInkU5KwlZMBRPUio7dtxZHAHUrVAH1NPUU+WEjKpJkVNUU3ZKlwtogDI4V2NCXSjtUpJhQESkxU6AkIIUsAn+lRuMhxZ27VpVyCcfnVIxm9UijdJUpTikiOMCoCnclQMGcjFWTzBW8UM7lKmAInPtVnb+Hrpu3bdvAG0qOABkDufatuaRwSjbM9bszuKwQO/UfnSrbRtSlRCt08cg1Y37QYcdaJDkYEDn3oBbEKEqMj1QDTjKyZRoDJ8so2HiJB70iipxw9ZM4FEvt7XVJ2eoHvTfJJClgiBzWiZm0PuA4i2S2owhSArYk9aCSkkElQQD071YXRK2WVBsJMHdtM/Wg1oGNsGP1q0xMHUNysDikjHSpig/Ic8U0JxKeB0p2SMIjBHuDT2sKGYmk2n6UQtSCi3SlJCkg7z3z/agZZWStjqUrBkDpmaumD64/c9Kp7Fn8SXFQSgrR1kdKtGlSEqEYrmyKj0MDtFogQdoMiKmt/Skx8M9+ahtyNpVJHAMURCSogHp2rM6bL3S9S8kpQvrgmpfEerhux8q3clbnMdB1rPed5cFIHpxI5oS5Up1RUZPWatSaVBx3YGAp91KBx1o0vfcbcNrz1jvT9LaBBXEqVwIqwubBm8a2PSXBwoUJXolyoD0PXFIc9UphXE1s2fFjrbjYabUQBn2rG2fhG5urtLOnhTjhPFdF8B+FPu+oOsaufMWjG3oKuMZdRIlNJWy60671TxHeMfcsWzZHnPnj5Ch/tB8Hxu1OzKlOjK4GVV0fTLK302zFvZtJaZSZgdT3p92W3GFIc9SVCCO9daxJxqRyrO1NcVo5l4Vu1JswgrUFDkTFbS3eTBVKoI69Kx6rdGn6m60QNu4xB/pV1ZXC4SI9HChUQVaZ0z/AC2Wz75XJHXAzXNvtZ1VVn4auUlXrc9APz/xW7W6FBRnkTzxXDftu1EuX1tYpMJSN6hVPZhJpI5cg7HQrqMj3pFOFe4GCVZBpF9Y4nBimpOAIxM8VvRxWStOKDiQhUHgg1e6I4p1963cVLriVR8wJx+VZ9tMHcucGPmKM09x1m5TctqIcQZSP5vb6jFS1Y4ui41Hag2lykqhaRuJHChyKbrzbSybhM+Wr0rEyZj00HdFYU82pZCClLrY6Edf0P6UQvyH7dxRCgpLaSAeh6pqei+wBl0PqSgpBQGjwYzSIQ2SVb0p25gc1AgJQ4UqCspwRzU6mUokgFKlQRJ49qtkDXClZW4lAEJEwaIYZKi26oiJMdRQrvmMpCkmQo7pA/ej7Bva2t1JV6gFAjhOaGwVHl7khTo2rTBMjEn5UVpb58oo2q885SNsgd6gXBQQXUbknduxFTWalIfhQCCROIzNVHYNUEPPGCHVBRGCVdPYVmtWK7hEz6Ucdz71eqGx1Rfg7eB0FU7q21urAJzyY/atOjNsoUkpOOacsyQRS3DZbdIM/Wm8jHNSUStPKA2TSIUW3JNRjEGnFW7n86GtUPosQ4IGa9VdCu9erP4y+Zn0zT0iBSDmacmDzVGQ5Ip4popwqRokRzXZf/x58Vq0DXbhhRPk3KRKehIrjaau/C12qy1i2dSYg0m/f0OuWj6H/wDyD1z/AFjwsyhrDbTqXPnXzxZAPXLbZMAqya634yuDqHhV0pP8IUM9ulchblDu5BgpUCDT8h29fRWFcVRpNT0RlVi44y35S20FW6T6o71lkD2reXD1xe6SWAykMKADi0pO4/WschiHFIGdpI+dcyuK2bSSlLRGgcd/nRjCSeM/SvJtyIOKIZQpKh+VRKRpCDT2OLZ2iZOAKiVIA5o5I3JgZ9qjcYKgMdayUjecbWivKoPNSsrgx1HamuMKEkinMIPX9K0bVHJbTLC2MiAaNQVAYNC2zYxjB96PQkRXLLs7sd0KJnqakzAAmf2pyURiiLe1duXW2mW1OOqICUIEkmos1b0DqhRSNs8jB6VfaJ4XvtXaUtsBhhEStzEj2raeG/AlxZqacvw0XCJ8tZO1Hee9a82biXPOW4060PSEoTtSRzj5dKtR9s4snkeomOsfCWnaUgv/AO48kA718j6VUXjV3d36kpTLQBTzkDmtTqm50FIKg2lR3mY3Cs1rt0m1ZSu23b90K+tDWjBNtmU1i2t2luAIhQ+IkicCss+6IUUjYDx3Hyq71e5Wh1RYCfMUZKwJNUy2VupU49ugq+LuaqH2ORDa/iIeCkhRUNxM5xUXlK+BMqnJg0TdW7Ytm1MqkiQuOJodDnlwCJKhEzxWqZDVdjQop3DG0iFA9qg9Q+HOQanO04kGO/WlYUlK17290ggjirUiGNdZCWUK3ZJ/Km/d0kABxIWeU9qVIVsnOP0pi0KCif68U7AmurchwbYUCnBHE9qFThYnoYg1YtktApc9LqgFAdx3qF9pKHCZwTORnI5qkwaJ7Q77jiIRET7VYWZITtJMRiqy1KU+kgFSuFCrGzCgQQTWOQ68JcWygRExRe/e2JxnvVfbYGQe9EoJkCcGsGdqJFLlBg5OVe1QqbLp2p4Oe1TLaIBIxjj+tRNrLZPY0IosbQhtlKEfpzVhZNLddSlsSScRxVJbu/jeownP0FFu6+LEEWZCY/jVgT7VaZi4s694Ct7fTVpcfcSHVCSTFaK6Nm1rAvFXKEIUJIB5r5ke8SvLdK13zylcSlUVKrxa993U395cWIgFRMiulZJVSiZ8Md25H1K3q2nvqUlq6bPtNRam+WUBUSFER2r5U0/xHcC4TsddbXukEKkTXT9B8aO31g3a3rkvpVggfFVfK74yVELDCucHZrddhy8bdSQO5NPacCAQFH1DJ71VM3QuwCFTBkweTRalJDUbueQKfZSeqDFOcyYTE/lXzf441BWr+JdQuUKJYS55afYDFdj8ca2NH8O3TjZh5SS02fciK+fws+U4JMqz86uCOfO/ROm0UWEvhO5jdsWRnafftQq4Q7gcH9Kmsblduo7T+Gv0rR0UKa8kF0qSdyFfCa02cwxncpyCTAFFW/4N8yVwUhQMdKDSkhSiD8xRxUShtSuuQO1JjQfdIbfvbgtoJYUCWhxt9qFuVLbt0AxsKeeOeRUljcLL3llUIPTqBHQ1NcoQC2FGW+B8vepct0zSrVgN5tQ4n7vuUFIkFWeaj8xS9qlr3K2wdx7cUf5CPwghflOJxKh6R2mpHtLauGFKsVLVcISS+yqAD/3IV1HtzVJkuLRWtAur9R3GY2A5I/pR7DS0L8txtSETkKECKZpdql1aEpQ4HT0iOKJfcdauGlulQnPM/p1qkhdbFCdzbvlpbBdVA3K+GOtMW2u3WvIUuMrEEEVbX6WUWyVJSSsj1bhBn5UDeMLWw3AB2DBB5FWlZLdFc8VPIgiJ6jmq5DQ83+lXSWdrK1LAg8DtQC2FqWFjCvlVmbK/VmEpSlQPqNVQxWkv7QrtNxgkCcVngIJmkykN6816lIjpzSjmgoSa9Sx7V6lQiiEe9OA/OkEdqekVDBCgcU8Cmpp46UmMekUTbqKXElPIOKgSP3qZHNSxrs6pp61Xfh9SVKn0Gc81z25RsuFpz7VtfCF6F2C2lHIwRjrWY15kN388AzWbdo2aOreE3C5o9sLdUtbEwIB6Zn9a57f29unXb9NiUqtkunYRke/6zVZZXV03bFm3feQ2SSUJWQDRFsoBzbx6QCI61zztKi8KqdssUpSOn5V4toJ4EdKiSvOOlSJVzBxXOejaHoayDA5iiUMgjoD/AFqJrOetEIM8VDZUaBrmzCwdog1XhhTa4UK0KRMd+c0jlqFiVD6xVKTWjPJhT2isZERAgUa0nHBIrxt9vNavwP4PvfEt1DSfIskH8W4WMD2Hc1DIvgrZW6Dot9rV4m209kuuESo/woHcnpXZ/CnhSz8OoiUu3xH4lwoRA7J7D960ej6Pp+h2AtNNYDTY+NZ+Jw91HrTHVlSiEBKkKMwc5oTo5MmZ5NLoiuwlxSUKSlaR6dxyT/imXDTbbWSCONo5o62aQ2VDyk7ldSOPlSXdh5qk71kJnoImhyMaMTrLaXEOBIACjE9B71lNV0s3TaUmVbRhR4musf6YhStjDDaj1KkzHzod/QQtU3CkMtjnYnoPam5J9lLRw9Xh59x3bsU5id0RjsKrLrQrlpZCG1JCvSS4n4Y7V9BP6Ix5rYs3HFJiTjIqt1HSXWl/d2UecspJhQiB/Wo5r0y7s+fTo74uvu+5Kj/EUZAHc0PqOkrtVY9aRiep967QvQwwFFVgEhRJOPVVerQ2XJBZTkQArkD+tNZWhuCZx1TGT+GInBjJqAMrU+lBABJiuwaj4SZ2qKwGlbQdxOD/AGrEat4dubJ5a20lMDmJBJrSOa+yHj+jIrWN69vTGOtItalgAwD8qmWwoK2qBQtJgg4zTPKUAVEiZrouzF2QrkrmcjielSu7loSZlacH3pqUysDvinPtLYfUheFpJSoe81YiZQ+BacNrSI9qtbUHyhOfeqYEFuBgAzV1pTykrSSEq6bVZrPItHVgew1KQkArMHt1olsickgEYio1gocUDhQ5B6VInHqmKwO9E0E8zHcdqEePqATMVPv9PB55mDTAkBRMRApFUCOMOlO8LKZoVfh++1DapoLdBVsBAkbu1XB+CD86K07VbnTkhLRltK94Ede9XGfEXxxmqZWD7ONcLe9LSIjInIp9n9nOruvht5KWhujPNdG0Xxi0+y20+QlwHcSOsVYXXiW2S35xfSl1L3mFPU11LImv5C/a4l6M9on2YWtsA7fPFSgneATAIrTu6VYBkCztm0JbG1JSnJxVQ/4j/wBQcS02s7AYEdu1WQuFfdgRgR0pxqXRnkaiuMSlsFLtrlxCjAKse1XiXgQCTKQmfcmqZLXmr8z1EkxB4r2vak3pemvXDpH4acJ4k9qIaRi3o539qerfedSRYNqlpgblgfzHp+VYkJKkenoPzqS6fXd3bz7pJccUVKPvXm3QgFITMiJPSuhKkcMpcpWMQBsG7k/pT1sqZZBMQrINRoPqk8VI+sqQAoCAcZpi9HrNKFOIQoRvPxTxRiwUeXswOD1g0zT2k3EiMj361YPWNxbpbLqFFlfEnr3rKU0nTNIwbQHatLcuEKbTDgVzzMVobaz8+3cbCCtajvSQePaKF0XTwrUQ2VKgp8z3xzHetubBCktm1ccDQEyehPSaxySb6NY1FUzHG2NwyEvAC4IO4q6QcSKHaYcZtnVeYmE529VfSthqmnXDdgbtlpR2f7nEx0Uaxz7SiCXMQdx9u1b4pKSM562LYIdWVulpT7SBKoT6gKj1B0JWkwTB3IUeI/vTrMh+Ww6UKM9xJr2rWp+7blLJ242zMfSt0rMWy5t0tXOnpeUgrSkYSZ9Zoa/vrQsISw2PMHJ7dxTPDmo+dparUCFJkbz0B7U4aalbSiBtGQhI5V7mtES2VzrhcZWVggK5n96BvAnYkIWZ9utWQt3nlKbVO9PQnAFDlhu3StxZ3e/v7CgCsc3uIUkkzFUKwQ4Qrmr4uArJbSd5wO9Ut2mHz86TERkA03b2pf8AkUon3zUlCbfevU8JMcGvUAUAGI4pw4pAIp4qRipqQCmgfKpAPakwHJ4mpUiKYB7VKke1SNGh8NXBbdIJIBpfEAJfCgIEn6UDoyim5THfNWWuJ3JSoVg9M27iVzJ9JGc1O06JSAcjrQzSd3pAk9zUjTakrhQxMUpUKLdqizQvIzFTpJ6znNQtiIxz71OjBxjHWuWR3JsnbOR2oxvI4oRsdSflRaM/4rJmsWTo5zM8UU1BIBAmPlQ7KFLUlCAStRASAJM11Hwd9mVzchF54h32jHKLcf7ih/3fy/vSuipZo41bKPwN4Mf8R3YddKmtPaP4rsfF/wBqfeu5WdpbadZtWli0lq1ZEJSO39T71JbMMWVo3bWrSWLdsQlCRAA/vUZe3H0fCMz/AGqG7PNy5Hld+hrwcWQlJwD3/epbeyAhUAnp7VLbNbjKh6asUwIwKTZjKVELNshA+GSeSaeu2QogryB0qQqkiMxSlMkEyahyoi2DpYSgnZIT86kS2AqYzUvWK9xNZNtjsHct0qykBK+d0UOdPbgBKRI/i60fS1FspSaKhWjtFS1H1FSdsq6fIUI7oFnuKkMbTyBEgGtDFIpMijlIamzFanoQDakN71FQiSRj/FAnR2i15d0fNaI2wlMxW5WraqCMUqkpXkRxFNZWa8jh/i77OBcpXcaeClRMICjlWP2rlF1pr9m+u3umih1BhSVdK+wU26TEpGJisH9pHg1nWLJd3btobv0A7SkRvHMGunFnvQafZ8zvM+W8UOiI4KcingpUoLWtSlcmOau9Q0woWppaVNuoMKBHBqnurc2rqRIWTnBmu2M1IzcXF2Q3hK3FOCIJ6CKJ0t31xjccZpqU+YklWSOKh2rtngpM81f8lQ4vg1I07O8QohKyR1ohCdmMZyR2oLT3kOthUkiPyo4epI2njvXM+9npwpq0Jtn1CT+leCfTJgE809IG0KySeY6VOwgFMFMk9qCwXYoCTih3UrglBg+9WzjJ3bkztOIjFDqaCzCU5KZpoFspD943gJUZPYVsvCngi/1ZsvXVwbdsj0hXxKofSGrZl5C3kBwxPPFdO0V+3LLat0CO9b4oqT2RJtdGYsfCL2n3AG7zAOFd6vRZFDRCxHWDVxc3rQUny8RmSeaotW1gBBTIUo10KKj0c0pfZX3TgaWYiE5z0rk3jzXxqt793YJNsyeZwtVWfjXxIVJXZ2a4UrDi09PasDGauCvZy5Z+kezu5pCkDNLGM0VZhAKS4kqbnMVo3SsxSt0Dob3QE8npTlsrGVAxV0bNCMp2kEzPBo+3smlqZNwsqSrMgcp/vWMsyWzeOBsz9ikoUR0OBW/8PON6iw3b6kNwT8CgBI/OgdX8KLs/LfsFefbuJkJ6jvVdab21AoUUEcp7Vz5pKWzfDHVGg/0vy71LaCG3GVkpWkzu95/StJpFktxYaecKmjkAYg807QG7fUrFDadocTlJWcg9RNWtjavMPHG3ZBAOYrHkDW9lxb6balxCfLKgpJDiSOhER7zXMPGmg/6VfuWj5IaUkrZc/wC3kf2Ndg0oqdSUogJTlSlcyaq/tJ0M6z4WcuG0/wDW6ePMEfxI/iH9arFl4TVmE0cGtfL85KDAKeSes9qTV22vLCmXN+9JCp6kVC4fIWVmIPccVKwlp5tSiYET8q9eLOZ7KzR737utaCk5xANbPRYuWVlXxKGYEQK526fJvlFIJSFYFbjwjfpec8gIMH9aa0xLoMubfao7EhKAcJGJNZjU2nF3q0pIM5MdK22pg2gU6IK4njCKyq1ocbJbP1IiZ71VVoOyOx062DKlFYLo6pzms94gbQi4wMzzETVyEeU7uB2r9sz71Vaw24tW8SfpFSBTfOnFOKcAI+XNeHWoKG7K9UuK9QBnQKeBXgJp4GOAKljFSO3NSJGYpAnHtUiQRwKQDkg8jpT0jtSDmpEiDUlBdhh5EdwK0GosKXZ7tvpSKztudriT71qF3aXLDZOYiufI6ZrjVplDaEBwZop2EgpBCp5ih2cL+tEPhKVekyojtUvsS6C2pKJIohAk84qC1AKBjNFBMEdq55M6ovRM0JjEzVvommXeq3zNnp7Knrl0wEpHHuewHehNG0651O+ZtLNlb1w6oJShI5/xX0t4F8J2nhHTAhO1zUHUjz3+/wD2p7JH61lJhPNwX9gXgfwLY+GWUXNxsutVIy6RKWzHCB/WtY45Kd545IiTS+pwkzAFV2ovBsgKJM8JA5+dZt2cm5O2NdfU8oTAQOKkQdiJWAOgEUNbhSvU4I9vakeWXHNqfgTyIp0MtbR8lEwQB06VOl4rwmQk9arbcqcgE+gcVaW6MgAYHXvWctEtIJbEJzT5gTTAI5OKa4RtrGyKslBB+teNQ78gdhNSJUCYpMKH16vV6pA9Xq9XqSAhfbCk8UI2CgmKsYodxBC5AxQ0aRl6ZEHQJ3zAp5DbqdpAWk9DUL7YUkiM1ULedYfATMA96S30XxTM39qHgxOpWqtT0tuLxpMutpH+4kdfmK4be6eH0nd8Y4kV9Y2jpdaBjJGax2r/AGdaZe3790hS2kvHcUJGEq6x7V1Ys1djjKvxkfMfkrZKgsQpPeivIS81xKhxXQ/GP2d6rpyHLllj7xbIz5jWce45rCW+5CgCMg9a7FPkrRcUuvRXNLXZr3Jy3/EKvrN9LqApKpQR0oS6tQQVpEjrVYsPWDvmsn0K6RirpT67LjN4u+jVsoCuAP2qUoKeAOIiqOw1hpZAc/DV86vWHUPbS2QQeszj+1ZuLR1qcZK0xN6XGoKyn2mKRspSEpSsAjuOlSPMhziQRwQOlQLs1kye/wCdCQybKYKFjbAo+01VyzEKcSQOlVJtFgZI2z3gVC6pi2y4rdByK1ijKcvtl0vWrp0yFbU8TxFZjX/Eakbra0VLhB3uHp7CgdU1Vx5Kgj8NvokVRAFYUs5JrqxY23bOHNlrSIlkqkn/AM1HxUhpIM11UcjIxk1Oyry3Ek/ArmOlRBOaLtbf7x+GlJUtZCUx0ptXoE6ZrrDTV3WmghLXoBIWpMKqz03Twi3Uy8haXCRsJ/f2oLwS+48v7s6Fb7YlDg7CulWWmtKAd8ohCu/X2zXkZLjJxZ6SlatAdhYrcYTbBsKSP4z+9Dah4HCmPPbVtfKjCuhPY1stJs0MvICFyJkBQ+GtAu08tW8pR5asOACfrWMp0TdO0cVsQ/o1yQ6AhAWCsDp7iulaTs1KyKgfxEgKweR/cU3xPoLTiCtlO5Ef8mqLw+67pd0EEmMAf2qeV7Lb5q/ZsrBtDZ2gYEEYq1RtSUFSQEKG1QPWe/fFDoUi4ZDrRAB/Q1IrKY/iBkCspO2Ys4F9r3hD/wBP6qm8skk6XdqJR18pfJQf3FZDTn/uwUlaAQrqRX1Jrml23iHRn9NvQPLeR6CeULHCq+Z9S0u40jUbmz1BBS7bqKFAdY616/h5/kjxl2jnnGmZ7WLba7vAGcxHFWvhFR887ZB29KFv0+YiQnaD061Fotwu2uRsGSIruMvZrrm4euLly3cSA3ISoe9CXbaQ0pSEAASraasG3w2JdSjzFRx1MU18slBC9yQokEfvVWMy7YU6FGfoc1b6Db216s29zwfhNCvOBlB/DTk/EOvtQKrosvpcbVtV3FAloA8T6UnS9SW0gy3yM1UhM1srnS7jWdtwnkjvWe1PS7jT3drySPepe9oa0V+0dxXqk2ivUgM8BmnpFeSJyKckdYrMsVIM4xNSAYryE8VIE0mB5IzipUiaagQeKlSKhsB7eDVk0FKajMVXoFWtinckjpWMy4AqfS5J6ZohxQMGDupjiIcIqdDK3VtobQpxajtSlIkqPYCobD0EWSSW461pvDXhvUfEN6bfTLcukQVuHCGx3Kulbn7Pfsfu7ppu88TqXZW5hQtk/wC6oe/8v7126xsbPSbFNpp1s1bWrYw22In59z7muWclZp8vFJLsofA3hGx8KWADSUO3yx+LcEZJ7DsK0kFxQ6jtUJcLihB54qwt2w2mTyRmsJP7MpN9sF1B5uws1PLORhKf5j2rMsKcurgvvzKuBzHy9qZrWoHUNRCG5LLZKUZie5ophvY0Cck04qlbLiqWyZaiEgkAQISO9RJAkBPJye81GtXpKjk9pqRgJbYLjpgj9DVLSGHWphXt7cmjkv7QIBAFZi0vjdXJg+jMe9adpr8JM9s1jk12DILnUQ2uFSKmRcpXAmZ96z/iBKkKO3JmRmqTw/qV23qDNrcrUtKklW8xz7RwPY0cPxsKR0BbgCyJAVHXM1I0sHd7GKqnHwq6WO0U/Ttz7DqgTO9UVnKOg4lib5hDgbW4kLPQmigQeK5d4wNzZvKUSoQZCj0ozwj4uJCWL1QKeAo8iiWPVoHitWjo1eqNl1DzaVtqCkngipKzejE9TVgRmnV40PoCvuXktn1VVFaHHQEmM1Jr7DzZ8xr/AG1HPsapbO5i7R5pgkxQo6s6YpVo1Dr6LG3S44fTTtP1K11Dcllz1J5SeadeW6Luy8tYlKk1irVKtO8QBCVbVDkDNVBJ/wCyVFTX9m+B2kg1xP7WfBIsXzrOlNf9I6v8dpI/2lH+L/4n9K7aQHEJP1qNxpq5t3GH0JW04ClaFZBB6UQyODsiMuLs+V2mztUCJ+VCOWoIUgpCgeRW+8a+E1+HtT/CSpVi8SWV87f+0+4rKusnGBHIrvjL2jsTUlZir60Nu7AMo6GmsPONkbVqT8jWpvLNFywpJSJPXtWYVbrSsoIhaTBFduJ/IqOTJH43cQ5rUbtIH4yu2TNEJ1S+dx5pA6wKrrYysNukJkxJ6VdPWSW4QkhQ7gzPvTaSNYSlLdg6rtxYAW4pUYg9aAvHlLIQCc9qMeQllsqUACTAE9KBbuUMPF1aQsgQlPenBfQTlWmCX5K1hAGaZ5Q8qUz709CXH3ioArWo9BNWC2UptEDaoOGeOtduOGjilK2UykSr0ya95SpEijmLZTj6QlJKuSAOKPvNMc+5tvNpKgoZgHH0q1G2T6sz2yFkCtR4OYSL9p4gKAMEkfDVAhlTj6UJAkmBNdG8O+HvIaZU46otr+LpCorbDjbdkSdIXXrMeH9f07XUISNPulC3ukoxCgME/MZ+ldQsD96YP3eFbQNoHBrD6rpqr/RrzS0vKdS4n8MHneMpI+te+y7Wl3Gn/dLhxSbi1PlOI4IE+k/uPpXD+qYKkskf/p0+Lk5R4v0dCs1wUkgEe4/StBYLCfSpW4+/WqK5Y8pTbiPUlfJnANHWL/qATAJyYrwpq0dLLBxCWlqBG5lQ+HsP7Vn9a0hMBxtIUn25rRqBcblH+4jIHcdRQiiAmRltXM/wn+1RF0CdFLo10pgltwyg4MnirpB2LHVPMmqy8tA25vbEUXZO+YyELyoDj2qpJPaG3YUyqFqSRASoEfKuc/bboKnbFvXLVA8xn8O4gfEnor6V0JefUZmCD29qlvmGtQ0961uEyxcNlCgfcVWKbxzUkZyVo+T3N7rYAB/rV/oujC3t/vDyYd5TPFQaho1zpOuvWziVAMOlO48EdDVtcl9NuS0YSB8NfQwaas5miseWRcmUhMGcZ+tSsupdWtK0iOOJgd/lQloPvG5ajCp7de0dqKsUlha0OEqxABHeq/sSK+6bEuKMDcZAPUVTailCGhtJ544q9v3SVbISpHExwBVJq53RtyCMYoBlr4W1RTSg2VSPlxWo1i2a1Sw9YHmRIMVgdGTDyVTAFb3TjvtklIJx1E0Rb6A507pTqXVp2cEivV0By1UXFHYnJNepcUGjmFx4T1Zg5t90djQbmj37X+5aOj6TXfErSVJjaQOhzmlWi2cyG0lXHGD7156zSPYfiQ9Hz4WHW53tOJPukivRX0A5p9gQN9s2rpERQN1oGjPH1W6QT0CelV8rMn4f0ziIFPQnHFdXe8HaU6tQbbKfkmhV+AbYxsdUn/7cVPy2Zvw5+mc4Sn2q80NrzFkd+OtaNz7PnwR5L+6a2/2b/ZU647/qGuO+XpycpbThbx/on3qJzSWzN4ZY9yMj4e+z3V/FOobdOaS3aIP4t09hCP7n2FfQPgbwBovhNtC7RoXOoAQu8eSCr/6j+EVorNptlhpi1aQxbow22gQAKLMJgT865JZHLownK2ItUSTx0nqe9VV5cFSyhHBMHMVLqFztSUpIH/OKqmX0G7QmAXlcCZCR3rMqEa2XunsKSne5yTgUF4o1Q2lr5DBBfeEAA5SO9WD77dlZqddMJSM+/sKwr9ybq7cuHzK1nA/lFTBcnYJW7YRptuloJW4ZVHBMzVhJWoQT7dxVfbuqVCj8OBRjSi2grV/DwCJzWjLJAnzHtpBhsZPvVVrl6YDDZgDkA1YXaza2BUo+pUkmKyi1l11SlZJoGkW+iiHWlHJKq37Q/DETmsHpnpuLYQDnit80PwxjpxWGftEyZm/EUbgFEgRzWMtXfL1NMnAVGa2niZspG6M8D3rnyXAm+nGVc1pB/ijSJrXnlJvXBJ4CgT8qu/CNwHGXUTkKOKyrywq4UQRlsGfpU3ha/NvqS0KVhSs0skbiKrRpvGOkf6lpjobT+KBINcVaWq3fMEhaDk19EiHEDqCK419oWlp0zX9zIKWbgbx2B6gVljlqgxS9F34K8TLadSxdK/CUYyeK6UhaVpCkGUnqK+emVqQoFJIVyIHWuneBPEQuEJtLlf4gwkmicb2PLC/yRuQa8aT3FLWBzjXEJcQpCwFJOCDWO13SXbJzzreVsT9U1sppHEJWgpWJBwRVRdFRm4srdEuBc6ej+ZODWD1y8DXi+7QokbYSI+QNdAtLUWjy0oACFZEVy/7RWVWnil1yCE3CEuA8SeP6VcFd0b4muZ03Qr5F9YJWhXqThXzo8iDuH1rBfZxeFbqkThQII7EVvk4UQTUyVMzyR4yoD1fTrbV9PdtLtO5pY56pPQj3rhniTQrjSr9y1fTKgZSsD409CK7/ADBP6UFqunNag2nzEJLreUKImP8AFViycQx5OLp9HALHw3qd8vZb2byt2JKYH51F4z+znVtK05OqrCHAFBDqGzKhPBrv2nOENltaQlSPSRRsBxCm1QZGQa6cXlOE030Vlk2qPk7QG9PVfg6qz5qE8oUSmt/rGj2F9pvn6AlCC2mC2nmOoq28f+AGrl9250sBq9yooAhLny7GucWF1e6VcqbXvbcRIUk9xX1nxR401afs8+OR3cX0Zu/uCtwtEFKkkggjI+dQmyDjCFtL8xwmFI6j/FdH/wBKsvEnrUUsXw/9wDn2Pes/regXOlJUH7eCnKXW+I9+4rFeM8atLRpLLzeyo0dDbC1bwfMIkEiM1aPWQZZQsN7h7CYNDaSVoWh99AW2VeWpEV0Oytm/Jbd2hS4gIjgdz+mOta41ozbMrp2mJS2l5QUi4XiAIB6nPy/rV1d6OtSUeQSnz0+tQ6GtC1p5D7agk+Yr1FETVy5pynLJOxIBCup5rrxePW2Yzy+kcZ8R6fb2V7YFhBBkpVjrNaNh15NqhVwtPIAQBVr4l0VDjSdxBc3bhjgj+lJY2XmNp8wAH+UUnCnQJ2rJNKJ+9trUNywQZH7VlfEyD4R8e2+pMz9xvhvdAHQmHB85hVbO1bUh9IMJA7ciovtC0VWseEnnWkTcWZ+8JIySAIWPyz9KjLhWXE4MqGThNSNlot03fWZaU4FAgFKwcEchQrzSi08UnBSYP0rmH2Ua+VMfcHlS9bDc2T/E11HzFdSuPxgi5bPqj1EDp0r5PJjcJOLPWTtWi0snpKYMkGiLpG1aXEAFK/iR37xVdpmUqckATGeBV0kee15ZO1Y4J71yy1ITAC2gN8gtnj/t9qr3E+U4FtjHtVmhIG5QRCxhaCOaheQkgbRLZ79KaY0MQvzBKSIOQOgNTWy91siCYBP0FBJltWxR9JMpNE25ASUTwSSPnQ0I5t9rNgpkJv7dIPmAIcx+RrmDV/cJSWWz6DIz0FfQHiywRqWi3NssD1pIBHQ9DXz4q2ftrxxtQhxslBxg17Hh5OUKfownGmMWp1p0jAUciODUibx3YoiQkCcVIra40txxMlOPlUFqd8l1QgHr1rtMqIHleYjdvAM4J61XuEqBB6dhVi+y2XVRI6waAO1Lu1OUdDFMTG26SlwQMdZ7VsNHccCApZJBHXpFZlaQEjbAP5V691B23twhtRBIgmkxo2Zu7QE7jnrmvVzH769/+xVepWB1lt2VkKwOsGpEXIBVkA7YMgxVSHhlSjGOnQe1KlYKMEAyBHTjNeOmfTUWqLlazI+FIPPSntPb0JIC4kwo9TVS24luZVgCCQakafAEA4SMyIp2JouWzO5SkqEc+3zqdtA8wEKCo4zmqhu6KVAbgnpPWa0ng3TFaxqjTB9LfxuKH8KBz+fH1otGc2oK2anwd4fbumxf6hJs0n0IVy6of0rb7y+tJUNqBhCIwBUTqkwhtpIQwgBCEgQAKOtGAn1LrnyTcmeRlyOb5MnaRsHuf0oS6uQ02tXHv2FEPuAIJxNZrW72BsSoCpW9GUVe2C3d4FqWrlABWo/LpVT4cuS5qr9y6oJQmMnge1LqKvJ0/wBchx0yf/j/AOar7aWrAQILqicdab7o2S0W2uaw5qD8D0spwlHf3oNgFwjqIk0AkhSs/nFH2phIkZFOP9A1SLVoCUhOD270aoEKbaTyBKu89BQ9gjaC6rBTRNmf+oUtRyJWTODQySr8SXASpLKVYQOKomSFEHkiiteWfvBJHOfpQloSVJ5Pz6UMtdF/ZYu7cAAQegrf2xltNc/tT/8A5BkgGZre2RlsA9Kxz+jOXQHrVv5rCoiYNcp1JlTF2sZABrs1y35jZFc58V6eW3lLAnrilieqKxsAQsKWgx8SOZoBL5avy4CQT1ohsw3bkpgglPNV18Si6G8YyJ+tbN2jRHWfDWoC7s0An1pEEdarvtG0g6noC3WkzcWp81MCSRGRWW8Jasba5CCpO0HacdK6ey4l5oKEKChkVzyXCVmU1wlaPndBPOe/FF2N4q0uEOtKI2ngVZ+N9EOia075ST9zf/EaPQZyn6Gs+FQQOfrVv7R0RaaO2eFNea1O0SlSh5oGc81oq4Jo2puafdIcbUpKQcia7J4f1lnU7VBCh5gGRWc4VtHPlx1tFqvApEKBxOacRIoZZ8p2cx2rMzSsIWARPUVhftV083GjN3zafxbVXqgfwHmt1MgEcUBqtom8sLm1dEpeQUZ9xVRdMrG6Zzf7LnQq5WZHMfpXVlfED3FcT+z24VYa4/ZPGFNr2nvgxXawQptKsVWVbNc/aYqhKZ7U1KsxTx2qJaSlUprIxX0Mea9W9I9XWm/xhQwDRIhQz9RUS0hOB1pjT9EN6wl5oEjI61gPGvhBnVm1OsjyryICxgH2NdGb9SCDQTy0AqSvHT5Gvrf0fyvlw/HLdf8AR53kQcJ8kfNzyLrRr4sPhaHEHiDWlsNVRqDCWbolycZ6VsPHujN6m0NrZLiRhSfiH+K5DdW99o94pD+4RBCh1r05fh/oItTX9mxa8PMpWpLSUKJ9Se3yjvVvpzIslbFBTlweCMhP+ay+h6y8XWys5EQZya6LaPN3NqHClKXiJJT1FXijBuyckpJDNPQsKBeSd/PHFXiHU/d1JSrJHfiq0l0HahuEnhSsYqZpHkhRCsHoDzXUzApdXZQW1QJk5zmq6zTtCkgSCYgdKuNQt4CgIE9O01XWAz69oKVcRyazcbkWnolTbSfnxPei9KeT5irZ5MpWChQ+eP2ooMhTQU3iSYB5/wAVV3ZFvcocgpJPJzBrTjSJvlo4xrNtceDvGb7bAINq6VN9nGjwPkQYrt3hPU2dQt2janzLd9G5E4xmUn3HFYr7ZtORd6ZY603/ALrJDDsdUKykn5H96pfsj19FhqatLvFhDV0oG3Wo4bd6A+x4+dfN/qnjVJyR6fiZeUaZ3ZNv5KUtAYGQe4o1hUg59Q5g01tYurYD4XUdOs9QaCauih1QKSMdK+eabOssX5wtAhR5oJapBWkeyk9R70W0tK0lKlE7sHuKqXnS0+tCiAtB9Q4kd/rRFDR50EgAc8pVFIws+YZEDg9M0qoWmEqG3lJ7e1D7wVAxB4MnrVoCe4G9pxMgiI+tcb8eaabfVm7xKT5dymVR0WOT/WuwBZMAiCeR/X2rIeL9ON9olwloS80Sts85H+K6PGnwlsiatHJSUNq2uQSoekxzTbVhCnV52jrQbpXO8xPBT2pqH3Eq3boSeAO1e0mc9kt6psrUGyAATHvQTaSVng96nu2jtSUGSZpNOtityJiMZ4mnZPsQtlKpJ4qn1JUvxM1prhhSWyBCuYFZa+SpNwoHv1oYmDbfnXqdtr1SOzbB+eDBFSpuFRk49u1VvmDp8uaelcEgkkV4tn09hq7gkzJmT9aQPEdRnnFCJViZntShR7fligTZaWb4DgKiYTnPBruH2WWXlaA7qChC7tUCeiE8frXA2FEoVkyoxX0z4ct/unhzT7dMAIYTJjryf3qZukcXmS/FIsWpW4B0HSjlnYmBM1FbAIGAMda84rrEj2rCzzHtgt88Ut46ZrPNW6r29AM7Sc9atL1RL3l5mBFR3brWk6W66ojz1pISB0q06RSVGP8AE91vvPKSfQk7E1Bcny0pbCjtSmBVcy/951hO7cUplf5f8FEuuKdd9PM4os2SokZBKiSIq3sGCEpUqRPBoOxYkjOOT7CrxhSYlKZjCRVLREmE4S2lIG4CCffsKahZDDx6j0z7mkvFi1tytWTOB1mobJG9lgHlayo0eiSg8SEC+CEgjakDIzUFhEgj96d4hWF6u9x6SAf60tqCAOkUey/Ra27hTesZxPyrf2CtyEmZkVzdK4dZUBwZrf6Q55jAjOMTzWWdXsiXRbnIqk1/Txc26oTn2FXScCkUkKBBrnTp2ZJ0zla7ZbaUgAYXwetV+t2pLJcT/CoD9P8AFdC1PS0mQlKdpWIPaqHUNNULd5KhBSU9OcmupTUkdCfs59bPrZf3SQRXUfB2tB1lLLqpI49q5pqlku3fJSk7T+9TaNeLtX0lJ2pGZ+tKUb0ymuSpnXvE2jM67pK7ZcBwetpf8qv7Vw2/tn7G6dtrhBbdaO0pPSu4eH9TF5bgLI3DHNUv2g+GP9Vtvvtkn/rWhkD/ANxPb5is4Pi+LMovi6ZyFK9hyTFX/hrWXdOukqChsJrPONkSMgg8f0pGnAhQQrj2rSjoTvR9DaRqLd/bJWk+rqO1FvoDiDPNcj8Ga65Z3CWnVHYT35rrVpcIuGUuNkKB7VhOPFnNOHF2iGycJ3NrJxxUj2CFd6hu2y26l1HfIolXrR7kTUsXuziWvn/T/tPeU2dqXVhX/wDJI/rXZtKd86yaVJMpHNcR+0N0t+PVLBI2Kb/auteE3/MsAkH4cVtl/ijbIrgX1Ne+DcelSEfUU0jckg9RWPRzWDC5SkiTHSiMOJlJB+VUWsS2jzJIPWvaLqYWQhRG2P1quOuSNXDVouZgg9+RQmoNBLyXAMOYPzo9QkSKjeb863UgRMSJ711+B5H7fMpen2c+WPONFHcMJeGay3iXw4nVrdxtwDekYUBmtkGvMB3TuTyOM05IbJ8tXx9DX26mmq7PMviz54vtIutFutriVbB8JiJrR+GNYUy8EHameSrNdW1rSGdQtVNutpVIxIrket6G9o14VJQot9CUnGalRVcomiyctM6ZppavbcFDiSuTgdKeLdQdCElQg5xWG8N60phxKN8JxmJ/Sui2F21eoHrG7iZ5rZS1aMpJpg7lolxpW7aHB+tZJxst3RgfCYOcit0UhtwSQazmsWYS8pQODnPPyqouyUxbdfmNEqJBVgkYM96rNchbQMAqHJHWvNOOKCkJBjjPUVOGi4hKHR6TgqImMVTdqi0qdsqHbROtaLdacUk+egpE9DyD9DFcJfYdt1lLiSh1CilXQpUK700v7jdAJnaT71znx/pCv/VDqWEib4BxAPRZHH1iuHycXOP+jfHLjI6R9m/i461paV3KgLy2CWroR8Q/hc+vWtteJSpKXgQd2Pkf818v+Ftbf8Pa61eJCtgPlXDX86J9QPyzX0Zot4zeWqUtOBxh5AW2sH4kng/OvlfKwfHK0epCfNWWbT4UsBIO2QZqLxEzvYTes/Ej0uAfy9/pUTG5p1Ta5KknOP271cWi23mC24JSoQoHqK43+Lssy1tcyktGAeUn3qVTgDhXgAwFfPvQmo2yrC/cZUTtBlCo5SeK9vhO6AULwodjWpbXsM3CSczwaBcEuXCTGCFAGpWHDuU2oyoD0nuOlRqxerBmFIBB7046ZLRxPxlp6tM195BEW7h8xrtB6VQXG1a/wxEDIFdS+0uw8/S03aU7l26vVH8prlA3JJMYr18E+UEcuRUzy3Fo+CccTVjoYWvcpQVQC0FTcnBrQ6I2lFqVkDiOK6EQRb1lyF8DiRWa1Zo/eyUg+o4FbZuyN46lLSfy/vWm0DwEh59D92klSciaiUq6NIw5M5k14VvXGkL2qG5IPFer6JR4fQlCU7U4EV6sLn9nR8cPo+eJ7kU6SahmFcn5U4HERnvXnHsE0jBpVKABJ5pggmBTbhXoSBEk0qJk6RZMf+2InI/evqWxJNqwn+VCQBxGK+VmF/iInoR+9fUWmrm1aPEIH7VnM4vL3RaowDk+9RLXJgA4HQdKaXYTCeKHdMJIj3x0rI4UirvLsMXrrh9QTmJ/Wsf4i1Fy6UVOLPGBVtrLx+8OxiVZrNXuVHPWtH0awXsg0YbDcvHsED5VYWwK3BEyeaFYOyzERKlkmrXTGwEl1U5pIp62WTLXloCZgk5PFW2nNT+IcASAZx86rLRCn3S3JE8mZqy1F37vaeWMKUMeyf8ANW/oyKnUX/vN0AmQ2k7UxV1ao2XKEKkeWgAfPrVLprRfvEyREyflV5pxl553cPimT+9KXQ2YfVnJ1W52mRviaIZwBE4oJ9W/UHlE8rPT3o1oRCSfzoRZKowlMd62vhh/cyAQawyj16TitL4We2HaDU5NxJaNwgzzT6gaXuQM4qYZrkMGhjiErEKGJoO6tErQpJ4Io81G7EUJjjJowuuaKSlRSkEGaw95ZrtLgJKSE9DFdrdYQ4kzBms5rmhN3LZKU+qK3hkvTNoyMn4d1Jds6g7iBP0rp2nXablhJCpMZiuVP6e5Zu4CoBrU+F75aFhtUmnONqxzjZV/aT4X2heraej083DaR/8A2H9a5m8jBPevpNJS80QoBSVCCCMEVxzx34ZOi3hft0zYOn0n/wDWr+U/0qccr0yYS9Mylm8ZCSYcHBPWuo+BNe3oSy4rPvXInYS6SnJGQautE1Es3CXkHatPxD+tXKNo21JUfQJ2vNEGFJIprKSlO1XIxNVPhvUm762QsRujpV3XM16OWS4ujgf2tsqY8Y3KzkLShaSe0D+orpHga53MJHRaQqfmBWJ+3C2U34gtH/4XreB8wT/err7PLndaWalf/rA5xIxXTLcDoj+UDqKTIpBzTGDuSKkPFc1HL06KjVEhTbqeqTx86xzL5YuSArr1Na/VVEXKkd0SP7Vg9RVsuVDGVciunCtNHTDaOh6Td+cyAT0o4+lX/aayPhu7xt4rWiFt9aynHizKapgV62W7hLyfhVgio1pSQCOaOWjzmVIMSKp0PepSIKY5H9K+s/S/J/cYVF/yieX5GPjK10wxDhIhUSKC1SxtNSt1IdSN/SnqJUfiggdKWcSDHua9NKnaOejlPiDQ3tLulLt0K8vAPtUenarcNLHr2JJwYzXU761bu2Sgp9RFc51zRVWbyvLSrZOCcU2m9xNYyTVM1Gka4l0hq6O4nhXzqw1C3+8BJB3pGAocCud2rziEpGVLSYEYFa3Qr570hz4F9AZj51pB2TKKWyduzWl0kj0g8HE04WS1ujyyUo5J6VfLaS+jc3x1H8tSstISCkdR1p80iLM3faGnypR8SuFmuP8Aj1x53UVNrkOWyQgHqCM4r6CUAUlC5PT51xT7VLA2mvvuKCktvpS4nHPQ1EnyjRWN/ls594ia3qttQbbCUXSPxCOPNGFf0NbX7ItfIdGiXDkKJLlqong9Uf1rOaQ23qLF3pT5KJBeZWBO1aRkfIiszbPvWd02/brKH2lhaFDoQa8fzMKnG0d+CfF0z6xeSHWA7JDqQAuOo96W3eAURIk8iqnwTrzWv6Lb6i0AFLGx5A/gWORVtdMpaeTEGcge1fNyVPizvG+IrUXVkHUZdZzI5Kev5VnWVjZBJhWDWytpCIUBBERzzWR1O2+53zjQ+DlB9jSg/RcfohVuSmT6lt9O4ogw60hYJKkjp29qELm3a51HpNet3Qy8UEy2qSn2HUfTn61psbVoh1O2Rc21wy4JQ6koPauEXlo5Y3bjRjc2ooM/Ou/3CSARPGa5h490zy9URcgDY+ieMbhg13eJOnxZz5VqzFEqdAEHB7Vv/CGkP3tskeWUIPcVH4D0Ri+uCHEjfMCciuzaVpLdmyEoSBA7V3Nv0TCCfZR6R4cZtykBAJ6xW60/TW220iADFDWrIQdxqxQ7tOFfSpRbbqkO+5jsa9T96u4r1Voi5HxjOIGINSASAew6UOlUAxzFTIOcjFeSz3WyQQADUbpCnmkjiZqT2BwetDuH/rGx7UktmWR6LFj1rCeCogT8zX0xpqlM2yGlglTadqvoK+cfDluu51qxabSVKU+iRHuDX0ZfDytVuW0yEkhSfqKzkrOTyZW0iwDuSVEQaY+6NpIkD3qvW9tymAB9aiXc+YfT/wDapSOUptTXuuXMdZqjuD6pgd6ttQcl9WYzVU4QTHQ4gUPs1j0KrllsmCEgn3NWjCwhsAHPNVLkhxUfIe1WempFw+03PoAk/KlF0xtaNJpjaWGC66BxuM8mqu+uFPOlZPJ47UZq9z5KEMAwoHcoA9eg/KqlEuLgAg1aMv7LbSpbacXHwIKp96OsQU2SjtPwknuaEKfI0pf87qwPeKndWGtLeUDBCDEVLYjFNepxSpMTyT70W25+KGwDEZPShbaIPM0S2fxTJMkAj5UGjHmeDjOO9Wmgu7XsdcZqpWROSDntRulLIdEcTzNPvQmdGs17mxHbFHNKCkiKpdNdlCc/pVq0c5NcclTMpInprglOZn2pwrxqTMrHnFMqAJx3r3n7kZH+aIvWgoHAJqqWfLURP0irSs3jTGX1k3cNL4MmR3qnatPu7spGJ6Gr4rBTKSJ5PaKDdR6yqck81pFvoZdWL0tpmpr+0Y1GzdtrpAWy6kpUD+9VVopSRCpn51btOSBNZPTIkvZwPxh4ee0DU1suAqt1+pl3+ZP96oGnSy7uHHUV9F+JdFt9e0py0uISo5bcjKFdDXz7rOnv6bfvWl2goebVBHf3HtXTCXJFwlZuPA2r+RcJbUseWfhrrdu6l1oKSRFfNek3ZYeS2T1lBrtngnWE3tmELPrTgj5Vnkj7HkjyVopvtr09VzodpeJT/wD67hSo9gr/ACKzn2fP7dPZzlDikxXVfE+nf6v4fvrJPxutnZ/8hkfqK4z4JWWl3bCsLbcCo69jVwdwDC7VHbrBwKYQeaNPtzVRozm+0Sd26rUHFc70zGa2UmuKKbxuOSn8s1hfEA2PyFAAHFbDxY4pt61WkxE/0rI69DiQpMGc4rqxLRvj6RP4ff8AWCkkjit9YPbkDJB965jpCyhwhRz0rd6K9KQnHfmjNHVhkVl8vBCwfnVXqrYQ4l5IBSrChwJqybIWmOZpjqA62ppQwa08DyX42ZS9ezky4+caKlCpEg56U7YpR9M5MGkSoW7pbWmDwJoxCpEE4+VfaOXtHlPuiBDfR3B9sUlzZM3DW1xOeQTmKmWnJniZxSNyCB06E0uT7RJjtV8PpRK20AzyI5rPNLcs3i27uQNxIM/1rqriUlMKge9Z7XdIZeSpxvnnArWM+Q067K7R9UUlYCz8swK07T7bzW9JB7gdflXNby1dtnNyAQRgjgVPpepOsKMLMTJBzNEqb2VwvaOiqWlKdxNYP7T9KXqejfe2klTtrJgDJQTmtNZ3abtoKBAXg9qleSFyHEgiI2ngzQoJqiU+Ls+Y/Mc0+/bfbje0rcOtR+JrVpjUN9sPwnUhwEHGc/pxWz8e+HRp2o7WEnyHRvaJ6d0n5VQFK7jw47bqCVLt3Ru3RKEHt9a45Y3uLOpSupIsfsh8S/6Lr/3K5V/0V+Qgzwhzofrx+VfRKkJWiPSXBn6V8eLSppaknCh17e9fR/2X+Jhr3httbqv+ttIZuBPxAcKr53z8Di+aPRwz5KjWskoUQTnPFB67a/eLMPIELakgd09aMfASqUk7Dkdq95uMwcEdx/4rzd3aNjFuGHAP4Dg/KmKaxsKpKPUlU0Xq1sll1eyAmdyPlVepYdQFJgLR+o7VsbLYU2svM45Tg+4rP+KLL75oe5IBdYUVCeg61dsLCHQpIGxYyPepH7cBDqYltzP+K0xzcWmZTj6Mn9mi41TaZgHmu4NNAoSTzHTFcT0Zsab4gQylWz1Tmu2tOJ+6oMyIkTXr9nMnoYpsIJj9KHKwgyfi5xTbm5j4c5mBjFV7zhWCTSNUH/fgMb/1r1URdVJ9FeosdHzADJIJBzT0GVZ61GiJgfnUqCJM815bPVslEY6z0pdLsLnVddt7KxQp64eIQhI79/lTECDAGO5rtf2AeHG0t33iB5AU6tRt7c/ygfEaTdHP5EuMbNp4I8C2HhbTgrYh/VFp/FuCJg9Up7Cn+I/w7u3cMAuJKT3wf81rF5BHBrNeKWps96QSppQX9ODWKlbPOjJydspHnCUzODioEL3L5mKTcSiaRhUq5Bgwas0orr9X468EigRtK0nJE5ou9UVLMQJkwaEQqTjpwKzfZoiJxRG6SZmea0vhxKSlbygfLGSem0dBWTWRvJzJzmtliy0FtGAt0Z9xRHsUuqK+7eU++tZMqUZouzR5YCiZMVXNJlW7ire0T5j6EjIxM96tfZD1oL1A7E2jByfiJiotaWW9HdjqIM8169X5urFOIQIofxIsiwCZ+JQwMzSfoSRn2BgE5zRKkgwk8TjvULQ4yPlFTDIAyQOtIsQznMjn3FT2KvxoHzk9qgSSYPQ/SpLJUPgDrQDNxpTsAJnjE9qvGlekH9ay2mq9KRE9RI5rRWqtyRI5HNYZVsza0WDap5p5qBhQJIHI6VMDIrEyaEcTKTVFqjW3OR1q/wDnQN+wHE45FVF0yoP0Z5LxRAMA9akC5SIEjvQl42WnCJIg57VGzdFJAP7cVslZqXLBlA4JH0qwt19B+9VNu8FCSRIqwYUArn/NZtAyyQqayP2jeF063p6rq0QP9QYBIgf7qeqfn2rVNGeDIqYEzJqYvi7Rl07Plt5BSTIIUD+RrU+DtaNtctrKuDCwe/etB9qvhZNq6dYsERbumH0J4Sr+b5H965sw6ba4CxlPCh7V1qpqzojJM+m9MvEXdq26hQUCJkVyPX7P/SPtDu0IAS1dJ81AHHq5H5zV/wDZ5re4C1dVIkbSe1N+1y2CLzRdRHRZYUf1H9ayguD4kxXCdfZqfDK91mk4GOnNXwOOtZrwioG0gZ7mtEcgfpWU/wCRE1szXjVMoYViBPzrKXR8xnmcYFa/xWndbsExBUQax7iISUqH/ia6sT/E0h0A2Y2PkAjpWy0d3Ak4BxIrJBEOg5nvWg0gGQlQkflGauStFTNlbuCMZohfRQ5FVtuskBXMCrJpUoiPpXG9GElQNdsJdTuEbhQrYUhWT+dWJySk4qouj5T/AJS1yfiG7GK+n/SPL+SHwTe11/o87ycVPmggvgSAP6VG44VcAAnqTUDaiYUkEgnJipJxn85r2uKRyDQSZCiNx98UqSBBV8JxSLRumAM9akQ2pzI9JGOKbEBX1g1dowBI4JGAax+qaU5aPBW07VYxXQUtj+IniIiKR9ht1JRtHzNHNdMadHPLR64tXUqUpe0cY4rYWDzFwztUd27BPah77SkuNqGUkdYmqhtDlk+ULWUhJkRkEdq2UU1oG+QP9qGklehNXDSQSwuVEdiI/eK46lxLF7ucQlSHPw3UqGCgmP05r6DaumLu2XbXSAtlQKVJOJB/rXJPH/hNzS5vLEKuLBcwuMt+x/vWE4tbZpjfpnP/ABJZptL91pvcpDR2hSuSKsPs88RHw54kYfcP/RvEM3A6bSfi+lK+2vUdNadaaDlyyCh8yZ2/wkz7VnLlksuBJUFBQkEZBrzvLwqcb9M68M+LPrhhQca27wpMbkKEZHQ/WoSYUSTB+XFc++x7xKdT0f8A0+6cJu7ABIkyVtdD9OK6M9BM4ANfLzg8cuLPRTtFTqgC2wk/Q1mAktPkRgE88Vqr9Mtucx0qhvEFTaHUDHCh7010aQdaI1NbUhMwleUGeDRTC/OaKThacGekVEynzWQ2o5wUH3pU+haXk4EAL/vVdDe9FFq7CWnre9A9SVBBx+VdB029U7ZMmZxPNZLUmQr8ECA5kdpq50AKQ0WnEqS63gpP9K9Hx53GjnaqVlqUKW5J+YqO7eCGz070919tpMnOD9KyviHWUMtOHeABma6Otj7Jl3yAtQ3J59q9XK3vF6A6sBQwo9RXqz+RFUzFiR8xmpUciCJ6Ch0EFRIVPXmpEKMcD+9cDR6LkglBwcz7V9T/AGc2YsPBGkMJjLIcMdSrNfKm+UmOelfUf2f37d74Q0lxCh/sJSY6EYrHIjk8l2kjWgyD7VV6ux5ts4g5SsGcVYJUDGKZcJDjfGO0VgnTONaOZMqICkKwpBKSTzRDKkhWTOCQaTxLbGy1YuAnynvfAUOR+VQIckngSIEVtezftWCXpG4wome1CJKYI9sGpr4yTAJg5oNABXC1GewNQWNtUeZeNogHeoCJ9612vq/HDKQYbG0HtWa0BO7W7YHICpieYzV5qjhdvFEmM9aqJEu0iJgSUjnvmrvTPQVLKQSOCap7cQvv9Kskr2sqO6DHFX2RIGt179RWomOxpniMy20gEHOaislE3SlJmPek1tRDjUmVRPPFJ/Y/YCMImY9o6VJJGY595qCY7gjtTwfhjGKmyhXBzJ6VIwYeRAOCJqPHTFPZP4kDielAGuskwBJ/PNXdv6c/nVJpcqaHtmrdlY/rWWTsgsW1ELB6HpRCV7knpQTSiSkDoeJqRDnpJ94NYOiXENSZAPSkWncmKiYdScZqbrS6M3pme1a0kkiB14rLv7mlqxH7V0S5ZDiTiTWU1mxIJUkDHvW2OXpm0ZWV9ncndB4Jq9tHoMDIVFZNRU26DB+tWNjc+oSQPcVo1a0U0bFhwYiiAc4FVNk8Dt5OJq0aVMGudqjOSI723au7R61uUhbLqShQPY184eINPXpWrXli5ksrKQY+JPQ/lX0q4JB71xT7YbUNeILe4CY89kbvcgxWuCVOisZQ+FtQVbXCIVluPqK6h43I1T7P3bhEFdspD/yg5/c1xawc8u4SSTExXTdI1EOeEtWtX14+7rEH5YrWcd2jVq6ZpvAznmWKVCIIB/MVqlqhMGsL9lj4e0RHVSUhJ+YrbrPPU9Pauef8iJrZU+Jkg6WhUzDn9DWVumiWW3hxO35VsvECAvR18YUDP1rOoaQrT/LPKs4rbE/xCLoo3G5KSPUec1caZhQGSccGq7aMCCDPyq309BncfaK2k9FPov2sJBB571YMKIjtxVc1/tp445FFMq9Y9q5WQ1Ya6NyRBz096pPEWnHUtP8AwfTds+tvPPdJq7QqR/eo3ElKyoQATV4cssU1OPaMWk1xZgNN8R3DKUtXbMKQdpBEVqdPu7e6QFJ2yRO2pNT020uB5i0pClHKorNv2KtPeLtmsyBwMg/WvufHyw8nEpx9nk5IcJOJrNoCTAA968oFJwJA61UWGpOuwHQEniAMVafeUhPHHI7U3Foih44B617BHp+LmhlPFWEmFVC75pGHFbvYY/KnwEGOKSQAvB/eqjUUJIKUpSJ6nvRYONyuek14I3zjB960guIUZR1p1KwoEJPPxcUfZvpcQph8hxtadpSoSD9KLuLVO9RUCoA8RQZtHFqJaQEIH/8AarqyrMB4w8G/6ao3Gkq2Wd6pLK0Az5S1KASflJj61jdW8EX9rbOwy446ytTawFoJBSSDjp+ddq8VW4V4U1NOxL6VW6pbPHesxpWp6fqegaXfNOtNONJTa3rPVKkz5biv/kAUkq5IFcXkQXJJ9M3xzfFtdnIfDmq3PhnX7a/bSQppUOI6LQfiT+VfTNjdM3lm2/brC2XUJcaUnqkjH9q4d428PIF+67Z7FMO+r0qEpUeK0f2Ka6XLS50S6J861PmsA8lE+pP0Oa8T9S8Tilkid/jZeS4vs6W6mUkq6jiZqltEbi4y4MHie9XVyQoDbgL4HSaqNhFyoJwQa8mPR1JgCkrZfKR0OD0o4pCx5gA2qEKEce9S3rYebCwkFSeccUNaupUVNnO4ZApo0u0DvJKkrbVBU3lJ7jpVpZ3QfanHmhMdp+dC3KAkAiPNT7fEmqZ+6NheoWD+E5EVUcjg+SJ48grWNUDCVFSo2+9cb8beJ13ClMMLx1INbb7Ww/b6WzqNt/sPK2uQfhV0P1rh7yytRUozPNepCSyK10c8pcdexpVJndXqix2r1a6Ma/svHLVQUVNK+QpqXHmyQtJqz2GREE9xW3+yLwyzr3itBvW0rs7RPnOIJ+I9B+deW8lLZ7GWKiuSLH7OPsyf1dlnU/EQXbacr1NscOPD+grsCre20YWzFkwli2WiG2kcJjt9K0LiElW7aIA46D2qp8Tsl6xStMbmlbwBXOp8pbPPlNz7EGooSQCqDwYNEt3qFgerHzrmeu6k8w4XEEkHJHP6UNpnilDitillK/5TQ4q6GotqzoPiGwb1OwdQk/ij1Nq7K6Vgre5I9K07VJJSoddwq/ttbU6kQoHM+5qg8RBKLk3rUeW6R5o7H+aiqVlRfpkVy5gxge1V61kEn1CPzqcr3IBjPGOlV76iFHgz2NQ/stl14VAXrCVfyoUT7CrO6JXcKM8ng9ar/CA2qu7g5JbKE/pRzhl4x+VWv4k+wm34MmDRFwsC3UOnehrc5kjPSnXapZA5MYq+iK2R6eoebJNQ6srfdY6dSeKdYqCSYk0HdOFdyrsOKVaK9nvYT708K7VEDGMAHGaeDieOs+1SMeJzzT0EhQjvjFNRgTOR06GnoGfb50AajR52NyM9PersJgSTHvVLoxPkpyBHNWy1pSkqBKscTWc+yAy2yoADHepI2ocmcK70DaunzMH881Mt0ltZEkSetZNbHQTbOCcYzVg2rcms8295a1zkk4qwtbqTB71MkyZRss/ahb61S82RAM96JSdyZpZnBqU6M02mYbVrBSFqKUzGYFUqFqbcEExXRb+0S8ggjnrWK1OxU2pSkgiD1rphPlpm8ZJhOm3vAKo9609o/v2gZFc7adU25JwQa02kX+5SQSAT9KmavaHKJrkmR37VzL7bLAq0+wvUpkNuFtSuwPH6iuisL3JHWaE8S6UjW9Du7BzCnEHyz2WMg/nUY3UjFPiz5mB2n3rRm+UjSXEI/wDfSEk9qz1y0u3fW06kpcbUUqBHBFWVmrzdOKT/AAGPzrrZ0rZ0H7I3lItrhBBhTkA9q6UcqHvXOPs7YDNqySPiE/U10pobgJ57AVy5dOyMnZDq6AdJuJgwN0fWstbKlkJG0ZOIma2OoJ3WF0nk+WT+lYFL+1tP96vEriRDYx4BL5TxJ44qw04ggDIFVOoOhLiXARB6jmjNOf3bYUSPbnmt2rRo1o1bBBSmMYxnFTJOTGRmg7VwKSQDOOTRaeIMz71zMlhjZlOO3apIkHPPSoGjJwcCpZmBian2ZNETrQWhTZEgj8qp9qvW04iFDBmr4Qen1igrxMKSoAFK/SoGvc/RvJcMnxPp/wDZyeVC48vooXEqaUTIQkHgfvRrMraSocxgxmilMt7SlaAcfSktwUkpA9PIivqHO0efYJtKVblJUkzM96UqBPEg0eufzpjYPEilyCwdDaz6UiB3p4YJOVD6VNB7/Wl2hKhJM+1TyYrGBpBBkSaiW0pRChGOhqfAJjB9qYXAkSSO+TzQmxFXcN+WpaHEhTSgUqSRMg8ya4T4jYv/AAfreq6fZLQNO1ZrYUrylxskkZ6FJnNfQLzwWkpRk+9c0+2DSl3ugJuUDc9Zr3EgcJPP96rLDnDfZpik4s5DcNqtQpm4s3/vB/iFyYJ+UVBoupXOg61aai0D5jK9xH8yf4h9RWxsrNrxB4f+8oSRcMJDZAVncB/WsjfpdS2ph8Q4kgjHNcGTx4ygzrhlakfStpdsX1g1c2igph5AcbM8g0I96LlCjGcGKwf2Ma0p7T7nRblR821/FZB5LajkD5Gt7eJ9A2EiK+YnB45uLPTTvaJgQHFt5g5HvVdcW4ZfJBhJzNEuubksuAmQM1O5DzRxPbFQ0UnRCj8RtJA9aMj39qpvEVkXrFakD1I9afbuKs2VFp2JIHtii3W0rQoJiDyTS/od8WZdm0R4j8IahpbpBccaOyRwoZT+or5udaWhxTawQtBKVA9CMGvqnw/aGxvHUJmCqYHauDfaFYNWni6/bZQBLhXjAya7vBb3FmGertGSDJjg16jPJPc//wAq9XpUjm2XiOgI/Ou2/YBbJTY6vdbfWpxDcnsBNcRRlI5zXdvsHUE+HL7oTdT8/TXgz0j2vKf/AIzp75CGiOCqgbmHGFp5HFSXrwASDgjoe9MaMphRMRJHesutnmpHPNUsgq6W24AeYx0rK634XLqC7bEodGQQef8AFdE8QNhL3mpAIBiB2oJCUuNjEyMRW1J7NFJxOSs6pf6VcBm8SqB1jB+taWx1tu8YUhUEKwoKP9Ku9c0Ni/YUhbe4Hg9Qe9c51LSLrR7jckqW0Dz1FQ00bLjP+masw0go3FQiQSeRQVw4EnMYE4qrtNVLhSXI7AgZqZ96UyFDOcK5rMOL9mx8LpjTljEETjnmiifxVdCaE8LuJOhqXBBTKSKMtxM5yc4rRdIz9hTYgASYpl0QW8dDT93GcVDcmASQflV2SQNObEkyMTQc7lkq571ItZzsMVCkxIE9/nUFEoJnJGeKn59ye9QoBkD61KDJjgGgCUmCRgU9sxBCQCTIioxhWf8ANPQojPE8RTCjXaQ2VMietGvIIB4Ee1ReH/xLZBMVa3FtKZisJSpkFLbOBNyniSetHJclL0gHJih3bba8kQTNEMs7VO5O7sT7USooDW4AXAkxBio0XW1fOOZPWpnWCSsBJmcCarX0KQTG6AYHtVJIRqdOvgqQrA7zVolQUMGsFa3RaVk4rR6dqCVCN2O9Zzx1smUbL3kQarNTskupJiccVYJUFiQacfUM1knRmm0c21KyU0v4f0oS0eUy4ncDANbrWbAOtkgc81iby2Wy51gnGK6YvkdMZWjYaPeBeFTV6mY/X2rn+k3PlugAmRk9DW0sX/MZ6g+9ZTjT0ZTicC+0+2Fp421JtIAStQdAH/cAaqNGUVOqa/ngRV99r7oX45uwk5DbYJ7HbVL4UR5urtgzCRvP0rr/AMTWB1jw2gM7AMACK3tv8KTH5VhNDVASk5PYVtrVYU0Nprly9iybCXk721iY3JKf0rlgUQkgySD+tdUSrjmK5veW5bvLhBBG1xWPrWmB9onGA38uWJVI9Of1pNOekJJwRGan8vcyttSekVWaeSiBmJ/Wug19G50t4lIEzGJq4RwMyqsrpLhCxnpicVpmFFSAAc8Vz5FTMwxlQ681PwRHBoRoyRJ96JB/OsiGhyRJIplwkrZcTHq5FPntzTdwS4OgNaYsjxzU16IlHkqKtq4TEOLBUMTNOL7Q/wDcQRPegL+1DVy6gHCsgT0NQoaCfSBmvvcTjlgpr2eNKPFtFmbhH8Sk/WkNwiRE/OKBAmDOe9KpUYE54iteCJC03TaiYJjApi7qCUpnd2JocwMn4or24SIHxZo4oKHruF7VknbURUVcZPXNewmcc5nvSELUuUJOcTVUAvqGSOnExQeoNNv2rrbqQpt1GxaVcQeasRbqUBJCRyJOTTksNp+KFdppWgs4RodsPDXjZ/SdSSfuN2otJWcAE5Qr+lFeMNFasL8F5B+6uNltaoy2oZCh+oPyrafaDpsX7eoPN77NVsu2VsMeWvlCie04rmOo+Jr7WWdl5dabaFJI2Puq3SCD2NckqhOvR0RTmrXYzww2/pVz/q9uol3THB5oHD1ur4vyma7d5iHmkuMqSptYC0nmQRIrhDWs3+n2Qt7Qaa+C0pK1sPBanEnHGOAOK6F9lWt/6t4fct3YTcWThRs//wCZ+H8uK8P9ShFyU4no+M3xpmuQDtcQTjj5VPbK324z8NQKVsuAYIBxJ7VLakJuFNq4NeVJHSQ3CIXuEzTrd4g7SJ/t1oh5OSk9eKAWkgyCPy/Wp7GthIeDFypw8LET718//aNdhzxlqEGIUAZ+Vd2dBcbU2ZmJHzr53+0lKm/GF9u5VtV+Yrs8R1IxyrRVkZytP516qguqnk/nXq9Lkc/E16Vj6V9K+AtLT4f8J6a04CHrhHnO/wDyOQPyr5+8EaadY8U6ZZQSlx9O/wD+IMmvpHW7tIum2UEAJVgDt0FeJLbo9Pyp3SIdQvVJeMnA7VJZagktqIOQOnyqou3ZPqg9o4FAodU0v0n096HFNHIrLy8Wl5Cp65GelUKV/drktKnYqSjPPtViw8FwFEZnrQup24uG1AEJUDuSod6FoaCICx0GKrdRsW30KBSCIyD1pmnXhMtPCHEYIq0kEADI5o7H0zlet6Cu2dW7bohH8oqiFwpuQfhB45iuyXdi2+kpUk/SsB4i8OONKLtqkKHVNZONHRDInplx4HfDukXQkkb5z8hWga4kiIFYz7PVbFahbqkKwvaenStoyBtJHTtVx6M56kyQTIIM5gGhrsyY/Sp0qyTg9JoK8G4xmRTJQOoyoZPuJxSZk9R2HFLhUgiQDSgEq5Ak/lSGSIEgzPsI6VOmAJTB7E1EDCAR15mngykA5GcUgPRkZUSPrSkwOv1NNBkmY4700nn35zQM2nhK43NBMTHArXhIUgT0rmfh268p4JUeszXRrBzzG0nGRWGVezKSIn7cFQOPao0W4Cl+lIJOfcVZqSDzFN2QsxWXISkVrrAJVAjHSgLuzUrdIJHStCEZIFMWxJP9KanQ+Rhri3UjfCSTOCajtrlbSwIA9+1a65sAtBEciqK80tSTj963U0y00W+magHAnceferlKt4BSaw7IcZXmQBWk066lICj1rOcPaIlEtlQtEGIrN67pu4KKUd/rWiCsyMjrXnW0uIyJxWcZOLJi+LOYlpbDwMwJx/4rVeH7yQlJMiMYqPV9NG9SgMZoPTSth4DjPeuiVSibN8kct+2C3XbeOLlap2PpQ4g/QCgvBQSm6fWqPhCRPzrafbnp/m6bperJT6myWHCB0ORWN8PJ8pptX853HvWl3BMeI6ToqwVjAA7EVsrF07MwSeo61iNGT6QQSBzzFamze2I5mO5rLIrCfZftLkYisjqLJ/1W5IAgqPSrBzXGbZSUuOZmADmaa8A9dl5GUugKGfaohceyEqKBTW1R7HrVEEeXeOoEjM84rWPsjzOuc8Vn9QZ23u7JBFdSZcWGWKoUM54+daawdlIBMiJrJW5KetaLTV+mIGOvtSmrQmXjZMzkJJ/Wix7c9year2lkxijAoAnmK5mRJEgM5GBFNe+E9xSzI6RFe5Se/FCEVevLbaNq8udrh8qex6TQrjLw2kGUEApUMhQ6UT4jtHbnw8+lhJXcsFL7Q7qQZj65ofTnb9ell3WHUG8uHi4ltBB8tvaAAYxOK+q/R/IcsSx/R53lY6bkK226QQQmTxPFeFssqnHYmgtX16x0m7tLe8eKF3KiEQJA9z2qyLoSrBAniva5NvRxPRgX/tPZ0zXNS0y+smS1aKKUODcSsjoYFbLS3U6hp1peqaS2q4bS95aThM9K+avE135vibWHgpSQu4cgp65Ir6E8PPhPh7TRKsWreAPYVx+PjSzTpm+X+ES8ShATlEK5ml3+kSQB8qr3bpLYJWobYypRqud1+yaUEruW4PAQdx/Ou5pLtnOrZoCrIkgdpqNS+YmTyKyrfii0XYLumfUkJJSDIUqOZx6etZi4+0RVleN+Y0XrF2FKcSoS2DwR/NU8oorizpN0tDjKxcISplY2qbUJCh2isLqPg3w5cpc2IdZW5/IoGPzFW9hqjWptpdt7grQodP8AnNRXtlsbLi3gEyE+nJBJgUSUZLouFxfZifFTWm2Gk2ZvtNsrtyyV9wKULLDxT8aXUbcE8iTPNVvh95GkarZ+INNLidHvHFWlyy6QVsqn0kkAAj3rM+KtbcudW1CydQfu/nphLyPWhSAUk9xPUVvPA9kxqHg1em3aEpTcqWSUmSD/AA57jFeRLBHNJwX0d8cjhHkdAfTIKZxEgjM0wuQpC/8Ak1V+ErxVxpire6UFX1gs2z57kcH6iDR8whbeJHqr5+cXBuLO5U+i3UAtKSOvWKGcbO3PJzTrNwOWw3HIxTnYiJODWIwJaY4AB781xz7bdH2XVvq7SAELAZejoehP7V2lwSkmM9qp9c0y31OyfsrpILD6ShR6pJ4I+RrbFLhJMUlaPlqK9Wvuvs78QM3TzTdulxCFlKVx8QBgGvV6HzQOfizpP2E6eFeIbu7UAfulsSCeilYH15romquhd2VEmQZ4rNfYgwGvDOqXZA3PPhsKPUJAP9av72FPEnIHevN72ded3kYtwkFIUnrkGgnEwcZirFtUthKvVjntQ7qAAcRVGKYM2stwn8qNC94zBVVa4kpJkD2NSW7xPJPNIdEGq2pnz2RDg5zyKXT75K0gKMKGKMWd4Mn5VR6laKYWXmJAiSAaRS2aRK0rRyM8Uj7CH24KQPnWf0/VIG1wEK4iZir1q5S7Cpz86LsmmimXpKLW++9NoAVBQrpINGNk7YHboaslJCxBgyKrmkjaUmNwMEUVQ+V9nhCt0ftQVxBPUgnvRqlANYGYqueUD3BJ65pMpDTxkAAc9acjHOZ7dqQSTkD6U5fBkie9SM8okEbvhp6IKcRHT3qDcCQeIqZHwkZ9hTEeMicQehps47U9RIVMj5GoXcDMUmMdbPFp8KwINdD8PaiFtpGSYzXM1qVniKudB1JTKkpKiB0mlKPLTFJHWkqCkginT6hBNUul3yXm0+qcCKsQ4hAlISNxJMDk965JRrRi4hSeTToqAugLAnmpd1SS0KYNRqZSoRAryn2kYW4kfM0qXUL+FQI9jRsNlbd6ahapCfyoNu3LCwUp5OZrQSCKicaSeB+lUpPplqf2R2yiU5kTxU6DiB9KgISmRintqEDtRQmiG8b3JJiYqldtkoWfbrHSr98R/wDE+9CLCd2QJiqi6Li9FB42046l4G1S2UJWlrzET3TmuRaWmEWycTsE9Iru1+62zpd64+R5aWV7p7RXDtIh11spHAj/ABWsOjXH7NvpCg3bjcRIxHSn32qKYa2pMq6ChEueQwAnrxmo7RAL6VPJ3OKOBHArR10VXtgKbHUb+6S4tRQiZCetdDtWw3bsNrUNyUAH2xRGnsITbpJT0zI7U1k+Y4peNuYk1lJ2Q5WDXLREgZNUOpNAupUckCOK0rokEkYng4qk1RBUQeRNaY2SVaIB447Vcaas7MGPmKqSCDk/KaNtHCkicmK1krGzT2qgRH60WhUdZoGwPokARiiD0B+orma2IKCuf60pVjB61AlcT2FeKzB6980qJonQpK1KbWNyViFAjmcVx7WvHv8ApOoXNii3tQ9bveVtK1CADHbtmusBwhwKHMHFfPn2z6Yqz8Y3t0AkN3KkuAA9SM/tXr/pOaWOcox9nN5ONSSss/Fniex1ZTI1FlsOW6CtIQ4oGD8hRSvtCuGLlqzC2CEsyCULUSIwZjOK5w8grtm3HHApW0bY/ljrVc4ubxKioyMcQRivoebX5X2cPFdBeqKtr/WVrsUISyqFuTugnlUyZ/Kta59oDwYbYtnHAhsJQhLSNkAY5VP7VgmCEXjqCoyv0Y5M01pKA6QV7QlKj7zWeOUuTZpOK4pGtX4tu7y1eDi1BxSSoFSyoEg5GccZqrt9Y1C7VaQ6tSmQUrgwFZn1Driqi28oWNypxTm4J9Haf/FT6Le/d3VDYVEpgT3rdPasya7L3wy7dXzF01PnFtwrhwlW6eAepGIo/QtMGoOajoTiNt2WVGyUVRCxko7QapvA904NVuEiIWhSlDI4M4ozxFdu6dqtveWig28khxKsEyPl8qaloVbB/DGo3el3T9spa2XkfC0r+JQ+JBHf+tb/AErXbLXdPcZU+toupKVIKgFoPcfKh7vRdL+0u1Xqnh5Tdh4tahVzYn0tvqHK0HucH9+9UGt6M74Xt7deoW4a1RO58z6R6oAgHKo5A45ohNPRTRXPaqLtrVrbXHmb+5srgLbdKcrE7Vgnr0NXvgK5sGNcjT5Q1ciFNlZIGOQDWPcv0X2oIc8lk7LZTaFLQEqX2KsQog03RLhTPiDTHdjbKkXCUFTSYCgTBkDFSko9DttnUNQuhoHjm0uFn/otWR5DvpgB1Pwk/MGPpWpeBRcT0mD1rF/aYhV/4XfKMuWxD6VdRByfyq18G60Nf8M2t0SDct/hPgH+MdfrXifquFRy849M9DxJNwp+jS6Y5ClIVjqJo5YkyIjrJqpYMXCVGINWwUFI79YryGjpeiBxMZjntQlwJSoHBij3IienQxQTkHrikgQKnUSkBJ3SMcGvVGpv1HA5/lr1Xb+w4oM+zi1+5fZ/piSIU6FPn33HFevPU6R06zV7pbH3fw/p1umCGrZCCP8A6iapLxqVE9AeaUSW7k2StGUbpBCO/bvRCmkra3Jyah01MnYqPVyKJaPkurYXnbxI5HSqshlY+zKeYMTVa4hTZx+ZxWhuG4Mjg8UBcMyCCPSP3oQ0wNhcpHOMVMtsOtwQCKHCdhxET1qdLoACVQaRRSX2nbXCpolPvQrNy6wqFyIrSObVDMCe/Sq27tELkAZqWik7FtNVEAKJ/oaKQ+h5S1pEyJNUDlspszmRwam099TdwELVhUpoi37BpFyk/gqnPegVgqIBJ+tTpc/CdjI96GKuoGab0A5BTGCMDtTHFyY7UhUSo8VGvkkyZ6mkA9MEjrPtRCAcx8/rQrXOZnge1FiEpg8nFJANcUZgkgE0xUmMiec05R5IIJJ5mo/i5PPQ0DB3RKiOOvFNQooXIg1MsSPVEU3y5OE4OaQGp8PaiU7QVYHStoi4Su3QoEDPWuV2BU06Duz8q19hd/8ASKSTmRPyqZR5bIapmjuLrYG1bsTFVuuay4zbK8kkKzkVXvXo27CRgjFWNpYo1G2z0+tQ4qO2CqzmGsa3fB/Li5JxPajNG8XXFuUhxawevapftH0R6wcau0IJaB2qIHE96xXnIKQJE5+tC6OhRUkdm0zxi06keaQT3Bq6a1+3WB6+fzmvn9V0lrKXCkjsamb8QPNSEvkz+lHFMzeI+gBes3HwLHtmKlZfKTtWd3auF2fiu6bWFBwEdR1it34c8Uov0BLzgSsCIpcBPHSOjqIW33iqx54JEKgxSabfJWC0SI4FVurqftrkgp9B4UKlJ3RnFUZn7UdYVaeGzatKIcvF+X/9eTWO8MtHy0k9Yj6VP9ojzl9rltaN+ryW9xT0BV/iitNZFtaoQO2fat1pUbwWrLFxxKUrcdwhPAozw2yu7fS8sCDwCelZu5uRePN2zUkSJ9q6L4etUtoSAPhEfOk3qwk6RbXrgZs0oTguHZjt1pjIlJTgY6dTUeoKC71tE+loYHvUjcSFRJis/RkI4DB2gH6VV6k2YIIn9qtlmFSTj96BvkgtqPAq8b2BRuIIIwIin26cnOae4CYxxTmEHeEoyOoFb3oZc6YuGzPeI5ot1cGO4mOJoO2BaSAenep3DI9Q5xFc77EO3+mBkClSsbVAx+dQIwkwDzSNnbOQJ56UV9ASrWEuNFJSSFQZwM1zX7fWUmxs3ilO4wnd15NdEuVKLIUIgKBI7Vh/tss23/D+nXVwtaWWni2spGfVke3Ndvgy45l/ZlmVxOJWr5CPKKokQI60Aob1rM8d6vHLRoBlxlVw55YA3BAj34qteFsx5gU1db1HIUcET8q+m4ulZ51qysaOVKHxA4qVYI84gAbR+9KHmW7srSwstj+ArJk/PFTJvWw7ut7FtMgSFer58z1qMa27Kk9CMIcetnWWkuLUop2pQkndn+lWmk6Dqf3rzG2kQBBSpxIInGQDignNXuXLUtLaaCVHapQ+KCIj9JqB3VroupWh1xIBBCZx07czFb6Mt+i38PWCrfVvw7xovetICEKOY7mBFWWs2tt59uvWLpBXJSEk9M5hIyPaazVnfNi/U8UhAShWRB2zgDNDao8p99tblwtSkoiXJnOaekrQt+wq+1txTTTdqp1gNn0oaOxCfkB+5pda1/VNcTZDWbty4TaI8treZIT2nrVUS22JV6zB461ApwqEq5nA7VnLbstJFhZ3BN0pxZhttsohKtsJKhPz54oi3eWw8S0Cog+YkH2MihdJt03XnJK0goQHNqiJWAsSB7+3tRd6FeZ5rSYG9SdnYcVpjtpsmVXR1Kx1C213Qg42IbuEFCkkztURlJrDfZZrn+jeI1WN0si1uz5KwT8Lgwk/0qD7NtVNrrDmnXAPlv5SJwlwe3uKofFjX3XxNqTafRtfKkkdJ9Qj864vLgsuM6cMuEj6SQmFlP8AKZBqytz6QMkmsT4A8QJ1/wAPsvqUDeW4DT6esjr9a2CFJHBEGvnZL0z0GTPjC4685oFQOcR7CjlesRJn3oNaQlZk88mooaYMUKJnaPyNerykSTg/nXqLZVn/2Q==" alt="" /></p>
<p>&nbsp;</p>
<p>and while <a href="http://en.wikipedia.org/wiki/Andrea_Dworkin">Andrea Dworkin</a> was a prominent voice in the feminist community, she was certainly, even by her own admission, among the more radical members of the movement.  If when we&#8217;re talking about feminism we&#8217;re just making the point that women are persons and should be treated as such (with fairness, dignity, respect, etc) then where do people like Dworkin fit in? If Dworkin and Candice Bergen can both be considered feminists, then <em>what are we talking about when we are talking about feminism? </em>Is feminism the voice of centuries of righteous anger at being mistreated? Is a debate about urinals really about a nerve made raw by constantly being subjected to the sexual interest of (and perhaps even some form of objectification by) men? Does it go so far so as to encompass an effort to redefine womyn-hood? Is it a movement that died with the failure to pass the ERA?</p>
<p>I have to admit, I&#8217;m not really sure, nor is it likely I&#8217;ll ever be. Further, things like this don&#8217;t make it any easier:</p>
<p>&nbsp;</p>
<div align="center"><iframe src="http://www.dailymotion.com/embed/video/x4ksye" frameborder="0" width="480" height="360"></iframe><br />
<a href="http://www.dailymotion.com/video/x4ksye_commercial-virginia-slims-cigarette_news" target="_blank">Commercial &#8211; Virginia Slims Cigarettes 1967&#8230;</a> <em>by <a href="http://www.dailymotion.com/RetroCafe" target="_blank">RetroCafe</a></em></div>
<p>&nbsp;</p>
<p>When I tried watching this from (what I imagine to be) a feminist perspective, the first and only thing that came to mind was a quote from the film <em>Withnail &amp; I</em></p>
<blockquote><p>Politics, man. If you&#8217;re hanging onto a rising balloon, you&#8217;re presented with a difficult decision &#8211; let go before it&#8217;s too late or hang on and keep getting higher, posing the question: how long can you keep a grip on the rope? They&#8217;re selling hippie wigs in Woolworths, man. The greatest decade in the history of mankind is over. And as Presuming Ed here has so consistently pointed out, we have failed to paint it black.</p></blockquote>
<p>What do you think?</p>
]]></content:encoded>
			<wfw:commentRss>http://www.daviddaedalus.com/blog/2012/07/08/seriously-whats-feminism/feed/</wfw:commentRss>
		<slash:comments>18</slash:comments>
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