<?xml version="1.0" encoding="UTF-8"?>
<rss version="2.0"
	xmlns:content="http://purl.org/rss/1.0/modules/content/"
	xmlns:wfw="http://wellformedweb.org/CommentAPI/"
	xmlns:dc="http://purl.org/dc/elements/1.1/"
	xmlns:atom="http://www.w3.org/2005/Atom"
	xmlns:sy="http://purl.org/rss/1.0/modules/syndication/"
	xmlns:slash="http://purl.org/rss/1.0/modules/slash/"
	>

<channel>
	<title>Reclusland</title>
	<atom:link href="http://www.reclusland.com/compass/feed/" rel="self" type="application/rss+xml" />
	<link>http://www.reclusland.com/compass</link>
	<description></description>
	<lastBuildDate>Fri, 24 May 2013 21:50:18 +0000</lastBuildDate>
	<language>en-US</language>
	<sy:updatePeriod>hourly</sy:updatePeriod>
	<sy:updateFrequency>1</sy:updateFrequency>
	<generator>http://wordpress.org/?v=3.5.1</generator>
		<item>
		<title>Maybe God has a sense of humor&#8230;</title>
		<link>http://www.reclusland.com/compass/2013/05/24/maybe-god-has-a-sense-of-humor/</link>
		<comments>http://www.reclusland.com/compass/2013/05/24/maybe-god-has-a-sense-of-humor/#comments</comments>
		<pubDate>Fri, 24 May 2013 21:50:18 +0000</pubDate>
		<dc:creator>Ian</dc:creator>
				<category><![CDATA[ramblings]]></category>

		<guid isPermaLink="false">http://www.reclusland.com/compass/?p=4150</guid>
		<description><![CDATA[First you do not know it. Then it is a prison, then a house, then a cocoon, then a cave, then a costume. Then it&#8217;s a joke no one gets, not even you. But at l(e)ast it&#8217;s funny.]]></description>
				<content:encoded><![CDATA[<p>First you do not know it.</p>
<p>Then it is a prison,<br />
then a house,<br />
then a cocoon,<br />
then a cave,<br />
then a costume.</p>
<p>Then it&#8217;s a joke no one gets,<br />
not even you.</p>
<p>But at l(e)ast it&#8217;s funny.</p>
]]></content:encoded>
			<wfw:commentRss>http://www.reclusland.com/compass/2013/05/24/maybe-god-has-a-sense-of-humor/feed/</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>A day of pith instructions</title>
		<link>http://www.reclusland.com/compass/2013/05/08/a-day-of-pith-instructions/</link>
		<comments>http://www.reclusland.com/compass/2013/05/08/a-day-of-pith-instructions/#comments</comments>
		<pubDate>Wed, 08 May 2013 18:14:36 +0000</pubDate>
		<dc:creator>Ian</dc:creator>
				<category><![CDATA[ramblings]]></category>

		<guid isPermaLink="false">http://www.reclusland.com/compass/?p=4146</guid>
		<description><![CDATA[&#8220;When you look straight at/into something, it tends to disappear into primordial emptiness.&#8221; &#8211; Bentinho Massaro (why everything is perfect, and we can do whatever we desire) &#8220;if you want to find something, stop looking. if you want to move something: look for it.&#8221; &#8211; Brook Bartlett (because wanting and not finding, or not wanting [...]]]></description>
				<content:encoded><![CDATA[<p>&#8220;When you look straight at/into something, it tends to disappear into primordial emptiness.&#8221; &#8211; Bentinho Massaro <em>(why everything is perfect, and we can do whatever we desire)</em></p>
<p data-ft="{&quot;type&quot;:1,&quot;tn&quot;:&quot;K&quot;}">&#8220;if you want to find something, stop looking. if you want to move something: look for it.&#8221; &#8211; Brook Bartlett <em>(because wanting and not finding, or not wanting and not moving, both imply hidden resistance)</em></p>
<p data-ft="{&quot;type&quot;:1,&quot;tn&quot;:&quot;K&quot;}">&#8220;you have to know what you&#8217;re about, you have to feel your life flowing, and you have to sense your body.&#8221; &#8211; George Adie <em>(know, feel, and sense)</em></p>
<p data-ft="{&quot;type&quot;:1,&quot;tn&quot;:&quot;K&quot;}">&#8220;we choose whether to empower thoughts by taking them as truth, or disempower thoughts by recognizing them as programming.&#8221; &#8211; Hope Johnson <em>(how to grow good karma)</em></p>
<p data-ft="{&quot;type&quot;:1,&quot;tn&quot;:&quot;K&quot;}"><em>(putting &#8216;em here for future reference)</em></p>
]]></content:encoded>
			<wfw:commentRss>http://www.reclusland.com/compass/2013/05/08/a-day-of-pith-instructions/feed/</wfw:commentRss>
		<slash:comments>2</slash:comments>
		</item>
		<item>
		<title>Free will (or: an interesting look at no-self)</title>
		<link>http://www.reclusland.com/compass/2013/04/09/free-will-or-an-interesting-look-at-no-self/</link>
		<comments>http://www.reclusland.com/compass/2013/04/09/free-will-or-an-interesting-look-at-no-self/#comments</comments>
		<pubDate>Tue, 09 Apr 2013 22:06:39 +0000</pubDate>
		<dc:creator>Ian</dc:creator>
				<category><![CDATA[ramblings]]></category>

		<guid isPermaLink="false">http://www.reclusland.com/compass/?p=4136</guid>
		<description><![CDATA[Sorry its been so quiet here.  Real life is getting more and more filled, and so this virtual &#8220;external hard drive&#8221; of mine is still laying dormant, verdant spring or not.  But I wanted to share this little bit of an essay I read recently, as it ties into many discussions that have happened on [...]]]></description>
				<content:encoded><![CDATA[<p>Sorry its been so quiet here.  Real life is getting more and more filled, and so this virtual &#8220;external hard drive&#8221; of mine is still laying dormant, <a href="http://www.reclusland.com/compass/2013/02/05/after-a-long-walk-through-the-dry-winter-snows/">verdant spring</a> or not.  But I wanted to share this little bit of <a href="http://www.sophiaperennis.com/uncategorized/magic-and-tasawwuf-by-charles-upton/">an essay I read recently</a>, as it ties into many discussions that have happened on this blog in the past.  I disagree with the overall perspective of the article, and in fact stopped reading when the author asks where the <a href="http://en.wikipedia.org/wiki/Kali">Kali</a> is in the <a href="https://en.wikipedia.org/wiki/Kali_Yuga">Kali Yuga</a>.  But I found this particular paragraph interesting for the way it ties the idea of &#8220;is there free will?&#8221; with the concept of &#8220;no-self/no doer&#8221;.</p>
<p><em>But the one thing that the most dedicated Shamanic healer (unless he is truly a holy man, truly wakan), or the most evil CIA brainwasher of the infamous MK-ULTRA mind-control program, forgets to ask, is: where did that intent come from? Is he actually deluded enough to believe that he has summoned it out of nothing? On the basis of what intent might he have been able to do that? The magician is like powerful, skilled and courageous warrior who confronts the enemy and triumphs (or is killed or captured, but for the sake of the argument let us say he triumphs). He feels powerful, successful, and seems entirely justified in this feeling. But zoom out to the next larger frame of reference and what do we see? This warrior is now revealed as nothing but a soldier acting under orders. Whose orders? Along what chain-of-command? In the service of what overall strategy, what political agenda? The soldier sees and knows next to nothing of this; that’s not his business; his business is simply to do what he’s told. And the same is true of the magician. He may be imminently successful in enacting his intent—but as to where that intent came from, he is in total ignorance. He never asks that question, never looks in that direction, because he believes he is the Doer. To obey your own intent is to act under the command, under the tyranny I would say, of forces you will never see as they are, or understand, or be able to name. You may come up with some sort of psychological insight into patterns of intent you take as causal, or into the nature of the spirit beings to whom you attribute them, but the true origin of these patterns is completely hidden from you. Why? Because if you are the Doer, your knowledge, for all your excursions into the grim, fascinating, multifarious worlds of the Unseen, begins and ends with you yourself. The only way to even begin to see the real patterns that lie behind your intent is to recognize that the Doer is Allah—no-one else, because there IS no-one else. Instead of obeying our own intent, it is our duty, by the Trust that is laid upon us, to intend to obey Reality alone: “There is no power or might except by Allah”. This is the precise point where our true freedom lies—the point where our intent to submit to Allah effectively is Allah.</em></p>
<p style="text-align: center;"><a href="http://www.reclusland.com/compass/wp-content/uploads/2013/04/God.jpg"><img class="alignnone  wp-image-4139" title="God" src="http://www.reclusland.com/compass/wp-content/uploads/2013/04/God.jpg" alt="" width="287" height="215" /></a><br />
<small>(the hands always made me laugh the most)</small></p>
<p>To me, the key hidden in all of this is that one needs to pay attention to the motivations which give rise to their actions.  Because the motivations are never &#8220;yours&#8221;, but they all have their own taste, and the agreement to let them manifest that taste is yours to sign&#8230;</p>
<p>The essay also leaves unanswered the question: what if he (or she) doesn&#8217;t believe they are &#8220;the doer&#8221;?  Is &#8220;magic&#8221; impossible without a separate self?  Is being a channel for higher energies to manifest through not the definition of doing God&#8217;s Will?  What is the line between submitting to the Will of God and being lazy?  Not that I have answers, but it&#8217;s an interesting place to do that whole &#8220;thinking&#8221; thing.</p>
]]></content:encoded>
			<wfw:commentRss>http://www.reclusland.com/compass/2013/04/09/free-will-or-an-interesting-look-at-no-self/feed/</wfw:commentRss>
		<slash:comments>7</slash:comments>
		</item>
		<item>
		<title>After a long walk through the dry winter snows</title>
		<link>http://www.reclusland.com/compass/2013/02/05/after-a-long-walk-through-the-dry-winter-snows/</link>
		<comments>http://www.reclusland.com/compass/2013/02/05/after-a-long-walk-through-the-dry-winter-snows/#comments</comments>
		<pubDate>Tue, 05 Feb 2013 16:32:41 +0000</pubDate>
		<dc:creator>Ian</dc:creator>
				<category><![CDATA[art]]></category>

		<guid isPermaLink="false">http://www.reclusland.com/compass/?p=4119</guid>
		<description><![CDATA[a wet and verdant spring approaches&#8230; click through for MUCH larger versions, and titles (check the URL/title.jpg)]]></description>
				<content:encoded><![CDATA[<p>a wet and verdant spring approaches&#8230;</p>
<p style="text-align: center;"><a href="http://www.reclusland.com/art/WinterSpring/EmeraldCity.jpg" target="_blank"><img src="data:image/jpeg;base64,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" alt="" /></a></p>
<p style="text-align: center;"><a href="http://www.reclusland.com/art/WinterSpring/HubbleIntimacies.jpg" target="_blank"><img src="data:image/jpeg;base64,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" alt="" /></a></p>
<p style="text-align: center;"><a href="http://www.reclusland.com/art/WinterSpring/MetMeInADream.jpg" target="_blank"><img src="data:image/jpeg;base64,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" alt="" /></a></p>
<p style="text-align: center;"><a href="http://www.reclusland.com/art/WinterSpring/AsTheyFade.jpg" target="_blank"><img src="data:image/jpeg;base64,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" alt="" /></a></p>
<p style="text-align: center;"><a href="http://www.reclusland.com/art/WinterSpring/AtTheCouncil.jpg" target="_blank"><img src="data:image/jpeg;base64,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" alt="" /></a></p>
<p style="text-align: center;"><a href="http://www.reclusland.com/art/WinterSpring/ThePeach.jpg" target="_blank"><img src="data:image/jpeg;base64,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" alt="" /></a></p>
<p style="text-align: center;"><a href="http://www.reclusland.com/art/WinterSpring/Heaven.jpg" target="_blank"><img src="data:image/jpeg;base64,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" alt="" /></a></p>
<p style="text-align: center;"><a href="http://www.reclusland.com/art/WinterSpring/FromTheDome.jpg" target="_blank"><img src="data:image/jpeg;base64,/9j/4AAQSkZJRgABAgEASABIAAD/4RVxRXhpZgAATU0AKgAAAAgABwESAAMAAAABAAEAAAEaAAUAAAABAAAAYgEbAAUAAAABAAAAagEoAAMAAAABAAIAAAExAAIAAAAUAAAAcgEyAAIAAAAUAAAAhodpAAQAAAABAAAAnAAAAMgAAABIAAAAAQAAAEgAAAABQWRvYmUgUGhvdG9zaG9wIDcuMAAyMDEzOjAyOjAyIDIxOjAzOjMwAAAAAAOgAQADAAAAAf//AACgAgAEAAAAAQAAASCgAwAEAAAAAQAAASAAAAAAAAAABgEDAAMAAAABAAYAAAEaAAUAAAABAAABFgEbAAUAAAABAAABHgEoAAMAAAABAAIAAAIBAAQAAAABAAABJgICAAQAAAABAAAUQwAAAAAAAABIAAAAAQAAAEgAAAAB/9j/4AAQSkZJRgABAgEASABIAAD/7QAMQWRvYmVfQ00AAv/uAA5BZG9iZQBkgAAAAAH/2wCEAAwICAgJCAwJCQwRCwoLERUPDAwPFRgTExUTExgRDAwMDAwMEQwMDAwMDAwMDAwMDAwMDAwMDAwMDAwMDAwMDAwBDQsLDQ4NEA4OEBQODg4UFA4ODg4UEQwMDAwMEREMDAwMDAwRDAwMDAwMDAwMDAwMDAwMDAwMDAwMDAwMDAwMDP/AABEIAIAAgAMBIgACEQEDEQH/3QAEAAj/xAE/AAABBQEBAQEBAQAAAAAAAAADAAECBAUGBwgJCgsBAAEFAQEBAQEBAAAAAAAAAAEAAgMEBQYHCAkKCxAAAQQBAwIEAgUHBggFAwwzAQACEQMEIRIxBUFRYRMicYEyBhSRobFCIyQVUsFiMzRygtFDByWSU/Dh8WNzNRaisoMmRJNUZEXCo3Q2F9JV4mXys4TD03Xj80YnlKSFtJXE1OT0pbXF1eX1VmZ2hpamtsbW5vY3R1dnd4eXp7fH1+f3EQACAgECBAQDBAUGBwcGBTUBAAIRAyExEgRBUWFxIhMFMoGRFKGxQiPBUtHwMyRi4XKCkkNTFWNzNPElBhaisoMHJjXC0kSTVKMXZEVVNnRl4vKzhMPTdePzRpSkhbSVxNTk9KW1xdXl9VZmdoaWprbG1ub2JzdHV2d3h5ent8f/2gAMAwEAAhEDEQA/APUD+kubB9tWp/rEQB/ZaipmtDRDRACdJTgfWTBySHZ+E022117cjDMxfXO5nou+jXmUfpfQ/wBP6n2e7/A2U+edaoxsqpt9Lm2VWt3V2tHIP/Sb/Kr/ADF6t1El1Oxji15I4B4B3O1j91eafWTGOJdbm0t3Y97ictjDJD2+12VW2X/pNv8AS6/8Ls9ViSnzXOo9G2BwUBri1wIMEHstbrID3EtEt/NeOHebP5Kx0lOviZrC30tgFcjaJka/S3T+84LYx8tsBx2vMxuiOfznaefuXJ12Fh04V6nL17DxA7z9KUlO1Xlj7HXw0hjRuIme08fmrMy81u01hoLHGXAaCPpaf2vcgfayK2g6gNHPYj6KoWWF51KSlPeXuJJOvEo2FR61wB4HKrrW6M3a8EjSfc7w83fyUlPX9CxcehhtsLWMrG6y1wADWjVxLv3V6D9WcK95r6jmVuxyWFuFhmZrrP078sfzf23IZ6X6L/tJT+h/7kriPq9jDPezKsEYeM9rqGPMC18wzJsb7XbKnf0Sv9/9P/o16b00ubU5j3Fzi6WzPBG4dv7SSm8haMtk8WQJ7bh/5JFTEAiCJB7JKf/Q9HZl3Mr9Ta7IqDiLA0TbXH/Btb+sN/qM9f8A4K2xWqbqb6xbS9tlbvouaQQfuVbKacez7TX9B2lw+Gjbdv8AJWJ1N92Hd9twH7cpwbv2tNjLmN/RudmVT7aqZ9l3qPzd/wCi96SnU6rk+z02kh0lrgCJ3ADazc4O+m1/0lwfWcltjrHstc4ODTuIG3c7R72Mun1nuc3/AAnsZ+5/hFZyesNz7Qy1tuPZsc0VP2uc7a/+dquexjsiur839HV9m/Seouc6plMcCWbhuIJn2nQwbI+TPYkp5zq1bKnvFelZ9xYOGOP7v53pvd/mLCOhWt1HI3ktENg6tHloFknlJSk7XQUySSly4lMkkkpQ1K2+k1ttLWv/AJqRLTw9wl2yfpem3b7v31iDlanT7wwgEA7jo0/Dakp9E6NkCt9Tn2vDQSXuAEEtEtdaynb6Wz96r+c/0f8AhF3fSMkCvbYS50tGpaSHO/N3NDN37/tXlfTMprT+kkhri4BupMiA7b+btd/nro8fqzMC72Nsut2Eekxo9SHPH6U3Nbux6t35/wCl9ev8xJT6LZZXUw2WvDGN1c5xAA+JKquzLLaja1rqKZAY57dtjz/IqeP0Lf8AjWb/APgvz1h9OtyM/IGZ1AtORUT6TSCxlLP5v1cOp389ufurybrdmTV/wVT61t4zTk2C+36FelYiJd3td93+uxJT/9H0np767aXlp4c5tlbhq107nNs/O3bX/nLL610m4M9XGBuZO418vbpG6obh6ns/Rv8A8L6f+lQs/q1fTfU6xS5tuNU5rM+oD3OoLm015bCPb62E53v/ANLh/wA5+krpT3/WTHsY6okN3g+k921zQSPbu+kz2/zjPekp4DqzR7nNDHtsaZDwCDOrv5sM3/yP9AuYyuoZFe5lm57DqHky4bRs2u/erXZfWLNxnXWXtfItcXBwbDC3b6lNfp+13t22fpXfpGb/ANHZYuI6g2m+fTcC7WGkzI/kP9u//X6aSnJvtLz495/2oSdwLSQdCPFMkpSSfamKSlJJJ9vmkpZFptLHdvGT5ISQEmByUlO9idRyHBrKtzWiCbAYMQGba5/M+j++um6S0HZuaxjGDQMHAPu/woftc7863d+kXKdPrqpg2EB8j2aSPN5/MXbfV7LxRbVaXw6t7Hh22WNbq+1pZ73P31sa31Pfckp7joXSrbK/Xummslpaz6LngD27m7v0VbGeyn2ers/0a2M51dOOC4wz21sqAGrnOZ6WzTdvbH6PYsTH+sdFNTKGOa9zWj1LGbWt/Jta9zCz89LC6xT1Vw6s4ivDa97OnsP0nMYdmVmub9Fr7/5jG/cp/wAJvyUlP//Syq/8YOBbvNjbKXOY5h3NDg5rhDmuLDu93/QYuYp65ZRScdrvUqBPpnUQJ9zdv5jXfSaqLuldQaze6kgEgAEgGT/Ineq1lVtZixjmHwcCPypKdG76w59rQ0ke07t2skzO98O2us/lLOfYXmYA+EqKs0Y1drPzvU3BoaO4P53CSkDrHOADzujQE8geCijXYz6nRB5IPfj/AL6hFrm8gj46JKZVubMO4PdQPKSQBKSlBTsc3hvA7qJaRz96ZJSlJtjmTsO0nQkcx8Uwa53AJ+GqJVjvsMAHwA7klJTBry3sD5GVo0/WHPpa9o2kPO486EfRc0btu5n+DVbIxWUhzTu9Rri0jQjQ8/6/TVUiDCSnZs69dbT6G7063H9IZJJaSPbt/O+k57l0x+v/AE+iuptQst9Jja2Na2A1rZ+i6w7t3u+muCZXZYYraXnwaCfyKy3pXUHNLm0k7TBEjcCP5E70lP8A/9PFbTk2+ti5DarNm4Obt77hWNhrdYz+ccxzLf8AwRUuo9MudBDDVcz+cYfeHseA5tnu37/7a6XOwa2APpaxwa4usIArBc9ws2UUt/SXNppvbVQ+ur/rdfp+uoZVb3Y7G7nfasP3OZt/wb3H1HbtHtbRcfUdW5tf89+jZWkp4HI6aRq1u06xt+iT/VcdzFd6PQHAPaTMg6cgj/yK61+Bh9QpZeCKXvaS46GXD6e5vt9zf9fUWNbhv6eHZTXBwkDKqaCHVge2vInT1W/6b02fQ/qWJKaPWLn4VYxzjRe8bzc4yHMJ/R3Uf4RrHe/1afoVWrm3uLnSTJ8V031jyBkdMrB1sxrQ1p77LWudEyfbvrXMtaXODRyUlMmMEbiJHYKTpiSeEU1wQACTw0DUlFqwbHOAfzOngkpqMkCQSCfBM9g+k0R4jsrLcN5pY9ky4TEaESVEVmSCCHDQtOhCSms1xaQQYPiuh6PkOy2nF+ymzJ1fXY07QAP523Is9zvQrb+Yz+e/m1zz2lri09l0f1ayG4+BfBHq5Norn87Yxvqu7/Q+ixJTHrGO1oc9xMDXcRE/mt/8is7H6aXaubuPfdo0f5p3vXQ1437RAvc8NYx0Y1ZlxtcPa97Y+gyr6FVu19f/AEFtU9Nw8Ko32FtzmN3DgAHXZpr9N/0N3/baSnn+m9MtBJNZstf7aawAyA33Odpsaz+X/wAWr7qcihlNFLamGzTVpJLt2xzrPUcz3vs97n+9amK1wpsc7d9pzAWV6f4Np3k/vbbchrP/AGGur/SVeoiYfT67PUdc0Ma521h/nC17Xfo/Vos97dzafStte3+b/Sfp2fzaU//U08LIuqFgcPXbiNHp2vI2uY4Fj23Ma2v9Z3O9Pb6fp/0e6xYnXOt4/Sc95qa0XglpxWxtAA9L3vBfuZk47mvuof8A4Z9tVv8ANUvVcvyb3C2ouwMcCBYNLXtdo4Utd/MVvZv35L6/0n/Cfzi5DrTcDGyHY2O4vDNTscHau12Pt2t91bfb/hv69aSm+zrDqy6vdLZ3iOCHd2hK3q7bRDvzdWuaYIn93/yC531NAIkCefPnwS9QRGxuvx/8kkptZVz/AEvRDt1Y+if5IMtb/wBbVWl+x+6ASAdD+P8A0VHcf9iZpgg+CSnsel9JoyscZOOS4GQ4nV0x9G3Vvuc3+bYtLH6GHub7faXe0EcgHt/K3Lnvqv1e/peXuaPWq0bdjk7W2MP7p/wdjd2+qz/tz9FbYva8Dp2HmY1OZi2g02DdWQ3sDw9rtu17f8LU5n6N/wCjSU+VYXSA/pWLaBq9hc/n99wf2Qeo9Hpx8c5OR7GNGn5rg78xlXP6X6XtXpHQOm4tH1UwsrIsDKaccl7nyQG7nf8AfT7PavK/rb1izqWUCGGmloNdFE7i1sy91jvzrrI3W7f0bP5mv2VpKedvfveHcaAD4BWMS1wqNYO0OkF3g0xvj+VZsVRxkk8eAS3H/Ykp6OnqzKRDPzolzjJIH0f7LW/QrT2dYdZFQfAcZJPEN13uC531BEbB+P8A5JP6v0htADvCexnvuSU+jdG69j9SzqhY1jbGFrasN5HpvgMopra9/wDNVU1b3/16/wBH6l1y3cvJteKjXX6H2lpY61pAZXUz27fTLXbsxt7WfovS9H1v+KXlnSPsV+Q3GvcWC0xL3bQCNW7bNrvc/wCh/g/+OXYNdk0u3y/PxgNvvO62tjeGOH/aulrP8J6Xq1JKf//V5TrfXXNBLS02kkNaCSR23/Rrc1jv/BP89cqpW2OseXOJPhPgpUUusJIEgf6/9FJSqse64kVsLtolx7AfvPd9Fjf6yT6LGchbmJhu9MMOjDDi0GQdsjf/AC9jXfo3q87pUsadh2vG5lkQC1vPu/8APn8tJTyJaRynZG8bhuB0iYXQ5fRHMktBIE8CfPn81ZduCWHd+bPKSndwvqpm5uHT1HopOS7bL8Q/ThoLnjHs9rMh7Nv6Sr+d/wAFX6q676jfWgdN9TBzK3NptcNwfLHVPaNm1zXj6H5jt/8AM/8AF/zfM/ULq56bffjvfspyXNY68STQ9rvZmMpb/PbW/wCD/qW/pNnpr1HIb0LGONW97XUYP9Gw6HbyXN/wuZfO+57X7v0dln87Zbbf9qs/mkp4z6wddYzpGJ0XDl9WKCHPbJdY8lzNjGs3bGt37P8Az2uZv+qmdTi2dS6xuw2tr9SrGOljmkafaD/2k9X+bZvZ6v79VfqVr076v0dEr6fXjMurey6kU5VGQDWHgjbvxnF36D6Wx9bPZb6df8x/O2eff4wOrtzHU4dVrsinFc4HKfLX5Dzsr9ayo/Q9Kur0vb7Miz9Y2VpKeJsDQ8hrdoGkEyfvUQCeFdrwnWOc48SZ+9aeJ0RzwCQQD3Igf530UlOGyix/AStx7qdvqMLQ8Sw9nDj2O+i5dUzpOjiGEho3F8S0N/lO/N42f8YqWThu2FrYc0hzgJ01hu+PzXO/eSU88un6J1x5A3uHqtIBaSQXnhrvo2O/lfyFzt9LqyCQYPf/AF/eUK3uY8OaYI8ElP8A/9byutjrLG1t+k8ho+J0XUUdPrBHpTVV6wawt+lDSa3P9M++za5j/U9L9J6X6VY3Qcf1+qUjtWTYZ/kDcP8ApLvunUV0nRzGmTsDhEElmzb6bT7mMr/64kphg9L9KzdsDq5a1jm++CPebATt217/ANJb6j3+n/NV/pPYtKjppizHcNpG47iXbTedjqjVa2P0Lm/y6tln/FqxRVSC97aiRDdlTazYdpdY6y2oU7Wvtt3vt32WW+t/o/5ypDzRWDW59bzayvQtsisWQwudX/NbG/zXpb/Ss9L9Jf6ySmnl4O+/06qg5xaXtHt0hrG3VG5n0fTl9l2732f4L1PVWTm4THscfT5BBZBEQfosZ+/Yz9Nsr/M/nFu09TqpzPTsIGFdsyKhcHWtrY8vtvZU2d/svde3/hvT/wBIqvWOqYNtcC0XCHbGy97WB2y1wYdjPe62yz9L/wAF6Pp1VJKeIdU/p2bPLbTuERAM+5vt3NXW4PqZmOfstvpZFEFzPpNsrB2kur0/S4/0PUq976/5xYWXfh2V3V+kSx25w1azbtDrPbua/wDwn9v/AAa676n/AFPtsfTc/NsrfUGWxVW0QRG9m60v+ju9J/6P/Tfo0lOUzfg9KotyLPVuuZOO2NrK28Ou9OXepa53sp9b+uuWsrf1HLAGjGEE6iDrDW7ne1dpnfVpmb0nF6liZD6K8up1jce1m8VwXH0Wv3Nt9P1G+mzd/pFy+FdiV0VM9NwB2uf7muLiR+k37Wt/Pb/Xr/SJKdbBwWNaHenEcMg6lx/m31n3fy6/UWviYGy1gtrFbXAPc6AW7PcKx6jxu23/AE6q/wCfr/m1Do3U8CpkG37OD7XMG9rXMc5zv0j4c7dXsq9N+/2f8L/N2WsnqNORntqpe37HL7rn0BzA+prWXubYx/ud+mp9v/Gf4P1ElM7umuFVWM6siywtNrAXe28n6Ntjt2ympn6N7/U/wX83+kWdndNNzgS0FoMW2Eem15LRus3e79Fudv8Aa9n/AHHt/nFq4JY9z3it7bbAfUPqbml5NxbudNrHsbZZ/wAJ+h/SV1+vV6qnkVUuLHOphsWA1Gssc6sbPpst3N/4Vjq34/8AgLUlPC5fT6w+31T61bLB6hdzt0a8trH6T6ftqfZ/O/8AFLl7qn0XWUv+nW4sd8WnavTeo012t2lzd4iQBMka/pPVa337NjP5H01wX1jxxR1N5H0bWtsA8JG2P+ikp//Z/+0aEFBob3Rvc2hvcCAzLjAAOEJJTQQlAAAAAAAQAAAAAAAAAAAAAAAAAAAAADhCSU0D7QAAAAAAEABIAAAAAQABAEgAAAABAAE4QklNBCYAAAAAAA4AAAAAAAAAAAAAP4AAADhCSU0EDQAAAAAABAAAAHg4QklNBBkAAAAAAAQAAAAeOEJJTQPzAAAAAAAJAAAAAAAAAAABADhCSU0ECgAAAAAAAQAAOEJJTScQAAAAAAAKAAEAAAAAAAAAAThCSU0D9QAAAAAASAAvZmYAAQBsZmYABgAAAAAAAQAvZmYAAQChmZoABgAAAAAAAQAyAAAAAQBaAAAABgAAAAAAAQA1AAAAAQAtAAAABgAAAAAAAThCSU0D+AAAAAAAcAAA/////////////////////////////wPoAAAAAP////////////////////////////8D6AAAAAD/////////////////////////////A+gAAAAA/////////////////////////////wPoAAA4QklNBAgAAAAAABAAAAABAAACQAAAAkAAAAAAOEJJTQQeAAAAAAAEAAAAADhCSU0EGgAAAAADSwAAAAYAAAAAAAAAAAAAASAAAAEgAAAACwBGAHIAbwBtAFQAaABlAEQAbwBtAGUAAAABAAAAAAAAAAAAAAAAAAAAAAAAAAEAAAAAAAAAAAAAASAAAAEgAAAAAAAAAAAAAAAAAAAAAAEAAAAAAAAAAAAAAAAAAAAAAAAAEAAAAAEAAAAAAABudWxsAAAAAgAAAAZib3VuZHNPYmpjAAAAAQAAAAAAAFJjdDEAAAAEAAAAAFRvcCBsb25nAAAAAAAAAABMZWZ0bG9uZwAAAAAAAAAAQnRvbWxvbmcAAAEgAAAAAFJnaHRsb25nAAABIAAAAAZzbGljZXNWbExzAAAAAU9iamMAAAABAAAAAAAFc2xpY2UAAAASAAAAB3NsaWNlSURsb25nAAAAAAAAAAdncm91cElEbG9uZwAAAAAAAAAGb3JpZ2luZW51bQAAAAxFU2xpY2VPcmlnaW4AAAANYXV0b0dlbmVyYXRlZAAAAABUeXBlZW51bQAAAApFU2xpY2VUeXBlAAAAAEltZyAAAAAGYm91bmRzT2JqYwAAAAEAAAAAAABSY3QxAAAABAAAAABUb3AgbG9uZwAAAAAAAAAATGVmdGxvbmcAAAAAAAAAAEJ0b21sb25nAAABIAAAAABSZ2h0bG9uZwAAASAAAAADdXJsVEVYVAAAAAEAAAAAAABudWxsVEVYVAAAAAEAAAAAAABNc2dlVEVYVAAAAAEAAAAAAAZhbHRUYWdURVhUAAAAAQAAAAAADmNlbGxUZXh0SXNIVE1MYm9vbAEAAAAIY2VsbFRleHRURVhUAAAAAQAAAAAACWhvcnpBbGlnbmVudW0AAAAPRVNsaWNlSG9yekFsaWduAAAAB2RlZmF1bHQAAAAJdmVydEFsaWduZW51bQAAAA9FU2xpY2VWZXJ0QWxpZ24AAAAHZGVmYXVsdAAAAAtiZ0NvbG9yVHlwZWVudW0AAAARRVNsaWNlQkdDb2xvclR5cGUAAAAATm9uZQAAAAl0b3BPdXRzZXRsb25nAAAAAAAAAApsZWZ0T3V0c2V0bG9uZwAAAAAAAAAMYm90dG9tT3V0c2V0bG9uZwAAAAAAAAALcmlnaHRPdXRzZXRsb25nAAAAAAA4QklNBBEAAAAAAAEBADhCSU0EFAAAAAAABAAAAAc4QklNBAwAAAAAFF8AAAABAAAAgAAAAIAAAAGAAADAAAAAFEMAGAAB/9j/4AAQSkZJRgABAgEASABIAAD/7QAMQWRvYmVfQ00AAv/uAA5BZG9iZQBkgAAAAAH/2wCEAAwICAgJCAwJCQwRCwoLERUPDAwPFRgTExUTExgRDAwMDAwMEQwMDAwMDAwMDAwMDAwMDAwMDAwMDAwMDAwMDAwBDQsLDQ4NEA4OEBQODg4UFA4ODg4UEQwMDAwMEREMDAwMDAwRDAwMDAwMDAwMDAwMDAwMDAwMDAwMDAwMDAwMDP/AABEIAIAAgAMBIgACEQEDEQH/3QAEAAj/xAE/AAABBQEBAQEBAQAAAAAAAAADAAECBAUGBwgJCgsBAAEFAQEBAQEBAAAAAAAAAAEAAgMEBQYHCAkKCxAAAQQBAwIEAgUHBggFAwwzAQACEQMEIRIxBUFRYRMicYEyBhSRobFCIyQVUsFiMzRygtFDByWSU/Dh8WNzNRaisoMmRJNUZEXCo3Q2F9JV4mXys4TD03Xj80YnlKSFtJXE1OT0pbXF1eX1VmZ2hpamtsbW5vY3R1dnd4eXp7fH1+f3EQACAgECBAQDBAUGBwcGBTUBAAIRAyExEgRBUWFxIhMFMoGRFKGxQiPBUtHwMyRi4XKCkkNTFWNzNPElBhaisoMHJjXC0kSTVKMXZEVVNnRl4vKzhMPTdePzRpSkhbSVxNTk9KW1xdXl9VZmdoaWprbG1ub2JzdHV2d3h5ent8f/2gAMAwEAAhEDEQA/APUD+kubB9tWp/rEQB/ZaipmtDRDRACdJTgfWTBySHZ+E022117cjDMxfXO5nou+jXmUfpfQ/wBP6n2e7/A2U+edaoxsqpt9Lm2VWt3V2tHIP/Sb/Kr/ADF6t1El1Oxji15I4B4B3O1j91eafWTGOJdbm0t3Y97ictjDJD2+12VW2X/pNv8AS6/8Ls9ViSnzXOo9G2BwUBri1wIMEHstbrID3EtEt/NeOHebP5Kx0lOviZrC30tgFcjaJka/S3T+84LYx8tsBx2vMxuiOfznaefuXJ12Fh04V6nL17DxA7z9KUlO1Xlj7HXw0hjRuIme08fmrMy81u01hoLHGXAaCPpaf2vcgfayK2g6gNHPYj6KoWWF51KSlPeXuJJOvEo2FR61wB4HKrrW6M3a8EjSfc7w83fyUlPX9CxcehhtsLWMrG6y1wADWjVxLv3V6D9WcK95r6jmVuxyWFuFhmZrrP078sfzf23IZ6X6L/tJT+h/7kriPq9jDPezKsEYeM9rqGPMC18wzJsb7XbKnf0Sv9/9P/o16b00ubU5j3Fzi6WzPBG4dv7SSm8haMtk8WQJ7bh/5JFTEAiCJB7JKf/Q9HZl3Mr9Ta7IqDiLA0TbXH/Btb+sN/qM9f8A4K2xWqbqb6xbS9tlbvouaQQfuVbKacez7TX9B2lw+Gjbdv8AJWJ1N92Hd9twH7cpwbv2tNjLmN/RudmVT7aqZ9l3qPzd/wCi96SnU6rk+z02kh0lrgCJ3ADazc4O+m1/0lwfWcltjrHstc4ODTuIG3c7R72Mun1nuc3/AAnsZ+5/hFZyesNz7Qy1tuPZsc0VP2uc7a/+dquexjsiur839HV9m/Seouc6plMcCWbhuIJn2nQwbI+TPYkp5zq1bKnvFelZ9xYOGOP7v53pvd/mLCOhWt1HI3ktENg6tHloFknlJSk7XQUySSly4lMkkkpQ1K2+k1ttLWv/AJqRLTw9wl2yfpem3b7v31iDlanT7wwgEA7jo0/Dakp9E6NkCt9Tn2vDQSXuAEEtEtdaynb6Wz96r+c/0f8AhF3fSMkCvbYS50tGpaSHO/N3NDN37/tXlfTMprT+kkhri4BupMiA7b+btd/nro8fqzMC72Nsut2Eekxo9SHPH6U3Nbux6t35/wCl9ev8xJT6LZZXUw2WvDGN1c5xAA+JKquzLLaja1rqKZAY57dtjz/IqeP0Lf8AjWb/APgvz1h9OtyM/IGZ1AtORUT6TSCxlLP5v1cOp389ufurybrdmTV/wVT61t4zTk2C+36FelYiJd3td93+uxJT/9H0np767aXlp4c5tlbhq107nNs/O3bX/nLL610m4M9XGBuZO418vbpG6obh6ns/Rv8A8L6f+lQs/q1fTfU6xS5tuNU5rM+oD3OoLm015bCPb62E53v/ANLh/wA5+krpT3/WTHsY6okN3g+k921zQSPbu+kz2/zjPekp4DqzR7nNDHtsaZDwCDOrv5sM3/yP9AuYyuoZFe5lm57DqHky4bRs2u/erXZfWLNxnXWXtfItcXBwbDC3b6lNfp+13t22fpXfpGb/ANHZYuI6g2m+fTcC7WGkzI/kP9u//X6aSnJvtLz495/2oSdwLSQdCPFMkpSSfamKSlJJJ9vmkpZFptLHdvGT5ISQEmByUlO9idRyHBrKtzWiCbAYMQGba5/M+j++um6S0HZuaxjGDQMHAPu/woftc7863d+kXKdPrqpg2EB8j2aSPN5/MXbfV7LxRbVaXw6t7Hh22WNbq+1pZ73P31sa31Pfckp7joXSrbK/Xummslpaz6LngD27m7v0VbGeyn2ers/0a2M51dOOC4wz21sqAGrnOZ6WzTdvbH6PYsTH+sdFNTKGOa9zWj1LGbWt/Jta9zCz89LC6xT1Vw6s4ivDa97OnsP0nMYdmVmub9Fr7/5jG/cp/wAJvyUlP//Syq/8YOBbvNjbKXOY5h3NDg5rhDmuLDu93/QYuYp65ZRScdrvUqBPpnUQJ9zdv5jXfSaqLuldQaze6kgEgAEgGT/Ineq1lVtZixjmHwcCPypKdG76w59rQ0ke07t2skzO98O2us/lLOfYXmYA+EqKs0Y1drPzvU3BoaO4P53CSkDrHOADzujQE8geCijXYz6nRB5IPfj/AL6hFrm8gj46JKZVubMO4PdQPKSQBKSlBTsc3hvA7qJaRz96ZJSlJtjmTsO0nQkcx8Uwa53AJ+GqJVjvsMAHwA7klJTBry3sD5GVo0/WHPpa9o2kPO486EfRc0btu5n+DVbIxWUhzTu9Rri0jQjQ8/6/TVUiDCSnZs69dbT6G7063H9IZJJaSPbt/O+k57l0x+v/AE+iuptQst9Jja2Na2A1rZ+i6w7t3u+muCZXZYYraXnwaCfyKy3pXUHNLm0k7TBEjcCP5E70lP8A/9PFbTk2+ti5DarNm4Obt77hWNhrdYz+ccxzLf8AwRUuo9MudBDDVcz+cYfeHseA5tnu37/7a6XOwa2APpaxwa4usIArBc9ws2UUt/SXNppvbVQ+ur/rdfp+uoZVb3Y7G7nfasP3OZt/wb3H1HbtHtbRcfUdW5tf89+jZWkp4HI6aRq1u06xt+iT/VcdzFd6PQHAPaTMg6cgj/yK61+Bh9QpZeCKXvaS46GXD6e5vt9zf9fUWNbhv6eHZTXBwkDKqaCHVge2vInT1W/6b02fQ/qWJKaPWLn4VYxzjRe8bzc4yHMJ/R3Uf4RrHe/1afoVWrm3uLnSTJ8V031jyBkdMrB1sxrQ1p77LWudEyfbvrXMtaXODRyUlMmMEbiJHYKTpiSeEU1wQACTw0DUlFqwbHOAfzOngkpqMkCQSCfBM9g+k0R4jsrLcN5pY9ky4TEaESVEVmSCCHDQtOhCSms1xaQQYPiuh6PkOy2nF+ymzJ1fXY07QAP523Is9zvQrb+Yz+e/m1zz2lri09l0f1ayG4+BfBHq5Norn87Yxvqu7/Q+ixJTHrGO1oc9xMDXcRE/mt/8is7H6aXaubuPfdo0f5p3vXQ1437RAvc8NYx0Y1ZlxtcPa97Y+gyr6FVu19f/AEFtU9Nw8Ko32FtzmN3DgAHXZpr9N/0N3/baSnn+m9MtBJNZstf7aawAyA33Odpsaz+X/wAWr7qcihlNFLamGzTVpJLt2xzrPUcz3vs97n+9amK1wpsc7d9pzAWV6f4Np3k/vbbchrP/AGGur/SVeoiYfT67PUdc0Ma521h/nC17Xfo/Vos97dzafStte3+b/Sfp2fzaU//U08LIuqFgcPXbiNHp2vI2uY4Fj23Ma2v9Z3O9Pb6fp/0e6xYnXOt4/Sc95qa0XglpxWxtAA9L3vBfuZk47mvuof8A4Z9tVv8ANUvVcvyb3C2ouwMcCBYNLXtdo4Utd/MVvZv35L6/0n/Cfzi5DrTcDGyHY2O4vDNTscHau12Pt2t91bfb/hv69aSm+zrDqy6vdLZ3iOCHd2hK3q7bRDvzdWuaYIn93/yC531NAIkCefPnwS9QRGxuvx/8kkptZVz/AEvRDt1Y+if5IMtb/wBbVWl+x+6ASAdD+P8A0VHcf9iZpgg+CSnsel9JoyscZOOS4GQ4nV0x9G3Vvuc3+bYtLH6GHub7faXe0EcgHt/K3Lnvqv1e/peXuaPWq0bdjk7W2MP7p/wdjd2+qz/tz9FbYva8Dp2HmY1OZi2g02DdWQ3sDw9rtu17f8LU5n6N/wCjSU+VYXSA/pWLaBq9hc/n99wf2Qeo9Hpx8c5OR7GNGn5rg78xlXP6X6XtXpHQOm4tH1UwsrIsDKaccl7nyQG7nf8AfT7PavK/rb1izqWUCGGmloNdFE7i1sy91jvzrrI3W7f0bP5mv2VpKedvfveHcaAD4BWMS1wqNYO0OkF3g0xvj+VZsVRxkk8eAS3H/Ykp6OnqzKRDPzolzjJIH0f7LW/QrT2dYdZFQfAcZJPEN13uC531BEbB+P8A5JP6v0htADvCexnvuSU+jdG69j9SzqhY1jbGFrasN5HpvgMopra9/wDNVU1b3/16/wBH6l1y3cvJteKjXX6H2lpY61pAZXUz27fTLXbsxt7WfovS9H1v+KXlnSPsV+Q3GvcWC0xL3bQCNW7bNrvc/wCh/g/+OXYNdk0u3y/PxgNvvO62tjeGOH/aulrP8J6Xq1JKf//V5TrfXXNBLS02kkNaCSR23/Rrc1jv/BP89cqpW2OseXOJPhPgpUUusJIEgf6/9FJSqse64kVsLtolx7AfvPd9Fjf6yT6LGchbmJhu9MMOjDDi0GQdsjf/AC9jXfo3q87pUsadh2vG5lkQC1vPu/8APn8tJTyJaRynZG8bhuB0iYXQ5fRHMktBIE8CfPn81ZduCWHd+bPKSndwvqpm5uHT1HopOS7bL8Q/ThoLnjHs9rMh7Nv6Sr+d/wAFX6q676jfWgdN9TBzK3NptcNwfLHVPaNm1zXj6H5jt/8AM/8AF/zfM/ULq56bffjvfspyXNY68STQ9rvZmMpb/PbW/wCD/qW/pNnpr1HIb0LGONW97XUYP9Gw6HbyXN/wuZfO+57X7v0dln87Zbbf9qs/mkp4z6wddYzpGJ0XDl9WKCHPbJdY8lzNjGs3bGt37P8Az2uZv+qmdTi2dS6xuw2tr9SrGOljmkafaD/2k9X+bZvZ6v79VfqVr076v0dEr6fXjMurey6kU5VGQDWHgjbvxnF36D6Wx9bPZb6df8x/O2eff4wOrtzHU4dVrsinFc4HKfLX5Dzsr9ayo/Q9Kur0vb7Miz9Y2VpKeJsDQ8hrdoGkEyfvUQCeFdrwnWOc48SZ+9aeJ0RzwCQQD3Igf530UlOGyix/AStx7qdvqMLQ8Sw9nDj2O+i5dUzpOjiGEho3F8S0N/lO/N42f8YqWThu2FrYc0hzgJ01hu+PzXO/eSU88un6J1x5A3uHqtIBaSQXnhrvo2O/lfyFzt9LqyCQYPf/AF/eUK3uY8OaYI8ElP8A/9byutjrLG1t+k8ho+J0XUUdPrBHpTVV6wawt+lDSa3P9M++za5j/U9L9J6X6VY3Qcf1+qUjtWTYZ/kDcP8ApLvunUV0nRzGmTsDhEElmzb6bT7mMr/64kphg9L9KzdsDq5a1jm++CPebATt217/ANJb6j3+n/NV/pPYtKjppizHcNpG47iXbTedjqjVa2P0Lm/y6tln/FqxRVSC97aiRDdlTazYdpdY6y2oU7Wvtt3vt32WW+t/o/5ypDzRWDW59bzayvQtsisWQwudX/NbG/zXpb/Ss9L9Jf6ySmnl4O+/06qg5xaXtHt0hrG3VG5n0fTl9l2732f4L1PVWTm4THscfT5BBZBEQfosZ+/Yz9Nsr/M/nFu09TqpzPTsIGFdsyKhcHWtrY8vtvZU2d/svde3/hvT/wBIqvWOqYNtcC0XCHbGy97WB2y1wYdjPe62yz9L/wAF6Pp1VJKeIdU/p2bPLbTuERAM+5vt3NXW4PqZmOfstvpZFEFzPpNsrB2kur0/S4/0PUq976/5xYWXfh2V3V+kSx25w1azbtDrPbua/wDwn9v/AAa676n/AFPtsfTc/NsrfUGWxVW0QRG9m60v+ju9J/6P/Tfo0lOUzfg9KotyLPVuuZOO2NrK28Ou9OXepa53sp9b+uuWsrf1HLAGjGEE6iDrDW7ne1dpnfVpmb0nF6liZD6K8up1jce1m8VwXH0Wv3Nt9P1G+mzd/pFy+FdiV0VM9NwB2uf7muLiR+k37Wt/Pb/Xr/SJKdbBwWNaHenEcMg6lx/m31n3fy6/UWviYGy1gtrFbXAPc6AW7PcKx6jxu23/AE6q/wCfr/m1Do3U8CpkG37OD7XMG9rXMc5zv0j4c7dXsq9N+/2f8L/N2WsnqNORntqpe37HL7rn0BzA+prWXubYx/ud+mp9v/Gf4P1ElM7umuFVWM6siywtNrAXe28n6Ntjt2ympn6N7/U/wX83+kWdndNNzgS0FoMW2Eem15LRus3e79Fudv8Aa9n/AHHt/nFq4JY9z3it7bbAfUPqbml5NxbudNrHsbZZ/wAJ+h/SV1+vV6qnkVUuLHOphsWA1Gssc6sbPpst3N/4Vjq34/8AgLUlPC5fT6w+31T61bLB6hdzt0a8trH6T6ftqfZ/O/8AFLl7qn0XWUv+nW4sd8WnavTeo012t2lzd4iQBMka/pPVa337NjP5H01wX1jxxR1N5H0bWtsA8JG2P+ikp//ZADhCSU0EIQAAAAAAVQAAAAEBAAAADwBBAGQAbwBiAGUAIABQAGgAbwB0AG8AcwBoAG8AcAAAABMAQQBkAG8AYgBlACAAUABoAG8AdABvAHMAaABvAHAAIAA3AC4AMAAAAAEAOEJJTQQGAAAAAAAHAAgAAAABAQD/4RJIaHR0cDovL25zLmFkb2JlLmNvbS94YXAvMS4wLwA8P3hwYWNrZXQgYmVnaW49J++7vycgaWQ9J1c1TTBNcENlaGlIenJlU3pOVGN6a2M5ZCc/Pgo8P2Fkb2JlLXhhcC1maWx0ZXJzIGVzYz0iQ1IiPz4KPHg6eGFwbWV0YSB4bWxuczp4PSdhZG9iZTpuczptZXRhLycgeDp4YXB0az0nWE1QIHRvb2xraXQgMi44LjItMzMsIGZyYW1ld29yayAxLjUnPgo8cmRmOlJERiB4bWxuczpyZGY9J2h0dHA6Ly93d3cudzMub3JnLzE5OTkvMDIvMjItcmRmLXN5bnRheC1ucyMnIHhtbG5zOmlYPSdodHRwOi8vbnMuYWRvYmUuY29tL2lYLzEuMC8nPgoKIDxyZGY6RGVzY3JpcHRpb24gYWJvdXQ9J3V1aWQ6OTA5OWYxNzgtNmRiZS0xMWUyLWI4MmMtYTg3ZmExNWUyNzA3JwogIHhtbG5zOnhhcE1NPSdodHRwOi8vbnMuYWRvYmUuY29tL3hhcC8xLjAvbW0vJz4KICA8eGFwTU06RG9jdW1lbnRJRD5hZG9iZTpkb2NpZDpwaG90b3Nob3A6MjlmYTYwNTctNmRiYy0xMWUyLWI4MmMtYTg3ZmExNWUyNzA3PC94YXBNTTpEb2N1bWVudElEPgogPC9yZGY6RGVzY3JpcHRpb24+Cgo8L3JkZjpSREY+CjwveDp4YXBtZXRhPgogICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgCiAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAKICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgIAogICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgCiAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAKICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgIAogICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgCiAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAKICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgIAogICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgCiAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAKICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgIAogICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgCiAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAKICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgIAogICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgCiAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAKICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgIAogICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgCiAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAKICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgIAogICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgCiAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAKICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgIAogICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgCiAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAKICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgIAogICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgCiAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAKICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgIAogICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgCiAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAKICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgIAogICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgCiAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAKICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgIAogICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgCiAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAKICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgIAogICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgCiAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAKPD94cGFja2V0IGVuZD0ndyc/Pv/uAA5BZG9iZQBkQAAAAAH/2wCEAAEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQECAgICAgICAgICAgMDAwMDAwMDAwMBAQEBAQEBAQEBAQICAQICAwMDAwMDAwMDAwMDAwMDAwMDAwMDAwMDAwMDAwMDAwMDAwMDAwMDAwMDAwMDAwMDA//AABEIASABIAMBEQACEQEDEQH/3QAEACT/xAGiAAAABgIDAQAAAAAAAAAAAAAHCAYFBAkDCgIBAAsBAAAGAwEBAQAAAAAAAAAAAAYFBAMHAggBCQAKCxAAAgEDBAEDAwIDAwMCBgl1AQIDBBEFEgYhBxMiAAgxFEEyIxUJUUIWYSQzF1JxgRhikSVDobHwJjRyChnB0TUn4VM2gvGSokRUc0VGN0djKFVWVxqywtLi8mSDdJOEZaOzw9PjKThm83UqOTpISUpYWVpnaGlqdnd4eXqFhoeIiYqUlZaXmJmapKWmp6ipqrS1tre4ubrExcbHyMnK1NXW19jZ2uTl5ufo6er09fb3+Pn6EQACAQMCBAQDBQQEBAYGBW0BAgMRBCESBTEGACITQVEHMmEUcQhCgSORFVKhYhYzCbEkwdFDcvAX4YI0JZJTGGNE8aKyJjUZVDZFZCcKc4OTRnTC0uLyVWV1VjeEhaOzw9Pj8ykalKS0xNTk9JWltcXV5fUoR1dmOHaGlqa2xtbm9md3h5ent8fX5/dIWGh4iJiouMjY6Pg5SVlpeYmZqbnJ2en5KjpKWmp6ipqqusra6vr/2gAMAwEAAhEDEQA/AN/j37r3QP4b7rcHau5coZqhcTtigoMBDDHIy0dTk4zUVk0kieNBM9KcjIoJJ0upFrWJ917oYPfuvdY3iikaJpIo5Ghfyws6KzRSFHiMkRYExuY5GW4sdLEfQn37r3WT37r3WvF/Mn2h2/8ADbtA/L7YFdvLf/xf361BhPkf0wq1FfhupRTLQ0VF2rsCmo4vHg4p3kb72IL45KlyJDomDQe690ULsc7D7KwmF31tivx269sZLGpmtt5ygqP4nR1FHVqs1PWUaxyPGJqdpWVo5AJoZUZSqupA9nr3VSPyC2Bgcola2cwhzcsdZUTUcFRUzlWXw6Faip5JwRJLEp4B9bH8E+/fb17y6pG766qo6cVkuPweZhoKlnlqo6cGeGlqSqS04Z62eRxSRj0yFTaJ1YK1jf37r3VQnamyjiHqJY6IY9JGavpkSeapirwCIqiaGSotMHZPUynVbTb37r3QCA2Pv3XupSsCVBdlSxI/BSRgBe62JHpH+t7917pwirJ6arhr4ZEZ6aQRxxSHWohTVEIiHveFoQV/wv7969e6NJsGhPYiUJzUpxe3ZaiogWKFrzPNQwxPGtfVMQtMgaVLDSdcJJtYe/de6PRtbeBzm1YMXSeDEz7fyZoqN6KVNFfT0dLT6qqnZTaWeRvJIXhKh7kfq+nvXr3S6wldhcHkdw7pixUmQ3BVx01KsmUqafJrk8VTRTz5KrioUMEdFOI9HjYjyavqeHJ917ofdvV22cvSYzI/wOgoMTO5E+OIpnmzWXydPAIVn9LSU0eMqWjdNDEG7/0ufde6FD7TDUWOyAOBpq3JVzVuUiBEiR4yfyGFhJUyyBqWPFwl3EBDayy8kj34fz69noLejWpsz11SNU0kVRX4jee56ykqplljmyLTbgyEf2ks6vrqR5QtkAGlULarn37r3Trn8vtfGUtfkH2zjsxhqRtNHifJCJ8DXYmilgmgpmaSF6inrq0SVTXYEPotce/de6LRnq/FV9Vtvdz0dXRbkpVheorcM5ofsYMpDPU0k8mORpBUNYK7qhDC3pPJ9+8+vdB5vTei0u3YcbW1QyVVn6t8bLI9THTUtJSeBo5WyvhpgpIsrAOVUuVFyQffuvdEc3nDLsGlnkxglr9vx1KUX21Y2mshkqY6l2WmqVOmoR/tCzjSDHFb/Ve/de6LK1XPUVctbPIitWOY5YlYxq0EmmNo7J+iFUIH+IH+Hv3XuoDuLFQzFLKx/wBqkVCrMSbn6k/nn37r3UUm5v7917owPVeyWyzU00lEK9YWWvqA88tNFjy7GKGWR6e8zSrHZgt1B12Pv3XurfeheqaGoWkmyWDzU1FTSI9HBVDwx1EyI8lSNdHNGftpBdYrnTK7gFrAn37r3V23x92DgcRHRnBYQ4V5KuGatggqJiiJ4CrS1dPHPqMkUZBsTdHH1Nj7917q2jrqbYPWWBzm+d1V+P2ntbFYxs7uTN104xtHBR0qmWoqKlZZEjaoqHRVjijUyzTMqqrOwB91vo4H8tHZ3cfzC7RHzK7EyO8dgfGvZArcB8aekx9xQYbsyGoFZR13bW/aerhEebJdFaiW3jjnQeIhIS0/utdbDfv3XusaRRRmRo4442mfyylEVDLLpVPJIVALvoRRc3NgB+PfuvdZPfuvdBNXiqwXaOFrDLUPity4ytw4ikkdqWlyXkTIakTQwjab7K31Gp5QPp9Pde6Fn37r3X//0N8zeG4m29i70cQq87kpBjtv48K7tV5Oe0cLyLGrMtFSFxJO5AVUFr6mUH3Xus208C23sPHS1E7VeSqZZchmK1zdqzK1jeWtnuAoCGU2UAABQLAfT37r3Sm9+691737r3XvfuvdAvvCui3VF2D1fktvR56ik2tF/FKjNUVJHtivpN2y5Wigw9TDUtNFkkpKOmAqEI/cW1xZiB7r3Wnt8l+sNw/yze3MhUUFLmM/8Ge2stJWQpRiSupfj7v3MyTNWQRQwSTVkG1KytXU3kARoWGgmdLTe690GXb9PR19C+SxzJUUGVoKatxWSpFjraarp6uliq6WehqhrD0lTTkPHIWAKve59+63n06qR7s2/SVcdfTVFIKr7sRJLBK6wvUCRwzQyPqQGPUAzKhJsp4P09+611S53ftehkjyr4iogcy1s8f8ADjF/C1gSjleHxVMWRp2qJTEsisJEdA1yWWxW3uvdV0ZegfHV89M5RtLlkaM3RkYkgrwCAPp9B9PfuvdRrWjV2Nwf0/Tm31H+JBFj7917rGzeVmY6I7kkIikIo5OlBzYe/de6XW3d15CiiiwtRXzpgpag1dTRxTCnaapjoqmlppDVHU0BVJQpP4QA2NvfuvdDN1zuWvwtDWiurJonovFHTU8MstRLPRU3i85jNLcVFPTQ1Oq6sVkAF+Ab+690bvaG9qCM024K9I6urhmNLTtBNU0zpTywU9PVNSmVTjaquqqKArHEyOra7jkke/de/wAPQ77Uz23Y6CtxePp8lReerFTBNjEeCaod/t6zIjTOalBNPq0IAselU0jgD37r3QlY/e8753JT1uRf7aGjylXiJ5JnL5KZ8UtAskELM1PUxvBI4lik/TJGGUhvfuvdBL0vvPI0236GnSseKkhz26Z6uohmfXSJPlsnCs07EhbTDSkSjkuS31t7917p+3RuTbktDicZlqWtqPsauNqmryUStLSzReatxgkKfaqclFrWO5DA30ufp7917ouu8N+Y+v8A4vmaMGCuqJVTcc0kj+Slio4Y1p6SmRHip1ZC6sAg5FhqIHPuvdFE7F3Pkc1RUJpayWVqtZvvaVpZaeSmo6gu6CQ1ChoI54aMMHZrIL2AFvfuvdA3uPdORyEcuFhr55MHTVclXRUksonaCWopaeGqc1PDVDyLFp1H6rc2F/fuvdIlH8Lq4CSWKkpImqNx9bMtxcf19++3r3XMWMbMGPH1uBwTYKLf649+691Lw2PfJ5GnpUKKGYM7SGyKikE6iATYmw+n59+691Y70jtahSPESZaogRoq2CBscIRlFnFS6RCKnjx0CyxCRIyxkdnC2uFAB9+691c90nt+kpYMfTQUpphTK6RwQsJZYPCdSQxvqcKl+VDkcEXAHv3Xura+pIKDH485TJtHTY7EY2prsvk6tYqKlpaWjpJaqpqchVXj00lPAC8kmogKt7+99bx0KHxh6u3F/My7ex+Sy9Jl8B8FOpcuKulhqzNRUvyE7AwzRLR/e088kFZUbToax9YWMNGIo7OwmciHXWutwnZ+Qj27/cbrLG4BNvUdLtFZsbJiqGjk21S0O2Jsbi5sNRR0rQw41Jqaa8CKv7aXsAFAPuvdDL7917r3v3Xuve/de6TW68HJncU8NJP9plKOWPIYetFgaXJ0h8lM7XVwYnb0uCCCp+h9+691x2nuA5/FrJVRCkzFC5oc5jyHVqPJQXSbQsiq7UlQymSF7WaMjm4YD3Xuv//R3wsPteU5p93bgkWp3BLSNRUtNExfH4PHvKJfs6IMP3KhiB5p7KZG+gAA9+690tvfuvde9+691737r3XFhdSLXB4PJXg8NYjkEA+/de6Se5oZhUYeui/ikv281XTCkpJbY15q+leCnqMxTqhkmpoZbKGuFiL6m49+691S58kafYnee1N9bBze1zk9u56HIYzPbPyVIkUrhaqSlr6eiyTTRUrU61sZK1V1FNUBWVgy2Hut9aoe44N0fCTsiXorsqHOx9G7wyEydR7w3BmKeqi2a1cRUts3dlfRPNQU9JTrKNMgEKwNIsmlYJX8XutdBd29QQyzVFMItbwTyRxFaZikLIpNPMustqhcWIkR2Qgi1vfuvdVa94YjXHVqqxQU7CYCVhpkNWwUIUdw6pAWUhg17k6TYEe/de6qQ7ZwK0GUaqgp6hY/K0MszxiON3Xh2WJUVIFMoJUAkEG4/p7917oIFF7gmwAv+T/T6D+p9+691lFl9S/T6MP1WuORc2B4v7917rIL/qHNrFbgG4UgC45H+349+49e6XG0tzNikqI/EKmZoKhKdJQroivGwkMRJEiftjhR+RcD37r3Q97J3VjaOKmpZAKmky9PDK9VLBUSPTtShKeSrnpVZlhmpQi6Sg9ZW9j7917oeNsbuyO38Xm0bL1WX8Zq6hNUJpMlSvKoiozCrRjxU4icOUZiWKhSQR7917pdU+9KrKYGijiWelqMTHHSyTlWL1cDQK1ZkolJZoXrKtluttR9QvYe/db6Se0d5Jh9hV1PSJM9TlspuKJ5IX8y42WPIVElHkVCn99knLELz62/pb37rXUrcW8K7KUOGqRk6rFiOFsjOIo/u6ycCmFM4q6nTPTfbyTEWU+uMv6iPz7r3RXt8bgx1S9YKd5khpKWnqmleGekmNRUwvFJLT0qyKimRmN0kLFbk8k+/de6BHdO5TlRGgXwyqI1qVjjESSBFugk4DyKqnTpPHF+b+/de6RVz+okA21NYW4YkGw4+v4t7917rGSGJY/S40/2fp9BccfT37r3WNgAfT9CL/4/Ujn/AB9+690MnUeBWuyQq5oJ7eVY4J0jEsSOQRGXiZGSZDMPUCQBa5+lvfuvdW4dIYgJHRDTFNTqIP3BdpRUgXJkeNVV4QzDSFsRa3IB9+691aN1DQ08UtPStDpaeoVZdVPIqSmT1VUrmMgRxBLMZHdUUKb39+690Je2KbdXzk7Nj6Q66hzz9CbNyEUXcO8NuZmCih3u1ABULsvatdWtDQ1FJURgHWRMJzG8xXwxx+X3XutsT42U+xelNt9f9fYXay47b+DhxuH25tDHUgZ4I3mWloKeuyAllpoqf7k6jUeoVExLFmZyDvr3Vz21YpWfMV8jZRFq6uCJaWtk/wAghegpY6WaXDUzIskFHPKp5JIl0hhYEe9de6VwFgAPoBYXJPA4HJuTx7917rv37r3Xvfuvde9+690i8ttuZMyN14Bkhzi0i0NZSzOUoMzQJL5vtqnSCYqqNr+Gax0E8ixPv3Xuv//S3+Pfuvde9+691737r3WKKRpPJqhkh0SvGvkMR8qqRaZPFJJaOT8atLf1A9+6916ZZmS0EiRSa4zrkiMy6FkQyroEkR1SRBlB1ekkGxtY+690mt61u2MftrJ1W8chT4rbqRxR19fVVL0kMHnnjp6ZjOhDLI1VKgQc3cjg+/de6qK3bs6vxWNy2PzW4JstSf3hy0WBxlLikw89djqv95RLRHyZKejiqAalHRru+osASPe+t9UofLH467d391xvPbm5tl1mepfs62sbJZIVNTWxz1SNFT1W3fv2b+BVNMFHjYOitJqDgoWT37r3WvDS7p3b1juNvjz2v/lEtLG8fXvZEFXJUQ7mw9HcUWFM9U5NZWwcw0zKWkcxNTuNSxNLo9a6Kr3/AJuTFSVGGpKKrz+SnpJ5Znkh8b42F4SIazwxRxtPUT1BCrFGxdSBx9be691Vb2JRVE1JWVeTLkVMsqQUsKVEr08tEYYWmq3YgJMJXsYQSRqvzb37r3RcWVkdlZSjKxBUixUg/Qj/AA9+691yuF/STcjm3IP+Bvf37r3XEEjgfni3+v8A7Hg+/de6ywOVkHq0hrqxPACsDqseSp/p7917pcYTMCnEZ+4qIq6yx07U0l9NOzB2gf1okaqkQte5DfX37r3QrJuOsMtPKXWrqPOkSs8xakleayMs0CeNlhg0mxJcMWB+rXGuvdCZR7k5mRayRaioUGWKNWWNxCUkp4SwYtGYfISG/tAEH8+99e6Te38+kWMCiZ46iCvyTxodTQzo9dVyuijUCGdkGogfQAfn37r3TKm6Jx/EKgXo6gRVCEPVTfw+sZE8a08FEhFo2YE6tRRSqk+/de6BbO5qeulmaoqJpqw2jnaeQETUyHWkKjlbR6rC349+690jJ5NchN9QFgPVqGlRZfVYFuPqfe+vdYiSTz/rW/1v9j9efeuvdc7hjySbDi/AH9LfQ+/de64KrO6qoLMxAAAJJJ/AA59+690ZHrujqYKSiqcUzhYHSKelmiqIpJpqwTIs1JIp9cjSRkiIkHgG49+69+fVqfQOaky7wYeppK3b+Sp6SGVDHB5HyFOsamStEUqO0M8c2pGidhIT+P6+68ejR1u5d3dpbhHx46lD07VUPi7H7GkqpIIdu4arW1XgxUQMFpa6qUCCoZ2WTXKIIxcyvF7r329bFPxT+Ou3Ov8ArzZO2tsbLqsBRx0+Nr1yGMFXTVc0tPHDFUy7jFE4bO1lWGXyyM8irLwnoAQe631dVtDZ9blaTDU2L3G+LxiZ/Hfx/H1eMjy1TQY+lYyyQrSx+PI0lCJP8oZnOpHYFbke/da6t12bW7ayG2cTV7PrqbJbckp2XGV1JO1TT1EUUskMrpM5JciojcN9PUDx7917pRQrMsYFRJHLLd9TxRGFCpdjGBG0sxBWMgE6jci/F7D3Xuu5HZNGmN5NUiodGj9tWveR9bp6Etza7f0B9+691k9+691737r3Xvfuvdf/09++kraOviM9DV01bAJZoDNSTxVEQmppXgqITJC7oJYJ42R1vdXUg2I9+691J9+691737r3XRIAJJAA+pJsB/rk+/de64yKWRgrtGxBCyLYlGYFVYKwZGKk3AYEX9+690Du5dvUEtHlI8jtmDJbdaTNbjqcbUV0N6jddJnKepoMqaPKyxwvGtJE1V6pxTRrHYR8r7917ognYGZwk8mNwu4cyY63bEJz24d3Y6sgo8Rmmdql0x1Zkr1MeVcioNRMKdo4wwQBtNj7314dUz7l3XR7b25vzAy7rjrKLALWVdJS7vgOI2zTUG4ty1xoxnMplKmtrKvKLCzGOnXmdTHYWIt7r3VI3y06Zx/b2Kyr42LGVyba3Fjs5Q7mzddJtrC4egqUoqgwiGjhoa2vo6ypvFIElpK0IEMUkciIw1177OqXchNkdsZnM9d7+xkv98cNVVEmM3Fla6WWsyW345ZzTmiZ5Xq8rTUEMqgTSyTPKmlnJkD2916nDon3adCI8pHXTzOMbCK2Ctgo6USahCdcVXWVMczJSxxtDpKqt2c6Tc/T3XuiT5Ag1tWwDhWqJWTyAq+hnLJqDcg6COD7917qH7917r3v3Xuve/de6zQymJr2BNjpLc6WP59+690oaLK1MMLRLMArMSAGa6a0CMVIP0KKP8TYc+/de6XOIzBHhQSckI0ZDO3iIVkZBYnklRb/X/wAffuvdQWyjLR1EesIEmr2kXUVDaquRFUKpF2uxPA/Hv3l17pMZHMVVRDFHJOCFufWVPkKjxi5Ua1JTggm1rf4+/de6TMsvkYtYAkDURf1N/Wx+nv3XusXv3Xuve/de697917qdjSFr6N2DlEqYXk8aszeNHDvZV9RsingfX37r3R2uqqHVkpKyKdzjpzQ09HBWUYjKRyEu9ZRzyTLFWRzNJ6VZLq1lFj7917o3uPqclubN4PrrYGKf++GXqqd8xuDG5CaGpxm3JKiGSplyMsUy1uKpKqnga8sUkLpGWMZ8hjv7r3V0fxK6Zx3TeKxQyaYygG5s7k9wZLc2IrpNyYPO0UcNVNBF4quGvrcdQ0dQ/hiRpaus8OryySSO7e/de6vA2xuij3LhuvsKm7I6SgyrYzK19LtWD+L7ZqaHb+4KZKmPB5bFVVJV01aRpaaB/wDMKr6hYEe/de6uT2Bl8PSS5PB7cy5kyGdEe4sBu3KVcFbisdB54qiXF0GTvSxY14lp/LClUXRrupbSb+/db6P3tvAUUFJi4sbteLGbap3wmexmMpq+ItS7krsvWz5PI/Z42V44kSmq1qLCZ6WRJD+2LH37rXQwICqqGYuwUBnIALEAAsQoCgsebAAe/de65Agi4NwfoRyPfuvde9+691737r3UaqrKShjWatqqajieaGnSWqnip43qKmVYaeBXlZFaaeZwiKDqZiAASffuvdf/1N1zDbPTKS1G/OkcmOsdxTZqX+/uxczjaat2zuHJ0iTh6PdGEx9dKmAy9XHWJVJlcTMstVFJFLIKlGUe/de6fev+/cPuTdtX1dvfD1HWXbuOp4ap9lZ2vo6qn3FSSUwq3ymws/AYqTeOLpoHX7hqdFlpXbRLGrKffuvdD28UcjRM6hmhcyRMfqjlHjLD/ExyEf6x9+691zIBBBAIP1BFwf8AXB9+691CrKw0zRx+GQiVKhzVMqChovBCZVkr5WljaKJ2FgVDEn+g59+690XHvfdWBpKHEbar8zI1ZmqsTfwaNZ6jGZ+orsfLRUGJyRiAqP7rzySGSq+3YyIgVmsGv7917qnLt+Ha1NUUuLwuHwtf2RVbdr6HG0jwZVdp0mEzeQxmI3JmszjZ5Y6aHED+CiiopJE+4Y06gA3Ynw631XH8rdm7HrOy8Lu3sXck9RT0UcVFB0rRYjHZDG1tTLTVCY/cVTIukU1bQ1LMwZ0cBVQagF9+691V/wDIjEbE37T5yOsmyuNxG0MTWy4XFmryGKwcb5KVY5aXJzUMtNRZyuH8PZaeHW4SZl9X49+611VZ8mthUnYeLwk1NhKnaOfxS4uHa2cqJoslU01StFJlIqaomp3NbQYqKAt5mlBCSDXpkuwb3XuqrsrlocvHuOjydZTxZqijjiyTYwySx5NKF2BqsJCshWWjllhVpSoGqRywujXPuvdFS3I8U9YKmIsxm8nmfSFV5VflwFAQMUI1BeAePfuvdJ337r3Xvfuvde9+691737r3WRX02Fvzc/nn8f7b37r3T3Q1bKws2kmw+tluLWIN+D/j7917rBNVMU5bVeSQgH6XaV2LH6cm/wDrn37r3TW8hf8A1vryBf8A24+vv3Xusfv3Xuve/de697917r3v3XulHtuSOnq2qpCymHQIpAutUkkYhiVI0M3iDaQ3BJ9+690a3F5aHFDbNDiaunlzdbC1Ni/4l5I48XHWSDRU5yF5VSKmgllDxM6HSyX/AEAke691ad8aOvqDrvb24JazCVm7s1mY8zS7szdLKmPrKipSjjrJqKnknlGQr8W8ThoDEAHkHktH6QPde6tc+PmI2JsKnxNLSTZLJYfduKx9Xl8elZkcxhJ5ccZKSKnw9VXyVFHhZ3atUTwB01TBvWbAe99e8+rPPijsvZVF2Fnt0ddbkkSly9PU0c3S2QxGOocZhqjwRQ1u4KaU6vuKmtq1u4RIw0ZkGo396631ZB1BFtWqnqMZlMPhqLsuHA4ehzuPMGWbalVj8XUV+AwOXxGMgeWnfA1S5A0dTNEnnAmNwpAI317q4zordmArcTk9vY/MyGtwlVUTti50npqDBz0lKlLXYulLjzLtykn9VKKhhK8RLC4W/vXWujE0lZ9yZF8UgESwFakKv2dYJYUl81DKskhlgUvpubG4/P19+691NAAFgLAfQDge/de64JGiGRlUAyvrkP8Aqn0qlz/joQD/AGHv3XugG3z3zicHu+n6u2Hh5uzO2KqCWom2nha+lpcftakjhiqf4jv7cMvmpNpUc9LIXpklR6isZdEUZLKffuvdMWb2pBgzS787pyB7Q3RFm1j2LtDEY2noNv7fr8itMFoNp4Gur0hymUoIqKSqfL5OZ6mngjlkRqdFZffuvdf/1dxOKszvTHbEmInq6/JUtfTvWYuomH3tXu7YoatlfCyqzRNXbu2Fkp3lotLieqo3en9TVFMkfut+XQ59tdd9Yd8bDx+F3XTfxfD7hFHUba3ThBVQZbBtOsGXhzm390Y+mqajbMksFApWodkp5WCQzBw4jb3Wuic1vcXd3w+OQqexpq35JfGbH5KShi7N21JSZHt/p/GUcq0s9J2dg6KFRvGixEz+KfJQss0QTVUaCQnv3XujwdWd1de93bdxe8Op9wY/eu1K6SaGszGPnMBxFRHTieOkr6CrihrYq2RmVTEUV0DBj6SCfde6e97ZjBri8jga2jp8/W5XEV8qbXqEMzV+Pp1aOepqqFUeqOKSYqssiRv+oW/w917qp3f3yFwEcm1ult011am9to4LPZmoyccNRLgsRhaAUsU9bj0qqaLKZ6khqJFoqRNMZSSnAVGIF/de6ra7b76gyfXksO29xVe5d0+OujyW5aJ5cfndl7an+5z+Dkrcdkqaer/jWHxrC8DJJJd3fSD799vXuq0Oyszj8zuimqJ90HO52Hb0mNzFfLUy4vc2dnSVK/DtV46dPs6fH0tBJO8rzIpEhXixUD3XuiUdvb0Oe33V0uQxGNjpqGopsbgGiysddiZcVRwirfN5qjCxUsmUr5fIkEIL+LTrYX59+691Wt3Pv2Coosfk6PIUi1UW5dGWxjwtlKrz1D1VPlMZHkKZJaatmyVDNFFE91ihj1Wbgn37r3Ve3e2NoYkpZUONx2ckeZtvUO3qZ6SSDbSSMIcZWVcfjdppDUM8srFjcEILE2917okuZnkqVYyCWNoXjWSGVrmOYiTWANKnSRaxtz7917pO+/de697917r3v3Xuve/de697917rLHIUI5/PH+v/AMj9+691xZiRa5PLH/Xub/7H37r3XD37r3Xvfuvde9+691737r3XvfuvdKTDTy0satEssrTPIscMTaS86+LTq9LG2jVci59+690dfobF49kqKib+G5XMpJC25aDP0rVM023iQWxtDVyh3SeKSnQpICt7gOLAD37r3Vh/Sm/IqWgnyFbk6Sasm3NbHY6KnbFVTzpLTw0tG1bUpFT0c+OoIpIZuTFOiL6rkE+6359WTdPbzfA72ix9BiMa9HWvV4rcBnyqUWMo8bLG9TFm9v0TLLSpXQzuiTxehmLa1BPPv3Wujsda5mjw24cjNS7qfb2enwMNDi8jBUzZTcuEEH+W5tIMfDG1JNQVcIheJ4Uc6gxFhqB317qzLqbv2nx2waGDcm4Kva26R/DEjzVRJNlNw7w2nRy0uezU+OocXTx1By+Zp3EhgVUcaAdHvXW+rIuv/kJgKxt29KbVraiTeWexu3Mw9bPFUpt/MYXKJUSQzZBaWkqMnhaCuML0NTERJqknYMq3Nvde6tj2XmcJJjKHB0NJT4SsxWKxzvtmBGhlx1DUqI6aeChYLUpi5JAyxSPGvCm9vfutdJrtfvDrrovb2R3f23uHH7L2vSyw0+OydbO1TPm6p6fzzUmNxlHFNXTVcJBHjVWZlUvwoJ9+690Syj7V7v8Al2+OqdozZD4y/GfJ160R3vn6ijx3dXcmMr2aGgp9gYmsiZdjY3MsmmKukZ6qVJL0/k5Ub690cPq7Y3WXRXX1diNsQRYPA7YiqptwbmzC1MlfljSRS5ObO5/ctdTU1TueZYKwl6oNJEr6ootATxrrr3QIUlTne4u2RCJ63G0mLgiq62aO9JU7X2Wk9DUUuAWANPHR7o3zk6YVGR1O08FIiUraTTTJJ7r3X//W3se0uvaXsjas+GM4x2YpJosptrOKrGowmdoz5KOsiZCJPDKQYp1UgtDI1vUFI917os3UvZNbtGsr9mZ2ko8RW5LcNVg8li6mOc0O0+zMgqCjncUgdDsrsOtYTxvEIkpci7af2q2AR+x17rBurZnZGa/vd/ENk7S2w2VpqSs3LvrrffuTxGX3nUUNJkKJtq7PocrFEMfnaZknjqWyNL9nXRVA0kSjyp7r3VQ/Ym0d+bE33Udr/AjDdg7O3MKykzeWx2LOEHx17JjoqmipJdq1VH/GUpcdvzasUVUc7MaWnxLyJOqBGLVD+690t9p/zF8J8qMZW7L7Z3DQdHdsdf5GXF1GxcZNVYur7QzuErZTk8b15vtqyHHxTtWUUP3FHPNUUzxsrwmZWDD3W+isd6bx7o7C7RxOBwldTbW2ntynwNdgc9kM9RNlMxj9q/cnM4XMZuso/vBMaSsjr9MRkgeVFkc+llT3WqdFU7Fps1R5vN1x3tmMrLmKaOspKPbeEgwu3a/IUtHeuy+S3NR6Fqp6ynqA8tVKsxmdQFsht731vokHburbu4qDOYqtw+O/i+GzE+9cpmMfXSbozNckcdDh4sdXxw1Ef2+RqJBC5V1lddIjQXJ9660eq4+xq6hXduSodqT4F8jhtuU9O+E3DkM3BHg6fJ0VleeICagGYnqJwJ5KiQyomi6qffuvdE87P7Cw+MixcMNbTU9BisimPy2P2pTK1CrLQBcctZF4pKhpJrP4mYqrqfr9R7917qvvsrLV2Wr5a6EU328lJX0f3E0IDQ0n3b2laOeoqnp52itF6QGGk2AN/fuvdFnz8lHPJAaSLxeGmhilcuxermFzJOycrEdRNgOLD+vv3Xuk37917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de6UeBekiao+7iMhmppYoJQ7KaKYm6TCPhZblbEH+ySfr7917oz/WeWr8TkI6+cU5plgx1LJNT0waSppI6htTpFBU0ryy+IeLkFmJFwTb37r3VgHWO/8Tl6XJQS11LU02Wr6mjw2O3XTKtGzGhAqvs08cVTE8UpQyOpYIDweLe/de+zo4nXNfjm3ZBR7pmwi5TNbbqGOB29kM3UQ5mHFU6KKumiKw0X8Xp6ikIR6Z/JJEH9LEH37r3Vj3URlz+dy+4cpX4fJSY7E4uTY+YwVDWx7kxc1RTiky6ZOukhp0MNDURGFHd3cJfyJ6QffuvdHe67gy9RncRkk3tl8W+GpvPVU+6MLDl8Dj8hVUqywZLF7orDLHTzU1PB+1VosXiLFWDKB791vo1XQ+8u6OveyM9t3PVcO5Nq52mzkua3Fic9RQ5bH026pVqsThsRnKSj+6E1FQU5qtM/jgjeVnQ+pVbfXujR7q/mMY/4zUOO6+6ZzmN7w7U31XLiIdr5SWqyA6vzeUyIGMxPYO+mr5aCsyME9ZL4qSGaCmjgVnmaIAX11rpG9Z7U3nvHedN2v868R2NvXebTVWYxozq4Jug+uv4nVVtImzsLQrmXoansLc8k1O2EqPtJ8UrNACNQWoT3W+rctq7N7Hwj7TNBszZ+6JsXSVVTtzsDsffuVzOX2nVZKnxdIdpbxo8ZFMcjuSpkMQhlx9KKKiipmufK3lfx611J7T7CyO+cni9l7epaPJz4vcUOGxlDDDMKDdXY+KhlTIVwWrXxrsjr2rDyF5VlSpyMQbmOhlEvuvdGi622HR9ebXpcHDKK3ISySZDP5hk0T5nN1ZD1ldLcs4S4EcSkkpCirckEn3Xuv//X37oq6inqaijgrKWaro1gerpYqiKSppUqfIaZ6iBHMsC1AifQWAD6Ta9j7917oqnyG2bTuK7sfE4KWoqtuUMdDv6jmjko6DeGyJohNUKk0QWSryWBNpYqiNlmpRGSjeWKnK+690EZzMPYGFl2/u/bjdkQYzH4vMy7ny+8Y9pYOq6xopagDeWbC1tTNHunbMkUkeQqsdTpXrXQhQ6QvGz+630RPux6/ufD766b6H2Pl9mdF1seSk7L7FxJyeS3L3QGTw4nE4aipcbPX47GblqA/wBnJLDLHl5IR9y0YXyH3WuqMO/evH3BsGAvv7484zKU29v7m0MNRjuxOo9647ce1NuwUmN7MiyeRjztFHh8viKZqStUUuPxEtZSMRFJLac7630W7dveXZHRb7Ex3du9MH3V17jzi5MF2VsHPUGSnpcrXUMcOR24ayuqTkKnG0iUKxs9zSzhFUyA64Rrr3Qv707H3Imz8vlcBumgr0zeGp4tibexdTSVo2/iNzfaT0U+aoKcw5JK6FZGNREq+No7+MgfT3Xuq9N/9i5LZ+Jo8hvXdrVEWNm/h9bX7ixcstTUZOpqlmwmPwGEpWhio0p4Y2n1SGSdY1sTwffutdEn3nlsNR5fImTI0bZJqmWp3pgKKmZ8bnpq10mxdXkGlEdXO9BihEVTzFULkkktYe690QjtTdVZhMhWvjayi/yyWjrpnosfBSvNG0zeOCkWWNolFHFTFUXTI4N3LAEe/de6K5vDP4mZ6sUmOqcXUMxmpwToLSVLs5FdG3k8iRxVEkisGA1ODb+nuvdAjXNHrKRsHsfU4BAZvyEuNRTULgm1x7917qB7917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de6n0LR6gsjhLn0ublQ39kPYFlXVySL+/de6G7aGfxMElJ9zjqnJ1KMJ6mx1Mk1MwdRQINAigIgSViSRcHj8H3XujTdUbqqsxW0MmUq6Amieqq0lrcfDUssCVKCWlqVREjCVqz6WFo5NQD3YX9+690ffZOYwtVmca8eTojlIZoarZuCrqV46Db0NC8kmZlxrxiSriFdjWdnjM2l2QWIIsfU690dfYXYuT3hh5sjsjdbUsGUqEo6Kt29jJYZIaujneXOYzcGDqGmSojkE6Skwsk7RvYN9Pfuvfl1YXtPsvcA2djM7uLdNBR0mCwUs+/tsZKoo6aXO4/bS1RnkwePqPNkWyE8ip4I3XxLGV8hIPPuvdA7tTuvsjvODfGP6f3vgemOuawZqqy3YO+dx0ONqcrmqWkNPS7bq6+iqfv6PHVUNS8asbU0Csyh3JSI+z17oyfRPX0mH6+8I378ecpXVe96zY89Jj8Z2F2xvOq3DuvbT0Wb7ObJ0EWEoZ8bTYh48fjzJR1+JhrKpW8cchM3v3Xurzulpqvp3GbG6d782Plt4dJ46LHN1h2ZlHyeO3F0yiQCLL4XN0tVjafI1+N2tVaI6yeOCBMXNKRSlwfL7317o838aXr7D0+2Nn7cPWq5XHZLLLuPEbwj3VgqHq+tnjEe7cCfvKWUbm3M8kaUFbkad8gal3uzxxuy6630OXx/2RS0EFDvrI4SakrdxY00uy6NIWqKLaeyaeJHoYDKxdqTI55CKiaWRmmn1gMxkMxb3WujNyVtFDUwUU1XSxVlVHNLTUklRElTURU5iWolggZxLLHA06B2UEKXW9rj37r3X/0N1baUFdgs92rvCjxMG8d0Jt2iz+yocbkIsTn967KztHLmsFhM/HIn8Napwm4qWvoMdVt5GjpX0E/QH3XujCYXJTZfbmMyuUoUxc2QxVLWZHGSyNVpQSVFOklZQSSy09I0327M0bM0SXI5X8e/de6I/310Bl8Bt7I5PrbG1ea2vHVVudrtqYxjDvPZVayQzybg6qykKfeIQ9Kv3WJ1EVcKiNA9o40917qqPuSvp964qird+9l75zuRwWZD7Nz8O3KWTrWDMLTU1OlHvvF4OpwHYOI3yBTS0tRIJKudCgFO08Wu3uvdEC71gzmWwuerMttOGHeuZj2lJu3fHaEmAx2G2/iBLWHaeJ2ftbc+Qy1FkqLKmlqq2or6+bJ5AVRK/aU9xI2+t9VS9oUuCxOThze3do0uxW3G8kGP3XkcxhKalhxmK8kGTymzsbuPBZ5MTBVVfkDCGkpqKVmEEXDOPeutdEt7Y3DtKfPVm+Oq951uG3lF/DRk8P2JDBgNobyfFU82Lqzia6m0YfCVcmNhFRTCBhFJ5AqLE/vfXugjpvkLV7o3TuDH71alwuRxWRx9NF11X0kbtS1dFEadayKsrEeWvySDQyyMxV0Nw2kge9fPr3QLdydhVM8+8IMrLh6bDZWTH4eh/g/wDlmUhmdAZnqKiBZBHI/pAhBATQTc8e/de6IJvPdcNfVx1m4FFZJDS5GOKMsiRvHHUR0+Kio3gk1eiOI3d7amJvz7917ou2cyUNZWVVTH5olkkQwxudTWVSgaViQASFHA4H0/HPuvdJV2Lkk2/2At7917rj7917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de65xuUYEWPI+ouPfuvdKnB5KGjrKaocTSojSeaNGCuNUZS6G5D/AKjweD7917oxezN1QUFTUT4BPszVw4yCZFZGjhp55ZKbKRVUkzlvIVkBWRQQrAW9+690f7p3sSohqNpRYqTC1WGxMdfhawZY/ZZR6inDNDLDPUIizuQrKYWurmQG/wBbe690Mb/IWr25urCYrZL0ecr8vLk6duvqSmihVqyujMT171tIsc1Dk2VJGkkUhUjBLNb349ex0MXUe5NnUOcpt6dmb1rc1vqriyUNJR9f01PntnbOOWjhxtKMlWVmvB5eeLHTGqnMt44yhVklk9+690crq2lwmVyU+e3FtGl3rPt2ohoshu+hzGEq8fLSZMQ0+IzO9Mdt/BYODLrDVNGA9RR1FGrgwyfoUe/db6tY6NgzuIw+Cq8RtNW3vh6TdP8Adbe3WcmCyW3dxYBqynj3Rjd37Y2tkMVTYimxNVVU9XS12Onx9c1Tb/I5uZB7rXVgHTNZDsvE1E/X3Y2/sJW7gzUkm689Ltiji69q8lLBNTyUPXGKzNRn+wMpvMtLFSU8rS0kz62FS0EYS++vdW19D/H7JZPBUOU7Gxc+G269TRZnG7QyMn3e7N0zrE08ee7Yy86GsrK15JyYcZqEdHGTGypeSJtde6OluHK1OG21lsxicb/GqvH4qprMbiIZmpf4pPDAz0ePhmjp6swtVyBY1YRPYsOPfuvdAHuymrMluTrnedTj6TaO4xtKt3Bv0VtfDltw7S2hgaOHL1m28DEF/hwGW3ZW0sGQqV8RqIKbQCRwvuvdf//R29vjn2DSUPatZ1tvDF020N+xYnN042/W00uMFHkY8hBX5ah2hCjRUVVtjd0UAzdJEiGCnlhrHpbRVJji917qwL37r3XFhcWDMnKm66b2VgxHqDDSwFj+bHix59+690QX5WfESPsg1+++o9e3O2MtJT4/PQPLD/cjfeIrIxRVsG98VWF6QmmpYg61VNG1QWFpIptQaP3XutczuLEbv6/3nPsLdtDVdb762nUVOQrdmZD+FZ2aKDOYiinFZhMrW5Sqxm56fI00cbRLVSGeKJgkc97R+/de6q57Vx8YzWUyFPn85sefIrT0m4ZmqcluUzw0XhqfEtUkUeVaZ69TL9lUeGCNrI02lR791uvHqsLtTadEKuJRicpUiug8WNpcvufFRPU5WIFVyYqKNS2LhDhvt4DZDIwiWaQKxb3Wuq5e3cbuevlh3tlCY5ZSMUmdlylDJk6quxtSY/8AIlijgkp8pFHd5BMhR1GsnSB7917oveT3nunBRVeIzWLnSgoq0PHmzTQTSgzqjU8tZPSvLDVrNCoaNw5ViOGI49+690DOcydFUI7wTVVRO7rI0tQE9Jv67hCY9Tk3AW4H09+690g5pNbX/BuR/sb34ufz7917rD7917r3v3Xuve/de697917rlb/A3IuLf7C1/wDD37r3XH37r3Xvfuvde9+691737r3XK34AN/8Aef8AHj8Dn37r3XH37r3Xvfuvde9+691737r3WWGTQ1/xweTYXHI/3n37r3S9wOUoqVY5Z5qqmnicyCSnVCHIN0IDsIjoK3Iawb37r3Qy4vee6s5HRYnD4yoNBV1kkz5lIKaGb/JUZ5pKOprHhipkp4jrdjIEUm7Naw9+690YXqLH7qx7tvPGhXclcIudpsnQQ5CCvydQA8cvkjkqKjMVEY1r4kVIUbWraSffuvU6sX6r2nQGpnU43KUkdBCKSvpsPuTET/ZZZvGk2TeasCNl6MyEeaIXUzKYjMmpSPdb/wAPVnnVNBGubx+UqM7m98VWMikx+3qwVGS28sENTJPVQxtLNE2WkngrnaQ0MfkgkOpRMUJ9+611ah0ngN6dkbyg2Ds+gn7H3ruOrp8xT7WpDisIgp8NiKoLks3laLJ0uN2/S46Cc+WKkfXKqlHmdv2/e+vdbHfxX+JVP1mlDvztMvuPt2iNXjsexenXaOysVTNJR0lHsfE0RSiggqaU+T7iWNJ/WQkcIB1a690e1RYfqLck3Nr8kkD0gCwBsP8AD37r3Xfv3Xuq/vkBv2mzHcNF1fs/E0e7d3nH7a/iOHpqefJx1lb/ABSorMbjt4Jqko6TbWzaSqOaqYnXwzTVNHJUBlp0im917r//0tsP5H7J3vurd+I7n6lye0q7vvqQ7l3Fg9pYVZ62LsLqnb+6JMRj8Hla2SeTHRbzo6yTLQRRI4MzzzU37beqP3XujUfGr5I7I+UvV9PvzZFU+Oro3fEbp29O0MmZ2fuSKIfc0FdTSpq0K92gkkiUSqpBVXSRE917oWa7dO2dt5CanyUsuJiniqa/IZvJwT0OBhNEmPpyazOV/hxsU0q1cSxqHPkIa36W9+690m+2aXDbr2/H1vX5feOErOwVno8TmdivW0Gaxz4kQZmorYNywUFdjtvBYKfSJaoxpUBzChLOB7917qnz5V7P6z7jw/eOY3Nvmk3lgdnbiixNPkNpbZpzWYav2ttdMIKbdWQqZW3RPuXZ1VEZ5qmiampJYalXkEiKoHut9a0nYtHPDQVG5qvCbl3v1nlaRcbt/N+LJY7elLjqqEsa2kkgiMW4Mdha7XDE0yTKLrHJEuosN9e6rj7X2viqnE12V29BQ7qwdNPlkrcrT02RoMpSoI4KejTdeBSaeLbj0cknokWWWlmm1L5rjR711rqr/tLBinWSSkpxBGkc9G0kCq0tYJYWVjUhw8IVAwHCr6SLEHn37r3RB97UVStQ4DMIgiwvHCqwrLFEhEUUv24hV1SPhS2o2BAP9fde6BqUGO4TUou4azXUgtxp/wAAP6+/de6je/de697917r3v3Xuve/de65qmoObgaADb8sT+Bb/AA9+691ljctojc6lUtoVidKs4AuLMpHKj8gce/de6xMCCbixFwbcgkG1+OLH/effuvdcPfuvde9+691zX6gAXJIte1gb/wBTx9PfuvdZpHKh41YqrFS6KfSWQFbn1P8A1NrEjn37r3WF00hTe+oXI/1Jvax/x9+691w9+691737r3Xvfuvde9+691KiUuBr1NcqEGqy2VvVqH1sRcC359+690MmyqOpeoS7FomUwrHMqzrHDIq+WKI1HmCJKg9WmxtYE29+690fbq/BioCyVUCzRutPRpNUaVlpBDGunwhVWERSIpU+ggLcXvz7917q0HqnbGGpsbQZDcMVFtXE1cuKGPrZaPJZHN1cJhqIJ4dqYGSWCnzhq5kAaollipYZiqiYsSnv3XurIut8VI+PpN1TYjceyOsaWj/hubyka5HJbrnp6cIlPW5GeaIfwHH5rIzxRv4Y40YBo44rDV731v/B1s1fFvZ/W/UFH0lPtzfFNsrA72yuYwLVW6NtU0OWyuQ3VtqHHfw7Z2TpJv7w024tz1cf3wqq9qqCOCEtEUQlTrrVercuqIcLtrbn+jugy+7szVddQ0mIy+X3y1bWZvIS1VN/E46+r3HUUFBj9xNJDUWeopS8MbIYiQyEe/de6UNBuvbW48jBT4uaTLRwQUtfjs5jaeevwMpr48hCDSZuiE+MmljjpZFkUv6LgHlh7917oHvk58lNnfFvrMbx3XJJms7kqiPA7M2xTNEmY3juaWL9mmpqWBGlFMj6WqZIomEetUVTJJEje690XD42bE3lsndWZ7P7UzG1Yu/8Atap21uPem28sJqRdidb7nz9Xim27hayCpTEz7pqs9SY+CWPW4Q00VMokKxtJ7r3X/9Pcf3TvfadZ3FQUmNpds1FHid71Wxs1gs1QVWN3Xu7s/BU+09+7aq+t9wwVEmFan2VRbnrpq2mqI6easrJGQu3hufde6p5+UG491fyzu7utvmpsvecnZ/QPyLzkXX/fmJQNg67JdiY6XMVVDu6KnjSnjSTclHgJJnkVY1OcoagSFocq4X3XujQbg+b+B7B8I2LuDPHbmYxMG+I46HEYrc22szQZCkhrDhtvz5P+KVk2eku8tdjUelFKHIYekge6909bZ/mGSZXGVW05d2YiOqzUxpabNZClen3Bj6+uT7ap21j8Ogo6NGoXkQQzLI6x+o6z6be639nRPt7ZHadPi+xYpO18Rs3eu+avIyYii3ZQYuQ4nbNHjYNvZ6qlSejx8lbR5OpijFXHkpauOtSK3l0EW91r/B1Tf3p2ltU9Y02GxuJjxuD6QzGS2XJUZbAz7C24jU9LR0mRyHhofuJa7amUqHT+HhJDGrujLwvv3Xuqme29wbfpt7fe9bZzJYDLz4R62orI5/up6zL19ZJWZOozehtNFjaeiqVRi7stRSuJOR6D7rfRIN35zaO75qmDcM9DsvcVbRyVdPW42loZtk5V/VDFUz02HSM7fXIyRMzzUcc0Qdw/2i+pvfutdEU7b2ZksHWGLIUkcUdXCarH11PUU1fjMpSI0kP3eMylHJJRV8JdCrGNtcZIVlVrj34/Z17opGUp3gnlWxClrNcEAf1YqObqx/xtz7917pk9+691737r3XvfuvdZoIXqJUiS2p2Ci5sLk2H+Jv8A4c+/de6mpRM9S1NDeaQOI41jGryNZdaqSRYi5BP09+691jmgUoxjRlkhJE4LKVI1GzKCdWoAcgXFhe/v3Xuouq62bm1hwOQB9LE/QX+vv3XusXv3Xuve/de6yBrLZf8AEHjkg/1P5H09+691LigURoXR2mqCBT6WTQqkgFnAJbUQeAbAA39+691lehYVS00v7D6yjiQG0b2ayMRe7EgAfi59+691AmheCR4ntqQlSQbi4Nj/ALY+/de6xe/de697917r3v3XunrGwNPPGo5RWCoB9CAbatBJ5Y8/i/v3XujadTbNyGZqrUVNC1PRRLVZLI1dRT0GLxdNI8cK1OSyVW60tGglcBdRMkhBVVc2Hv3Xuj2bOzW1tqzw0+26ij3ZnKOlinqMplqKhh2fjPJJHTVFXS0eXWc5qKhmqB4562KNdaeQUh9DD3Xuj1dQZ/bB3fVV/YOZyObzVJhochT11VUGmqqPMY+q89PLRl3/AMqxdTjaZhrWQCnpU1k86B7r3VtXSXZu1Zurl2tk8dFWYnvHNUW2aetotvzb72uk4x9RHis1OuQNM9FsvFyUhNUs0gj1oxfh/fuvfb1cfs3K7Wq4eupabtbG7x3lsytpos/RbUo8WjZLDZTGS4bbuSXwUNdPQw0ASRKYY+WkgpY5NPkKj3vrfRtt3fzE3ocfTbWh3XhXq8TUimqs1jKSWpzuVyNJ/k8O267CWq6BfvXD+eQyoj2U6lGoH3Wuk5hfnHt7rSKsk35uDOnbe3sRNvadK3EYrbu3MTRUVM88ODzMmK/hNWdzh2jbH4pnqvubKqi7KD7r3RefiVlt5fzGu4uwvnV2DvKTrHprpncX+jj49YPX/Ha7B7uqslhzlNxBJUmRnw9HnjDHUaZFfP1+pCsWKhU6691b9s3e21aftyto8hS7Zgpc/vZ9kbbw2Cx1VkNx7O7FqaDdfZW84eytxVFSuIaTdJw0NTQQ00c8lJVqYhINfHuvdf/Ut4y27s21fvDF02V3Bv7BZ3dHZ2S31sZs/Dhd25PePa1ftjGzbtzOY+7gbGxdf4HHqRBRzUdZLDEY4WBmYe99e6Dz5C5vCfL74sdmdS12XxSYCgyWDzfW2SzGWkyW4srk4ccuXGZw1HO61W2qGr3bT1P3FBkHd45J5W8ijSPeut9a3vx8+aW5ujspT9C9gZaSo2TV18e8tuTY7OT4eX+JQvPQPS1Oax2isFFU5XET4+voZpVg88ZkI0yOffuvdG03Z8n9uZ6qzD4+riamn82aqqWnrpaWTak9LCjpSU8DY7+K5DGVEUqtUSB5Wdk0ghFPv359a6ClvltNvCav3jujcuJ3FvGjwGS2TgcPLhs/FntzYSomilmwf8NSOShkoqWqo4JCxiLJCryBgrkD3Xug27k7F2hV7Zz+J3hvCjo9078x1Rjm26KeoyGNbC0WPGYqNv1/2zXler0h0IPkNMvjswX37r3r1T32XubHZHYc25oN7Vk1Rtvb8eGqoKNY8TDtiiDisxOFyNLjjG1bUTUvio5iAJHopIw4DJz7r3RJ9wdsZV2ycM8b4eKvbG1dXgIo2kkATHwIuGHmV5KWlSMLOkiELpsDyCffuvefSaou5srjIKjHL4cjhqyometwGZRchjJi8LwQ1kdJUKftsjBTOUSriaKqX+zIo9+690w5nHbL3ZSpWbUydXiM4ixrW7b3RWQSwVh8aCWq29uCOmpopGM9/wDI6xIpQhGiaZrj37r3QOVEElNNJDKjxvGxUrIjxsLEi5RwGF7e/de6w+/de697917qXAqMpUH90snj5CAEXY3djpsAPp/Ug/j37r3T1BTPL5JpJkRldGkLsglkaokX9KMAznWTcDkW9+691kyFIYZoapF0wkiFmkVvEJTG+gSOFCDyqGtybKOb2Pv3Xuk1LG0T6G0k2VgVYOpDC4sy8H37r3WP37r3XvfuvdZYYmmfQungFiXdY1sLfV2sBcm3v3XulFjaUzzzVTLeJbxq0YbxGUoqssbspU+NSPz9OR9R7917rqoppIfHLFKrOzu8RjKeSIxO12ZVu6NrAsDz9D7917plqBGqhbnzBn8moh+SQV0up02I4P5uD/X37r3UP37r3XvfuvdZ6aCSpmjgiR5HkYKBHG8jAEgFtCeohb39+690MOIxuzdp0b1m6MlVZXPvG60G3ttVlPHSUWqNliqdwZ9oKlDIJv8AlDpEdyoOueJiB7917p8qu4clkIoaNvHQ4ukqUlo8JiY48djYAIkhlqPtKZF8tfPBGqPVOZKlwCXkfj37r3SswHbGUQUEUKSZqKggzEtNg5onjk0TUThsTIIND1FJTxE1LSOSpAstrj370690d3rvceOx2w4s9U70rBLuvAQ4lKWuSPMR7uxaymqyuPoaev8ALJRyLT66clQZkoI2RRra/v3Xurg+qeyNp0m2sRRbM3fRZPdOxcYmGm29LDPR42XDtj3ytLgKFahwUNCkg8vPlNO/jsLm/uvDoQ5fl1Ps+opd2bQ3PjMDunMYPFbN3Pi0w2el3BtzDUSyrS7ffFyRx0UFK5q5yreNC0TrMzHQoPuvdChtT5P7a27UYZq+piWnoRFlqKiqK6Wqk3VPU0zztFVRxY3+K43G0sUJNPIXiZWfQ11I9+690VDvf5hbm79za9F7FzEsGxsVmV3ZlpsjnJ8xLUZzKTUmKp4oszXrJWtBTZfNJjsdRxyNTpIxnFhHER7r3Wyl0fuHCfFH4z9X9O4jNYptsyyZ+q3rl8JlZqLcGKykkUdZT5jO42CUVu5aZ95ZaJ6ejoJEPkRG8jAG2+t+nr0v8NvLOfxPZlDUZTcGwcRt7d3XGc682DHnabObw25uXrWh3LtSbMY7NrV1C5an35t2tMjpUyVlYkcmmdmaIe/de6//1QIoP5jfT+7MpQ7d25vDAUq01TuDc2eqYd94vG5SbcENPHiKHEvFHVRGt/iAzE5iafVHTzUodlNlI917oXE75xJxteuy9z7d29h8fg8fTbwymDXE7kodx0ODzmRrX2nSbcNS2QqcvnzXrNVZZFWMSQOACCB791vrWf8AmZnM/wD6Xd4bvrKzEVB3XvKul2xDt2TxnA1jqkeD2IMQIKGGghr46aorKt0DxpJUWUAyn37rXSK2t8uq/K7JrMXubN5mpq8RJTUf3mNroqHMJi6cLDS0lPmMZRSZ3IR0SPMPJK8iCm0LpJHv3Xugm3j8is1SVEGVjNFha/Fpr2rJttMnj62hg8csNNmbZegnpoM7PpAnVWQNFI50WcW9178ugqzny/7qzNJQUJztNBDjX81LOaCCqrRV6nY1hqKwVHjnYyNxGFRQdKgLx7917oKajuPs2qfKvLu/Jhs5WCvy/iFLAMjVrGIkmqxBTxiZo4xpW/Cj6e/de6SlVuzc1bJNNV57K1Es7rJNJLWzs8rooRGdi92KIoUf0UW+nv3XumWSomlBEj6tTFiSqaixJJJbTqJJJvzz7917rDqP4Nv9bj/Y8fn37r3U410s8cMFYzzwQ6hGbqZoVc3YRSMCdF+dB9JP9L39+691BNrm17X4vwbfi4ubH37r3XXv3XuuwbH/AIj/AH30Pv3XulLicrFBIi1RHjuwEulGZGYAapkYWfj6MOQefr7917pYV1LHWYipaNGlh8ZqEMZBKtFF+w6k2WVQASwNmALD6n37r3QYTBtETM5Y2ZFFraY4yAvNhf1Ej/Ye/de6we/de697917qRDqWOVkfSxCxMtv1RvctzYgDUgB/1/fuvdCbQU8dJh6V5Y2hh0CVyx/W7ITLLIw9ESkkWUckBfyPfqde6SOWysUsjilJMZIvMQgZ3F9RiQCy8Hlvyf8AH37r3SaZixJP9Sf9v/xPv3XuuPv3Xuuxa4ubC/JAvYfk2uL+/de6mrXSwRywUjNBDNpEliBLMqHUolkUAldXOkem/wDW1/fuvdQtRuSeSeeeef683/p7917rNHUzxW8b6CrBlYKmtWBuCr6dYsRxzx7917p6pd27noZIpqTPZWnlgLmGSKtnRozKuiTSQ9x5E9Lf1HB49+690rKXuTs6jlxM0O8Mp5MFUPVYdpRSz/w2aWPwytSCenkEIli9LBbBhwR7917oVsH8v+6sLSVlAuep5Ia+UVM9QlBBS1wrA6OK5Z6UQLLUKyA2kVke1mBXj37r3QpbQ+Q+Yqp6nKSfY5etyyyy7rm3EmUyFfVxMsUdTnlbEUFPSTbghLN4gzOFjiU6LJY+690Le5PlvkMds2hxW2sxmqauzD1NOKzJV0VZl5sdVSPFUUlVnMnRrnqGKsWOK7xyRI9OGGkfQ+690Jfws3HnqbtvaW9KOtw0EG2t1JHuSk3Ixkk3HkJKSalz2zhhBTV8NT/d2pqaetopJAkZMAJF4lHv3Xutk6TvfCJjsfHvTcuAz9DV7empdn5zL/wrbVLh8blM+mZh20+3BVJkMTntrrEDT5OVWjkmKE2Cke99e6COs/mOdQbXy1Zt/c28MBWSz5PBbm25USb7xddk0zmQomochiIkkq5Hx646TGxRyGIrFNNUF1X1EnXXuv/W0AGYsSzEszEszMSSxJuSSeSSffuvdKPG7y3dh1hTFbn3Bjo4HEkMVFmMhTwxyAEB0hiqFiDAMfx+ffuvdTqvsLfFflKPM1+6s5XZLH1dHX0dVWZCoqWp62gCrR1caSu0YqKcKNL21C319+690yT5qtqa1shO0clVK7yVLeNUSqZ5jO/mjiCI2qRiSfqb+/de6g1U4nldo0MUTvrEWsvpJH0LEDVpuQtxcDgk+/de6je/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3XuuwSDcf8AFQR/Qg8Ee/de6cIMnWU0D08FRKsUoIlhNjHY/wCo5JUm55Fjb37r3TeTc/UkDgX/AAPwPqffuvdde/de697917rtTb8kAixt+R/Q/wCHv3XunCbJ1dRTx0008jQw2EcANotI/wBXYgsR+L39+6903lixuTc/8R/QD6Ae/de669+691737r3Xvfuvde9+691737r3Xvfuvde9+691737r3XvfuvdSaacQyxtInliRxIYtbIGIHK6hfSHsA1hcji49+6904Uudr6KuTI0rRxVcMiS0r+NZFpWjmWojNOkgcIySopDfUaRz7917p4o+wd743I1eWx26c3j8hXVVbW1dRRZCopjPV5HV99UukTrGZ6nUdbW1H+vv3XuoWT3lu7MrLHlt0bgyUU7mSWGtzGQqYJHNrs0EtQ0VzYf2fx7917pOKzIysrFWUhlZSQysDcMpFiCCOD7917r/1/n/APv3Xuve/de697917r3v3Xuve/de697917rsAsQqglmIAAFySTYAD8kn37r3Qq7M6kzG9qigpcZm9txTVeYo8PVRTV1Q74b7uhra/wDieYNPSSw0mIpoqB1mnDuscpVD6jb37r3SpqugqqDI7cxUXY/XlZXbnlzMVFBT1m4UegbCVFZRVTZuOr29TT41XyGPmp0GiSQyoLoFYN7917oM8vsbKYaOqmnrsHUwUuWqsI09FlYZ4J8hRLTvUx0cxEcVXFHFVxP5Iy0ZSQEE82917pMGgqvqqJKPreCeCf8A3iKRyLf63v3XuorKyGzqyn+jAqf9sbH37r3XH37r3Xvfuvde9+691737r3Xvfuvde9+691737r3Xvfuvde9+691737r3Xvfuvde9+691yVHc6UVnb+iqWP8AtgCffuvdShQVJtqWOK//AB3nggP+2mkRv949+690qsPsPL5pKKWCswlNBXZeHBx1NdlYKemhyNRHLNHFVzgPHSIYIHkLyFUCoefoD7r3QmUnx/q6rIbixcnY/XdHX7ZrsNj62mqqzcHmrp85LS0tG2GhptvVE+Qj++rY6dgUjkEpPo0qWHuvdJHeXU2Z2TU19JlMzt56ikzWQw1LTx1lTFPmRQUePrv4riFqaOGKqwtbBko/tqguqztdUuwI9+690FhBBIIIINiDwQR9QR+CPfuvdde/de697917r3v3Xuve/de697917r3v3Xuv/9DVUxX8uGgoqSeu3dvndbU0JAaXA7RpY44iI/MyuZ8rkpXIjVx/m09SkANYj37r3SQ7R+FGy9qU21zhM/2JSf3jjCUWZyWAoNx4qqrrrJ9jUUOLXCZjD1ZppA1mjnFlN7c+/de6BTcvxFzeHroaPF9mdd5MzRLIhyVZlduufJG8kQ8lTjavGBZyhSMtVLrfgD37r3Ra9z7Pzu0as0uXp6do2kkjpsnjK6jzGFrmhYrKKHMYyeqx1U0RHrRZPJGeHVTx7917pMe/de697917p2oIQIZKjSTUSyClorOFKPYPVVJFwf2YSFU/TVJf6r7917oZuq/4nt/NUGSxTySsKimNfi5ZKinxuepqTJUtcMXkXp5oqh6KpqKJQpiKzK41xkMt/fuvdGy6y6ypN9b6E9Zim23tKr3DubK7m3VT5CioczQ1ucpKKrwGBopMlHVyYqoxO6BpxEwP3dbPOQZVBLR+69w6Q27epZ9u7kySTbSqqjDQUEdZmNuZATvBtjMRxw7eMeczeLqqmjbcdfRmKurlhqUp/NVRgghFA917ouOR6pzQnb7DG5KSgPmFLW1lH9lHUrSsY6srUy6aKY0Uq6JCkjWbggEge/de6YG68zIjDmenRGYKi+WWRySOAUEZUEngci5Hv3XukhlsV/Bauegq5NdVEiErA0LrHI+ltE2iSQowjPKHS6m2oDke/de6Zvfuvde9+691737r3TlQYmvyRP2lO7oG0NUOVhpInMbyqk9ZM0dLTl44mI1ut9Jt7917qVjKWjWdZaypprQuki0zltNSVcEQs7CNPE9rNZr6TwR9ffuvdc8pR0b1BloqqlAnZ3amDELTMzE+JXUPGIVvZSW4H1PF/fuvdQq/EZDGEfd00kaM2hKhdMtJK4RJGWnrIWkpanQkiltDta/Pv3Xum337r3Xvfuvde9+6908YrFfxmqhoaWUR1MkbnTO0SrJIhZtMOqSMuxjtZBqdiDYH6e/de6WCdfZkxmQVFM8amzKJZUk1AG4VDGFaxAH14v7917p/xnVWZaojOQx+RhoC8MFRXUdJ93DDJWemjiNUhNFFJXPdY9clzpNgSCPfuvdGV2d1DPubctGIdrVdJhZqAZDEbaxiyxxZ7JZOnlwbSbezOXrKWn/vHhqZ5K+hjnqZIdVHIoABYN7r3S17N6ypdidgvLR4ldxbTx26MHl9pbseuoshkcw+Gx9ZXZTD1cuLiopMs2X3NPqylUSlVRzx28hsrP7r3RSezkymdytZWZaacSxSPHj8drnmoMNSVOQraxMZjZJ5pJ1oqaaqcHy3lZyXkYuxJ917PQMV8I8UU9tMys1NWLqveRRqgqLEkj7mEG/41ox/I9+6901+/de697917pS7Z2lm92ViUmJhpkQyxwzZHJ11Hh8NRvKQIxW5fJz0tBTO9/SjSeST6IrHj37r3RmNs/EPNZiuno8p2b11jPt0ZpDjazK7hk9CK0hV6fHUWMeOF2CSMtU2h+CPfuvdDV1Z8KNl7totzy53P9izjbq+GrzOOwFDt7GU+Qu8z0FNjcmmbzWXqoqWEsQI6cHULA+/de6V+W/lwUNXSwVe0t97qWGXkNndpUkqzghnUQmDLY2ZWKaRbxv6iAdNx7917r//0amMV8g+m4MhkYsjjt/7YpZ53jpnzu2MhDPKlJKXp8lDFj3y81XlfMzMGmMAijVgBcqPfvl17p53jgfj333hNwYTIbkoM1l85SxZWDsLB57G9X5jB5/FymTGKmzs3jsZXZ4xU0SrVy1B01bTAsrycr7r3QLL1jX7lwVBFuHcm2pa+KnFIcDujaxx+XpqLHOUpq2PM4SkNNUZKd4hI1MytpRwyIBe/uvdV5d07GreuN+1WRxVXj5dl71oYY9zYo0cNftOo3HjVjWWPJQT7cnw2Rr424lamp4ZV1k60+p917oAty9c7G3HMah9p5rrPIZIJkKKbaX3O89oxY2eVYBWZrFV0sGSwayzq7AUtZOkcZFoTYD37r3QC7j6x3HgY6mvopMZu3A0qiSXcW0az+M4yCIsU15GJY4snhSsi6WWtp6ch+OffuvdNOEphW11NDTFGeKli8SMpIkDfuVHFtLS/cuV/pa3v3XujV9b7dJkimeM0bI9JAss1CzCOrExe6RhZAFqhIVU31km4tYn378+vcerD+tcBLhqqd2oaLOUucqKCTc23cikJo8tjcTXUuUo6Z3cxzUtbQ1MBkimHpBJEilWA9+690Me2emc52tgdybpOXq8/s7HZqrrd8bY2dmMNU5uPNUNLFi23F/o/epoIcnBPR0MGvKNGI53LMsURN/fuvdAr8n8Z01s+Px7YWt2bV0tCtJWbJnzVPm6oYzGVjCLL5bJVVNW020K/IStJNVRebzpOoRaeQSA+/der1UTv/syr3Dkpv4ZPJqengpavMyxmKplhooFo4EogfXR0cNOgRJDaodTYlQdPv3XugUJuSeTc/U/U/4n/E+/de669+691yRHkdY41Z3dgqIgLMzMbKqqLksT9B7917pYUWEpaSKmq6ySKtrhWFJcGyTRpAkEnKZKo1QXaqCkLHCxOk+p0Yge/de6dJ6ysyTOjxRRRojPS42kp46LHxLE7EsmMiRogfCfrZnc3JJP19w690mYpHo5pYVKTUc0ql4ZYleCWO+qNrMC8bAflbMATz7917rHqkqpIYHKw0q1EpWONLU8KNIzu1lu7m3AvckC1/fuvdKqmr67FsI4oYJ43QNU42tp467HyLIwN5MZMgiBaGxuAJEPIYH37r32dN1XgaKtpqitoaiKjyJrhDHgSkzR1KVDMw/hlUTKifa8Bop31Wtpdzce/de6Rjo8btHIrI6MVdHBVlZTZlZTYhgfqPfuvdcffuvddqQGBNwL/UfUf4j/ABHv3Xuhq2B2XW7dyUa5KpcXpZ6SHLorPKKWth+1qI60KNdVTT050NKAZ0At6x6ffuvdW8fGDF9Lb1pjFupMhvWtmoBSUey6TLU2GrIcdV1shfMYetp6ajpt5ZLHzLFJRxrMZ3kkKyQRiNj7917obdy9OZ/qPEbV3RNlqrFbPyGYgrdj7N3nmsLDnDk8rSrianPf3Ciqq5MDTfwyeoUZJUZKaRkJidrMPde6Bvsnb8uYqaWf7GiwVLgDVptnbeLggjoMPh8lXVuTnxyaPJNPWVNTX+WSZv6IkahEAHuvdV3dk7fVZDIoeskk89K86UEljVCoSXVJHpiOmlWIKx/Wtrt9R79Xr3z6KjnaYUVZUwTuglkp3Lqq30hCskAFwNLtOukn+hPv3XunbbvWe4M6lLW102N2ngqpfJFuDdlWcTQTxagmvHU/imymaZ3OlFo6ecs/HHNvde6HbbfXmyNuyGqXaWZ7IrsaGrq6fdpqtnbVfHRzGnFdhsVQSzV+aWOodXYVVZEjxIbwC5X37r3Rg+kNi13Yu/Icplq3Hps7ZdDJTbVxX2sGO2rDuPKIVKYuKHbUGFoK9wToM9NNL6AdT8Ee691YZN1jX7cwNbT7e3JtyOulpxQPg9qbVNflZsfkmEc+RkzWcpPto8lSFzKKZQBoQtIhstvde6G7Z2G+PPQeE2/gcZubHYPI7eonyEm/83nsf2lnM9nsjUeXKhtp4DHZTJ7feqp5GFHNAdFKUJXQx9XuvdMGS+QXTVRksbFQYzf+46KFooJ/4DteumkgSpLyz11Qle+InpMsanSzGEziZHUW4I9+691//9Kq7tLorMdSdj7n2VuB9vefCNFlafJR1kc9BVbfzuT82z8th1oUyGRx1PX0k8LIuQjpZ/4gZojEUj1t7r3S/wBr9QbW3L1vmM9msDX5XeNbvqn2BX5GaOlpcPgcnnKeDIYzNVeWxcD1MVfVVFH9npACeSYqYxGrFvdb6j5H449i7cxGY7Q2Xicrjtr7PbAy7teSrwVHkqbH5nPVG2cVmDtSCsOTy1PHuCl+0q40RpaeSWC6hZYi3utdA12f17F2ptJ70lNPk6WqOTo8vh2mlo6iR2mFTpoRDE23KqWcI7RmMl5Yybj87690R/N9N0Qp6mOujyeOxcrNTVGfehpq6SrRQFTHV1NVzQtUxrVu4aUExxSnXYAj3rrfQWVfW+6dvSrPt7OY2moI38tWKKiqsXmaqEp4EpmWijqMZkMf4QFd7C6DW5sAT7rXRa+w9iZKKSLeVNiqHGfYSM4bEQxrHnaJBJJW1VVWU8sePn3BSRIsrRwU0L1CXOksL+/de6Mz05BQbixGOqcbMKt6KWlmfXM58MzO0P3Ec6xhKiKFHMkWsAXtq+nv359e6sa62wMIqoZZIquOJo6mCDVAY6Sq8Ks8+S1U+qKZ2UaVdwQNPC3Pv3W+mHtHZncHxehHyk6VWug2JuLbNJid50uOhpa2p2Rm85hmxlVlkw+Sjljm2nuHJ4mesgqGST+HV2r0rGyKfda6pZ7s3Lu3dtXLuDL1U+YTPyRZqXM46tqs3TZOtyMlTG0+ayBp3eXc808TrMlU8M2lV0x6bE+690WnIKlM32aEmRbGtYkH/KLc06sLaoqf6cgHWTe9gffuvdNnv3XuuwCxAAuSbAf1J9+690u8RRTYuEVkXg++mp5gTOvqhSSREQUMlwY6mVBpMgN1WQgWYXHuvdS9CsVZsenmRDrkaoPrje2iOohX0PpBshADH8k+/dep135ZFWJPF44p4/GJJSzMBDdn8LKNUU2pT+o2Okfj37r3TPlwsbxzSTeV1HjbTcyKz2lBBuAx1Myk8g/0/Hv3XuuGEi1vLKJhA5UhNfBOkl2ZSFawUhVubAXP19+6909+SRlkhEetIEERlgLBrT/5vysReaZri2lrDUfx7917rjoCMzrQJ5muyyLPYRovLx08LehA1rOSC4/BH5917qPmKSTMRGvmMIr4qaBVaBQDMkTtGy5Bvq9XGvpEpN3Edjc8+/de6QRBUlWBBBsQRYg/4j37r3XXv3XunTHKtUwonJErXaibUFvUH6UzMb2jqPxx/nAPpc+/de6Mn0lufd2zKyLcmFqp8LHt9pc3Fma+sqsLFj6zHzU8SSYGv8COm5kmlVUSmaeQo7a49Ooj3XurnetNldu/JmmT5Q90LkJdqUGGmxuwqKpip6Gs3zl9vY+jxq5lcXj441j2vtyryVPVPKkajI15vpMaFT7r3Sq7HwcD5CWYQVhh8cUVTIlOz0dAZFDQ5HyVVkjZlcKWjGlvqwuPfuvHqujuGGhweHr6nJOKGStapqVVZ3CGVToeeWoI8cUDovklEYYfUJywHv3XuHRYOv8AYeRqJX3hUYmjyMde6s0uXiiYYOkcRvSTUlfUSPj4c9WxyeUJLTSvTx24Dcj3XujIUfWm59wuZdw5zG1GPd/PTCqoqrJZqmpzF4HplFakGNx9CIRojYAlVsytY39+690KOG6bo2p6daGLK5DGwn7el3DHQ02PlhV0KjG0FPSVE32sX3cSLHIT45XDPYj3vr3Do9PWHXy9WbOjjgoqWLMVFSMrXZTKGaKjhqFeM0y/YNFI+4ayFtbIiopSV7+o+9de6GCh+OPYedxmB7L3niMxX7Z3umZl2gWq9v1mQqaTF7gfa+QzA2u9c2WxFDPudzSUsckaSzGnqG0skT291s+XU7d/U219sdf7S3BtrA5LE7w/vvX7Doa6KGgqsNn63bcby5LPY/K5SlSpnneqyH2mmWNgJKbSUCSRke690hOpehMj2/2TtvZuCfbLplYqTcVdkTXRw4qPaeFyjybqy2QgrRQZirgpYqaVo/so6qU5FoojEscheL3Wuv/TLfur4x46LfHde0sPv3E7pxvQK4M7my+6ZK2XH/d5KjyFfh6ubMUdBnNxZ1sXi4Y8BOZ8pGaXVSyLIIzBMvut9B7gsfm8HV4pKSl27sjZG2czDueahym7paukzu9MDm2p8dtrcGRxsVVLVSbTyFdJQQVFRT05lpYFjkllqZGqG916vRr+l89t/Gb3xrdibQwGXr8Ln9y0PeO38fQbQwOI2ZsjNZObN5mko8hH9r/Ft5UVAYo6CanDwQbhp6BjUiaNWPutcMdFz7f2Qel+3t34etyOeqhV70lotpbkbaQ2rR7r2Pl8NR53aO5qPF1yRxu+4cPWUNc1NqKCKrEfDqxHut/Ppzx/WeyOzsRKWgfCbjZZY3yOBxcE/wB5lGhWUJuDB1NdSYfK0DQrcPE1LkI7XapKjxn3Wuikdt/GjcG2o3l3hDQ1+PaqixlLnqTGjP4OoapRpYqMT0jY2q25nWjsxocpHTzSx6TGrxgufdb6JnvXprCUsj/eB6aRX8VNFTy0gOcRSamaurmjircZi0pymmORIwUkUq2o8+/de6A3a+2qvqDf1BSLS5eo2PvWb7HDPlMa1HSQblqWnnqMEuhkRaPIKXqKOSMOizK8VgHA9+611aBs/cEGOihixElDUTCjpRQVwWohSmrIlSsaro6ad4ZfuImBQSSEpp9QQXuPde/Po5e1MlRdm9bdhdZ5qkxmRm3PsrcFJBS5vMTJPUzbczbZz7/JmN0yWMplp97sWZNSy09IzDVqb37r3WrD8rOvU+O3a+b23t3KQzYaq+/kpsPSSz12Fpa9leCHI4tqyPTDRilmhqaRxpnUFCDo0+/fn17/AA9EjJvyeSeST+ffuvde9+690otv42SsqPMadpoYRqfkqnIcIrSKbxGVlIVv6gj37r3S8lpMhxWGi8UaaqSzGWXxMrAIawrqRI5D/bAW5/x9+69+fUFqaKngSeSnpwvkJaRRJLUtGRoWISF/EsEhOrnm/wDW3v3XuoVRXGmp1oKWNZppF1QmnL+cREvI+iJFIiZTYggm4vz9ffuvdeoMFX5oyTmCoq5GjkkvAmumdfAXISZEIiqBpB9em/NjYc+6901UFFWmnnr4YpKZ6V5i8s2mOmTxj1RSFl8hqF1iwUE8i4t7917pygyH3NM1DUQrFMgBlWYus7xJ60skgVJGdieSRwRz9PfuvdOC08VRA0yU9O1pLpIySQ1KoF8bQtIJPG0EJGskH/be/de/PqdFS5Br1kdGJY3C0hCmaPzEsysaLyBEeNTx5NL2/HPPv3XukLuLGyUtQZxTmCGXlACWQrwBodzrlKfpY2/Vx7917pN+/de67BIIIJBBBBBsQRyCCOQQffuvdHl+KHWq/I/tfE4XceWpqfB0f201XiKySoosLPkY6ZjLkMqKGK0mPlipJZquSzTnU2olNRPuvdbPu9s9Tdb7Y646ywSY7DnZuysCjUWEy1VPUUM2cy8u4VrqAySS5Kqop6HZqGN3cBIKolgB4/e+t9FF3ruBa6lnjroceKkUc0VbIzTGGqqZGef7ueGnFQ6VMnkYlo9SPwBGv19+A611WDurbs3cm/K6kFPll2FsyoFJlqrFY5qyjn3PSGCSDbpMpkiFJhxplrZHAWSqIj5WOx11706HPZPTeDq3jFIGqXJENSlRLSFsGtlninoRLHR4zJx1JkIaV47yStpUrce/de6Of1H8Z9w7mWCTaEVBjcfJVz4ybNVmNGBwkZpIzLPQiSuevq9y5uKGMuaPGLPJFFfyaEIce690biv6u2R1ni4k0PltxQvTwx5PMY6nh+zyYgZ2gw+FhqazFYzGxo9nZvuK6Um61ZQ6PfuvdRum9lR9y9u7ToabJblpKGm3ZXwbv3PHtGLdUGz9jYbDzZ7dG7KvGUcclP8Ac7aw1LkMg1MjaQtIIVuzqT7reeh97i3Dicj2BkzsTZu3sZk8rvDBP03tTJ0ez8zhd19c7XyE2Z29AcqBPDjN2T7crglZPUeNa3N/xKRah56hj79/h610VHJ43OZqWupK2h29v/Y2bzH95sbDQ7wlpaTF7s3JmWkrtrYGvySUVXSLurMUy01RPT08jLSt40lhqAKhfde6EvZvxmopOx+mth5nsPFbcxneWNrsjtyp2q9fFjq2PD0lFWbhlizdXQ7e3Fg491Y9pcLTLT5CTXFBVPI/j80re691/9Q324NpbN2Th8/jcBujd24vl/2jlpzs7bfTnU9OKfMbF2pn9oLSba3ptHd1XBR5bbtDs6ojgq56JRhWWlp4YpTd4l917quHufqjt7a9VvvNbi2lBtis212HQUm8O/8AdW6MPJ1tR43I4nL1GN271Ls9osjkcXtzKYqglnklZZp1mx8kU7ibTq917pZbLXH4zeFFvLdy4jfGGfamY2nTYTDYzL5DK5ze2XoUx+4toZbEvR0lHTfwjHUVBPRyVUjwNDVU8aKgSVR7r3S5+QGd2B2n8f8Ab/Yq7m1dkfFjG7y2v2Jh3xlBUQbt6f7F/juQ2JkEpKM1x27lepOydxvhc49DEI6XH12NlV/t28i+690T/qHfFV1p2PT4YNh89NTwUNNl8bn6OspcXSZCuoaUZnAZYzJDWxNQGplg+5pT5Uj8cuoMQPfut9WEVeKpcw3YMFJjMjFtWhmw1NW01ScNlv4XjNy5ubGY7GZykyNPk5N47dWpoDSSyGENHVeMSRyagffuvdFE7x+L+N28+TyG0aSowuVw61Yn2BuCOppMGaoyLPEm3qnJGpzOMkrQ3l/hOSi8bCNrVFN6Yj7r3RP4vhR1N2RsvP5zdeYpt4763JQT0T4/DSV2Bpeq6uoUTUtRiqJpVjbclLUxK7PXLHGl9Uaup1n3WuiJbO3DvDrLduS6T7P+4pt8bYlplxmRuBFu3a1S8ow+48NKiywus0CETlS5E6eO/F/fuvfl0ZnanZG2tibt2lvSsnli3BPmqLZUU1M1ZTwT4XPRZKnyUVWY6SooFeBaxnPnW8iIV06QSPdb4dVe/wA0rE0WG7R69osdPTT0lJsysx/+TrIWglos3VO9NUVM9qirlgSsVVZgFWIIqAKLD3WuqvffuvddgEkAfUkAf654Hv3Xuhp2xhamDGSTr9yAYopJY4YYpXnR4zaOEysumSONg1ybAkW+t/fuvdPv2lVDAs1VFH9vUXphUQGRngA1MEyIkkEcjNGD6x6QVtc2t7917pNJS1+Zq5MRtaKorGaNUrajmSmjhjiYySqgUhViiV3e3GlSbC1/fuvdLHBddV2NpkrXhpa4zTRO1fBWiqScCRkSLFmiimqXe99RX02uebWHuvdCpitiJ93LmPvHEjf5PUUlxIY4ayjlijM8MPjhmVqpGQAkKrmzWHA95de6RXW+1oZYt1VM8jVdfS5zJY6gZVSSSZIZY5KuqpYpg0FPMUZRrkvY208i/v3Xuom8+vUyuvJUDVVPEka+LIZ2tpIJYKkLTyCCtluJDT1NNLeNmt43FrlTf37r3QcLHWYupjxO545KR0EsNNUpJG1K6hNGpghMMgZSCtiVsb2N7+/de6VDUlVNT+eliQU8A+2NTUF1ecNobRjvFIUR9FvURYk2vzb37r3Sf3RhKmahilK1FnjlkjimSCE00cUYPhlMZcNPIF1j8E3/AKX9+690DBBBIPBBsR/iPfuvdde/de6tP/la42jyu/ey6OvqaSmp6nbWEpENSJlknnmzS1CQU9TThpqUyfY2lOko8BcOCOPfuvdWS5vsbb+/N7b335QzPLmJsxktlTVFT9/UCHGbeOOpMRDTPPS01OTLBRhgaZdIDKAoBBb3W+gA3dn96dk7uxXTnWiVM29NzmpatyYdDHtPa9NOiZndOXlbwxR/awgJTGQpqqX0X45917o7tZ8Lup+t9n4HcO0cvS7R3vt+gp6JsVmpchnabtGppYlkqazI0hleNN01VS5fVQrLC9i0ixqA491ro5HRfxcxW42xmQ3XBPncnljRtBsPBwVtZgnkX/Kqp8zU41afL5k0KEP/AAzHQ+FPIP3qoB0X3W+jg43Dw4j+4FNW4qtqtsVVLkqnHY+ObD4psnjMJnhg6ujohi4MZLtDb1Rkq+Gkp3SHyTMJfEiAC2+tcePVefa296vszfeQpGnw+CrZaLKNhsVgqGunxGQy1BQzHCYDE/aQzVTx1cVHGn3NVeV4VeUsWJtrrfRzukc9sLq34/bi3su5/uOwflbRbOodj4CDF4ymj230v13Bt2u3K38Oq1pP49ne3uxdt02JxUldEFq8XjcjUO/jtI/utdBZvcUOR3Znt8bWGH2TgKjbGG2k+KzFBlcfldv7wwWKOHxmzKLFPR1lJVUNRgaWsrK9oHWDwQSRSI4dEb3W+k70l1H23uWt65zOB2fR7kyu6N9ZyHaXyB2xuXCnrbO4jHY3b0uV2/23seJMfksri8VjsxSzUkgWKaabIxxxOzq5X3WurH9v7Z2dvPG7ci3Dubc+J+YHW9ZjKDsTb3dnVdMqYbYm6ctuyrye2tn7e2fWS43BYKu245pqWoq4zhgrzQPIdKRN7r3X/9U9HVO39rbrpth7w3plto4vY2H2Nu7cs2N6+zZrMRm967gr81kN2bZw25q/Iz4rO4Ps2pyrUojqwtNjsjAJtV0APuvdJjE/Hej7nxeF2dganvHqvcT7Fk7cwnTW+d80HY+A2TSUGflpf4BVfHjcFHltp5jbWHXbayLUJVOayPLzUsZg0qh917pD91dV9z4DaeZxcuxOt8TuvCZGDEbz3T0psjZa5LdmO37t2qO1Mjmto024aHNQ5faebqaeSjeHGy1O30c00k5idEG+t/4ei0dKmm67zWF332Flusq3p7cezodg/a7K2hkqnFblw+8K+k2Nv7atbhqfbMeY27lcTh8gMtHFFQpLWZCmp5o0dGjnOutdFk+bHX2Z6I7T33hJq7HZbau2M/R1uy97UtWkx3Pld0wYyufP1jUDvSZA772VPRVc1Y8bxpWUk0ETIyPGd9e6fKD5HYfM7H2xjtxZfMVGVFPm67N5QVNDU5yaoytfWS/3coa6lq6Wrk2/PJSULmXJSN4JkdqaBipZvde6y1/fFdnK5IjHLW5WpgeWXDStTmgqaiFpDNU0tXUPNJXtUQoGNXUVVVU1UkbFpidCD3W/l0A+7MoMvWy5/bWWlwe4KeFnp6mMNTR1WiWGV8NX05Y09ThXBKCGe0SMupESRjJ7117ohnyRrsN2tBi6+THZTY3yB2dpbZdWJohsnOxK2qu2oUqY1yuDTPJcfbVL1EKTqkkMrozv791rou1H2TVdh9fZSno/usduejM8MmI8LNV43O4hy8tBXxkmcTVMlI8KhNJJksDyb+690Vf5e78PY+F6b3DVZZ8rm48NuWhzpkfyS0NZHkqN4qWoc09NKaowm8nlDSlgSzEk+/de6JH7917p2weNly+VosfCC0lTPHEoALEtI6xoAo5ZnkcAAfUn37r3Rv8A+E4uijyv3kP8NahqmoJ56mSapWSrp4qb7WhWKCm006GV0AiDFhp9Zvce/de66oeu9w7goqzLzQTY7b0U0VFMmLo1rqupmDwwPW1WKV6eRKSZn9CqQoB1NYBre698vPoxmB6WGHoxRU0OCyn3FHV1MU8dLiqKOkVPH4YqibR93kC1Mju2ljEguZDY+/de6FqDqaseno5KXE42DJ1uKmSnj8NJVUhraejbLfxamoaOOBkSKnIjnigmZplm1jkN7117p3xPXeZx1TLVTS2oIsLO+TzmNpceMRmamsmkiiixVHUSQ52qqYZJFMdQQULoEsLc7690CfQvX1bk8Nv+HFQ0rqm/s1Hjt2ZNaSsxuOqaKWlvT12Lic5GlkqJJVMk6qVBj0AqdXvfXuhBn6qkhFYMhj8WKqGmkYxwCmjpVlV55anIwUWSjqoqm8bP9rTyzgCGRRwdIGuvdBXm+mlzFCkM1JgcJTwUEWSyEtXRYx5p2dHkqUhTxCrx0zRusrpK4Qm2j82917ov1V19uDA0FBmKeGTJ7cqiaWmXJ0goKumLlo46+mxLtPKaSJk9SMSvAZbggH3Xus6YfFV5xApImyQr6v7CGopJp6bxzVMVR97QNBPTgVMSzI6tFqDEt6ObD37r3RO8zj5cXk6yimFpIJ5Eb6jlXZGBBAIKupBv+R7917pr9+690d34m7/brXafcu4qPKzYvPVFBtrGbfSnk8M+SqZanIispKaVYKiZagQzJpMWiVdepWBA9+690at+w26668xVNUPV5HcNRFQQQYvwf5Vmc/lEBpqChQMWadZp1hdnLNpiu19IHv3XujCfHfN4jq6HKVkFDkd99/bxk1b0rGmX+4mCLj/cdtWGnpkkzGfj27G+kQQyU8DTM8ssiqqt7917o9ez604mrjz+68tLndwVMIeonlMlTFTo00kqYilpUdaWDEqo8fggvDqOpleQeQe690YKg76r8FUVEPhlo8nFAoXCK1MuNpaiocDz1NbSyQvj3ipWbTV0tVTTU7yqBJYuh91vrFmfkbh8XsHcmL2/lcvHlWOCkxGWkqsfTZwpRtBSPt7L1NXVVFYuCoqeur/EcbJomkZGqIVYqV917qP8LOv8r3d2ZsbDNl6DBbJz2SymV3RvepqI4TtrM7epszUV+fpXr9FNi/7ibBpqo01UiIktfWRQu8jOiL7rXQ+9wSr2Tk9wdlbCy3WGP6fx+y4dmUlFu7aVbBSbbpNvVFVszYGycFhJ9sTZbcWSlw1EmSQSUUj0GSlmllSBAagb630azprqXuzcW0MDiv7g9aZbdGcq62Hau6O59h7KfNbWxGxsLi6PO12D2ZUbhyGabJ7szWMqpq0VGOhqNxyr4ln8cbp711rpU5L4/wBH0vgs7svcM3efbu4sfszH9rZzpbZe+cd19gN40eV3ElJNhaX4+YKkwu0tvbeyS7gmrBUtUItHFjo6RxOFYJ7r3+DpU9q4Xbm0l7C3ZtLcG1Ml15k9q7O3bQwb9zrUWKw2+cLksRUbZ29mtzUORp8ThsJ12+PhohT0ivTV+SdpNWuQge691//WW9JktpfE3enXm28f1XV7T6M7B7Rzeb3nuEbuy2Wouht35bGNjsfDh8Y/3VDjdi5uCSsnq6Shp46ZqmLyKmtYoW917o/r9k5brTbmAXpbCbUysNLSVD9j11bX1mDSfqHeMM+Zz2TpqaowOVkhytDIEr6aNqPRX+KVVYs0bL7rfSP7f7ei7r2X1t0viNx7XoOk/mJ13R7m2pvXL4zedDvDCb261qsVmzJvzw5TZO5qfJ7shxMa4unpqaGqWqQLMKiCdYX91r59Uvbp33t/ouPf9dvHfM1Rl6Ldk+1a/a0+3sj1LujMYaLPJtTLr1vsmpy2Qym36yixeNXK0VZWWoqRA8lQw8zLJ7r3VdvyT+Wm8vkOlNJNjtv41Ou9v5SnqBgYamoqs1sX+91XuN49y5IVs9J9js7J5ZTBNAkcH262UvpBl317osO1u4hSUtRQpXkaXmhjkjlmhaaGViymVKynWYxa4oyFkCvoUfQj37r3Qk0vatTXwJaupRUwBXhpJ8lj6USx6/G8NFFPVw1dRXpUKGWOK2pFY6SSLa691Dm7pqU1rNkI/OXmWN5KxmaddaLZC5DF3b6arnUTySb+/de6S27N7bb3XBU0OdpTU2AKssqRVSgxjRTpM4uV4Nl0FUcrxwPfuvdEH3Rlsv1/vVN3Us8tXjqw00eaj1apZRAi00dTKEVXqKimRdLynVMY2BkLtdz7r3QGdnZCGaT7CilaoxH8QkzWFma+kUmWhE1TTREPIskVNWMVViQ5HDAWt7917oI/fuvdPm3b/wASDLVPRSw0tdVU9TG7JJFVUNJLXUjRsvPkFVTpp/xt7917qxz4wTbM37VHKbrrqvKbsrf8gpsTUUX35qcnDCJ5qjHU8EqPJkK6Kkib/N6maL9YF/fuvdWkbb6IyObqnqK6nq9v6sDNVnIZloZKTzSVI/3HVGzZaioZ0p6Ji5qI5AZZDoCgA39177OhT290TuJK9/vNv4+fHVtTTri6fBxztHR0NPHH566vycc8dTSRGNdXiiiid3fSQwX37r3+Dpw251LispX1E2DmrapzW1WBp0zuMyeNnxVdHDkXoKmggqKLGyVGFnaJIzVLI51ppN0Jt7r3l0I22eo/4biqrL5apdcXgMNkXEmJwtXj6GCkR6iaeSkzmQjqzlKymiqYfKt/DH4/T6gy+/de6Kz8GuuTuTrbtjPtjhVUzdo7ukrWyGKTJYxoVxOOkphHUCamp4qiumq2YQSnQwFiAbe/de6E3dnU+OxP93ErqTIU0/3FLSTpjMXNkI8rT5GUVVHJlMYkWVkodMEriOolIhgVwrOHWw917qNmejd0SZGmWn2vRUGKo4pBm4s+bq6VcUqI9BkfuZaqvSnhbyASQyaWXQukNx7r2fPoNNydE5PA1Xnoqeqz6xYClqhksQ8S0rSRzkyY6DZ0dRAYBUUaCSOeSQmNwEKkEe/de6q4+Sz7M2BXJldoV0+J3Pjovs6nDQ0P2P2WVMMktPU11PVSvKmRpYatwA0WtXkOpj7917quPP3/AIlIzVLVkkkNLUTVDsXeWpq6aKrqmYmx1Gpnckfg+/de6ZvfuvdDB1fXxpPBjayYxYZMmu4c0SdML0mIiSSCmnZnjWOKeoS7MLsAoABvb37r3Q27ezWZ7D3pJuiapmo8Nj/uoMGLIs6rUqaaWtAKM1PVVisQkgtMkXCFT6/fuvdH02hvLbe0YYKLCUpgZ7qZDKklQ0YUkUbzoNXjtYOugCR9X+q9+690sIe6amQIkNdGajyQoxjrCHhRZiOSjEiX1G+mxv8A0I9+691Lq+1KjHxuv39MaiQM09NBkKCrjQM4WCKpjgq5qmCvNQzF4pNQVGUhVIN/de6DjdPcX3VPT0RyGm7RRSTSzTztBBDaRjCKKnMwgVnksFDt42PBPv3XvLoz/wAb/ltvDoIVUAoMJkIexMBgIWXOxz0tZiNipuun3JTQbXyT1sOPNLueuoZZJamoSSAxOoJW7GP2OvdWKbS3rgO+n68q9m7+lpMlX7kg2pi9sUW2M121ubA4Wr3BU7UwcHYuzqXLYzMZnISYiRcnXV8KmlqA0dRTcRhYfde6ud6n7mTp7Y/aHTWQ3Htyfo34W7AFXuHe2Exu8q/eud3l2DLVZmon2YZsxvjdNbUbVXMSJlaeqhmq2rnlERgggaFPde6WcXZFf2TtzcZ7twu0tvyVUEU+wMhj6yrz1NTdR7KSLJbaqjRwYHGyfxSsMr5CrvSLHjjJEGa6yFvde6r5qMjs/wCW29N/4DK9T126ukes+28fmdj547xymFoe+N34qhTGZdM7iCtPQ1+y9urS0dRQU9fSyU8VROZNGsywJ7rfX//XVdd2Hszsla3bu46jE5XZuNwVPWbwTf8ARVoyONzFbNU01PSRyqcTjPuEjjLCopbSR39MQcD37r3RjepN59cYvpqn2B1Nldpx9g7Fo8DtWbK4zbeR3lubKbGp8pmqyaPKUOQr8RuHPrtijyUMVJT01SFwlK4k/dgj0L7r3VaPzR+f3x3636dqemsPJh+3d7rvGev3X2HUYt5tn7XWnljyi4nCVmFym38hu3sHH1byQvSYuopaeiRmXIZGNJJo5Pdb61ze7vkr2V2XurJ53eeV3Vka/dLQZWrze7qpclufdNCY4oMJJntwlY6aow9BR0iRUuPpTFiqBV0pG0imU+61x6LlR9vT4WvTIUkzBY2aOviMjMtXj6hPBX486g5SKuo2eCU3YOrgNxwfde6SGQ3tVbcza5GgrgMXlZarIY2oSuSunSlnleWnjqpRGAtTFBMYnDKxd0f+nv3XunJux6ynSrSNHxEhpce1bjYfuquPJMqRmmydTUutckb1kzoyKXWHytpUILKfde6jt2VPkKlUSglsFEj0FGKy0kAZI5EiLLV1EDzSLpUglY5GuungD3XusmT7QheOsiCphWpB4/4dUSZityNRUmaSMwNJXO0VP9ksQWVpWSQ8FVY3Hv3Xuk7Vb9jyUcdNkIaeohkmCOJqhYwQjsWWV3m/ycMpADKqlQL3Ooj37r3QU5tYZEFPSswpVkqquio5XDyUCSOWaCKXhpqeWBVkBKICRcX1H37r3SNPHHv3XupmPqzQ11JWBEl+2qIZjFIoeOVY3DNFIh4eORQVYfkH37r3Qy9d5+TaG8PDUNXii+4ppI3xtVPRVdGrmOrxGZx8kUqCKeiEyTIpJDXKm4JHv3Xutqz4Qb+2z8htuTbI3hj8ZH2/tXA0eaknmmmpMH2PsvHlpKDd2Fkp/Lkp6qCOIxVlFH/wHYOSouwT3r17qxTdnx5WqnmzVbsc5bIJgKaHB0G2txVFBubHUmYlC/xCDB1s1Fj6aeYqfF5X1M19Vxqtvr3Qs7e+MlbFgaNakVMWXpsZU5mpqd10eEmzkNctfT1E0dRlsfBkaPH5HH0k3hSKGVIplktp1KXTXW/z6XOI6DzcONNRuCCnytBQYqpq4sBh8fU1NDFRyYxUhnq6c/cU7ZGaYJIZI4THove+pmO+tdVufyvul8xujpfu7cGMzGLNFVd+7mxP8LqqSorcVW5abbG2BS1YgDpSxxVNXkFR2tIFTSQt7e/de6OJn/jBmIqLOUdNDklyNPDh3xqbXlxkm64DA5E9DLkM0Y4ZZgI3hihle0dMo1Pqtp117pE7Q+OsGOlXM0GxVxFW+CqBnsduDcFVkNy19Pip5b5OpwVHNW0E8sLWWbxNqV7W/s3917quP5xdgba+P+B/0fbKo6B+4dybdlzEtVTSzVmD602NlP8AKKrdGSqJjDkI8lXwSLFRUcnEp8cgF9Cyb9OvdarvYWdbdO6zFTtXSY9J6meRsnVT1tTUxwl6rKZWvlnmYzzVHgeVwSASLf096690DNdUtW1lVVsqoamolm0IAqRiR2ZY41HCpGDZQPoB7917qKOePfuvdLXB+JIjTVDP9q8lNU19HE4jlyEcUpC0ss/EkFLDAzSOVVludR/SPfuvdClS79TGwvS0EVPBFDKI0eGdHAXWAqIUmtOgQW1FGNjcMLAe/de6UeM7QgRaGLxx5x6ssP4bSy5eiyFNVLNGopw1EyxVH36PpjeJpJB9SFYBffuvdY4+yp8dUNHJQyNdCyUVWtaBHCxZIxJoFJUTukj6SWIWSRQW1cg+49e6kHsauqIqVJFlysq0VYaChl+6pFxikNJPlKSoCUUUv2s6SGRQzw+UWIccD3XuoGO3xUZ7O/xbI1mvEYqemyOTmOQShqJ6eGYTT01JJJF4/uKmOEQoAoKNInBvb37r3SoqO26nL1zV1fUvJJM8aUt5GUQ0cEJgoaD0hNUVDRKkEPKhI49K8Wt7/D17oyXSHyW7J623PjM/s/K7uxtVtQTZODO7Rqv4duja2OaOppswcPuCzU0eDrqOskhnx1W0mNrA2nQkrCUe691sW/C/5+fHrsbpvH9NZiXC9Qb5i3fDW7W7Gp8c8e090RzTtkkxeYqs9ks9kdsdg5GtkjQUmTqKqGtjVRj8hIkcKRe69/g6sz7f3x1plemV637Uye1H7D3zjc5tiXLZHb1dtHc+K2c2bweQhixVBR5DL5vbce6KTDy/eUFZUSLlKdVlJSnkEbe630W+l7I2Z1rHT7bwFRQY3aORwc2S2ZF19Q1hyeWyVLUwwVVNLMxzGParflzUVOqaViCYi5IPutV6/9AKey987OpcLksXuFXyWA2DNTvV7e7BlyGGyVJlhLLUZTI4zcyV1GubpqesdUhbJiOeGM+pGLKvv3Xuq7KXsHuHvHc9VsXpN6PYm0KDIz7R3L2BhKbJ4HamC29nvJ/FocvlVqKTcORavpagmSippmz+RZkEjY2lPkPuvdBl3p8TOuej81tTc+4e4u1dp0MmAqKal3nt7A4HMS1Eg8kYwtZtXCyZHH7Lx1bVRstDh6KFFnoWUzzS1LSEe631Vj2T13m9w5zdcO06fE7rx2I+6zuf3tWbmooKXBT5dIK7KT5PKtkMRsalzUqhPtduU1dUT0VSXWRS5ZV91rop+4MPgcTKyf39x+YUmGRIMNQ19ZkFhnj8jR1MhePb8VVTt6JFhrqlNXIZhz7917przO6aWrxNLhqaKtyEdKzCnyOel11lDShUEdDiaakmFHQUxcNI9xKxduCBq1e691mh3XgokyOvadFNPM9O+NnaRYxQpDE0b00lNBBFTVcU5IdmkVn1oCLXPv3XusB3Lt7y08v9z0mMZVqhancGY0znxokgRaOSiECMyX4ubWFyB7917rhV7mwswb7badNTyGd5FqJs1nKyoipyjRx0ETy1ixrSxK3BKmX6+u3v3Xuk5LXxyJRoKKnjalR1eRTITVs0jOHqUZzESoOn0qpIHJJ59+691wirIxO01VTipXxOscIkMEaSePRC3oUkxxGxKcBhxce/de6hHkk2tc/QfQf4D37r3XXv3Xul0tZrotvZiMmKSlvgMpKi6tTUZ+4xczi4BMuOk8QF/V9qffuvdHk6E3tuXDZbau4dpZmTE7q2tU/f7Qr2lc0sNXUs6VWDr0EvibG5UyNZH/aYu0TqQ4Hv3Xvs632P5ZfdfXnzd2BiM1isNjMH2/saSRu7dp5bINSwYbJlVhp89gWDRZOqwlT4CaUf8A6TXLDKGbSW917q3iXojcWSxkc239j1+UxsdPU01VlNq1tJlY6/7iUQzUFBTzFKeXz08bNLUc+AgKLkke/db6SGS6e3DiMTU56i2xU4OfK0dTR1eA3Jg6ubc1LIlCtLHJiMPQ/cVNZT0EdRIJUjDwsgUs40sfe+vdVN/wAl3okno3uTKR7ay+WoNvfJHedJJi9t0RyWc/iCbA2eYo5sVqgkFNm4KshRIyotUr+u3PvXXurhk6F3Bh6CplzGyKnE4xzDT0uV3RkqHFUtBEtW3+TVEawfsAxgSRvIbSFmjJ1hmb3Wuqgv5mPdfXvwj69ytdU4fGZzuPfcy1HSe2qHIvkKbIzOJKOv3DuN7y5WDBwecGeO32dfIsUUFmLFfHr3WiD3zvPO5DI7nzW6czLm92bmqDkN45bzkwy1ULw/b4GjUSmOOjxviTyIh8KeJIIlURkD3Xj0Q+orP8kzmUldpZatlwuNkb0kCdhU5OVUN7COiVYiL+n7nj37r3SJ9+6912OCDa9j9D+f8P8AY+/de6nS1ifcCalp1p18SI8LOZ0Z/EEmb1gERytchOQoNuffuvdco6+NEq1NDTO1SqqsjGQNS6XDk0yq4iXWBpuyswH6SDz7917pSUm5sJCqip2jSVEgqEkephzWdo6manChZaGZ46x42ppQPqEEn09R5v7r3XL+8m3/ACVMo2ilOZDI1MtNn8uUp2MbpEGWtkrfuEj1/wBrki4vY+/de6zzbrwMiY4JtKiimgFV/EZxKJP4gKiNEjiWnmhlgo46VkLI0QRwzkm5A9+691wxG6qKnwtVg6uCux6VcsZnyWBm0VFdSBGWShy9DVzGiyECSaZIyPE6uDqLDTp917py2/hcDmJUA39jsOq+eR6fM0VdQ5F4oE1xx0r6pNuy1VQTojSaupl1C5ZRyfde6Nn1p15m9tZ7akW8YcXs+gyX2u4MDvOg3LSVNLnajEwyVmLqcRkxX5bY2Ty0cQk+625PXU9TVVQXxIH0o3uvdWkdGfErrTuvMbu3Rgu4e1d10IwdNDPvjPYLA4qeGR4o4DjY9r5uXHUO9MRQ1LqldiKynY09El6aeKoRCfde6Eao3/3H0Tuil2L3caLf+yslloNp4DsHOwZXO7Xz+CwKq2JGGzYqazcVBLj6KjDJRVUsefx5WQK2SpQZB7r3n1Y51tvraGRwmKxO2RJQ7d37PLUYzbfX0uRy1a+YjrI6zE12W3RJW1rYSCpqQUqRjBLNKiXCrpZffut9f//Rr1x3xw3Xu3GJu/5A5fP7F2VBk58VjOuNp4TNw7uzZpa2pozurd8L0+Tn2Fj2SMrGzEZJYRrjNAbK3uvdDPlMxsbrPbtJtba02O23sTE0YFPSUOBahxYw9VKn3EMVZSRyw5Fqsn92eRxW1EkheR73b37r3REPlp80NhdSdebopMDtSKv3tu3DHbuHUMtJtqppa2nqsZkqsojR1GUo4aaWS8cWqPUbvIzFSfde61vNwb33RualocdlctO+GxSlMTgKUJQ4DEoWdj/DsLRrDjqaR2kYvII/LISS7MST7917pKe/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3XulftMPkWyW2FiWWXcFNGmMBB1pncfIarF+IqrOZaweWkVR+pqkf09+690NXTG5kpaxaStCmHyBJ4JLqLMRGysoAcFTawv6SOLG1vde6vd+BPcu9ele5NmdmdZbnx+L7JxUwo8TDuKdzsjs/Ahw1V11vyASwx1D52jbxJM8mglUkLRsHkT3W+vpb/Czvrrn5Q9DYPeuxKTH7aoaWZ8DubqilpRiMt1Xu3GxmDc+xt0UcFZMZZYss008EnjhjqaWSORV5Pv3WujNb03BtrY+2dxb83S8GPwuzNvZjOZLNSUb1kmLw1BQy1uUliSjhnyHhipqTU6RKSwUWBtx7r3VMv8iBaOT47941dPLSzvmPkVl8vVJHE/3cElf1p1sKg1VTOPJUUtRW0soiUPIEZHBNyffuvdH1+aHeXWvxW6GzG7d4YzG7npcjVnB7U6jqqc5jKdp7yyi/79/aG3KarrENLGmVSOsq5iksNJRxSyFQQt/de6+ax86O3t6dq9v707P7H3RRZftDcE+jKjBSeHaHWOFV2NDsXYkEU80dLFh8daFCrgRRu0uqR2V291vqiLujcy1la1HQWaNpFjp4IhqDFD4kCoV1uzPc8fqJ5vzf3WugM3UGoZaHbrIkcmApngr9N7vmauU1WUMhaOOQS0zslMVI9P29vfuvdJT37r3Xvfuvde9+691737r3Xvfuvde9+691737r3Xvfuvde9+690rtvb63Vtekr8ZictOuEyyhMvt6sCZDb2WQMjL/EcJWLNjqmRGjBSQx+WMgFGUgH37r3WyD8VPmZsHt3rvbUOZ2tDjt57Ww0W384rsK3blJTUccVDRzxmR5KnGUdVAiERyaV1i8cisCffuvdHoxWY2N2Xtyt2xuqag3LsfJ0RNRTZHBtWYyTD0kr/ZiStqoYqfHvShQIKiNvvYHTXHICQ3v3XugXyfxo3ZtTFtu/4+ZfP732dVZOlxmS653Zh83UbuwoqK2nozuTaVL9vjajfdA8EiJIy6si8LapRXm4T3Xuv/0i/9mdk5ymfJps6nxOfzWKymTjrcNl8tR7f3FkMTUV2TlfIzYSKqiosbX1hjWppojT08LCX1H+vuvdVndy91YnblRkaijzu5dsS5KF8jU5bP4Wn37tmjy0dKJsxhUglr6mno63+DIwkp3VKVHXyRhnAX37r3VAncXZ2V7V3rktx19RO1IZWixlGZ6n7Clp0SKBpsfjZXanw0eQFOsr00CpFGxsBYe/de6Cv37r3Xvfuvde9+691737r3Xvfuvde9+691737r3Xvfuvde9+691KoaX76to6IVFNSmsqqelFVWSNFSU33EqReeqlRJXjp4tep2CsQoJAP09+690ZLrz4v9r75yOPk2PLhKusH95Mziq5cm1JTVWO2cKWb+8OMqaqniaoxdXXyGGObQoppYZDUiBUYj3XukPVUmZw258llKjF1WHf7uOpy+KlpDT1GKqaxWmqgtIPU+LMzXgnUGJ4ZF9V7j37r3Vh/RO9aWsgoaOrMRpZGhWflllVk8fgqoKhT9xS1NOyAo8Wh43W6nn37r3W3J/Jq+cWN6b7x2ri+0d5TbUwO8KKk2jm95/aSV2D3/AImOOb+7cG+qKOogWj3ZteqmAhy6eScUmtPHLT6kg917rdn3Tt2g33jKWnrKnH5bZlZQVVRksM1PT5LGbspayiP8PjqajW0cmITWJii64qtSFcGO4b3Xuqc/5I23avY/TXyFfL5Kip8DR9vypTiqnWnfGw4nbNHU1+QrzIUpaPHyUdXD4zdVRIGLWA4917qi/wDnEfOGg7Z7y3lQdbbq/vThdrUVXsvb275KSakxexMI0ELbjh2ZRSTTI+5dy1yHzZFvHUzUyxCRYqUJBUe691qLd8b4gposhTU7o1MjzCPW0kk8kkjSGerqKmV/uqqqnd2eSSUtJJI2pvpf3vr3VeNNR57L7nxuXosbPlakVUtZhcUtOZqjI1VGVlpZpKZj+zioZgHmqZdMCxQt6iSB7117pYdg/F3tTYmSyY3vNhKKsp67bs+crpMhNU0eNo92xVtRHuLMVVNSSvR4qPIUxpzIYy1TNLGadZkkRm917otlZTmjq6qkM0FQaWonpzUUrmSmnMErReankZUaSCXTqRioJUg2Hv3Xuo/v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917oWOmu0Mr1TvTH7hoZ5RRtIIMnRtLUPj6iGRJadanIYuORaXMrjlqHlSnqFeJ3FiPfuvdX6dNd1YzcE+PqqjN7m3RUYuFa2nyeAwtLsPbWRzE1KZsThlgTIU8FZXDDvGqQIr0pdjI9nJUe691Zf1r2Xm3OMG9UxG3M3X5bHNDisPlKbcefxGHoK/GyrlosG89RTZSpxg1VVTGtNURp4vQSbe/de6//9Oi3sHfu0sbubMQb3z/AGJicMmWyNZtzdHY268ilZmqTIZevjrYqKKSg2hubbGKaSN6VKmreeGmVgrR6HDj3Xuqhu/u7KPO09RsHr3K52k2PJXtkspipsjjMtj6uvkYSssGdhxlJmMrTrMokYzzSxtIfTcKCfde6KV7917r3v3XuuaIz6iP0oup2twq3C3P+uxAH9SffuvdSY6UvyfSovqJP0Uclj+AAPfuvdDpV9A7020tGu9cVLtfJVJWWTauZSox+8aLH1GPxWUxuVy+AqaZKvC43O0WXjegap8clUqSMqCMLI3uvdJ/I9fVtJ5VSmb7eJUlWURMCYZiQjsLkWZuL3b6e/de6RtRt6SPixN+VspJItcn6ek/4H37r3TRPiZ4r+kgfX1fXm/JsCLX4/1/fuvdN7U8qm2kn/fXvf6Wt7917rDYj8e/de669+690eb4tbvgwHYXSm394bixdDsrOb2wm8sZU55q+TB4HKQ7gbb25sbnVxevIQbZ31QYt6DIqh0BJo5nTQrt79177etrqp+G/RPzb21tSXfGys9sqmg2TvTCdW72wO3afBb62vSYOGb+FzbgoIJZctXbe21XUUeIoqKoFXjaileaRnilZCPdb6qX+U38pv5UfA6bZW4sttKr3p15v1UqNm9j7Bmp8/tLctIY8a6VFTiMYKvMbKra9sjGaRKxjS1el2glsj6fda6dOiu0xjJIcdkpp6XLUEqLNSPMtHkKSrhAkpZEccwVEM8XkhkS+jSrKSPV7917ran+AH8x/sfbe1cX1lP2PXUxhqpZsHV7iXGZXD1uHihZ6nbUWOysZx+O3JRoDLSNTVWPp8iVaCRUneJ3917oCvkF828xtvr3fvT2xcnVbRpMj2NmctvJ8BU0dLQVM6U1BRx0Jx2OP2NRlK2ho6dpmq5qqKjCqkUQl8kp31vrXU7y7QOXlmxmKknq8tXSyJDSJOtXkKqtm1y1U00jktJU1FRLrmlcjyMWZm5v711rps+L38p/5Q/OePeO76Ha9TsPrfZAqJ939m9jSQYLae3qeGmr52koMHkhR5jeWRppaJlmanYUVNNJCJHfyJf1Ot9Wxx/EHof4U4TeEOx9h57fGErsRsHbfZm6ty7dgzm+t30eZ/h5q0x8M8kecodp71ramTH5CljFHjaGCCKSEyMj3917h1qdfJnda5rdfb22tpbrx+X2Pt7fGb3llchhHro8Hu7ceS3CMDghhFygTJVO2NnYuu+wxAlNhTU0kyIFkHv3WuiQ+/de67Ck/Qe/de6yrBKxsFNzaw/1xcH/AFre/de6cIcTNLbgkf7T9f8AYXH49+6907023ZZDpCte4LXU3Auf8OSbfQfT37r3Syx/X1dVeNXpm8EqNMZWie4giIDuoLAEB7AcqeffuvdKGn6D3puNK1tl4io3TW0gqar+7OEhqsnu6TFUOPyOWyWaosFSUj1WWxGFoMXK9dLTCRqVSryIIyZB7r3QFyUjJyPUpsVIP1UgkMp+hUj8+/de6jOjJpuDZ11o1uGUki4/2IIP9CPfuvdcPfuvde9+690bfoLuyjwsFJsLsPLZ2r2XTVoyGFxkOTxuHx1FXo5kQVGemxtVmcXTCWR5FME8UavwbaiR7r3VuPX2/wDauU3LiafYmf7EyODOXxdfuDdnX+6sk82JjpM1S09DHk6aHH7v3VujDpPKlPLUU0sEVZFGQsaopc+69Xr/1NKzsHt2CWlr6Tb+X3NmxBkMtSfxrceejyEmSoq6umrTBX4DI01cEjrJx5pHhmKzWVZVQgH37r3RWKmolq6ieqnYPPUSyTzOESMNJK5d2EcapGgLNwFAUfQAD37r3WH37r3XaqzMFUFmYhVVQSzMTYAAckk+/de6Efa23MjUbgp8XS498h/C5Yq7cpiQSQUdJHKqV/3csgEMEeNpHkuxNxMCRfSPfuvdHh6Nx+I6V3BJuul2JsbfmdiwKjZuZ7DweQ3Fi9vZrI0cNXRb8xG2P43T4NNx7Zpgk1FFmoK1ErpRM9MojSNvde9elrVYTOZ7KZXcGby+Qz+4M9WT5XOZvMVVRk8jnsnlZjJXV+XylcZZ6zIVFRIXlkkZi7n6ji3uvdZcp1TXZKSOk8lPClPNSUDu0ZZBUPAxgpWjpi8dTri1kMpsLX9+690G+Z6hqKTJzYepoElnpqSsq5GhIgcxwIWSGOaVWWStQKLxE6mZgL39+690Eea63NK1ZH9pM7QadTTQvEaaaTTIYp49NyUiLCwIFxf6D37rw6DDK7JaFnQBSyrf0DUEDHVGXYKVuVvwCT/X37r3SGrduTxaSIn9SluVAuo9IIsSByP9t7917pglxjxpM+lTZkjW8gRwWJbUsRszqFQg/hbi/wBR7917pT00xipdpVARfLEM3h5TIoKt4axKsLpFiQkeXuGPNz/gPfuvdbkf8jP5R5nu/tTYvTHbGT3vvXcj7X2R01HjMdUGszGf6o2Jkot4bM25DXU7xZahwmIzNBE2RqAk/mx0KPUNanqb+691s690d1959c9f7D+JvWfWW3M/8yt/b33vsvAbRTGY5dh7N2Lktt5jA0W/t5TpFkMMMNiIa+pzWBpMhUiavjpzUtDFTsiSe69jpRbl/lBfDrpr4y7Xh7a3/QVu3etdr5DKb9zWd2HsDK7a3pmIa3Nby3LX7fxEWLpN94bL5KaWeCipsLnY5xSwJGqs+tm917qvL4c/ysJu9/4n2JmOm8t1r0TVbV3RVdd7mpuwMz1xnd7ZigqIana1VWbJ3RN2tXYjFqnnjNUYmpZokMil9EZf3Xuq7uiPiDnsz0rvXvXdfWmc7f66w3fu+8J2vv6syuc3Hl9iY6WXa2XpJqHrbaWa2LNm8XPBlJ1kynn8cRdUkjgAVzvrfWxEv8nb4l9vfGPcmP6l7Dw+Px+9cNiNydW7iw2w+vKDZ+ydzLkMTvPaWRz2JXEz74z9ZTTeClrKbNZ2adaWoeMxpKEK6610lume9O6+5uvd3/GHsLq7be3fmRsPtPae0+wNi1GPxz7IzG0MVg8FiclvbZVZJFQYubbGRqMJT5fLQ46eSXHNUR1Agmp1Ij3177etXz+d78n8t012f2X011VlN+bLzlbtPc3R1djcw0lDm8H0nuPMvvTJ7Qrq2r8mUrKfM5WvkNHUssT0+FkbxG1bSldde609qyVZ8du2oaJDPVV+38TTNEnjjg1SZCsl0oVNkMVAAwVrgkEj8+/de6R0WNd0iYaBqLoxV9b3UqwdoxyissgC/wCqsbfQ2917p/oduTS31RuAF1AabkKbC5DW4Ja/+8+/de6XOK2S07KLKpZSfWukPZryBGK6bqtuCb/09+/Lr3Qn4TrZqo0kZpZ0M0blTBA8j1M0OtzFTrb0s6BRybfn6H37r3QvYXqCprMnHh6ehjinmgpauIzMJ3Ec0SyPC80SqiVhDEiIHUpUj37r3QjYrqyux7S02unliq5K2ijkCEK8tPFG1TSolSUjphFGELMxt+QPfuvdd0WJ3BtvMYncu3s1k9ubl2/WQZfBZ7C1FRi8pt/KYuQvQ12IyVD45qathkjvG6FbG6m4vf3XukX3fjMD3duiTdtVsXYfW+Yq8M8u8Ml1vt/I7c25k8xiaMy5TemQ2oM3W4ZM7umB2qatMHBRwJXoZFo2jkZU917ojG6tuZODcNXiazHSUE9fLNXbfEirHBW0k0r/AGa0UsZMFRBkKREZHB9UpH01n37r3QcEEEgggg2IPBBH1BH4I9+69117917rPS1M1HUQVdOwSemljnhcpHIFkjYOhMcqvFIAw5DAqfyLe/de6NJsDt2KGkx1JnszujAmbKYenfNbc3AlDJQ4/G1sFTFT0eAx1LRKYMfM3mR55rRX0RIxLe/de6//1dCLdG4a3cmVnyFcmMSVpJjbE4jHYamYyzSTOxp8dSUcbvqe2pl1aQB9APfuvdJz37r3XvfuvdLrZmH+4nbJzMyfbJM2ORIvNPNVwpreangLxLK9DHd0DMqGUAk6Vf37r3RjNibGz0sFLkKfDNV01G9NJX0tM0y1qQVc8LRVWZVYoqmrFWZ3AqpC4VGJQKiA+/de6OftnrzK0255Wjx2QxGHYiuw1ZjDHUU1LBkvAlLkWr45PCuPirWUGVYxqJC2W+r37r3Rgth7Lx8UdUNx02NamYZOip5KeoqhWqarFVM2Kngpcc0sVTQVEkQmpxcapUChgffuvdLqTZkeFxVRtmtkxYzNRR4zOYatbS0mPqKqSnZI652iFVjsslFGxRZl0x+a1r/T3XuHWSPZGV3M808GJgyNDCXrDUvL/CZKPLxx06T0dYjeVcrTwC0r6NEhdgvH5917pD9h9Ky0zT1GTzd6Y3qRNPjalY4JaiugFPPUxxKk7wV/kaJwbIka+o29+690Wne3U2Mw9ZkIaSho8okFB+ytL9xPkpcnUNGlII4GkYVFDomvfSpZVAF+L+690A2a2NRTUjU2Nxn2/wBvC1dVS1FPGGp46dhFVxyTzuAKmJbHR6b30qCPfuvdAhm+takVNQkFFXTCJ4bzxRB6WWKc/wCfWeRoYo3CtZEJAYgcge/de6SOexNHQ7NiqmqmXIU29aMrBLQmNpKWuxNbRZCdqpVOkUVdgYUKBwjPMSLkce691Yh8MeyN39Y702H2tsDKVuF3/wBdZ2h3RtvI46sq6Gtgq8a/ngNLX0lZSmnlUrZdYeKS7Ryo8MkiP7r3X0R/5Qfbfx3752/unufcW8KztL5fb47Aod15/ZOVeqp87sg4TG/3cwC7XoXylZT1+1cTSVajJ5CLzyURkjNXHGiQs3uvdWz5747bf3r2Hj+4/kruDCbgo9lVFRP1h1pVNR0fWXXlJU08SVNXl0yAii3xumeSmWU11VFDFT2MUMRiAJ917oPe2/5hPTPXX3m3dt0Lbsq6CuoMQPHW0GG23VY2WL/LpsFVwLlKzICgptKRIKOKmnkOlJrIxHuvdFL/AJbHdfxZ6s623N19hd51+RPZPcPY+7M7PnMLRY/CbbmqFxu36fB5aSSt1tRVmMwKTeX7UQxSVDQyFVEby+690fzbXx8wWw9+5Ttj4257B4bC76qoq3s3q+CSjq+tt8iClnWiym3HxyTxbG3NDPVvK1TTRTU9YGEcsaoqlfde6qJ/m69vfHb4+0Wzu59m70qus/l1svfWezVDsHEtV1GY3rS71oZNtbjm3vj48xQQ4nAZCnp2lxVXI9PUZBBMKON45JnT3XuvngfMXsPdvZO7t9dpb9yVdmN+9iZrI7m3JkcnX1ORyNTX5Kd6urmyGTqaqo+8q6mednlKCOGJ7RQxpDFEie691Xdg8bTZDaRkWpkerqt5ZBmhjo2bxrDjcXQY+SKoZUR3rnylWpUvpVoUJIJ9+690rsH1tVGppkqaGug8jTt9xLEBRwpBd/uDPGZYpnYLZlvYG55Hv3Xuhzw2xKOGlSjyWMNRJPAlZSTU9OhepWqLJRxx1ELHVPKgvoGrj0ke/de6HfY/UuNzFXRxVdFQ4qKahDEVZqIclDkadpI6vzwB1SmoVMB1HSWVWsQObe9OvdGW666UlqNFTjM3amRfu1lixtU0c00dRVeeogjlRp0p6UxrCByrRn0n37r3S2fZGV2w8Ly4qDF0U6pUxTxyfxeWpzFRBKsdHSBfCmMpyCZY9euQlSpv+Pde/Priuy4c5iqfbePkxJyuPx+RzeXqkKrJkaqmklWZMawj+6yGSko5A0qxLpl8drG3PuvdIXfWyaGYUzbcpsalK0lHRO1VVVLVmmjxdHJlJ6inyLwR01FTzzl5LHiVytyePfuvdABuTrvLVO52mmxddl8KC2UylZlPHTwzRUaVcVRk5Kx38IoarJBvHKUPN1INgx9171zjolW+djbhpqWpr6vEtR09Q009DRzmU5FIaWd5JK3CK0clZQwQNGl542RGVQXBVyffuvdFz3piBS1pr4ibVXjkrYniFPNBVToJVmkptT+Fa5D5LKWRZCwB06Cfde6RHv3Xuve/de6Ue19xV22spBkKBMXJMktO4GVw+NzNODDPHMhFPkqSsjRiyWLKoJUkfQn37r3X/9bQBchnZhexZiNX1sSSL/4+/de64+/de6Weztjbg3nVCLEYytrYFq6SilmpoiY1qq1m+3pzO1oYWdI2dmchY41LMQPfuvdHywOwMLiqfauY2pkPsP4JmJaDNbeyMNJktWNSCaopajP12NgqGTJV0kDkOqvRxWWKN2I1v7r3Q9YXaW3tuR4bcmFyVO1d97JBuWnEeXkmg2jS1sMWYamxqwrFWf3RbIRygyIJo4dWpXW3v3XujeY/qrI5OuytbiqeulyGzazaW3aOpwuRO4du1W3tzQNOdx7exlFCs+USlqFpzJSlysLyEtoZQvv3XujR4r48ZjL4jI7h3luTAY2LHV26sTtx6amjTMx0+IbHfwrLrCgbH1OHp6zzxGJ3WalinSXUHTUPde6NX0jt3Fdk9a5jZb7b2826tr0mVydXld00tDBnspkIqYZ2fZ5ysIlrck2CpahjMJFkaCKVJvqVb37r3Qdbk6r27t7IUOyd1U+Xp8diqOWbG4jbklYlHufNVlDj8plqeiyMSzVeemp8XXFTWeVFcRogQsoI9177eped6k3mJsZW7ZqKaTakuKifCbezeZgOXqaMYdVoJHxUVMMrlqeeKRTU01RpaBkDkE8+/de9OgH3t1vU1Fbur+OdfUe1IS2OoMJu3HfbzjL5l4YafG0RnqLpHksfM7NHGABZQL/Q+/de6KZW/HHdUdJT5vcVTQPskyVP8ZWvpRRVc50LTmnnp8dK7StBlIk1sWVXtcMbm/uvdF/3L0vPuObN0eG1VWDpJq6mV8dAtDTU8FHAaOGgamM7RSVVHUgTprKnQQzE3I9+HXuiBdlbVzeK66qqtPuBiqHJCKpyM1GsmNmWbIyT0UdHK9P5qOqkr8aQ+osA8xGrTIffv8PXulH8e93R4+oolmdYjwEY+RBKLEBlEaSF2LnT6UPPH9ffuvdbCXww+UG4Okd2YXsTbMVPWPQRIc3i6mOSZ5qOGIrHurBeKaCXG7/2Xb7zE5GB46kiKSiYvTVUkR917q1DePzR3VWZzFY/uPdu4Q26Hnn2juzKZerrdpbyxtTI0lI2Ezs1RPTjKPTNG89I0olidy0cbpoPv3W+mHLdx437GvFG0LUk6zRxU5rKSSpyVRYIa6KZlLUzUiJriAAYs1zb6e99e+XQL/H7vmkzO0szU5JaP7eDfO7RNJTSx0lTS1NXnMjXNVVnnlmlqZHirBrU/uJGqcE+9daz0ZTYfy/3q24avBdL7uzcc+IqoRuXeFLmK/F7M2djKYvU1VVuHN0cywLWY+ggnnSljkMxERklSOMOw91vqq/5vfJ/Kd3b53H2NlYIqSjrR4dr4yKl+1mhxSUsdGN2Z5fJM+R37vwRnJ5fIVLy1impSjDLTUscS+4de615PkLu9K+pr1jkWZgTGzjyOsf6V1WkSIo10ABKr/T/AA9+610l+tdq5vN7BoZZ2qf4ZU5OOKgrYaFYsbCpyJetjq3jp/LW1y5LKARgFfUhuxSMe/de6P8Abb6Yl25U4agzh+0wdbPTUl8lAK+CppaumFLJj0phMqx1M9RE08gQsQnqBH09+690PtF8cd3fZz5vB1NCNm/cU4waY2kWtrINa/awU8MWRljeN5q130uCyITq1Cw9+690bjZfW1XBW7YOC68od1U7R5Oiyu8cj4IFxeYSKaLJY5JqayT19bWKHljP9kkA8MffuvdDrhupN4+TJ1+6aiAbTjxUjZrb2DzMIzNNSyYdVrpf4W9N/F8VDCgP21LT6jKWMgAPv2OvdRNs9V7e3Fkclsva9NlarHV1EmQr8VuSSsNHtnNYyhrMnQ0NdlJFgq9v1U2OgEYq/I6+poygZjf3W+hH7223i+ueu8PsWPbu3491Z6DGZSkzW1aWifN0uTmpoM5Fs3+Ly+Csx8uUo50mjjjWMyQwST2JBPv3WuiuZf475fEYzG7g2ZuXAZKjzFftzD56WSkibLNDX09fPWZeamZY8fS4quyf24WCJ/NPFAZLl2JPuvdFYruqa/GV2JrMvDWUlfvcbqoMlV5vJHB7cxuB2pEtRBuDP4ytheoxz1kgnMVEG0SSoAodiV9+690ULNbSwG44ctunO5GCLKy5CFMHR+PMRzybQqKuqmwMFZj3haOjG51xgqmMSeZ42T0ot/fuvdAFuTrvEZSj3Rkt0Vwykuazoo8PgMdT0WLaLGPGksldt+vyMFPJ91j6uqhMhkEdJUqWid0b9xfde+3ohG79kbg2bVCHM4ysoopKirpYZaiFljepoZBHVU6TW8Uxi1qyspKyRurrcMPfuvdI/wB+691kiKrLGzl1QSIXMdjIFDAsYwxClwPpcgX9+691/9f5/wD7917r3v3Xurg9ibFOwfjD15AuLzNVujM5DH76rMdQwRzyPNuDKR0mLjmgppIsgkAxDwmWUFhCB6ltwPde6G3cu09nLiZKLtKq/uhjJKzaW2afd+3qAU9O0W4aA5GloMvloqCf7KStqgdcU8cMgEgZDcgn3Xujx9V9P7y6wrcRPDjKbc2B2j17tnK5DG7gjnbLbrRK3O4DdDZ2SukqoMXCzRUzU0rtFLJBHyHiAY+690KnTG1arbm5aSfYuw129uXIbwrN3Lsfw1VPJsvqrstJkDYSep8mMzm54qnbsr/aUziN1owEYSGze8+vfPo5Gb2LuV9v9aZjaeXxPaMOG3zunanaWK2quJwk2Vo61MFtqryOZpcjUg4fc2L3JGJZqZWVYjYFWAv731759CKtJHt3Y1fvXb2zKGjl+97RxWSbZGe21ntybeyFLtuj26+8M1hquKfKZKvxVRBT47LwwFLUjAPFpW7a690I3a2KzuyOjept9YZsV1xL1ntvaeNzG3shtubMbg7C3rvdqVJqXJx0uPlrtr1lNkoaqKnlTx00kTm5j/QPde6R3be1MBmKPrLeMFPtrb1bVbX3LvLa+TxearcpttopNriv3Ccw89DGu5K77+Oy0FPNSyyqVQFiCnv3Xuil5XI4Klxu4u0txPJvGgp6HG7Q23jKafIYPDZPJzhMpHTY/bWXo5pqKfa51zGtvJIxvEBcAj3W+kqybiy7YTB5KGDP57e23nrdqUD08QnyWKnMNVQ1eUx/ggjihoKcSedbo0saBlUn37rXRfd44aCgNZt/b+Aw0dXgU8efw9B5Jkymfq6FVWugWBKavq6etgkURkoRpidSQwHv3Xuq9u8dn12bpKls7S4nH4Sm21HWf3OPnx2RpsbnHx1BU5bJ1TJ/Don23mYoZ6eGMtVKVDG51I/uvdVqR7cr+ot7VmAylPTGplnz2Loo3yMdVS46SlpKOenykUsMc0lTSzUtc09GzKvmidJASbge691Y90D2I1KY40eraamkilDaGp0SmAEczz08srzU0gnlj8YfizEMVJA9+691eN8Ztx7O7I2tlPjt2JQYas2nuSirsrs1s7FRVOHp6t6kSS4KTHzxq4nxtXWs8fgLSDHzo6lRRE+/db6Kx3X8fuzOpd2VtN09vD/cDR43+K1GyuxaypqcbiFqZKjGVMGOz9R9zlsBG1QdEaVr1EX7pChAFPv3XukX8RPi52Lvw19F23u+rGPm7K7dx02xdoV5T7up2bvyo2XLT5/cVFDQZLOx/wATx8zA0TUweEIZVILD3vrXR/fktuzZ3VWxMf0F15SYylwVJj6Cv3McLTUVLjFxIlZkxqUcMTeKq3jkMekrCa0pwVGS5IyQPvXXuqHO/uw2qpJaaRqpamc1EkhCvUrJC8d6ZoaeKVZpnZ0cyGO40AadRBHv3W+q55Nu1nbG848dQU1GrUVVhcTXQjIJT0OTqZ8fkamXKSPNFA8NAiY0VNZpX9mBXYnUyg+611ZF0TtDI4WihlwdHisjhMht0ZSTZ7LLXZZ6XGpWY6gyOLlRDQzpn8sZp54HZaoctwxCp7r3VhO0MHDkmp9vZ3AYWevzMbnbuIr9ca4rN0tN4Z62oWoWprqOnpYVMcjBFU+VVBJJ9+690P4/j+KXO4nHRRYLM7EwUdVvChSniNRjsXSmoqq2XGUBgqEeLIxiMQi7mGJyxCm3v3W+ldi63B1lBtztDbUku0sdkqCu2jnsTUy5LcGIxeXgklrv4XWbXw9FBNV1O42eOpWt1I5JETcsSd9e9OjY9XbUwWCxPae8mpNtbirqPAYPd248nks3W47bvlG16Wu28MHPTUDjAVz18oV8fPLVSxJqjJUsF96690s+tsRnt6fH/tje2X/hfZ9R2XtrcMWDwuL25JhNydebx2NPU0y47H09XjYq7clZVZNY46maUS00YhUBpASp91rpCz0EO49oY3d2f2dQVMtXnuvcXhxvfcG2cFurcFbktqyYCl3xh8JSxxZLGZLcBnlpcXBOZNNBGVWIJ6h7r3QZYDYm6htvsDMbqzuO6uO5uxdvbe6qwe5o8Tn6rCY2nx+b2/iKrb9HjKkvnNy5TNRGRad2dJFJsF1aj7r3RN+4tqVG4dzzZDfPX8W4dyYjfib4rdimOrqv719Z9diKgopMvWUrpisTuV5s5EstLUs0KJWtqJkFl917oKu1+md5dnVW4Xq6ODbWE3R13l8xQUWAinTL7VWtzWEwm34sPLRy01PkMeKGCpNVUo0kiQS/2Ijce690R/a219nzYSCn6oqU3bhnn3lgZd3bhoROr0+14KaubHYrKzUED1329VbxpDHI+lSzG929+690APZ+xDvn4r7tdMZmaTc228pVb+gx+Sgip5Y4sZlZqPORJTVEkmR0U+Kkl8chK+ZY7heB7917qoX37r3Xvfuvdf/Q+f8A+/de6WfXW1Z98b72ltGmamWbcOexuMDVkrw0ypUVKLKZpIgZFQRav0jUfoOffuvdX5TYzblR3NsGWmi3JHtnbP8ACet87/D3pKLbVTgNyYo43A5XKTz09TjpsB91rpoJaUrVI8bK7XFvfutdGgy21twUm18ntqm2Dt7cGIqaDH1HdXX+S2pVjK7q2Lj8PV7Oxtfhtx+JWylVtTIR0i01YjxzQLH5A3A9+630digotz/HDqmlye48pD2vT9ey4rY2a/jUlIN47y663JkaCTbVPBURwRY/I0eMochBHHUTuJGiH0LG3v3XujT0WF6+wqbt65qqjJZQYTb9LS5TAYiurqPedPQdgbjocHvCXH+SSjrcZlNrjLiakXzSLSoGlj5Vgfde4dDL1Quz+ps3tzbeL3Js3PYOTaG9zU7iq5cbHuGv7GpMyZhkd3YKvx1NFuzN/wB3sOtTVT0LSSH7Ni48hPv3XvXHT/X7K6/2PuDf/wAmZ6TLzRY/J7PyWfwG3KfH4XN7fq97NTvlewcHi6s0smX292NrqIsqI3hjC0RKAtwfefW+hD6U39srfs+J6zTs/I0NDvXaW/8ArXa23N2vTNvrDdq9dVO0NwfHLeNVnY6avqKSXae58FPl8flJzGkyIkMwaUaffutdB/PT5TvOLszbdJ1nhodpdV42m3j2nt3dlsNu3rHf+6q6mw/b/Z/Rka06U9J1NmN65GqylFQ1LNJQolVJCjUkVPTx+690H3XXVO0Oua7fuP7CgfGbKFbtvcfXm2uxcxhqpsDgZqgbPqN/ZKeLHJQnH12ZyUBx5RTHIPGH8RAJ38+vdJHN/F3s/M1O38ntncOU3D2hlcbiXxWa3FjqLbdLtHZstV9mn8ex0TTN9kTFJNT5IQupcJAzaX964db6Kp8hOsx05nMvRDHYjsSaF9vbWrcvQQDDVWJ27VHKLuzLV+dknq62KPD5hFKu6QwFalVVvpb3Xuq397YjZWw6rc+awdVh9/wrhI+sslhctka7G7jxGUpfDSYfG/w2Wjngq4aXFqRLkNUiTV8KBWRvMR751610QbvfppN80WByuHwz4TLikpJdm7Z28pSfKY7beCkXeuGrHQfe0u4MTl556rHU0kRafz1NNC7f5Mp917oBOnN9w4HcWPq5Zp62iGUzuNzNfOtQ82QlqKEwUeJKtJUxV8NSmko2t3qGlOoqQLe691ah0V2TWouEnpMhHRZLGT0GQweQlgNZS0GapWqfszV0xViqlo5lnpyA8tLJIlrNce631eGuQwvyh6ixO4kh8G7No5rZzb/2li6Sly25Mk2D3DjkpTUSU80r1KrJUQ6pHjVZMc1PWtcmQr7r3QddPdkbU6e6W7yztXNS5re2M+XnzB2jBt7+HjFVEFZlO69xVePwuFzVTKiVFRmqCVhWzweRcXioayc/urErb61Xqo/vnsvJVz7hyFZWmvyuYrqrJ52siiNLBksvVzUdLMmMpI0GqnpklpYKOlUa6aiiijtZAfeuvf4eqr+2d6Q7k3VWT0801HQ1OdxmOwmSjSphlx8UOP8ABWY1/G9NFjaXHQqAzq6vAY7JquQfde6GrpzqCn2bjNyV2SxMucr4qTKwbqwGebTWYqXdGBWPZGPoXc/e1GerslTQV2QgWMfavT08Ergx1IPuvdH/ANl4jY2/K3B53OVWI2FHU4WbrHEYLEZGtyO4cvkGknpszjhjoqOnioI6rHwqKfIK0Sx1k8isWcRe/de6sm+PHWL91ZnFUzUOG65rK2PO7dpcpW065upzOBpp8ZJs/K47PRTUtXLFmsm7SvKqS05EDKzf6r3Xh0aTAfF7srCy53Jbl3BlNudnYuiq23LlMFjqHclJu7aCZCKhkfB0UrRFMWHmSWfJPDGNWqFW0J7917pV9g9UbO7HyuxKTYSTZDYnn3Hubfm2+vM5haNsnh5a07QoexKCpmoGolxNJlsNM1azqqQhpNAk1Ej3W8/n0IlGc50lJ1rsxut8THi+1MEN+9N4HaSR5fcm8uycZWtg+nu5O+6eenkpZ+r8Huykp87LR0zBqlmo5J0+3NRSSe610ve5d/7A2NkM11lB2bk6nB7JxPW/U2Y2ttSaF9+5Le26otzbh7+3edxCmoarIHdO/MzDk8rlYfKLTNDDpd2Hv3XukLjdk7E3huPr/wCUcFFl4hln3tnNvYTc1NQZ3PZSs2lWTmg7Q3Bj6E1Rxe3tkvUUtNiVkeoheCtV+GC6fde6T3a8Gze289uPbVfuXaO3NvxYfrunoc/jqnGybnx2+q3KxQZas2fiaDHVEOzM2drZR5IJqx45lFehQCVPfut9A5X4vr3Nja+wqeXIY3+K7ZWqx+2MnV1tZvGen2Jk6/D7ThyPjkrKvK1u46XFPLWJ5kWUlZnBYge/de6KplaDcnyN6jny+Hy8PV9F2THlttUZwE1MN2bU6x2jNk5dx4esrDBLQ46gy9JQtTSVUDmQo9xY2HvfWuiW43amfym3cVtrKbA23t6ghoa2o6g67xW06qHI7M62zdBj9r1H8a3CI2/gtfuGX7qOqqGeSWcfuFjqN9de6KrTYjbs3a3ZgrU3FJtze/8AeDYOBfL/AGdXtum27t/GTYXJZXHS01NTY6DblbVGKneWfVVySOqqQ1wPde6oC3vtup2dvDc21aw07VO383ksTMaSVpqYtR1UkP7MrgO6WUWLDV/Xn37r3SX9+691/9H5/wD7917o6PwK2XPuz5B4Gtigx9R/dCiqdypDkphDT1FVDNT0VLSoSVDVMxrGMYuPUtzwPfuvdbFa9cbmMOApNlrsmqxC19dS7n27V5SipKRRjFrqbblJQ07Y+f7mKtzzU8dVAKiOWKrOpSDx7917o6mwkh23u7eD7izxqcBsrqrK5FcPUPWz7nxWGZ6b+O1U87xFK3E0IoWalaPU011BS6m/uvdGq2VUYncmL7E3ZSYbN7wzODxWJy2F2rHVYSipt54jauMoqratZiqDLo2Mp8fkNvZqnqm1yRJNUUhNltq9+630u9ibfrMl2xvHdOVr8z3lgt4VdRvfrGno8ZhMhU4rBZ/FIuM2Xm56J46Ot2o+d2xUfYVsvMX38XlcqAx917pR5XvPaO3eq853Fuvq/svorYOx9yYilXa2Rwe0c7mZ80NwfdbiocbXUfmj2nvTPS7jONjQuPMUEbsATffWul3230FQZXN9b7dr8n2tuzdPcvTe69r0vbk9Zi8NtnD5WOGSo652b3Ps2KnzEVBiaagyghp6ipSOngrTK1vqPeuvdFdx3Um09p1/XdRg+rt8biy3V255c5n67e0f+i3ZfaOKrN21FFuLqul3pW1lRHkKrYldDGMbWJ9m8tJM7AeMovv3Xugb+YuM2dtDsen3z1pWVmL2z3lg5Oxtr7d89Zu+Pb1JuulyVPuvbf8AfGq3BIuffEdgxzQLSNHHTQClp6gCVS0A917/AA9HQ63+SmGgpOqNs4fZWz9/bP2htfLVG2cxvPCZfA9n9lYbPCH7jZ+MqXxsUnYWS2Vl6PIYTKSpTSYaWfDxSrEsh9XvLrfQod7dgdVQU2A7MwO4DHvnB7Zxb4Ksx+2qum3N0zs/fucl2tPR7/o604mmzm1cJn8dUz1lLXUqrDI8QgRVKk7+zrx6IZ2ntXBdHZiCv3BW7j7Az27Nw7pxu5YjDTbq3LU9R5yvbc9PnMSKaahEmycfllWoqG01TUsNQsAkVEOj3WuqwM3j+udzbOocVT7fw9JnMnDlcfk97U2Cr9w0dNsWn3PnZ8RkMnt6kzKVeE3elXQh1M0Uk8lLG12tJGPfut9BNgcXSUE9dvXc24MScpV7d7E3FvaqqoItvVG1a/aW3shTY7FYrNzy1FLjt05eqNCkUcNGVSneOSMySosg11rqvn5P9LYza2Y2ruzCdj7a3HuPNYXDb8yu19jQUSpLu3d2Ji3QKGmp2+1osbuPGVdNNR7hxqSeOkyEZqqOJqWr00/uvdG0+NHxd+X/AG0MNSbd6hG2f727jq85TU+5szidrPK1P4sZJUUeOr3/AIgmGoRU3qZkicGZ9ZCqVU+691ss/C7+WN8r9nZLcHb25N97Q63xnW2DoM/vCircTUblj33h8BLmHbatLXTS0k1LlJo6epp4quzUrU9TpeORWVR7rfRet+fy9+ze5aLdHcPxxppF2n2B2R2JuqTAbqyZZ8FvbsHMYLN73qsXkqKryDUmK3DuHJlEaRAYoKSRXuq2G+vdUWfJb4y/MDqNchBuLqP+8Z2huSnzE8G2s1itzy0smSWooYamrx2OYZH+G1y0BkpKiSNQsiawGXUBrrXRS/jh07ic1Ubz3bWdkbfxG4NubZyXYFBtTetLjFlO6dpY6PcD4qGBVraet3TWVGRjp8LRPL45qlGrauFaejSOp917o/m58JRNkk3ZtrcWFjyUFBsWu2XPR08efbdiby2hhlr6XJZiGeCjye5sNA9alWk1Iq/bw62Mc8ksje690MGIoetNt7PfEVW3sXJlcW2AosbvWrwGRwFLW9fVG6cLNlcth9t1GalrMzueqrzJ5HgjiqEpXHIEUlvde49Wj9V7Ywvd2Ymy+38juTrbcWz9ybdocXAYqPa24KLqbbs9VuGHOZ+Kokrlj2XW5R2qqdSKU1cFO0JkZG9W+vdHx6R7C6lag3N2dmcxUf37z+2qrJbmSv27W1e7e5dsbQzI2nj6fYtNS/xamw208puHIRS0tLRUrROySLURnSxGut9BD2l8lMNPiu5dq5/Ym0tl7P3ZtjE5HcVdsHD5LMdn7DpMLTVMeH6/yuRNEv8Ao5y2+9x1VBgsdNPBHhov4hUSNGZDdffZ17z6KL8OaDaG6d813YvZNdU5zB9IYxN9bq2q8tZs6HcA21DhcdsPAwb0g3FbBrmuwag070PjmpmimnqmZBIsPv3WuhZqOmNr7ok33Hmest9bezXZW8KfPYTI7LhHZuxuusZFuSTGbX6hqd8UdbAmPG7apjPka1vvNFNTRMy+NXU+690azqno7GYrNdsYvH5TtvaOe6f6m2VtCv7VhqsVmcHuiSlooqrszZ3S2zJ4cPFUYKePCNC9TTo9NPW6HsFtb3W+kJie8Nr57q/bXbO2Oquyu+tjdgZnILBtjEYTZ+Dy0W5RnqrJ4WhrautaCPeG7sQMOMZUWkJisyRswFx7rXSX3rgqrFdsbd3ViMnlultv7KlG8uyqGrxeEx1ZnsTh8S2LqNo4ufIOaSj2Udx5+M1dZFpacUb+OTSdXvfW+kNvtsNtXGbD3PX4vMbNyeX2tmMpuLa8tThq2k2Lg9y4Wsy+5qjK0WLijxVVR4/AbfkeIRtLHDPWWAJIf3rr3RWuw6Ubi3riIcJmPtMLu/q3FZD+BU8tfBuXI0MUVZHgJpKxIlWjwuQEiNUM+mSI61C3PHuvdEol643QsWbot7LsaPFHJ0lDtTAUuUo6ulqKOvfHRZynradcdStSNjs7STQUVMs8sj1Gp2LkW9+611rb/OXZ020vkRu2aWCgpxupKXdLQ4yUTUkFXkg6ZCnDC9pYq2ncuLnlr359+690UH37r3X/0vn/APv3Xurg/wCVRtiiqq3tDO1mHGXkqIcViMek1KjwUlXQFsotYZpDeUxGYN4kBb0Anjj37r3V9mycLKZaWWjw1ZlJ601+IqK6Oi+2glgr8xJlcjmqOCCBZYcnE1KumdlN5fG6MCT7969e6HjZfb+Dh21id14bFLvzCjBbjwzT4ulbem5s/tLb1RksBWZKrikOPkyOjc1JDHUY2FzUvPV6FVRZj7r3Rho66ry+X2/thZpestz75xmzd2dZbj2rtqKHdV9rPT4/cuxc3icpHHRVGJbESiaJJ2ib7RzDZpISp317oxmwNrdg43e+7Y8B0ftbHzViYqji7Gyu+JBsPLR/xiJnwOG21iFqc5titoK3HwSQUWiCmRWIMzqwX3rr3T3V7X7dw5G6t0bu2fk+ouyM5Q7Xx/Xu4uq3pZ6HsDcG5YIdy4TIZLJZGjM+a3BWwWwdctLUAmlWSRGlPr31vpCb56x35vubtLa/Vu1N6bq7NbBZOjwqSVUdRRUu0a7GYzG5PB47dO64q2h3/jYNx11FV1FLjpIXNFEjrdo2Hv3y610SXdvX2KoMFtDL7j6n7PxnVG39xZGvq9xbHlzec6no8olTW4rfu3k2hW1lJXRbnxO88HLSnLmthUKih4VRU96630hN/wBXnd9/D3FZLIx7socf0J2blMvsqo3Fiar7bM9W9oJSYSakw2R8VKslFtXd+Fh8ywNUQGTJTPYqHZfde6CzpD5M13R2Yw+9Kd8ZjshtmabfGzM3ksTuzMxVORbHVOKyfTdbDSyEUG1ezIaiSqnyEGoUNZTLUfq0g+610MW4/wCZxvfelD2JQUWyaQbr7J3JtvcORyu058xU5FcHi6ampU6urYcjg4q/O7PrqSnmhVslIzzfdzS+LyMB79+XXuiq9wfKzurde/o9zN1/idjZc7ZzO0sJiKfac8dNBtHJUUlGdu0WMzVRlo5MdiMe9UIqko8sQqZxJ6Soj917qvPdnam8qimnwsmRyghT7Wihx+PjqmjFJhDRNTJLBgUxv3WLx0uMilVH1rLUQrKXaRtR31vovmWzWQ/g0oSmzckcM/8AEqehxVHJR0sU709U1dnfsEx8prIoYKWVZZRMHRk0ys3APutdKzqjZOJ7W+QfVOy9qUkGXodg4ar7V7Ny2XyFdXU2Tlr55MttyjjFKq0lNT4fF1lPC1Ky+WWaOW5j1Mia691ujfHvGw5esG9Eo6Y12Q2jBh8DhwlF90k9TE+DyE/3FGUhxk+VkgiqZJBKbTOosWBt7rfWwFketMsfjXunaWxsxX7kyG4OrsPtOh2/T1WHNHDu/PmkiyGSkytoKmTI0D1iH96dIY6dAbamZj7rXVOn8njZe6sz8YPmNtTsnJ5LbldtHv8A7x2DituV9VjKOkfKbE3LuvD0MsFS0JmxzJmsTWwLHBIVaHWzi4Qj3W+gJ+ROPpcVWVO9no6Q1cOy5cNnMUY6BKxqpb7fpaoyVbPDk2wsc09TC5mVi+sABve+vdaUva2ysf1L8ge3dk7uigwlLvHF47t7rjMYquraOloloAMhuPFTPWo0VZSZLGpLEKVE88MyQBTIF8UmutdMOJzOSGMoIpKfOQSPM1bVY7LUc1Wi5AfZ/a5l6NqGN8aKuFoo4G8vlllRhE40kD3XujDbV7R3lFSU+Air8o8MoehqMXXpVpT/AGmUmramSOKLOx5EU+Jra2tlmMcehYamZ5VdZQWHuvdWJ9PfLDuvbG/K7c567xG/spPtvC7U3Rh6raU8tNWbVxdBFQpt3IYvDzYqCGgydFDTFpwiSy/bxBLorK/vTr3RqNtfzP8AfOy6brenrdlUc26+uMzuTKJk94S5qDJZTbuWoqmkl61g/huEmr9v7Sx0clKl8Y6tC1JDKIw6Mp91voC+7fkjV94Z7PbzqkxWRyGar4977u3Pj8LurDCvy9TicXjcZ1TQQVdVLHUbQ6fijIoq2YRmurppqkjWSD7r3Q0bKrczsL4fiWij3bX4nvXtLH7t7ArNvYmq+zxHV/XUFTtfF47M5Hx1CR0u6N1ZOoeFJ3ggWXHROQoZGb3WulztTrmiyeA3PkNs9TdmZDq7cG6qOsw24d+SZrC9U5HcFVPS4brrbTbPoa2prU3JlN354QHLGtmEiMyrCyFj791vo8mzOtN67NyHWu1eytp712p2Q23MNQ5uFquOCkqNrU2EqcfhcHld2bShocbsiilz+Or6qGjr3ndaOdi3rlA9+610uKHa/cGXko957Y3bs/HdS7AzR2t/o52/1TI71vYWDz1VTbbxONyuNyNa1LW7cqJ/DnK9qanBM7yRIktwvuvdMG99qb+yW/8AayZ3o7bNTPT0lZQP2Xi97yzbFxUK5ipCYPJ7VyYp89uatmqameplpDHNTEotp1VWX3vr3Rb3rarGV+5dus83Z+c6/wADu3cvZ+5t17bSr3dU1e7ZqymwuxcZisWklGuJpMTRGWWKnaZ/t1Smskklhrr3Rf8AevbeGqMJl905rHS7HxOQoNr4WObJR/3R3Vhdtbkkp8Jha5EhbIfavV7kqahKbHPJ9wk0WkqRZvfut/Z0Ae+cVMJ8jLV4euw89K+Px1PXSUS1FLAMVkq6sx2Smp5YGf7ypNVJ/lCqtpHdmJfk+z17rX7/AJqu2aOj3H1tm6LEDDmHG1+FyEUNJHHTVNdO0eWapSaI/tl1ckRSAMNRI4vb3Wuqj/fuvdf/2Q==" alt="" /></a></p>
<p style="text-align: center;"><a href="http://www.reclusland.com/art/WinterSpring/GlowThemBones.jpg" target="_blank"><img src="data:image/jpeg;base64,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" alt="" /></a></p>
<p style="text-align: center;">click through for MUCH larger versions, and titles (check the URL/<em>title</em>.jpg)</p>
]]></content:encoded>
			<wfw:commentRss>http://www.reclusland.com/compass/2013/02/05/after-a-long-walk-through-the-dry-winter-snows/feed/</wfw:commentRss>
		<slash:comments>4</slash:comments>
		</item>
		<item>
		<title></title>
		<link>http://www.reclusland.com/compass/2012/12/14/4114/</link>
		<comments>http://www.reclusland.com/compass/2012/12/14/4114/#comments</comments>
		<pubDate>Fri, 14 Dec 2012 17:56:44 +0000</pubDate>
		<dc:creator>Ian</dc:creator>
				<category><![CDATA[prayer]]></category>

		<guid isPermaLink="false">http://www.reclusland.com/compass/?p=4114</guid>
		<description><![CDATA[]]></description>
				<content:encoded><![CDATA[]]></content:encoded>
			<wfw:commentRss>http://www.reclusland.com/compass/2012/12/14/4114/feed/</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>Th..th..th..  th..th..th..</title>
		<link>http://www.reclusland.com/compass/2012/12/14/th-th-th-th-th-th/</link>
		<comments>http://www.reclusland.com/compass/2012/12/14/th-th-th-th-th-th/#comments</comments>
		<pubDate>Fri, 14 Dec 2012 17:49:28 +0000</pubDate>
		<dc:creator>Ian</dc:creator>
				<category><![CDATA[ramblings]]></category>

		<guid isPermaLink="false">http://www.reclusland.com/compass/?p=4110</guid>
		<description><![CDATA[Remember this?  Crazy me is doing it again, this time for a month (for which I leave a little later today, whee!)&#8230; Assuming that things will still be being next year, I&#8217;ll see you all then. Peace out 2012, it&#8217;s been cool.]]></description>
				<content:encoded><![CDATA[<p>Remember <a href="http://www.reclusland.com/compass/2012/06/14/moutain-climbing/http://" target="_blank">this</a>?  Crazy me is doing it again, this time for a month (for which I leave a little later today, whee!)&#8230;</p>
<p>Assuming that things will still be <em>being</em> next year, I&#8217;ll see you all then.</p>
<p>Peace out 2012, it&#8217;s been cool.</p>
<p><img class="decoded aligncenter" style="cursor: -moz-zoom-out;" src="http://www.reclusland.com/compass/wp-content/uploads/HLIC/2de67614270f734736dbb5dfd2fdd96a.jpg" alt="http://www.reclusland.com/compass/wp-content/uploads/HLIC/2de67614270f734736dbb5dfd2fdd96a.jpg" width="300" height="224" /></p>
<p style="text-align: center;">
]]></content:encoded>
			<wfw:commentRss>http://www.reclusland.com/compass/2012/12/14/th-th-th-th-th-th/feed/</wfw:commentRss>
		<slash:comments>2</slash:comments>
		</item>
		<item>
		<title>Darminisms and the Homeless</title>
		<link>http://www.reclusland.com/compass/2012/11/30/darminisms-and-the-homeless/</link>
		<comments>http://www.reclusland.com/compass/2012/11/30/darminisms-and-the-homeless/#comments</comments>
		<pubDate>Fri, 30 Nov 2012 23:40:29 +0000</pubDate>
		<dc:creator>Ian</dc:creator>
				<category><![CDATA[prayer]]></category>
		<category><![CDATA[ramblings]]></category>

		<guid isPermaLink="false">http://www.reclusland.com/compass/?p=4094</guid>
		<description><![CDATA[This morning, I was reading an excerpt from Darwin&#8217;s journals (or was it his autobiography? I cannot recall).  He discussed his lost love of poetry and Shakespeare, how glad such things used to make him, and he lamented that such things now bored him immensely.  His mind seemed to have become only a machine for [...]]]></description>
				<content:encoded><![CDATA[<p>This morning, I was reading an excerpt from Darwin&#8217;s journals (or was it his autobiography? I cannot recall).  He discussed his lost love of poetry and Shakespeare, how glad such things used to make him, and he lamented that such things now bored him immensely.  His mind seemed to have become only a machine for reviewing large quantities of facts and pulling from them a general theory.   He said something along the lines of this making him sad and, very likely, being an unhealthy thing for the mind too.  This implied, to me, a sort of descent into a sort of degeneracy, though perhaps that says more about my mind than about his.</p>
<p>I don&#8217;t have the book with me now, or else I would be more precise.  Please forgive my lack of references.</p>
<p>Later that morning, I was heading in to Starbucks to purchase my daily dose of what Terrence McKenna labeled the shamanic drug of business. Outside, a young homeless man (scraggly beard, long brown hair, stained clothes, my age) was laying on the ground, shoes at his side, kicking his sock-clad feet in the air and babbling to himself.  On my way out I handed him a few coins.  I am embarrassed to admit I unable to look at him so until then; t felt safer to do so upon leaving than it did upon entering.</p>
<p>When I handed him the coins, he looked up at me, very excited, and started talking to<em> </em>me.  I stood and listened a bit.  My memory recorded it as something like &#8220;reflexive, recurrence, becoming, unfolding, enfolding, turning, triangular, dyslexic!&#8221; and then a bit about a melted glass lens refracting perfectly.</p>
<p>This is, I feel, a true enough recounting of his words, though, again, I feel perhaps a bit too much of myself in the words chosen and their arrangement.</p>
<p>He seemed to be both figuring out his theories and telling them to me at the same time, and appeared to be very happy to be doing so.  His eyes were very kind, but (unless it was only in my imagination) there was no real connection in them.  And yet, something in me recognized myself in him, and in knew I had tasted the pleasure he found in his babbling.</p>
<p>Luckily for me I have some social connections, a job, and a blog, so I am safe for now.  I believe I may rightly consider this blog my padded cell, though, happily for me, it remains unlocked.  Or perhaps it&#8217;s better said that it <em>is</em> locked and only I have the key, and that my cell has a window in it as wide as the world.  In my case, such a window can also serve as a ventilation unit.  If memory serves, Darwin come from money, and while money does not ventilate by itself, it can be used create experiences that ventilate well enough.  That man outside of Starbucks had no means of ventilation.</p>
<p>So, yes, it does seem that I am safe, for now.  But that tendency that Darwin mentioned, that analysis of fact and creation of theory, is a pleasurable, addicting activity, and one can run heedlessly into many dangers pursuing it.  While philosophy is dry science, poetry is wet magic. Wet lubricates dry, grease in the axle hole making the ride smooth, saving us from the creation of friction.  No friction, no fumes. No fumes, no need for ventilation.</p>
<p>Wait.  No. Strike that.</p>
<p>Philosophy is language created out for knowledge, from clarity.</p>
<p>Poetry is language created out of emotion, from feeling.</p>
<p>To remain a poet philosopher, you must find a way  to love both the poetry and the philosophy. Otherwise, you may head past the tipping point and over into your doom.  I can only pray that my appreciation of, and skill with, these things always and ever increase. And that this may continue for the greater social good only, and my own good besides.</p>
<p>I have been trying to read poetry daily, lately.  This how I found the Darwin excerpt, in fact.  It&#8217;s in The Rag And Bone Shop of the Heart.</p>
<p style="text-align: center;"><img class="alignnone" src="http://www.reclusland.com/compass/wp-content/uploads/HLIC/849e40a7993b9665a8942448c00e6712.jpg" alt="" width="242" height="248" /></p>
]]></content:encoded>
			<wfw:commentRss>http://www.reclusland.com/compass/2012/11/30/darminisms-and-the-homeless/feed/</wfw:commentRss>
		<slash:comments>5</slash:comments>
		</item>
		<item>
		<title>Mind&#8230;</title>
		<link>http://www.reclusland.com/compass/2012/11/30/mind/</link>
		<comments>http://www.reclusland.com/compass/2012/11/30/mind/#comments</comments>
		<pubDate>Fri, 30 Nov 2012 21:16:44 +0000</pubDate>
		<dc:creator>Ian</dc:creator>
				<category><![CDATA[miscellaneous]]></category>
		<category><![CDATA[ramblings]]></category>

		<guid isPermaLink="false">http://www.reclusland.com/compass/?p=3956</guid>
		<description><![CDATA[Mind has been reorganized to intuitively process and affect quantum-scale events; allowing her to “see” incoming timelines and probabilities The source kind of ruins things (a bit) but before you click through, see how that sentence sits with you&#8230;]]></description>
				<content:encoded><![CDATA[<p><a href="http://dresdencodak.tumblr.com/post/24574027688/dresden-codaks-x-men-reboot">Mind has been reorganized to intuitively process and affect quantum-scale events; allowing her to “see” incoming timelines and probabilities</a></p>
<p>The source kind of ruins things (a bit) but before you click through, see how that sentence sits with you&#8230;</p>
]]></content:encoded>
			<wfw:commentRss>http://www.reclusland.com/compass/2012/11/30/mind/feed/</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>Some more thoughts on concepts</title>
		<link>http://www.reclusland.com/compass/2012/11/08/some-more-thoughts-on-concepts/</link>
		<comments>http://www.reclusland.com/compass/2012/11/08/some-more-thoughts-on-concepts/#comments</comments>
		<pubDate>Fri, 09 Nov 2012 04:42:49 +0000</pubDate>
		<dc:creator>Ian</dc:creator>
				<category><![CDATA[quotes]]></category>
		<category><![CDATA[ramblings]]></category>

		<guid isPermaLink="false">http://www.reclusland.com/compass/?p=4083</guid>
		<description><![CDATA[The internet is a self-referential web of concepts.  It creates an echo chamber within which realities false and true arise and pass away at greater and greater speeds.  Samsara on rocket fuel&#8230;  This can lead to an eventual &#8220;punch in the gut&#8221; from &#8220;objective reality&#8221;.  And those who are able to say &#8220;Ok, yes, and [...]]]></description>
				<content:encoded><![CDATA[<p>The internet is a self-referential web of concepts.  It creates an echo chamber within which realities false and true arise and pass away at greater and greater speeds.  Samsara on rocket fuel&#8230;  This can lead to an eventual &#8220;punch in the gut&#8221; from &#8220;objective reality&#8221;.  And those who are able to say &#8220;Ok, yes, and this too&#8221; are able to take advantage of this and begin once again to separate the chaff from the wheat.  Those who withdraw and refuse to admit the pain of the punch encase themselves even deeper into the echo chamber and are lost in, and eventually destroyed by, the cacophony.<a href="http://www.salon.com/2012/11/07/time_for_a_conservative_gut_check/" data-ga-track-json="[&quot;navigation&quot;, &quot;click&quot;, &quot;Conservatives stare into the abyss&quot;]"> Conservatives stare into the abyss.</a></p>
<p>Remember <a href="http://www.reclusland.com/compass/2012/05/16/the-abyss-a-coalescence-watching-the-tide-come-in-awaiting-its-retreat/" target="_blank">the abyss</a>?</p>
<p>&#8220;It is perhaps worth adding, as a footnote, a slightly different angle on the same difficulty.  The arbitrariness of the existing verbal concepts is not their only disadvantage, for once they are invented, verbal concepts have a further ill-effect on us.  We lose the ability to modify them.  In the unselfconscious situation the action of culture on form is a very subtle business, made up of many minute concrete influences.  But once these influences are represented symbolically in verbal terms, and these symbolic representations or names subsumed under larger and still more abstract categories to make them amenable to thought, they begin to seriously impede our ability to see beyond them.<br />
Where a number of issues are being taken into account in a design decision, inevitably the ones which can be most clearly expressed carry the greatest weight, and are best reflected in the form.  Other factors, important too but less well expressed, are not well reflected.  Caught in a net of language of our own invention, we overestimate the language&#8217;s impartiality.  Each concept, at the time of its invention no more than a concise way of grasping many issues, quickly becomes a precept.  We take the step from description to criterion too easily, so that what is at first a useful tool becomes a bigoted preoccupation.<br />
The Roman bias toward functionalism and engineering did not reach its peak until after Vitruvius had formulates the functionalist doctrine.  The Parthenon could only have been created during a time of preoccupation with aesthetic problems, after the earlier Greek invention of the concept of &#8216;beauty.&#8217;  England&#8217;s nineteenth century low-cost slums were conceived only after monetary values had explicitly been given great importance through the concept &#8216;economics,&#8217; invented not long before.<br />
In this fashion the selfconscious individual&#8217;s grasp of problems is consistently misled.  His concepts and categories, besides being arbitrary and unsuitable, are self-perpetuating.  Under the influence of concepts, he not only does things from a biased point of view, but sees them biasedly as well  The concepts control his perception of fit and misfit &#8211; until in the end he sees nothing but deviations from his conceptual dogmas, and loses not only the urge but even the mental opportunity to frame his problems more appropriately.&#8221;  &#8211; Christopher Alxander, &#8220;Notes on the Synthesis of Form&#8221;</p>
<p><a href="http://en.wikipedia.org/wiki/86-DOS"><strong>Quick-and-dirty</strong></a> is a term used in reference to anything that is an easy way to implement a workaround or &#8220;kludge&#8221;. Its usage is popular among programmers, who use it to describe a crude solution or programming implementation that is imperfect but which solves or masks the problem at hand, and is generally faster and easier to put in place than a proper solution. It is also used in cognitive science to describe first-pass cognitive processes that might attempt to quickly process information in a simple way before resorting to more heavy resource-consuming processes. Recognizing the attractiveness of implementing changes speedily, there was a general move to formalize this as rapid application development. Quick-and-dirty solutions often attend to a specific instance of a problem rather than fixing the cause of the more general problem. As such, they are sometimes used to keep an item of software or hardware working temporarily until a proper fix can be made.</p>
<p><a href="http://www.reclusland.com/compass/2010/02/03/borges-on-the-word/" target="_blank"><em>No word uttered by a god could be less than the universe, or briefer than the sum of time. &#8211; Borges</em> </a></p>
<p>(And this experience is God&#8217;s Speech, God&#8217;s participals and diphthongs, God&#8217;s verbs, God&#8217;s meter and rhyme scheme, God&#8217;s conjugation.  And we are the part this Speech which exists to experience this Speech and to speak back to the Speaker while still being part of what is Spoken. Yet we seem only to want to speak of our own role, never turning to speak of the whole flow of Expression, of which we are both a part and all.  Thus, we keep our light under a bushel basket, and cover ourselves over to hide within the garden, so God does not See us.  And even though the Speech that God Sees is made Good in the Seeing, still we hide with our roles&#8230;)</p>
<p>So let start helping God make that proper fix by getting our heads out from behind our fig leaf bushel baskets&#8230;  How many times is God going let God&#8217;self get punched in the gut because we are not saying &#8220;OK, yes, and this too&#8221; for God, as the Speech of God, as that which is the Speech <em>and</em> knows the Speech?</p>
]]></content:encoded>
			<wfw:commentRss>http://www.reclusland.com/compass/2012/11/08/some-more-thoughts-on-concepts/feed/</wfw:commentRss>
		<slash:comments>13</slash:comments>
		</item>
		<item>
		<title>We are only as good as our highest metaphors&#8230;</title>
		<link>http://www.reclusland.com/compass/2012/11/08/we-are-only-as-good-as-our-highest-metaphors/</link>
		<comments>http://www.reclusland.com/compass/2012/11/08/we-are-only-as-good-as-our-highest-metaphors/#comments</comments>
		<pubDate>Thu, 08 Nov 2012 23:50:51 +0000</pubDate>
		<dc:creator>Ian</dc:creator>
				<category><![CDATA[ramblings]]></category>

		<guid isPermaLink="false">http://www.reclusland.com/compass/?p=4087</guid>
		<description><![CDATA[A quantum superposition captures those mixed feelings. It does not mean our brains are literally quantum computers, as some physicists have speculated. Rather quantum physics is a useful metaphor for the fluidity of human thought. (link fixed, 12/6/12)]]></description>
				<content:encoded><![CDATA[<p><a href="http://www.scientificamerican.com/article.cfm?id=humans-think-like-quantum-particles&amp;page=1" target="_blank"><em>A quantum superposition captures those mixed feelings. It does not mean our brains are literally quantum computers, as some physicists have speculated. Rather quantum physics is a useful metaphor for the fluidity of human thought.</em></a></p>
<p>(link fixed, 12/6/12)</p>
]]></content:encoded>
			<wfw:commentRss>http://www.reclusland.com/compass/2012/11/08/we-are-only-as-good-as-our-highest-metaphors/feed/</wfw:commentRss>
		<slash:comments>6</slash:comments>
		</item>
		<item>
		<title>Alejandro Jodorowski on Conceptual Thinking (Again)</title>
		<link>http://www.reclusland.com/compass/2012/10/29/alejandro-jodorowski-on-conceptual-thinking-again/</link>
		<comments>http://www.reclusland.com/compass/2012/10/29/alejandro-jodorowski-on-conceptual-thinking-again/#comments</comments>
		<pubDate>Mon, 29 Oct 2012 23:30:02 +0000</pubDate>
		<dc:creator>Ian</dc:creator>
				<category><![CDATA[quotes]]></category>

		<guid isPermaLink="false">http://www.reclusland.com/compass/?p=4077</guid>
		<description><![CDATA[Ultimately, I have divided the world &#8211; although these divisions are arbitrary &#8211; into beings and paper dolls.  The word &#8220;paper doll,&#8221; which has stuck to my tongue, helps me to distinguish all the mental constructs.  There are, of course, useful paper dolls and useless paper dolls.  And the usefulness of either varies according to [...]]]></description>
				<content:encoded><![CDATA[<p>Ultimately, I have divided the world &#8211; although these divisions are arbitrary &#8211; into beings and paper dolls.  The word &#8220;paper doll,&#8221; which has stuck to my tongue, helps me to distinguish all the mental constructs.  There are, of course, useful paper dolls and useless paper dolls.  And the usefulness of either varies according to the passage of time or a change in our particular circumstances.  At a certain moment, a formerly useless paper doll can be come useful.</p>
<p style="text-align: center;"><img class="decoded" src="http://www.reclusland.com/compass/wp-content/uploads/HLIC/b83c066eb15083c704975a523c020be9.jpg" alt="http://www.reclusland.com/compass/wp-content/uploads/HLIC/b83c066eb15083c704975a523c020be9.jpg" width="195" height="237" /></p>
]]></content:encoded>
			<wfw:commentRss>http://www.reclusland.com/compass/2012/10/29/alejandro-jodorowski-on-conceptual-thinking-again/feed/</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>Alejandro Jodorowski on Conceptual Thinking</title>
		<link>http://www.reclusland.com/compass/2012/10/25/alejandro-jodorowski-on-conceptual-thinking/</link>
		<comments>http://www.reclusland.com/compass/2012/10/25/alejandro-jodorowski-on-conceptual-thinking/#comments</comments>
		<pubDate>Thu, 25 Oct 2012 17:25:25 +0000</pubDate>
		<dc:creator>Ian</dc:creator>
				<category><![CDATA[quotes]]></category>

		<guid isPermaLink="false">http://www.reclusland.com/compass/?p=4075</guid>
		<description><![CDATA[The root of the virtual is the real.  Because of this, the virtual world will always dissolve into the real.]]></description>
				<content:encoded><![CDATA[<p>The root of the virtual is the real.  Because of this, the virtual world will always dissolve into the real.</p>
<p style="text-align: center;"><img class="alignnone" src="http://www.reclusland.com/compass/wp-content/uploads/HLIC/dd6a5806886696c58f76c0d683ae6a14.jpg" alt="" width="195" height="216" /></p>
]]></content:encoded>
			<wfw:commentRss>http://www.reclusland.com/compass/2012/10/25/alejandro-jodorowski-on-conceptual-thinking/feed/</wfw:commentRss>
		<slash:comments>53</slash:comments>
		</item>
		<item>
		<title>Christopher Alexander on The Root of Logic Systems (and an explanation of Right Form)</title>
		<link>http://www.reclusland.com/compass/2012/10/20/christopher-alexander-on-the-root-of-logic-systems-and-an-explanation-of-right-form/</link>
		<comments>http://www.reclusland.com/compass/2012/10/20/christopher-alexander-on-the-root-of-logic-systems-and-an-explanation-of-right-form/#comments</comments>
		<pubDate>Sat, 20 Oct 2012 23:24:03 +0000</pubDate>
		<dc:creator>Ian</dc:creator>
				<category><![CDATA[quotes]]></category>
		<category><![CDATA[ramblings]]></category>

		<guid isPermaLink="false">http://www.reclusland.com/compass/?p=4071</guid>
		<description><![CDATA[&#8220;Whether we like it or not, however rational we should like it to be, there is a factor of judgement in the choice and use of a logical system which we cannot avoid.  Logical pictures, like any others, are made by simplifications and selections.  It is up to us to see which simplifications we wish [...]]]></description>
				<content:encoded><![CDATA[<p>&#8220;Whether we like it or not, however rational we should like it to be, there is a factor of judgement in the choice and use of a logical system which we cannot avoid.  Logical pictures, like any others, are made by simplifications and selections.  It is up to us to see which simplifications we wish to make, which aspects to consider significant, which picture to adopt.  And this decision is logically arbitrary.  However reasonable and sound the picture is internally, the choice of a picture must, in the end, be irrational.  For even if we can give reasons for choosing one logical scheme rather than another, these reasons only imply that there is another decision scheme behind the first (very likely not explicit).   Perhaps there is still another behind the second one.  But somewhere there are decisions made that are not rational in any sense, that are subject to nothing more than the personal bias of the decision maker.  <em>Logical methods, at best, rearrange the way in which personal bias is to be introduced into a problem.</em><em>  </em>Of course, this <em>&#8220;at best&#8221;</em> is rather important.  Present intuitive methods unhappily introduce personal bias in such a way that it makes problems impossible to solve correctly.  Our purpose must be to repattern the bias so that it no longer interferes in this destructive way with the process of design, and no longer inhibits clarity of form.&#8221;  &#8211; <em>Christopher Alexander, &#8220;Notes on the Synthesis of Form&#8221;</em></p>
<p style="text-align: center;">&#8212;&#8211;</p>
<p style="text-align: left;">What comes to mind for me:</p>
<p><em>Rational form ultimately <em>springs </em>from the non-rational root of personal choice.  Sadly this is almost always done unconsciously, buried under too many previous layers of so-called impersonal rationality.  The fruit of this unconsciousness is to insist in the complete rationality of our forms and systems, an insistence which sits un-well with 0ur intuition.  Our intuition can feel the irrationality beneath the rational, but our adherence to the rational will not allow us to admit the truth of our intuition&#8217;s judgement.  The proper choice here would be to work to consciously admit the irrational at the root of all rational systems, while not abandoning the use of rational systems in general.  But, because we rarely choose to dig that deeply into our rational systems, and because we are scared of completely losing them, the intuition is denied its validation, and instead is reactionarily whored out as &#8220;&#8221;anti-rational,&#8221; a foe of rationality, rather than what lies behind all rational systems.  This weakens the truth at the heart of the intuition and makes it unreliable.<br />
</em></p>
<p><em>Since we refuse to admit the irrational at the root of the rational, even while our intuition tells us that it is ultimately irrational, we therefore must block out part of the intuitive, while still needing to rely on this crippled intuition whenever our rational systems fails us.  What is needed instead is an admittance, a confession, that the so-called rational is ultimately based on the irrational, and therefore the rational must be allowed to die away and grow back as the irrational reality of the situation demands.  The irrational is our source and our true identity.  The rational is a growth, an addition, a beard or makeup upon the original face of the irrational.  It can be used to make the irrational beautiful, but it must never be allowed to be mistaken as ultimate.  Only the irrational is ever truly ultimate.</em></p>
<p><em>This paints a picture of endless death and rebirth.  Whether this is a complete picture of the true state of things remains to be seen&#8230;</em></p>
]]></content:encoded>
			<wfw:commentRss>http://www.reclusland.com/compass/2012/10/20/christopher-alexander-on-the-root-of-logic-systems-and-an-explanation-of-right-form/feed/</wfw:commentRss>
		<slash:comments>16</slash:comments>
		</item>
		<item>
		<title>Almaas, Alexander, Gotama, Gurdjieff, Jesus, Tolle (and Wikipedia)&#8230;phew.</title>
		<link>http://www.reclusland.com/compass/2012/10/18/phew/</link>
		<comments>http://www.reclusland.com/compass/2012/10/18/phew/#comments</comments>
		<pubDate>Thu, 18 Oct 2012 19:32:38 +0000</pubDate>
		<dc:creator>Ian</dc:creator>
				<category><![CDATA[quotes]]></category>

		<guid isPermaLink="false">http://www.reclusland.com/compass/?p=4057</guid>
		<description><![CDATA[(note, all emphasis is mine) &#8220;The fully conscious and alive individual is totally present in the moment and perceives each situation as it is, free from all prejudice and all bias. His perceptions and his actions are not hampered by emotional or mental preconceptions and are not conditioned by past experience. Therefore, his perception is [...]]]></description>
				<content:encoded><![CDATA[<p>(<small>note, all emphasis is mine</small>)<strong></strong></p>
<p>&#8220;The fully conscious and alive individual is totally present in the moment and perceives each situation as it is, free from all prejudice and all bias. His perceptions and his actions are not hampered by emotional or mental preconceptions and are not conditioned by past experience. Therefore, his perception is accurate and his action is to the point; accordingly, he has the capacity to respond efficiently, in tune with the needs of each situation he encounters. <strong>This, of course, implies a certain kind of freedom, which such an individual experiences within his body as a lack of barriers to the movement of energy.</strong> His emotions flow unhindered and are appropriate responses to the situations he encounters. This quantitative change from man&#8217;s normal mode results in a qualitative change in the content of such a person&#8217;s inner experience, which cannot be accessed by an ordinary person, even in his imagination.</p>
<p>Although this state is not conceived of by the majority of humanity, it is still a potential for each human being. There is proof enough of its reality in the few individuals of the various spiritual traditions who have realized it. That it is difficult to attain does not negate its possibility. All disciplines truly oriented toward freeing man attempt to realize it. <strong>The desire for growth and expansion is, among other things, a direct consequence of the experience of the absence of this condition of freedom, indicating that something necessary—and therefore attainable—is missing. </strong><strong><br />
</strong></p>
<p>With this ideal condition as a background, the process of growth and unfoldment becomes easier to understand and appreciate: <strong>any deviation from this condition indicates the presence of prejudices based on the past, whether obvious or hidden, and growth is a matter of uncovering these prejudices and moving beyond them</strong>.&#8221;</p>
<p>- <a href="http://www.gurdjieffclub.ru/de/hauptseite/ressourcen-buecher-videos-links/artikel/ah-almaas-superego.html" target="_blank">A.H. Almaas</a></p>
<p style="text-align: center;">&#8212;&#8211;</p>
<p>&#8220;When we speak of bad fit we refer to a single identifiable property of an ensemble, which is immediate in experience, and describable.  Wherever an instance of misfit occurs in an ensemble, we are able to point specifically at what fails and to describe it.  <strong>It seems as though in practice the concept of good fit, describing only the absence of such failures and hence leaving us nothing concrete to refer to in explanation, can only be explained indirectly</strong>; it is, in practice, as it were, the disjunction of all possible misfits.</p>
<p>With this in mind, I should like to recommend that we should always expect to see the process of achieving a good fit between two entities as a negative process of neutralizing the incongruities, or irritants, or forces, which cause misfits.</p>
<p>It will be objected that to call a good fit the absence of certain negative qualities is no more illuminating than to say that it is the presence of certain positive qualities.  However, though the two are equivalent from a logical point of view, from a phenomenological and practical point of view they are very different.  In practice it will never be as natural to speak of good fit as the simultaneous satisfaction of a number of requirements, as it will be to call it simultaneous nonoccurrence of the same number of corresponding misfits.&#8221;</p>
<p>&#8220;But if we think of the requirements from a negative point of view, as potential misfits, there is a simple way of picking a finite set.  <strong>This is because it is though misfit that the problem originally brings itself to our attention. </strong> We take just those relationships between form and context (<small>Ian&#8217;s note: &#8220;form&#8221; meaning &#8220;figure&#8221;, and &#8220;context&#8221; meaning &#8220;ground&#8221;</small>) which obtrude most strongly, which demand attention most clearly, which seem most likely to go wrong.  We cannot do better than this.  If there were some intrinsic way of reducing the list of requirements to a few, this would mean in essence that we were in possession of a field description of the context: <strong>if this were so, the problem of creating fit would become trivial, and no longer a problem of design.  We cannot have a unitary or field description of a context and still have a design problem <em>worth attention</em>. </strong>&#8221;</p>
<p>- <a href="http://www.amazon.com/Notes-Synthesis-Form-Harvard-Paperbacks/dp/0674627512" target="_blank">Christopher Alexander</a></p>
<p style="text-align: center;">&#8212;&#8211;</p>
<p>Having taken a seat to one side, Vacchagotta the wanderer said to the Master, &#8216;Now then, Venerable Gotama, is there a self?&#8217; When this was said, the Master was silent.</p>
<p>&#8216;Then is there no self?&#8217; For a second time the Master was silent.</p>
<p>Then Vacchagotta the wanderer got up from his seat and left.</p>
<p>Then, not long after Vacchagotta the wanderer had left, the Venerable Ananda said to the Master, &#8216;Why, sir, did the Master not answer when asked a question asked by Vacchagotta the wanderer?&#8217;</p>
<p>&#8216;Ananda, if I, being asked by Vacchagotta the wanderer if there is a self, were to answer that there is a self, that would be conforming with those brahmans &amp; contemplatives who are exponents of eternalism (i.e., the view that there is an eternal soul). And if I&#8230; were to answer that there is no self, that would be conforming with those brahmans &amp; contemplatives who are exponents of annihilationism (i.e., that death is the annihilation of experience). If I&#8230; were to answer that there is a self, would that be in keeping with the arising of knowledge that all phenomena are not-self?</p>
<p>&#8216;No, Lord.&#8217;</p>
<p>&#8216;And if I&#8230; were to answer that there is no self, the bewildered Vacchagotta would become even more bewildered: &#8220;Does the self which I used to have, now not exist?&#8221;&#8216;</p>
<p>— <a href="http://www.accesstoinsight.org/tipitaka/sn/sn44/sn44.010.than.html" target="_blank">S XLIV.10</a></p>
<p style="text-align: center;">&#8212;&#8211;</p>
<p style="text-align: left;">Everything, without exception, all sound logic as well as all historical data, reveal and affirm that God represents absolute goodness; He is all-loving and all-forgiving. He is the just pacifier of all that exists.</p>
<p style="text-align: left;">At the same time why should He, being as He is, send away from Himself one of His nearest, by Him animated, beloved sons, only for the &#8220;way of pride&#8221; proper to any young and still incompletely formed individual, and bestow upon him a force equal but opposite to His own? . . . I refer to the &#8220;Devil.&#8221;</p>
<p style="text-align: left;">This idea illuminated the condition of my inner world like the sun, and rendered it obvious that<strong> in the great world for the possibility of harmonious construction there was inevitably required some kind of continuous perpetuation of the reminding factor. </strong></p>
<p style="text-align: left;">For this reason our Maker Himself, in the name of all that He had created, was compelled to place one of His beloved sons in such an, in the objective sense, invidious situation.</p>
<p style="text-align: left;">Therefore I also have now for my small inner world to create out of myself, from some factor beloved by me, an alike unending source.</p>
<p style="text-align: left;">- <a href="http://www.integralbook.com/wp-content/uploads/2012/03/GURDJIEFF-G.I.-Life-is-real-only-then-when-I-am.pdf" target="_blank">Gurdjieff (PDF)</a></p>
<p style="text-align: center;">&#8212;&#8211;</p>
<p><sup>11 </sup>Jesus continued: “There was a man who had two sons. <sup>12 </sup>The younger one said to his father, ‘Father, give me my share of the estate.’ So he divided his property between them.</p>
<p><sup>13 </sup>“Not long after that, the younger son got together all he had, set off for a distant country and there squandered his wealth in wild living. <sup>14 </sup>After he had spent everything, there was a severe famine in that whole country, and he began to be in need. <sup>15 </sup>So he went and hired himself out to a citizen of that country, who sent him to his fields to feed pigs. <sup>16 </sup>He longed to fill his stomach with the pods that the pigs were eating, but no one gave him anything.</p>
<p><sup>17 </sup>“When he came to his senses, he said, ‘How many of my father’s hired servants have food to spare, and here I am starving to death! <sup>18 </sup>I will set out and go back to my father and say to him: Father, I have sinned against heaven and against you. <sup>19 </sup>I am no longer worthy to be called your son; make me like one of your hired servants.’ <sup>20 </sup>So he got up and went to his father.</p>
<p>“But while he was still a long way off, his father saw him and was filled with compassion for him; he ran to his son, threw his arms around him and kissed him.</p>
<p><sup>21 </sup>“The son said to him, ‘Father, I have sinned against heaven and against you. I am no longer worthy to be called your son.’</p>
<p><sup>22 </sup>“But the father said to his servants, ‘Quick! Bring the best robe and put it on him. Put a ring on his finger and sandals on his feet. <sup>23 </sup>Bring the fattened calf and kill it. Let’s have a feast and celebrate. <sup>24 </sup>For this son of mine was dead and is alive again; he was lost and is found.’ So they began to celebrate.</p>
<p><sup>25 </sup>“Meanwhile, the older son was in the field. When he came near the house, he heard music and dancing. <sup>26 </sup>So he called one of the servants and asked him what was going on. <sup>27 </sup>‘Your brother has come,’ he replied, ‘and your father has killed the fattened calf because he has him back safe and sound.’</p>
<p><sup>28 </sup>“The older brother became angry and refused to go in. So his father went out and pleaded with him. <sup>29 </sup>But he answered his father, ‘Look! All these years I’ve been slaving for you and never disobeyed your orders. Yet you never gave me even a young goat so I could celebrate with my friends. <sup>30 </sup>But when this son of yours who has squandered your property with prostitutes comes home, you kill the fattened calf for him!’</p>
<p style="text-align: left;"><sup>31 </sup>“‘My son,’ the father said, ‘you are always with me, and everything I have is yours. <sup>32 </sup>But we had to celebrate and be glad, because this brother of yours was dead and is alive again; he was lost and is found.’”</p>
<p><a href="http://www.biblegateway.com/passage/?search=Luke+15%3A11-32&amp;version=NIV" target="_blank">Luke 15:11-32</a></p>
<p style="text-align: center;">&#8212;&#8211;</p>
<p id="watch-headline-title"><a href="http://www.youtube.com/watch?v=bImdyQn43s8" target="_blank">Eckhart Tolle &#8211; Did the universe make a mistake with the ego?</a></p>
<p style="text-align: center;">&#8212;&#8211;</p>
<p><a href="http://en.wikipedia.org/wiki/Dukkha#Etymology" target="_blank"><strong>Dukkha &#8211; Etymology</strong></a></p>
<p>The early Western translators of Buddhist texts (prior to the 1970s) translated the Pali term <em>dukkha</em> as &#8220;suffering&#8221; and conveyed the impression that Buddhism was a pessimistic or world-denying philosophy. Later translators, however, including Walpola Rahula (<em>What Buddha Taught</em>, 1974) and nearly all contemporary translators, have emphasized that &#8220;suffering&#8221; is too limited a translation for the term dukkha, and have preferred to either leave the term untranslated or to clarify that translation with terms such as unease, anxiety, stress, dissatisfaction, disquietude, etc.</p>
<p>Rupert Gethin explains:</p>
<dl>
<dd>Rich in meaning and nuance, the word <em>duḥkha</em> is one of the basic terms of Buddhist and other Indian religious discourse. Literally &#8216;pain&#8217; or &#8216;anguish&#8217;, in its religious and philosophical contexts <em>duḥkha</em> is, however, suggestive of an underlying sense of &#8216;unsatisfactoriness&#8217; or &#8216;unease&#8217; that must ultimately mar even our experience of happiness.</dd>
</dl>
<p>On the deepest level, <em>dukkha</em> suggests a basic unsatisfactoriness pervading all forms of life because all forms of life are impermanent and constantly changing. <em>Dukkha</em> indicates a lack of satisfaction, a sense that things never measure up to our expectations or standards.</p>
<p>Sargeant (2009: p. 303) explains the historical roots of <em>duḥkha</em> and its antonym <em>sukha</em>:</p>
<dl>
<dd>It is perhaps amusing to note the etymology of the words sukha (pleasure, comfort, bliss) and duḥkha (misery, unhappiness, pain). The ancient Aryans who brought the Sanskrit language to India were a nomadic, horse- and cattle-breeding people who travelled in horse- or ox-drawn vehicles. Su and dus are prefixes indicating good or bad. The word kha, in later Sanskrit meaning &#8220;sky,&#8221; &#8220;ether,&#8221; or &#8220;space,&#8221; was originally the word for &#8220;hole,&#8221; particularly an axle hole of one of the Aryan&#8217;s vehicles. Thus sukha … meant, originally, &#8220;having a good axle hole,&#8221; while duhkha meant &#8220;having a poor axle hole,&#8221; leading to discomfort.</dd>
</dl>
<p>According to grammatical tradition, <em>dukkha</em> is derived from <em>dus-kha</em> &#8220;uneasy&#8221;, but according to Monier-Williams more likely a Prakritized form of <em>dus-stha</em> &#8220;unsteady, disquieted&#8221;. The Sanskrit prefix &#8216;su&#8217; is used as an emphasis suggesting wholesome, high, evolved, desirable, strong and such.</p>
<p style="text-align: center;"><a href="http://www.southbaytech.com/shop/900.shtml" target="_blank"><img class="alignnone" src="http://www.reclusland.com/compass/wp-content/uploads/HLIC/f2df2708afd55fcb13437f8223fde029.jpg" alt="" width="196" height="206" /></a></p>
<p style="text-align: left;">Cheat sheet:</p>
<p style="text-align: left;">The main points here:</p>
<p style="text-align: left;">1) Suffering is caused by a bad fit between &#8220;self&#8221; and &#8220;context&#8221;.  The best way to achieve good fit is to find a bad fit and negate it.  The negation of a bad fit requires attention.</p>
<p style="text-align: left;">2) Growth is possible, required, preferable to no growth, and necessary for harmonious construction.  Such growth requires constant attention, and constant attention requires a constant reminding factor.</p>
<p style="text-align: left;">3) In an ever-changing world, good fit is indistinguishable from growth.  A good metaphor for this is a smooth axle wheel making for a good ride.</p>
<p style="text-align: left;">4) No attention = bad fit = bad ride.  When attention gets stuck on anything, it is a bad fit.</p>
]]></content:encoded>
			<wfw:commentRss>http://www.reclusland.com/compass/2012/10/18/phew/feed/</wfw:commentRss>
		<slash:comments>7</slash:comments>
		</item>
		<item>
		<title>Christopher Alexander on the Nirmanakaya</title>
		<link>http://www.reclusland.com/compass/2012/10/10/christopher-alexander-on-the-nirmanakaya/</link>
		<comments>http://www.reclusland.com/compass/2012/10/10/christopher-alexander-on-the-nirmanakaya/#comments</comments>
		<pubDate>Wed, 10 Oct 2012 17:22:42 +0000</pubDate>
		<dc:creator>Ian</dc:creator>
				<category><![CDATA[quotes]]></category>

		<guid isPermaLink="false">http://www.reclusland.com/compass/?p=4053</guid>
		<description><![CDATA[&#8220;Life is exactly that property of space in which each spot becomes unique according to its place in the larger scheme of things. So, if there were a spatial formula which would explain in detail how to make living space, it would fail, because, by virtue of being a formula, it could not succeed in [...]]]></description>
				<content:encoded><![CDATA[<p style="text-align: left;">&#8220;Life is exactly that property of space in which each spot becomes unique according to its place in the larger scheme of things.</p>
<p>So, if there were a spatial formula which would explain in detail how to make living space, it would fail, because, by virtue of being a formula, it could not succeed in treating each place as unique.</p>
<p>But there is a formula of living process. If you pay attention to the wholeness, intensify it, intensify it some more &#8211; gradually then it becomes unique.&#8221;</p>
<p style="text-align: center;">
<p><img class="alignnone aligncenter" src="http://www.reclusland.com/compass/wp-content/uploads/HLIC/aa0e33a22061dd22b8f93cab9f481a1c.jpg" alt="" width="195" height="179" /></p>
]]></content:encoded>
			<wfw:commentRss>http://www.reclusland.com/compass/2012/10/10/christopher-alexander-on-the-nirmanakaya/feed/</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>Thomas Traherne on The Mustard Seed</title>
		<link>http://www.reclusland.com/compass/2012/09/21/thomas-traherne-on-the-mustard-seed/</link>
		<comments>http://www.reclusland.com/compass/2012/09/21/thomas-traherne-on-the-mustard-seed/#comments</comments>
		<pubDate>Fri, 21 Sep 2012 16:19:47 +0000</pubDate>
		<dc:creator>Ian</dc:creator>
				<category><![CDATA[quotes]]></category>

		<guid isPermaLink="false">http://www.reclusland.com/compass/?p=4036</guid>
		<description><![CDATA[Your enjoyment of the world is never right, till every morning you awake in Heaven; see yourself in your Father&#8217;s Palace; and look upon the skies, the earth, and the air as Celestial Joys: having such a reverend esteem of all, as if you were among the Angels. The bride of a monarch, in her [...]]]></description>
				<content:encoded><![CDATA[<p>Your enjoyment of the world is never right, till every morning you awake in Heaven; see yourself in your Father&#8217;s Palace; and look upon the skies, the earth, and the air as Celestial Joys: having such a reverend esteem of all, as if you were among the Angels. The bride of a monarch, in her husband&#8217;s chamber, hath too such causes of delight as you.</p>
<p>You never enjoy the world aright, till the Sea itself floweth in your veins, till you are clothed with the heavens, and crowned with the stars: and perceive yourself to be the sole heir of the whole world, and more than so, because men are in it who are every one sole heirs as well as you. Till you can sing and rejoice and delight in God, as misers do in gold, and Kings in sceptres, you never enjoy the world.</p>
<p>Till your spirit filleth the whole world, and the stars are your jewels; till you are as familiar with the ways of God in all Ages as with your walk and table: till you are intimately acquainted with that shady nothing out of which the world was made: till you love men so as to desire their happiness, with a thirst equal to the zeal of your own: till you delight in God for being good to all: you never enjoy the world. Till you more feel it than your private estate, and are more present in the hemisphere, considering the glories and the beauties there, than in your own house: Till you remember how lately you were made, and how wonderful it was when you came into it : and more rejoice in the palace of your glory, than if it had been made but to-day morning.</p>
<p>Yet further, you never enjoy the world aright; till you so love the beauty of enjoying it, that you are covetous and earnest to persuade others to enjoy it. And so perfectly hate the abominable corruption of men in despising it, that you had rather suffer the flames of Hell than willingly be guilty of their error. There is so much blindness and ingratitude and damned folly in it. The world is a mirror of infinite beauty, yet no man sees it. It is a Temple of Majesty, yet no man regards it. It is a region of Light and Peace, did not men disquiet it. It is the Paradise of God. It is more to man since he is fallen than it was before. It is the place of Angels and the Gate of Heaven. When Jacob waked out of his dream, he said &#8220;God is here, and I wist it not. How dreadful is this place! This is none other than the House of God, and the Gate of Heaven&#8221;.</p>
<p style="text-align: center;"><a href="http://en.wikipedia.org/wiki/Thomas_Traherne"><img class="decoded" src="http://www.reclusland.com/compass/wp-content/uploads/HLIC/d5bdd5dfcef341a542a7013b1029c9cc.gif" alt="http://www.reclusland.com/compass/wp-content/uploads/HLIC/d5bdd5dfcef341a542a7013b1029c9cc.gif" /></a></p>
]]></content:encoded>
			<wfw:commentRss>http://www.reclusland.com/compass/2012/09/21/thomas-traherne-on-the-mustard-seed/feed/</wfw:commentRss>
		<slash:comments>4</slash:comments>
		</item>
		<item>
		<title>Jung Wooing Love</title>
		<link>http://www.reclusland.com/compass/2012/09/19/jung-wooing-love/</link>
		<comments>http://www.reclusland.com/compass/2012/09/19/jung-wooing-love/#comments</comments>
		<pubDate>Wed, 19 Sep 2012 16:19:38 +0000</pubDate>
		<dc:creator>Ian</dc:creator>
				<category><![CDATA[quotes]]></category>

		<guid isPermaLink="false">http://www.reclusland.com/compass/?p=4034</guid>
		<description><![CDATA[&#8220;My soul&#8230; Where are you?.. Do you hear me?.. I Speak.. I call you.. Are you there? I have Returned. I am here again. I have shaken the dust of all the lands from my feet, and I have come to you. I am with you.. After long years, of long wondering, I have come [...]]]></description>
				<content:encoded><![CDATA[<p style="text-align: center;">&#8220;My soul&#8230; Where are you?..<br />
Do you hear me?..<br />
I Speak.. I call you.. Are you there?<br />
I have Returned.<br />
I am here again.</p>
<p style="text-align: center;">I have shaken the dust of all the lands from my feet,<br />
and I have come to you.<br />
I am with you..<br />
After long years, of long wondering,<br />
I have come to you, again.Should I tell you, everything I have seen?<br />
Experienced? or drank in?<br />
or do you not want to hear,<br />
about the noise of life and the world.But one thing you must know,<br />
the one thing I have learned,<br />
is that one must live his life..<br />
This life is the way,<br />
the long sought after way,<br />
to the unfathomable which we call divine.</p>
<p style="text-align: center;">There is no other way.<br />
All other ways, are false paths.<br />
So I found the right way,<br />
to let it let me to you, to my soul.</p>
<p style="text-align: center;">I&#8217;ve returned, tempted and purified.<br />
Do you still know me?<br />
How long, the separation lasted.<br />
Everything has come so different.</p>
<p style="text-align: center;">And how did I find you?<br />
How strange my journey was.<br />
What words should I use to tell you,<br />
on what twisted path a good star has guided me to you.</p>
<p style="text-align: center;">Give me your hand,<br />
My almost forgotten soul.<br />
How long, the joy, at seeing you again.<br />
You long disappointed soul.<br />
Life has let me back to you.<br />
Let us thank the life I have lived,<br />
for all the happy, and all the sad hours,<br />
For every joy, for every sadness.</p>
<p style="text-align: center;">My soul, my journey,<br />
should continue with you..<br />
I will wonder with you,<br />
and ascend to my solitude..&#8221;</p>
<p style="text-align: center;">~ <a href="http://www.philemonfoundation.org/" data-hovercard="/ajax/hovercard/page.php?id=106064446101047">Carl G. Jung</a></p>
<div style="text-align: center;"></div>
<div style="text-align: center;"><img class="decoded" src="http://www.reclusland.com/compass/wp-content/uploads/HLIC/6ae4a00bbdaeefc045ae20caee5fa4da.jpg" alt="http://www.reclusland.com/compass/wp-content/uploads/HLIC/6ae4a00bbdaeefc045ae20caee5fa4da.jpg" /></div>
]]></content:encoded>
			<wfw:commentRss>http://www.reclusland.com/compass/2012/09/19/jung-wooing-love/feed/</wfw:commentRss>
		<slash:comments>8</slash:comments>
		</item>
		<item>
		<title>Michael Jeffreys on Byron Katie</title>
		<link>http://www.reclusland.com/compass/2012/09/03/michael-jeffreys-on-byron-katie/</link>
		<comments>http://www.reclusland.com/compass/2012/09/03/michael-jeffreys-on-byron-katie/#comments</comments>
		<pubDate>Mon, 03 Sep 2012 21:07:27 +0000</pubDate>
		<dc:creator>Ian</dc:creator>
				<category><![CDATA[quotes]]></category>

		<guid isPermaLink="false">http://www.reclusland.com/compass/?p=4031</guid>
		<description><![CDATA[“When you argue with reality, you lose, but only 100% of the time.” -Byron Katie This has long been a favorite BK quote of mine. What it points to, a bit humorously, is the cold-blooded, unflinchingly consistent, non-negotiable fact that REALITY trumps “your thoughts ABOUT reality” every single time. In a moment of insight, she [...]]]></description>
				<content:encoded><![CDATA[<p>“When you argue with reality, you lose, but only 100% of the time.” -Byron Katie</p>
<p>This has long been a favorite BK quote of mine. What it points to, a bit humorously, is the cold-blooded, unflinchingly consistent, non-negotiable fact that REALITY trumps “your thoughts ABOUT reality” every single time.</p>
<p>In a moment of insight, she saw the inherent beauty in how consistent and impersonal this “law of the universe” is: “Oh, I see… when I believe my thoughts, I suffer. When I don’t, I don’t suffer.”</p>
<p>It’s not about trying to change your thoughts or get rid of them. Rather, it is simply no longer believing/taking seriously/buying whatever story or scenario the thought is trying to “sell” you on.</p>
<p><a href="http://michaeljeffreys.wordpress.com/2012/08/20/byron-katie-and-the-folly-of-arguing-with-reality/">-Michael Jeffreys</a></p>
<p><em>and yet&#8230;</em></p>
<p>I was listening to an interview with Byron Katie today during my run and she said that one of the things that happened during her awakening, was that she suddenly began to have loving compassion for her THOUGHTS.</p>
<p>Instead of viewing them as “the enemy,” she began to see them much like a mother sees a child who is misguided; with compassion, love and an open heart. And so when a thought arose that said, “I want everyone to like me.” Her response was now a genuinely compassionate: “Of course you do, dear, of course!” It’s amazing what loving your thoughts, versus trying to stop them or change them, will do.</p>
<p>And once she was able to love them as they were (the idea of being “mean” to them suddenly was tantamount to mean to one’s own child!), she was able to see that in fact they were simply one tiny perspective, and not the truth, or the way things “really are.” That no thought was inherently true. And so this is why “questioning every thought” became the core of her teaching, <em>THE WORK</em>.</p>
<p><a href="http://michaeljeffreys.wordpress.com/2012/08/01/byron-katie-and-loving-your-thoughts/">-Michael Jeffreys</a></p>
<p><em>The fact that both of these are true and necessary is not something <em>often </em>something I hear said, but either side without the other is, I think, unhealthy.</em></p>
]]></content:encoded>
			<wfw:commentRss>http://www.reclusland.com/compass/2012/09/03/michael-jeffreys-on-byron-katie/feed/</wfw:commentRss>
		<slash:comments>7</slash:comments>
		</item>
		<item>
		<title>Bentinho Massaro on Taking Responsibility</title>
		<link>http://www.reclusland.com/compass/2012/08/29/bentinho-massaro-on-taking-responsibility/</link>
		<comments>http://www.reclusland.com/compass/2012/08/29/bentinho-massaro-on-taking-responsibility/#comments</comments>
		<pubDate>Wed, 29 Aug 2012 15:08:08 +0000</pubDate>
		<dc:creator>Ian</dc:creator>
				<category><![CDATA[quotes]]></category>

		<guid isPermaLink="false">http://www.reclusland.com/compass/?p=4027</guid>
		<description><![CDATA[***TAKING RESPONSIBILITY FOR YOUR OWN ENERGY is the only way to &#8216;help the world&#8217;.*** &#8220;But what about those in need? How does this message work for a starving child? What good does it do for the world out there?? What about the wars, the pollution, the rape, the killing, the abuse? And what about those [...]]]></description>
				<content:encoded><![CDATA[<p>***TAKING RESPONSIBILITY FOR YOUR OWN ENERGY is the only way to &#8216;help the world&#8217;.***</p>
<p>&#8220;But what about those in need? How does this message work for a starving child? What good does it do for the world out there?? What about the wars, the pollution, the rape, the killing, the abuse? And what about those that murder? Should they be told to follow their highest joy as well?&#8221;</p>
<p>If you&#8217;d really care about all those people you use so eagerly in your imaginations to excuse yourself from having to look at yourself right here, right now and apply the teachings FOR YOURSELF, you&#8217;d stop caring about them&#8230; &lt;&lt;Read the previous sentence again before continuing.</p>
<p>Let it sink in: &#8220;If you would TRULY care about other people, you would stop caring about &#8211; or being concerned for &#8211; them.&#8221;</p>
<p>For that is the only way to help anyone: to be more fully awake to the causeless joy that is YOU, and to be less obsessed with, and aware of: &#8216;other people&#8217;s problems&#8217;. The more you are concerned with &#8216;others&#8217;, the less you help the world change into a higher frequency version of itself.</p>
<p>More world-consciousness = More misery for everyone.<br />
Less world-consciousness = A better world within no-time.</p>
<p>Trust me, or don&#8217;t, but at least stop abusing those imaginary people you pretend to care so much about just to serve your own need to hide behind your fears and excuses.</p>
<p>Take responsibility by letting everyone be taken care of by their own highest good and intelligence. You get in tune with yours, live with integrity, self-awareness and enjoy the permission to forget about other people&#8217;s welfare.</p>
<p>In this self-fulfillment, you will naturally become a better person and a greater force of Light anyway. It&#8217;s the only way to help anyone. You don&#8217;t really care about &#8216;them&#8217; anyway, so stop using them simply because you are comfortable living behind the walls of your fear and pretense. Don&#8217;t pervert their innocence. They have nothing to do with this moment, so leave them out of your games and don&#8217;t use &#8216;those out there&#8217; as a way to hide from yourself.</p>
<p>Simply be most authentically your true Self and compassion will naturally arise IN THOSE CIRCUMSTANCES THAT ACTUALLY APPEAR WITHIN YOUR FIELD OF CONSCIOUSNESS RIGHT HERE AND NOW. Anything that doesn&#8217;t immediately occur to your direct experience, doesn&#8217;t need your care and attention! If you&#8217;re meant to go to africa to feed babies or stop murderers, YOU WILL. If you&#8217;re not there now, THEN YOU DON&#8217;T HAVE TO WORRY ABOUT IT.</p>
<p>The longer you keep projecting this &#8216;disastrous world full of suffering&#8217; outside of your immediate field of perception, the more your energy field embodies a powerful negative quality and emanation (even if you think you&#8217;re doing it out of the right intentions) that energy will actually perpetuate that reality outside of yourself. Everything is energy, so simply check what type of energy you are experiencing within yourself right now, for that is what you are sending out into the world.</p>
<p>By pretending to care so much about &#8216;them&#8217; and wasting all your time and energy on worry, concern and a taught, innocent, yet false sense of righteousness, you&#8217;re actually perpetuating the very state that &#8216;they&#8217; appear to be in. As such, you&#8217;re not helping them by pulling them into the equation of these teachings, you&#8217;re actually one of the perpetrators and officers of their condition. Yep! I&#8217;m not kidding.</p>
<p>You are killing people by pretending to be concerned for those that are being killed. You are raping people by wasting your energy imagining there are those out there who are being raped.</p>
<p>A better world starts with your energy changing to a joyful, loving, care-free one. Care/Concern = fear-energy, IT IS NOT LOVE. Let me repeat, for society has told you differently for many many years:</p>
<p>*** Care = Fear | Love = Care-Free ***</p>
<p>Break free from the spell of pretense that you care about anyone but yourself. Then, you&#8217;ll find a care that is based in honesty, Self-Awareness, presence, love and self-responsibility, not in abusive imaginations labeled &#8216;care and concern for a world I don&#8217;t see at the moment but have been told is somewhere out there that I should worry about all the time. I don&#8217;t deserve my own attention and happiness until I fix the world&#8217;.</p>
<p>Keep your attention on yourself at all times. You&#8217;re not responsible for anyone else&#8217;s highest good. Stop imposing your fear-based beliefs unto their paths. Stop interfering with what they need and desire to experience.</p>
<p>If you wish to help, you have to be an example of a higher frequency of being altogether, which can only establish itself if you stay awake and present to your immediate Self, with trust, love, joy and acceptance. It cannot come about through awareness of projections of &#8216;others and their problems out there&#8217;. Forget about the world. Its the only way to transform it.</p>
<p>What energy are you sending out into the universe RIGHT NOW within yourself? What are you feeling, creating and being energetically right NOW?</p>
<p>And NOW?</p>
<p>And NOW?</p>
<p>And NOW?</p>
<p>And NOW?</p>
<p>Stay with you, leave &#8216;them&#8217; alone.</p>
<p>♥</p>
<p><em>(from a Facebook group)</em></p>
<p style="text-align: center;"><a href="http://www.free-awareness.com/about-us/teachers/57-bentinho-massaro-founder-teacher"><img class="alignnone" src="http://www.reclusland.com/compass/wp-content/uploads/HLIC/505b88130f585d239ead39705c9684cd.jpg" alt="" width="195" height="168" /></a></p>
]]></content:encoded>
			<wfw:commentRss>http://www.reclusland.com/compass/2012/08/29/bentinho-massaro-on-taking-responsibility/feed/</wfw:commentRss>
		<slash:comments>17</slash:comments>
		</item>
		<item>
		<title>NASA, proving the Space Fire phenomenon</title>
		<link>http://www.reclusland.com/compass/2012/08/24/nasa-proving-the-space-fire-phenomenon/</link>
		<comments>http://www.reclusland.com/compass/2012/08/24/nasa-proving-the-space-fire-phenomenon/#comments</comments>
		<pubDate>Fri, 24 Aug 2012 15:44:34 +0000</pubDate>
		<dc:creator>Ian</dc:creator>
				<category><![CDATA[miscellaneous]]></category>

		<guid isPermaLink="false">http://www.reclusland.com/compass/?p=4025</guid>
		<description><![CDATA[For any new readers, check my old Space Fire post. Then check this: &#8220;&#8216;The space-time around Earth appears to be distorted just as general relativity predicts,&#8217; says Stanford University physicist Francis Everitt, principal investigator of the Gravity Probe B mission. Time and space, according to Einstein&#8217;s theories of relativity, are woven together, forming a four-dimensional [...]]]></description>
				<content:encoded><![CDATA[<p>For any new readers, check <a href="http://www.reclusland.com/compass/2009/02/05/space-fire/">my old Space Fire post</a>.</p>
<p>Then check <a href="http://science.nasa.gov/science-news/science-at-nasa/2011/04may_epic/">this</a>:</p>
<p>&#8220;&#8216;The space-time around Earth appears to be distorted just as general relativity predicts,&#8217; says Stanford University physicist Francis Everitt, principal investigator of the Gravity Probe B mission.</p>
<p>Time and space, according to Einstein&#8217;s theories of relativity, are woven together, forming a four-dimensional fabric called &#8216;space-time.&#8217; The mass of Earth dimples this fabric, much like a heavy person sitting in the middle of a trampoline. Gravity, says Einstein, is simply the motion of objects following the curvaceous lines of the dimple.</p>
<p>If Earth were stationary, that would be the end of the story. But Earth is not stationary. Our planet spins, and the spin should twist the dimple, slightly, pulling it around into a 4-dimensional swirl. This is what GP-B went to space in 2004 to check.</p>
<p>The idea behind the experiment is simple:</p>
<p>Put a spinning gyroscope into orbit around the Earth, with the spin axis pointed toward some distant star as a fixed reference point. Free from external forces, the gyroscope&#8217;s axis should continue pointing at the star&#8211;forever. But if space is twisted, the direction of the gyroscope&#8217;s axis should drift over time. By noting this change in direction relative to the star, the twists of space-time could be measured.</p>
<p>In practice, the experiment is tremendously difficult.</p>
<p>&#8216;GP-B researchers had to invent whole new technologies to make this possible,&#8217; notes Will.</p>
<p>They developed a &#8216;drag free&#8217; satellite that could brush against the outer layers of Earth&#8217;s atmosphere without disturbing the gyros. They figured out how to keep Earth&#8217;s magnetic field from penetrating the spacecraft. And they created a device to measure the spin of a gyro&#8211;<em>without touching the gyro</em>. More information about these technologies may be found in the Science@NASA story &#8216;<a href="http://science.nasa.gov/science-news/science-at-nasa/2005/16nov_gpb/">A Pocket of Near-Perfection</a>.&#8217;</p>
<p>Pulling off the experiment was an exceptional challenge. But after a year of data-taking and nearly five years of analysis, the GP-B scientists appear to have done it.</p>
<p>&#8216;We measured a geodetic precession of 6.600 plus or minus 0.017 arcseconds and a frame dragging effect of 0.039 plus or minus 0.007 arcseconds,&#8217; says Everitt.</p>
<p>For readers who are not experts in relativity: <em>Geodetic precession</em> is the amount of wobble caused by the static mass of the Earth (the dimple in spacetime) and the <em>frame dragging effect</em> is the amount of wobble caused by the spin of the Earth (the twist in spacetime). Both values are in precise accord with Einstein&#8217;s predictions.&#8221;</p>
<p><em>The point?  It seems that aiming for &#8220;perfection&#8221; while within a gravity well (gravity being attraction at a distance) will always fail unless the course is corrected with constant movement.  I don&#8217;t mean the science &#8220;proves&#8221; anything &#8220;spiritual&#8221;, rather that it proves something inherent about physical reality that is an excellent metaphor for spiritual reality.  Our myths must grow to match our understanding of the universe, after all&#8230;</em></p>
]]></content:encoded>
			<wfw:commentRss>http://www.reclusland.com/compass/2012/08/24/nasa-proving-the-space-fire-phenomenon/feed/</wfw:commentRss>
		<slash:comments>52</slash:comments>
		</item>
		<item>
		<title>Some thoughts</title>
		<link>http://www.reclusland.com/compass/2012/08/20/some-thoughts/</link>
		<comments>http://www.reclusland.com/compass/2012/08/20/some-thoughts/#comments</comments>
		<pubDate>Mon, 20 Aug 2012 21:26:06 +0000</pubDate>
		<dc:creator>Ian</dc:creator>
				<category><![CDATA[ramblings]]></category>

		<guid isPermaLink="false">http://www.reclusland.com/compass/?p=4015</guid>
		<description><![CDATA[It is not that &#8220;you&#8221; don&#8217;t exist. It is that awareness of anything requires tension.  Without tension, awareness just is, there is no registration of anything on any level. But to say that &#8220;you&#8221; don&#8217;t exist is to still equate &#8220;you&#8221; with tension.  You are not tension.  You are complete tensionlessness.  But perhaps you are [...]]]></description>
				<content:encoded><![CDATA[<p>It is not that &#8220;you&#8221; don&#8217;t exist.</p>
<p>It is that awareness <em>of</em> anything requires tension.  Without tension, awareness just is, there is no registration of anything on any level.</p>
<p>But to say that &#8220;you&#8221; don&#8217;t exist is to still equate &#8220;you&#8221; with tension.  You are not tension.  You are complete tensionlessness.  But perhaps you are tenionlessness that can make use of tension, if tension is not rejected.</p>
<p>Tension here might be the same as (or similar to) holding, resistance, dukha, projections, etc&#8230;</p>
<p>There is nothing wrong with tension.  It is OK when it happens.  But there is a way of no tension, and tension cannot experience it.</p>
<p>The &#8220;you&#8221; that is tension is simply a sensation that passed through your awareness that accidentally got held onto.</p>
<p>Tension is not the problem, ignorance of tension is the problem.  But ignorance and tension are actually the same thing.  Being free of ignorance is being free of tension.</p>
]]></content:encoded>
			<wfw:commentRss>http://www.reclusland.com/compass/2012/08/20/some-thoughts/feed/</wfw:commentRss>
		<slash:comments>9</slash:comments>
		</item>
		<item>
		<title>Clive Sinclair, in 1984</title>
		<link>http://www.reclusland.com/compass/2012/08/13/clive-sinclair-in-1984/</link>
		<comments>http://www.reclusland.com/compass/2012/08/13/clive-sinclair-in-1984/#comments</comments>
		<pubDate>Mon, 13 Aug 2012 16:23:28 +0000</pubDate>
		<dc:creator>Ian</dc:creator>
				<category><![CDATA[quotes]]></category>

		<guid isPermaLink="false">http://www.reclusland.com/compass/?p=4009</guid>
		<description><![CDATA[&#8220;We have been told we are at the start of the second industrial revolution, a concept which seemed radical yesterday, commonplace today. I agree with the idea, though it might be more useful to consider the process we are experiencing as the third rather than the second revolution. &#8220;By my counting, the first occurred when [...]]]></description>
				<content:encoded><![CDATA[<p>&#8220;We have been told we are at the start of the second industrial revolution, a concept which seemed radical yesterday, commonplace today. I agree with the idea, though it might be more useful to consider the process we are experiencing as the third rather than the second revolution.</p>
<p>&#8220;By my counting, the first occurred when mankind learned to plant and harvest, so ending the nomadic age of the hunter-gatherer, who perforce spent most of his time, at least during long parts of the year, in pursuit of food.</p>
<p>&#8220;The farmer, as we have come to think of these first revolutionaries, was able by his husbandry to feed himself and several others, freeing those from the need to feed themselves. They turned to making things &#8211; spades for the garden, buckets and bowls for the house, chariots and ships in which to explore the world. They began to write and record, to frame laws and to protect large areas from their enemies.</p>
<p>&#8220;Many must have mourned the loss of a simpler, more innocent existence; indeed, the story of the garden of Eden may reflect this; but the change broadened mankind, the population grew and spread. There was no chance of return.</p>
<p>&#8220;The second great change occurred around the end of the eighteenth century when we learned to make things not with hand-held tools but with machines. In truth, the change was a gradual one; garment-making machines, though hand-powered, pre-date the pyramids and many examples can be found in Roman times of large-scale industry. So perhaps the essential element in what we call the industrial revolution was the invention of steam power, which not only provided the engines for industry but also the power for transport. The energy in coal replaced the energy in wind.</p>
<p>&#8220;Again, population leapt, again men travelled far more, again larger territories were defended, again men came to long for an arcadian past which existed more in fantasy than in truth, but the simple items of our daily life, the furnishings of our dwellings, became immensely more abundant. Many more were freed by this profusion to lead more contemplative, studious lives in our universities to the eventual benefit of the advance of science.</p>
<p>&#8220;So we come to the third great change which is seen to be upon us, the second industrial revolution as it may be. Partly this is concerned with the replacement of people in factories by robots and computers. Partly, it is the leap made possible in the manipulation and transmission of information. Wholly it is down to the computer in one way or another and once again millions of people will be freed by the change to adopt other pursuits.</p>
<p>&#8220;From a positive viewpoint they are free from the drudgery of the mill. Negatively and realistically they are unemployed and very miserable. This is a sad consequence and we are not so able to manage our affairs to prevent it but it is a temporary pattern, I believe, caused by the incredibly rapid loss of manufacturing employment. Where in the 1940s 50 percent of people worked in factories, not 10 percent will work only half a century later. This revolution will broaden horizons as much as the other two.</p>
<p>&#8220;This, then, is one way of looking at the way we live that is current and becoming popular. It is probably reasonable but if we focus on an analogy with the industrial revolution, we will miss a much more dramatic analogy. Instead of looking back centuries and millennia for a comparison with our times, I would draw you back a million times further into the past than the beginnings of civilisation.</p>
<p>&#8220;Four thousand million years ago, when the universe was only half the size it is now and the solar system only five million years old, a singular thing happened &#8211; life. By some ineluctable process in the primordial soup, stirred by fierce cosmic rays and bolts of lightning, carbon compounds of strange complexity formed and re-formed, growing in subtlety until they came to transmute sunlight and to replicate. For a billion years, these first bacteria, so mysteriously conjured, clumping together to form living reefs called stromatolites, were the only life. Yet three billion years later they evolved into mankind.</p>
<p>&#8220;I said that the event that started this process was singular and so, for all we know, it was. So it will long remain. All life is carbon-based and carbon is exceptional in the variety of compounds to which it leads, providing organisms with a rich choice of building materials. If we ever discover life on other planets we would not be surprised to find it similarly based on carbon but it might not be so.</p>
<p>&#8220;When I was a boy I read science fiction stories and in those days a common theme was the discovery of a life form strangely different from ours. A popular idea was for life based not on carbon compounds but on silicon on the grounds, I believe, that silicon, too, can form a wealth of products, many of them physically useful. Soon, I suggest, those stories will seem strangely prescient, for silicon-base life will exist. It will not have emerged from millions of years of trial and error in energetic protoplasm but from a mere century or less of man&#8217;s endeavour. I am suggesting that the path the silicon-based electronics industry is on will lead to life.</p>
<p>&#8220;The human brain contains, I am told, 10 thousand million cells and each of these may have a thousand connections. Such enormous numbers used to daunt us and cause us to dismiss the possibility of making a machine with human-like ability but now we have grown used to moving forward at such a pace we can be less sure.  Soon, in only 10 or 20 years perhaps, we will be able to assemble a machine as complex as the human brain and if we can we will. It may then take us a long time to render it intelligent by loading in the proper software or by altering the architecture but that, too, will happen.</p>
<p>&#8220;I think it certain that in decades, not centuries, machines of silicon will arise first to rival and then surpass their human progenitors. Once they surpass us they will be capable of their own design. In a real sense they will be reproductive. Silicon will have ended carbon&#8217;s long monopoly &#8211; and ours too, I suppose, for we will no longer be able to deem ourselves the finest intelligence in the known universe. In principle it could be stopped; there will be those who try but it will happen nonetheless. The lid of Pandora&#8217;s box is starting to open.</p>
<p>&#8220;Let us look a little closer to the present. By the end of this decade manufacturing decline will be almost complete, with employment in manufacturing industries less than 10 percent in Britain. The goods are still needed but, as with agriculture already, imports and technical change will virtually remove all employment.</p>
<p>&#8220;Talk of information technology may be misleading. It is true that one of the features of the coming years is the dramatic fall, perhaps by a factor of 100, in the cost of publishing as video disc technology replaces paper and this may be as significant as the invention of the written word and Caxton&#8217;s introduction of movable type.</p>
<p>&#8220;Talk of information technology confuses an issue &#8211; it is used to mean people handling information rather than handling machines and there is little that is fundamental in this. The real revolution which is just starting is one of intelligence. Electronics is replacing man&#8217;s mind, just as steam replaced man&#8217;s muscle but the replacement of the slight intelligence employed on the production line is only the start.</p>
<p>&#8220;The Japanese, with the ICOT program, are aiming to make computers dealing with concepts rather than numbers with thousands of times more power than current large machines. This has triggered a swift and powerful response in the American nation. There is a large joint programme of development among leading U.S. computer companies; it is at least as large as [the] DARPA program and IBM, though it says nothing, may have the biggest programme of all.</p>
<p>&#8220;These projects are aimed at what are loosely termed fifth-generation computers. These really are a new breed of machine entirely and will be as different from today&#8217;s computers as today&#8217;s computer is from an adding machine. Powerful as these new engines will be, they will not remain inordinately expensive, thanks to the progress of the semiconductor industry. Once available they will start to replace human intelligence at ever higher levels of abstraction.</p>
<p>&#8220;The simple microprocessor provides sufficient intelligence for current assembly line robots. As robots learn to see and feel, their brains will grow. Eventually, and not too far in the future, they will make decisions on the production line currently delegated to a supervisor.</p>
<p>&#8220;Outside the factory we employ men&#8217;s minds in two principal ways, as fonts of knowledge and as makers of decisions. The former of these attributes is now falling prey to the machine with the  development of &#8216;expert systems&#8217; whereby the acquired knowledge of a man, an expert in mining for example, is made to repose in the memory of a computer. The transfer of data from human to machine is neither easy nor swift but, once attained, it may be copied at will and broadcast. A formerly scarce resource can thus become plentiful.</p>
<p>&#8220;The ability to reach wise conclusions, as we expect of a doctor or lawyer, from much or scant data will long remain man&#8217;s monopoly but not always. Fifth-generation computers will share this prerogative. Tomorrow we may take our ailments to a machine as readily as to a man. In time that machine will be in the house, removing the need for a journey to the doctor and providing a far more regular monitoring of the state of health than it is now economic to provide.</p>
<p>&#8220;The computer as surrogate teacher may bring even more benefits. Today, and as long as we depend on humans, we must have one teacher to many pupils. The advantage of a tutor for each child is clear and if that tutor is also endlessly patient and superhumanly well-informed we may expect a wonderful improvement in the standard of education.</p>
<p>&#8220;What, though, is the purpose if, in this imagined future, there are no jobs? Curiously we can find analogies in the past. Freemen of Periclean Athens led not such different lives as we might live, for where we will have the machines, they had slaves who served both to teach and as menials. Thanks, perhaps, to their fine education, the freemen of Athens seem not to have found difficulty in filling their time. Just as they did, we will need to educate our children to an appreciation of the finer things of life, to inculcate a love of art, music and science. So we may experience an age as golden as that of Greece.</p>
<p>&#8220;Machines will be capable of replacing men in tasks requiring complex motor functions. Strangely I think it may be easier to make a machine to teach mathematics or Latin than to make one play tennis, for the latter task calls for an astonishingly fine and rapid prediction and decision, coupled to precise action, but still it can and will be done. Not to relieve us of the pleasure of playing games but to relieve us of the monotony and danger of nearly as complex a task, that of driving a car.</p>
<p>&#8220;We took to cars for the freedom they conferred to travel from any one place to another at any time, secure from the elements. We have paid a price in the mortality of our peoples and the pollution of our lands. We have chosen to restrain these remarkable vehicles to much less than half the speeds they could readily attain to mitigate these two evils.</p>
<p>&#8220;The future promises a better solution. I anticipate totally automatic personal vehicles with all the freedom in space and time of today&#8217;s cars but guided by machine intelligence. They will be powered by electricity drawn from internal batteries in towns and on minor roads and from a main supply of the highways, possibly coupled inductively into the vehicle. These latter-day cars will be well nigh silent and clean but, above all, free from human fallibility. They need not then be restricted to 55 or 70 mph on main roads. Speeds of more than 200mph should be safely and economically possible.</p>
<p>&#8220;Magnetic levitation might replace wheels with advantages in the quality of ride, in silence and in the longevity of the vehicle which, having no moving parts, would need no regular servicing. It is entirely possible that the performance of these vehicles will become such as to obsolete aircraft for all but the longest journeys and those over water.</p>
<p>&#8220;The linking of the telephone to ever more sophisticated computing machinery is leading to major improvements in the service available. The latest of these is the cellular radio system of communication now growing in this and certain other American cities. I see this as a partial solution to the general problem of permitting people to telephone one another, no matter when or where. It is but temporary economic restraint, not technical fundament, which bars us from the logical conclusion of truly personal telephones. Carried on or about the person, these wireless devices would allow us to telephone and be telephoned wherever we choose. I would not need to know the whereabouts of the person I was calling &#8211; only his number, since this would be particular to him wherever he was, instead of a fixed instrument as is usual now.</p>
<p>&#8220;I believe this is achievable by an extension of the cellular principle in area and capacity, the latter requiring a much finer granularity of the system. That is to say the controlling transceivers will need to be far more closely spaced.</p>
<p>&#8220;It often seems that each new step in technology brings misery rather than contentment but this is because it brings change faster than benefits, and change, though often stimulating, is always disturbing. So it is and will be with the intelligence revolution but here the benefits to come handsomely outweigh the trauma. Even our most intractable problems may prove soluble.</p>
<p>&#8220;Consider, for example, the imprisonment of offenders. Unless conducted with a biblical sense of retribution, this procedure attempts to reduce crime by deterrence and containment. It is, though, very expensive and the rate of recidivism lends little support to its curative properties.</p>
<p>&#8220;Given a national telephone / computer net such as I have described briefly, an alternative appears. Less than physically dangerous criminals could be fitted with tiny transponders so that their whereabouts, to a high degree of precision, could be monitored and recorded constantly. Should this raise fears of an Orwellian society we could offer miscreants the alternative of imprisonment. I am confident of the general preference.</p>
<p>&#8220;Intelligent robots will also help to care for the elderly who might even find companionship. Sleeplessly vigilant, the robot could provide for normal physical needs and watch for medical problems. As the intelligence of robots increases to emulate that of humans and as their cost declines through economies of scale, we may use them to expand our frontiers, first on Earth through their ability to withstand environments inimical to ourselves. Thus, deserts may bloom and the ocean beds be mined.</p>
<p>&#8220;Further ahead, by a combination of the great wealth this new age will bring and the technology it will provide, we can really begin to use space to our advantage. The construction of a vast, man-created world in space, home to thousands or millions of people, will be within our power and, should we so choose, we may begin in earnest the search for worlds beyond our solar system and the colonisation of the galaxy.&#8221;</p>
<p style="text-align: center;"><a href="http://www.atariarchives.org/deli/trading_cards.php"><img class="alignnone" src="http://www.reclusland.com/compass/wp-content/uploads/HLIC/df67a5cca8bc00d12192015b1a1d7b70.jpg" alt="" width="235" height="323" /></a></p>
<p style="text-align: center;"><small>(given in 1984 to the U.S. Congressional Clearinghouse on the Future, and published in the UK in the August edition of &#8216;Sinclair User&#8217; magazine that year, by ECC Publications, ISSN 0262-5458.)</small></p>
]]></content:encoded>
			<wfw:commentRss>http://www.reclusland.com/compass/2012/08/13/clive-sinclair-in-1984/feed/</wfw:commentRss>
		<slash:comments>28</slash:comments>
		</item>
		<item>
		<title>Albert Hong on Attachment</title>
		<link>http://www.reclusland.com/compass/2012/07/30/albert-hong-on-attachment/</link>
		<comments>http://www.reclusland.com/compass/2012/07/30/albert-hong-on-attachment/#comments</comments>
		<pubDate>Mon, 30 Jul 2012 15:56:09 +0000</pubDate>
		<dc:creator>Ian</dc:creator>
				<category><![CDATA[quotes]]></category>

		<guid isPermaLink="false">http://www.reclusland.com/compass/?p=3999</guid>
		<description><![CDATA[Attachment is love in essence. Why are we so attached? Because we care and don&#8217;t want to lose. Why do we care? Because we love. Its just a poor interpretation of love, which brings about attachment. I&#8217;d say attachment to buddhism liberates itself when one is sincere in practice. When the time is right the [...]]]></description>
				<content:encoded><![CDATA[<p>Attachment is love in essence. Why are we so attached? Because we care and don&#8217;t want to lose. Why do we care? Because we love. Its just a poor interpretation of love, which brings about attachment.</p>
<p>I&#8217;d say attachment to buddhism liberates itself when one is sincere in practice. When the time is right the practice unfolds and destroys itself but until then it isn&#8217;t smart to unattach to buddhism, especially right view (Three marks, Four noble truths, Etc)</p>
<p>Many tend to follow this trend of anti intellectualism or anti concepts. This awareness practice is important but it shouldn&#8217;t negate view and intelligence. As that would be a reaction against our minds.</p>
<p>And some even create a split between mind and heart. If we are overly intellectual we cannot feel and vice versa. I would highly suggest examining why the heart and mind cannot communicate to one another and why we need an illusory split.</p>
<p>With regards to attachment as a whole. Letting go practice is important and in a way the whole practice is about letting go from the gross to the subtle. But its important to realize that it is insight or realization that brings about the letting go. Not the letting go forced by us. That forced letting go turns quickly into dissociative practice where we avoid everything. Imho that is an incorrect practice and can lead one towards a heavy form of Nihilism.</p>
<p>So letting go is a gradual process that happens when we allow phenomena to penetrate our hearts. We do this by holding right view and exploring our experience, good or bad.</p>
<p>And the greatest thing we can realize is that everything is already letting go. We just need to get out of the way. We just need to stop running, stop attaching.</p>
<p>And in many ways letting go doesn&#8217;t bring final resolve. Everything that we can experience or have experienced will stay with us forever in the mandala. Because our pain isn&#8217;t just ours but it is the pain that we all share. Our joy isn&#8217;t just our joy but it is the joy we all share. It is the lessons we learn in both and the commonality of both that we can finally learn to hold both in our hearts and to know peace simultaneously.</p>
<p><img class="aligncenter" src="http://www.reclusland.com/compass/wp-content/uploads/HLIC/d5323b93263cfed20296beed25e43962.jpg" alt="http://www.reclusland.com/compass/wp-content/uploads/HLIC/d5323b93263cfed20296beed25e43962.jpg" /></p>
<p>&nbsp;</p>
]]></content:encoded>
			<wfw:commentRss>http://www.reclusland.com/compass/2012/07/30/albert-hong-on-attachment/feed/</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>Helen Keller on Faith</title>
		<link>http://www.reclusland.com/compass/2012/07/26/helen-keller-on-faith/</link>
		<comments>http://www.reclusland.com/compass/2012/07/26/helen-keller-on-faith/#comments</comments>
		<pubDate>Thu, 26 Jul 2012 18:26:10 +0000</pubDate>
		<dc:creator>Ian</dc:creator>
				<category><![CDATA[quotes]]></category>

		<guid isPermaLink="false">http://www.reclusland.com/compass/?p=4006</guid>
		<description><![CDATA[&#8220;Power, not comfort, is my demand upon faith. Living faith is discomforting to the last degree. It does not offer an escape from life and its evils, but it gives a more abundant life despite all obstacles and all hardships. Faith, rightly understood, is active, not passive. Passive faith is no more a force than [...]]]></description>
				<content:encoded><![CDATA[<p>&#8220;Power, not comfort, is my demand upon faith. Living faith is discomforting to the last degree. It does not offer an escape from life and its evils, but it gives a more abundant life despite all obstacles and all hardships. Faith, rightly understood, is active, not passive. Passive faith is no more a force than sight is in an eye that does not look or search out. Active faith knows no fear. It denies that God has betrayed His creatures and given the world over to darkness. It denies that men are to be judged after the appearance of race, color and opinion instead of according to the Law of Life. It denies that a society in which good will shall replace hate and intelligence co-operation supplant armed force is attainable. It denies despair. Defeat is a simply a signal to press onward. Reinforced by faith, the weakest mortal is mightier than disaster. The God within braces him against the universe; his soul is whole and equal to any emergency.&#8221;</p>
<p style="text-align: center;"><img src="http://www.reclusland.com/compass/wp-content/uploads/HLIC/3e44ccb57201beebe42dd7892654bea7.jpg" alt="http://www.reclusland.com/compass/wp-content/uploads/HLIC/3e44ccb57201beebe42dd7892654bea7.jpg" width="180" height="180" /><small><br />
(from <a href="http://www.amazon.com/The-open-door-Helen-Keller/dp/B0007DX2PK/ref=reg_hu-rd_add_1_dp" target="_blank">The Open Door</a>)</small></p>
]]></content:encoded>
			<wfw:commentRss>http://www.reclusland.com/compass/2012/07/26/helen-keller-on-faith/feed/</wfw:commentRss>
		<slash:comments>11</slash:comments>
		</item>
		<item>
		<title>As the Sky Does in Water</title>
		<link>http://www.reclusland.com/compass/2012/07/24/as-the-sky-does-in-water/</link>
		<comments>http://www.reclusland.com/compass/2012/07/24/as-the-sky-does-in-water/#comments</comments>
		<pubDate>Tue, 24 Jul 2012 17:57:20 +0000</pubDate>
		<dc:creator>Ian</dc:creator>
				<category><![CDATA[prayer]]></category>

		<guid isPermaLink="false">http://www.reclusland.com/compass/?p=3993</guid>
		<description><![CDATA[For the grace of the presence, be grateful. Touch the cloth of the robe, but do not pull it toward you, or like an arrow it will leave the bow. Images. Presence plays with form, fleeing and hiding as the sky does in water, now one place, now nowhere. Imagination cannot contain the absolute. These [...]]]></description>
				<content:encoded><![CDATA[<p style="text-align: center;"><em>For the grace of the presence, be grateful.<br />
Touch the cloth of the robe,<br />
but do not pull it toward you,<br />
or like an arrow it will leave the bow.</em></p>
<p style="text-align: center;"><em>Images. Presence plays with form,<br />
fleeing and hiding as the sky does in water,<br />
now one place, now nowhere.</em></p>
<p style="text-align: center;"><em>Imagination cannot contain the absolute.<br />
These poems are elusive<br />
because the presence is.</em></p>
<p style="text-align: center;"><em>I love the rose that is not a rose,<br />
but the second I try to speak it, any name<br />
for God becomes so-and-so, and vanishes.</em></p>
<p style="text-align: center;"><em>What you thought to draw lifts off the paper,<br />
as what you love slips from your heart.</em></p>
<p style="text-align: center;">- Rumi</p>
<p style="text-align: center;"><a href="http://twistedsifter.com/2012/02/picture-of-the-day-salar-de-uyuni-after-some-rain/"><img class="alignnone" src="http://www.reclusland.com/compass/wp-content/uploads/HLIC/f97b8eb0a30e8bbaed48219a65b9d12f.jpg" alt="" width="407" height="304" /></a></p>
<p style="text-align: center;"><small>(thanks to a friend&#8217;s Facebook feed)</small></p>
]]></content:encoded>
			<wfw:commentRss>http://www.reclusland.com/compass/2012/07/24/as-the-sky-does-in-water/feed/</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
	</channel>
</rss>
