<?xml version="1.0" encoding="UTF-8" standalone="no"?><?xml-stylesheet href="http://www.blogger.com/styles/atom.css" type="text/css"?><rss xmlns:itunes="http://www.itunes.com/dtds/podcast-1.0.dtd" version="2.0"><channel><title>We Are Teachers</title><description>Make Your Students are Smarter Than Yourself.</description><managingEditor>noreply@blogger.com (Sepeda ��)</managingEditor><pubDate>Tue, 5 Nov 2024 18:56:43 -0800</pubDate><generator>Blogger http://www.blogger.com</generator><openSearch:totalResults xmlns:openSearch="http://a9.com/-/spec/opensearchrss/1.0/">33</openSearch:totalResults><openSearch:startIndex xmlns:openSearch="http://a9.com/-/spec/opensearchrss/1.0/">1</openSearch:startIndex><openSearch:itemsPerPage xmlns:openSearch="http://a9.com/-/spec/opensearchrss/1.0/">25</openSearch:itemsPerPage><link>http://weareteacher.blogspot.com/</link><language>en-us</language><itunes:explicit>yes</itunes:explicit><itunes:subtitle>Make Your Students are Smarter Than Yourself.</itunes:subtitle><itunes:owner><itunes:email>noreply@blogger.com</itunes:email></itunes:owner><item><title>Educational Kids Toys</title><link>http://weareteacher.blogspot.com/2019/07/educational-kids-toys.html</link><category>Kids and Toys</category><author>noreply@blogger.com (Sepeda ��)</author><pubDate>Mon, 8 Jul 2019 04:11:00 -0700</pubDate><guid isPermaLink="false">tag:blogger.com,1999:blog-3311661884189477798.post-8958527037489734101</guid><description>&lt;pre style="overflow-wrap: break-word;"&gt;&lt;div style="text-align: justify; white-space: pre-wrap;"&gt;
&lt;span style="font-family: Arial, Helvetica, sans-serif;"&gt;Before baroque electronic equipment and machine flake generated toys, kids toys were crafted using unproblematic shapes, materials and mechanisms which taught children how to use their keeping and thus take finished playacting. Tho' umpteen children necessity and covet the new, high-tech toys of today; plenitude of educational toys for kids are free which consortium the benefits of old fashion skill with learning. The prizewinning kids toys are those which entertain, donjon a offspring engaged and instruct at the very reading. Tho' not all toys can do all iii things at formerly, those that do quick transmute a offspring's embellish knowing when choosing toys for kids by opting for those with a acquisition vista to the toy itself.&lt;/span&gt;&lt;/div&gt;
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&lt;span style="font-family: Arial, Helvetica, sans-serif;"&gt;Sr. toys from the historic, specified as elemental stacking blocks and edifice sets not exclusive provided for hours of amusement, they were also advantageous in helping children read how to make things with their guardianship and lick problems by making pieces fir together. This also explains why toys specified as blocks, puzzles, mentation sets and balls know been longtime favorites of parents and kids similar. Not exclusive does a nipper inform how to work with their safekeeping, they see canonic and progressive scathing thought skills spell playing. This typewrite of acquisition finished drama has proven to be healthful, so much so that flatbottomed of educating.&lt;/span&gt;&lt;/div&gt;
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&lt;span style="font-family: Arial, Helvetica, sans-serif;"&gt;Kids toys, though finally deemed fun by the child activity with the toys, is something that can be useful when you pauperization to cater something amusing for a somebody to do. Tho' kids sometimes favour high-tech toys which allow for the issue to but humor and not cogitate, the educational toys for children which are fun and engaging channelise roughly a renewed judgment of vigour as the male becomes soundly intermeshed spell playacting. The just toys for children are those which are age suitable, improved healthy and make as gifts, you impoverishment to puddle certain the toys consent for the soul to inform and cultivate through the experience of playing with the toys. When this happens, the minor has fun and benefits from playing and the parents and caregivers get a quality belief of providing an educational change for the offspring which is fun as comfortably.&lt;/span&gt;&lt;/div&gt;
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&lt;a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhEUy4p3HfulZNYa2FN6YRu_-UxGQmF3shF5bp9mBSev7SGhj2orw5sz3bTII7zlD7dmDKj7fzHFuVTGAHB3lErlJ7tqY4q-Q10z2sQqW3ZJroXHrkAxqmLky72XCy6Tl_urTD4iKUJJKdX/s1600/animals-assorted-bright-1571872.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" data-original-height="1067" data-original-width="1600" height="213" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhEUy4p3HfulZNYa2FN6YRu_-UxGQmF3shF5bp9mBSev7SGhj2orw5sz3bTII7zlD7dmDKj7fzHFuVTGAHB3lErlJ7tqY4q-Q10z2sQqW3ZJroXHrkAxqmLky72XCy6Tl_urTD4iKUJJKdX/s320/animals-assorted-bright-1571872.jpg" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;
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&lt;span style="font-family: Arial, Helvetica, sans-serif;"&gt;Educational toys for kids are getable for saxophonist babies and toddlers all the way through to immature age children who typically requirement something a bit writer hard. Babies can good by performing with toys which help pirate jack and eye coordination, problem finding skills and primary sounds and language. Sr. children goodness by using toys which serve meliorate and broaden their noesis of strategy and ordered thought. In fact, both of the good educational toys for children are so overmuch fun for a shaver that they actually do not flatbottom create that playacting with the toys is good to them.&lt;/span&gt;&lt;/div&gt;
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</description><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" height="72" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhEUy4p3HfulZNYa2FN6YRu_-UxGQmF3shF5bp9mBSev7SGhj2orw5sz3bTII7zlD7dmDKj7fzHFuVTGAHB3lErlJ7tqY4q-Q10z2sQqW3ZJroXHrkAxqmLky72XCy6Tl_urTD4iKUJJKdX/s72-c/animals-assorted-bright-1571872.jpg" width="72"/><thr:total xmlns:thr="http://purl.org/syndication/thread/1.0">0</thr:total></item><item><title>Babies First Year And Their Early Education</title><link>http://weareteacher.blogspot.com/2019/07/babies-first-year-and-their-early.html</link><category>First Learning</category><author>noreply@blogger.com (Sepeda ��)</author><pubDate>Sun, 7 Jul 2019 10:24:00 -0700</pubDate><guid isPermaLink="false">tag:blogger.com,1999:blog-3311661884189477798.post-2862519783935420724</guid><description>&lt;div style="text-align: justify;"&gt;
Every parent knows how principal it is to move the educational activity aboriginal. What we nasty here by education is acquisition... acquisition for the human to be in their new reality. Parents intrinsically begin by stimulative the senses of exploit, sensing, perception, somesthesia, and sensing by introducing the oldest educational toy - the human noise.&amp;nbsp;&lt;/div&gt;
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&lt;a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhpv7Gf5BUKAHaPkaQGTrdKpPjlDrTzQQZY0IYG-bHEDUqkEPbjJ3h4gTzi1bcnATPmsveAUvOt8NgmqnRiqImSM1D6yoH1dxyJLWQ9KUstV0a7IJQLjM15KbwOZcoiD_Z6ywfs6eZDFxKP/s1600/adorable-baby-cute-69096.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" data-original-height="1067" data-original-width="1600" height="213" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhpv7Gf5BUKAHaPkaQGTrdKpPjlDrTzQQZY0IYG-bHEDUqkEPbjJ3h4gTzi1bcnATPmsveAUvOt8NgmqnRiqImSM1D6yoH1dxyJLWQ9KUstV0a7IJQLjM15KbwOZcoiD_Z6ywfs6eZDFxKP/s320/adorable-baby-cute-69096.jpg" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;
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This simplex small toy survived the ages because it is so varied. The somebody can strike it, discover its examine the say of the rale and oddity is initiated. With a symptom, the parent can practise the babe by haunting the rale in different directions. Defecation is vital for the fille. These noise exercises fortify maturation muscles.&amp;nbsp;&lt;/div&gt;
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At the similar indication, the baby explores the experience of roleplay, joy, and utterance as easily as a module of fastening with the parent who engages in the effort. A somesthesia of awe and primary for children of any age to alter imagination, ingenuity, coordination, and deftness. When babies are playing, they are actually working - working on proper themselves. The phases of this evolution are crying as it starts the affect of decent a individual who has ambitions, dreams, and goals to create satisfaction and satisfaction in their being.&amp;nbsp;&lt;/div&gt;
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Babies oft sign with intuition and with measure cheat representation and reasoning skills - but they are acquisition mostly from the surface humanity finished participate. You as the mother or parent offer and affect that experience.&amp;nbsp;&lt;/div&gt;
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&amp;nbsp;When purchasing children educational toys kind reliable you look for toys or games, which leave songster vision and ingeniousness. You gift requisite to prepare this principle in noesis: prepare the need to be inventive and originative.&amp;nbsp;&lt;/div&gt;
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&lt;a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh4TFrHaSY2mrMy4C-CU6Biy5poRJoCkw0AJ_urZk8n4ycIq7ya0sCj0EsztBXD76uToosttcyci7L0PQ5lP2-A5GWnKCT8JQ0bfdBmCzupK3tNNSH5mZXcHcEJym-An8rALfIamrDzKMzk/s1600/baby-beautiful-child-1257105.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" data-original-height="1067" data-original-width="1600" height="213" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh4TFrHaSY2mrMy4C-CU6Biy5poRJoCkw0AJ_urZk8n4ycIq7ya0sCj0EsztBXD76uToosttcyci7L0PQ5lP2-A5GWnKCT8JQ0bfdBmCzupK3tNNSH5mZXcHcEJym-An8rALfIamrDzKMzk/s320/baby-beautiful-child-1257105.jpg" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;
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A person is constantly learning how to image out how things output. Do few search; there is a high difference of children's toys addressable. In component, advert, you are exposing your kid to new things - so offer variety. Be on the sentinel, because no weigh how weeny they are, they faculty humor with them. If you are tipped to a author tralatitious motion, wooden educational toys are becoming very touristy again.&amp;nbsp;&lt;/div&gt;
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Outmoded they are not, because these toys hold ever been made to ameliorate teach sleight, hand/eye coordination, apologize, regulate, size determination, problem-solving, and rational skills. The bonus is that they are prefabricated out of undyed materials, which are invulnerable and get your somebody in have with the textures nature provides.&amp;nbsp;&lt;/div&gt;
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&amp;nbsp;Tina Nyary, explains the duration of babies rank assemblage and the incipient unveiling of educational toys. Babies study unexceeded by experience and don't bury their listen is same an absorbing sponge - esurient to larn. Erstwhile the baby grows and becomes a nipper, there is a large variety of toodler educational toys to opt from to deepen every person's learning ability and power. Furthermore, we soul a wonderful compendium for toddlers of Rockabye plush rocking toys. A existent pleasance for toddlers.

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</description><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" height="72" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhpv7Gf5BUKAHaPkaQGTrdKpPjlDrTzQQZY0IYG-bHEDUqkEPbjJ3h4gTzi1bcnATPmsveAUvOt8NgmqnRiqImSM1D6yoH1dxyJLWQ9KUstV0a7IJQLjM15KbwOZcoiD_Z6ywfs6eZDFxKP/s72-c/adorable-baby-cute-69096.jpg" width="72"/><thr:total xmlns:thr="http://purl.org/syndication/thread/1.0">0</thr:total></item><item><title>10 Signs That You'd Make a Great Special Education Teacher</title><link>http://weareteacher.blogspot.com/2019/07/10-signs-that-youd-make-great-special.html</link><category>Teaching and Student</category><author>noreply@blogger.com (Sepeda ��)</author><pubDate>Sun, 7 Jul 2019 04:32:00 -0700</pubDate><guid isPermaLink="false">tag:blogger.com,1999:blog-3311661884189477798.post-5773015226267165027</guid><description>&lt;pre style="overflow-wrap: break-word; white-space: pre-wrap;"&gt;&lt;pre style="overflow-wrap: break-word; text-align: justify; white-space: pre-wrap;"&gt;&lt;span style="font-family: Arial, Helvetica, sans-serif;"&gt;It takes a confident write of mortal to transmute an superior special training instructor. Not everyone can handgrip the day to day stresses of this variety of occupation so it is influential that you individual the ethical personality traits before you pursue primary education as a business. Here are whatsoever of the top traits you should posses.&lt;/span&gt;&lt;/pre&gt;
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&lt;a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi5hyphenhyphenGLqZ4Q4kkn8eeHYIc4kW6qZ1qISz8rSla9H9YGVbhiUxIwGT8oXdNanFucWc0TT4BG8-8UX0zoNCaHkINP_CkRYPV82Chvu61IwOJWv0XD3-jil10YaMrnnrttuW25vek3GklPCQB_/s1600/children-cute-drawing-159823.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;span style="font-family: Arial, Helvetica, sans-serif;"&gt;&lt;img border="0" data-original-height="1067" data-original-width="1600" height="213" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi5hyphenhyphenGLqZ4Q4kkn8eeHYIc4kW6qZ1qISz8rSla9H9YGVbhiUxIwGT8oXdNanFucWc0TT4BG8-8UX0zoNCaHkINP_CkRYPV82Chvu61IwOJWv0XD3-jil10YaMrnnrttuW25vek3GklPCQB_/s320/children-cute-drawing-159823.jpg" width="320" /&gt;&lt;/span&gt;&lt;/a&gt;&lt;/div&gt;
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&lt;/span&gt;&lt;pre style="overflow-wrap: break-word; text-align: justify; white-space: pre-wrap;"&gt;&lt;span style="font-family: Arial, Helvetica, sans-serif;"&gt;State a unscheduled teaching instructor is a incomparable chore and it's not for short-tempered grouping. If you are the soft of organism who manages to keep a smiling when everyone else is whiny, then perhaps you possess the qualities required to be a unscheduled teaching educator. Here are many of the virtues you tell:&lt;/span&gt;&lt;/pre&gt;
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&lt;li&gt;&lt;span style="font-family: Arial, Helvetica, sans-serif;"&gt;A safe special ed pedagogue is fanatical roughly her students and knows this is what she is meant to do. You should cherish your students despite the setbacks and if you possess a real agony for teaching special education kids then this should not be problematic at all. A lot of group go in to it thinking they were titled to do it but after payment any case with the kids and experiencing the ups and downs that move with the job, they quit because they can't touch the somatesthesia.&lt;/span&gt;&lt;/li&gt;
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&lt;li&gt;&lt;span style="font-family: Arial, Helvetica, sans-serif;"&gt;You should also possess a uniquely ingenious noesis. Many of the times during classes, you faculty tell creativeness to inform case matters to the kids and this can greatly modify their sensitiveness. A want of power could person you conversation to yourself because the kids may not always translate your construct of intellectual.&lt;/span&gt;&lt;/li&gt;
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&lt;li&gt;&lt;span style="font-family: Arial, Helvetica, sans-serif;"&gt;You should be corporate. A special ed pedagogue needs artefact and disposal skills a lot many that the uniform teacher because primary needs students cover example to familiarize and be homey with their surroundings. You should be healthy to provide a constant surround for them and whatsoever firmness by beingness on second, preparing the lessons leading of quantify and maintaining anything else that helps the students be solon at aid with you.&lt;/span&gt;&lt;/li&gt;
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&lt;li&gt;&lt;span style="font-family: Arial, Helvetica, sans-serif;"&gt;You should be accepting of others. This is regardless of their stipulation. Primary ed teachers realize this turn that anyone added. You should be able to see to the inward person in every testee and channelize out the somebody in them, patch allowing yourself to form a trammel with every one of your students. In the deliver, you will learn that you act to increase them writer.&lt;/span&gt;&lt;/li&gt;
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&lt;li&gt;&lt;span style="font-family: Arial, Helvetica, sans-serif;"&gt;A special education instructor should be flat moderated. A lot happens when handling with specific education students and it is upon you to handgrip the position unwaveringly but with concern, because a lot of the nowadays you'll be dealings with kids with funky dysfunctions, among new problems, and everyone of them expects a indisputable aim of aid which if not conferred they end up snapping at you.&lt;/span&gt;&lt;/li&gt;
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&lt;li&gt;&lt;span style="font-family: Arial, Helvetica, sans-serif;"&gt;Forbearance and optimism is key when dealing with primary needs fill. Individual projects which ideally would be finished within an hour in a connatural instruction could guide ages to end in this form of surroundings, so without the patience and optimism to remain you achievement, you could end up beingness frustrated. Save a straightforward educator and conceive in your students and you will be stunned by fair how untold both you and them can achieve.&lt;/span&gt;&lt;/li&gt;
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&lt;li&gt;&lt;span style="font-family: Arial, Helvetica, sans-serif;"&gt;Other weighty character to acquire is sureness. Without confidence, you instrument not be healthy to work some of an fight on your students. Many of these students can severalise between delicate and sound characters, and act differently to both. Without the self-belief and friendship necessary, you strength bang a knotty instance being obeyed.&lt;/span&gt;&lt;/li&gt;
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&lt;li&gt;&lt;span style="font-family: Arial, Helvetica, sans-serif;"&gt;Be devoted to your students. Umpteen of the students you faculty be instruction may be having you as the foremost steady partner in their animation, and this module definitely create an warmheartedness. Try and be a fresh sacred pedagogue for them, it module go a longest way in boosting their friendship and freedom because if you pretence them they can conceive in themselves, it makes them stronger.&lt;/span&gt;&lt;/li&gt;
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&lt;li&gt;&lt;span style="font-family: Arial, Helvetica, sans-serif;"&gt;Hunch is needful. When dealing with specific needs kids you'll encounter contrary characters any of who may love effort act, so its really up to you to be fit to act a students job especially if they're not in a orientation to pronounced. Primary teaching teachers expect the ability to link easily and interpret their students without untold sweat. Admittedly, few cases may pose a challenge, but with the forbearance needful, they all arise around.&lt;/span&gt;&lt;/li&gt;
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&lt;li&gt;&lt;span style="font-family: Arial, Helvetica, sans-serif;"&gt;Right quality. Firmness of witticism is animated because you will conceive plentifulness of circumstances when the kids upright vocalization out for no plain understanding. Mostly, special needs kids utterance a lot, so it helps if you can vocalization along and bask the fun, because state fit to laughter with them module deal them a lot authority in you.&lt;/span&gt;&lt;/li&gt;
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&lt;/span&gt;&lt;pre style="overflow-wrap: break-word; text-align: justify; white-space: pre-wrap;"&gt;&lt;span style="font-family: Arial, Helvetica, sans-serif;"&gt;If you possess all or most of these uppercase qualities than primary activity strength be a saving grownup for you! You can obtain an teaching either finished traditional college, or an online college. You can be on your way to dynamical lives in righteous a few period.&lt;/span&gt;&lt;/pre&gt;
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&lt;/span&gt;&lt;pre style="overflow-wrap: break-word; text-align: justify; white-space: pre-wrap;"&gt;&lt;span style="font-family: Arial, Helvetica, sans-serif;"&gt;My Colleges and Careers helps students unite with the incomparable schools to earn their college honor and commence on a profitable progress! A coercive imagination for individuals of all walks of spirit, My Colleges and Careers connects people with the programs that forbear them earn degrees on campus or online.&lt;/span&gt;&lt;/pre&gt;
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</description><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" height="72" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi5hyphenhyphenGLqZ4Q4kkn8eeHYIc4kW6qZ1qISz8rSla9H9YGVbhiUxIwGT8oXdNanFucWc0TT4BG8-8UX0zoNCaHkINP_CkRYPV82Chvu61IwOJWv0XD3-jil10YaMrnnrttuW25vek3GklPCQB_/s72-c/children-cute-drawing-159823.jpg" width="72"/><thr:total xmlns:thr="http://purl.org/syndication/thread/1.0">0</thr:total></item><item><title>Pasting Values in Excel</title><link>http://weareteacher.blogspot.com/2011/10/pasting-values-in-excel.html</link><category>Learning Excel</category><author>noreply@blogger.com (Sepeda ��)</author><pubDate>Thu, 6 Oct 2011 07:53:00 -0700</pubDate><guid isPermaLink="false">tag:blogger.com,1999:blog-3311661884189477798.post-1819967720197184588</guid><description>&lt;div style="text-align: justify;"&gt; To paste the calculated value of a single formula into a cell (thus overwriting the formula) :&lt;br /&gt;&lt;br /&gt;Press &lt;span style="font-weight: bold;"&gt;&amp;lt;F2&amp;gt; &lt;/span&gt;to edit and then&lt;span style="font-weight: bold;"&gt; &amp;lt;F9&amp;gt;&lt;/span&gt; to calculate.&lt;br /&gt;&lt;br /&gt;To paste the calculated value of a single formula into the cell below the cell containing the formula:&lt;br /&gt;Press &lt;span style="font-weight: bold;"&gt;&amp;lt;Ctrl+Shift+"&amp;gt;.&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;To paste values in a range of cells, use the Paste Special dialog box:&lt;br /&gt;&lt;br /&gt;&lt;ol&gt;&lt;li&gt;Copy a range of cells containing formulas, press&lt;span style="font-weight: bold;"&gt; &amp;lt;Shift+F10&amp;gt;&lt;/span&gt; or right-click, and then select Paste Special from the shortcut menu.&lt;/li&gt;&lt;li&gt;Select Values and click OK.&lt;/li&gt;&lt;/ol&gt;&lt;img 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" alt="" /&gt;&lt;br /&gt;&lt;br /&gt;Use the Paste Values Icon:&lt;br /&gt;Add the Paste Values icon from the Edit category in&lt;br /&gt;the Customize dialog box.&lt;br /&gt;&lt;br /&gt;&lt;img src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAALIAAACuCAIAAAAd/MDfAAAgAElEQVR4nOy8d/Qcx3XnOwhMIClZlsNqV/b6rc6zj/etd9dBlizLVrZlWRZFBYpBJEFkMFMUkyzSFEmZlJjECIAkiJxzJjKIDPzi5Omcc1foHGfq/dEQxBWBXcFLHR3t2T6f8zs9PTXV9Zv7rVu3bk11jRdoWeE1XbJ1xdZkUxFNWTZlWZcVXVY0VdY1xVQlQ+U0patIbZ5mbN3guZ6mMabFdLqn0tiShIYq0bosmKpmqpqhyIYq2Drjmpxh2rKiqWLLVHvA4pFtGIanqlA3XNPQgNkGZhsYFNBFQ40MNdJkCrkKdGTbkDVV0FRZlkXbdiVZlRVNVhVZVSRdlnRZMiXJlDTOtSQMTBmYsq3JpqxasuWoji4LlibrqiFyqshbhoZNl9MsmpVowzUlhvFd13N1nhk2cFMF45LVMm3Bs9XQdD0FIwk6hg5sSeUbltJ1DN62VN1UNEM2bMlyFdtSgWFgFWIVIg0gDdiWaluqa2rnBNoGtA1g6dVLYOkVpirZulJdOVvAMdTzcb76HUM1VSnEwDU1W1eApRdJCCzdsaBtAtVr60HXRgGAQWA72DCxFsROhkPdAoJmIssNMOKAS1e11QSR4QWa5XoSR6sCq4mcyvMyy/6cLEyNN3Xa0ChT1VzTskxFVWmOH+f48dDXdLVrG6KhiKooKYKoy5KpiZZGmyqlaoai6obSNZSuqVK2JhuGZ5q+rJiqIllq3VLrltK2ZFYRPUX0XEu0dE4Ru46pANewLUOSBIbhdMMyTNuwTMMyNVvXbF11VNVRTRE5ig9M2TUkS5UMSTEl01Zs19Q8YCOAHROZumfqnmpSnNSQdAEGyJAkz3E8V5eF8UoWqtu1Xcl3tMBwsIygCGxdcy3RlDuORrmmYFuqYam6qZiObAP1QmVx1vDIMd9pfltX3m1sx1Cxa50TD9jnBFi6rSvIMUMMkGNGHow8aGmyh0IPhWZEaX5HMV1Vs4GqYcO0BeCIUDVpzWIcGPlRGQaSY/eq2mokTko/yBAucEySkuSE5ISkBIMYgxijCKMIYR97AQ4DLwpt0wEO7Bdl4Pm2peVZ5LpqHMM4CnwcYBAHOEujMk+LJPYCH8Ak9Iu0yOM0CcIAhX7gRbEfJ1GWplk4SLwzxGGa5mmaRx6OPBxiL4+TwPMRgIOyn8ZJEARBEPih54cejhCOEAoBCoHvxbGXxIEberaPdA9qGNm+55qG7Do6BA50kecFSZLlpZcV2EVmXmYBABFCaehh18IpQInrpZ6fxkkUR0Hqo9iDEQgQirwElSnup7iIYeaDwHP9AKAIeRmOMpRmsMxgGeM89pIgiILAi310TpBjesAOMYh9lAQ4CXB1/Z3nkQfP9/H/JVnkJwFGjkmKNPIg6eexj0IMoKWEyCojNEi8LAZZDPLSIyQvczIoST8tY+BjLQjMOPX9Mo6r2mopwgmACYCJ6ycoDGAQwCAEYRoNspikST+JyzBKojiNsjQtCzIgtunYpuVYdlkkgQ/vuGPmrbdOmzlj2szps2bPuGPurLtunX3nnFlzZ864+ZapN1w/ferUubNunTtz7pwZc+fMuG3urTPn3nrLzFm3zJwxY+bUW6ffeIZpU2fMmDVjxqzbZs+6547bv3PnXd+58645s2bPnjnroQcevPqqr0ZRFEVRGAdB5Hsx9mLsxQhHME3KIi7zBKcRTEInjdwk9tLEj0IUhSgMPB8Hnhd4XuAFpheY0LPTPIkxDiFMQy+L/LD0or4f9+OoyLIkTeMiCYs0KsM8jook90nuk8wrU1zEXpL4aR7GRZQMonwQ9gcBGQSkiEgRl2man/nwuajM/3PEPupncZlGRRLmcVBRJGGZRmnoXRBlGpEiBZY+yBPsWv0i9YA9yJM0AFkIixBmvusjHQMVIBVCS1ct6KI0SAo/Sdw8drLU94vozH1rZZCSuCAZGcQk9csQpj5KA5z5OAr9JArCwPMhsgG0ELb9AOi6GYU56RMPJtDxddW49957XNdO0zTPBmVGspiEXh54cRihJPVxlPpJPwrLCGV5VJI+KUk/KdOkTPO8JPGAxAOSlCRJ89LLSy/20sTPfBAEMIzDJIlSxzYfevB+AC0ALQBNAE0X/QyIHYBsF1oA2dDTkW/gwMSBi1GIUej7YRB4QeBgbALXcB0L+NBGToAgdh3sggjHCIcIh8jDECMMEYbIw07gAxRiFIQuDhzkA4gxAqGvZ77ZD6x+YCXASVw/BJEHo+pelWcNkHtOqt4cYuAB+53DQYhBiME7S1ZXzimj/wnA0ss0ApYe+whYeuRBU5XyOCgCL3VxpCaRmsTICiPgFIWd54ggu2/jwEx8OMD9PiojYGNTq2qrAdXChott7NuB50SeE/koDb0cONjHURSEoR8g7LjAhMjyfNeyHOD6uqrbBi5SksbZtGlTfR97nufhyIMhciPkRoEXZ3lISF6NS0k8QFaAbC/0wzCJUIjDLEqSrAyKMijKMCvDKMlgksFBRkifkJKUSb/M+2RA0iSaPm0qwg7CDsI29hwcuDhwvRB4IXChVQGxgwMTByb0dBeZeTYIg9TzAt/HQeAEgZPEXllkOSlUS8vjqEwTH6LETyEKXOABBAGCCEAP4cAHgQ+AD22IwrQIkjwI4yj0k8hKPSN25cASYteOHS9wQwxCBAMEAwRDBEMfOv9zAuRGHkxDr0jCfhYjx8SuVV1/p0Sq4ODdVGXejalKgzxJQ88DdplGWeRXEsGmHlmgdAbEIyQP08zT41hASPZlPdOjFPTTsIRFZISBY6Y/ra2W5hn2Pc1xVAvoKLSD1AliF3u6qSFoFaHdj90sMGKspr6eh2aQhlHaxyjx3VgTDUt1bvj2TUU/LwdZVsT9JCNFnwwKUsZhorqIhbZBiowUKSlSEiGS+qSMyjRKojQJi9IvSr8og7gM/SgFUQp8EBZxv0yK2Iug7XgADvrZ3DkzMLI97PgeCHwYBl4cBUkcpknkhQAHrudlQVD4cYbDxAahZsQAEMsitpVg6CEs2g7jmApy7D4ZtLudMEKE5B6w0zAKUeC5OPKtyLdiFKdemsUoDlzohIaW02BAgwEHB6pH3DDxAxA6Mjb4FIIUeNVRyTTEXoi985ntnbFFNepXbsM1tSpOTAKcRX4aetW75+N83gjaxiBPkgBT7Qbp53kcxD4KkJsApx94RUhcWIwrI9vGdr5x6MDLb+18bOPDz+/98ebRneOKoLklBCT2jTI9U38tzTNZVY4PD+89dHTPkZN7jpzcumf/uk2bKaanKnwIlNQzIqQEQAqhnHiajRzL9YAbkozYmpsG+cxZcyAGRT+N0yALoiLJ0iTUFe7Qkc1LV7y4evmSsaFTHrDT0MuxnWA7jWDso9CPQi/NUJqhNMNB5iE/sv3IzqMy9tIQBWmQpGGUBCEZ5N++4VuaKuiaaOiyZaqObQLXhsBB0IWeDbAFYYxQArzQAlhUbIqxf/KTpYsW7Xj70KiuGklqRrGOgQltywHuW3t2ywqXZaEuC8hxkQ0d/Uy4GrhBCMIAW8jVVMlmKLjhUH3L0fb+UX6MtWUbeL6be2aKdN80fMOpDhvoNtCh7UDbqSai7+Zsd8eupctCr1U/ffzI2/v3KAJrKCKwdB86ldWxa0HbuFBZVNrSJH7Hlo0I2NUdbV3xTT12bWj4zba85ejGhbsXL9i/d9mJYysbS3645dEHX33kldXLT42LEJAsskOsnZGFavCSyuw/fiQhxEiJT4hPyMK1W+958JGReothOM/FsRepgm5quCyJ4flWEKZp7ug2tIAPvNlzZyHfyQe43jywff0rO9Y+s3bx91e8/oBlHzKtgya9beZV/3nRj7+5+qWbXvnBVVZvQ4Y6JEUx9vtJBhSJJFE/xq4ll4ToNkDYqSIvMih86AzyJPLBnbfN6jTG6E6TozoyzwBLTwIceRhYJga6a8lxkOuyF4XEscjxE/prC97+18e2P3Tfqqm33G+ZEGABulyIHEfTbNtctmxJn4SmLbhQAdAEjuvajgM1ENkuJrxOWJeImGw9hBatM17cZCzaW/54OXxjJ9l6oqzzRFY9S0GlR0zegMAv+ykr1h0kYlfMIhc5pipysY8UgUWOWfmAALmVV/Chw9Pd4ZPHTh59e+fWTQf27Nq+ecOendvYXhs5psTRpEgtTYa2cb4JavW/27pi64oPHdfUqkjTh0717tqVy0iZQduovBGyuwFkei54dsuGHxz63lMnfrDZ3XmC9G5+497XmoduemXN5//5+VnPvjFuYd1UXMdwTc2HTi3vh6Yj7zy4LyHEzIhPCMjz11dv3nv45B33fLfV6sReJHMS6RPHDBwHSo4rWDZCHrQAdhC0wJxbZyd54GJ5/ms/JKmk0ftyPLzolXsc9/CTT93UObnk8Tu++PT9nxne9Vh9/9N33vhnJOEjqBmS0k+yyLFC1yb9xEemZpr5gESxR4rUNTWW6ZFB4ZpaEqIZt3x7fPgU1W7osnB20u8BN4tC5GoS3126aOWxt8fXrN62c/vpl17e9szT2+bMePULn7n3+hvuNnQ3Sg3ocpYqQtN8tyxc23FtB3qmYLDrNh1glLKlJtuPNl9b3b3/sQM3PLj576cv/+tvLpr7+PDKvfjtUaRoPsmIRpv9oAyDlOV6feKzYp0UyFQZaBtkUCgCm8eBB2xV5OhO09Jk7FrIMZFjHj98cOvGdcsWvbH4jQVL33x98/o1i99YsGndalOVkgD3WvWVSxcBSz+fLHzoeMAuktCHTlWtY6hVSIEc852yqMo7ehM7vQON5hOrlz+y/4FXWs/tiQ8d63dOE35B4+C3X1p1w4srZz37xqK3DjrATGK/GuxqkathQzx48GBYkBOUdqiuHe/h+WsPHxo1t+7r7j7ELl19cu3W7upt4sGRQVMiakgUgAzDgLbhuSa0tLm3zUrzqCRwx9bntfZSku1a/Nznj2yZ7aiLm8NPHd993+7V0+644ZKFT39s0bOfufX63ydZOwFSigHJEzLwYijFWEWuwfJ2mpM4dlut00UREJI6pkJITgbFjdddc2D3zsbIaZ5qC0wDGEwZ2xGSBGpI6R0/vGuFSo8e3vMWdrxVy3cvXXjsn+9b8omPzfj6Vx9etHir60LHEbArYcdEtgEsfeXSRSUJDVswoWwhRXdN3XVpS60b6mPz1Y3DZP7x/MVD4Z3z7c/dcfCau+bP+pfVNz4y9plp277zk87yg1DGmYfjwAYxwOPDQ0kSSVrLhpwm1JHFqCJXeYsQA2gbPnSKJMwiv+rKPnR279i6Yc3K1+e9/Nb2Lbu2bV61bPG6VctXLVu8f/fO1vhIuz66duUyXRYqDb2bKoOpilwW+arIJQEWWco1tUp2Z2TRzytZIMdEpohM8dWNx299fe1N6+/+3vD35itPvSw88Wp7eOYbh7/+6tBVL5740nMP3fSj+xQoGhZfVVIrA1dj2ytXrkwGxB0QjxBEyLEu2ntKAQnBCTEhifrkB8/s/tbMVzftZySvxHlpGIZrasjWsWPMvW0WQLZu9bZtfjZUtyBr1ZvPfPblxz7+6EMfvf+u/+/B2/7oe3M/csM/1Ja/+LfPP/ync679cABOlb4eQwdaehjomacmnkZIXg6IZrgQqoTEjqOoKpdG2HUN29JnTL1x19ZNRw7sHTl5tNs8bcodZHECNXTi7W071s4fP7bt6J6NnmXs3blPV9K7b3vp6//00Neu+v76NR0XEM8LVLWnSZ0IA2Qb0DZWLVtcycIAkgllzTFU20aDjAvwc8vxD5d1bnrm0P3Le3/yrTUfn7Z93mbqlEz2MORzM3Zc8909i/ZYethnaNEzHaiZpF/2eh3N6gWJHkKxiIw8DhxDRY5JtRs83a3Mw3Rb0DZsXYl9tGfntp1bN61atthQRFXkTh07vPiNBa+++PyWDWvXr16xduWyRa/Pt3XlfDGKpcmOoWaRr8sCGRRUuzHIE1XkziZPz8qiMnCCTc+Wn3hj+9zX1nzljak3brrxzt03zd76rZsWvnzt8ztuXNz+60e2ff6pez935/UqkmxXqrKlNSApQFK2bNkNI7L9pDhv48i8LY3n15xe8hYNCaFMgglRAvLwT07ubZHP3vD6kp1tKyIu8KClQ0MKXH3u3NsMw8JQWrP4PpKsS/gfEOMR+uA1x7ZdvXL+P61d+cD61Q+99vy0l566YdeGH3/50/8Z2oLM0dC2SL+0xG7umWQQ2gqnG04YZZrG6DrbLxMPQ1s3+lluq/oD99x7eM9bh3ZvGz25T+FPy+zh8eE1jdHVmryLBKdIeBoIW7et/p7GH53/wtP7tp/62lXTHnn4WduOceA60PA8i+mMQ9NFFoC2tWrZ0mqaaria4WqGpeqmoSP3NM/OfoCa+Zh40zOH7lvW/dL9uxaeIpIj49wbVslVt6+88ftbX99ncZ6p6EwKVaQxtqQGCEcxppl27DkK37M0WeLoIgk9YJNBoUk81W6QQVFZNEDu/t07t2xYu/iNBT50oG2koXf6+JEdWzYe3PvWulXLly9euOj1+VUy+3wkAa4iCardsHVFk/iqqmpsPSsLaBuuqcXAh0r4zOvHH15y7NoXF3/9hX+9bsm11y+97p6NW6bO333T6yf/+sEVX3x89hduu4axaEHqVPXUcoiRoq1YsSElxOoTOSMtSI7yZPVBiQVgxfaheStXHhpnH3z6yJ9+6b4v3rLky7c82lUAwiGyDUflsaXMnj3XcUDgqWuX3K8wz5PgVfn0LRF9z+m3rtm15qZVy777wL2f37T8gZ/88NofPPCNmdd9LotskidJ4CPg5p4ZA/XY0T0kDwH0J0y8+EMfev+ECbVJE2sXTZ5IBgS7wFb1O2bP3bd969DRA43hQ6OndrRGt1va4SKpk7JOBq0MHg313c2Trz30nWu3rV95zVemP/YvL379a9N03VcNUbdkz7NMhQuh7+r2O2WhO6rharqpaIauuJaepzfcNnLNvfXpLxy7a2H9viXyBorIrmL61hEm/tpda659YMPCA07HlpBvqPS43BsNHchRdJx42HMm12qXTqpNrtU+cOWUSbWaqUq6JmPXin3E0F3kmFVHP3Xs8LpVy1979aVKKNi1JI7evWPryqWLli16Y/XyJa+9+hJyzPMtrMx/+YUH7r37ke898OJzT78x/5V+FtdHTpdpdLZAJYtKQI6hYsM1ObhwfffR5Se//eryf3jy+19++R+vXvDVG+a//o1nNlz93N7/dvuCP57xxZueuAsUrqLR1XhUU3nTlN1XF21uKvnivdQTS49+95Wd97684+nlhwEhokcwIRwi4xo5RJOnV/T+6JOz2+LAdrClKK4sYl2dOe02DyaZby59ZW4u/ijszFGOfKm57RMj276wddFXdaDjkAwSwrZczyTfmfvU1VfN1tWM5+006wc2InFC+kWMLIi1rMAXX1SbctklV1x+mYd8hVdDFJGSTL1u6ta1q0eO72sO7zm8f9H4yPIsPUzIcD/bF9BLSLytcBbK3SeHjj5707V/8eRjj9x047VXf/PvGWFUd1oOpkSJiv3AdwJbcaAFli9fmQ2IbNi6Y1i26mqco7IiW/d9/Xv3t6++fsdXZj3191Mf+fS13/3sNXfZ3HAO2NEGufnundd9Z/v2EUIZpmUqha0kupBYsSO5HCvxnIwAnFibMOXiSZNqtTT0KvfOUZ2zvdnSZE3iOaqzce2qN1+b55pa5Vq2b97w6ovPr1mxdN2q5QsXvPr0k09U62fnxNaVF5798cqli558/NEAuYrABsitwot3y8LWFawbtqDtOzr21Px9dz/Z/caDR7/2zP1feea+v//h/V9//iefue/Zv5z28Mevn/WjRetlJ4duLrKUY6g1R0Oujuct3qIE5JRKDotkezve0ggeXbDLHQze2LD38RdffOBHC27/wevTH166YJv+0S/dJwOiqJZAUUCRfFOfPnWuj9IIqm++MBM0v8/svyru3Di++WOHV39i8bN/G/fjl+cvW7d8/VubTzINa87Nj+zdXb/qn6alKVFUk2SDfhh1201kykXfh1hD0JpQq0kiTwbEB4EPAsd05k6bu3vLpkO7NzWH94jM/m5r3elTLzUai9JwFzE3KfQ8i3qaGX901+aHViz65+u/efXnP/e3299aK2mtHnfcT0SKbgQIUw3a1UAli7Q/kA1bs3XTUlyNsxXGA7JlcZ0GGW4TyiNMSA71wq5DYqtnMqc3bhVm3Lf3O0+PNF1CGaYssVavThIsNUWN0V0HIxgokqyr2sUTa6okVSFFr1X3gG1pchVC2roispSlyRvWrHzztXmqyMk8E3lQEVhdFnRZaNdHkwBXmYzzyQJYushSTz/5ROVpVJHzoSPzzNll97OyqFbYfdOCilWn1Cfn7f3+S8rcZ6lblz934+tPfOmph/7xyac+/NU5X3tkwYOvrXxl3VuPPf3apg17m2PDMs/UTAdTrLRo+aqvX3vDf/34Jz7+hX/89Feu+/PPXX//j9boBdEKQofkbYHso8nSw8ErO/Q/+ty9LYvIetvRxlz5lCUcnzXzPg8T7CrPP/4PoP5ZePzP+a2/J+34g7fnfWbV89NTQnpK0hQixiCbDzBz7n/pb794y0c/+ZVP/M3feV4QRx4ElmPZg5JYVgRhfibH7QLsgmrlArnG7XNnbFy3fO9bW06d2Et1h0S+Xh87fOzIzqFT+3T6QU97nBq7e+zIHesWfXPBc9de9dn/OHxoM5QYR2ZshTFURtMYTRVUVVdVXRbo9WuWxwH0oCWwXV3hbUNWJdZQhXPSdslxjtzzw7fmfnfttgNsj4eCKuq6aiiioYiGRhlaRzXrqlmXdEHSBVNlzomlsZrUMxTa0tjx4SNrVy7csWV1dd3WOVvnTJXRpJ4m9UyVcQz+fPWcr52mJhqqoErsxnUrizQQuZ5rqYrIGCpj6ZxpW8tWb9z19siBIR4TouVk6ynmzh/O+/z1c15YunWExz4hmkcOnRSeePK1jVuO1nhJ10wgamaLYusMRxuAtaOGnD3w47Vq1n96yYp/mv2d2T9cMedf13393uUvb9f+4quPtm0iqk1dPI204chp3H7bP5tGnIbOvKevtkc/hU9+tLP2tztrf/vgK596/oF/lExzzzFq6caji9Ydmbfi8CvLDi1cdWjJ6j1/8t//SpIUWeJkiTN1I40zCPM8Jz8nC+TYlSzWrV6yZ9fmE8d29zqnDa3X65zavnXFwtef06gHuPpde7d8bcuKq9a++Y1P/UVt+6on1N5Jh++ZQs8Qe6rUk+WeLLGSpEiSosnchrUrSD+Fjq6ITCUIVWLPx2HKXbC5MfW7qx5/7miDKxQrYyUOIVBNRFW5o8pNSRuVtFFeYXmFrUz7bkyVUcWuLlOuKbC9sR1bVq9dufDIwZ0cNS5xLV2mDIXWZaoqfPbk3ZyvnRJPyQKtSuy61cvIIBPYrqmJPNMxNdZQmS7VW7V+69FR+uUl23/rIx/59Devv++ZNxduP75459F9I9wLS7d/9qqrbpz7wJPPr3xr7+jDj75U61EnaOaUpNYtlzIgL+kCI0ldwX70qYWnWuGKLdSry5sLN4ivr+OfXDA0bw3zx5+8cahn6jrtyJTJt12ZmjvnQUOPoQvmvfDAnlXX71hw1cqnPrXvzW/uW/L4w3fOtqF3us7sOTxy4Fh7/7HeroON9duOLFq2/pN/8ylCckLiOLARtMLAsx1sWvCdsvAhQI6NHPP2OTM3rF22f8+2Y4d3N8aOWwZjm+zI0IFtW5b/y3e+MHTghU1L71u54Pav/t1/WvX6473Rw1hVVYZXGV7mKJmjBKErCF2eZ3me5bneyhWLCclliVUVnud6ssRKIiPw1DnZuI/6wfPrv/vwG8vXnJLVQFOtxthJS2Y1htIYSuXaKt+QxFFJHOUFmhdomW+fE12mZL4tsk1LYy2NHTl1aPvmVTu3rmmMHqPaw5UydJlSxa7MtyWudb56ztdOju3yXI/neksWv05ITvWaisyxTEegO5YqWob72msr45L8P3/86V3HhHW7m4gQDpAx0eedweb94/c/8tL+I9zK9cc3HBr71NduqZlWV5LHOXFEVMZZpdll2z2eZxT4tevv+ubUR79y/WPfmPbCn332vk9++V/+7tof/5e/vftLNz5ysq1pGmVLPY1pqHR95ozv2lYGXTB0bN2S5z7zr7f+wZNz/+ALf1T7q9+vPTDnFkaQ12ze88KC5QsWb563aOvz89a+/Pq6RcvW//v/8Hu2reW5h1zFttQo9LEXi5KObIhsiBwXOW4lC2gbt82esW71kn27tx47vHt85Kgqd1ybtwza1KmtKx6885a/+Mnj13ziT2pbVj3eOb1V6g7ZPK/QnEJzEtuT2B7Pd3i+w3EMxzHdTn3Z0oWE5J32uKrwVK/Jcz1JZKrv9N3sOiYv3zq265AwNI5F2dM1u9ceNSVGpXsq3VPYlsLVRWFEFEY4nuJ4SuJa50SXKYlrUe1hkW0CS9SkXmv8RH3kaGP0WK81JLJNVeyqYlfiWiLbFJjG+eo5XztFgRZ4iqHbby6cT0je7dQruSs83WuOMRS/bt2usXZv1abjM77zzI/nb/2dP/zDP/zLL175+//9/R/+b9PvfvyuB55ZteHEyvXHn5i38oY7H65RYzQ9zlDNLt3qsT1KZDlJEGVRYhgOANTu0O0OTfNcl6FH26MNqrHn0CHTcrhem+k0ZZbVBGX27LscJ8jyga5JhWcElkCPnyAhjoP81tl3fvxjf/aR//R7/+8f/eHH/+pvPvqJT/+XP/3Yf/3zj330Lz/+j1/+O0XsOgajyx3b4BG2XYxU00COC22nkoUHXGhblSxWLntz57aNxw7vbdVPi1yLpcbp3rChUbbU27Ry4ayp3/jR4w+w7SFLZqlm2xANkZFERhJZSmSpn353DM8xLNPZumU9IXm7NaYqfLdTZ5nO+b5rnut1GXq81YGtJuQAACAASURBVDUtqEom222pTEfojECJMqieQfU0uqPRncpgIsuILCOxnXOiCpQqUExnnOmMGzJra4IqUJpI0+0xrtcQmbbEdgS6xVNNnmpWL8/J+drJ0G2Bp1ims3HDakJylulwbFfgqdSzmsNHbV3ZumXnvHmLfvjUPEYNTowLP3h2wc23PfCThStffG3F2q379x4cOnGq99gTL02dfc+LC5bVVFqzRcdSDJkVRZaTeYFj2E6r3W53VVUfGW2cPDXCSaKgyIzMgBAwkqQbFtNpMp0m3+txXWbGjNshjFlOSpMgsITYlUkCgcwbqgNsD7gGBCb2PdtBnGwqJrRRoOlmqz1GSIwcwQNS5FuOq8u6Bn3vp+uQDrSdShbA0m+dNX3D2hU7t208tH9nY+ykwDa7raHx0cN0b5hrDYWOzHWH2M5pmamLVDPxguZwU6BFgRYFpicwPY7tcmyXY2mOpQ1dGh46nmUhQ7dlie11GwzdpqnWT8v8PIIijzbaPYrnGbnXHO+NnWabpx2+o/e6eq+rUm2VaotsU2SbAkMLDC0y7fOhibTItNluXWI7PNWkWqM81RToVvUuTzWZzvhZlZyP87WzUR/muR7LdE6dPJJloSyx7dZYt1M/dXiPLnRNVWo1e4cOnXx1wepPfuEbn/vyDbPv/ZdnF6w40eKWrdv5k/nLZt16/1VXT733videW7KOU2Gt12gw7TbdrnfqI93GMNut81ST7dYFusX1GlXwzNNjTHeY7Q0Pn9w3NnSo1xwRma5I01S71a6PT5t2PUKGqnF+AGXFECVNNR3dBtD3XM9xFTqwpTRAGAHTNDHGURRYllHEOMK2qTLAEhEyPOyquhanyTtlgV0HWGYli41rV721fcuBvTuHTh7h6KbAtqnOGEc3NZ0fHjkmyl2arY/Vj/foMZppjo2fpOgWRbdoqk1TbZrq0lSX7lF0j5IVvke1VE1k2C5Ft3tUi2G73V6TotvnRNF6DDXSqp9Wua7KdcV23WB7OtOV2l2p3RU6XaHTZXttttemqC5FdVmqcU7o7rjIdXimxdFNnml1msP10RNUZ4ylGhzd5Ogm3R3vtka6rRG6O87RzfPVc752jo0P8QLdao93e01Nl0SJHRk91ek2dHG8W397bHi/KraPHduv6tLxoROMyMqmenp8WLE01dZHGsM9qkVznUZ9uHHyuCuLtV6j0a1XmhjtNUfo9liljE59iOmM91pDo6ffbo0f67VOcdSIxNXZ3kivOcL1WnSrxfa6EsfOmTNV13kAdcc1HBcHYSpppmo60PcElY9cxRK7lipC4JimaRgGAA7G0NYES+Vj38KuYhhCGCBBEmVVgbYDLPvnZDF35rRFr8/fsWXj4YN7Th1/m+qMCWy71x5tN4a6vfFOd2y8ccK0hVNDh3ix3WwN00yz0613uvVup9HtNLqdVrfT6rY73Xan3am3O/WR0VPtTn28PtztNVmu16NanW7jnIw3jnHMWH30BNMa5TrjzPiw0muNH3ubb7T4Rotttthmi2o3qHaj02l1Oi2qM3ZOOs1hujvea48yvbrIdajOWLc1oohUtzVCdcbo7nh1pdMcrsqct57ztLPdqUsyNzxyske1xsaHWK43NHyC5XoifdqQ6iOn9zLdYY5rD4+eElSx0W2eGDlFi+xIc2y0NX7s9FGKblNse2T4BN9qdEeGaq3u4Z9yvN053m6fardPtdsj3dZQtzXWa471Go1eo9FrdOjxHj3e642dlnrN6p/stoZ4pjFr2rdI389jkEdemsZ5npb9dEASQkJCwhSZOYZFgPM4StM0y7IsS8o0SUNvEIekXwzikOQ56ROEwyQtSVFGnk/6gzxOgGWSQV/mufvuuXv29Kk/z4ybZ8+4+ZbZN76DG26ZfcP02dedYdaNM2bePGPGtBn/wzHtgpg588azzJ4+dfb0GbOnzZo9bdbs6TNmTz9T4/SZM6bPnHHLrGm3zJo2c8bNv1QutP13zL7hpmu//P0Hb//m1V+gqBGaHh0ZO8pwjWZnpNkZabVHWu2Rdnuo3R5qd062OydbnVOtzqlavXXwpxxpNI80GscbjeONxulW/WSrPtweH26PjbXHxtpjze5IuzvSbg+f4Fpj9dET7cZQY+w43R2ddtPXyxxVsojjMI7DJA2SFCeJmyQuST2SxiRPSJGXZVkURZ6nZZoUSUiSaFDmuY/zKCqywvPjASH9LPcAJANCBgRYZhj4pF9qknj2h9E/I/HzxA9z/A5gmMM4d8+Q4ST1kyRK/ocjuiDSFJ8lj4M8TvIoy6Msj5M8PlNjnCZxmoRZFGZRmvi/VC60/SQDIZRdk73z1pu63aFud2i8cWJ49EijPdxoDzdbw83WcKt1utU63WqfaLVPNNsnm+2TtQZVb1D1Zq/R7HYq2t1Wu9vqdMc63bFud+QMnXrlKnvNMYHutJsn6N5wt32KZ8dn3HzdIIvzMMyCIA1w4qMIgxC5kQtCx4WWDi3dsU3bMnTTUDRVlCVJEGVeMHjJEVW+2eXbPYFhGYbz/ZAUJbSdJAjJgCRBmAQhGfTJoN/P0nOSFHlSDJKcnKEosyL+GXl5lryI8yLOivTCyAdZPvjpeZnl5AxFnhV5coZBUgzifhz34yL/5XKh7SclIX1CBv2p376BptoM3dE1RRQ4hqIZimYolqFYhqIZusMwTYZpdtlOl+3UREMQDUHSRUlTKxRNVjRZ1ThV4zSNOYMqnEn3yjyydUOjXJu3DMaxuNtmTSVFWsmi0kQAHc+1fMv2TKuShW0ZpqFVmuAEnmNYjqKlHmOwIjPe6o01eq12r0dHUVIkaRpGkecHflAkKSn7SRw5tlUk8TmJsjTKyijtnyHLkyz8GWl+ljQL0yxMsvjCSMskLX96nidp/wxZmmRpdIYyysqwCMMizNJfLhfafuhA4IAkjqbddCOCNs9Rjm0i6DqW7Vi2Y7mO5TqW7di64yiOoxiubrh6DQQaCDQQWMB3kYffgYs8F3sO9hyMIcY+RglGCcJmmnlh6A6yIAthhMHcubOzLImiIA2DNMCxByMMAoAQ8BHwAQAAABs5FrR1oCu2IumiogoiS2kcAxRZpSmx1xF7HY7tlkUceT4ZEFL2I89PgrCf5YO8IEVZJOk5SdM0Tco0Jj+juvZOo1bKyFGSo8qcvzhn1JYHUR5EeRxleSWCJPeS3EuyMMnSNOmnST9N4zSNK/H98rjQ9pM+SWNSFmTmjLlRFAgCZ1sGgm4S5e8gTeIwTrw48bIozKKwhiIDRQaKHBRCL/DfAfQC6AfAD4DvY98PfS/zvcwPnKIMkwSRIipiHHtw1qwZQeDFcZhFYRZ6Z5SBvGr3o67ruq4rpiobiqALrMIyIs3xFN1pcu2mzjJip822GnRjvNMej0KURXGapEkY5XFCijKL4jSMyID8X1n822ThYz/0izBIbvz2LZIkqKoMXNvQ1TQu3kGWJlGS+knq53GUx1Gt2oLn+a7noTOb8qrDdz3f9Xzb823PB2d2B+HIi4y0hBF28zCMsR8ANG32LTh2g8INCjeO7SgCgQ887FiBbfqWASwDWCrUFaCJrsxZAqfRvNQTBVqgOwZPyVRLpOpcZ5TuDeepS4o08nzsgiJJyYD0s9yHKMReFsU/451fVGJmiZlFfhbFSZQmUZrEfhL7ceLHiR/FeRTnQZIGaRhkTpA5QRJfEFGcRnEaZU6UOVGKosSPkjBKwji149ROEpDEYRb0s6Cfh2EehtV9f3lcaPv9aJD3SZoVs+fOGh07wfEdVWV5vlPtB64IQhSEbhAZQWQEoRuE7gXLwo/NpACea0YIBQAFAM28dUZUeFEfhiVIEicMXQ87CFo6NjSkW8ixkKMhQwGa4EiMwdFyl+HbiszxVFuh21xrjOuMMq1hqjuUJU6ZRoO86Gd5HidZmpGiHOTFz5P1f0YJBiUY5MkgL8q8X+b9skjKIinKpCiTvCB5QdKyn/azdIDTAU7L4oLIi35e9PMBzgc474d5mVQhbNFHRR+VpV8W2SAlg5SQLCNZVt33l8eFtj8tSJwVEHlzb5uzb/+O8fopQegCoPke8LFX4fnA820v0LxAqyxeyxM/9NwkREmIIh/4yCYk1xXeR7apiUmIqp8mWLpESO6YShJgVeTObpLMIv++e+7ErpWGXrXXttricmaTgmO6llrhmIqlS4YqaDKnSqws0BzdFrke3W0wvSbVqdPdRhZ7ZT+1HZ2QokI35Opv2U8r/0BIEYQoyyNCiij24jgmhCCECCGGYfi+n+d5FEVFUWCM0zQlhHiel2UZACAIgjQLszzyA0hIAZH927/zAYSd6jyKPYhsQor+IHNcA3tu2U+rbV6kzEiZlWnUz2LSz6utgr8W5HEyyIvYD26dNXvPzl0njhztNJqqKAUIh9iL/WCQF8hxA4Q9AAOEfWT7yK5FPsDADLDjIxsD09REWea2b1kfYKefRz6yA+x40MLAZNlukQY+dBxDrX7tbmlyGnpTv31dtfvxPZFFmoV5ERNSQGiHIS7KhOfp3/rt35h8Ua02oXbRxRNqtRohheMavg/zInYcR1VVQkgURXEcx3FclmVZlgihfr8fRVG73SaE9Pt9QkhRFFkeAWgRUsgyT0hRm1BLs9DzACFFUSaEFLouV6JxXIOQggyKMo3IoDBUCTkmGRSubZBB8Su3979BFrt37Dxx5Gi73lBFae+ut0SWQ44bYs/WjQBh7AJoOx60PGjVPGgh18DARK4R+SDAjq7wy5e8UWYhco3Qc11LDbATB3BQxJNqtUsnT5hUq/3H//DvJtVqFTdd/y0yKN4rWeRF7AcwTnzsuZV5ijKpTahVnZiQwnZ07LmEFABaeRGXZZnnued5SZKUZWnbNiFElmVCiOu6eZ4PBoMwDMMw1HXdcRxCCheYhBTYc/Mirk2o5UUcxZ6iCoapVN4iyyPb0ePEd1zDh061i4kMCjIoYh+RQRF58Fdu7wuVxdyZs3bv2Hn88JHWeF0RxJVLl0HbyeMkQNg1rQBh5LiuaZ2RReU0qmEiwE6RBgF2Nq1fRUg+KOJWfdiDVhzANMJ0t9HPcw/YjmkaimioauT7oefdeevsMMDvlSyyPELYqQQRxR6Edn+QfeA3P5AkgaZLcewnaTAgueMYH/yt90+YWJs0aRIhxLbtD3/4w3EcX3nllZqmfehDH7rssssmTpyYJMnFF19cq9XKsiSEXHTRRYahVC7hyvdd5vng8isujxO/7Kfve/+USZNr73v/FACsokzCCE++qHb5FZdMrtVURUwC7Htw0M9lnkni4NfRW8ydOeut7TuOvX24OTYu88Lm9RvIgFQjSLUFHLvAhwgDEwOzBh29GkGqn68h17ANefWKxUmIoKOTfponviZzAtslJJ9Uq1120cRJtdr7L790Uq1W/cr53rtuT947WVTRg+eDLI+SNAgjXPXpCRNrH/jNKy+6eEJtQq0/yGoTalHsEVJEUfT+978fITRlypRarUYIybKsVqtFUdTv9ydOnFgURVmWl156KcMw73vf+/qDTNXEAckvvmSiC8zahFrlFRB2qgprE2qixL7v/VOq4aYaQcigMFXJMdRqZ2wW+b9ye//CxKTIY9+bO3PGrm1bjx462BgdEVlm/epVpMhtXdMk0QMusExgmSFG0NGho9d0ha8GC9uQbUN2LVVX+JXL3uznUZmFdK+pyVy16c91jTxJVJHzIDQUEbkutA1T0+6+fe57GFtUsaTjGmGEByQfkJyQ4rIplyVpHEbYdnRCSJIGH/r3HxIllpCCEFKr1dI0rdVqWZY5jpMkySWXXEIIEQThyiuvlGW5LMtKMbVaLYxw9biO3/zg+/qD7Mr3XVmNJr/zu79Zm1Cr1WrVgFWbULv8ikvyIg6QG0d+FHrV2OF7sNoC+uvDGVnMmTF917atRw4eqI8MCwy9ZsXyMk1knrM0NYtCW9dsXQOWCWwN2FpNV3jHVDxoQUevAkzXUjesXVFmoSZzHrRcS62KMr1mFUxcfsnkybXapFrtogm13/3gb3zjq/9EivS9kkWSBn4AgxBVwYQLTACtylQVYYSx515x5aVnPEqSVCa/4oorAADVrGTKlClBEFQ6IIRUZTzPu+KKK6pJR2X4IERnRaDpEiFFXsQf+M0rRYmNYq/ySZNqtWpPGEd1yKAgRZrHwSBPftXG/rfIYufWLUcOHhgfHuJpauPaNWTQtzQVu04WhbosuaZhqsoZWUBHtw25Mhh0dOQahiqsXbWUkNzURMdUqivA1uIA2oahSlKAXInjQs+zdU0VufvuubNIwvdKFtW4nhdxv59BZJf9lJBiwsQJeR6rqpjncVEmSRpMmFhL0iCKvX6/X6vVEEIXXXRRtZ5ZeY6yLAeDwZVXXokQQghVJ5MnT4bQrmKLKZdP6Q+yCRMnFEUycdLE/iDzfei4RiUUhJ2yn7rA/Z0PflBTJTIoSD9H0CmSsIqvf9XG/jfK4vCB/ZUsVi1bSgZ9Q5EtTQWWKTA0dh3H0Ctj1UxNtA25Mjx09DiAusKvWr4oT3wPWsDWdIU3VCHygcj1qpnIZRdNvGhC7aIJtSrIuOn6b/Wz+L2ShR/AKrwoyqTyGWGEL7l0UpqFVRxqmEo1T5k0uTZpcm3y5MlxHGdZNnHixDzP8zwHAEyZMiWO4yiKJkyYUM1aJ0yYUM1gq1nu5ItqUy6/OC/iSy6dVI1Zky+qXTbloomTahdfMjEI0ZXvu6w2oXbFlZf+qo36v0sVBmWRf8fcWds2rT+0b3djdIjttZcvXkgGRfXgDcdQNYmvNk9XsUTNUAXbkCtx6ArvWqrI9VYtX0RITncbjqkE2KkcBiE5zzBMtyXzDE9TPgTAtnut+sMP3e+a2nsli0oHg0EOoDUgOYR2GOE0CyGyq4lllV2AyM7yuD/IXdclhGiaRgipshdns1tRFKVpWq3VpWlavQXRmZwEgFac+GkWiiJbuYf+IDMtvdKiYSqEEACtX7ld/zepHt2Xht4dc2dt3bju4N636iOnmW5r5dJFZZE6hqrLgmOohiJWj8qwdMnSpZomc5YumZpo6ZIiMqYmSjy1Ye0KQnLkGkyvqUos02tauqQr/KRa7QNXTrnsoomXXTTx4om1yy+ZfOnkCXfdNqd6Rth7FXJWUWFRJlUQMCB51XFrE2q/9/sfqk2oTZpcq2YrjmvEcTwYDCzLqrKcAIAwDKv8ZpUAPXvEcZymqR/As2kPQoo0C8MIVyNXlcyIE183ZIjsokz+T5BF4hdpkEb49rkztmxcc2DvzrHhE1Snvn7NclImusJLPFUZF9hatTvN1MSaIjKVnaqhxLVUVWK3bFxTFLEqsXEAObrN0e3KnLIg1EdOyzzTa9UVgePpri4L02/+dpUPfk9kUUmh7KeV2SC0aaZj2Zbt6GEUmpZKCIliv92uV8XO2r7KZlYvPc8Lw7AoCsuyqhUey7KKogjDcEDyNAtd16wCWJrpVP6pypVZtlbpoygT01IJ+bXJT/wvZXHbnOmbN6zet3v7yOlj3dbYhrUryCAzNVERGV3hBbaryZws0LrC6wpfU0RG5Hoc3a5iCNuQeaazZuWSLPY0maM6dWBrEk+5ltprj3/wNy5/35RLLp5Yu2TSmSnJ5ZdMvuFb36iy4O/VIFJFmgBaqiYmaXB2DlKFn7ohV909y6Msj/r9vqZpVW4bIeS6brUOQgipTqrY4uzLKhdSpShkha+8UV7EYYSzPPJ8QEjRaI5WWvk/QBZFGlSyuHX2tE3rV+3ZtXXo5JFWfXjNyiWDIq78hK7wdLdRbb1UREYRmVplHqpTl3iKZzoC2203RpYveYOQ3NIlDMzxkZP10VO2IXeao4rINEaHTFUWWUrkOKrdUEXumq9d9R4mv8MQn/XwVRAwGOQQ2q5rIuyoqkhIIUpsv595Pohiz/f9KmgghFRDSVEUnucNBgPXdTHG1VsYY9d1B4MBIUUVugYBCkJUlmmV6j67TlZlx5MkSLPQ939tkty/iCw2rF3x1o7Np46/3Rg7vXbV0iINKh3oCs9SLU3mqhBC4qmawHZ5psPRbYmnuq2xXnuc6TV3bd9ESD46dHxs+ETlNnimE3ou02tKHF1ti6ieeDd88tgTjz78HnoLhJ2qy5qWWtnpp2mrAkCr7KdVJ7ZsjZBC1cRqTQRCqChKFWZCCPM8D8MQQkgIMU3TNE1CCIQwDEPsuUka8AJdZSnCCJf9tFqci2IvTnyOpyplVB7lV2/X90IWSYjmzrpl/Zrlu7ZvOnH04PjIyf17dpB+ytHtKnzk6HYlEZHriVyvxlItkevJAq3JXKc5SncbtiE3x4f6/ZTpNSWeErlec3yIo9u99rgmc1S7ITC9dn20NT7CdFtsrz1r2s3v4QS17Kd+AKuFif4gK4oky6Msi5IkqBJcVSfOi7iKDypXUf3NsqxaLK2Wxyr/Uc1aK0cShmGlsLyIAbAIKeLEz4u4KBPb1gckNy21P8iqdZMgRHH8a5TkPjdlFpZZeFYWO7dtPH7kwNjwicbYaUJyqlNv1YffaQuB7Qpst8ZS4xdEo3GaZVtt6iQjjHbYUUbqzpz67UFamgNCY2L5RLWIFxEcEkEm2CeyRiSViAoRZMJLhBMJKxCGJ60uaXZIu0daXTLWKEbrOScS5BMY/wJEP8NAJCgIjAmIiBMQHZKoT7zsF/rsL4IXXhhnPvjuO4bvoCqQEJhccP0XioGI6ZGwJNfffO38157Zt2fDkQNvDR0/RDMjNDNCMSMUM05TLa7XEqgRgRqprFzrtYcviFZrmGVbjc6xNnVytHW8RY9Pu/G6QVpO+N1/95G/+v/be9Poxq7rTPSCM4tDzZNKpaqyLMeOk06cl9FJLEue3VlJd6Ru24lsxWJVsSbLisf3nMl24rVe3np/Oq87cSeKB8maSqoqFkkQxAxwBEmQAAgQBEGCBEnMw8XFnef9fmwSokpFSpBZJkups77FRQIXB4f3fHefffbeZ+9Pf+jDnzr5nt8989CvnX7vrx0+9lsPnP7VU+/5g1Pv+cMHzvzhA2c+cvL0R+4/9ZETD3zkxAMPH7//48fv/8T9pz558vSnj534+OFjj5w8/fAHfuX3jp/55bfG6dfx4Ad/v3n/4ff+ym8deeD97/2V3yXqj7zvP/36sdPvezuffTu4/1R1WPvgm7/x1AbgBe/55ePvqbr/anHkgf/0/g89HF1JfvM7X//Jc/+zu+t5i/HG9ORoeHYsPDs2Mzs2M+sNz/jnQv75mbH5mTGcZWJ6erwqzIanlxajM3MTs/OT/vD47MLMhY4nQYP3fvjJf3p5sscefvm6p8fkN1lDJstcT9+M0Ro0WoO9lukKesyBHnPAZJ/pd4St7jn74LzFFcHLzM5Zszu8CSK3RZ8jeNM89cK1gVFf4ppx3OQMXe0eNdqnN+3HFa0KFlekKqx9cG14lW+MmZ3Lr8O1YHZHzAMB80Cg2v6rxb/+zPO+X388U+IufKXzf/3L/9t17WfW/h7PsAvPiQWCI4Hp8cD0ZMg/ORMYmQmM4CwTkYi/KoyPDYeCvgmf2xccHvMN+memnvyz/y7yYsuZT75kXxnwJvsdkYGRJefggmtwpdcU7u733xYm+0yfLdTvCFtcEbNz1mSfQcYY7dObIHRb3DB5Pf7kv79gGZyIv3BtILRQfu6qc3Aivmk/tnBV6LOFqsLaB9eGV/nGOaM19jpsEaM9ZHRMGh2T1fZfLVzj5H3v/TQjQ+eV8//27//08gvPDrltnmFXJOKNRLyzc97ZiH82EoyGg/Oz3vlZL84yEZyeqgqR8NxKfHVhKbKciEWXIvPxhaeeeEKk+fb3fqZrJN/rmH3lxnC3aeJ6z2hvf+BGj9fkmEL0O31vRuUtiztgcQdMjimjc6Iq9Lsmui3DA+Mz14wus9vbYx3BP/scY7cFTsYb4dsCffbJqrD+wUmjY3JtkI5Jo93/Bmo6fEbnhNHpMTo91fZf/XjSx9/znwuc/md/8aUf/fh//+u//JPXM+qbGA8GJ4LBiengxHRwanp6eiYwHQ5MhAMTOMuvO6zfJhRJBR1kjddBlnSBlbivXryo8nLbg5++Npi5aQ119XntA2HnUGRgZGlgZMlo825Er3UC0W0e67GM3+z3XDcOd5lGjTavyTFltHn7XNXB7Pb++KXumVjG5Qk6RgJXu+03zUO9tlGTc/y26HNOvQn+LVCh9dvE+gen+pxTa4N0TvU5An2O4Otw+vtc3j7XWJ9rrNr+q8V1U/z+h/44TUkXnr4SmvEF/RMsVUqtLAOI61AAAHSAtQB2BUAhtCobaAAaiLKgg6aAysn85XPn6ALV/tCnXhtM9rlneixek33CZJ94rXvg5WtuiytscYXNzhmzc6bfETLZg3226T7btNEawBd7Lf5ei7/fEbK6Z83OGaM1cCtsvg2YugXOodlu0/i4b+Wf/+26zR0aHo9ZnNMmm6/POnVbvKG3N3xRcANmNuBN43kLYA+b9bzh3duMYfvR6yyc+ZUvlCT40vkLNod5ZNidXE2xNIfnKVRdUnVN1UBXAaPbcZYJqLLpqg4aMBytaooKmqTLT1+4wJL0vl/6zLWhlHUk2mud7LV4XCOhfsdUvz2wkRBGa6DX4u8x+3rMvl6L3zYQcQxF+x0hozXQ7wiZnTPImFth92+A7xbY3KEuo+dm31hd8/1Gy+TNvrGhsYWbfWMmm++2eENvb/iijUtyeANuN6StgD1s1vOGd28zhu3Ha6ZEy5GPFXi14/JX3IOOuUgoNr9YLtEoFXRQdAB9TVoooCs4y1XTAqWFBqoOmqTLMiiXz51TOGn/+z/7kiNuHorc7B83Oyf7bOP9Dq/RMmmyz1YFiyvaZwtbXFGre76732+0Bi2uSG3zGYsr3GP2dZu9BHGw3xl4+YZ7Yjrx8g33i6/YRsYWnAMzBHHg1etuk2VyYDhi7J+41jXY1TMyODJn7J8Yc4rh8gAAIABJREFUGI5Y7H730OzVay6TPYgSy2QPmp2zPeaA2Tlrdq4PwDZnss2ZbNHXUeX4N0OfLXTDOGkfnB8cW+4xBy2uqMk298r1ie3qfzPctOWOnPmTkghPXfqKa9gdDAYWF5aZMq+DpoOmgqYiLTTAzAC7lBY3jD4kh9U9bx+cd40s9lqmCeLYtZ6xF18bsLhD+/Y9ODoV73cGXusZHpqI9fSNdRs9zoGZffveY7b5hkajV6+5rI6AyTIZmSd/8nyf3RU09k+8et3dbfT4ppO4Wg2OLT3/itMfJp99zuIaWezu999pWjz/ijswW/rxC/arXR77YOyG0ddlnB6byu9SWqAMefuohhZTRssUPp1vHz39UybbtNHiN9mm++2B6z2jz79sve/Ub1jdPs/UQq9lhKjbd93ovHrTShhaGtuPEUTL7OyqyTRIEC2RSIIgWjyekNU62tVlq63dazYPWywjBkNbU9MhgmgxGt1G6+jL1y0E0V7fcpwg9o35lsyOgMnm67cH+u2Bfnuw3x7st83022b6bbP9ttlqx99v9/fb/Wv9rMHfb/fbBvz9Du+YL2a0jhktk0NjSyZr2GgOVdt/teiyZw+/54+LEnz58hWkRSy2RNOsDooOigqKCqDiIrK2rIC+C2lhtPi7jBM3esddw/PukeiNXs/weOx//+hmTdMR10iovuWo1TkRmk/2Wod9/uiL10zj4zME0eJyeQmiZWBgqrX1qNk8PDIybTS6DYY2rzdCEC2jo8Hr1y0TE+Gamvah8XDdniO9vQMDnvBrr9ms7kC3adxombzTtCAMe7v7R0z2iVdvOq2uYJ810NsffAf9/8JooVUFZIcGsg6KpIsySG+kRfRm/4TZEeizTvXbg0aL3+QIVAW7M2S1T5ut/qGRebsrePWayzMRHZ9caG47ftPobmw5ND41+8LVrqs3jIaG1rrmvQZiz/33PdRz03bsyBlL/yBBNE/75194/vrEWIggmgO+KEE0E0Rz657D+NNsH6lvPkAQLR7v7OBosKvX1dXrmphastinLLbAOoIWW9Bim7HYZqodv8U+9cauAha732L3NrUeJohmq9PTZxnsNo5094653LEbXd5q+68WNxzpQw/+UVGGL1++5BxxTM9MxWIxmqZVkFXAk9uauqYfyAAyzvKuo0Vv34TTHXa4Ziy2QFfPyCuvObt6Bl58pZ8gWl961XTs/odevNozMDrZ3H7IaHFd6+7vN7kb6vb29Tr3tR/vuWk7dOjk8OCU1TzktHsIonnQ7W1o2Ds46HU7xx2O0e4ua2+/e3DUPzU1RxAthvr9zkFfKJK4es1xp2lhqG/neSCIZq9/7uVXbd6p1V5joNd4ZznxzmmhrkmSt4t1Wgg6iBJwMkiXz3corLL/l/7oJfuKeXDhpmnS7Jjus/r6bTNG87TJPlMVXrk60msMmK0hi23Gag8Njy6OeGJmq7/bONK278xzL/S6h4I9pgGCaPnZyz0e7+y0f7HWsNfl8DbWH+y56Tx88Mz11ywjQ9N26xhBtPb1DrQ0H335xV6nfWJibLah7oDVOdHV6xoZi/T0DTe3nhgcmXv1uru7d8JiCyAPLNa5dUQt1mi143+dWNbZNdiCFrufIFrRIFjTcOBnL1oHhmIWy8LYWL7a/qvFDUfy0IOfLSjwF1cuIC0WFufLDKWCqIKogKiAouAaAiKAiLO862gxPLJis8+ZzNMW20yP0dvX7+u3+Kz26V6Tp77peFfPgN3ls7u9fX3u2sYDRN1egmgliNZoJEUQreHQynM/uV5r2Ftfu58gWu+773293S6TcZAgWmuIdoJoddjGHQNTRE07QbTXNR650e3G7avTHbnTtGhpOSppmqAoFAv1jfcbTX6PJ/faa1O7lBbV7k91ALSJcZKqgMzI9KVvXOF1uP/Bh3stUfPA6k3L/E33VL9npnvAZxye7rcEEWZrCIF3v8c4ZbWHHa45i23GbA3ZnRHXwLzdGXG4ZmyO4I2bI8OjC13do69eG5iZLXT3jlnt0zd7PEaT1xdI3ezxzM1TL75s94wvma3Tuwo9Lk+Py9Pj9PXYwz22uT7rXJ8tbLb5CKJVBciXqFKpDDoQRKu512M3BXvNsz99cWhoLOUcWu6zha/3TqHN9w3mO8dEBdWOx2TOnTj5x2mKe/qbT1sH+1ZT85FInKEk0G5VM9d0T9ygKlU2juclRVYBJA0UkBWQzz9zQQK4/8GH+2wLvfbFbutC94DvumPi+R7X8z0um2MWYbWHEWtrtnnaag/bHLMm87TJPG1zzDrdUbsz8tPn+8e9y053uMc43t07NuKJPfujHsJwhCAOHjj0gaY9pwjiYPu+h169NtBjHDeZp/otgV2Fbudot3O02zHVbZvptkaMlojROtNvnaqpaRdkuczxAJDP5QGgljjgGVi0OGOj3pzRMvs//rmnxxwc8aZuGCcsrvAbjP328QqqHc/NnsT73v8FWoHOpzuv971idxnj8YzEgyIpiqwoiqAogqwosqKIiiKuz/I7kBaoe4IOIKicCvJjT3yO5LRT733U6kzeMC129S+Zh2Omwfn+oQWbJ25y+E0Of5/dZ7RN9Vone62TPRYvotc62W2euG4cvdHn6bVOGm1TPRavdWDaaPNe6x0a9i7Yh0J99smJ6ZVrvUN99snXegav9Q65PZGrN90e39IrXa7xwDL2v3vQ6x7vdY/3OQJ9jpk1m5IjYHGM79l7gOEoHfiFpRCAzPOsKmuNdS03+p3P/uzGkHfWOjg1OBF+6YZlcCLyWq/b5PS+jjd4v6obT48x9eBD/53V4OJXv+INTrgGbbkcH1/IoaGhsgLcKi3UKpsg8pIscjxfocUXz39ZBHjgwUfs7vRNc/zVnuhr/f6Xe71X+6ZeNfn6nYGNqAzX4g6aXdP4e78zgH/22X32oZDR5r3RN+Iane2zT77S5bK4Az2Wcdtg0Gjzml1+j2/p1e6BbvPYc6+YRyZjb/aS7Cx6XGM9rjGj3W+0r/tW7H6zfYyob9JB4QVSBx5AFgQOdKBLPFHTHJxP/filbsvA5E3z0OBE2DLg67WNbVw43ugrr248RlPm6PHPFnnx8196YszvcQ/ZRRFkHlRZVeW1OVVUVVFVSVWl9VkmQFerAygAiihLOgCvcCooTzz1VLYoHbv/94ymmMOdc7hzjuEV58hqv3vR6Ji/YfJ29U929U/eNE/dNE91W3zdFl+P1W+0T/faAn2OYL9rxuwO9zmCvbYAvm4fjpqcoW6Lr9cWcI4uDHmXb5qnXusdw4vtw9F+18zkTM42NLdFeM6OwRYxWuf7LLE+S9xkjpvMcbNlzmydRt1CUkQdtFQqAaAJggQ6SAAE0dpn81zrcV7vdf3sqqWnf8I5FDXZpk3WsMkaNlnmTJY5kyWGqHY8w2P86TN/kqflP/vSk1NBXzAYSC5T6VV6TThoANqa1Xt9FVBBV4m1d6qAAqCouqYD0EK5UMp/86/+SlTh13/zv/7kOc+1rrkb3fPXegMW92KXOWx0zFd4gOi1BRAYkGJ2h21Dc2Z32Gif7nMELQOzr9wcuWmesg9HXZ5YnyP44vXBF64NGO3TLk+s3zXT1T/Z75rptviuGce7+iftw9HNgvl2DK4Fs3PJ4li2OBJWe8JqT9gdMbszXFu7V9F1DEjAOylJiiRKoq4DAFG712QfG/CEuvpGevonzI6Q1RW2OqNWZ9TqiFkdMatjGVHteJ79yeT/8ZtPlXj96a993ea2h0LT0XCymBXXRrHBgL1mxQYNQCO+/72/rgrf+vbXvvmtv/zbv/vO9//+b//+B9/9v/+ff+zovMRwsP/g+3/rd/7Lr37oj97/K5+6/8zvPPTLH9175P1n3v/hMw9+9syDnz39ns+cOvPpk6c+ef8Dnzhx8uMVPHD6Uw+c/tTxE48ePvqRk6c++YEP/umJk5987/v+5IHTn2lu+c3DRz/6q7/2+Q988PEPfPDxtr2/+/5ffuxXf+3zp8589ujxR4/d97EHH/rjo8cfPXnq07sLZz5y8sxHTp5+5OTpR06deuTUqUdOn/6D02d+q67h4Goqny8WRFlKp9N4hqW1ZT9B1BNEc9u+owTR8pu//ejBw+99+JH/cvKB3zh95rdPn/7w6dMfPn3qI6dPfeT0qUdOn3r49AMfq3Y895386K9+6I8W04krz3z1qc6Oc+c6LnZ+7e//5h//4e9+8A/f/d73v/d33//e333vuz/43nd/8N3vf++73/8bnGXi0Uf+oCp8+jMff/RjH/nEJx/58O//9u/9/m8/+vGP/dmXvizKIKtQKkMyCyUGciVgJZhZICkB0llIZSCRguVVWIzDfAzm5iESXfsZiUI4Ar6A6J3iogtQIIFmgWaBE4CkgBeB5WE1CTQLLA80C7kClMogKVAqgyi/fv0uAg80DzQHNAcsCywLHAccD4ShXdZABxAk8dChQ5jLiyDqdR0AIDwXB4BSWRNlSKb5Mg0cDxwHHAccuwFM1eMRZCiWQQL4/BN//t4PPPQ7v/Nbjzz82T/8nY99/OFPfPyjjzz6yMOPPvLwIx/9xCMf/cRHH33ko4/+Ic4yEfSPVQWnyzobCQ4M2kdG3WQp53a7v/b1b7KczHIyw2gUo5JluUgJ+RKNeb6zuSQik02k0iuJZHxldXF5JbYUn4/Oh2OLc7ORIFZ5mY0EeYHOZDKKogiCgEfRWZYtlUqSJFEUhQkq8Hw6z/N4zWbX46lUzI/D8zwGHZVKJXGThkcUAQCPoDEMo2kaZkCoqrGyyMoi1pbANNCcJHMy39xav5KM6sAStURjM6FoNIBIGAiaI3WQi1RWB5kXmWIpx3C0rEpr2Zk3pLLHRNXVjocRQFCA5LPnL37p33/yv6699lJ/n8kzMBTyj4b8o0H/aNA/GvB7A36vf3rYPz2Ms1w1LZbi87ORYGwx4g9MXL9xNZVKXbx0RZJhu2iBGyRBEDAlAf6JZ4sLhULlxClN0xtTFbz5ep7nS6VSPp/HPxmGURRF1/XNbh/P87Is8zxfKBQkSRJFUZIkhmG2ixZEDaEDj0mbcoXV+kYin0/ooO9pa4jOh3WQWY5iOEoHhWbLDEfvMC3w7bePSa9nOjA5NuZ2u80L87Nup+vrX/s2WaQ5vsxyFMOWynSRokiSLBRLywUyXsyuoZBZwtrAWPt1dSm8GA0sx0Lzs1MLEV80PDk/OyXzRZDlUjar8jxomsQwLEnShYLEMMvz8yDLIMsiTecSCdA00DRQFFDEUi6tCizoisSW2VKBLuYktgyyAIoIuqKJnMIzoEqgK3yZVAX2tqCLOdAVKp/BfkBXOKqo8Mxm12+GtYTzmCheZio4cvwAUUMoqpDLpySZa9+7B0CTJKGmlmDYEstReNI6X0iLEotnKjeAqaDa8TCSIGhKiU90XvrCj37y/9147QVrX49n0BUKDFSAVAhMuwLTLpzlqmlhIIimxtqmJqKpiWhuqmtraf3G1/9PlhG3ixa6JHGlEsiyKssiTfMUJdI0kkDmONA0ulAATctlMhzDsBSlywJHFUERVUXE4gQiQ2FYIlcmVUXMJVcYMi/xDOiKyFBb3MEyVQRVyqQToCuLsShocrVzsAUtiBoCAPAkNGavJggCQON45tDhfZWT8rCez3rHaTFcFQwEMR3wTk0NjI3ZJ72eyQn/5//bExKv8RzFsSWWIelyiSHpcoGiiolSYbWQW0Tks7Fsej6dnEuuziZWwivxUGzeF1+cjka883OTc7MT0YhXEvICTqomU4UsT5dAk2WeoQpZTJxbymd0WaAKWVAllipKHC2wJQAZdIkqZniGBF2SBZoqZgDkYi6piAz6i+lSjmdIzAFyW8gCrSs8qALokiqxIkeJHKUr/GbXb4bbi3JBBR0Sq3m6LIEOJZLXNSCIRtwUGoi65aUEWSjzrAQ60BTH0oIkqLdFteNhJUbUhBKf6rz45z/68b/cePVlS59x3D0Q9g+E/QOhwEDIPxz0TwT9E4HpgcD0AM5y1bSoramJLcz6fIOBwHDA7532z1zqfFoW9O2iBVMqqIrIlEldFnRZoKki6Iom8aBKisCWiznQFWFdHuiywFB5VRUYuqgrvK7wdLkAIGsyVyxmMLk9gFwuFzi6iKlnN7t9AlsCXdIVfmJ8WJVYAJlnSFVit4sWkdkI6JBOkcVCsUTymqqTJEcQBFkkAeDkidPLSwnQIZPOIDN2nBZDVWHPnhq/3+MZs3onnQvzcyOD4x1fvKgJILKMwNA8zbAljikq5bxUzpeoXC6bSyAy2dVUejmRXFpZjS2vLCzFo9H5mdhiZDYyHZkLhmcDs5FpXiiDDooMmXQRf2FoEXSIzi3JEmQzJOgg8CpV4tKpgqZCsUADgKJomUwOf2EYDgCi0QXUPePxFQBgWV5VdQCgKFoU5dtC1yGZTAPAsWP3AcDUlB8/uNn1m2G9ehQjicxG4Q+g+P1+VJYBNJqmFE1ubG4AEJMr8/U1BIAIIIscJfPMhgSPWHtrY1md6sbDSpyo8SUu23nxSz/+0bNdV69bjWbPwEjYPxT2D4V9w2HfWNA3FfRNBQNDwcDaLFdNC4OB2LOnxlBDHDnabCCI5Er2mUvfKueZ7aIFz/GgQ5niFVkpUxzosBhbPLD/KEHUgw75XF5VwEA0gA4sw4NeSZbFKIpSLjMAsLi4eODAIYIgCILYu3d/JBIBAFlWSZKUJGWz21coFAFgZWWlpaUNc+iUy2VBkLaLFiSZAwCKotLptCQJ5XJJB61UJg0Gor2lDlSZorI0XZSFWzJq3CW0aGogAr5BPO4eDo7PTI91nv0iW86JHCWwpfW0J2S5WKAK+VI+V3W6VkVhWVaWZU3TSJJEs4/BYGhoaNB1Xdf1lZWVD37wgyRJSpKkKIqmaYIgyLKMBUQqqb41TaNpWlGUxsZGhmHQgFEul7GEAH4cE6RgtkZM7snza3tImqbREAIApVIJP47b3WQyqes6RVGyLGPiJUzIhGaSHc9zcis4CSSNp+jL5zqfe/bZrqtXrX3dnkFnyDcW8o2t6wa3znLVtGioIzwjltEh64TH6fMOTnicF859SZOZ7aKFIAg0TWNqZk3TCoVCsVjE1O6YoBkACILAKa+trUWpQJKkruuyLKuqilUBBEFgGEbX9Up++Kampqampvr6ehQGmOm3trZWluVcLldbW1tXV1dXV1dfX5/P53Vdr6mpaWpqwo/Dep7oAwcO4ENvMBiam5tPnDiRSqUAIBQKAYCqqjvPg22iRXUq555GYj7ii0UDs6GJ2dBkYGr0a1+9ACq3XbTAREf5fJ5lWXwQAaC5uRkA2traRFEEgLq6OkzbizZNnDNN07DeDE3TdXV1yJja2tpisVgoFOrq6jB7KwA0NDTMzc196EMfwplWFKW9vR3tY5Xpx58URSmK0tLSEo/H29raGhoaCoUCSZJ1dXWiKMbjcWSYIAgoVEhy96Vguw0tejyDrnVaoN1hIzne2U6EIEIBT2I5EvSP+idHvGMDF88/mU7EtosW4oYyUoIg4IJCEMTc3Jyu601NTbIsNzQ0VGYOo4n27NmDqRfRBoryQ9M0WZbr6uoqF8uyzDDM/v370+k0vpJIJFRVxYoCxWKxXC4TBOHxeH7jN36DIIimpqajR49WiFJJ3UcQBIoNSZJwBWEYhiRJQdh9KeLfKS2qM2fdf/yAxdQ1NuL0DDtmpidnQ75vff1pUG8pHPFzSYtSqUTTNKynzdM0bf/+/SjJDQYDsqRcLr/vfe9D8ZBKpRoaGmRZxsIRAHDw4EFVVfP5fCaTue+++0iSrKmpUVUV0/weO3aMZdmDBw+mUilRFGmaNhgMxWJRURSO444dO4YVBbB4EaaNFkVx7969KLqQGUismpoaAIjH47iC7EpaCCApt6PFRMg3cTtyvCMrp7X/Zj6zPB8JzIYmY9EZ79jQE194nGfI7aKFLMuo7lEUheRQFIUgiIWFBfSHNTc3t7a24syJoigIAkmS+EAvLi4CwOrqak1NDS75FEXh+tLc3JxOp3F5MhgMhUJhz549WMdKFMU9e/agI61cLjc2Nmqa1tDQgG4UVVXr6+vn5+fxFdQ0UZVBsaEoCvpTUOvceR5sCy2qdZVFQoGgzzs5NjI1PopV1y+c/fIm6Vrf4SIiyzKsp9FUFGVxcfHQoUOwnuAddUxczuvr6/GR1XUdyxqi8Dhz5kxLSwtBEChdACCbzR46dIggiKNHj+L84UKjqqqmaSzL4lt1dXUGgyGZTKJMwv5RJiHz8vk8x3F1dXVY6wrFBsdxqqriNmfnefBGYFEqrkxfOt/5039/9sarVy19PaODrqDPG/R50ZD15lmumhYzgSm/dyy+MOeb8Hg9w7NB/xOf/29lqrhdtKiUocOGD30qlcK4FRTpiqLkcjl80EVRxG2LKIqqquL18XhckiSc/ng8rus6x3GopuCLpVJprWAASeKmhiRJ9Ltib0hBVHSwRgkqH9hJqVTCXTF2oihKqVRC+bHjPNgeWnzvu39VFb799a/94w/+4Tvf+ubf/dV3/vY7/9c//9P/+M+f+iSoyro56+euVVZlq+R+rwRMLC4uHjhwgCCI5ubm5uZmgiBOnDiRyWQqmb/vaNtxHtwCSRBlUQIdvvC5z3/9a888+aUnvv2tb/zNX3/ne9/96zfh9Vkm0JP09qHLEuiayDKga5ok8nT5G898VVfknaIFPqwYO6MoCj7r0WgUn3hUR2KxGEoa3KPe0bbjPLgFTJkmC0VJlL76lactZtPI8GAysZJOJW6XGO31WSZ0TakKIOugAUPSoAJWTLzceSGTSK7TosxSpV8kLSiKUlUVF4KKwNiY8xtlCQZuaZp2J6iwse04D24B6MAxLEszly9eGh4cCodmCvlsNpPaeparj/zWADRgS4zES7Ik67Lyra99HXTYKVpgRJau61grW9d1jNTiOA6VTZqmUXVFxfNOUGFj23Ee3AJd02VR4hj2XMdZp93hHZ9Yji9m0smtZ/kdJknSJQAVFF4WaP7iufMCw+4ULVBC4KEXlmWRBDhSiqIYhkFyoBR5B0F4VY9np3lwC9D1I4piZ2fnyMjI9PR0JpNBU/IWrWpaaIp2C7eevnRZZLmdogWarURRBACO4yiKIkkSNwg8z+PGQRTFXC6HUb7bzoNb2o7z4FYoCj4Pf/EXfzEyMuLz+RYWFtDzt620EEETQRU0XQJVUDRRvdDRKdC8yHICw/7iaYGjenOIbyKRoGkanxWKojAQ/D+gylkulxRFoijqySefnJycnJ2dXV1drdy3TWmhV9lUQa8cUpM5SeHly+cvgQY7RYstDgTIsoxWL9Q9RVGsmDruXNtxHtwClqUBNEmSOjo6xsfHp6amIpEITdNbz3L1ugUAAKDpBk2EnZ2dgiCgvYhhmHK5jJIcXZfV0gLDLIrFIposcVIFQUA7piAIGNePb+HysavajvPgFuAdY1n28uXLbrc7GAyurKxUanVtKi12Gy0q2hBJkqlUqlwuoxlKUZTl5WUA0DQtl8sVi8WKDNhVbcd58O6kRbFYREUB9w4sy8bjcXSIAwDWupUkCSNutjgltlNtx3nw7qQF+ifxWxYWFvD3bDaLHnNRFCtfJAgClsHdVW3HefDupAUAaJqWz+clSVJVFf2oxWJRVVX8iRUMNU3DOLmdpsGtbcd58O6kBbpAK4dLMWQXGwZM4FeEw2EAwIisXdV2nAfvTlooipLP5ymKEgRhfn4eAOLxOEEQjY2NGGlx4MABjG/AOK6dpsGtbcd58O6kBQZbYAidruu4TcWEAu3t7ZIk4TYV1u3ZO02DW9uO82B7aFF19aF1Wui6jsc0Lly4IEnSdtFiM/OUJEkEQbAsq6pqJpM5dOgQBlABQCKRuO+++wiCaGtrA4ClpaVDhw5h5Hd7e3sikZAkCcO1GxoaGhoaRFFEwXPixAmMukPvSU1NTWtrK/aJuTQMBgNBEHv27EHvKx4CwAvuFlowDIMHai5fvjwwMOD1ehOJBP47WzRiqMrmdrvtdrvZbLbb7UNDQ7Ozs48//jgGO22Xygm3M2ZjRCesR9/jvOKXwnp1dYzZhPWDJGgEa2lpoWn6yJEjGEMVj8cZhjl8+LCu6xilgXHk+/btY1kW3Uitra2JRAK/DsN3MSIcAFC/wTDSu4IW+ESVy+XHH3/8Rz/60b/927+98sorvb29W89y1QkYUVRUsrcCwDPPPIOP17bQYjPXV6lUamtrw84pimpqaqrIEp7n6+rqKsoHHjTCoWL0r6Io+NwjyVDw4I4ml8ttPBgCABUhhL3BerTm/v378ZWTJ0/eRbQQRVFVVUVRLl265HK5PB7P4uJioVDYepard5WtryOVm/jEE0+kUqltVDlv6yjH82FIxHw+39jYiEEVyWTyxIkTqqpWAncBoKWlRRAEFAb19fU0TaOOgvM6Pz//wQ9+MJPJ4Ebm8OHDpVJp//795XJ5dXWVpun77rtPURR0vRIEcfz48Wg0evz4ccySg3y6W2hRKpUYhmFZ9vz58263e3JyMplMom1wi1a1q6xiYax0ceXKFVVVt4sWm4XVsCyLxwAr8d8AgCwhCAJDfzOZDJ4BIQgC14hsNtve3o6X5XK5jZLg9VtAECzLGgwGWHeqYVA4ypVsNounVCofoSgKT5XdFbSo/JtPP/306Oio3+9PJBIYkLyVq+ydqZyapum6juS4fPmypmnbRYvNgvDwYAish303NjaiOxTPhrS2tra1teEZQ1mW9+7di9pGZToxur+trQ2dq/X19aiT1tXVIWnwUHLl0CmuPvX19TU1NTRNIxdramrwxbtIWpAkicvuU0895XQ6vV7vysoKHsraSuWslhYoKpAfKOrPnj3LMMw2qpybhewuLS3lcrl8Pi/Lsq7ruHLpus5xHHrR8FHGo0c42fhBfO41TcODSRXtFTtnWTafz6O8kWUZKVh5C9Yda1Q9AAAXq0lEQVSPqKPcwq628NzuOA9uKy1UVb1y5crIyIjf719ZWSkUCm9Bi63XmK0b3qzttVtsFuBfV1d38OBBtGvhjrGyT8FHuVQq4S9IXI7jlpaWACCdThcKBUVRMHMeulHq6+vRQIJ/ots2l8uJoogKTYVMFX7g0THc4KCScVfQAkfFsuy5c+cGBgYmJyfj8fjGkzi3bbvOnFX1vy1Vhx2fp18w3iVWznu0uEeLe7S4R4t7tLhHi3u02CW4R4t7tLhHi3u0uEeLe7T4RdOiWp+IKIpoQKy0jo4O9FptCy0EhlIEVhU50GSJoxWB1WVB5hlV5LgyiTmdy8WczDOgKxJHAyiYWZ0qFzb+ZDmKF2iWo/KFtKqJssKXqLwOMqhSLrUKupKIxyq9gSaTubQqcqArudSqLgugK4VMEjSZJvO6LOTTCdAV/CmyZdCVHZ/vtwmWZUVRpGn60qVLTqczEAgsLy9TFPUWPpFqaYFyQtM0DJZRVXV7Hesyz+iyoAiswNE4PYrAkrk0TkY2k5REDgmBqfxZlgJY+5lOrwIopVIeEzbQDAmg6CAnknFRYjEFP89QoCslMq9JPOhKbGEOVElXJVAlUCWOLVOFLOjKcjzG0yWOodbIp8klMo+vSxxdIvM7Pt9vEwzDYIDj008/bbfbvV7v0tLSW58qc1fZrl+/3t3d3dfXZ7FYHA5HIBB4/PHHeZ7fRlqoIifzDEsVUWzgrKgil1xeBFViSgVFYEGTQVdkngFQJJmjygWylEM2yArPchTNkJlsQtVELMKANTskmZM4GjPJKwKLFQhoMg+6QhWyKJzW5Ad2rivlYo6ling9UypU3t3x+X6bQHcmz/N//ud//sMf/vCHP/zhc889193dvfUsv3PdAo/0cBx39uxZzCK1Pa4yTUbZDqqkilw+ncBpAFXCsjGZxDJeEJ0Lg65wXBkXDizDsbgYRWZIMqeoAlnKcVyZF2hVEzm+nM0lS/kMKCLHlkFXQBHx63iOBl1hqaLIlnPZFOgKy1CKwMoSj99FFnMouhZjUYGhVGXX+T42Ax7H4jjuypUrdrt9ampqdXW1Eli/qW5RrQdVEIRKijFsly9f3s7DhhytCKzAUMVsSmAonIzVpQWazAsMRRWyyrq2IbJllipiOSdNl3iBlhWeYUuaLtEMiSVb8oU0gMLxa9RRNRF702UBVQoUBhJHo0gQ2TKykCuTNJmnybzMM1yZrCUI0JViNoXVKjZk8N/twEBOhmEwOmt6ejoej98pD2qlRhwAdHR0YFrC7TlsmE2hYEBOKALrnfAc2td2oL2lliCOHtynCCxVyMo8A4oo8wzLUUUyy7AlqlzQdEmSOVxW2vfuYZiSrPA8TwMoDFuSJE5W+FDQD7qCy8Hiwty+1mZUJlSRo9enf2lxfu0aVZI4Op9OHNy3TxI5plRgGUpgKNSL7w4oiizLFEVdvnx5eHg4Go2mUqm33okoVTZd1xVFwQhBVD8vX74sbjgD+PMuIuv1pMrFHCoBMs8019egekHm0jhzuCuJL8zxAg2gsBwliIwOMoCSzSV1kAkDgZuUbC4JoBTJLICi6RIygCuTEkeDrjTWEorAoj5byCQrjMEFC/csXJmsNxBY7Qx3K6rI7fx8vz1gSECxWDx37pzVap2cnJyfn8fw+i3azxVvgUw8e/Ysy7LbRQtRYCWRQ5EucTTLUKCIDTWEIvGoA9YZDLLECwxFEERrU31NLZHLpQSRkRWeMBAEQbS2NbEc1dTcRBBETS0BoGSzyb37WgiCIAwEWcwhpUr5DOgKkowpFTi2LLLlttZmMpc+eGBvLUEYCGJPQ206tYqXqRLP0KW25gZUPnZ8vt8mUKhrmvaXf/mXbrfb7/dXMthvJS3eGSH0O2bO0kGmygV87nFFUFShrp7IZNdyBtbUEvj6amIJBQBhIASRqakl8FNkKaeDfPDQ3tXEkiAyDFuqbzDICo9bkqbmOtyzcHyZLOWamus0XcoX0mQph13RDEkYCF6gBZEBUOrqiVR6paGxJpdP7d3XUqLyAEqZLlZrRtspvEusnHjTeYFWFIFmyHK5SDNkXT2xp6WBIIi6OkwNqESj4abmuoaGGsJAHD12lBfomloCFw60X+HvC7EIgEIYCEMNQRBEfYMBpzwWm0OrBmEgNF1Cwq2sLh47fkzTJUONAUDxB7wcV8Z+Dh7a29LamEqvSDI3NzfzpsqDuxfvElpgCVBBZFB/1EGWZK6mlmA5CiePLOUEkamtIySZwxcJA4HWKvz9vhNHBJFpbWtaXIqi2rH/QBvDlnSQUZygVVRW+KX4/C+9/0GaIct0MZGMAygNjTUrq4tNzXV4Pb4iiIyhhsjlU/UNBgAlk03s+GT/h6MFzZCqJvICzfHlijqJKsLyciyXSwEo6cxq+94W5EEsNnffifsAlHh8gWWpQrHQvKe+SGbxKee4cpHMNjbVYj+ixBIEAaAUi1lcDggDgYsRgJJIxPe0NOgg1zcYMtmEIDLFYpYwEJLMtbTuUTVxNbFUW0vcXcx4l9CiUMwoqoBPqiAy2VxycmrsyNEDLEcpqlApI0uVC4SBaGis2X+gjTAQiWS8rb25sal2T0sD7kpYjiIMBGEgdJAFkcHf8XEv00UsU1soZgw1xL79rYSBaGtvxsuQKyhOSlS+fe+eTDbR2taUTC2jQb2pue7eIvKLpgVORqGY4bgyWioBlGRqWZRYTZdWVhZZlpIVvkwXASCdWSVLuTJdZtgSzZCaLuHudF1hBADIZBNFMgsAmWwGQJFlHsVDLp/iBbpQRAcKFMmsrPAAQFEFAEinVxm2hBSUZA69biSZw9WtUMjs+Hz/x6KFIDJluljJT86wpRKVp8oF3EooqiBKLO5KYotzOsiaLiF1imQ2X0ijaoKuEPwgestKVD6TTaDGQJZyosRihyg8UukVji+j1onSYk9LA0oX/AX1U7SZqprIsKUdn+//WLQQJVYQGV2Xc7mUJHHoJcfpX1lZRBVB06VcLoUM0EGmGZKm15ylaLZi2JIgMKLESjInSRwqK7jjRaM4/iyXixRVwO0u/gmgFAoZACBLOQBIppYlmQMASeZKpTWSYVc7Pt93lhbV+kRgvSgXek0VRbl48aKiKNsoLVRNVFQBtU5Z4UWJpRlyx+/vXQo8DVUoFND4HQqFVldXN6aeur1PpFpa4OEqfT1hKgBcvHhxG43fqA/KCq/pkqZLqiaiXYEX6Ht4B8DzmLIsP/300w6HY3JycmFhIZvNvgUtqs1vgR/Ds3t4pLOzs1Nfr/q0LVZOdItLMkczZDqzinqlrPD38A6A64Wu6xiGEwwG0+k0z/Nvkd+i2mw4NpvNbrfb7XaHw4GO2scee4zjuG2L5VQFUWI5viyIjKIKmi6hGWrHH7u7FCjRKYr63Oc+96//+q8//vGPX3rppZ6enm3OhqNtSJ+FVOjo6NjG3FkcXxYllhdoVC1x94FW53t4BxBFEUv3fuMb35icnJyZmYnFYpjhdCtpUW0gJ1YA3KhbXLlyRdu+/BYMW8KIXJoheYGWJG55JeZ0WV+5+sI9vAP87Gc/e/7557u6uh577LGhoaGZmZnV1VXMKrZVLOc73qBqmoYpADo6OrbRsV4ks+glR8MRSotsLrnj0vguBcZTlsvlb3/7236/PxQKRaPRt05kUO1OBNbDvjVNU1UVAC5durSNsZyoTCiqgAFXHFdGDUMQmXt4B8DJoijq/PnzFovF6/UuLy/zPP8WO5F3LC3gzpizeIGuGC3IUo4XaHSlqpqI5sVsLonaBtocN0s/gmGFPM9joj5MgsPzvCRJKOpYlsUEJljBClmOdSpkWcY/t0hvAgAMw/A8j6ncMDGjIAgsy2ISFUzoUy6XMYfOTqVJeZdYOSWZw20Iap2qJooSm8un0MKIFklRYtGXVixuWqkQU9uoqopRazhCSZIwPhnz3ZRKJTT1iKKIhavQJINRbnjlZi2RSFTq7aI1DwAwsSEA4AYeEw5rmraD2XPeJbTAbUjlcIckcxVvyPJKTAc5nVnFqIvllZis8Fs8zbIsY5Yj/JPneVEUUdsSRRGTyQMAZgbG3zEFpyzLWORti1TzyCrMw5RMJkVRRP4BAHIOpQj2Q5LkPVr8vNFZosQKAlMRD8srsYo3BL1ii4tRDMDJ5pKb3e6VlZXl5WWU55hYHucSs2riSoEJ2iq5wzHzPEVR+EqlgsltWzabRTLhMoGJ2GRZxs8i5zCL4+LiIgZF36PFO6cFWcopqqBqIkZcMmwJYyo1XULHKUZnoaNkC90CACoJ80iSVFVVURScp1AohGY+1Dwq/w4KfFxxMA/kFmVssCwSpnlEwUDTtCzLlZM5uq6jwgEA2uaFNu/R4u2lgl8/IUiVC6LIYgzV8nIMhQfDlMp0EZcVTZdoelPhjCkZsbIE3gVVVTFzLwBkMhl81vEtmqbT6TSqF5jhD8uyb/GUV25FKpXCDRqSAGmxuroai8VOnjyZSqVQ7b9Hi593EcE9CM2QOsiqJs4vzN5/8lglBqKysqB/fLPbff/998/Pz6uqqus6TdOVmrk4VDywiwft6+vr29vbCYI4deoU7k1waqemplALuW2jKEqSJMzmSRAE5n5MJpPsem13hmHa29uRhVvoKPdo8faM31y5ROVVTdRBzhfS6Dkz1BCyIquaqOlaY2MtRkuQZG6LRcRgMOC2Ip/P67quqiqWMRBFEXeMeJi/sbER9xE8z6fTaTTXCoKAisUWqqIkSXhz0+l0qVSSZRkLuKuqSpJkuVzWdR2TwmKVhruMFrvNnMWvh1mgYqHpElnKEQYC46Z0kDFedyEWQflhMBhwi8HzfHNzs8FgqKurU1W1paWFIIja2lqMCyEIorm5ubGxUZIkHCda+giCwBuHdTd4nq/kfW5paSkWi5qmkSRZU1PT3NyMaZ0recErJQRqa2uxWLfBYKivr29qaqpcU6EFJn0ol8uyLOPaVCwWdV2/07RA8nEcd/78+aGhIb/fv7q6iv/XHTFnaXfG+F2i8mvGb+F1U92hw4dQ4ZBkjjAQeKxUURWqXEgkElhDpLm5GU/Q454QpwQf+pqaGhxzKpXCizfuNZqbm2tqahobG3HwWBQCHYH79+/HZPKoH1SqTGDeeMwETdN0Q0MDwzCYpxzV2+bmZpIk9+7dW8kwDOuKDn41XiwIwp2mBd4ThmHOnTuHFQIw5/dbSIvd5ioTJbaSvAYDLVFaPPS+M3gKCEBZXomtrC4eOXqgobFm7969+/btW1lZOXDgQOXR1zStoaEBD2un02ksGUQQxJEjRwiCwO1JPp9XFCUUCmFGBk3TNhYPwBexQ0z/Xl9f39DQQBAERVEGg6FcLmPgAsdxTU1NKysr+FlMF9/W1lYoFLAr3K2ggRXvGGamRlvqnaaFtu7x/spXvjI4ODgxMRGPx0mSfAtX2W5zrJfpIgqGMl2UJA4t3EePHU2mlgFgeSWOyW4aGmsKxYwgMoIg1NTUYD3EdDp99OhRLCCyd+/eZDKJ+9La2lpc7yqlhHAFwWxP+HxTFHXw4MFMJlNfX4+95XK5Q4cOVUra4BNfEUX40GezWaxTUXkRJRAuN3V1dZiXHtaXnkKhgFoIdsVxd/yI85uLUiWTSawBuJVjfbeF4cgKj6YL3InwAo3HN0SJRROWIDKFYmbvvpYimWU5CgBaWloAwOfzAcD8/DxKeFw4OI4jSbKhoaFQKKCQqNQG4Dguk8ngnOEc41vt7e2yLC8vL6OcEAQBFRRkFRasIAhCkqR4PK4oiqqqBoMBXwQAVVVFUUSZhKJl45eKonj48GHUASVJam9vv9O0wPov5XL5sccee/bZZ3/4wx+++OKLXV1d2x+Go93JoD3cdjJsCU3gssJnsonTZ05T5QJVLtA0iXksaIZsaKypq1/T+8rlMhaNqq2txVU8nU5jISpRFEmSbGpqqqurw+nJ5XIVDxmuL4cOHWpoaKBpGueyqampsbGxubmZ53mapnF9qSiYyWQSGbNnz56GhoZK6RqKonAFOX78eF1dHVJzY1EcDKytqanB/S2y507TAldVlBaDg4OTk5OJRIKm6beQFtXuRO50iC9VLogSi5uOQjGDe9HY4hyG+yJXMB/SamJJUQVcC/COy7Kcz+exWKaqqizLotkAl4zV1VUcP14AAIlEQhRFlBYoMCql6hKJBPrMdF3HHQp+pFKtAl0n6BMRRbGyL0OpUCwW5+bmsKxVJBKB9dol6FZFruCy8gtYRHBqOjs7cSeSSqWQ61vtRKqlBdzhAwGixEoyVyhkMOaMLOVyuZSs8LxAr60vigDrSfXyhTRWHsH/E9dsHF6xWET6YmUrrH+GTwlOHkmSsizv2bMH9URsjY2NTU1NNE2j7MVS3si8iosczRto+KrMMUVReGUikQAAHA/62WG9GiOqHRuZWigU7jQtULsSBKGzsxN1i8XFRfwXtqLF7bYnWzVtXeXEai6qqv7pn/4pPj0VZmDJOHwEs6mlXDqOyCQX04lYcmU+sRxNLEejs/5YNLgwNx2LBmdDk5GZKVWicVuPnie0MomiKN9VbVeNH/VNRVE6OjocDkcwGFxdXb0jVk59vTwTtmeeeUbXddx00TSNoqJQKOTz+Vwul88sV5BNLVVokVpdiEWD8Vh4cT4UiwYjM1PRWT+oXMU4jX5qtMag++puabtq/BhiAgBnz54dHR0Nh8PLy8uV8krbRguUFuJ6wEEymbx8+XK5XMYyrHgLNooNMpdGFLOpfDqRTa6kVpaSy4vJ5cXF6OxyLBqbC8/PhsLTvmg4qMtr4VIMwwiCgBouPnmbGY93W9tt45dlGReyJ598cmJiIhwOx2KxOyItKmo8AOi6/o1vfAMfDlQsSqVSoVDI5XKZTCaTyRQySUSFE4l4bGVxfjE6OzczHZsLzwb9M4Gp6amJkH9SYChRFHE9kmVZVdVKPNVOPW3Vtt02flEU0UHz+c9/fnBwMBwOLy4uoj60/bSo7Ejz+fxTTz2F/zzKCSwPWSwWcRGhCnlEKZ8rZjP5dCqbTKRXV1IryyuLsdTKcnxhPr4wvxidi81FJI7FrmRZ1jQN98AMw6DSdFe03TZ+XddRyejo6LDb7ZFIZHl5GdXe7aQFRkRW/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alt="" /&gt;&lt;br /&gt;&lt;br /&gt;New in Excel 2002 and Excel 2003 The Paste icon has been expanded, enabling some options from the Paste Special dialog box to be quickly accessed.&lt;/div&gt;</description><thr:total xmlns:thr="http://purl.org/syndication/thread/1.0">0</thr:total></item><item><title>Selecting Cells That Contain Formulas in Excel</title><link>http://weareteacher.blogspot.com/2011/10/selecting-cells-that-contain-formulas.html</link><category>Learning Excel</category><author>noreply@blogger.com (Sepeda ��)</author><pubDate>Wed, 5 Oct 2011 07:51:00 -0700</pubDate><guid isPermaLink="false">tag:blogger.com,1999:blog-3311661884189477798.post-2669345231435830594</guid><description>Selecting Cells That Contain Formulas in Excel :&lt;br /&gt;To select cells containing Formulas in order to color, delete, or&lt;br /&gt;protect, use the Go To dialog box:&lt;br /&gt;1. Press &lt;span style="font-weight: bold;"&gt;&amp;lt;F5&amp;gt;.&lt;/span&gt;&lt;br /&gt;OR&lt;br /&gt;From the Edit menu, select Go To.&lt;br /&gt;2. In the Go To dialog box, click Special.&lt;br /&gt;3. Select Formulas, and then click OK.&lt;br /&gt;&lt;br /&gt;&lt;img 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" alt="" /&gt;</description><thr:total xmlns:thr="http://purl.org/syndication/thread/1.0">0</thr:total></item><item><title>Displaying Both Formulas and Values for Cells in Excel</title><link>http://weareteacher.blogspot.com/2011/10/displaying-both-formulas-and-values-for.html</link><category>Learning Excel</category><author>noreply@blogger.com (Sepeda ��)</author><pubDate>Tue, 4 Oct 2011 07:49:00 -0700</pubDate><guid isPermaLink="false">tag:blogger.com,1999:blog-3311661884189477798.post-3987277607601414691</guid><description>To display both formulas and values for cells:&lt;br /&gt;1. From the Window menu, select New Window.&lt;br /&gt;2. From the Window menu, select Arrange.&lt;br /&gt;3. Select the Horizontal option button and click OK.&lt;br /&gt;4. Select one of the two windows and press &lt;span style="font-weight: bold;"&gt;&amp;lt;Ctrl+‘&amp;gt;&lt;/span&gt; (the key to the left&lt;br /&gt;of the number 1).&lt;br /&gt;&lt;br /&gt;To move between windows, press &lt;span style="font-weight: bold;"&gt;&amp;lt;Ctrl+Tab&amp;gt;&lt;/span&gt; or &lt;span style="font-weight: bold;"&gt;&amp;lt;Ctrl+F6&amp;gt;.&lt;br /&gt;&lt;br /&gt;&lt;/span&gt;&lt;img style="width: 702px; height: 475px;" 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" alt="" /&gt;</description><thr:total xmlns:thr="http://purl.org/syndication/thread/1.0">0</thr:total></item><item><title>Displaying Formula Syntax in Excel</title><link>http://weareteacher.blogspot.com/2011/10/displaying-formula-syntax-in-excel.html</link><category>Learning Excel</category><author>noreply@blogger.com (Sepeda ��)</author><pubDate>Mon, 3 Oct 2011 07:46:00 -0700</pubDate><guid isPermaLink="false">tag:blogger.com,1999:blog-3311661884189477798.post-286204212021722023</guid><description>&lt;div style="text-align: justify;"&gt;To display the syntax of all formulas in a sheet:&lt;br /&gt;&lt;div style="text-align: justify;"&gt;Press &lt;span style="font-weight: bold;"&gt;&amp;lt;Ctrl+‘&amp;gt;&lt;/span&gt; (the ‘ symbol is located to the left of the number 1 on the keyboard).&lt;br /&gt;OR From the Tools menu, select Options, the View tab, Formulas, and then click OK.&lt;br /&gt;&lt;br /&gt;To return to the normal display, press &lt;span style="font-weight: bold;"&gt;&amp;lt;Ctrl+‘&amp;gt; &lt;/span&gt;again (this keyboard shortcut is a toggle).&lt;br /&gt;&lt;br /&gt;&lt;img 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RUfAQBRlPEpjhN0HXQdUKaYg5VjK7EYx7I8/oT3PC/6/UEAYBiWYVhJUhAkDMNiJZKkPAUn8/N+AGBZXpIU2lNEoCBImga6DqIoS5ICAIqiJcNnIpfC4Wg0GsObrwA5hmE1DQKBEH7t7x/Em+npWaQfCQAAVdWTjaNk+cn69RR6Fm0XRSNJSiTCRCKMJCmJIls0X9chGAwjT3hepFBZVI4Mw2JVPl+AUqiqOuZjbSMjY7oOPl8AsaSqOscJyHkAmJvz4Q2KGKWjKBoW1jRgWR6Bhz8hYYqi4Q3L8oi0cDiqKJooyqqqi6KM6NJ1kCQFH0wmr6/lwiZCoQhCFL8OD4/iDcJPVXWkcGpqJhk+EwkLBsO6DpRRyfKTXYv2Nxk9kIT/yEbEgKJofX0D8JX09tP1yRcvFG40GqNjEwfC18WHr/EaG5uQJCUW47BryKul9pdeZGBgqKenFwe8wCugg67pPCerirp4WuIFALK8MJxUVZdlOXGsUrWLMuY4HgCiUdQFPN5Q685xgqqqFA1Y+ZIJSkbnkxMXRYbBgbHex0M9j+d+q9P9u/1DA9Pvv3e37/HUvTvD/Y9nZybZ2SlusG9e5AA0AG2hy8jYZPyZm5tDm81xn+kOSZKogFCs+Kk9aTh4nsfCkqQIgoBP0UuSJEEQIG4/sBVBkMLhKMdxHMeFw1GEMjYkywsYEAQpFArFJxkh2u6iOEEc+nwBrERVNVVVWZZHOySKsqbpOHjC4fDT8QkAsdiCFhAESdf1r4DDBEjrkUgEK+F5HmtGjgEAto6EJRtHi+Yn61cyepK1y7IsANDZFd6wLJssH2tAQaBYFUULhUJPkaPf70dDrmkaADAMo2mgacDzPNKMxND5GeKEZXmfz6eqqiQpoigyDBOnWZmdndV1kGWV53lJUlC5+Xw+UZRgQcuHsUVRFLFOvMFMVPGyrGqaJggiADBMLJm8lir3ZJcgiJqmIZgBIBZjJUnSNEACsMvRaEwQJArsRfFJkckwDMDC44mI/Vz+UvGZjJ5k/Od5ESFBofX0dp9OD16J+uQp5XVdp7aDdv/r4sNS6U92oTLEKawoyjzP6zroT055vkx/6UV6e3v7+vqehDVO5/HSPp9UYUkJQGFiIZ9/BkCRZE6SOQBlbHxIB/lx7wMAJcoEmVhIBxkLiBILoMgKH2PDAEogOAegCGJsYnIE87GGed90lAlqurRUehSVTUi8ovKYLyu8KLGapkgSqiFlaGiot7f3Yc/Eb3V63DMY8Edfv/ZWKCA8fjTe93jywf3hd966MzQwLXAAOqjKgjrQdRUgqXxRjgBKOOKn9ygjf2AWP1F2/sCsIMYkmdNB5vgogMJyEZQdgAKgqJooyRwTCzGxkCRzqiaiiFGyAIqmSzOzE/iIpksAyszsBBYDUESJFcQYgIJU4b2qiaomRqKBZDjRdCkU9gEoWECSOV5gdJBVTdR0CWE275sGUHiBEcRYMnyqmsgLjKIKqiaOTwwDKMHQPBKzpIQjIsoEARTkEuZousTxUVnhdZAxB5mcbBwly0/Wr2T0PKVd5LAosShf/JosH5/Cz8TeJZMjCgXLI6gQJ5iDIka0qJooiDGkUBBjWCASDWBVWCftKf2KddKqpmfGE6GYyDRMqAdoVf7ArKIKkswlk9fS9U/S8UXZiF3DVvAnxDbm9/Y9VDUxGT4pYcgEJBj7smj+UvGZjJ5k/KdUoRLg+KgOsiRzS+VPMn3yFH7iwByfGFY1UVEFXmCQzq+LD19jQl1EtR9ickn9pYmMjIw8ePCAYRie53GyL4oi3iS5lCUljosmDn4AxeebWb4ijxjI6mdXhEI+ylxRZAEUg5FomqSDLCu8rssFy3MJIdk56ctX5Pl8M7Qq7CQyeolJTEgyxPkIoOggA2ho0UVR7Ovre/jwYW//zG91IiQ1J7sgPS3nww8eTI6HHtwfvnunf24mNj0ZkkUAHURBic8INU1LyjdZ5jOzUg0GkpmVSgh59rlnJidHARRFEZ57fmUwOI/jHKWZkkoAlEBwLj3DpCiCJHMo6Pn5aU2TAJTUNANWizeaJqWlG3NyMwghaWlGYiDPv7BqbGwIy0xOjj7/wipiICYTQTCkZ5gIIfkFOQAKMRBCSMHyXGIg3/xXLybDiaZLosTGYuHnX1hFCMnJzcjITDEYCSpHAMXvn1397ApCSEoqSUs3JsOnrPBYJ4CSm5eJN4oiLB2HCsOEABRsgmFC2TnpksRpupSSSjIyU3JyM9LSjZFIAAdRsnGULD9Zv5IRk6xdVRWzc9IJIUYTMcb5r6pisnwAZXp6HJmclZ1mNJKs7DRZ5pPJMSMzJRYLI6jyC3IIIfhsWroRn4pEArl5mcRATCnElEJS0wzZOekGIzGaCM8zqWkGrCo11WAwkIzMFIQlw4RUVdRBVlSBZSPYnfHx4azstMzMVMQPIUQUWZztiSKLOaaUhe6sWr08EJj7lfL6CnJfNBFCABSWjZhSSFq6MSsrjRgI/oTAW0ByNPjsc88QA0mGT12X85ZlIal+/yw+8pT8peIzGT3J+I9thcN+WeEVRUhLN6JF/AppUX2SrDAdknSQslwEbcrXxYevJWVkphADycnNSE0ziCKLahZH7pL6+xmQ+vuGB/pHdA0waeqv/L9cW1JSVVnTFFHkRZHHHEIIgBYKBQC01FSTokgcF8OvOKgAtEgkhL/iPS4fDQYiirymKVjtUimJpyesOIASz1+wabqu41+8AwND/f2Dtz9+NDgy+7h/YnTC/+77dweGZ+5+OjAxHbr/cOhBz8gHHz2c9cWGx+b7Bqd6+sbvfjrwuH/i15LuPRh8+Hj0Qc/Ig56R3oHJvsGpBz0jxJhNSHpf76i36TwhOQGf+NHtx6NDwccPp/p7p7kYgAaaCug8oS9svGuCwAFoPM8CaBwXQ24TQiRJ0HUVRanrKkoK5aKqMs+zkiQAaCzLpKQYUWTLluXSYj7fHAXA8uX5fv88BYMsi5mZ6bFYVNdVVZURKrS2b37zG/Pzs0iYIHC0QoaJAGhpaSkAWjQapjlYgFIOoCmKRNFIW0z8yrKMpimZmemBgA9L6roaiYQMBqJpCs+zWDPHxbBCfJwQQnGIsBwfH8VfBYHDMrqu4g0iHHuh6yqShFwSBI5SQnuHTCCE4OMAWjgcxMKSJCiKlJmZzrKMwUCQUTMzU1gsJcWYkZGmKJIsi4oiYYXRaFhRpFgsmpGRxrIMlgwEfIoiKYpEuaookqYpVLhIamqqCTORYHqzaD7STNmFQjcYSDDoB9DS01ORGJZlsF/INxS3pin5+Xk4xhEeoVAgIyNNVeVAwEcZgrxFBlI6kQkcF0uUPiJZ0xRshfZLVWWkljJHkoSCgmVYPhQKUPlS4WIHdV2lBOOvSBXPs5hPb1DuiiKJIi/LIpInijwChmEiiiKxLIOjTBR5o5EAaPiJZNAmFqUf6yGEYEdoGVWVMzPTKWxkWcSSRiPBwpQS7BQOHFHkp6cnEQAIM/ykowNAS001IWFIPOYnFpicHKcixi4ripQIdYaJ5ORkqaocDPoFgeO4mCjykiQghbFYFOnnuJggcPgUw0SoFJBXlOeapiAfWJbBTuEQkyQhFoti91mWSUtLIYQg+ClXEfY8zyJOYrGoKPJoiZD/2FY0Gkb2IpewBgo57CYVIh1WwaB/fn5W0xSGiVAiKUt5nlUUCXMMhoVBh9oG7R3qTwBtdnZaFPkVKwoEgcPRTfXYU9K/uEVHIrDPsiwSQgCAKqlQKEAFhj+lp6cjtnAeQCWBaNZ1FVmJ7EMeLTEtzaKPTQbeuflJ3+DU3U8HGE5/5+Ync3727qcDgyOztz9+ND4VvHOv75P7/Q96RgaGZ3r6xn9dFv1x/8TIuG9k3Pfx3d5PHw3PzDNvvvMRMWRVV9tuf3Dvnbc+mp/n3nj99ux07NGnEyODgcnxcCyqMRFGFGTQQVXwnzw90ZzjOBEETtMUqr+oDUMbH42Gs7IyAbSRkSGIa1Ja2Ggk6enpLMugXoO4EUVRMkxk5cqViY+gJcDBQ6cIFCGJehbnfIGALyXFiBhDYxyJhL73ve8hPESRRw1LcfJFiw4AhBBU4tnZmVgD/srzrNFoCAR8iMCBgb74I4tYdFRSAJrPN4eZVNVSfSSK/OzsNM2UJIFlGdQmAFpqaqqiSDzP0wKCwOXm5vp8cyzLYJ1zczMQt3/YkfT0tEgkNDY2gkwzmQxo1ahWCgYX+o7k4VM+3xw1wBwXy87OFAQB/3JSVVlRJF3XnxyYGgqRcj5ZfiQSMhgMAFo0GsZ8XVdTUkxIc1paCtVrmqagmKiqjUbDWCfKfWhogMIMC0QioaysLOwXTlny8/MRP4iBaDScm5uLBfr6HkPcHn/RIvr984oiofSxmMlkQHFggQcP7v/+7/++okjRaBhnAItadEq/KPKIXjQnSB7iBGVBezExMUbV0ejocGJtaOewI4LA5eTkJKM/mUWfm5t55pnlhBD8ihxGxmZkZFBbyLKMrqtIKp3F4hBGMGOx3/3d30VbQi0rtjszM8VxMU1TTCYTchutKbXxiCu0kXRC/DlphsNBxBvO3qj2QH4ipCVJyM7OxnkhKiJR5LE8xSHEp6cA2uBgP3ZZ11WWZTgu9txzqyVJysvLoSWNRiP2ArkRDgex2kQ2CgKHPeJ5Fs15MOjHuW9eXh5dnSLBNCmKNDo6TEcWPoX0ID4FgUNKkPhQKEirUlV59eqVg4P9uq6mpBjRCIbDQcpPXVcpo56SSH/f2ED/+CIW/St5ti96occE+vKZTKm4x4veOuiKMjw8ig5+0WjMYDBRl12Iu88Eg2GW5VeuXI1+rehUid4ZS78+s99PXDqADpoKlBUD/aP9fSPDY/PTc9GB4ZlPHw3fudc3NRt53D/xwUcPh8fmb334wBfkP77b2zswOTLuGxqd+/hu76/LnPf0jd/68EH/0PT9h0NRViPG7IzsZ4ghKzvzmdzsVXMzsbERPxPR37rx8chg4P4nI5983A8axKIqaMCxMso6PT2TECOmtLQMQoxGYwryOSMjC32hAWB6eha9cvArIUa8lyQFBWQ0pqBvFCHGUCiSkZGFLlHRaCwrK0cU5dzcZei0QogRADhOKChYAXGnbp4XqXCxAMvy6CDNsnxBwQr0dUosIAgSOnjTHLxEUcYH8VJVHX+lXtOhUGTZsoLEqtCph5KHPUJPV/Thp48TYkwEoSjKvb39iqIhG9PSMoLBsCjKWC32Kzd3WSTC6PoCq1esWCmKsqZBMBjOzV2G9fh8geHhUewUjhdBkHhepG4+6L5rMqXyvIiVI0OQSJ4X09MzseTs7DylVhTlYDCclpYB8cElSQoOpUSOAQBybNmyAqw2IyOLOskn9jdZPiFG6nIYDkfRU4/nRUXRcnLykBUQd6JE9qJnL332c8IFgLGxCcQY0u/3B9HNnhAj+mdR0RBipHEQ6D+PfnYoWayQ+vDzvIgksSxPgUQLoHwlSeF5UY9vYlGvT0pbOBxFt0RESEpKmsFgor8SYkR5YetYVX7+chxlADA8PKppkJeXj6wIhSIIZtrEovRTCpFvtAx9Kjs7V5ZVTQOfL4CDi5I0PT2bnp5pMqVScYTD0WeffR7L5OcvR99ApDA1NR0drVNT02MxDnFLIZQIvwcPHmH9oijjrykpaahGEJyiKK9a9Wwkwvj9QewLZcL8vD+xUcyMRmN4v3LlakXRYjHOYDAhDGIxLjMzG3/VdcAYirS0DElSkLeIeUlSDAZTOBxNSUmbn/eHw9H5ef+KFSsxQmfZsgIabmMypQqCJIpyamq6qurLlz+DlQiClJOTZzSm4DiSZRURSImEuOd/amo6IcacnDxdXxhBq1Y9K0kK1RIY62E0pszMzNGnMGABIUQrDIUiK1eupooLYfNlHN0B4F/coquqquugKAoSFB82AgCMjY0BgN/vx5KYSZURxy04RY+PTyBiCDEiarEqjhM0bTHb/CuupVn0Wx8+uPnB/dEJ/70Hg8uWv0CM2YRkLthEPe8AACAASURBVF/5DUIyc5Y9S0jmg56Rnr7xR71joxP+0Qn/r8uif3inJ8pqNz+4/8n9/vsPhx72jNgcXkIyHz0Yvnun99GD0Yefjnz4Qc/8LHf/k5FwQBsamONZHjRQJAX7LkkS1ct4Q+deqqqqqm4ypebn5+NWiqbpkqTEYjFBEBDiuq5rGuoaFaU8NjaWkpKmaYAmMxKJUINqMJjQMRvFHbeC5PnnXyTEmJu7DIe3rusmU+r09DSVkt8fTE/P1DQQRdHv9+u6npmZTQghxPjMM6tSU9ORPAAYHh6GeEQWdXD9okWnmAwEAoQYCSFGoykvL99gMBFC0NLMz88j0Giw0BcteiAQgASdGwyGBUF67rkXNA0yMrKCwc8GJwCkp2fEfa3lxPkEjoVQKPL97//brKwsWj+2jo36fD5YWFlCfEwRAOA4juMERVFCoQghRvRvRcMgCJKmaagK09MzHz58CADRaJQGLBBiRK9YURTRiR0+m9/ohBhROkajMSMjCwsky5+YmMBW8CeIay7sBSHG3Nxc5PN3v/s9o9H47LPPDw0NAcDMzCzLsjitURQFHd0LClaoCX7OLMsSYhwfH6c5hBi/9a3/DTHzzDOrCCHUTZhhGNQbi1pEdHVWVd1oTIlEIlhVenp6SkoaIWTZsgJCCJ2U4LOLWvTp6Wk605qYmPjud78XCkXiM0vCcdzq1c8h51mWQyubm5uHNlJV9YyMDACIRmPf+MY3WZZHhWYypa5YsZIieakWfdmyAoZhMjKycKYIAEZjSigUKihYIQiCIAirVz+HEFUULTU1ledFTQMEPAorKysH8ZCenokYC4VC2dm5BoMJmzAYDADA8zzHCfn5+YQYc3JyqNM7Rng+99xzyBlNAyoXSj8hBirElJSUOEtJgmQJnTRgwAJ2XxAkWZZpPdFozGg0UYmgLkLKkZmEGCMRJhbjvv3t7yTaoHjNMgCEw+GUlDSamZ+/nM45TKZUWJjwEYwxe/75F5FOQZAowU9SbgAATdPQ6suyqqq6pmlPrmE4AOjp6YH4KFYUldo+nMroOrAsG4vFsrJyAIBhWDSRT7+e3HVPwGv8QvuXuEe9tAt1IoYtwmcWXUqMsfH5ApoG09OzDMMiC2gQIYYmA4DJlIoBqYIg0QI0BHYpV+IexRd++4JFj8bgk3uDnz4cvXN3YGBojpDszOzVhGSbUgsIyX7cN9XbPz0+Gf7w497e/um794ce9039WtL4ZPju/aF7nw5PTkd7eifHJkKEZDtcHdNTPkJSCUlnopLb2ZZqyut7PPnR7Z6hgWmeXYjTwyv+h9aC1OAJi65LkqKqOm630PkpytRgMOHYwzUiy/JZWTmoxXDJpSgalsfPSITJyMgCAIZhTaZUnIriTzMzc4nrb1leQDnHCagEFUUrKFhBl3GyrNJVPp3G0hFLw53p9PaLFn10dPx73/s3uJY1mVIxjBs1MpJNA4VxkvGUNTpemZnZWBsaMMqHQCBEiDFxFwFDj3CeGo3GqO5QVd3vDyLC8UE6n8Am/P5gWloGcntoaGT16uei0RjyBOnJy8unE3xcpwqChMtQyjqMVldVHXe/kEV0dQVPKj5cIQmChEh4ej5WjmMTocIwrCyroVAEpalpgEHMuEKSZRU5huXps4mMkiSF7vog0lRV9/kCRmMKysXvD9JFHqpOKvRka3RNg/HxSVTlMzNzL7zwO7EYh2ynSwjK8Kes0SG+04ASRzQitzGufdmyAr8/SPc8UOIUQon9QonMzfkS7d+SLDodaz5f4PnnXwSAlJQ0CkJkZuJuRH7+ciQebaGiaCzLGwwmPBokLy8f2RgMho3GFEGQ8LgInFVjDSg73IvCmnHQGY0poVCEwiCRaRwnrFy5GgDGxiawaQwcp4ShyYCEvRMAmJiYws2GqamZb3/7OzSOHHcEBUHKyMhC6yBJSmpqOscJDMMi5ARBis9QF3CLi28q69TUdL8/yDDsiy9+g2FYRdHos2iAli0roH1hWX58fBIA8vLycUMlKysHQS4IUmZmtqrqgUAI+4iSSkvLyM1dRojxu9/9HjIqPT1TECTUqOPjk1TWyM+8vHxKG66L4MttS/+LW3QAiESisLDrLptMqfH4XV2SFvqjaUDj63HJggs4TdPiwCX0HAm8QYX1VZboS7To9x+M9A3M9PZPT80wj/umBgdnUtNXmEx5KWnLJyaCUzPM7Y8eD434xiZCt24/Ylj4dVn0e58O9/RO9g3MDA7Pf/hxr9PduWLFN6pq3G+/9f7MjD839xlC0gnJ9M3Feh6ODfbPfPLxY9AgxsRAX5gwAmjp6alk4TKmpaURYjAaPzNaOMww8jscjsaXiSLqRDw8QNO0aDSWnp6J4w3VBMOwzz//4sTEBF1y4aKB2mMASE/PxGUlAIRCIYZhECdYA5rz8fHxxEckSRobm3jxxW/guhAAWJbnOG7VqmdxIYs08DxPzdsXLTrmcJwwOzuLc2GI7yiGw9Hs7FyI7x4hYU+x6JFIxO/3r1ixkhBjZmZmenqmwWDSNPD5fAUFK/z+YE5OXiTCiKJoNKYQQlJT01NT03FyMzfnW7Xq2UAggE2jEhkZGXnmmVWQMHOdm5tDnqSnZ+LmRFpaxnPPvRBXUjitWVDZ4XAYV6K4qMWdQwCYmZlB/giCFAyGcWMwcRTgVsGyZQWSJHEcZzCYEnfXMc44WT5uh+CBM/Pz8wAQiTDLlz+DTPvmN781OjoK8VMHZFnBRaQsqxzHCYJAiUScpKVlSJJEI+8BwGRKRfLwQKHvfOf3hodHcUGJGiYzM5thWJZlNW0hEDeJRVw4/wQnUpBgdTRNm5vzsSybnZ3LcRxWksyiz8zMUAGxLJ+buwyX+BkZWQjdvr4BxBVZ2F6ez8jIIsSIq/AXX/yGomgcx1FTRyciMzMzqNaXZNE1DTIzszVNQ9OuKIrRmIJiSk/PnJ6e1nVYvfo5jEwGABy8uKBkWZbOORRlAeEMw/I8LwhSfv5yulGMYhJFORwO07Ob4mwhCKE/+IN/nZqanp2dSwh54YXfkWXZ5/NlZeXgaCLEmJGRkZWVQwhJT8/EiVRBwQq67Ur5kJGRpWkabujiZhL+aeXzBRRFCQQCuAsiCNKKFStxfpmoJUym1KmpKZx8PPfcc3Nz8/n5y+n4BYBQKMLzfKK9h/jGDCFG1EJTU1Pf/vZ3YjEuEAhQwESjUaMxhZb84z/+AZrqF174HdRXBoMJN64kSUqc89F/x5AMKgW6lTg5OUmIked5PJUB/6rQdf3LWfT+/oGBgSf9PjChBxlGefEJ6ct4nz3hLACf94xbcCxCpwCjkYTDwVgsik4ohJBwOIjOCOg+QF0D0O+A1vY5z4gvnb7o8f+ZdcczthI94/oH5waG5u/cHXzwaLynd2pkLNjTO0VITv/gXG//zM1bD8cnI4/7pgeHfYPDvo8/GXjcN/1rSaGIdvPWwwePxh/3TY+Ohyy2FkJyPn04Nj4+XlNTg//xyJL+0Yd373z86cjw5OTEbIwRGIYRRRFAUTVRECOazj/FM466k6DjDJVLfn4elo/Fouj1g/6u6E2T6JCFLrgME1m+PB+fRb+2aDScnp6q6yrHxahfiarKFDCqKqOjSigUKChYFgoFqIssdfXCpxgmUlCwDOKet+hPS6X/Rc846m0kivzq1SvR7RwDNKg/YCwWRS8bSO4ZR/19CCHU1YvnWSyQnZ3J82xmZjrWht4x6PkFoKG7HOUnAht7RAiZn59FDyO/fz7RixA7Kwjc1NTEihUFyBxsGh3gcRAlxhRIkkB9lASBwwKaphgMBKWc4Bn3WSxDSooRfakwxoG6hi2aTzlMW9F11WAg6N9LHdFZlqGu+0gkUp6aakKfoMSxj7zF+hNzRJGnbSHluq4i9ihuIYlnGYA2NTWBFUYioWDQ/+yzqxgmQvmj66rJZKCa5ymecejAOz8/i85NLMugAyN1fsaSGM1Bv1IgoYY0mQxYD4CGHIB4HMeSPOMg7suNMEA3yWg0PDDQ9+KLz0M8HADZK4r8M88sn5gYozER2DTeDwz05eZmQ9wfE73tkGlZWRkovlWrngHQotEwIkGWxby8HPTz/5xDK+I5NdWEGM7KyqAeZ9gFdPYUBA5pkySBxtRQh3PafXRixRroiEZfcRQTZo6Pj/7O77wACa77sVg0MzMdVU1OThb1TMSxSfmA8RSEEOrHnp6eKsuirqv5+XnIJVHkc3OzUb2sWFHQ39+LgsDAHEQU9gW7jG2tWFEwOzuNiIK4SyYOE3wQOZyTk0XDZBL1zK9M/+IW/QvRawvOpag+0tNTE13/qQ6lg9ZoJKK4EIZBTTi6QUKCGl1KWppFv/9g9GHPxMRU9N6nI/c+HRkeDdz7dGR6Ooq2c3DY9+7NT0fGgsOjgfsPRodG/L8ui377o955vzg04v/04VjfwCwhOW1tV+4/GCWELF++/MGDR4QYc3MKbn9wJxxiH3za2983zLH4L5eGgb86CDosmHBYLHoNEmZR4XCQurlGIqGsrAyMPkIJUixmZWXF/bqltLQUnudp0BG2guGLOMIR0DSiBoPZUlNT0cpC3DgZjYRqavStxdg5GiOEqofqykSyk0SvwfT0JGoBWRYRrgjItLQ0GkUD8TAzWMyiQ0LsHD6LGgFJmpubSUtLwbGAXaA+1SQeNpaZmSkInMlkoKE1yEBqGGj4FgAgiyBub4JBf0ZGGrI0FoumpJiwISTJaCSa9pmBQXWG98hSjmMpGQnRa4DhgunpqTSeCmkQRT5Zvijyubm5mqag77Guq6FQwGg0UHtM1TdG/iRKZ35+9nOzAfRsp9GMiAca8UX1Lw3K8vnmUD9inXTK8kWLSOdGuq5DgirHriHycbrJcTFU5YtadMpJKn1aEpGg6ypVeti0yWR6UpoLUQCKIqWkGLEenFdhMNuSLDrLMqtXrxYELhaLAuiEEFEUE0P1dF1FAjDcgBKWlpaGImOYSEpKCoqGTg4ANHwK4YFRndRs06Bi9NNODFFBzOP95OQ4xmvRX9GRnk6CjUYjFX12diaqkfz8fJxSK4qUlZWFUTM49OI6JJVOW5GrVJqJmXNzMwBAQ/tomXA4KAgcDkl0rUc+oCc/PDlvmJubwXkexQ8GKCJUcPjk5GQlLmOQgYmxc8gxVDWUS4hYlH5iyEA0Gs7IyMAWaYzYUxIZG529+0mPJALowLEyG5PQQezJ6+kWUQFQFFXAQ23wcCg8tQdASQwUpvEtGKa8YkUBSgIDAxgmgpBFZgWDfgwlJISYTIZk5X9lD79kogaARhYNDvb39T0e6Jv5jUrJTpIZGJrv7Z/p6Z162DPR2z9jSl0+PhkZHPYN9M4N9M7FH58e6Jse6B8f6B/v6x2SRE1VVU1b0PIQP2Nn0YQanBCCn6tXr8TYa1w6K4qUkZFGCHn++WdxvoVBorm52RiWGomEMMgSjSJqBFwd4sjMz8/DpQAu0xEw4XAwJydrbm4GVTaONKxH0xRFkUKhwIoVBYSQvLwcjLjFkZAYMIMx9LIsUh2anZ1pMhlSUoy4VqZRZxj2gx0hhGRlZdCYHNRZkiQAyKHwvCAyADIxkNQ0YjQRYiApqQSPBJmbn1q1ejkxkOXL82VZpPG+K1euQC0ZCgVwJL/44vOomGRZxJWTKKIrEMnKyiKEpKen46auLMuhUGj58uXRaPTFF1+cmpoCgNlZDD14IiwNrR3OaRbnj4mAFgKFExnWQFJ1AA4gBiAAEBPJzsxKISQrJWVuYkIFhVOiDDuTmU1Yfg4gJkh+gFgoMgEQS5YPEPPPDz3/bLbJQLIySFYGyc4koEUAYtOTj7/x4jLMTzGSZbkkM52kZBFJF+b8Uzpoo6PD+fnL0U8TX7KAEwtfYDbGRVSQBS1qMhCAWCw6BRDTlNBzq7NMBrKiIMVkIPl5BpOBiPw8QEzg5pAYpE3RwpwwDxAzmAgxkmUFJmMKSU0nqh7BYqoeSU0nxhRiMiykb7y4bH52AKtSpABAjIlMAsREfl6RApLgwz4aDASNBDV+VGWpqoxbVo8fP1q2LBcHAoA2MNC3cuUKRBqdeFHxZWSkmUyGrKwMNH40sIpOqbOyMnJysoxGgqZFEDhqfTE4Oy0tBZfLeMwDwgP3M9Aq4DwS4ZcMP6oqx2JRep4Ez7Mmk4FaFKQN9bnBQIxGkpWVQQjJz8/D8yTQvBFCjEbyucJoUUKhUEpKSlpaGooYnaA5jsvLyyGELFuWS6PRfu/3vkPN2xfb/RzZ8IUozbS0FBrwjKpgUT6QeDxtfn4e7kHiphoaI4aJ5OZm03l8QUFBXNUs/CUny7LJZErUP5+jJ6kdNJDMrFRTCiEGkpGZgqfFKapADITjoxwf1XRp9bMr8OhDTf8S8ehTk/7exyO6tuAkpch4jpisP3GpCUleNOGpk3giGB4dBQunC30W20eTzzenqioG+OKhIhBfbbDsQrApgKaqcvxIWyFZ+Sdp++opbtU03OqRZXFsbGR0dPjxo4nfqJT0tNe+6Q8/7hsZC969P5yRtXp4NNDbP3P7o97HD6ceP5yKPz7++NH4457hxz3D/X3DigxUvpIkaJokSuxT+IOn6UUi6P62sAzFT11XAwEfANCIUrqWxZU3xBclcSurxU+qWcihxTCFQgGsSpKE1FQTnbrhNGJmZgoP6ICF6F6Im3AQRTFx54bO2fErz7MA4PfP4w4tDjZVlXGkBYMYFSkLgiCKn8Xp0rNuADRVFWSFA5ADgVkAYDlcK4Os8KIk4m6HIMZEica7LwxvWltcLeKpDJ9NlxlmYT1H/7bH/9VYlsU/Fw0GgyzLwWBQFEX0/+d5Huf+sixq2gKAsY/J+AMA87N90eAsG4qsWL56bHw8JIqMrgsAoiJieIsQjYKmRWJhUWcBYuHoDEAsEBgDiEUiUwAxlp1Lls8wMwCxgG8YAGanhwFEJjILEBMEP0BsfPSBwLG6ygJoihRQ5ViI9QUZvw7y1PQkgMZxQjQSBR1CwaiuLfjQ6KDooNz99I4KvCwKaFZ53rfQkK5xsRkAwE+AGNIQiUzpOsOLPoDY+GQPQEwUAwA6J3C86NNAkVVOg6iihBUlrEFUVjkNFACQRSESCqpyUBJ8ihIGiClSIBSaAIjNzAzgV4CYruL5//r09CQsnK6PSJ4HgFgsigBGudMtxkgkhMYScUh3s1BGiFVEo6IsVEgXoJiPJ6igrOlBPcGgn66hKdqDQT9dOuu6yjBMwhBbgF8y/KDeFkVeVVWcak9PT9KjHWKxhcD9YNCvqgr+jaLrOpJKj4JBhaCqCtrIWCwaizEQf8UAx3HRaBR9IGZmZtDnAye1iZvVgsABQLJ2Kd90XdW0hcEVi0VVVcWxT3PimmdxPkQiEfyjikbwU9OLTWPX/P55AMDQFbRNgiAoiiLLMg3KWJSeZHYQAIKh+Ug0CAAzsxN47GN2TrokSwtnwBkIHnUcP/vvVxgycu/u4/v3egVeFwUQBQ2nxkni1p62Rl8w4dJnBwTCwvGEoGmapmksy+q6LghCfG0ByA6ULs/zmqaFQiFd1xmGwTLobIWxJcnKL0ro/8pFD7cfGRkZHBwcGpj9jUr9g4unnt7JgaG5hz3jfQMzE1OR+w9G+gdnR8YCQwNzCWl2aGB2aHByaHByoH+Eerljr3EbLRlbgsEgzqPRzCB8MQcFhHaIWiMUEIIeC8Rf65L0TS2RSARNKQ4PGkZlMpkAABemEB9OsiwriuLz+bAYx3EY6YGEoVbleT4xHAt9c/ArQksURUo8+kBJkoRxaPRCvPl8Pl3XNU3Dc8jxqGpJ5iLRAJ4uiScw4xlY6AgSn3eCLMtolZFgTdNEUdQ0DUnFCMDJyUnsBbZOfWSi0Shifm5uLi8vD+JvmMBeKIpCPYmwRyzLon5Jxp+HI30iaDrAzGzgmdXfZDidAWAARvxRDiAUEkEDVYLAPBtkxHFf2McpAoAAMBGMCQABQcOvyfIjAkgAUREkgLmwIAGEeX3KHwvElNkQj/lhXpcAgqwa4jQJQAKIiPJ8NKYAMKIo6mpU4CI8K4M+OT+fkZcnATwYGMKSEsB0gJUA/IyMjzMS4FcRYNLHSAAigATAKgt/I4UkEAD8vBoQNA6A0SAsw0xUYAH8vIpk+3mVBZiJCvMREVvxRSUJYHQmFOI0VgFGAl9U4jWQAGZDvAQQEYBVAMdCKBRCyUqSJMsyfdMGy7IoL0mSVFWlbytBJYNfEc84LrAwPohzbVRxo6Oj3/rWt6LRKM0HgLGxMV3XY7EYlnn22WdRbSIksFocTSzLovfr5OSkIAh0CKNmXhQ/iYOU53lsUZIkTdPoGKceqXgwF1YbCoXoDSUmsbAgCJqmTU9PK4pCGYWP0Bfn8DyvKAodxRzHJWsXcZ44qGmj2AUcUPH3sgjJ+ADxiDIM1RUEIVFvSBIe/fTZa5xQ6Gr8IAWUr6qqT6FnUTtIj8Sn57pLMoe7faLEhsI+ehiwrPCqllQ/04s87hmenPDRAHRVAU3VvrJFx/Ol8bh1TZM0XaIzF7/fjwILhUKCIMzMzIiiKEkS8p12ngoV+Y5MVFU1Wfmv/UIJaZo2ODj48OHDnodjv1HpwaPF0527A6GIevPWg97+6Xdv3h8dD07NMA97xnseJqaxnodjPY+Geh4NDQ2OJVp0/DcR4v4Ei16BQAD9ftEFGjMlScLM+fl5XdfRDzkWiyXKGjEwNzdHZ7JoetX4K79wCNElKZ2ooYqEuAMtwzAYuxyNRukQTTyTQJZlJIBugq1atSolJYUQgp8AMD09TccqxGcGEB//1N8eScKbFStWEEKeeeYZQsjyFXmEkLR0I8dF0a7jDBpA6e/vSVzToysQKoJYLIbOuvjGBJZlEdvoc46Z1Ir7/X4kg+p3vMLhMHIbmS9JEp2OaJqGugarYhgmGX94UCbmZwVR1AEkFWQNwqoaVlUOYDIYVFUADWIRHjRQAEQAAeB+X9+C2YvF6GeyfDSHYV7DYzx5VZ0JcpgZiClREXh1wZCzCsRkmPL5eFVlZFUCkDSNleUERx5dAQhzHCFkoQaGmQ+H8R4NuaBpc2FO0DQJIMRxQVZFi04IIWlZKdk5JC2NmDKJyURSswUARlVHfQEkOyRJAkCQ44IcR7+KAFFBEDQtJoOo6xIAMWQSY5oxcxkxZK588RuEkOXP/aswxwk6SHGDgRfHccFgUNd1URRnZ2dlWUZJKYpC1RrmYDGMXBBFkVp6NKi0wtnZWWrGcE6J9eBrOCh+ENUMwyiKIggCZuq6znEc3tNBRxGC+QjCRfGDdDIMgwQEg0GKxmg06vP5FEVBJYxNAwB9NRnE1TgGreB+UjQaxSkmVd14Mzc3hxNcWV7YkeU4joa6SJJEWbdou9g0kh0OhxMNP/YIP3HI08H4RT7Q0UffWxYIBLBpFHE0GsVJUjAYnJub+9wIRZIURUlGTzI7uGAxo0GIHx2fk4vxQSFFFTIyUwBAEGK4PA6FffCrLtLfNzY4MKHIIIk6viNcVRa23xUZFnn3miItmujBhxA/1zoWi2qakhiomvgSZYjHHeILiRPj0DAeAMPyMO5o4WWvi5VfjMKvkvDV2pRajFQeGBjCFe1vTuofWjzNzEcuvvrG6MS8P8T1D03eufe4d2D84ePhZGv0sdFpWVo40R3i4VhP4SeNdo3FOBy20Wgs8eXcEA99RhHLsopBR/H3bH4WLY1hM3gAE/2KF761EO9pTCp9xyVtLhqNIQ34E8ZD+/1B2guMqPH5AqOjC6eRIAGhUAQDS2Zm5mh4DL5tHSNzUPp4JAV+xQOe8DXbEFcBOD6pcRVFEY/tRL8hjovRg811HWIxLv5CzydW/9iEomjRaIy+Q5a+m5yG205MTCEs42d9RGgHMexTVRfeGpkYMZ+MPzFFEwFENgaaHJwaBU3UVEHXRFGIyRIHiiL6fCCKIMtTQwOKsPDueTzuCiWCr31Mli8JcsAXVGVN5KVwMMLFeNBB5KWAL6hIqsCJmqKLvMSzgshLoAFIoDOgcwAKSFEVVFB5EVQdNGACocB0gJp3bh5AAtAhFmWZSExXIRpmRF4CHRRJZSIx0AE0mJ6cAQ1AB0mQI6GorkMkwuCZCoIgIc85Tkh8BTC9EQSJZThsQlcBdJiZmsWvoEM4GAkHI3TxMz/rm5uZR12EQcnxE3sWsETDk+jbY7EtlDWCgR5fQ18bj5l4BJ6uA8Ows7Pz9ExAOgoQDKqq09fP87xI+4XSSTzzA/N5XsTj0ij8kuEH331OqcWu4Yku8ZfzRhMZiJksy6Penp2d13Wgmh+L4SOyrEajMVEU6VyfTgiQWnrcG57eiPUka5cSjMQj1OmhRjhmkSQqqUX5QEcKDn96/gFlLK08Li8eNYCu6zhjw3/EktGT3A4u7MBjwEskEpqbm0FvO8ykDkC4VPiVhox0d12pKK+z1NmrKussdTaXs7G5qbXJ0+p0NDodjU6n+wvJvmiyWusaGlwtLc0OR/3Fi+fr660Wi9ntdrrdjQ6Hy+l0Xrp0qb7eUV5e2draWlxcbLFYzp4ttFisdXVWm83u9bbW19fX1dVZLBa3u9Hr9Tocrs7OzpMnTzc0NFRUVCUrvxiFXyU1NHgcDpfL1WC11ns8npaWtro6q8Phqrc1/kYlS/3iqarWfuXa22WVltKKOldjm93ltdo9DU0d9daWhOStt3qxntoam7e5w+X0NDY0Njc32+1Ol8vldDqT8aeoqMRqtZrNlro6a3f3+fb29vp6h9PpLioqslqtNpu9o6Ojrs7qcDhqaswul8vpdJeWlhcWFnq9rTabrba2rrKysqHB43a7S0rKzGazx9Ps8TSbzeaSkjK3211aWupyucrLK93uxs7OTqfT6fW2uFwNDQ0NNTXmmpqaxsYmu91ZVVVVUVHhcLgcDmdlZaXFYquqqqqsrPZ4mqura73e1qampqNHj165crWmpqazs/v8+YuXkzA8mAAAIABJREFUL18uKyuzWutra2ubm1tu3HirsrKyvb3TbLbU19ebzWaXq6Gxsclmszc3NzscLpfL1dbWYbPZ7Xa7xWJ79dXXTp482dHRVVJSVl9f73a7rVZrTU1NWVlZZ2fnqVOn3G53Q0ODxWK+cKG7srK8rKzE42mw2Sydne319dbW1raSkrKOji6bzVZVVWO1Wl0uV2NjY3d397FjJzwej9fb2tLS5nS6nU6n19vqdjd2dHRVV1fjSLHb7R5Ps9fb6vW21tVZPR7Pa69dO3fuXFfX+aKiIperwe1ubGxsamrylpSU1NVZ7Xa70+k+depUMv44va37jh512+sLz55qtteZa8qdDkuTx+l0WNtamypKSmrPnvW6XJbqak+91eOyV1XVtLa2lpVVWCy29vaOlpa2lpa21tb2ZPluZ0O91d7deb6ro7veajfX1Nnr7cWFJeaauu7O8zVVtRaz1VHvLC+tcNQ7PQ0ec4X5kvdyXZmlrbnNVuUoLylvcrptdVZvk7emrKKuos5td9dW1tZW1FpKGusq65o8TdWVNR1tne2tHVUV1Z6GpjpznbXO1uj2lJeV3/noTnFhSXdnd2lJab3VfvH8pbKy8osXL1dX13Z2djud7trauoqKCpvNXl1d29DQUFVV43a73W53VVVNQ0NDdXVtV0d3RXmFuaaus73r1MlTN999v6iwqK7WYq41X774am21uaqyqrio2GqxvnrpymuvXm1o8Fgstpoas9Vab7XanE5nTY25ra2jurq6paWtqqrG4/GYzZaioiK3u9FsNrtcrpoas9PprKuzdnZ21tc7bDZbcXGJ3e5sbm6xWCzHjx/3eltbW9tPnjzd2dmFZHs8zSdOnGhv77TbnTab3el0Wq313d3dhYXFTU1es9mMCrOlpc3jaS4qKiovr7RYLC0tbeXl5TU1Zrvd7vW24uhuaWnzels9Hs+xYye6u7uT4cfrbbVYbFar9dy5IofD4fW2WCwWu91psdg8nmYcXFar1WKxud3u4uJiu91ptVobGjzl5ZUXL17s6OiyWm0NDZ7i4mK3241VdXZ219TUeDzNFovNbDY3NjbW1tbW1NS0trZWV1c7HI7S0tKOji6Hw1VdXV1aWm6z1bvdjQ0NjVZrfbJ2T5065XS67XZ7XZ21pKSkqcnb2NjkdjcePnz40qVLVmt9SUmJ2Wzp6OiorKxubm5JxoeysgpU+26322qtr6qqOX/+YmFhodlsvnr19ZKSsrKysu7uC3a7s6SkxOl0uVwut9vd3t5us9lcLtfFixfLy8tbWlqS0ZPMDpaUFDU1NXo8DQ0NrtLS4vLy0vp6q9fb5HY7m5s9DQ2uqqqKmpoqq7Wutrbaav3V9o7UVFs3bti2f9+RvXsObd60Y+3LGzdv2rFxw7Ytm3cmpB2fpS3bFk0bNmzatWvPjh27fvjDvzxy5Ngrr2zYunX7pk1btmzesWvnvpfXrF/zy1c2rN+yc8feI4dPbFi/Zfeu/bt37d+1c9/2bbu3bN6xdcvOTRu3bdu6a/0rmw8dPPaLl9Zu2bzjZz/95Z7dB/bsPrB50/Zk5Z+g7X8hbd2yc8vmHdu27npl3aZtW3ft2X1g08Zt+/Ye2rxpx29U2rB58bRp666f//KVbTv3/fSltVt37N2x+8DLr2xet2Hr5o37E9K+zRv3bd64Z/PGPdu27t2/79iG9Vs3b9qxa+e+TRu3bdm8Az8XTadOnnvp5y9v2rht44atG9Zv+fnP1uzbe2j7tt0HDxzdumXn7l37//Z//sPOHXs3b9p+5PCJdWs3bt2yc/++w7t27vvxP/1s/77De/cc3LF9z8tr1u/Yvmfd2o1nzxS/vGb9y2vWnz1TvG7txh3b92xYv+XQwWM7d+zduGHrL15a+/Ka9Sj3TRu3rVu78fCh4zu27/nnn7x06uS5zZu2b960fd3ajRvWbzl44OiG9Vu2bd21f9/h7dt2o+zOnin+xx/98yvrNv3ipbVbt+z8+c/WoEBPHD+z/pXNf/PX/33L5h27d+1/Zd2m7dt279yxd8/uA2tf3rD+lc27du7bu+cg3m/ftnvD+i3bt+3+xUtr9+87vGXzjh3b92zbumvtyxte+vnLG9Zv2bvnIBJ58ODhH//4n9etW79jx65Dhw5t3bp169ata9eu3bZty4YNr2xYv2XL5h3Hj53+u7/90elThTt37N20cduaX77y8pr1R4+c3Lhh68tr1v/kxz8/cvjEj//pZ1s27/jlL1/esmXb7t17T548vWPHrh/96J+OHDn2i1+sWbv2le3bd65bt/6f//lnx46dePnldceOnVizZu3uXfu3btmJte3auW/L5h0vr1l/+NDxZPzZvH5D+alj23/yN4Xr/9/Tv/hT297/seN//uvC9X9x9Kd/UrT+v9Zs+avmA/9Qvf4/7//vv2/b+98O/uT7tfv+7y3/438v3fZfyrb/8PQrf3pu458dX/ODk2v/Q7L80i1/UbH9h0d+9u+OvfTvizb+2ck1Pzj803/rPPq3Fdt/WLvnr0+v/Q9FG/+sZvdfFW38s8IN/+noz/+o+JX/dPynf1S+5T+fefkHZ1/5v2r3/OWBn/7h2Y1/cuCnf1iy7c8rtv9F7Z6/LN7wH0+89Ef1+/6fcy//SdXOvzy3/j8e/Mn3d/zt75995U/dx//+yM/+nXnv35x95U/PrPuTXX//BxXbf3jwJ9+v2P7D47/4470/+jfm/f/t8M//6PDP/+jshv9Utfuv9v/k+9V7/rps+w9r9v7N8TU/qN7z18fX/IDe1Oz9m2Mv/fsDP/4/Krb/cP8//WHtnr8u3/Zfjv/ij4s3/fnJNT84+JPvF2/6c0r8zr/77olf/p979xxEAB8/dvof/r8fb9q47eSJs7/8xbpdO/etW7sR+b9r574D+4+sW7tx+7bd61/ZfPTISUTg3/3tj3b//+y9eZgdR3ku3jOjmdFmWd5tluCEH3AxJGEJcLk3ufdCCOQXCISECwkYsLEl27K1zIxm0azaJdsYA95kS943Qq4vJBhZmuXsZzbNetbe973P6bPvS90/SnM8NhrDOBqPZPX7vM95enr6VH99uqreqq+qvmrvbtnV3te7D2a/QwfvhTmkq7MXZv5td+24+Xu3HDl8f/vuPXdsvfuWH96+b++hLbffdduP7th2144777jnyOH779h69x1b7779tju3btl297ad2+9paW3p6N7T//2bb+3pHti39xDMhDd/75aB/gPfv/nWrVu23XP3rr0DB7du2bZU/oE5v6O9+96jD9y9beddd27ftXN3a0tHZ0fPXXduh8WhtaXj5u/d0tuzt6uzd9/eQ7ffdueB/Ud2bG/9zre/d/e2nXdv29nZ0dPV2dfbs+/m793S2tLR1tq5c0fbXXdu7+zo2bWrtaOjq7+//7bbbrvvvvtuueWW9vb2ffv2bbn9rjvvuKdlV/u+vYc6O3ru3rZz65ZtsJCe8779ffu3btkGVQY+EayOBvoPbN2yDdZO8Klh+V3qd4CV1c4dbd/59vcOH7rvR7du7Wjv3rG99fbb7tp2186jR368/Z6Wu+7c3tHevf2elo727h07dg0M7Pvud7+7ZcuW1tbW22+//Qc/+EF3d/dS9iylg319A3fccdfWrXfee+/9XV3dd91198GDh7/znX/Ztav1H//xW319Azt27Gpt3b1zZ8vtt2/t79/7e4UMeejnx44eeWBifCYaScqSgWOMwKuioHGsvIjS6+SEc5JleUXRwmHs3nvvp2nW7w9KkoLjJI7RumbynEzgTMSIUyQ3OTGjayaO0dFIAg2THCtFIwmek1lGZGhB4JVgADP0GIEzMTMVCuI8Jwu8stT1b7DtP0GSYGmKFwWVJFiWETlWCvhRlhHf+DusPmnu3OQlHad4mpNZQVWNOMmIJCNiJMcx0UWMcEyEY3SO0QVeV2QzFCRwjJFEjWVE+JMu9ftQJEeRXCKewVAKvj5ViaBhEkMpjpUYWkglczTFM7QQ8KMcK/GcHA4RLCMm4hnffIimeEU24JWSqGEoJYla7YChBU2N+uZDFMkpsgGNgXmGoQWWEVlGJHBGEjWa4s9MzqpKBH5LVSIsI8qSPjvj5zlZEjUco9EwqSoRgVc4VorH0hPj04l4JhjAfPOhaCRh6DFoxvxcUJENAmcokiMJ1tBjvvlQLVMROCMKKkVykqgJvBIOEQKvoGEyYsR5ToYXEDjDMiLHCZKkUBRDkjSO44IgUBRFkmQkond3dzG0YOix6an5dCo/NxtQlUg4RJjRJI7RMH1NjTK0QFM8SbCioAqChKJ4OIz5/UFBkBiG0/UIy/K6HvH7g5lMzu8P4jipKBqK4oIgsYwo8IoiGzApHKMZWpAlfanfh8YJmQg/cWg3Y39JH3uWGX40j/47Yz+mjr1AjzzBDj5C/+anpueEZn8sNvWc4DkmjZ8Qx45H517Ahn/Kuh+jnY9oU89wS58nhn+qjJ9gnY/AT3P2ed79GG1/iHE8jA3+RPAc492P8e7HpNEn5LHjovdxbfQEO/JQbOZZ7NT9rPPn2uTx0OB9xuzT/OijlPNnjONnkemnWPvPyaGfCI5Hefsj5MjPojPPCZ5jqcAv5LHjvPsxxvEwZfu5OvEk43hYHjueDf+b/9WjkelnlfETyvgJcew4NvxT9czTjOtRYfQJ3vu4PPEkPvIzxvUoOvSgPv2sMPqEMPqEPv0sOvQg43pUGn1CP/M0bX9IGn2CdT4SPvVjbfIp2v5QdOY5xvEw43hY9D6ODz2oTjwZmX5WGn3iy3/zdxwrwQoKZq2AH1WViCIbOEYn4pn5uSDMMKEgDvNtOETAspZO5WH2RsMkzIqhIM6xkiioLCNKogYLUSKemZyYgXVjNJLAUEoUVDOaxFAqZqaGBu0xMyWJGhomE/GMKKgCr7CMGAri0UiCpniYS2HNBkuopkYpkhMFFcfopfJPKIiDKpifCwb8qK6ZumYG/CgssLKkkwQLU4M5GZagcIgIBXGBVyRRM6NJiuSCAYwieRxjzGgS5nCSYGVJx1CK50UUxTEM0zRtdnaWJMlDhw7Nz8/znAx/Rp6TQ0FckQ2BV0RBXeq+sqQztIBjNHwoeD0sxRTJwZcCH0GRDYYWlvodSIJlaGF2xp9O5afOzJnRJKzHopEkGqYokoMGEDgDK0NV1b3esVgs5vP5KIpSVbW/vz8UCi1lz1I6qCiaKMo0zQaDYRTFs9n81NSMLKsUxcTjSZKk/f6gphkEQZEkjWHE7xUy5PgTz7S1dpEEJ/Aqx8oMLbKMwtAyyyhLUHwL0hTf17sPPgPHSiwjLp3OxULpgiLFnpusoGIkJ2umqEQCYVLRY4EwKSoRloY0focaS2ur/dtehDzH7yaxjMRzMkVyPC/SNMvzPMuyHMf19fUtN32ek2EjYH4uSJFczEwROINjtBlNzs0G0DAJ6xTYdjH02HLTlyk+gYUf2v3Phv2nefe+rLMn5+7Oe3pyrv6cq7/o6io728uuXWXXrrynJe9pKbmWx6J7ecx7dugnbwG+Af5XtwD0fn2oLTN+KDV6oDL3gHy6w3TtAXMH0+7d5uAdsaEtxdFdy01/pe3/h298h6YkUTBIQpDEyFvWnO8E/T48mSgIvC6JEY5VWUaRpSjPaTQlUaSIY1w8lgv4CVEwMJQVBeOdNQ9WYiLLiFCMaZqVJIWiKI7jent7OY47X/cy9KTfh7PM2WlDAq/TlCSJkYiRmhif09R4KEipSgwNMzEzOzsTWj37z62kimzANg2BMxhK8ZyMoVQqmdO1RDBAqkqMJARVic3OhAReX5zrLEX/A9/ihcKlFB0lWJqTMZJTjThU9BBGc6JmKfp55gorOvQZYChV8yWEQ0TMTPnmQ4l4JhpJFPIVNEySBKvIRiiILzf9C03RwXRndXJ3arStNL6HePWO0tRB6VR7zDVg2Hqijr6Etzcy0pLxtIPpbnPw9spEm6Xob81Musxz2plJnyxFZ6aDmhrnWBUNM5oanzrjF3g9GklPTsxHjBRNSTz3DtcA75yih4KULEUjRmpuNjx1xp9KFjGUVZVYOETnc8A3jyXi+YCfMKOZYIBMxPOrZ/+5lXR2xq8qEV0z47E0lPN4LO1xjwf8RDpVmpsNs4zC0HIyUdDUuCxFawkureiw5jrLRUrwlvbRlNTXe1DgdZZRYAvxjelchHxHc/zvJ8WemwQt6dH06MQcQUvJTBmpW4sSvJnIn0vL35qr/YNf6Iws4uslgucUiuR5TqYpnudFluXPKvoy0w+HyFQyz3MKgbMkwQUD+Pve+8cI0lhf11xf14wgjQjSmEzkwiEyHCIT8ezbeASB0n7S8V3ZfX/e21pwby+57yl7thfdbUV3W8m9o+raVnVvqbq3FL1bit67gPOeZbHqWh5jJ7dEfrO1OtobH9qTsO/Pjv0sM/aoNnTfpxuRP0WQzzQh5ckHYoNdOXt71tZScbUuN/2Vtv8fvv4vNKmIfJTEJUkwGUpd3fw5P4vzrJFOVsJBdsO6q6+64n31yIbNm25Y13xlLgPmZ/GJMV8uA3BUSCXK/nly5U363V6ExDLSuRSxm+OY83VfnjUmxnyGlt64/pprr/4AgqyDn5s2Xocg61KJsiSYoQCjqykCE1U5sWr2L62kESNlG/EKvI4gzWubL0eQ5huuv3Ft0xUIso5j9EyqyrMGgYnzs/ji92gp+tv8xS80RVf0xPgZX6EMpmZDazdcqagxpH5dGOcsRT/fXFlFV+QIhtIMLbKMpKkmjjEI0ojjjCwZvvlwPJ5hGBFBGhlazKSL83Oht/EIF5Sip4e2Af/hiren6D1gDg9ERo4YIz++CUFyE578mTPa4Ks3IYh5uhMIj2dGduVHtluK/tbU1RTH6CIfnZ/Fr736Ax7XNIlLBCZOnwkhyFqRj8bNAkVIDKWGgyzH6Ctv0uooOo4KxTzwzRF1yHoszGez4MxEgON0gYswjEriUsBH0aTCUGoowBCYuGr2L1HPYyjLc1oinp+ZDl555Q0Cr+t6giQEHBWCQZpnDTTEjY/OR42sIsU1JVlL8E2KrkKv0SJFh0+yuBZ7K/toUunrOSxwEZbWFrLLchXF4luRYs7NECqqepakdZqNIMgGf5BD6jfhpLp0UpEluPrPeEGTirNUnKVMljIX/2I8p1GkyHMKTQkLii709Q0sN30cYxhaVORIKEiQBBeNJBGkMZctYyitKlGGFkmCq69rjhiJcIiMRpLLTR/l4igXP9L9XX70SGbizoJna9lzR8Vzd9HVWXR1llztJVdL2bWj7NoBNb7sbFkWl+u1Tgx+v+DaUp7YpZ66LTvRVZjb90EESc8cyvvuDf/7nanJnur83r+6DMm47srYbgX+juWmv9L2/8PXv0eTmsjHSFyRhDhD6aubP31zFBYWzUiBItQ6ZKPAmdk00JQ0Q+mgAhBkA45KqpwS+dj0GTRqvA0f3nJ57hbw0op4fu5LESpNapIQv3Lz+8NBPpWoymIiHOQpQsVRSeBMkY8ZWpbAZEPLoiFh9ew/t5LCNmI6WZHFWD2ygSYVgYsIXETkY+kkCAW4qJE3tCxD6f55msSVWoKWol9kXErROSEmq+mhkQlOiG3adIOqZ9euv5YTYksnZSn62+IKK7rAqwKv4hija7FgAKcp4b3vvdE3Hw4FCVAFLudYpQwQpFGWDKjuy03/QlN0MH43mLjHHPpRcbK9Or83fab3r2+8kXptR/BXWwH9SG5mAH/lZsD60Re/BqZ2yoPftxT9rZmIlTkmIvIxljYa6jeJfIxjdP88TZPamHds/fprgn5W5GPhIK+rGXjZCnPVFF0WE3GzhCAbOCYyM4VhYZFnoxShxqLFuRkiauTRkCDysd/3ylZH0RUpHovm7SPjyXgJQdaJfDSiZ8JBNhzk52YIQ8sG/SzHRPzztKFlFen1lv25FJ3WGEo9x/OcrcWWq+hLKYfFt0OKOTcxQtWMvKxmkLpNYxMhVc8RlI4gG39fHv3d97v6z3hBk0qyVPKNum6wtMGzBkXIZxUdrgM8q+jLS392JqQqMVmKylKUoeVyCSBI8+Wbrt244SoEab7+ug8gSLMkRibG52JmVhSWfptLMMSbId480vO/xdH+7OStFfcPgetW4NpWtXdV7V3gLDuBvbNq66/a+kvuHcti3rM8Am97+rd3Vt3txm/uLJ/p973w7T9rRDJTfekzvcLg3VF7S36s2zx5F5jsr9p3gbGu5aa/0vb/w9dvpkld5OMkrkpCgqGW/UbOL0lcJTCFY6IiH9+w7jqK0GhSl8Ukz5pYWGpsuIIiNEPLqXJa5ONBP7fy5eXNbd8FReRlyTiXIp6f++KobGi5oJ9DkI3vuf7Dl224AUE2NjZccfWVNyLIxmS8yjFRHJU5JioJCTQkrp7951ZSWYzNzWACFzEjOQRZ19iwqblxcx2yvh7ZpMppitCiRiHgY0U+rikZLCzVErQU/SLjUoouSMk5H0OzUQTZmM6CmTmKE+KWop9/rrCiy1J0bjYcMVKKbE5PBUJB7Iorrg8FqXCITiYLGMoqiglFHUNZNLzsGuRCU/T4ya3A2wXGu8H84ZitBfAP/+kapDi/P+ppz8/uTbjbc6N7cvbW8lhP6tUteUeLpei/l5KQIDAl6OfWNV9DkzpLRxQpJXAxTckgyMZwUCBxlWfNoJ+ThMTKl5fVUXQCU2LR0vwsddVVH/DPM5KQoGld4GIBH5tIVEIBnmdNSP88I/Lx1bP/3EoqCaYqJ6JGNhxkr7vuRhwVaFIhcBFHZZ41aVIPBwWa1HnWFPk4Rbyus8hjj55o390tiZGokVekOM+aEp9SxAxHxzg6tjgmydkgJ/D4d0gRqsCZQT+7b+DHFKGqcooiVI6JnE3H4gpTYBNTE/imDe+7bP1765DL1zVdt7bxWgTZhCCbODpGYrrIJVUpG4tUsJDCM/FVN/hi5dkS8WbSpCZwJsdEGEqHfjwclfb237/c9CdGw6qUpXCDo2MUblC40YBcQRMRVcrOnCEFNmGohQbkClXKspT5Nt4jzmYZqXS0/zZt7rFyoDfx6m3A3Q5cu8FwBxjpqDi2V5x3VVxbgWMrGNkFRnZl3StL03ZzdeYe07k1Ob5bcrTyjj2ffw+CnuoLnezRJn5SwZ8wvP3FmQMpT2vWs7043rLS9iyX3/rmjwhUE9gETUQENsHRMZFLkpi+WvlT5JI8Ew/5RV3JI8imVBzMnCFNo5xJAv8c19RwdS3baHIuHJBWq7yQuAIPeDZKkxpLG10dB86jXrCUiYfVVBwgyCZNzpGYnjABHlbRoByPVtGgrMk5ljLhy5KF9IVmP4npNBEx1ILEpxBkk8AmIloRVgtvTeT4E8+0tnSiYYYmNRKXaFIX2ITEp2BtQhEqRagUIVOETJE8RfJnj89BlaWNcJDv2XOYxBUclcJBnmejZ9OxuPJUxMzaxmunJ4l0CohckqNj4bDU1HS1ruR9syxLmRRu4GGVxPTX36/F5fJsiXgzaVIjcQVOvRE4k6WNoJ/d03lwuenLQjqiFWG1KwtpCjca668y1MLcNM1SpibnBDaxvvl6nonDV7nc9DEmE6ZSB7t/yIw+YI7uqDh2pk9tyw9tByOdwNZZdcK57ncA5x3A1gJsLTnPylIf/Gfg25X0biP/4wdAfULx9r8fQSrUc3n0SXxwgDjVJdo6P4IgQH4YfekbwN+70vYsl1//6s0hvwi1nGfi4YBE4cbbeC/ni+GABNvuqpRFkE0cHUWDMoFq05Nhjo6tb74eCyksZcYilZkzZFQvrVZ5CQW4mmSgIYFno10dB86jXphGmUA1AlXq6zezlDk3TWMhhUA1qPSGWlDEDENGY5FK0CcIbOJCs18RMwKb8M9xvln2mms+SGJ60CfACuGtibz04i+79/RTJAdd7iSuEJgcDvICZwqcCefXwdk6Aq8IvCLw+jnJc5ooGKJgDPQfNvQkhrIkLilSfCEdiytLhtIRZAOByVEjLwnxyfEgiSuxaNE/Tzc2bFbllKFlWdrQlHTQz0LVsfh2uET+N/SkJEZg1A5FNnlOQ8PMQP/h5aYf8DE4KoUCHJz5QhHq9dd+0D9PJ2JlOCk3kwJ1yEYCkyN6ztCyy02fZ2SFIh7s/ZYxfjhuvw3M7gGn7wSeLjDcDkbagfMe4LoLuG8DztuAfRuw7QCOXSvK3MnbAf3j+G9uAzOHlF9vL4//WDnZ8+l6JOE4Wpz4WXx4/zdvQIBnP3D2VofaC69tX2l7lst/+uYPsLAoCXFJiCtSkiY1WUxoSnq18mcsWpTFBM9G0ZDwnus/NDOFpZMgGa+YkcKa+sv987SuZsJBHs51NyOF1SovAq/DCDBomKEpSVPjXZ0DomCcr/tCCQsH+Rv/6GNBPxvRcxE9x7NRWUzALjWcE4eFxUwKXID2w3aDLCYEzty4/rpQgDO0bCjA/d4vIg8/dOyeu3eFQwRcQc4xEYEzeTYKnYcMpTKUytAiQ4sMLTC0wNDyOYljHEkIPKd1tPfVFJ3AxIV0LK4sRT62fv01NKlNTYYZSk8lqmhIwFGJpY2mNVcoUnL6DCoJcY6JJGLlqJFfdYMvVi6R/zlW5TmNJAQc4wicp0gRQ9l9e48uN/2okY+bJQKTaVIzIwUsLNYhG6/c/H4E2dBQt+m6a/4EQdbzXBQLi1D4l5s+TfAGxxzZ/bXY1H3qa99Luu7J/8etJcfu6tDu6vDuquPuqvPOqutHVcePqra7qiPbq/adK0rgbgn85lYwvy863Jax9VQmHogO7wMk/ul65LONyCcQBHv2KJh/MPGbHcDRDdx7Vtqe5fLb37oVljIclaCfRuDMVcyfJK4wlK6rmdlpHEE2NDZsRpANkNk0mJ8l4dRoRUqKfOydMHWJ8sIyCkkIshQNBSmGlnlOa23Zw9Dy+bovRajpJJifJZvWXAGLD/w11q+95kMf/ERz2g+6AAAgAElEQVTQzwqciaMSz0bnZwlZTFxo9jOUbkYKk+PBVKLatOYKWUzIYgK2Qt6ayLPPPtvT0yNJkq6ZoqByrCryUUkwRT4q8lFR0ERBE0VZFGURAp55A1VRUGHESpYRd7d1SaImCqqumRTJnet6i+efGErrWmxuNhiPZThWJnCWY2WaEkRBQ8NUzExrqomGKZLgaErAMWbVDb5oqZ6TBM4IvMLQAkmwAq/omsmxUn/f/uWmP3VmPhpJwnBPoSBh6PHxsWkMpeGfBM4aelwUNIYWBV7VVHO56WsSX4iQh3b+bcL/mOnpztj35Id6y7YDJdvRvP1oyrM35elNeTtT3s60pzfn6l3uTLFlz3WfaC87W5JDd8VHdhTGe6TX7qkGjgb/7bb4aH9qYl/K01ua2J+0tVW8PcDTAzwdK23PcvmP3/wOzylmNAWnGcH3gqH0auXPmJkOBvD5uVAuWw4FCVWJioJGkXwhX52Z9kuiHgoSAT8WjSR1LRbwY6tVXhhaCAYwWGTgFib9ffsFXjlf943HMjQlyJIxOTGbTOQS8awsGRhKy5JxZnIOxxhYN5IEl8uW52aDF5r9ihwJ+LFiAUDb4Kv8Q+pt5KGHHtqxYwdJkpKocayEY1wowPjmiMXxcViWZ1mehThHsPGzkeVJgkXDZE/3QMCP8pysayZDC6seCP0SoapEA34smynhGMOxcsRIxGMZhhbTqcLY6BRNCTAmSSqZFwVNEvVVN/ii5bnjMMMtp6AfS5Z0RTaCAWz7PS3LTT9iJCRRn5sNwuXmoqCZ0RSBs3BtusCrhh4ncBa+ZVkylps+jYdV4szBHV/hPUfTk3uLnn7gPlgc3lccOZKzHUm6B5LunqSnI+npSLl7ss6enHv7irLg3pkduhv498VHdhQneuOuzsyZgeT4XsAem3vpB7nxverJnWD2YOy17fmR3fmRnSttz3L5hf/15VCQ0LWYJOqioDG0KEsGx8qrlT9982GeU0RBU5UoRfIYStOUoKlmKEhUymBifEZTzYiRCAUJnlNiZnq1yosoqGiYhLssSqIWCuKHD90XDGDn6740JYSCBKzo5udCvvmwJOqyZJjR1NSZeVAFDC3Oz4UkUQ/4sbesD1fHfthYpykBPossGQKvKnLk934RefbZp1tadvr98yRJC4KkKlFVicIuwuv7qJ4Fw3HMOXZw4wSOE1RVx3GSYZjnn38+HA7zPM9xHMMwnIV3BBiGoSgaiUQoivL5fLquT09PS5KEoqgsy6qq+nw+URRDoZBhGDiOr7a97zYYhiHLMsdxkiTxPE8QBI7jDz744HLToWk6FArJshyJRARB8Pv9BEGgKCpJkqZpuq4PDw8XCgWSJOG2rctNP4CGA2j42RP3jg0/g3qeVSZ/Sdte5hyvSN6T/NhJevJX9Jl/I6dfIqdfIqd+wUz+Gz/+qxUlfurJuf/7UDp4OnD6hH/4hDL3a276//hsT84NHzfx00HHs/zEvxGO5/Uzv1JHX5Hcv1xpe5bL22+/nSRJmqY5jtM0jeM4RVHgwaqAIAhJkjiOC4fDNE1LkqQoiizLgiCEw2FFUQzDmJubk2WZoigMw1bLTlVVRVEUBIHneYZhwuHw888/7/P5zlf6kiQZhqFpmqIoHMdFIhHTNP1+v67r8IBlWZqmWZZVFAXuq3RB2Y9hGIZhkUjEMIzZ2VmCIFKp1B+SPvLLX/7iX/7lOw8++MCePT1tbe1dnX3dewY62nt6e/b19uzr7dnb27O39yy6e3u7z55ZzN7+3t7+vr6B1tbdBw8e3Lp168DAQF9f365du9rb23stvCO49957BwYGWlpaDh482NLSsmfPniNHjuzcuXP//v19fX3bt29/8MEH29ra9u7du2fPnq6urtW2992Grq6utra29vb2/v7+3bt3b9++/Sc/+ck999yz3HQOHDjQ0tJy9OjR1tbWvr6+/v7+rq6uQ4cO9fX13XPPPQMDA729vbt374bvt7Ozc9mG7h3o37+vfdf3b/32f7v1729q/+f/evNffmj71z6/9cufu+1vP/fDr37ih1/7+Pe//pHvf/0j3//7j97y1Y/f9v9/YkXZ/k//te2bn936lY9t+bs/bf3ef//BVz7yw6/edOe3Pr3t25+59e8//p0vfnD7tz5765c/uuubn9n6pY9t+eubVtqe5fILX/jCgw8+uGvXrtbW1gMHDnR0dOzevbujo2PZ7+U8obu7u7u7e//+/d3d3Z2dnR0dHXv27Onu7j58+HB7ezvMXQ888MDdd9/d39/f3d29WnZ2dnb29/fDuqizs3NgYOBHP/pRX1/febxFX1/fjh07+vr69u7d297evmfPnv7+/ra2tkOHDu3Zs+fw4cN9fX2HDx/euXPn27jvStt/8OBBaG1XV9e9997b1tbW29v7h7wv5Pjxx9vaWkgSFwSJ4wS4RQRDixwrk8TZbd4pipIkiaZJVX2TN0lkGRH65BmGga2Vnp4et9tpsw3b7SNOp92iRYsXDgfdU4PuKZvL7XS6vXbn+IhzfMQ7Pjw+NjLusY07nW6n0+50jThdsPC6nQ7vitJjd3vsbo/D6XE44X0d7mGHe9jhHoR0OUc8jhGPw+lx2D32Fbdn2VztF2rR4mIuqegwuHQuWwoFcY7j5ufnaZpkWdpSdIsWL15aim4pusV3MZHjx4+3tbWRJCnwCsdKtSiwIh/lWcPtGhd4NZcr4DjJ8zxN02+IL3926zeJZSSGFnhOthTd4rudy8WqG/xGOrxOx7jLPuqyT3psk56RaUiXfdJln3Q6RmuEZ0a8p1aUNrfd5rbb3CM298iIZ3jEMzziHRzxDr7hGs9gjSttz3K5+i/0QudFXl4uNvuXVHSeNTQlSRJcIp6dmDgDAEAQRJZlS9EtXtq8yEr4m2kpuqXo7ygv8vJysdmPHH/i6bbWTpJgBV7nWJWhdJY2GEqHgXVwVCAwkSQ4BGm89pr3jI9NnY1c/4b49RpLawwt8pzC0EJP94Db7bXZHHa7/UJ4QosWzyvdy+SqG/wGeh3DXsewx+722M9qtss+6nK4Xc4Rl3PE4xz2OIe9drvX7h4bGR8bGV+s8StBm2PK5phyQNqnHfZpp33KaZ9y2ied9kmHY9zhGHc4Rx3OUZvLa3N5V9qeZXO1X+gFz4u7vFx09i+p6L45SuBMXU0JXOTDH/rYxMTMhvWXS6JmKbrFS5sXWQl/Ey1FtxT9neXFXV4uOvtru6kKAmdyjM5QBkuZDBmNaMVkDAR8zNRkOKJnAj4KQRojRmKp3SSho56hxZ7uvW7XmG3EZbc7nU738r0WFixcwFj2zKkLCx7nKY/zlNPpdDrGbc5Jm3PS5nLa3CM2z0mn+6TTfdLjOul1jHjtTq9t1GsbdTmcK0rob3e47A6X3eFyOlzOhZrR6XQ6Ha4Rh3vQ4T7lcJ+yeX9r8/52pe1ZLi38Hlzk5eWis39JRffPcZqcDfiYZLwyPjqfTlYaG9fTlGApuoVLGhdbCX8TLEW3FP0dxUVeXi46+5Hjx59sa2t/s9edjDJkFO77S6Aaz0ZTiWodst6M5Ba2ZDfexNcVvafP7Xbb7IN2x6DTNbxcg5588sljx46dOHHi5Zdffu65544dO/biiy8+8sgjT1t4F+GZp55//sTzL554+sUTTz/31PGnnzn++NNP3//w8fsf/cWx53975KfPPv7Uvx9//sWnn3/pxPFXnnr8laeOv/TU8ZdOnHjh8adeeOSZlx555qWfHnviZz9/4KlH7//tK8898/jPTjz08PO/fPXnjz//8ssvq6o6NjZmt9tHRkZOnz7t9XptNttKFB4LFixYuKCwpKJHtKLIJfGwGotUJsYC87PkddfeOOadW2lFf+ihh+rq6i677LK6ujoEQerr65ubm+vr6xEL7yLUIWvWIGuaEKQJQRoQBKlD6teuRerXIU3XN2y6Eam/qnH9+5H6NWs3Xo4gm+uQzXXIujpkHYI0I3XNSMM6pGFd/fqNa9etuawRaUaQJgS5esNGpG5D3dorg8EgAGBqasput9vt9sHBQY/HYym6BQsWLgXUVq/RMJY7Q6ksrTGUMTWJRvT8qGeeYyKyGCMwcd3azbIUXWlFf/TRRzdv3qzrOgCgWq2Wy+VsNlssFoGFdxOqAJQXWC0BUIokk3kAxBg4+tCLn//iP/35X3zlg//lY5/7y/954ye/euMnv/rHn/ryH3/qyzd+6svv/4sv3/CZv7vhM393zSf/6r1//t8+/T++dMP/d9PHP//FL33r9n/Z/SCaApIkAQAcDsfp06edTufw8LDH41mYpGnBggUL72Ysqehxs0yTusjHCjkgizGO0RvXbISr1VdU0U+cOIEgCAAglUpJkpTL5c5KgIV3EyrVammBlWK1WiwBYCSTfUeP7fvxU7YxtFAFJQAE1TABMAGIARADwATAAEABQAFAAoBNgxwA8RJQM9XBSbztJ//a/cizDMNks9nBwUGbzTY5OWm32z0ej8NhDXhasGDh3Q/k+InH2nbvfHMUWEqdnUbjZsE3j42NzqhKNBwiN6y/nKZ4llF+V87Po6I///zz9fX1AIBEIlEqlaCcJxKJ1ZYgC+cToAJACYBSFZSqoFKsgmIJACNd+vt/3jY0ikazQDNBCYASADkAcgAUACgAkAcgA0ACgAQAaQAShXKlUsnn84UKKADgxRI3/Y9vy7JcrVa9Xu/ExMTs7OzIyMhKFBsLFixYuACxpKKztCaLMZqSEvE8RfJmNDU2eiadyq+0ov/85z9vaGioeWdTqVSpVCqXyxUL7yJUy9VqsVotVqrFSrVcqFQLmUIhB8Bn/tc/6hmQA0CJVNL5fCKTSRQKiUIhVSikCoVkoRArFIxCwSgUtHQaKjoAQNYjsUxGr4Ib/+JrkiRVq1WXy+VwODwez8mTJx0Oh8vlWonCY8GCBQsXFJDjJx5t272DpMKCwHEcx9ACy4gMLeMYFzOzaJgKBQmOlUiChRuor7Siv/LKK01NTdlsNhqNQlGHtfZq9yotnE/8bh9dMow8AB/51JeSFRDJgEwRZCugBKoAZAFIgWoCVBMApADIgrO992IhqZdNCZRTIJ/OJfNqAvzxTZ+naTqfzw8ODr722mt2u/306dNut7WE0oIFC5cEllR0M5oJBamIkeBY2YwmeU6mKOYdUPRjx47BcfREIgEnxKXTaSjqFt49+J2ZcSUAUsXiFe/7swwAaqJUqALRiJYBqFTSlUqiUo5VyrFKJVGppCuVQqVSyOdToJoFhXhU54qpGKgAPQX+7HNfhjPjXC4XHEf3er3j4+NDQ0MrUXgsWLBg4YIC8vwLT33rf3/jgZ8c7e7u6ujo6Oke6O3Z29nR39O9f+eOjvvuffDA/qN33bn9vnt/snt3R09P3769R7s6DvT33rtv4MfdXYd6u48cPfxQV8eB/t4ju1v7fv6zx7Ztu2d6etrltjldw2Pjy/Z2vvLKKwiC5PN56GlPpVIAgGQyWS6XI5EIAEBVVQBApVJJp9MAgGKxWKlU4vE4ACCdTmcymWq1Cs+bpgkAgP8yDAMewwSLxWK1WoXj9Pl8vlgswvOVSgWeXNyGSCQSAAA4Ry+TycTj8XK5DACAX0mn09ASeBIAIMsybIvk8/lMJgNTyOVyi1OGtmUymUKhAE9Wq9VisQitrVartQeMxWIwKfhZrVaz2SxMFiYCL7vI8DuKni2X0xXwoU98MQNAJAPgzLh8taqn4qlyIZ1NJFJmGVTKALCamQcgWwKlMgDlSiGTTefKWQA0AK746F8zDAMA8Hq9cE7c0NCQNdfdggULlwiQX/zr8x2dLWHUxzCUJEm6ZuqaKQqGqsTGx2ZJgsNQWpENlhENI0oQFIayJK7oakYS4kE/i4VFno0G/azARQI+KhjA9+8/ODk5OTxy6vTgqydf+/flGvTQQw/V+uhQMqGgQkkjSRIAkM1m4SeUw2QyCQCAXvpqtZrJZDKZDLwGqiyUSZ/PB9WkVColk0n4XUmSmpub4flEIlEul6H2w/Tz+Tz8s1AoJJNJaEO1WhVFMZfL1RoZpVKpUChUKpVkMgnX3YEFuVUUBSwsw8vn8/CmqqrCR6tWq/AkVGUo+RzHJZNJ2ICAdy8Wi7AlARYaBCiKwt+kluZFht9R9FylkqmCD33ii+lqVU2UMsVSplBI5vMFADhdqYJSNp+Kxs1UNpsFIFetFgHI5oqZZKqYzUXjGT2VMgB4/2e+YSm6BQsWLlkgjx17qKV1O0URkqRwnECRPElwOCpwjB4KMPFYThSMTLo46j0Dfe+yFCUwmaUNno0SmMyzUYEzOSYicBGaVHCMaW/vHBwctDuGxsZdLveyZxr/67/+69q1a2s1vyRJMCZJQ0PD+vXry+WyIAhgQdgSiQSUc7Ag/GBBSsFChzuVShWLRSiWUIChfOZyOaiXV155ZS6Xg1+Hn6lUCjoJYDqRSISiKLDQTYdIpVLVavWGG25oampqampKpVLlcrlUKhWLxebmZngl7KlDpwK0pybkmzdvhiF0agYjCLJp0yZ4BgJBkCuvvBJBkEQiAZ8X/hSwCVLr/ddudDFhaUVPVoAYrcbSwExljXgqVgQ5ADhJzRTK0XgmlizpSUDLKSNRKVdBLluuVkAsC4hIVQZg859/1VJ0CxYsXLJATjx5rKOzlWVpWVZ5XuRYWZYMTUlKgkkRMssooSBFEhxF8opszM8FI0aKxJXZaZxjIoaW1dUMRag8GyVxiaFUjpW7u3tHRkYczuGxcZfDuezxywceeKCmavl8Pp1Of/SjH4XSq+t6U1MTAKBcLkM9g93TUqkEBS+TycAuciaTgZoKP7PZ7JvEOJ/Pw6/EYrGrr7665lGHX8lmszVXdu0gm81GIpFcLmeaJrwvgiCCIMDRAWhzpVLZsGED1GDYeqgpLmx5QM9BY2NjqVSqCXntEwJBkHA4XDuTTCbXrl1bKpXgGfjFurq6mvO/XC6/OxQ9C8CHP/nXyQrgjXIkUTbiKc1MIM0bkcbG69/3AaRuzWWbr2louvyKGz6M1G1CGi5neaFSBr55f7oETACobPa6z/6jpegWLFi4ZIE8/PDD27dvD4cxlpEYWqQImSJkHJVxVCYwxdCyvjnq8suub6jbiCDN733PnwT9dLUMFCm5MCFOR0MCSxuSYIp8VFWihw8f9Xg8wyOnbPbTpwdfXa5Bv/nNb9auXZvL5QqFAhwRRxCkWq3Wpr4jCALFuKGh4ZprrkEQpFwuy7IMALj88ssvu+wyqHzZbHbdunXr16+H11er1aampubm5pqCNjc3w3H3urq6zZs3w0CzYGHcGkGQpqYmuDLeNM1rr702nU5fc801sPVQLBZzuRx0wgMAotHoxo0ba87zmvRC/QYAwAeB4/1Q6TVNAwDoul5fX59KpWr6rSjKunXrAAAf+MAHkslkzRjoY4Dj6/BJwcJAfs05cTHhXOPoWQA+8qkvpaqA00tGHGiJlBFLxlPF+rp1G5s3NCH1V62/vBlpakA2bGy6OmFkDE5TaQaUK5GIGWJ1HYArPv4FS9EtWLBwyQJ5+eWXe3p6OE6QJYPnFJpUsDAf8LG+OTqXASxtrG26Khxkk/GSaWYmJ+YbGzYNnR6mCFUS4qqcUuUUz0axsEiTChriCJzdu3e/2+0eHDrpdA27PcuOp33kyJFaf7fmaoYqkM1mNU2DPufm5uZIJAIVtLGxEV4G/dsEQQAA1qxZAxbkedOmTdVqFUEQeD3s4AIAGhoaoJM8nU7Dbi6CINFotK6uDgBA03Tt7g0NDU1NTaVSSZKkQqEApRr27BEEWbt2bblcTqfTUOMbGxtheJxyuQw74vAYdtPhLL9sNmsYRmNjI/zKm/roqqrW19dDTwD0IpRKJajcCIJcddVVcD4B/E3gLL8V096VwbkUPQfAf/n036SqgFELarQsm3EtGlf0hBnNrFuz9sb3vK8Jqb9q45UNyAZQBqE5HJRALmriYdQwopgQpVOpm/7mu5aiW7Bg4ZIF8vjjx3ftakXDJEPLNCWxtCGLCVXKRrRi0CfwTJwmIgEfwzERkY9GjWxz42ZDS0f0HEWoBCYH/azAmbKYiEXzkmAKvLp//0HYR3e6ht+G1/2FF1648sorAQC1Gd0w4AxUvkqlcvnll6fTaShsmzdvbm5urqurIwjipptuKhaLuq5ns9lyuQyHnG+88UYEQWCvF6omHPw2TbNcLsMB+5qawm+BBZG+4oorEAS54oor4vH4+vXr4/F4tVpd7L3P5/O1/nGtfx+Pxzdv3gyH1aFrAfrGa+P9cGr94vvWmilwLAA6FRobGyuVSjabTSQSsM0BZRt6Aq677rp4PF6LqQc76xcTllb0RBkQYoaTC4yi8bIWwtRCHkxNBDY0bF6DrLty3XsUPkuhETIoSbhKB3GDV9KZIhctETnwns9+zVJ0CxYsXLJAnnjiRGfnHoFXVCXGMgqJKwyl80ycxHQKN1jKDPnFdBKEAhxLa6EAU49s0JRkOMgzlB6LFsNBHo6js7RG4hJJcD09fU6n0+EcdntsI7ZTyzXo2LFjsItcWz+GIAjsEy8WQuiIzufz2Wx2cVe+NsV93bp1+Xy+tqqtWCw2Nja+SUrr6uqSyeTmzZuhlMbj8fr6ejhiXWtPFIvFYrEIWxVQ1KvVajKZLJVKUN1h77y5uRkOqAMAoK8eTsoDAMARhHK5XCgUYLukUCg0NTXBhXZQ7+HQe7VaTafT8PEbGxtrOg0Nro3o18bUi8UiPFnz/180ONc4OowwEytWwmyC5NIYJxAMT3Px+blwPJpX2egVl11L+ISIUqKxaNIoCahs8IrOycEQQWk5DViKbsGChUsaS+6mSmK6ImZELilySVlMkLiiKUm4X8uZSV/ESMBxd001OVYKBXGG4XheZBjubIQZm+3tVaNwPTqs9qHQbtq0KZfL5XI56DmHEgsH12t+b7Bo9BoAUCwW165dCyW5VCpBLa/10Tdu3AgnzEM//HXXXZfJZBY3C6DbHDq9N2/eHI1G16xZA+8Fu9o1GQYLs/Pe5DaHNsAh88WPA8+vX78eAADH4zOZDDwDV7IBAOCU/ubm5lpvHo4grFmzplAowCXscKAB3rq2iu8iQanGKihVF/4oAJAsgBtv+mwOgNF5ZZ7IygkQYCoBwgxjZhA3UczE0ddJkAmGzZzxSaiQccyxWKTEZMHHvvgPlqJbsGDhksWSis7RMU3OhQOSwCZmp3GBM2lSqUPWUySMEcsYenx2JkASnCiooqCeL0V/5JFH1qxZUyqV4Ngz9IRv2rSpNqkNngQLs9vgSVmWs9lsQ0ND7Uw+n4fHmzdvrl2/uAWgquqaNWug0m/YsAHOUQcLi8vhSdhZz+VyGzduhCvLwYKLu1Kp5PP5hoYG6N4HAEQiEZjaddddV1PxdDq9adOmVCpVKBSgiz4ajSIIsnHjRvhcsEfOcRx08tfX18N2QLFYbGpqgqvX4LfK5TLcLb6urq623A46Kt4Fip4uFgsAfOwzX0iVSn46jfKVMR87g+WCZAzFYyEihuExAnuds3PS9IwwMSeQSmEsrASULJWuXP2xz1uKbsGChUsWS+6miqOy0z4dNfKSEDe0NM8aGzdcxdAyx6oxM0vgbDhEioJWyFd98yGBV86jol999dXQuQ0nhNekFPa5YViV2p+FQmFxVDUot1CG4cBzLpdLp9PQG5/JZGoRY2pd/NpqtEQikclkakveFy9eDwaDAACWZWubtUMfO1wsB49rwezK5TJ0KsBAtrX+fSKRgDJca5RAa+E6tHQ6DVOrVCq1R4Mz4Gr+dpgyWHASZLPZxRHxLhJUaqyCShVUoOs9WaxkK+BDf/7fjTTwUQlCqrqmlBk0FZ7j8ZmzJGZ4YoYnp3lymldwMzTNYj6RpcypGSpMGXkA/vQzX7QU3YIFC5csllR0RUrlMoDA5KiRV+VEHbKeZRSWURhaDvgJAmeTidz0lG9+LoSGyYgRP1+K/stf/hJBEFgvgwUvejQahb32xcpQO1ProdamrEMXOuxG1wLMgYXZ6bWwbqVSqbYoDsaQqa03g3PUod8bthjAQlg6eFltpls8Hq/FkoP6ChNZvJINrmKH18Mvwj/hlVDX4acoirUngskmEgmYbCwWKxQKpVIJtkXS6TTU9VAo9LbVdTVwbkXPVICZyX3qL/82B8CZkD7uM+aJ7CyWRucFYvYsyVmBnBWoGYGaEcSwEThDM6iOBmXPaPDMPJMqFv/kps9Zim7BgoVLFkvupiry0XCQjZnZUe90fV0zGqYU2RAFlaHlYgEE/BhNCTjGxMx0Ip7x+8LnS9GPHz9eC8taC+sGo76ARcHR4AFczwYA0DQNKiIcEYcBWeEZ2OHO5/OwvwtFHfbaoYMdLApEk0wmYWsALjCDksnzPFiYex+NRmsXAwDgLDkAANRasBBxFgZ7rzVHoLcANi9q891ggrA7Pjk5WXtksBC/PZlMQmd7MplcHCY2FovVWirQWtgcuThQBaD6hkOo6CUAsiXwV1/+hpECY3Pc/3l1wjXJvWYPjc3iNY7PvE7nRGDIPeOZx22zYds8OsOpXL560xe+Yim6BQsWLlksqeiKFKdJhWWUzZdft7b5sss3XY0gaxBkTUP9+qkz87Jk0JQg8KqqRGmKP48z41588UU4/Q12uGuhWAEA8Xi8tlqs1nMFCz5nOMUMLMwth/+Ca8prIgpHnWsJwuthSPZapFjYs6/dsVAowNRqnWyw0Fk3DANeyfM8PICOekVRarpumiaU/Fwul8lkYBtC13UYWx68sfsei8WKxSLsptduVHMb1J699jgEQVyU0eKWUPRYOv/Z//m3L75y2kdEpoO6D0+Mzym20fka7d7X6ZwIOMb99qng4Bn/6Sn/6Sn/U78d+vBfWTu1WLBg4dLFkrupMrRMEgJNCZKo++ZDkqhls3mfL0ASgqbG0TClqaZvPkzgrCRqLLM8ZSUAACAASURBVCOeL0V/5plnatPKoB/bNE2ol1BxFUWBI+uLtzKLRCJv8snX4rzC75qmGY/HYYcYAIDjOBRd2BsGAMDVZVB0wULPHiyofq1hUfOxy7IMlVVVVdihB4sityeTyUwmUwsOvzh+XM1yOHZe+xO8sdEQi8Wg+wFKfs1zAD9jsRgcC6gN5L9dgV1NvEnRzUR2T//BfYd++uuTHucodnJo5rVh36mJ9Dn56ljCNl96bSZ3ajb/C6d27N+xnff/x5Z9v7AU3YIFC5csllR0llEInDejqXCI5Dk5Ec+4XJ5YLIFjnK4l0DCFoTTHyjEzPTvjV2TjfCn6iRMnEASBM9cWR2VZ7B6vHcDLCoVCbffSmqAWi0W4mSncUqW2uj2fzy+OqArlGS40hxfURs3BomgwuVyuptZQnuH5mhjXNkIFC3u4gYVQcXC2Hbw+Ho9DaY/FYvC/tUR0Xa8tZoMtj9oGcbX1abUHqXXNF28ud9FhsaLDto8eyxw8+tCX/u6fP/eX3/jjD3/+45/8yo2fvPmcvOHj3/7w52+7+mPfev9ffP+PPvfDL3x3/y29z1MFYCm6BQsWLlkgzzx7fHf7TgwP8DwrCAJcisYyiqbG/T6coUWGFjU1OnVmLhZLqKpOkaKqxAicjccyAT8m8CqO0SwjyrIaDmOhELp37/6xsbGhoaHBwcHTp08v16BXXnllbm5OlmWO40iSlGVZURSKongL7w5wMs/JPC/yvHj2hMBzAs8IPCPIjCAzvMbwBsOZNBenuTjPszzPcgLLCSwjsozI0otISiwpveGMKIrZbPbUqVOvvfba9PT04OCg1+v1eDwrUXgsWLBg4YIC8syzx7/9nW8+/MiD+/YN9PT09HQPdHX27trZefDA/Tt3dBw6eF9vz76DB462795z330//u53b27Z1dXVOdC9Z+DokQc62nv27zvS17tv395DLS1tXV3djz9+fMuWOzwej9frHR0ddbvdyzWotlIL7oYCjxe7rC1c3Fg0jr74RPlNrC4sV3/DrPhKGVRKi1gAlcIbz0A/ytTU1OjoqM/nO3Xq1NDQ0KlTy45daMGCBQsXHZBnn3uyvaMFx1GG4WiaZRlJlgxFinOMzlDqmUmfoSdDQYKmhFAQT6fymXSZZRQCZ3GMIQlOlgySYMMhIhqNsSxP0+yBA4fGxsaGh4eHh4cHBweXa9Do6KjH4xkZGXnttdeGhobcbrfL5RoaGrJbeHfANmq3jdptbrvNbbc77Xbn2dMOu81ht9mdNrvHZvfYbOOQY4OesUGPd8jjHfK4hz3uYY9j5A2EJ0cHz3JwcHB2dvbXv/71yZMnx8bGoJfI5XKtQNmxYMGChQsLyMOP/LRt906WpUVRxjAi4McwlKZJhaU1gYtkMxWakiRRJwmOZUQMpYIBcn4O5TmFZSSWkQicxVBKFFSOE0IhNBAIdXV122w2qOVvoyZ1u90jIyNDQ0MOh2NsbGxiYsLr9TosvGtgH3PYxxx2j8PucThcDofr7Gmnw+502B0uu8Nrd3jt9gnI8SHv+JB3dNg7Ouz1jHg9I16n7Q2EJ8eGzvLkyZOjo6O//e1vob99aGjI5XJZXncLFixcCkBefPHFzs5OgqBEQVPkiKYkNSUp8nGK0MZHA7qaCQW4ZLwU8FEYyiqyaehJXUtQJI+htKpEFTnC0ILAK7KscpwgCNLhw0cnJiZcLpfb7bYvf0aS2+12OBxOp3N0dBRqOezur6YIWTiPsE04bBMOu9dh9y4ouu2NdDkcrrMX2L1Ox7DTMWx3Dtudw8Pu4WH38GnP8GnP8OACR1zDduew0zHstg+77cOjo6NTU1PuBdjtdrfb7fV6V6DsWLBgwcKFBeSxxx5raWkhSVoSdZ5TKEJGQ5x/ntHVLImrJK5wTARB1l1z1R8hSPPa5stdzol8DmAoHQ6RPKdEI0mGFgicUVWd50WW5Xt7+20229DQkNPpdDgcyzUIutmdTqfdbod+e0vO31VYYUUfHh6GY+dwbqbdbvd4PKOjo+e/6FiwYMHCBQbk4YcfbW3dTVO8wOskIVCEqsqphAkENiFySYFNIMimiJ6bmyHiZsE3R1x91Xv9PlwS9ZiZ9vtQgVd5TtY1E8MIHCdZlt+37wDsEsEe9nINgp17h8MxMjJis9ncbvfo6CicZGfh3QDnlNs55XZNul2TbtcYPFWjx+X2uNwel9fj8npcYx7XmMc57nGOu13jDvf4iHd8xDs+PPo6R7zjDve4yz3ucY6POsdHneMzMzNOp3N8fNztdsOxm5GRkbex5sKCBQsWLjogL7zw0u7dHeEQwTKKwOsiH2MoPRyQODqGh1VDLeC4SuJK3CzNTqMCF0GQZpZR0DDF0OLkxGw6VVCVSCiIS5LC8yLHCT09fcPDw3BS29uzye12OxwO2DUfHR11uVynT59e1X6lhfOHs330hdF0h2NxB91pdzjtDqfd5bS7nHaP0+6Bg+UOu3fE4R10eQdd3tPu1zno8o44vHaH12nzuiHd7ldffRU2Hmw2G5R2m812fouNBQsWLFyAWCIKLC3iGMPQYjhEJBNZv98fiUSmZyYkmauvrw8F8Xg8OTsTUGTT78MT8TzPaQwt85zG0EJPT4/b7bTZhu2OQadreLUf0IIFCxYsWLgksKSiRyNJDKU5VgoFcVmWEQS59ror6xsQkiQNPYaiOBqmVCXG0DKOcSQhWIpuwYIFCxYsrCKQ40883dbaSRKswOscqzKUztIGQ+k0qQX9rCLFsTAvS4bfh0qihoZJBKnP5QoEQVEkn4jnwyE6GkmLgmEpugULFixYsLCKWFLRWdrQlLQsxoJ+ulQEU2fmY2Zq1DuJIPU4TkajMZoSfPOYIptnv2gpugULFixYsLB6QI4/8VxbazdJCAJnckyEIaMsFWfIGIEasQiYmyF51nTaJ6NGFkPZRDx/9dXXYhghijLHyhyrCrw+PRWQpail6BYsWLBgwcIqYklFj+qV+RkuahTWr71W5KNoiAsGSIoUEaReVXWW5QmcTadKOMahYSYaSVuKbsGCBQsWLKwikONPPNPW2kUSnMBFOEZnKIOlIwxlBP2cKqd9cxSByQjSvGH9lY1r1iNIYyyWwHEyEjHDIdI3j0WMFE1JLKNYim7BggULFiysIpZUdJ41edbU1QyOSrqeYBllZtqvqlEMIxiGUxSNY2VRMOB26TQlWYpuwYIFCxYsrCKQxx9/rK2thaZpUVBZlqcpAY6Ow33QGVrgOTkSMRmGQ9GQKPKCIAi8IgiSwKsCr9cY8BMMLQcD2L333vvaa791u51Dwycnz3hHLFiw8J+Gw+GAcXJeffXVkZERj8fz6quvjo6OrrZdFiy8HbgWcOrUqZMnT9psNq/Xe/r06dW26w/FBWs/8sILz3V07MYwjGVEjhM4VmYZhSQEUTAoUgz40bnZAEnSmmYoisRxDEmSJMGSJE0SHEkINepaIuAnSIJtbW2dmpr89a//r90xaLNbsd4sWDgPGBkZ+dWvfjU8PDw+Pg43Npybm7PZbKttlwULbxMw4PfIyIjL5RobGxsdHR0bG1tto5aBC9N+5KWXn/vu9779yKM/6+/vb29v7+keOHjg6OFD9x098uPWlo7+/r333nv/3r39nZ3trW07eno79+7du3fg4N69+/cOHNo7cKTG9t29O3d0PPXkc1u2bLn++msbGurWb2hE6hALFiz857Fu3bprrrmmubl57dq1dXV1CII0NDTAAwsWLkbUcu+6devWrFkDD1bVouXhArX/yace377jrnnfNEVRoijKks4yYiiIkwQ7O+MnSZrnRYLAQqFAGPVHoupSfXSe0zCUDQaw/fv3A1Ap/D/23vRJjvM+E8yqrqO7qy/cIChSki2FPXYo/Ifsxn7Q7o4d45hPjlnH7IRk4yAAEiQEHjo8ssbalbU0CYqSJcryWBRFkSJx9YFuNIDGjT7rzrMqK+u+svLOfPfDw3pVBNE0mgS6q8V8oqKjOivrzV++mZXP+7tNXdObjuv48OHj08M0TcdxarVau90mhBBCDMPodDpbLZcPH58Epmm6rmuapq7rhBBN0xYXF23b3mq5HhR9Kz/zxhtvoD86ir+ymQKXVdhMIZuWS0o7n6sk4hybFXOSks1m4/G4IEgfvHhZ4BX64rlCR3VyknLo0CHbNlutRqNZJsQiPnz4+NRwHKfRaBBCLMuqVCqGYTiOs9VC+fDxCeF5HiHEdV3btgkhmqZdunQJ77cF+lZ+5gc/+MHBgwcFQSqXGnK+LHAlni3ybJHLKorczKQlOV8VBXl5KS4IgiiK6zH64t3Endtrt24unj59ulDIE+ISYimKZPnw4eNTo9PpEEI8z1NVFT/dcrnsuu5Wy+XDxyeE67pQcwkhpmlOTU1tr/u5P+VnXvmnnxw5fILnCorcloQan62JXEPkGoVch8/Wbt9MVctmTqxm0zLxyMpyWpLyH7w+HOvebBi1akfOl/7qr/6KELfVahBiEfLBafvw4ePTAMt/mNxN06xUKuD1rZbLh49PAtu2XdclhIAaCSGzs7Pb6H7uW/mZ107/7PChZ1JJgWfL2bSSThSzqXImWWLTlbJirizxAlddW+FyYvXG9RvDQzs4TvjgxeY4VqYveNMT8cz3vvc9Xe+4rq3rLcfRN9nm4MPH7yVs2261WoSQarUai8UYhtE0zTe8+9imgNOXEGKapqZpnudNT0/DlL0t0LfyM6dP/+jw4acyGVYSFYGXuayCTi0iX+WypbXVbK3aSSXZglxmmGAsNspm85lUoVhQC/mWwFWT8fzyIldSNIGr8FyBY3MnT54ihHhQ0D1jq0/Qx7aBbduGYQwPDwcCAWzRNI0QwjBMMBiEdYthmJGREQSFua5rWVYsFgsGg4SQdruNiNPdu3czDBMOh6PRKMMwhBDLslRVbTabhBBd1y3LMk0zEAiMjo4yDDMwMDAwMACzNoBfZrlcJoTgW1j/EkJqtRohpF6v935ECMHX4d5GsAwIeL1xTNOE/Zx6xKkTznVdz/M8z8OWcDiMs4Beruv6yMgIpqjT6WiahgNpmqaqqud5VH2nrncqCcQulUoQAFv279/PMEwgEAiHw5DTtm3MQKfToYE/vVdE13UE5WHkdruNkX342BAsyyLdX9Dc3BzebCP0ofzrMrok1KplI5+r3Li+JPB5rWNFo0OBwEC51Fq8k8lLDS5bunxpMSc2TJ1w2bLP6D4+Jaj9amBggGEYVVVt2wZDq6paKpWq1eoTTzwBegMKhcLOnTsjkQh4GgRG1wF0T9CwbdvVahU7DA0N7dixQ1GURqPR6XSi0ejOnTs1TWu325qmUbYjXaomhAiCgDflcrk3BAZjEkJarRa+SLeADtcbx3XddrsNXndd13Ec27br9TrY1DAMfJdhmB07dnieh9HwEc6x2WzS9QTGAZ1Xq1VMBemuJ3K5HCz2kA1MjH1s2x4bG4tEIpZlUaUf84kHlq7rruuapon4XioGvWo4tX54nPnYXuhDRtwQ+lD+dRk9lchfu7pSr2lq265WmgwTWllZGx4e4blCOikLXKVc1MpFLZMqrCxxbKaIkDqf0X18MoBddF1XVXVsbIySMfRsMJBhGIZhgKpBYNFoFNqqaZrYR5ZlVVWRvU0ISaVSvcq3qqqKouzbt49hGF3XwZ2maY6MjDAMA+qt1WoQYOfOnQzD7N27V1XVYrFIuqsETdOg1xaLRYZhhoeHy+UywzBDQ0NjY2MYM5fLEUKCweDHjNP7RpblYDC4a9euz3/+83RjuVyGqFji7Nmzp1wum6bJMMzExISiKNgHlom9e/dCGKqjQyTM2K5duzAm1iJYLTUaDVA4PSIMCfjXtu3x8fHehREdFpYS/IUYWKbcQ/Y+fHw8+pARN4Q+lH9dRu+0SUnpJOLcwtU7Ap8fGIhqmhEIDAi8ondIOinfuZWqVcxm3eHZciZV8Bndx6dBr6WXdE3NvXSC7aAcMByILZ/Pk+5PixqH8allWVBMLctqNpvNZhPKejAYjMVi9OeHpYBlWZ7n1ev1HTt2RKNRQkixWNQ0jWGY0dFR27Zzudz4+PjnPvc5hmGwzrBt+/HHHx8YGIhEIoSQQqEwMTHBMIyiKI7jhEKhUCi03jgg4M997nPj4+OEkHa7DVcCdGjqL6hUKiBOKmer1dq5c2csFmu1Wo1GY3BwMBqNQhE3TXNoaGhkZAR7hsPh4eFhhmHg88PygnTt7dSQkEwmBwcHJyYm8BGs+sPDwzt27KhUKpZl9V4FOrG4HIFAIBQKYQ2BS+DDx4OjDxlxQ+hD+ddl9MU7GYGrLN5NZDO53bv2s1mxWq2HQpG11XQyLmbTcqXUSaxJ1xdW5VxTkdsCV+K5PMdKJ0+eJMT1PMdndB8PDmqy1nW90WjU63VwFekyWblctroZI+VyORaLRSIRalu2LAvlHWCmHhsbowHhLMtiH4xPKQpueCwCYFIG3+NTLC8ajQaUUUKI67qUaKGYku7aghByj7L7gOPoul4qlahmPDExgaVMKBTav3+/LMuEkLGxsYGBAZw41j30KK7rUi87/AVUF+8VRlVVwzB27twZCAQMw0CYrmVZhmFgbrEn7Aq2bSOwAGZ/VVVjsdjo6Gir1Wq1WqOjo7FYTFVV13Wr1Spmr3cp5sPHg6MPGXFD6EP512X0SklnM8VGXc9mcgwTqlaa167dCIUikqhoKkknczmx2qjZiKGLr4o+o/v4NOg1VmuaRqPbhoaGRFHEPuBsQojrugzDPP7442ARqOmu64JoYabGODQqDcp6u92u1WqhUGh8fBwETwjheZ6Koes6wzC7d++mXu1gMPi5z33O8zzXdQcGBnbv3g3tttlsYudIJIJhYd+ORCIIjotEInh/33FisRgWHFiUQBHHkkLTNKpPt9tthmFoqKDjOJqmjY+Ph0KhZrNZrVZh1SeEFAqFXn260WiMj49HIhFMUafTCYVCAwMDmED8rdfrhUKBfNjqjtiF0dFR0n1UfXSZQqfLMIx6vY7nGqbah48HRx8y4obQh/Kvy+i3biTYTHF1JTMS2zUYHRkaHGWY4Pj4jgAzeGnuelFp3Li+lE7mJKFSLqpc9oOycb9jdGISYriettUn6GPbgPIZpQ0o3HgPdRAqJiEEVmvSVZexEZQGNoLiC6UWCi6tnzo0NBSLxeDSRsD2xMREJBIpFou6rn/lK1+BYZkQ0mg04FP3PK9QKEAYugKA+3x0dNTzPNM0m81mNBodHh6GqMFgMBAIrDdOKBTCbliIPPbYY1iFQMjeSAKq3NNw+kAgMDQ0hE8ZhhkeHqYRbfewL7IAUqkU/g2Hw4jz702zqVar+/btgxkAJwX3OY1sGBwcDIVCuq7ruh4KhQYHB3Vdx/RiceM4DsIa6Az78PEg6ENG3BD6UP51Gb1Rs1eX+Vq1k06J+VwxvpYWxRzDBNMp0bZIOiVyrJwTq2srXLWsiXzZZ3QfnwagZJDW8PBwMBhEnFooFNq9ezd1h5MubVDqousAjDM4OMgwTLvdptUZ6eD4IizGUPFpJBf1VUM/hl8cBgNQJjK+4EEnhEC1hXiDg4OwXcN3zjAMTbQbGxtbbxymG/tGCDFNkxrPEeI3MDAwMjKCwHIqG8RzXZdq8Kqq4nxx9FqtNjAwEA6HdV1vtVqwc2AGCoVCLBYbGBgAlyODFlZ9QkggEBgcHITSD/EGBwdJl7DpyoB0Y/0wpbVajboPNE3DuT+s+8HHZwF9yIgbQh/Kz7z++k8OHToSjyc5NifwsiRUcmJd5KuSUGvU7GSCz+cqqSSrFCp37y6Nj++QxEJvqTj6SiW5olLLZNijR49oeosQw3KahGifoOqNj88goEyrqjo6Ojo6OorUapjZg8HgxMSE67qGYeAnhHjvxx57DJQDFdk0TXi1g8EgPMFQoEHkYCDSjccul8uPPfYYWBaGa8/zEBxHCAmFQsFgEHS1c+dOULKqqpFIZHh4uDdFG8VePsE4oVDINE2ajF6tViHPevuHw+HR0VHqcd+9ezf83I7jYDWA3Po9e/ZgtaFpGpR7LJLA/eFweL15WG/89cZBDOC+ffuwnWXZP/3TP2UYZqvvIx/bA6AfWIzwZnp6mvRBzbUHRN/Kz7z66mtHjhzlOKEgV0ShkEnl46vi8iIrcJVUIr9w9Y5SqHOsFF9Lm6Z9586iKMiiUPzoKxHPCrycSmVOnHhaN9qO07Gcpuf5wTI+HhSGYbiuW61Wq9Wq67pgFLA4aAOqMM0FB6fSSHVscRyHOshJNyyu1Wq53R+hbdv4IoznzWbTNE1oqxjZdV1knEMA8B9NZDdNk45AetTZjY6DjRAbPErNCffdv9PpIHkP1m9N05AyTrqeeNi9aQUYQkihUMBHq6urhJByuVyr1dabh48Z/77j4COcLxwftOC8Dx//LrDkdRyHqrnz8/NbLdQG0LfyM6+++tqhQ0dSqYzAy2xW4rJKTqwX8i2BqxQLKpvNK4V6TlJWlhOSlM/lZDYrslmRzUpsVmKzefqS82VRzGWz2Rdf+oZutCynabsNQlTPh48HAKUu3Jd4U61WTdNEqRPosp1OB+zem66Gj0CBtGQbpcxGo1GpVKCpU4W4NzBb13XHcYrFIjiJfoR/kbpdKBTAu6RbxaVerwuCMDIyMjg4SCuxbGgcWveG7kyTxe+7/31Bo/0lScK/qANDetLJOp0OLRv3MfOwHu47Dt1CetwZpVJpq+8jH9sMSNo0TfPSpUvtdnurxdkw+k1+5vXXf3LkyNF0OiuJiiQqPFvMppVkPJdOysWCmpPK8TU2k+YlsZDJsGtrCYHPC3xe4OV7eq+lktzaWiKbzX7///l7QiyPdFzSsu3Gw27/6uP3E5RmkCVF/yWEFAoFGJRIV/u0bRuEB7KhwfCaptG8dlR+JV0lHl/HFsdxbNs2TTOXy3U6nd4gbawDEPKN5QJdDXieZ1kW4ularRYOHYlEaNjahsahLnyoyFT1X29/13U9z6MLGpxgb5A5iJym1TmOg/w0WCzwrWKxuN48rDf+euPgHD9aUmYr7yEf2we430jPEnxxcRH327ZA38rP/OxnP//Lv/zPr7xy+oXnv33s6LPPHH/xhVPfe+mFf3j2mW//zdeeefbEi8+f+s6JZ77x1JGnjx49/t3vfu/ZE6d6Xs/T13PPPv/8qW/+8Ic//Or//r8tXLs0N3/u/OSv333vX+d9+HgwvPPOOwsLC3i/sLDwzjvvzM/Pz8zM3L59+/bt22+99dbNmzfPnj177ty58+fPX7x48fr167Ozs1NTU7dv356ZmXn77benpqbOnz8/Nzc3PT29tLR0+fLlhYWFc+fOvf3225OTk5OTk++9995777135swZHGVxcXF6enp5efnixYvvvPPOrVu3fvGLX0xPT09OTk5PT8/Pz09OTl66dOm999575513zpw5c/Hixdu3b0OAy5cvX7ly5d/+7d/i8fjZs2c3Os709PTbb789PT1969atycnJ2dnZGzduQPL77n/mzJmlpaW7d+/Ozc3Nzs7+9re//c1vfnPr1q1Lly5dvXp1dnb2zTffvHDhwm9/+9vz58/PzMxcvnwZA05OTr7//vuXLl2anZ1dXFxcbx7WG3+9cd57771z585du3btzJkzc3Nz77333uzs7IULFzb/tvGxHTE1NTUzM3P16lX8u7S09MYbb9y5c2drpXpw9K38zM9+9vODBw/fvbuUSnICLxfyDZjcy0VtbUUQhWKl3JbEQirJrq7GOU7gWKnnlaOv1ZVkIp7JZrPf/ftvE2IRormk5XjNrV6y+NgegPKHRka0snqn04HO2mq1aDwXbXACvRb6IiLjMBRVkTEazMLU+w7bOOkpmgbDPsLQSLcQDS2cfo8C2m63oeb2Gs9pvN6DjwPNG3IqikLbG6+3PyFEkiRo7dTSDhs7zBLOR/qw0XR8fISs/Y+Zh/uOv944pGuN741jwJg+fPy7QNArfgW4J2/duoXbeFugb+Vnfvzjfz5y5GgqleG5fDYjppO5VCIfXxXzUgP56It3E9mMUCrWFKUkijlBkARB+rDtXRZ4OZeTi8VyOp0+dvxwvVHq6JWOXrKc+qbG+fnYtoAJixqN8cbzPFpLzvO8QqFA855hIsZ2p0tmrVYLPcFI12h8j9/Xtm1qKNZ1HSMjo8xxHFRv7WVi13WbzWaj0QC3gbcqlYphGEhe72XEDY1D48hoo2Xsud7+XjeD3Ol6KAzDwEY6LdRmTsPrSHcVQnrWN/edh/XGX28cWm8OqFQqON+tvYt8bBfgtvE8DwtxXdcnJyeRnLkt0LfyMy+//MpTTx3L5eRyqZGTijxblISanGumEvm81MikJY6Vi0o1k+ZXV+OCIPG8yPMiz+V4LsdzefpKJtOlUkUQhOdOPu16BiGa4zUJUbf6BH1sD1DdERHXlHhIty4sJQ+a8eV0PVgIzKYOYKcnUA48B9bHIsBxHLjhsafruljb0i/SynSUwCADDVvrJWMQoed5Gx0HYiOInXSj9LH9vvs73WJ5NE7N6YYK4l+UZPd6WrTh65hMjAkh7zsP642/3jj0idZsNumCA758Hz4eBL0/dtM0p6amtteKsD/lv2+FmSKXVQSuJHAl5KPzXE7g86KYk6R8KskW5NrKcrpSbuPTO7fXeK4g8DLP5TlOOHnyWUJsj+iEaC7xE1p8PBJ43Wx1QkipVKIkSvVyaMlgLKrQE0Kgj7rdEnJUM3ZdFzGrvR1H3C5Pu10Oo5ztOA4CYeAawLqB9HRAx6FpAhjpGtvdLmtWq1WMA9ruNRioqkoPhNUM7PD4S88FR6QtWVGTlfSEAfZm/eG7NIudEFKv103TpDYGWqTd61aheahXzIePe9GHFVo2hD6Uf11Gz0s1SahUK+rSYjLAhBkmNDQUC4ejg9GRpcVkQa7xXCGbyfFcQSnUfUb3sclwXRf568iYIt025KRHBDuf+gAAIABJREFUgwSTVatVmjwNJqtUKvgI6ix1DAOapjWbTacbB46NcFfj61RH9zyvVquBKUHkaCVOeqiXGg8MwwA3YyWBQ9NVBbVGkG6Sd7FYpEf3PtwxHYdDhAHcE7quYyjaXoWaxLGCwVAQAJ1Pe131hmFQwwAYHfv7VV19PFL0ISNuCH0oP3P61R8fPnQsk+YlsSTwCpctoQrsyhKnyO2lu2kuq+zcse/unVVJLBTkslKoXru6JOfq2bS8uswqcnNlKZuMi34VWB+bDGqXRv0ytB3rLWzebredbgmIVquFXuP065VKxXEcFD6r1WrUZ1ytVr2eZmJ0QFo0rVwu44goFgtrgWVZqJpOc9hQeQ3152OxGMYsl8vopRYIBFBRlWEYdDKVZRlGBfC60+1/CoTDYZyF53m0FCvpiXRjGAbF3jOZzK5du1DoLRaLoQId0+0ozzDMl770pWAwGAqFRkZGkH3nui7kpE1s8Wbv3r2P9Ar6+IyjDxlxQ+hD+ddl9LzUaNTsZFx0LMIw4WZDE/j84t3VolIrKW02UxC4UrNuLd1NZ9OyX9fdxyYDdc1M05QkCXVMSTeCbGBgYHh4GHVgAJAxarISQtrtNrXMBwKB3mrnVBEnhCD4a3h4eHh4uNVqUe8+6fYvHxgYUFUVpV0IITt37oTzfnFxEasHRVFwoFAoNDQ0BCs37byCFQl2QDMV+KE/qBTBMGidDnlQZRYd30dHR4eHh9vtdrPZpCnmaO4CEzrNksfg0OMdx6nVaqDqRqNBM/sJIZlMBtZ+27bR1h3bsdGHj0eEPmTEDaEP5WdOv/qTw4eOZ9KCJFQErsRly3y2xmWqSl5bWRSzaYVhYs2GsbKczudKpWL97p14paQX8i0uW5KEenxVajdJNl0UuArPFTg2d/LkqW43Vdv1zH9fBB8+Ng4adk562qcSQkqlEtXFEfKNJDGUTO/VbmG379VfSZfh8vk8PNlUwY1Go47jqKpKG7aSng5pIHu8r1arIyMj4XCY/rxVVQ0EApRiIUmtVlNVFQZ/aiGnwXeVSuWJJ57AV+B6R+l40q1pjwrt9NDlchndWqHEQ2A4wpHdB1u9aZrDw8P79++3bfuePrOEkHa73el0wuFwOBzudDq+yd3Ho0YfMuKG0Ifyr8voAlsX2Loit5944o8ZJhqNjI2N7goGoo26noznJKHGs+WVJV6R1XJRX7yT9RndxyYDem273UaXEdM0oSKjYQn4CXowmDsWi0GbRxo3CA/sCD242WzS9Dlo7UwP6Eb0bMWnTz75JBLQDcPYv39/uVwuFos7d+6kHcngSseYSKxHSxVsoe5zmt5Kfecw2sdisXa7jRFoihrtclYul+v1Oqi3d1iGYUKhEDRsmitPJWcYhuaqIb2eSthoNGCT6E0u8OHjEaEPGXFD6EP5mdOv/vTwoWcyaUkSagJX4TJVMHomWapX3FRCZpiRQr7BZgqJOJdJSwwzJOdaaytiTmx02mRtRZRzLS5bFrgKz5Y5Vj753AuEEJ/RfTxSILAL+jcaoB04cACNvcfGxtB9nPI0tUKXSiWGYb7whS/Ask17sfeGlZEu0UKhpzZwarGHYZ8QIgjC2NhYJBJBVVe4uqFD9+ru0JKhjhuGAc0eoqJBHPzoCFiD2HRpAm89TpAOhTap2PjFL34RDm+Mg6B6fBGNVuFf379/P9R0NDsfGhrCpxMTE4FAgPQEukej0Wg06oe7+9gE9CEjbgh9KP+6jF5WzJvXUq5N4nEpk8qrLbdaUQVeiUTGebbCs5VsushliwJXTazlFFn1Gd3HJoOmmYVCoYmJiWazSSmZYZjR0VFKSMFgELzVbrdBoqgLYds2Gptit95cLwSmDQ0NIWt8aGgoGAzSjLJwOAyNWZbloaEhqrKTrh4Mvf+e3DP0lIMCTbPR8BRAfHu9Xqe53YZh9Ea9Ub0fI3zxi1/EV1RVxbKGugBoV1nSDZ7vdDpgelVV6Uc4Wdpd3nVd6sLADpVKpR+eUD5+j9GHjLgh9KH8zOs/+tnRp06wWSknVnm2mE0X2Uwpmy6mEnIynq+WjVQin83kOqqztBgXeJlhojxbTqxJXLZ0fWFNbRFFVtdWxJxYF3iFzUrHjj1t27Zhqh4xHVffaOsYHz4eEIQQTdM8z0N0W2/7E4Zh9u3bRykKOjpUW4SpU8MywzCBQABGaTRWAaMHAgF8i7Zaj0QigUAApegCgYDruiB16pvHX8TPQ1/3usbtj8qD7+K41WoVaxE8EZDdTk3ruVwOen80GqUyj4+P0yKyGBYBdxiBsjLplrSjyejrnS81yw8ODtJucjSZzYePh47e2g+2bc/Ozm61RBtDf8rPvPJPrx/826PJBIs0dJGvFQudatkUuKqca8m5JsPEyqXW0mKy2dBu31revfvx5UU2LzXqVWt5kZOEmsjXSooWXxUTcS6TFp577hs4R0Isn9F9PCLYtk0N7wzD7Nq1qzfbmwbHNZtNmJHRmZQQ0mq1qBHe8zy0Q6UqLH6ftVqt13fu9fjUofcjbw014wzDwID79u2D3mxZFlXc15OHdHvK4dDQkjVNwwiNRgMj4HCdTicYDA4ODhqGoaoqLPY0RAB1ZKPRKKgaSvzIyAjpqdCOxH0Q/33Pl8qA+EEIQ0/fh4+HC9JTiwk/mdnZWZro0f/oW/mZH/7w5YMHD3OcUJArPJdPJaTEmrC2wlVKHYErcazMsTLDhPbsfoxhguFwdG72iqGTZIKPr7EiX66WNS6rpJO5Rl0vl+qSlD916qTrmabVspym5Xxca2cfPj4NQJbVavULX/gC081Hh6rKMAwtJ4cttPeoLMs7duwYHR3lOI4QgmwuxLQjbg72+WAwGA6HUXEWRc7D4TBi1AkhGJCWrBkcHKSrBNrUBJr9evIwDPMnf/In1JzueV6r1cIDAulwoij+wR/8Abzg0NcROtdut6lVoFwuQ8MuFArwrKNOXDgcxoIAZ8QwzJ/92Z8h8n+988XySFVV7A+y//jW7D58fGK4rtur4zqOMz8/v7UibQh9Kz/zk5/89PjxZ0QxpxSqkqhIQqWQbyDj/NaNtUq5vbSYrFabK8uJdDory0q5VC8Vm9lMLpngFblZyDe4rCIJlfgaG19Lr67GT5581nZ0y27rZs20/YhZH48Q0FMR80XzyMGLtVqN9jIxTRPkRPuPYZ/eOHDDMGj1Nziwva7NHKD/0mQzGPl5nrdtm44JScCIGOe+8hBCWJZ1XRcHpa1T8C9qwNFiNfgIRaRpVxXo2Z1Oh7aHpw3LocqTbvlbx3FKpRINMljvfKlTn3RbxXyaS+PDx8cA60tqYTIM4+LFizTRo//Rt/Izr57+/w4e+loqleB5MZvlUkkuleSSCZZjc/lcSetYqSQrCALLsrk8n87EV1fji4vLophDv5Z0iksmsjlJkWVFEKR4fPX5F541rZbjNS2nRoif0urjkQAsrigKJapKpdJsNsHZtPI5IeTu3buka3+mxVBBjaSn7ypKuHc6HejuqOeqqirYWlVVmuUFxZ3aw8mHFxakq6YD68lDbdq9X9Q0DYuMTqeDGretVgt2eFmW6ZKClp6lZnPSUzyOylOpVLxuIxksd2jDlY+eL03b68V9N/rw8RAB27VhGNPT070/k+2CfpOfeePnP3nq6MF4fDWb5ThOkERFzpfzuVI2I3Js7sb1OwW5vLKyIghCKr2m6a1OR+d5MZ3OplKZTJqX86VMmo+vpXleZFl+ZWXpW99+3rLbjtdUNcVxGpYPH48AuH0pnbvdVkikm9LmeR6t5wq0Wi3ajBVbEDXW6XTAr9TrbHW7fZOevmT41+tpMIrRcrkc+oJblkXtBLZtcxxHLQH3lQccjEMjug3voXyTHsKmlJ/JZHrFbrVahUKBHtSyLJqCb3VbrfM8TwgplUqU8tc7X1qRnurupNuU1oePhwva9pA2MLx27do2ut/6Vn7mtR+9/Od/8dVXXv3Hl1564fjxo0ePHj927Omnnjp26tQLBw8e/va3v33ixIkXX/rG8aeP/P33vv3nf/HVg4e+dvz48WeeeeY73/nO0aPHX3jhpeeee+75558/fPjgqVMnv/v33/o///x/vbt0+c7S7Pmpf5ucefOSDx+PALdu3bpw4cL7778/Nzf361//enJy8sqVK++///5vfvObs2fPXr9+nW65cOHCO++8MzMzc/ny5atXr05OTs7Pz589e/bChQsXL168du3ae++9d+PGjdu3b09PT1+6dOnOnTtvvfXW7OzsxYsXz507d+bMmTNnzpw7d+7ixYuzs7PT09Pnz58/e/bsz3/+82Qy+ctf/nJycnJ1dfWdd945e/bspUuX5ubm3nnnnStXrty+fXtqamo9eS5evPj2229fu3Ztbm7uzp07Fy9evHLlytTU1NWrV69du3bu3Ll33313fn7+3Llzv/71r69du/bTn/707Nmzt2/ffvPNN1mWffPNN8+ePXvr1q1bt25NTk6+9dZbV69evXHjxo0bNyDwW2+9tbi4+P7779+5c+fcuXN37tz51a9+dfPmzfXOd35+/t1338U54twhwBZfZh+/p5ienp6dnZ2bm5ubm1tYWLh169Yrr7xy9+7drZbrQdG38jP/8ot/PnT4a8srt1k2Uyjky+VqPl9IpTKFQnFtLSFJEs/zxVL+1u1rtXpRlLJZNqkoSjqdbjQaKytrkpRPpVI8z+dyoijya/HF7/3DSy5pEdJsdUSXVDc50s/HZwSkp/4JlGZaUobmsMG2DMVa1/Xe/mN0H+rApmZ5+JV7O6hSM0Bvy3D6lXa7Tf1nsOf36sHryYNYfZwIqs6hegyc2dRZjr+9pgV0iYWQGJm2Z4WPgJr+rK7NoN1u0+7m653vPaFw1Kq/pRfZx+8zcHujq6HrulevXkXs53ZBf8rPnH7t5cNH/uaDTi1clcvU+WyDy9RXl4VGzUzEuVq1s7aarVXM2zdT1bKZl2pcVmEzRTZTlISaJNTSSVnkqwJX4tlitwos8YhFiOV6v2tu4cOHDx8+fFBY/VehZUPoQ/nXZfRKyVi6m+ZY+fq1RdMgq8t8s+7GV6VsWr52dWnxTqZaNkpKR+AqeamRTSs+o/vw4cOHjwdHHzLihtCH8q/L6AJXvXVjLZ+ryPmqJJauXV2plk2Rr6WTOeISRW4vL7ICV1m6m42vis264zO6Dx8+fPh4cPQhI24IfSj/uoxeUjSeLVbK7VRSYJjoaGx/kBmLhHbKuXo2nb17O12vWnmpsXgnU6uYcq7pM7oPHz58+Hhw9CEjbgh9KP+6jC7yteXFTE4qM0y0Vu3cuZUSuGpJ0YaiOxeuLLab3vIiy2aKObEu55rxVdFndB8+fPjw8eDoQ0bcEPpQ/nUZPS8161VDzldHR3dfv7ZIXKLIamItx2UVgSuJfLXVcAWusrrMl4samyn6jO7Dhw8fPh4cfciIG0Ifyr8uoyfWcrWKfuP6UjQyxmbz2bSyvMiVFE3ky5VSJ5XIx1dFOddMJ+X4qlgp6T6j+/Dhw4ePB0cfMuKG0Ifyr8vobKbEZgrNhsEw0XKpxTAxhhkJMKMiX04lJHRDz6QKSGDLpAo+o/vw4cOHjwdHHzLihtCH8q/L6GsrYqftSWKJYaJjo3t4trx0ly0pGsMMiXy5WFCzaYXNFHm2rMhtLlvyGd2HDx8+fDw4+pARN4Q+lH9dRs+mi8m4KOerjz/+BzeuLxGXrC4LPFsJBIZXl9lkPMdmirWKmU0rq8u8z+g+fPjw4WND6ENG3BD6UP51GT0nNriswnOFYGBI4JWcWM+JjWKhMxjZkZdqzbqTjOd4tpxNK5lUoVhQfUb34cOHDx8Pjj5kxA2hD+Vfl9FXlvhqWROF4khsV1FpXF9YzaaLmZQyNrLv0uzNnFhPrEnIXgOv+4zuw4cPHz4eHH3IiBtCH8r/cdlrIl9OJvj4Gssw0T27vhAb2scwI8m4qHeInGvmpYbAVbJpReAqklDzGd2HDx8+fDw4+pARN4Q+lH9dRpeEeiaVl8RSudSSpNLaipATG7lcg8sqq8vZZDyXE+tctiQJtbzU8CvM+PDhw4ePDaEPGXFD6EP512V0nq0ocjOfq6ytZuV8NZ2U81IzGc/LuXpeqjVqNpctLd7JSEKtUtIFruIzug8fPnz4eHD0ISNuCH0o/7qMnkkpitxMJYVatZOIcyJfZTMlka9VSp34Ks+zZZ4ti3yVZ8vJeM5ndB8+fPjwsSH0ISNuCH0oP/Ozn7/6f/zH/+V7//DSMyeeOnrs0IkTJ5599tljR0889+zzB//2qf/xP77/X/7LX7/44ovHjx8/evTICy+cOvi3T33j5Lf+5utHX3rxu889+9Jf/19ff+H5vzv61HNHDj999KkTL774zf/6X/96eub8tetzZ869NXvp7KwPH58BXLlyZXp6enZ2dm5ubn5+fn5+fm1t7dy5c1st1704d+7cysrK//yf//P27dvz8/OXL1++cuXKxYsXt1quB8W1a9empqbOnz9//fr18+fP37x58+zZs1euXLl8+fIvf/nLixcvXr16dXZ2dmFhYXp6empq6lHLc+XKlZmZmfn5+cnJyZmZmdnZ2ampqYc4n9PT0++///7c3NyFCxemp6cXFhbOnTt39erVmZmZhYWFixcvXrhwYXJy8syZM+fPn5+fn39Yx33UmJ+fn5ubu3HjxqVLly5cuLC8vPyrX/3q9u3bWy3Xg6Jv5Wf+9d9+fPT41+LJ2xyfystCqVQqlUo5Scmk+aJSVZRSvd7M5/M8z9dqlbW1FZ7LiUIxm8kV5Fql3OZYmc3m5XyVzUocm8tk2Fdf/SfDVAkxHK9NiGb48PEZgG3bpml6nue6rmVZ7XZbVdWFhYWtluteNJtNz/Nu3Lih67qmaaZpWpbV6XS2Wq4HheM4nU6HECKKouu6rVaLEEI3EkI6nU6tVjOMD6yDj1oeQogkSdDVGo0GDqqq6sMav9lsEkJc18WthY2e57VaLc/zdF2/R0V7WMd91LAsy+hezXq97rru3bt3t1qoDaBv5Wde/qfvHzz0f2fZRD4vCYKQzQiZtJBKco16h81Kl+evC7x8586iLCu1Wi2TybRb+tzsNZ4rlEutm9dX2UyhXjVSCSmbyeUkJZvljhw5VCrn1U7dMJu60dgMQ4MPH1sNPNPv2XLx4sUtEebj4bru7Oxsp9PpByPhRtFoNEzT1DSNEKJpWrPZ1HW91WqZpkkIobzuOA7pmkMfKSBJ75t8Po+jPyx4noez7r3HPM8zTRMH6nQ6qqqC5h/icTcHjuNgvbKwsPBw521z0G/yM6/96IdHj/0NL6RlOSeKosDn5Xy5qNSUQjWd4otKrVSsy7IiSfmlpSVFUVaWE+2WVS611lazXFZJJ3N3byfzUi2TlopKtVSqPPXUYUIsQixCDEIM24ePzwA6nY5lWY7jtNtto6sgXrx4cavluheEkE6nc+7cuVar5TgOnkeEkK2W60GBia3X66RLopTnQGmapnmeZ1mWaZqG8cifP6qqdjodPMpbrRaWFKZpPqzxLcuybRsXCGcqiiK9Xp7nqaqKo6uquo2uI6ZI13X8WEzTnJycdBxnq+V6UPSt/Mw//uP/+7Wv/bd4PM5zOY6VsplcNpNLJfJ3bqWadSeVkGamFtS2feP6Uq3aTiW5UrGZTok3byxXym1Fbi4vZoqFlsCVEnFOFIr5XPHw4cOEuB2toel1tVPdtLWJDx/9AFA73s/MzGypLPeH4zjz8/Oe5+E93mwXGIaBJYgkSfiXdK3uoDTDMKiqummnVqvVSFdvJl1yfVgoFAqGYTQaDTqsqqq2bVcqFfxL7RNY6GwL0NsPV9N13ampqa0WagPoW/mZX/zi5ydOPC0IgpwviYLMZvPJBL+yxFXLxuoyr8jNfXu+EGAGhwYnGCYcGhgaie1KJvhmw7hy+VY6mZNz9VpF59kizxVEochzuePHjxPiGmbbMJuO2/F8+PgMAE9VQgj0QkKIaZpnz57darnuhWVZlmVduXIFpkJN00CKWy3Xg6JcLhNC2u02XMiCIIBNCSGqqiKUgXQ5HuuVRwrLsvL5PCGk2WwGg8GJiQlc/Yc1Pk7Tsiyw9draGiGk0WjAPqGqKt5Qd8PDOu6jBqS1bRs/HF3Xz5w5o+v6Vsv1oOhb+ZlXXjn9t397KBHPIMaNZ8tyrqnkNS5T7bTIzeuJO7fS1bKRSuRLSpthhpIJXhSK8VW+WGg1604qkU8l8plUIZOWOFZeW00//fQJ0zRdz7QdjZB7nYs+fPxeQtM0+ijHFrirt1So+wAkR31+3rZS0IFOpxMOhxmGicVikUhkz549DMPAFk2tI7VabZOjBBzHicVi4XD44U6pbduDg4NjY2MMwzAMMzIyQu0BuJSqqmIGCCHb0Y+OS2bb9uzs7EeDUfof/SY/8+qrrx079rQkFpRCnecKmVSBy5ZErqHktds3EqmEbJvk7u20IrdLSjscHkunxHyuInCllaUsstJXl/laxRSFYlFpZDPiiy9+U9M0Qmzb0UzzYVqffPjoW0DlxRvXdR3HsSzr8uXLWy3XvcBCfn5+HvrEVouzYdi27XkewzB79uwpFouEEE3TIpHIrl27oMUi4g8Waaq+PzpUq1Wva6GJRCJg1ocYIRWLxRiGwcXSNC0UCsViMdiBVFUdGRnB4iYcDlMr0baAbdv4pRiGgem6fv36Vgu1AfSt/MzpV398+NCxboWZEpct82yFy9SVvLGymOOztaKsx1clTSUMExO4Cs8WebYILufZCn0JXIXnCt0KM67nOYTYrredbjIfPj4xKDvSpzmW7Vsn0bpwHOfSpUu0OMa243VN04aGhsLhsKqquq7btm0YBsMwoVAINvlCoRCJRAYHByORyPj4OFiWxoqDAkOhEMMw0WjUcRxkiDEMA1V4aGgIXyGEVKtVGAMcx2EYZseOHQzD2LaNf+meGJlhmEAgYJpmKBQaHh6mgwD4dL3xq9XqE088wTAMrOie52FMjINrVKvVhoeHA4EA6d5mUMoxG+R+CRd9jj6s0LIh9KH86zJ6Kl6KrxQEtr5wea1aNm/fjO/Y8blCvuUzug8fH4XP6JsDEB7DMLt27QITAyBLQgjLsjt37mQYxnVdXddFUfzKV74CUtR1nWEY6uomhAwODuJbsGlDFW42m1/+8pcp6YL7Q6EQIURVVew5PDxMCNF1PRKJhMNhSBWNRoPBIA5dLBYPHDgA+odRYd++fYjDv+/4ExMTDMN8+ctfrlariHXQNK3VaiEAMJVKEUJs28bRwRw0Xw4bic/om44+lJ85ffpHhw8/9QGj8wqXLfFsmctURa7RrJFaxVpdFuRcMxQc57IKrf/ay+W/Y3S2zLHyyedeIIT4jO7jMwWf0TcHuq6bprl3715wGJRy0zQZhtm9e3e73SaEjIyM9OrH0MXxtIWiTAgRBIEQUq1WCSEsy4JQXddFiBlWDISQZrPJMMz+/fsbjYbrurVaLRKJPP7446RbTwZUjT3hR8f7TqcTjUZDoZCqqq7rjoyMDAwM0Eo4Hx0ftw0cB6Zp9prQ8Z5hmPHx8Wg0Sropaigy47ruwMDA+Ph4PyRDbxR9yIgbQh/Kvy6jZ5KlxdtcuajLuVYynmOY2NoKV6voPqP78PFR+Iy+aTBNE7ZocKqmaZZlTUxMBAKBdrvtui7DMJFIZGBgAMprNBodHx9XFKVWq+3bt4+SfSKRoGNGo1FY3alnemhoCPox1YAphUciEVVVsXqgUWn4aHR0NJfLQcOmmr0sy1iC7N27d73xcdu0220Y0sEN9XodfnpCCBLfYQZAGptpmp1OBweC+8DX0TcZfSg/c/r06cOHD2cyGUksCLzMZRWeLXLZssBVC/l2fFWslg2GGWo3HVEoxtdYni3+jsizNfr6gNGzysnnXiQeHnCu69pbfYI+fGwGfEbfNNRqtXA4/PnPf55SHTTdkZERQkin0wkEAiMjI7QmK+n6m3VdHxkZ+cM//MNWq8VxHL6L6Ln9+/fDeE7LCdACq+BpwzAKhQLpIXhY9aE6W5aF91D0bdtuNpt/9Ed/xDAMrAj4CLr7fccnXc0byYQQ2DTNkZGR8fHxcrkMORmG2blzp2EY+NeyLM/zdu7cOTAwQOsabSP0ISNuCH0o/7qMnpeaqYQs55orS1w0OpFNy5Vye3kp5TO6Dx8fhc/omwPw1v79+xmGocHtTz755Pj4OOnWU4tGoyMjIyhzTQih0WSyLEMXJ93LBKK1LCsQCMRiMXqUcDg8PDxsmqau6/QrhJBms/nHf/zHUKkVRSGEwBJACNF1fWhoKBgMEkKgvjMMMzAwAAnHx8f37t1Ls8bvOz44nhZ2xftAIEDj2FutFvz07XbbcRwUwaXOddKTlb5d0IeMuCH0ofzM6dOvHD58MJNJSVJe4PMcK/NcgcuW5Fxz6W5WztUL+UaAGVy8m2jU1UQ88yFj+4cYvcqzFZ/RfXw24TP6pgHx4UNDQ6FQaHBwEJFlUKA1TYPyCprcsWNHOBwOh8PNZhOpbiBvhNH1UjXpsjs+GhsbQwocHOeRSETTNBqUF4vFkB0Hi/eBAwdyuZzrujDpQ42mdE4IqVQqhULh48cnhDiOAw86sh89z8OKBGEBWMTs2bMHAxJCisXik08+iag6nAvz4ej6/kcfMuKG0Ifyr8voK0ucphIuq9y4tlKvaaJQzElKqVjzGd2Hj4/CZ/TNAUjOsizaeI1a1ylngw7r9TqtGYcdaHo6BkHEO95D3dd1HZcPf7EDxqelwXo/xb+maUIpr1QqeKbDw40MtGazSSvn0+9+dHxaTBQS2rZNFW6E78Hpjmw9SvZYx9A9t1dKOulLRtwQ+lB+5pVXXj58+CDL8jmpyHMFNpsXeFkSlVQqU6mUkqlVKccVCoVGXWWz+UZdl6S8JOUlsSCJBUlU6IvjBI4TEonEN06d0I2WaTdMu0aJcDuxAAAgAElEQVSI+lAr3Pnw0aegjbDwq0ZU8/nz57darnvRaDRs256cnMTvH41A4I718YlBi7UhFH8Tqs9ud+DH0ttlB/fkVsv1oCAfXg1bljUzM4Nl3NaCeeONnx49eiSZTPNcXuAVgVd4Lp9JC9ksJ4p8QZFKZXltbS0Rz2QzOVEoZjJsJsNm0nwmzWfSAn2xLJ9KZRKJxHf+7iVCLMOqtzuK57W3+gR9+NgMQHPCM52qeisrK1st173AA+jMmTO0/ryPTw9qmKGX3se/C9d10VmcEGJZ1tmzZ8n2YXTaZo3q5agZt9Vyecy//Msb/+k//cUPf/jyyedefOrwyRNPv/TSi9/91jf/+8mTJ7/+9a8/99yJU6dOHjt27JmnT/7dd75//Ng3Tn3jpZ7XN+nr6ePPnXzuhe9///v/8c+/uhZfXLg+c2Hq7bn5M7M+fHwGMD8/v7CwcP369ZmZmampqfn5+aWlpX/913/darnuxfXr119//fU9e/Z88YtfhAfax6fE6OhoOBwOBAKIkgsEAohf8/ExCAQC4+PjY2NjKPIzMDDw2GOPvf/++1v9+3hQXL58eW5ubm5ubn5+/tq1a9evX3/55ZeXl5e3Wq5Z5kc/Ov21r/23xcXlbEbMiVU5V+e5wtpqqlAoZDIZnmcTiTVFUXgul89VUkmhq53fq6MnE9n4Wnp1dfWb33reI6Zu1todxSXbr3OADx+fALS8s2EYML16nnfz5s2tlus+cF337bffptlThBBEY/n4BFhYWNA0zXEc3AC49JqmbbVc/Q5CiK7r5XLZ7eq4cFFtzU9i40AYo2EYcLJYlkU7FG8tmDfeeOPYsWPpFMdzBS6rsJkCmrCl0+lqtZrPS2trK81mWxKVVEKqlDoCnxf4vMDLAi/DSo9XpdysVuuSJL3w4kndaDle2yUtQtStvnN8+NgMkJ6WyfhpOY4zOzu71XLdC8h2/vx5tw+ieH4PMDMzA2dwPzzNtxF6fROe59HYjq3+fTwoPM/DG5wCwmD7YWXM/OAHPzh48KDA58ullpyrC1yJ5wo8V+A4rlKpJBJricSaLCv5XGnpbprLKusx+q2bS6lUJp1Of+PUCdNSCdE80jbNR977yIePPgGW7YiOIYR4njc3N7fVQt0LpDJfuHCBEILSZgiO2+oH0XbF9PQ04grb7TbyyxGdsNVy9TsMw/A8r9FoNBoNxO3PzMz02o36HKi937t8n5ub64dcA+aVV145cuQIz+WUQl0SajxbFvmyyJdTqUwymeY4zjTNhYXrolBQ5Laca3aD20v3vGrVdr2mSlL+1KmTHa1pWi3Tbjhe2/bh4zMAz/Mcx4HdlbYen5+f32q57gVWG9PT04QQ27bpM2irn/DbFbRhLs1ks31GfwBgunrL1k5NTWE9tC1Af+/UMjc/P0/D5bYQzGuvvXb48OFUkuW5QjatpJNyNi1nUvlisZxKZWRZXl5enpjYyTDhoehuholxbI5jcxwr3/NKp/h0io/Hky+8cMp2dNNq6WbNI9ushpEPH58MhmG4Xdu767ooCzozM7PVct0fsHDC/4fH0FZLtF1x4cIFdGwDORmGoaqqH+7+gKCVa03TPHfu3NYK8wnguq5t2zDOzc3N9cN1p51aBEmoCFyVy5bRcCURz+QkRZLyDBMsyGWBV1KJfEnpDASHC3KNY2WBVwr5RiohpRKSnKsLvMJzBY6VTp48SYjrEZMQw/W0rT5BHz42A946FWZQ1QR/DcNA+U+m29wTu6EzGNRl27ZRm+ye+t5o70G3YB/TNFEaBceFDBgHmhA+QomSYrHodnPlt6TCTLPZHBoaCgQCaBA+NjaGpyFWFZFIJBAIoKNJJBKh09hqtRAdHYvF8Aanj6AkbEHZNabbuRyntjnLlNnZWXogKvPDnVJc8WazSdcNnuchPnxkZAQJC6RbJId0C8UHg0FMqW3bhmFomobpikQiwWBwfHwcBWtt21ZV1bKscDiMXvKofIcDoSg9BOh0Og/dqtyHFVo2hD6Uf11GLxVryUQ2m+X+w3/40/ffO89zhWbdEbjKQHB4dSUj56vlUiuTyktCpZBvxFd5n9F9fJaxHqPDV00ISSQSKOIdCoWi0ajnebRwaSgUcl23Wq3att1ut1HsDJof6TJTNBrdsWMHy7KEkFKpRLo8bZom/kUv8Far5ThOq9XCcoGyOEBLnm0+oyuKgo6lpKc96O7du0m3lmooFGo2m6Al8LTjOPV6/Qtf+ALDMCiL1m638VGr1bIsa//+/aAlnBQon3SXO67r9jZreUR41IzueV6n07G71eVgAaIrG9u2G43GY489hn+bzWYoFBoeHm6327Ztg8KxcrJtG4QNv0C73R4aGqJ1aml1etu2W63Wjh07IpEIbjbcmdgNpfEeIvqQETeEPpSfOf3qjw8fOpZJS5JQ+x2jZ0s5qZzNCIlEimGCxCPxVV7ka4t3spHwKM8V2Ezh7u2kyFeLBXV5kc1LDYEr8Vz+d4zuOYRYrrf92gH58PEJsB6jE0IajQYehbquo70mfSKDYnft2kW1n3379g0MDBw4cIDpFgbXdT0WiyHFeWxsLBaL9WpjeEwzDIPO2aj43Wq1UD8cJBcOh7PZLA3k2SodPRgM7tixAw1OXNft7UP65JNP7tu3D4X2VFWFEg8aw4mQbq1TfEQIKRaLdBqbzSadDU3TSqXSpp3UJjA66V5W+G49zztw4MDY2BiOqCjK4ODg+Pg4iuD2zmqr1YJpBxlW0NppeTuGYXbt2oXGrHQJRQgxTRPKfa8Auq4/CrrqQ0bcEPpQ/nUZXc5Xr1y+zvMiwWp65xMMMzI2ciCVFAyd3Ly+WqvoeamRTsrJeK5aNnxG9/FZxnqM3utVhTJKus3B2u12u91WVZUaOfFgBXX1qmKO4wwNDQ0PD0MdN00T/UOj0Sie9e12G4oa1ClK8KRrOCVdzZ5sHaNbloWVjaZp1Wo1FovFYjHP8zAtlIdM0wwGg6Ojo2h4ioZmsAwTQgYGBrAqAo+Wy2VqYwf309luNpub4NfcBKs7nLW4K3CsVqtVKpUsy6It29F6Du8nJiYgQ61Wo/8SQtA/plargXjGxsaouZ66YxzHcV0X6wCQPVqw47gwfjxE9CEjbgh9KP+HGZ2tcxk0XCmvraa1jp1J8wwTKiq1VELKCa0bC0mGGRL5cq1iLt3NsplirWIu3slw2ZLAlXi2yLG5kydPEUI8YvmM7uOzg4/R0QkhrutKkmSa5sTEBBLG0FALn+INDKEHDhwghOi6bhgGntS6roP1wWRQxdrtNn0iw+POdBtzFQqFwcHBQCBAFWKY9y3LgiVgSxjd87xKpQJlUdO0iYkJSucQfnBwkBDSbDYty+ol+F63uuu6kUhkbGys2WyqqkoDDqLRKEqP4d9isdjbCuWRYhMYHVecdI3evRlThBCGYQ4cOOC6bqVSqVQqwWDwiSeekCQJKwBYaFD1iJrWO51OLpd78skn0VUd41C2Bp3jphIEARtd133oJnfSl4y4IfSh/OsyuiQqSqEaX0uHQoNsVkrGxbJilhUzGp347TtT8VWxVjFFvlqrmMWCurrM+4zu47OM9RgdFnKozuAqfGqaJkhd07SRkRFo0jApt1otNNqixNbpdPDeMAw0+IKLFD008TcQCAwPD+Pp73ke4u/oCDS4iWwRo0ObBENAKuidhmE0m01MBRYciqIgzM2yLJz46OhorVbrdDp0Hggh7XYbrIO5dRynd5EEdRMGjEeKTWB0XCm6IPM8T5IkzFswGJyYmKBhE4QQGiFICKlUKgzDjIyMWJZlGAbuLtxpjuPQVRSMN/V6Xdd1Or1IssfhOI6jkfwP8bxIXzLihtCH8jOnX/3J4UPHM6m8JNR7Gf3G9bscm4OOrhTq1bKRF9vxlXwoONppe9WysbLEJeN5NlNKJwvFQkfgKjxX8Bndx2cT6zE6/ZGDU6Fz27ZdqVS+9KUvMQyDaCZCiKIoo6OjlJNkWY7FYk8++SSMz4FAIBwO95qRweJUtTJNExo5voto8OHhYViwYUHFzltldYemCIamYdtAMBhEwH+73fY8LxKJDA8P27btui7VLCE5zsh13Xw+v2fPnl27dimKQn0WQ0NDiIGnwXGP+qQ2gdFJTyhGLxiG2bt3b6VSgamcEFIul2HScF0XXVz37dsH2vY8b3BwcN++ffgIk0y5nzpr9u/fTwiRZZkQUiwWsR6lpp2HPp99yIgbQh/Kvy6jF+RKQa7wXC4SGc5J5ZxYT6zKZcVkmCEuq/BsWRJqPFvJpot5qZmXmj6j+/gs42Os7jB60xAk+pVarQZNOhQK0fBv0BUGQTQc6WYrUdcmMsjxXShn1Wp1ZGRkaGiIfFiRqlar0N0JITzPUwk3n9Edx2k2m8iMokdUVdU0TcuyAoEAiAcEg4ws5KHRmABBEDzPCwaDIyMjnU6nN84AvuFQKAQzMuoBkEegU34Um8DotP05PSlEHgwMDNBVkaZp1H8RDofpfYJ/IQ9sORCy3W5jqWR3u4cxDDM2NlYoFLAzFhCoz4rZJo9ghdSHjLgh9KH8zOuv/+TQoSPxeJJjcwIvS0IlJ9ZFvpqXGiJfLSqNxbuJPbsfY5hQOBwNBkMf9EeX8vdUjkslhaLSyKT5o0ePappKiGvZHUKsDZYS8uFjW4I+W3sf6+fPn4eGjWBsz/NgQMYOqVTqy1/+MkKOqVk+EAhEo1FELO/bt09VVTydTdPcv38/FFw8uyuVSiwWGxgYgDV1z549UK3a7TZcodgONY50NS1IePnyZYgNVX4THjTtdhvZa1iIIEpr586dkEfTtN27dzMMs2PHDsrTELhSqSBJHafT60QwDGPXrl30W3v37oVO2Wq1XNdFIt+jPi/6HEcBYPdhP9Nxt+D2gNpdr9cxhwgdwN+dO3fCU0MICYfDoVAI9p79+/fT3DNFUTDtIyMj4XA4HA7T7ZhAZEaA6aknCFOKG/ihZwPSe9Lr9kfful/wxgCxqSvEsizUYdxquVzm1VdfO3LkKMcJBbkiCoVMKh9fFZcX2aW72cU7mUxaMnRyef6aIOQrlVq5XBXF3AcvoSAKRfpKxDmBV1JJ9sSJE7recRzLsjuet/V1bn342ASg+Csqe6uqCsq5cuUK6dq6oann83lCiGVZ1LBJ//Zm/SKCDM/ocrkMZkJ+MC0XQ7q+ZOhweP7Sp7CqqqBq6iVFOzhN0zqdzvT0NDqGIVN5c2pdiaII/Y+ubxqNhq7rWHCwLAtTPCjE8zxaPwengHJs2ELV4nK5bNs2aC+dTmM3qtRuwnlNTU1hJiE8VidYhD0smKZJ7w1wSaFQcLtKs+d5hmHg3oDBBryLicK9p+s6PsJt2Vv1CHOVzWbxBglyhBDqwQGazebDDXRHYGOlUqERAJOTkw89lv7RgRZ/pWr6/Pz8VgtFCCHMq6++dujQkVQqI/Aym5W4rJIT64V8Ky81FLmdzeRQN0bg8/F4MpXKsCz/wSsrsdk8fcn5qigUsxnhxRdf1PWOZRm2oxFibaRZuw8f2xWEELdHUwfeffddyqzovUi67mTsQLd4nocHMdzAYCzTNBuNBq0lh6+4rqvrOtLe8BEIEoppqVSCJkcIQaUajAnBUHiEEHLt2jW3R5v0Hr3hHUsQ13Vt20aJXNKtmGvbdr1eB6NYlqWqKk4Q/2KKUG2md6hyuQyeozNjmma73cb6AP1MqTnk0WFhYQHLr0d3CLen05eu6zShHCdOs9pUVUU+JD7FLGGJ6XWLCWIyafB8rVZrNpu0uwwuCrXZ4N5DjCH5cA32T4/epiy4ylNTU4SQLf0RfxJgBWma5qVLlxAFsrVgXn/9J0eOHE2ns2jBwrPFbFpJxnPppFzIt9ATvVZtSWJBEKRKpSYI0gevD/deSyWFtdVsNiN8//vfRz666xm2rTk+fHwG0Gq1qAmxVqtBS6PZa9DISU85WPpcvofg6fMU6wOM02g0qJ0ZT0Ovm/cF1tc0rVAoUO8pfazjKUzXBIgeJ4TcvHkTxwK5bgLzeZ5HCKFCNptNJKphHYN1D+VmZJ/TZQ3poRNq+HW7tm5FUXRdR/i30y2FixlwH71fc2VlxTCMRqOBUHzqz35YoCdeLpcxFSBaXddxoFqthjqvmFhd16vVKq4yyIZ2HMDVp7cQ3a3T6ei6Tq0j2IcaSAzDoJUMHiKpe56HkWkdw7Nnz8JctC3gdgNQHMfBKSwuLsJIs7Vgfvazn//lX/7nV145/cLz3z529Nlnjr/4wqnvvfTCP5x89u+ePvbS8WPf+JuvH/3WN//7sydOPfvsyWPHnn722ZMfvE48/+yJF+nruWdfev7Ud374j6989atfXVi4Mjd38fyF99797VvzPnx8BnDr1q3Jycl33313amrq5s2b169ff+WVVwYGBuDmRKjXwMDA8PBwKBRCIBhc4KFQCJ+Gw2H8i/cIAQuHw2NjY4ODg4hMBiKRSCgUwpbBwUF4VeFTDwaDKA0GVyhqgmJAhD4NDQ2hFs3ExMTQ0BAyuXHQTUA0GkVY+/DwcCAQQG2yaDSK8D28x0kh2x5iY9KQnIYyMkzXf8wwzO7du0Oh0N69e4eHh3tz9jYN+/fvHxoawjTiEkDUhwWcciAQQKQk072OuGGGh4dHR0eRHcAwTCQS2b1798DAAKYa3vSBgQHM5MjISDAYHB4ejkaj+/fvx2wPDQ0hyx9nEYlEBgcHR0dHcdxgMEjfPMSTwnFHR0dxoWOx2IEDB37zm99s9e/4QTE1NTUzM3P16lX8u7S09MYbb9y5c2drpZqfn2d+9rOfHzx4+O7dpVSSE3i5kG8U8i2BqxQLqshXYUvP54qiIMuywnHC714f7sC2upJJxLlsRvjud79LiEuI63qG4+pbvWTx4WMzQF2nbrdTJCHkzTff1DQNVvFOp+M4DlWSoCfRwDTP8xzHoQorIQTuWNM0oZn1qu+9iWrQdOm/0BuoME63rif+RY1VQsjdu3c9z4Oq19vm+dHBdV0c2jCMer0OFY10LQo4WSjW2E594TR1ig51j/nd6fauRR4XgucJIbZtb0K/7aWlJUII5hAXCxWEHtb4drc3K/5tt9uu66IcHmLxPM9rt9s0dA713eB5ofMA9BpsaHEe2H6gr+P+dBwH5eJJj0UEYjxcw7vruvV6HQaGUqn0q1/9inQLCfQ/YE7wPI8ak27duuV1W6xuIZgf//ifjxw5mkpleC6fzYjpZC6VyMdXxWxaEflqTiorhXoykc1mBI4Tcjl5Pat7TioXlUY6xR07dqxer3Y67Y7WsOzO5gT4+fCxtUDh63vYEd1UXdeljAsbabPZhMsNn1YqFfrw7Y08p+97fczUqOt8eH3Q7oJ0PaaUFHvfoxrd3NycaZputxek13XTPjrg3DFLrus6XdcAXW1Qk7vneVgDka4F+KPvEVSFryiKAh8Ezoh0lzW4Fo/6vCYnJ9FJxevGlOHB+rDGx9XpdDqIdqQXEeF4dOp6b5tSqUQLCtH1Iv0itbTT8juu6yJqko6gqiq9YTqdDnX6INXtoQCBDr1inzt3DldwW4Deqwg10HUdkX1bLZfLvPzyK089dSyXk8ulRk4q8mxREmpyrsllSzmxvrqSkcQSmxXLpXo2y4lijufFD15cnucK9JVM8KViU+Dzzz33nOvahLiOq/vZaz4+I8DPu91ug5tBvTMzM72K0T3uaqp/UwXI6a76ERJPn7OO4+DZR32lpCc2nlaCA9XRb3k9geW9bUYNw5icnHzonTE/HrRYPbzd7v/P3nvHx3XV6cNnRqORRtWSS4oTQl/289KWhR8kxCEQAiF5F5aFfVlgIUsnpDqOS5rTaLtsFnYhyyamBMjSNgkkcbBsy6ojyZYtW1bX9N57n9u+vz+e3PNebCsb2XJmHN3nD31GV1d3vvfcc89zvl0N0j5BgwwEAnRS43YeG88/a4MNwaY89I/vjQRBWFmd8pQYHh7mn1Fnjcf9rRS0tWwlSeLPXVF7qODRI1uPb/j4gHMlUlJLxPBzcrmcoih8Wp4Qop/NZs9eZiO3PPFN6sDAgCCcS3xBGstZtVpFZF+thZLVbqoOl98X8XpCqB7jdsY8rrjHFQ8Fk25XKJXMhYKx2dn5ZDLtdnuDwbDH4/N5w+lUaXHBY1v0xmO5E7up1kenFlmW+ZaZH8QRfMYc4p+x2edVFbEz5VY+vKuSGj/MT8C38M7W4XAY/QpxGqx/kiZelO9/dbxioCxdYabeINWoZtwrEi9PzbhXKuqwQsuyUIfyL8no9sWQ151w2P2pZNFoMDeZWxsaGhkzjo8fKZUqdrvTtuiORbOxaBaB7vXG6KBYroggIwh7WKxi+XxeUj1wuVxOFEUEJPONKtJbcTJeUZ5rhBN4Eghe6VgsJssydAg86VAohJ0B2D0UCvG+CHwr8PKMho6zDZ3RVyd0Rj8T1CEjLgt1KP+SjO7zJCOhfDiUYqwpGIg6Hd65uYVYLHHhhRcdPToZDIbTqcL8nGth3u2w+4OBRL0xOqmqMOIqSaMZFwoFURQRlYoAURSaJrUPMWPMZDJ1dnYiBpiISqVSPp/nIayIz2xvb3/Na15jt9sRMsoYa2pqQmUrXr8zHo83NjaiGNPatWs7Ozv5ay+flL6s49yFzuirEzqjnwnqkBGXhTqUf0lGn5lyhwLZmWm7ydTq94UHB0ZEUZ6YOMaY0e32ulyeRDw7PWXzeiIuZ9DpCNQhoyOSEzktuVxO2x8QpMvPBB+XSqVMJsMY6+7uLhaLqVQqkUigPiIRoZK2xWKBQg9VfnZ2FleoVquxWAzZI9wvlclkkNCCKmCk6ToFn8fK1pbSUUPojL46oTP6maAOGXFZqEP5l2R0oUIThxeikUyjqS2ZyMZj6Xg8GQiENm68uFIRpqZmvJ6Q3ebLZirBQMJh99cboxcKBUmStNqzpKYYSZLEGGtpaYFGHgqF0K0ZqRQtLS1msxllgIhI2/qJMabtf+Xz+WS15ZH05601MpkMCNtoNFosFkTDyrLM1FrWaPBcg3HRcXagM/rqhM7oZ4I6ZMRloQ7lX5LRve6QfTE0N+tct3bj+KGjM9MLNpujra2DMWM4HJ2fXwwF425XKOCPe9zhSDhdb4yOl0pb0IAfTKVSaAvR3t6Ok/FguMm9oaGhoaGBiHw+H3gdhnoY4XnRTfzEBxRyam9vRz9HUmtSXnzxxVDcSa3snc1mU6nUy9MeQ8fLBp3RVyd0Rj8T1CEjLgt1KP+SjL4w5w8FsrZFr93mO2/DRqPB3NGxJhKJdXevi8USTqfb5XzBfW63+dyuUL0xOqka8wvVblUzO8+ZAT3jZ3NzcyQS4akI2AGgjlJnZycSXnEcTbE6Ozt5OTDSRLC3trYaDAYU6cT+QBRFpjY12rhxI1MbEiPVRFfTXzHQGX11Qmf0M0EdMuKyUIfyL8nokVDe50mCpz3uwPyc3eFwud1exoyLi3a/P+h2BSLhtMPuty16fd5ovTG6JEmweKPSssViMRqNKMpBRDzTTBRFWOZNJhMKcfBc0nK53NDQYDAYWltbUdMKCjepicWo3ISniP/i+wa822jDRUQorcxrLqJREi++reMVAJ3RVyd0Rj8T1CEjLgt1KD/72U9+t+2OB1yOWMCX8bgSTnvUZU84bfHZqWDIX5qe9FeKZF9IRoKC05aOhsT2tu6jE9PhUGpxwRP0p2wL/mxaCPiSAX/c6wm6XJ7t27eKUqlSzStUluTiaXaQOWOgajQ3oUPnNhgMRJRMJqE0k/owuLM8n8+jErIkSTyWrampSZblYrEIbT6bzSqKwtVrXg4sl8uBs0mtnlgoFBAeT2r9Jmj52ApUKpVSqVSr8dGxsuBvlNafMjAwUGu5TgSm5b59+3g1MUUtR6PjNDAwMHDKR19ruc4B8Hq9pG5/ay3R8lCf8rNHf/zE5lvvWZwPelwJtzPu86SioXIyJpJEY9b5SLDCWJNtPjE9GYyGRMa6j05MVyvK/JzL7QpFQtlDY1P2xYDPE5+fcy3MOxwO17333k0kEAlElRoyutZ3rmh86lCv0bogl8sh6ZwxtmbNmnK5vLCw0NXV1dLSgn+MxWJIb0Me+Zo1a3BNWNQjkQic6Cgo7ff7u7q62tvbkaeO7Haj0QiXPN52NFfgrvdaDY6OFYekdv3i1YSq1WpPT0+t5ToRWH0GBgZ4wXBelUHHaaCnp4dXnuctYjEZdLwISC2vBkYUBGFwcJAX/6h/1K387JEfPbr5tq1ulz8cinvcAduia2HeOTdrnzgyE41k7IuBcDDT1LimwdBmMrbPzbj9vojPG56esvm80VAg7bAFw8GMyxHOpMvxWNrvD95//05ZqVSFgiDmBbFmhmWj0djY2AgmhkKMflaKohQKhVgs1tXVZTQaL7zwQujxpFaMicViUNkvuOACnrpGRIFAADZzxhiOv+pVr2KMQR2HMR99ikqlEl/W8/l8d3c3/8fu7m7sIbhmr+OVBNhyuPV1dHS0tvKcEpIkDQ4O8iLk2iKjOpYL/ojh0asHu+s5AVmWtTquJElWq7W2Ii0LdSs/e/znT+zYfo/PG4qEE35f2O8Lh0OJWDQdj+XmZp1ed8zrjvm9iUyqOjvt8nniC/NOl9Mf8MddzuDCnDfgS0ZCWduCf37ONT9nn52d37nzHlEqCWKxXMlUhVwN7035c28WfuWF3qLRKNdOSC31ms1m0T0JJ8D/XSqV4vE4Fj6/3y9JEu+mhRfY5/MRUTKZRMsEPOaZmRkiKhQK2LkjgQ2aeiQSwdfF4/GXZyh0nG3wiAptMfY69KMjgqSvr4+3PtNJ6EzA90aKokBZ52YPHS8CLIYIUpZluVKpDAwMvMy9Bs4EdSs/e2zXI5tvv8lmn/N4HU7Xos0+Z7MtLC7Oz83NLS4uFovF2dnZSCR28OB4OBz1+QL5XNnpCCABPRRIe1zR6eMOjysaCia9nuD8/OIDD9xXFUSujf4AACAASURBVAqSXBbEPFHNIuPQ5QlZZygII8uytqsBj2gDAUN3B1Xn8/lYLIbjoF5cjTe9INWKjn9X1A48/NuhsvPYN/6kc7kc75UJs7yOVwZQZpj/igZru3fvrqFIpwSUcqvVqrPOimD37t3ZbPaER18PK/u5AtiuK5VKX1/fudjwot7kZ0/898+3brttfmHa6Vp0e+z+gDsUCgSD/lAoFIlExsfHc7mc3x+Mx5M2m2NhweZ0eGem7YsLHq8nEovk3c7I9HFHNJzzuMMup29mZu7b3/6mIBYluVwoJiWpKNQIpMaf874s2hLr8GST2soJxd5Jo9bDJxGPxxVFAanz/kWKooiiiM7EpJI3Lo51XBRF/IsgCJlMRlBz2/jzFtSem7xDlI5zHYqi4APaY2M6HTt2rKZCnQKYgePj49yQwFuf6TgNHDt2jNSKznj0gmYy6FgKMA5h+mEqHjp0CGvjOYG6lZ/95Kc//tQ//N2jjz3yzW/dv+POO7Ztv3379q1bt265++67d+7cuWPHjp07d9566+YHH/zm9u133n//g/fcff9DD/7Lt775rzu233fzjds233rXXTseeuC+f9ly+1333/fN733v4b//+09MHj98bHJ83/7neg88P1wjDA4ODgwM7N27d8+ePXv27Nm7d+/AwMDg4ODQ0JDVaj106FBPT09vb6/Vah0YGBgYGBgaGurt7d23b9/u3bvHxsZw/ujo6Ojo6ODg4ODg4FNPPTUxMfHMM88MDg5ardaRkZH9+/f39/fv2bOnt7d37969R48efeaZZ6xW6+Dg4O7du59++mmr1Xr06NHx8fE//elPhw8fHhsb6+np2b1799DQ0Pj4+PDwcG9vb63GR8fK4siRI5hL+/fvHxwcHB8fn5+ff/rpp2st14kYHR0dHx//0Y9+NDo6OjY2ZrVarVbr0NBQreU6V/H000/Pz8+Pj48PDg7u379/YGDAarUeOXKk1nLVO/r6+rAaDw0NHTx4cGJi4tFHH52cnKy1XC8VdSs/+/VvfnH7lpunZ4653LZwxB9PhINBv822kEqlDh8+XCwWJyYmIpHY3NzC3NyCzxfweUNzs06nIxCLZr3umNsZiYZzLkc44I/7vKG5uYWHH/6erFSIhFw+Lis1y8462UGILRW2z4qafqYoCvbX/AhPPMN1YF2H9x0+dVLd7TiBKzrcjIlqsqS6yXn/Zm7zh1YExb0mg6NjxQG/Giyu+CkIAlThukKpVJIkaWxsDP4/vCaYojpOA+Pj44Ig8IfOp0Gt5ToHQGrwAabi2NjYuZUjUJ/yayrM+INeT9Dt8nvcAbfL77B7g4EY78KSTpWc9lDQn/J6QtFIyrbojUWzfm9icd7ntIeiYfRHD7jd3p077yESFKoSVWSldMZ+AR06zgEoeoWZVQm9wsyZQKi/Ci3LQh3KvySjez2hYCA2M21PxPPTU7ZYNDs1afe4ouOHjvl9Eb8v5vVE5mbcXncsFEg77SGd0XWsZuiMvjqhM/qZoA4ZcVmoQ/nZrsd+ueX2uxx2P0ja7Qp5XFG3MxL0Z6Ymndm0HPBlErHKwlzA7YwnYpV8ruJ2Bew2n9MRCPpTiVgxHi143TGd0XWsZuiMvjqhM/qZoA4ZcVmoQ/mXZPRYpDgyPFnME2NtiVjF5YiFArnp4+4mcxtjjevWblzTed7YyKTbGfG6Yw5bUGd0HasZOqOvTuiMfiaoQ0ZcFupQfrbrsce33L7DYff6fZEXGN0ddrtC0XBucd7HWOsF572+/8B4JJRPJQQDa19ccPm84eOTC/FYrrGhY37WEw3nfJ64zug6VjN0Rl+d0Bn9TFCHjLgs1KH8SzL64UMzne3nu1xRxlrLRfK44pNHHZ0dG2emF9OpgtcTOXJ4+vWvfYvDFrQt+N3OiM7oOlYzdEZfndAZ/UxQh4y4LNSh/KeMjAu6XYGFeadQpekpW6OpbX7WUy3T4ryPMUswEAsF43abz+UMtlrWzc24Z6acsUheZ3Qdqxk6o69O6Ix+JqhDRlwW6lD+JRk9Fk0fOzrjcgYtzWvsi4HZaXsmVWXMMjtjCwXjPm80Ek4zZolF8j5PXLe661jl0Bl9dUJn9DNBHTLislCH8rNdux7dsmWzw+Hw+8JeT/AFq7sz5nHF52d9fm+CMUsknLYtepOJHGONM9OLoWDc64mEgknGLGi8plvddaxy6Iy+OqEz+pmgDhlxWahD+Zdk9Gi44HJEE7EiYxaXM3h8ciHgj3Z0rPV6Qn5fZHHB43QE2ts3LM77Fua86WRFZ3Qdqxk6o69O6Ix+JqhDRlwW6lD+JRndthD0uhOhQJoxi1ClQl6cOj5varDYFt2FfDUYSBw7OveG173VYQuibJzO6DpWM3RGX53QGf1MUIeMuCzUofxLMnoklJ+adPq9iTVrLliYd0Yjmcljs5bmDp69lojnmxrXLM77ErFiwJfUGV3HaobO6KsTOqOfCeqQEZeFOpR/SUY/NmFTJJo4PGc2dXo9kYA/7rB7Y9G0qcHCWGN31wUd7etHrcdcjrDXHdN1dB2rHDqjr07ojH4mqENGXBbqUP4lGT2VqM5MzZJMo9Zj2UxlbtaZSubdrkCxIHi9IbvN57D7fZ54JJQNBdL2xYDO6DpWM3RGX53QGf1MUIeMuCzUofxLMno8WhobmfK6Y4lYMRxKzc06fd7w/JxjdOSw2xXwuMMed3h+1uP3JqLhnF7XXccqh87oqxM6o58J6pARl4U6lH9JRnc5oqFAdn7WAx95KJh0uwIBfzQYiCXiWYfdn0wUAr6kbcGvd1PVoUNn9NUJndHPBHXIiMtCHcrPfvWrX3zyk3/38MMP33Xnzm1b77r7rgfvufuh7VsfvHP7N++56zs337ht+9b7d977rbvufGDH9nvvv+9b27fdc9ONmx+4/7tb77jnu9/+93vu+taObQ9s3bLzji13b9t610MPfeuGG77W17/30Lh1T88fB4f27du378CBA8PDw8PDw729vXv27BkcHBwZGRmsEYaHh0dHR59//vkjR47s37//yJEj+/btGxoa6uvrO3jw4IEDBw4fPjw0NNTb2zs6Otrb27tS33u2r6+jthgdHe3r6xscHBwaGrJarVardW5ubu/evbWW60Ts3bt3Zmbmd7/73dGjR61W68jIyOjo6MDAQK3lOlfR09MzOTnZ29vb19c3PDw8MjIyNDQ0NjZWa7nqHVardWho6PDhw8PDw/v375+enn7qqaeOHj1aa7leKupWfvbb3/5627Y75ufn3S5/MBCNRbOxaDbgSyfjlWMTtnAwEw5mEvG83eYLBmIz04uLC65Cvjo/54qE0057aH7W4/PEw8GMyxl0u/wOh+uxx/6rUs0TCZJcJKoQUSwWI6JqtVoul7GPEEWxUiNgQ42fqVRKEIRisVgqlURRzGQy+My3Wiv7vWf1+jpqC1EUq9WqoiiyLAuCkM/nC4XCwYMHay3Xichms4qiHD58uFwul0qlarWKV6DWcp2rGB8fL5VK+Xy+UqlgMDGqtZar3iEIQqVSkSSpWCym02lZlicnJ2st1DJQt/KzH//4kc2bb3U6ncFA1OsJOh0Bh91vWwg6bOFYpDg77fJ7E3abz27zLcw7k4mc1xNyOf0+b3R6yua0hwK+ZCJWnJ/1OB2BgD/idLrvuOP2WDxYKKYr1Wy5kuHWAEmSqtVqIpEg1UxRK2C1PeGgJEnpdJr+3Hy6gnKe7evrqC1gfzvhyMDAQE2EeXHIsjw4OFgsFvXpd+bYv39/tVrFZ308TwNYBhVFOXjwIHdbnEOoN/nZT37y2LZtd3g8nlAw5vOG4DKPhgv2xVDAl45F8i5H2OeNClU6PjkXDiVCwbjPG3Y5g7FoNp+V5mbci/O+WCTvsPujkWQslti6dQuRQCQQVaCjp1KpXC6nne65XE6sEbidoFwuFwqFfD6P3RYRpdPpYrEYDAa5nNVqdaW+92xfX0dtUSwWBUGQJAnqGp7vwMBAreU6EURULBb37t2by+UkSeLbylrLda5i//79WMfL5XI2mxVFUZZlSZJqLVe9A0tfuVzGy1KtVnt7e8+hcatb+dmPfvQfN9984/z8vMcdcLv8TkfA6QhAR0eFmVgkHwmnJ47MTB6b9biD0NHn51wBf3z84PTUpD2TqtoXAwvzbp83FAyGt2zZTCQUS5lSOV0oJrnukkwmk8kkETmdzrO1P3lpyOfziUSC76wFQRBFMZVK4c2EwDCdreCXnu3r66gTgNrxub+/v6aynBqSJFmtVtiKJEnSw7jOBGNjY/hQqVSKxSI+68r6/wo+/TBWsiwfOHCg1kItA3UrP/vNb/777rvv9Hq90NFdzuDigmdmyh0KZI9N2LJpwchaFxc8oWCSFJqdsR2dmM5mSubG9mgkY1vwJ+OlaDjntIc87rDPG/J4fDt2bCMSKtV8pZqV5GImkxFFcWZmhoiy2Sy+FR7HmkCWZU6lPp8PH4rFYibzgoOAW06gTK/U957t6+uoLfikqqixGtVqtaenp9ZynQhBEARBGB0dhamwVCpByai1XOcqYIaRJKlSqfA5UCwWay1XvQMDJYoiBq1cLu/Zs6dcLtdarpeKupWfPfroj2+77ZaFhQW3y+9y+jzucCiYjITy+awyNDDRalnHmMXtCk0dX0ynCj5vOOCPNhib29vWHZ9cSCXKU5N2vzcxP+tx2P1ul39ubuHOO7dXhYKsVESpAKt7tVpljBmNxqampoaGhvPPP5+bJWuC1tZWxlgqlSIiQRDg3gYymQzM8rFY7KKLLmKMrexXn+3r66gVEFxJmjgJuKtrKtQpAKWc+/wUXUE/MwwNDZ3sPT05qELHUsBYiaI4ODh4Lo5bvcnPHnvsv7Zv3+r3+yPhhMcdcNj9blfI50lOTTrXr321wxZkzJJOlY4dnbPbPB53sLmp/ejEdJO5I5koHJtYCAXSs9OuoD/l80ajkaTT6X7ooQdK5SyRIEqFajUnCEJDQ0Nrayt850TEGFuzZk2tbliSJMZYQ0MDEcXjceywJEmCW52IFEWBLYUxtoKMe7avr6O24IndsizDkyoIwsjISK3lOhHYyFutVugTtRbnnMfBgwf5ZwRSiGp6uo4XgSiKeFMqlQq2ROPj47UWahmoW/nZz//r59tv2+6czwZcFa876XZG3J6Ay+132TOLxyMRb9Ziak3Ggj63LRbOzB73OVz5WIIYs0QSxTlnMJys2t2V6fmM3VOyuYt2T+iu+x6UiERSFIUkiRhjjY2N3N5eLpfBZHA/GAwGxpiiKKIoZrNZaM8vSMZYW1tbOBxet24dY0wURcZYe3t7Lpdbu3YtTisUCgaDwWAwtLe3G41Go9GIryCihoaGxsZGImpubmaMXXLJJUSUTCZNJpPFYmGMWSyWjo6ObDYLraVSqXBXdzwet1gsZrMZpgUc5Kq80WhsaGgwGo2ckuPxOBjaZDLhYEdHB6L6BUEwGAw43tjYiPOLxSJuoaGhAfsbyCzLMo7g4p2dnUh4409L98/VLRS9wsyqxKBeYeYMUIcVWpaFOpR/SUZfnIsng9LUYXuT0XL08KjbMT85MSdXaX4xNb+Y2Ljx9UcmF2cdgTlHxOYqz9sLSzE6SFpRFJ/PB0M32D2ZTJZKJZPJ1NTURCpfMsZaW1uDwWClUgHpnnfeeaB2UKbBYGhpaQF3JpPJrq4uo9GYzWYRS79mzRpQZiaTAZEzxjDoWoWYMXbBBRdkMhnEK0qSlMvlcFqlUkkmk4qi4Hyz2dzQ0IBs3Vwuh//t6uqCElatViORSDgcxvHm5mbkoRIRVP9MJtPW1sYYK5VKRFQoFJqamiBGMBh805veZDKZSM2mg2+itbWV1IlSKBSwNOAr+K5IRx1CZ/TVCZ3RzwR1yIjLQh3Kz3b95Mdb7rjVbkv4vHmXJ+lwR5yeoMMdGD/s9PmLuaLEDKZ0KRVMBBacXrs77reVE34ysI5SjtzOeDRc9LgKkZDkdWU9roTb7Xxg51aiPCk5kkskVBhj3d3dpN72kSNHiCgejxNRPp9njF100UUoQSNJErRnIspms11dXVDNwWTFYvGCCy7AX6PRKBGFQiG+IUgmk9gEmM1mIqpUKmB0InI6nblczmw2t7S0VCoVWZa7u7u5kUBRFLfbjbEAGZdKJWjnRFQoFDo7O81mcygUIqJcLgejQmNjI1RnyFYqlbD/6Orqwo3kcjmcYDKZYOHP5XLZbNZisXR3d+fzedJsMrj3BdsF0DwKleArYNvBIJzl+aDjNKEz+uqEzuhngjpkxGWhDuVfktE93rzNngSjB+L+Gfu0LxxfcET8tnLcpxhYh1Ci6ePuQo6OTfi97uJSjA4btd1uP5mNKpXKhRdeyFVnj8cDXiyVSpIkdXZ2gttisRh3PDc3N0NhhU+aqWhuboaCfskll8DcDau13W4nong83tzc3NbWhv0B3zf4/X58dSQSURQlk8mAONeuXWsymarVqtbbHY/HcQswiXNtu1AoQAXnwjQ2NkqSVCqVBEGAdd1gMHR1dcG6wBiD64WLQUQ8El57kcXFRUEQsDpg1eDJ9DrqDTqjr07ojH4mqENGXBbqUH72813f377la74Fb9SVCDtiQVsk4Aj77SGPIxYPF6emZ8+7YMOiY9Yfch8+PJ3JVGKBlH3W/Y53vPPw4YmZhcVYKj276HP54k5fxO0JuD22FxhdzpGcJ6HAGFu/fj0YCwxqNBphW9Y6zqF2NzY2Go1G5GqDngOBABGB40F1eG04bUPbhq7MjdXQ/tesWQNruaIocMbjnqG+g4axP1AUBblk3M0Pnz1c3VxIURSh0EejUbPZDH0dmwDOtXCWQy+HhO3t7dgc8KQmPHhsX8rlMtL0UZ4Ct4CLvO1tb4M2j8Kx2ph8HfUGndFXJ3RGPxPUISMuC3Uo/5KMfnzCnk/Lo2OHOta0+4KuXDE1O+u02/0hT8xjCzQ3txw7dtwfjswsLKZyYiCSXYrRSQ1/g2sZtnGDwcAtzwaDAW8CbOawoheLxQ0bNhgMBtIUY2lsbDSZTHhb8vm8LMsIiMNf3W736173Ok7b69atw6WQKspV7Vwup1WOwevgYzArY+zVr351LpeD45zbBjihIosde47zzz8fa2I6na5Wq7AcQB2Hd7+9vX39+vXIT+XbBSLyer1msxkx/16vl//ki0JnZyePCcC46Qp6PUNn9NUJndHPBHXIiMtCHcrPdu3atWXLFvdiMOrMR2z50EI2ZMsFF7NRbykSrIyNT68//zXjx2YnZ+3ZDM3PhY5PugL+bOfaV7n9KZs/MTHndkVy8974oj9h84YXvYG777tfwpxWSJFkIkqn0x0dHYwxmJ3BcP+/BOpxIjIajRaLxePxcKO0qDZWyWaza9eubWhoALGBO6vVKpgPLnbO0+FwGHsFzoLav6ZSqQ0bNkCJB6OTqgfH43EujCiKuVyuUqm0tLRw+7/WKs4vGAqF1q9fjzB1xpjRaAQNa8P92tvbGxsbu7u7S6XSCTb2rq4uvpngAX1ms5k76UldI/TEmLqFzuirEzqjnwnqkBGXhTqUf0lGDzpztvlYKiscm7InsuXjcw6/L+t2pZyOWDIhTBx3LDjC9kCyRHR0weeK5JZidF5HCRXUq9Uqp3M4iRE0jl8FQcCgZDIZPjq8wUkkEoFdGlfAYqRVr7n5Gv+IFwz2fNjGeYMW6N/xeBx5a0guxJ+QSkdq0XV8qFQqeHg8iI+fjGtGIhH68weM6D+QNzoyYRCISBRF7Q3yWh9aMfDVlUoF8uOL6mHG6DgldEZfndAZ/UxQh4y4LNSh/OwHj/3qtrsesruCQXc06owGFgL++WDcnVycsfl94XmHJxRPH5tZiMUz8ws2r9sXcWQck4FMWAg5MwFH1D7jSMcTfrcn4Pf6fR6Xw3nPXfeVimKlLIsCCdWaVZc8YXAFQUDuXK3k0fHKRrVaxYKOiYc2i/v27au1XCeCiHK5XE9PD2k2uDr+VyA4F84+0iS57N+/H8MIXudNK2r9nOsd9Oe7SUEQ+vv7z6HquXUrP/v3XU984457J6dtznlvzBVLeBJRZzzhSZWy5empeU8w6g3F4pnCos0dT6ScdlfaXw4uJn2LCfdcNO7PRLzRkM/vWFj0elwO+6LDZn/ogW+TQtWKUq3IolCzmY0XLJfLpdPpUqmkKAqpGd46dKw4RFFUFIWIyuVyuVwGu8/MzNRarhOB+I/PfOYzcO50dnbC0WPU8aJAHCuiZRsbG5ubmy0WS0NDwyc+8QlUsiKiqakpfEA0ro4XAW9TxlUv1FyrtVwvFXUrP/v9Lx/54mf+5vGHb/rnzVc/fOOmR279wE+2fPiJuz/2ozuu+tGODz104/t+829f/e4tH/nB7R/9/i2X7rrr6u/v+MB/3vc3P9h29X9uv+axe6796X0f+c/tV/x059WP3XftYw/8w2/+Y/s/XrPJPzszMXSwv2dgf0//YI0wPDw8Pj4+ODg4OTk5PDz87LPPDg4O/uEPf6iVPDpe2bBarQcPHhwfH+/v7z9w4IDVap2amvrtb39ba7lOxB/+8IcvfOELr3/966+44oqPf/zjb37zm9/73vd+4AMfuFzHi+Laa69917veddlll73rXe+69tprr7rqqv/zf/7Pe97znte97nWf+cxnnnrqqd27d4fD4V/+8pdjY2MjIyO1fs71jpGRkaGhoaGhIavVeujQofHx8R//+MfT09O1luulom7lZ7//5SN3bv6ybezXvvGf5SZ/mZ94PDrwI/++f5vf8+2K4/eHn/tOYvp/ju7+fuLo7xd7HirP/cI5+oPQsZ96Rh9JTPzMO/zv0cOP+K3fix/5oa3/X2Z7fzjT/8SOL3+aRIHKMklEtXMrwCWvqAFluoFRx1kFL++MrAR0F0Q9pXoDY+zqq69mmiLEPKhTx1JA1SkEyeLIhRdeaDAYrrrqKsYYESmKgkLfpCkvoWMpIHwKDevQBIF3+D0nULfys90/++dv3fqZyMjDyeHNwsjXlMGvyn1foMEv05FbSwNfLQ5u8z75VTr83cKebTT6FbJ+KT+zPX7k9ujwLcXD21ODXxUO3VS0fj514FOlQzelD97r6fu3Gz72TjnurqQzlapcLAly7YA7TKfTiKQrFArlcrmG8uh4BYM0LZMx8SRJGhwcrLVcJ0IQBMbYxz/+cabWTUKoaa3lqnfgseZyOZ4dE4lEGGMf+chHmFrmslKp8K6StZa33qHdAJEaRopaHecE6lZ+9quHd9zz1Y9HR/8tf2i7cuhGGv46DXyJRr4uHbrJ9+Tf0fy/CiP3SQe/lXrmtnLf54r7Pu3s+4Kr/yuJ0c3J4VtLh24pj95Ak9+gqZvyozcUjz4UP/To5k9dTmKaREmSKZXOvxzbkiWAdQotbMvlsr5x1nFWgW07omOISFGUoaGhWgt1IhRFaWtre/vb346GBaTZguh4EWgTbpHUSkQmkwnWDu2ZiqLoQ/q/AplN2u3v0NAQT4yqf9St/OzXu35x923b3Ed+ET70QPHQbZWRb4jWG+jQLeWRm7JDt5H9p7YnN8d77qPDj1R7r6fDt6TGfps++Lv04OOLv3qAJh/PPn9n8rkvpHZ/sTK8JWXdYd/3nc9+6C+UYiBfTRdIzNIL4QMvP4joZBZH/psOHSsOrONoy8vTEa1Wa63lOhGRSMRisbzvfe8zm82lUsnhcJCebfXSUCqV0um0oiiiKKJ7E2Ps8ssvX7t2baFQQKgUymEJglDr51zv4O8Lt2xZrVYeblb/qFv52e9//t933bp1cXSXd/ju3OjN1dEbpZFv0Pit5ZGbEgdudO2758MXMM9Td5SHH5YHvlQY+NLrGXsdY29gbFMTcz69Uxr4pjh4qzBwizCyNTG0zdn7z1/+2NtJSWbLyUQ5H6+WavX6IeMc7nP8DAaDbW1ttZJHxysbaAJEqj9VEIRyudzf319ruU6BxsZG7v0FdJ3ypQBrN09TFEXRbDa///3v5yOJEhSiJv5Zx4sDNlQYt4aGhs65eViH8rOf/uKJb9yyuTiyuWLdXB7aVhneLlrvqA7dnun5Vn7w8VcxdgFj1bkHw4O35A798E2MFXuuJ+uN8aHbyPHjNzImHflXGtpCg7fLIzvi/duco0984rprZImqFSIpQ0LqNGSKx+Mo3UpEoihy7xRjDG3TzGazrJZJJ6JEIoFXCGVeiEgQBMQs8HNQ2gVlZQH+4ulvoI4zh7JyFWag8JFaFkkURUSubdiwwWQytbS0kDrVuU93WXIaDIZNmzYZjUbuHaihjh6Px3lyKakdDQwGQ2trKzbisiz7/X60V0AdaCJKp9MoLYWmiIwxuLFJ3b7n83lFLUqBDVahUEALJVRqUhQlHo8jG40x1t7eDiMq1GtFUXjBRy4q37GJaiFLo9G4adOmhoYGVBpRTiqDUROgFwa/L9wCwrj4hMHBYrGI4SoWi4wxVPY0mUxYdVGwi4hSqRScDnhMjDG0xcIaS2qpbFTbbGxsxGIbi8X48BqNRpPJxJ8dF7UOK7QsC3Uo/5KMLo/8x1sYcw0MvL61NWy9LTO+PTrwL+Vjx2j05szz/0hz3zz6P1/96JveFPrTNhq/O/3MF1eK0bHPJZWDeQE4TEFMMkEQLBYLXq1CoYB5iXLrCDMmIryToiiisAwR2e12xhjmE2q+ct+Y7mLXcYZYKUYHVfOiJZi9mPyLi4s4By0AeF++5cpZV4zOEY/HLRYLqa98IpFobW3N5/OZTAbtmOPxeLlcFkWRx5YLgrBmzRredpnUkYHdG2+3KIoIBrzooosYY7xzMRE1Njby3g25XI4xhmHHLqFSqbz61a9majMIOncYnTQbEfgZmdolklSm37BhA9d2/H5/Z2cnqbeJ8xVFqVQqmH7ajhJ88EkdNxzEEorZe9FFFxERumSVSiVsI3K5XEdHB+9SgavVISMuC3UoP/vVL/7jtluuF0a+3yUsQAAAIABJREFUJlm/Jg5/VbJ+jUa+IA9fX+i5lUb/Ndz3H++wMM/zH6PZzcFnvl4aujPff0dhYGvh2Hfjow++kbHs4AOJP/wjjd0hj21ODdzoHtv19//vexWZhCqRlCAhtlyBFEWpVqswbWGAAoHAhg0bsFDCSQkWx/nRaLSjowPtzxljyWQSIX/VarW9vb2pqWn9+vWMMUzKrq4uvN6MsTe+8Y3ZbDaVSp2GoqNDxwlYKUavVCrYy3KDUyQSOe+887AUFotFEF6lUlEU5eQOxS9FznpjdLQ8Bt9oazZzHjqBiQ0GA5gboa+4I5RnBtAgEbqBrDZmBGcTUTKZhJmUqZ2QwPodHR1EBE09m81edNFFbrfbYDDwQT4nGL1SqRSLRVEUuSpcLBbRs0oQBAwvqWMriiLujjEGyYvFYqlUgjJN6qyGHhWJRBobG6Hrc0rmjaRJ1Yu8Xm9bW1sqleLnSJKUz+fXrFmDE+LxOI8gq0NGXBbqUP4lGb164A5h8Du5Qz99LWPh3v+vePhr4tjO4uCOTO9m+dBO197b46MPvo6xysHv0uS9uX1fWylGJ3WYSKOvaxX0RCKB5qq5XA4zI5PJ8NXNbDZjQTSbzdx6CW0Ge8/m5ma8kGiUjk0o1+N16Dg9rKDVnZuUBUEAdWk1Rb4sgnhOQ866YnTuls7lcmDleDyON5QxlkgkRFFcu3ZtJpNJpVIej4drnJAcY8IZiFTbHiBrKrbignwnxEkF31UqlTirkUbHhY+D2/+p7hmd1Ip1/FdsibiCBL8v7gvTDD0huWIDEzr2BLIsa2vcMsaampoYY5dccgnsnfl8vlgsms1m/C8Gv6urC79qm1w3NjbCxAK/Bk6oQ0ZcFupQfvb44z+7+eYby0P3l4d3FIa3FUe2VEdvLFtvoInvhP+wLW599I2M0dR9g//2Xgr/xvnrW2hul/XRLwqzP7tsPUuNfi974CE6eGe55waybsse2Bwcfvyz13yQKqQUiCpE5dOJFBBFMRgM8kmZyWQYY5grWurN5/OSJIH1sRYkk0nsRjGJMYFwAn6aTCY+s0ulEmxNusldx5ljpRgdi2wsFkskEvwgrEpr167t7u4uFApo/KNVW5clZ10xOjQ5vsonk0nGGO93jHvU8g0RGY1GIlpYWOBX4KbgbDaLAURBVsQnElE0Gq1Wq21tbT6fDyyFKy8sLMB3zvcEsiw3Nzdns1msElhP+J+o7hmdTwwsmwCkFUWRb3dwsFQqYUtERBaLBW2vuYsdxzGfS6VSPp+3WCwwkULX5/se7BiICOPGGIMvnze4wpnces8/1CEjLgt1KP+SjB7502108Pu+/T94NWNZ62YK/Pv4s7eXB75re2YbOX/9OsYiw0+T/fHAH7fR0fuq+25cKUbX+mzwGler1fPPP5/USYa5BV8XEaHbqba6k7ZXqcFgaGtrCwQC2CV0dHRg5oXDYZwAHUhrstOh4zSwUoxeLBZRBwm/BoPBubk5UkNEiWjt2rUwqPLmQ8uVs64YHcD7yA3FWAQ4YbS3t+fzeZguwuHwJZdc4nK5iAibHkVREEbHWzGd0DIHRngwDakxNIlEAmp6W1sbrPrQ3d1ud2dnJ7oto0czisTROcLoCC3CUMCoKUkSryYE73i1WjWbzZzLZ2ZmLrroomw2y/eIaFqNbkOktp+BvxInwJDe0tLCdSqm6QQNAwC+HYPc2tqKxE5sKfgX1SEjLgt1KD/77c9/sPWmz0l9D0gD28tDt1dGbpJGvywPf5EObRP23yGNf/997ay6/+s0fFv0t1+n0W+n+rb9JWPk+EFg3y3C+M7KwJZqz+fp0K00cnOu78bQ8K7rP/Q+Kr/A6HL5f5fgZPCNJMbL5/PxoBWtXhIMBonIZDLlcjmo40TU3d2NOYTEUB4MQkSKouA6cKRls1n+oop633EdZ4YVtLqLopjJZARBwErKew3LshwOh7u7uxOJBO87fBpy1hWj8ze3Wq2C0bFxiUajGzZs4F5eIspms/xXrSm4UCgghwUHMVw8yIvUBbdYLBoMhmq1ykO4RVHkyS/ZbJZ77mw2G/4Lpj4+OOcEo2sFKBaLkiQlk8l169ahIgoRlUqlcrmMIESu0Le2tmJY8vm8KIr4K6haGzzY0NCg9YLDmEHqVgw7J7jhMWhcQVcUBdeHzV9n9LOHJRm9OnybdGBbdM89b2Es+9w/0fGd0v67sz07/rqBZcbGbHturBx9MDu4VRzeRn1fzh/40koxOi/Eg9Hhb6nFYsGWHJa05uZm7DfNZjNvl07qy4+Bxs5AluXGxkat8YfDZDJp7U46dJw2VtDqjvkMYnO5XJ2dndo8V8zhk4OQX7qcdcXoaIeIn42Njbh3cAZjDAmoMOryah5ajRlmPIvFoqWfQqHQ0dHBWzlwSwbM9aQGwzc2NqIaPy6FK8D4x9V9vrzQOcLoRJRMJs1ms9/vJ9WTzRPYZLXVBfrF8XvXWsULhYLJZMIdxWIxTtuSJDU0NOArkNsG9znGmbvkm5qaEBvBk5U6Ojrglcc01hpE65ARl4U6lJ898cSDN9zw4crID9L9W31930gfuS0x/tXq9G3CkTucT3/efWDrZeez+P4b0v03C+M732lkb2PsXYy9k7H/h7Fr2ln2uQfTT99Cow8qo/cUx+/xDz3y5b99N0miKJQkyhYq0RcrQbscEFFjY6PZbDYYDGazGRNIlmVJkpDDitzH9evXw4JnNBoRxNHd3Q2nTqFQMJvNoihms1medEFq+u9KyaljdYK/Udlsljt9rVbrcq+DbStKLCBzOh6Pd3R0NDQ0NDU1dXd3wzSFIBJafv1w2E6vvfZaTH40/K4ho2tXeY/Hs27dOqQvQ3tGaTYiQgI0Xv9THoe9FwdlWW5oaEBAOxFFIpHW1lacgBaoiqKUy2X+XwBWFY/HQ6r9L5VKrV+/HtQIFucZcYjwMhqNl156KU/gxu3g6S/3uawU4D7IZDIYQ4vFwsPWYJBHsh9+GgyGpc5HlY5qtcrVIdyX2WzGurpx40Z40zF/lpqflUqlo6MDg4PHoXUVCYLATVB9fX01HLflom7lZ7/73XfuvPNTNLmLjn+nMnN/4fjW4PD1wf5/rIzfnh26PXP025HRp8XDd0b3fi03tK0wNEDHjxf6+4uDg8mhIe+vH6XF36afvqWwf3vxwJbU8Fbb3n/99NVvLuVzolBSKC/RsmNxl4IgCMlkEqnn2EfzSHg4zrFVxLSDKQ/TSOtSwl+xaPLMDT0yTseZg9eM4/q0oiinoaPLslwul7keAyLx+XwgXSyX3Kp0eh0FGxsb/+qv/mrjxo18bYUNvybALXCLN8/Z48cxniAPFIo55XFurgCXcHbHKsFDcEgT+s6D8sBYPNsKl8LgaOMTtbZDbjceGhriSjyEl2W5tnE5uOVIJILHCvtHqVTCHUG9EUWR39opzyfVxsk0tRB8Pl+xWMRxLMLRaFQURXQapCXmJ89R4tfk53MLvCzLVqv15RqhFUDdys/+++HPffuWK2jPt2nv3aWh7eneG0rWm+nojvQzXybr3UXrfdmBu/O7N9ORf6ZD35aGd/oHr1/40yejY18pTm/OH74jP77D9fyX0qPbk0fuTU7/s2fil9/47IdIIklSKlRJFVPKCoFvgSE3xlGSJM7H2EpnMhkYl0hTAlYUxXA4jDdZURT43fGP3Km2UnLqWJ2oVCpgX0VRwMr5fL6vr+80LlUulxW1gkepVMpkMrIsaxN8QWP865YLxtgVV1zBw8T4Gl0TIN6F1OA4WZZzuVwul5NlGVKVy+VUKoVmSzjhlMdRZbJUKsH5TRrSxUCB6TGGyWQSrMO5h/8ajUbBx1gfFEVBoixq0imKwqukbdy4kTF26aWXrl27lm8geP3K03guKwKtPk0q8SAarlwux+Nx3ClaCvFY9JPP58GJfL/Ct4/YAeAp8J9LzU9+Za1bRDs+SKCvVqvDw8Oo9Hduod7kZ8/tuvGHd19X+eN94vPbxbF70r035Ae/kR+6Se6/vdq3NfynzZn+u4p/2lIY3Jn405bU87flJm9JHr4he+zm+KGv5Q/fER24JT++o3z0vuzkA6EjD84N/9c3PvuhaqlaLJarVBVJlFYIRISuElgrFU3kBeYKiJzv8UVR5Bo5pp2iKKgOS+qe3ePx8F9XSk4dqxOkCa6GfUhRlJmZmeVeh4cdZTIZXmwLEx75waRaL0E5pyEnY+z973+/wWAwmUxGo5HVFChw297e3tjY2NXVBXngQUPSc0tLi8ViwXGcfMrjDQ0NLS0tF154IVNrlMI43Nraym8Tsev4X/yV52vhQ1NTU0tLC2pSXXDBBYh47+zsxPURFd/Z2ckYwzCuW7fuyiuvhMBai2A2m13uc1kpYGUTBIF3kUagH1dveCchYKnzJbWSB6lGC+jfihpGgOmH3Sevm3vy/CRNrUPtJkBWfT2SJOH6x48fRxDVOYG6lZ9979d7rvzsTbd97u5PXX39Jz7zxb/91PV/++l/uu6Tn/2HT33lHz51w9s2XfvlzQ9e9cFPf+7zW97zgY9+8vPf+PQHbvrcB27+/FVf/YdN//SVj2z+9KavfO1jt37+mus/+cEPf/pvPnbHDZvf9Zb3zBx3jIwcOzD6/MChHusK4eDBg3v37nW5XHv27JmYmBgdHX366af7+/uHh4fHxsYGBweffPLJ/fv37969e9++ff39/X19fVartbe3d3h4+Pnnn3/22Wf37NkzMDDQ29t74MCB/v7+Z599dm5ubmBg4JlnnnnuuedWSk4dqxYDAwNDQ0ODg4NWq3VsbGx6evrJJ59c7kV6enr27du3f//+/v7+np6e559/fmho6NChQ2NjYyMjI729vTg+NDQ0MTExMjKy3Ovv37//yiuvvOKKK6655pqrr776ta997dVXX33ttde+v0b44Ac/+NGPfvSaa655z3ve8+53v/ttb3vbpk2b3v/+91955ZUf+tCH3vCGN3z0ox99xzvesWnTps9+9rMf+MAHljr+8Y9//K1vfesVV1zx4Q9/+O1vf/tll112/fXXX3nllZdeeulb3/rW97znPZdddtmb3/zmyy+//GMf+9hVV111+eWXv/Od77zuuuuuuOKKK6644rrrrnvnO995+eWXb9q06b3vfe9f//VfX3rppW9/+9uvu+66d7/73ZdffvkHP/jBq6+++i1vecvll1/+yU9+8sknn7zssssuvfTSTZs2XXPNNe973/t6e3ufeuqp4eHhycnJ03guK4WBgYE//vGPBw8enJyc3Ldvn9frPXDgwMTEBFbCvr6+sbGx/fv39/b2/u53v3v++eeXOr+/vx9/7e/vHxkZGRoaOnbs2MDAwHPPPTc0NDQyMvL888+PjY3t2bNn3759LzI/9+/fPzU11dPT09PTg+X32Wef7enpwSI8NjYGsaempp544oljx47VatyWi7qVn/3gf3q/9uAPF0b8nqMRbyTjDqXsgfiiLzo/F/B588fdiUNz4emZaCSqOEK58RlP3kGpaSV2LJeZrRQXyTeaChxJuA95cr6gZ2bOdmx+57YHSKZ0uposBSuUWamtB7f8+P1+RVP/EtGwykk9iU/wmQGS2jSJNB47brXToeO0gWgp2IEkNYT46NGjy70O5qSsthiBlZIXx+YRRrBLZTLLfr+KxWJnZ+emTZuQZr1mzRoEltYQUJdNJhM+tLe3c8tBe3s76rGfgKWOM7V+O4fZbDabza2trVDf8StjrK2tjdsDYBIwGo3Qwg0GQ0tLCw5CI0e8nsViwQnIzjIajWaz+YorruDdUGRZRmHpGq4n2jXN7/drIy0Qgs79FNpEiZPPl1QPRaVSQeU+vqhKkiTLMv+pKEqhUFhqfkJf5310SI0dQxob3hdcfGJiQlFblNY/6lZ+9vB//vDmbVtoMUWLqZDd7bE53DZXIpwK2wKeKW8+Ly4uBrPB6pGBGb8nHAzFbb7ggsc/Z3P6QlGXJ+3xFp2+UihOdn9wweOz2Xz33vstWSFRIpHSIqVXKoIGrjU+/3hEDBGFw2HeQYgHo/KI02w2m8lkYAKCcYk72JBASWqBaB06ThuKGi7Oe2OXSqW9e/cu9zqSJMEyGYvFuNMRq6G2ThwPalvu9fFfv//97/FBqXXCFVqqoPgJESG8n/9VlmV0aqA/j5E++Tg86KT65vg6UCwWoQBIqhkZ58Ntf0JiNA5qP+A4z4aVNLZo7Bje+9734oM2hxY1gmoCHmDIQwir1SpK6UG2fD7PPTvwAZ/yfFJ1Hqyc6XS6Wq0il52zfiaT0XYWOOX8JM0yi4C4crnMT8PXSZJULpd7e3tR/OecQN3Kz37y37/8+uZbhJmoMBMN2d3xYNhtc/ldweCCLx8szM46I5HC4oS3kiC3w+9yB2adnkAi7QtFvcHI0Ul3IFhdcGadvpIjEPLHk8Fg8t57v1UqV0SJymI8mfWulKB44cvlMp8Q4Gytsg6njjbqlVSnDi9kgevwzSYvVbFScupYneDhu8VikS9YfX19p3EpRQ2LwxTl7IIJzD2XRMT7Er10IJN4YmKCF2hzOp2nIeRKgbt1IRupwWicdSS16rskSQirPuVxzjEIYsAoybLM/6otX8PZC4sJQuW1KwP+EdsLWZZRdpdfnzROYqvVij/h+troyJqAr3iKomjbp0Kn5CyrjcY/5fmA9oLaMlzaPGwenHTK+cmXXCQJ83/E//KmL9Vq9cCBA7T8HWoNUZ/ys127Ht2yZbPDYfP7g15P0O0KedxhtzN2bMIW9GfCwczYyCQp5LD73a5AJBKbn58Nh4PRaHR6ejoajTscrvk5ezgU93r9Ho/P7Xbu3HkPkaBQlagk0+lk15wSvKQRqYYgUt9qvJ+xWOyEiIxTHpfU1HPMXTR9wSaAT1ltRSoi4n0dtE2xAoGArHY+wGm8DwGphZlOeA2Q74HqVNoeBgDfZJD6DmSzWfw7f/1kjfpy8vn4Ru6AyOfzvPwWrsY7yXLuwaU4Z6D7ofb63EZHquZBRLxYhFK7POZ6Ax8Kvm6eds04rgNpCyVhwsiasiraR7MsSJI0PDzM19aX5yFCft4zDet+Pp/nrwncZ6SZlrwVE/43HA7j5UUK9QlB2tpf8YYi9BevQLlchv6EC/KF+OTjy72vwcFB/o5LmsTF0xulkwGbNpcNz4vbwDE3UPaVC48WtKSuePwfeUgaj7jE+bxmH6lLDSrwcBm4UR3AZfHv2nUAPiDSrCeiKJ5Qyx0Ro/xSdVihZVmoQ/mXZHRZpPGDs5FQtqPtvLnZuWAgMT21EApFuro6GxoMjLGGhoapqZlisbww73A5fWeb0YkoGo0Wi0WuW6AWxAm2OFI3y0sd5/NeO4PxYvPKkTw/Fa865mI+n08kEjyiVbujTyaTWESQC4TztdWv4FWKRqPa4Hye7wSm58EBoFVcn5evx3F8+ynP570TSqUSrswT80qlEjZAoVAIB3lhslAohLtubW3V2nih2ciyjDJbkiSlUim+0cENcmOaDlrRuu5EhAUa6iYmA64P4ydpNrWngZowOmlinknjYSUiXmGCiNLpNOqMai1qvHRrJpOB3szdakRUqVTwFkPV5rlwkiThlcerAQWxXC7zeX7K4/hVu6/lVSxPibPN6NznLUkS36AoioK9USqV4ushqesY/D4YE8jG6RmNVokoFouhZSVp2t/xHud8D4GlgN8Xjz1C3LsgCGhaz3cAKN4lq+Z9LrzWJMAVFapLRlwW6lB+tmvXri1btjgcDr8v7PWE3M6IxxV1O+PDg8cyKYmxVpOxM+hPOWxBjzu8bu3GWCw2PT0djUZz2VJry5ojh4/nc5XZGZvXE/K4g26Xf+fOnUSyQlWiiqysWOtxvPNr166FwwzLGeY3XON8I8nr+Cx1vFKpYGqiBwYHngevVwNVgP8VSy16OeBIc3MzrylB6oKFjTCcefheXkSJiJAy1NHRAd8bvyznWm6nEkURKw7eLh7it9T5XM50Os2r6wQCAQwUKvNg/sGnGAqFtJsSxhiWDL5rQecGpvbx5JEKeEuxoOit5TlWUEfHBMM453K5N73pTUxN3EKIlsfjkWWZ97peLmrC6HitLr744nK5nEwm4ZTVnsA3rDxSL5lMZjKZZDKpKMp5552H2zcYDJ2dnRA+kUigS9vFF1+M5mm4bCQS4TeVy+UwjXHZ7u5uxpggCEsdx3/x5k9oOvIiONuMDsRiMR4khNLrb3nLW/Bqc/rkKnIikZAkCUsNYwzp8khOkyQJ92WxWDZu3FgsFqH5oFEbWq2gpp4gCLxKATeWkBomIklSe3u7dgYi/Q/5fqTZeqKgDbrR84og2tJGVGeMuCzUofxLMrrHlWhp3jA5aX/D697ucoRdjvD8nGtu1rmwsBCLxdLp9KGDE2u7z3e7AsFALBiInW1GJyL0VtFu3kklPF5MKhqNcrfNKY/zqclP460dMM9A0rxNEGlaQgHVajUWi4lqn2bor5isPNIEBRdJ5TxEo8iybDAY3G43f/OZWrBay/0n7Ge5SFAdljq/UqmgLzKvCo7b4feLDzxsFSgWiz6fj9RuCjgoyzJPNm1oaMC38DviXef1evharBSjczWoVCpBm4FFh5fcuuiii/ikOj1Ra8LoYJfm5mbQAKxZsiyj/woOgleIqFqt8hp8vDK51suLbTpaMqZSKeTrM7XnMkxrsViM74MbGxu5OY00hrqTj6MyOffcZTKZpqamF/FuvAyMzvvGAq961avAyrxWDKl9S2Ff5D36SFPimtQ+6Jx1+Gij/Q9Oxohhe8S9P1hV4vF4KBSCP5ErJLCatLe3k2rYT6fT7e3tGDGoDalUqrOz02AwcG8jl6EOGXFZqEP52a5dP92yZavD7vH7Yl5PxO2MeVxxtyPpWIy57AnbQsjA2qcmndFwweeJe90xvy88dXwuHktXymRkrQ5bcGHOOzfj9noiHnfY7fLvvPdBemFOi7JSXSlBZVnu7OxEnWEYeZLJJLi2sbGR7+tJ40df6jgyVfCTVF5Er3SsnuFwuLm5mYhKpRLqSDO1BgV38plMJihM69atgxiyLDPGUEmqqakJkbHY7WKZxkaViAqFAjbdHR0dpL6xyKjp6OhAE2JSdwNYCl/72tcytc3MUucTUUtLSzgcxupGRGgZGYvFMGhYKHmujtlsxnJQrVZNJhNs7LgF7nXDu431zmAwXHzxxVAWSRNJoINWjtH5tkl7TZiLFEUxmUywrNrt9tMWtSaMDtpjaiNt+nO/GII8Ojs7EfyBc7iqnU6n161bB4c3qS9suVzmiiARZTKZ7u5ubnbiZcsQVtLa2spjTYLBIO76lMdJ0+3plO2dTsDZZnS8hk6nE04EmDeIaP369fgiramjUqmAMtFFhtRBzufzCCGEwyISiXBzCD4wtZ0dBpnvq5STinUSEfibMYY45UQioV0Y0T2LawWlUglXs1gsWAa1zpc6ZMRloQ7lX5LRM0llYtzu96Y72i/0uOIBXzrgS44fnJ46Ptdi6TA1NDPWFPSn4tHC/KwnHi2cbUbHxjCbza5fvx7KKKkNUhW1NGMsFtu4cSMRhUKhFzlOqtodi8W4qc1oNEJpIKJSqdTW1oYcJN4dGbBYLDzVDU5rrBr5fL6rq4s0Kix+alfeXC7X1dWFZu0vjL56ZXRHQHIdP46XgdetjEajra2tS52PF5736WpoaOBBmJzgT4hZTSaTa9asgQWSMQb5iSgej+N8r9eLD6IoolkTFsp0Oo29iB4Zx7FSjC7L8snJGohpICKtjlUoFLS5Qy8dNWF0WZYTiQRoBt5cQRA8Hg9MEUTk9/svvvhio9HY0NDAM7yJqFKppNNp/ismfCaT4dNbkiRsLrkbC1arUChUrVa1PZnS6TSvEbnUcbRY5T0j4vG4wWDQmrVOwNlmdN4SWlZzAex2e6VS4QYJIiqVShgWfG8qlULnFZ54htNgjdPWYYXJM5/Pb9iwIRaLIcVAFMWNGzdqg+R5CwyHwwE3hN/vb2tr43eNXm3c+sj3B5CTiMbHx81mM+/swgeqDhlxWahD+dmux36+5fbtLzC6OwZ7u9uRts3HvK5suUCMddgXw5FQIRTIxiLFaCTj9USc9pAkEGOtqUTV40rMz/q97oTHFXc7IzvvfYiIMKVX8A4xk/ACNzc38w0gGvwhujKfzweDQUy+pY6DC+Fzyufza9euxfvPyRKrJ5ZOvkzk83nUjdeyO9O0IMSGgzRbe+jHpPEkZTKZ1tZWnMCN9loKRxQe3Hu4yLp167CxxaoRjUaXOh9Ccre3oijNzc2yLKMtNGny93hOLd+FFIvF9evX8wBgXB/DYjabkcZjNBrxkmtbzvOFT8dKMTroDXOGVFLXThg4X87E5VGryDgiMhgMLpdLm5oB4HVmjGFGQbPknld83rBhA/qDxWIxbRAJY6y1tRWTPJVK8aQYXAoKPWPMbDZ3dHS0tbWBV5Y6zuWEbY83UF8KL0OsO9deoEBjSnR2dsIxARrWzjr8ZIwh+KClpQWKB6n6MQ5iOiGFD6Y7g8EAuyPGECY9vly4XK5LLrmEW/X4SlitVrXRBi6Xq6mpCTI3NzfzsNz29nZsStDuDyfXISMuC3Uo/5KM7rQlA97C7JSzqWl90J91OWKTR+0eV9y26HU5g+FgZmHO3tDQMTPlDgVyQX/2bDM63/flcjmYiKErNzQ0gGudTidpEn6WOg7/E/c3Y17CQ6+NUQenwhzNNaFEIrFmzRq8P9iZYtXgaxOWgObmZh42f8JLjurTcCjyg+VyuaWlBdbs1tZW9IHlnRJI9Rpyr8Epz4dIr3nNa3hHBOhDgiBYLJZMJsPTe7BUcUlI3a0TEWx63DEWiUTQbxGSNDc3IxDJYrGsWbPmhPCCVY4VjIzDFXheO+psE5HJZMJSi5FH7ZTTu/7Lz+hanVhSy41xpuGZGqS+gOl0uqmpCVsZ/G8oFIKTGJt1aJyGwkwmAAAgAElEQVSgfETDMLVwm6Q2cMIQYXuE/Wg8Hu/u7kb6wCmPi6LIFQYiymQyzc3NNdTRcdl0Os3705C6BuIuBEGQ1dxofC+PMeS59fztJjVflyvT/AP9uekC9j8MCL4auwSsAOvXr8cHpsbfMDUEDz2v0V6IOysRc4eIYDop57CuGHFZqEP52c9+9vi2bTtcTl/AH/e4w057xOWIOm3xyQlXwJsL+rOMtWXT0tyMFwb2qeOLqWQxFsn3Hzh4wXmvty+G3M540J8N+NJed8LlCG/fdo8oypWKAE+VskzQn1cpwusNykEJRpSKJCKunoqiiH/hiZXQmE953GAw8BeA1IgwRVGMRiPaGJxApXAk82A0HEdmEbqtk2rN5vpEJBKBURomLO7qKxaLWKRwBP2Y8UYZjUa+CvDVRBCEhoYGJIRoY4OXOp7L5SwWC0LwnE7nq1/9am6q5aW4YDznGh5Giet/gCRJ2HSXy2UUvORnnjyey32+r1Tw0dPmNA8MDKzU9bGL5dlZ3OJ6GnIWCoV9+/bxPChFVQHPKiA2HFWcaXALyJvIZDJtbW1ovIYbNJvNuM1UKlUsFnk84CmPk2p+4y2SFbWADDQBXoyho6MDdrJTHic1doQvBfh1qfsaGBg45aNfqXHjnjVSzWM83ZQvONlsVhuLjqgLntwPZl3qOPL7tfZC0vjsSC1nyxtakmotaGlp0ea8yWq1GWhZWgPMKc/HlODJBdj+rtSgvTyoT/nZo4/u2rx5y+KC0+MOu10hnycZDReSMbFSpOlJbzopMtYWDuYCvvTCnNds6oyE03abb+LwHMnEWKvHFQ/4MovzwflZ38Kc32EL3nvPg1puOA2Z+GyAMq2oGiRSRZHvyBlow4YNfCqn0+nm5mbkQS513GQyQeVFXDpnaGi0+JPJZEKgHL4apns4k7q6unjFD9BePB4Ph8O8YAWM5PB/8/y3ZDKJpDukfeOdTKfTDQ0N1WrV4/EYDAYs1thHwzDAb5PXvUIEyimP42a5YRbrncFgMBqN3BMfi8U6Ozt5NnylUkGMKxF1d3fjCLJ6sNsgdRcvy/JS47mCc/GcBqY6qanDRFStVnt6elbq+q2trajwk0gkeFs2xHAsC/ivgYEBzBzu1FwpOZcCotUsFgvmFWYRn8l4KbjChyl6ggbJGeWUx/m7jOQubNwx81taWvCBv5u4zimPQyRulsNlYck4JXp6esCmvFCVclqazFLANaFsaKvo8JtFh3JZlltaWrA4lMvl5uZmZLFCnq6urqWOQ1Tccj6fR4tVg8FQqVQQ+r5u3To47DCe6J7OdQDoAxhGLGvQGaBCOJ3OFzkfbk2+qgwODr7IONcb6lZ+9sgjP9y8+Va32x0OxT3ugG3RuzDvnpvxHhqbEas02D++rvviiSMzmXTZ6wn5vGHGTA3GpvXrLmCs6cj4bCSUDfiSHlc0ky7HYzm/L3z/fd9E9ogglgRx2dlr3AhGajGTarUKOjlBt65UKnzjz9Qgc0WjLb3I8Ve96lUwBxFRMpnkC0RHR0djY2MoFDKZTNgCY+PvcrmIyOfzcfMUFm5YvIkoGo1yczRjjFeLLBQK2iQTvmoUCgXuO8TLgE6OiAni5jtuJG9paeHsu9Rxr9fb0tKCWhncDIAdCXbfsEbCXAYLWGNjI94xJAV0dHTgOI/BwdBxdj/leOrggDOIP77R0dGVurLZbJ6dncXnMxx8SZIGBwd5/OaLmJRXEF1dXdzRA02diARB6OjoCAQC/I4wY/EWYNZhPw0THWbpUsfpz41PpIaFxuNxNGthjK1bt45UA/Upj+PfkcxtMpn+Vz86f8SSJPHQ2pUF6hNwOv+Lv/gLxlhXVxdjzGQy4TmWy+U1a9bwUACo3WhaAyfFixznLg/G2Gte8xq+VyDVHYnTuO0Qx//yL//S5/PxZEusKvAFJBIJbS3kU57/Akeo50iSZLVaV3bczirqVn72+OM/27Fjm8/ni4QTfl/Y74uFQ6lYpBgO5hbmHMl4KR4tzM+5nI6A0+ELhxJeb9Dl9M3P2W02bzxaCPiSczPuyaOL83Ou+TnX7MziznsfRCBruZKvCsuOxZXVrj7gJJhxstlsNpvlKT3c1IbwLryH2rqw6Il+yuOKoiDHI5VKafN6uaOdLwo8xAYn8G07X32QD6YoCm/hwPUPSVMNke8YMJuhB+OaCM/hoXM8ZhX3zot9khrch+uf8jjEw82m02luMzwhH53fAvfCcisoDiIoSVu+kXc1PuV4Lvf5vlLBs355gXcQ50pdH5Mnn8/zDiW82OeygGprfX19PCvp5XH+KYqCfiGkvkF4azhhTE9Po9xyoVDAJqNSqfCGTKlUipdeX+o44mbcbje3nylqclcikcDE5mvIUsdJLXIMjUdSC88tBb43+r/tvelzXNeVJ/hyBRI7wAUURUpyWXZMVX1yRf0XEzEfZqara/rbTEx0hLvaJUvURsmiZMnlstvt6Yq2a1yybFmWJbXkcUmiBJLYl0Ri5QIQSwLIfd/3fXvvzIdfvRNXIBMWqCSRpHlCoUg+vLx53333nv38jqJGFsRc7q9OiUSCLRmgQ4JdcCP2arXKiYSkZhtgnXE8cZabXSdVDSoUCojWM2AfTBqkDAPnB3YIdg5iJZhYPB5H1h5vKuYwze6HpY7wJb44Ozsr8qg2p7adv/TLt3729DP/yWbf9nhcTqfTtuey7bn3dl0+b9jviwT80RvXNxsNxeXybG1tRaNRv9+fSCR2dnbsNncing0GYqFgPJcth4Jxrye0Y7V///vfr1bLDblcq+eJDo2TXK1WsWUVRYFfDqkcJJwZbJF8Po89J8Zs2Bt5wHWoCAggwRmA/yO7m88PI86ytEaeCBJSWOFoNBoIBMDRxOIcLJj9YHDRiPA4nNSD++PxOKSyOFUAvbEVpahhsFuvsyDJZrMc+sKfoDKTqqMgSw5TZTSbWCzGKTb4FRxsJMcy4Mxt1/MhkZozwf+s1+vZbHZkZKRV47OyyOPfWbo7jHKLxdJCqfNlCLPF//eVerOyWFb7GieTSTh4xUnCpdnsOqm52UQEtxkrWDgarAaRCh952+tou0Bq/JhUXaTZc42MjIiwpqRi1Ldo2f6N17HqxuFq/JPVepSnc+0JJ0ngiXg+t14Hm0qlUtDtuGUDfJDwiDDGFAbh15fL5eClx3VERbmsn/dns/v5iSARp6en76wa82ip3eYvvff+r597/u93djecTrvb7fb7wqFgPBiI2fbcwUDM6fDtWB2bm9sejy8UCsXj8Z2dnUQiEQqF0qn85sbu9pZtd8fpcQc97qDL6d/a3P3hD39Yq1UacrlQTDYaxdohiVQJymY6qYonCU5s6OMkqNt8FCORCOKLt72eSCT2IapyWiypB2YfYjlPQ7QwMLiI/Epqshi4ORGxLY5gkijvRcB2NFogNf8Ox7JQKOADRAVj0jW7DnWBT10kEsG0uZgVPwH1HI/AOjupaYb4jBp6PngwCput52Hf74NK4JK1Wg3A2thIa2trrRof2wPpkHgvKAS6g3GIaHV1leUWtk2r5tmM2Njl8iosUTwe51kFg8Ga4KrNZDLQvMPhsIg1dtvrOL87Ozvi1/GLsC/hAOD6zwOuM9aKWK7Z7LnW1tYwgZr66mvCZmjJunGXB0DjodiM1FJeNm/AahqNBst1WES5XA5FN7e9rqidYJi5AQGTwbBJBWaHwIYHRZZl7hCBeYKhYRDmqCh8ve39XO+AORDRysrKAevcbtS285d+9fbP/v3/8b+8+dY//eAfXn3x/LPPP//8Cy+88Nyz58+/+Mor3/v+U089/dZbv3766ad/9KMfvfDCc3/3d98+f/6Fl18+/8orr/z93//966//4NVXv//jH/30H37w43Pnnnvttdd/8pMf/7t/97+t37y6tr46Pnlxcvrz+UPSwsLC2trapUuXLl++vLS0ZDabLRbL2tralStXFhcX5+fnL1++PDc3t7y8PDo6+uGHH3722WdOp3N0dHRxcfHy5ctTU1NLS0sWi6XZ9YWFhfn5+atXr77zzjs3b9787W9/Ozs7i9tmZ2c//fRTTGB6enpsbGx+fn50dPTKlSsTExPz8/MTExMWi2V2dnZubs5isXzwwQc3b978zW9+s7m5OT4+fvHixenp6enp6bW1tbGxscuXLy8uLlqt1nfffXdpaWl6enp5efn69evvvfeexWLBCBcvXpyYmFhdXZ2enn733XcvXry4t7c3Ozs7PT09NzdntVrffvvtra2tqakps9k8OTm5sLDQ7PrY2NjCwsL4+Pg777wzNTW1sbExMTFx6dKl5eXla9euXblyZW1t7dNPP11ZWbly5crk5CT+ur29PTU1NTU1tb29fenSpYmJiZmZmevXr29ubl66dOmzzz7Di1hbW2u2nod9vw8qXbt2DXtjYmJibm5udXV1Z2fn448/btX4n3zyicViuXHjxtzcHF7N6Ojo1NTUYcdZXFxcXV39+c9/vri4iDdosVjMZnOr5tmMrl27dvHixZWVldnZ2T/84Q+Li4tms/mjjz6yWCzr6+uXL1/+8MMPNzY2RkdHx8fHr127ZjabP//8c6vVOjs7a7Vap6am3nvvveXl5WbXJycnr1y5srq6irfw/vvvu93uqampDz74YG9vb3x8fHJycm1tbXx8HKyj2fWRkZGFhYXJyUmcZRyukZGRZs/18ccf7+zsrK6uzs3NTUxMzM7OWiyWa9eutWrdRkZGNjY2Pvroo5WVldXV1dHR0c3NzdnZ2cuXL4OBzM/PX7lyZWpqCnOYmZmxWCxTU1NgmKOjo16vd3R0tNn1S5cuWSyW3/3udxsbG++///7169dnZ2exFLOzs2az2Ww2j4yMLC4uTk5Ozs7OfvbZZ/Pz81NTUx999NGNGzfm5+exhna7/Ve/+tX169eXlpY++OCDlZWVubm5q1evNrsfLA7jgzG++eab6+vrrVq3u01tO3/pgw9//cyz397cXnW598IRfzweDwaDtj1XPJYOBqKRSGxryxqNRjc2NtLppNfrdrudVutWMBiMxWLr6xsejy8ciu9Y7YFAyOcLWK1bP/3pT2SlQlTLFaIyFQ6bqicLXf+giXN3ECjCUDNLpRKMTvjE2N2B7yJJ/rbXRa81/sQePLHMDLcFg0Got1W1yToy2GETc0kYqRFxLqXFRU6GxKMxxgsJjdcUtaCI7Q/+IiensLsCt932uuiHFJFkqmrvOOQY7vPacQdoxnDmzGFeDbbRm63zQ1IUBXE1jlYgawamcEsI1kBJ7dLLW/ew4yCGtbS0BMupoSKDtmqezYiP7a27lGFMQAhv4QYcB3aqcfe/W69jS1erVc7tEPu54UNN7VR08HVxnvyh2XOtrq7WajV+6bwNWrVufAxzuZzYJAnE9b2If8OLQ0KAjJ2aza6Le4lfSq1WY4efuDic9Ynvcq8BUptWc5Uv1pZ9+Lfer6g1kwyJuLS01MIagXtA7Tl/6a1f/eLcs0+pCDNJtyPtcWbcjnQyXt1Yt+/tenzeqNMRiEdLXncyHi3bdv2xSN6+Fwr6M0F/xrrlTcYrDlvY6455XFG3K3DhwmtEpFCNqCYrh46jcxibm4Ey/rOs9hvgw8aylnM9SC2Q4F3IzAI3i0DQ7LzCFQSV8S3OlBFjQmK/YYTPcb2itrasqe7WW+/f16tYUXN8Drs+D6k9SWkRwoyiVhZgr8JvSV/sCJzP50tfbHF9KDoShJlmJIacGeGEVUxufcR45tBs4Ccn9cxC19mX2wH9lZP5a2ool9SIL/7JUXC0SEYwnsUYlv2AnIN703vtULSvW6PYQo2zfUk1GxAvx9Ihu+2PZvah21NNxdUQVX9OYOI0I/piC9d968mbkNoGoeVQ1IbzbyrRrVu+TKpq2/Nm0mW7zRcJ5bc2PA5bJJUor9/YCwWy1i3v3k7AuuUN+NLhYK5VEl1RlHg8zukq2IJoBsqxN+4hrSgKbw70TeIOpDj2rIaLmepAgVbUWDIRobsJ6k+qKpByKBRCHwJ8EXuU4/dsYTP/VRQFcfrb3k9qaxOk+PKvPKQHg1ol0cFSw+EwgAGwuyKRCDuoWMHd2tq6s6m2lUQnNZeT1JwyUULQF7Ven8+nCOnTcIwhPMwcgyUZJ5fwaOxpg+YNkc9oDTwICYF5WZYPLuhoN4nOhTO1Wo2VIW4/Tepy8dvHBoNitC+B7rbE8h6D14TMJ1IXUFQ0mU96PB5SWzju8460lUQ8FLXh/JtK9M2b7ni0EPDH19d2Cvm6fS/ktEdDgVw6Wbm2up1J1TOputMe8bji8WjJthtslUQHodacnTxsr7Ms5BRNUvcWTPNGoyEmnSmKAgMa51zMWUVpWTqd5uMHbArx5zh5BzosNmWpVEKlmdh9lYR8utveTwJYN/J3uD/EQ3oAqFUSvaJ2EWUYAyipcKkxQAd2r9i+7MtTu0l0TADIOaQ2IOBiX4icfD6P0wT7EhCw9EW4RsZJhdBCCif7/CDF6/U6n24gld7KhZHuykU3B1O7SXRFzVoldenYVSmCICHcJopeq9WKLx7MlMRsYrvdzmyQnR/4U61Wg7WD62LGnOgAaEOJeChqw/k3lehKg+ZmVus16jD2uZzBjXVnIlZx2CJr13cbNVpZ2hroe3Rn21cp0ca6MxTItkqiA9KI7ddoNApFcl//ciLa3Nwkda/w2WO3D3if6JPHPkadBsZH7iiC62AHaPdLROvr66R2xeCJkVr6JQKvElGj0QC7YeiMW+/H5DlGiPzVdtgBD6kl1CqJzpnMDKBEqmJKQoNRUmGO7mCqbSXRY7EYUNkVtW8YCWoNrHBWxFF6Ho1Gy+WymIxN6lEVq05Y3WFABRJCYGKzMhSGiHXnLNUQCT4gutFuEp3UJ0WkXFEL1UgwlxF04JgC+wt52gdX32ETMu+KRqM1FRwTP+F0OvHXugoXDQ4MFYq74lJbSsRDURvOv6lEX7tu93sTktSh1Zh2d9yJWDkUyG1teMLBjNMe0mv7TR3Hve7E+g37rtWfiJVbJdFZIhaLRVjbbrcbOGU9PT01FQdmXyU0rsMPiToZWW3YgNPIxxtxMrEuRYRtIbX848knn6zVaoBqYQAWUpkLlIBSqRQKhXhkzj257f2wBljMixznIT0A1CqJjo2NAsJIJILNaTQaDQZDb29vb28v7yj6Y5y3GbWVRAdBCAGj8NSpUyaTSavVolodQh0Hh7tzsp+MVLAz9B0gNT8GIhkeOEVRkDjGGJH4UUmSgPCIPiJGo7FarSLYodVq+/r6jEYjurYcwKnbTaKzX7OzsxMtMIxGI8B3kZ2AtXryyScZ2wcrjAXnZW9GeNju7m68EdhXsixLahMX/jrSdSVJ6u7uPn36tFarZcWCNdE2lIiHojacf1OJHg7mtVK33x+TpI5YNLt23baz7SeZtjddAV/y1MmvS1J3NFyw74VCgWwmVW+h172qdjVmnxg6djOqRjQa5Q8sQRlnTURTYUgZhogi1atGqmYgBpMUFYad9yVGw89h+4ojE1FGJU4Hve394BQ4bGxYHIBc8ZDuL2phHF20PrHz4TKF2BPxjx+AzDgxjluv14eHhx0OB2fMQB6T0MP3iSee8Hg8DHfK5xQHHA0UcEVcnN7eXsAb4+3gHoTwmDMAQZmI+vr6oBAgjnawhGs3iU6qmNHr9RC6qCYnokgkcvr0adwDbyUwbmu1mqR2TxabNd+WNBoNuj6yX5OITCYTqa+yXq9LkoSUQ7bBsJI6nW4fBksbSsRDURvOv6lE39n2Z9O19bUdva7b64mUi7R5023d8iViRVPHkM+TlKRukmn9hn1rw23d8rZKonPsZ1/JSldXF+RxsVj82te+hr6o3d3daAxA6r7EPfiKwWDglGCNRmM0Gvv7+7FZASjR19cnyzKgpNGpBRvOYDB0dnayuoqsTvQKfOSRR3i7l9We6DqdTq/X19QWRs3uB2QS0I+NRmNHR8fDOPoDQ62S6Eyc1H3ixAkGU4vH40888QRz0jseuX0kuhhZKJfLOp2OY72IvlUqlVAoxNa5eJokSYKyjmfhIhTE4BhQhRGTJLXDGNx44BXRaDSTybAUJ1XPBiuoVqs9PT0HnNM2lOiy2nGRhLKImgrSh2QCsTlNLBY7duwYMnahTaKZRTNKp9NarZazHEKhEGPgQNPq7Oxk00iE8+rq6kIUgIdqQ4l4KGrD+TeV6E57NBbJu10hSepwu0LXr26nEjW3Mx4KpCXJ5HHFjcbBne0dlyMa9GdaGEcX003ZOaOo7deAzCpJ0vDwMGzfhgoNXavVsBEZO4kddHySsZ8gvMvlcn9/v8FgEBu2cgAPLRRJRUzs7u5GLhI0WUntI8StXaFDoPfobe/nHogkgFLdwQt7SO1JLaxeQwNAUoUKa36NL7aypjutfmwriY7qD8SwSBDYXKeHf3Z2duIE9ff3s4GOJito6wL7m0vbIUjY2xcOh8vlckdHh3j0UEKNf6KdMS8FCtwrlUo6ne7v798X4xOp3SQ6h8nxsPz4Yhkkg1igKTMJmwp5RQfY6Fhhk8nEXSpwnWuGM5mMXq+HUsVBUrgnJUmq1WrcBYPaUiIeitpw/k0leixS2rzpSCYKktQRDqX2dgIuR8y2GzLq+227/q0N9+lT39i1+p32SCSUb6GN3qwenZPO0ul0b28vn1VStyN3EMJFiG1sO+A8c8s/sMharabX6/P5PCdxSJLEGbasDSCf7tixY8h9Q7/Unp4etEKBrgq8d1gYqVSqVquhpxkRIZGnp6cHefiS2tmd1HTQO3xvD6nNqIVedxYzXDoFHxLCvcxE7ph9tJVEJ0GJhyxBxgw3T4vH44ODgwwd0dHRgcbERIQDSyoaVWdnJ8bhmLEsy+iThIzXvr4+8BBOP8Rf0daF87GxIFAXMI0DlqjdJDoHLIaGhljdwZ/wyBDbjUbDaDTCarotf2OwLAYC4s4FmUwGfdu4uADjY7nAeElVOuFMhWMSA4rthdpQIh6K2nD+TSX6jWu2eLRwc33XZBoIh1LWLW8qUfO6k5Jk8rpjuYwsSd2pRDUeLQX9mXtQj37q1CnuxMDSvVgsBoPBs2fP4oQXi0WTyQRV/dSpU+g+WSgU0DiV3d2SJHFIEnsUgp/tcuSP4DP2pXiwkWKDkyOp7dXxJ/AURVGQJHL8+HFJks6ePcu6QrVaxZ80Gg0Sdr7Ky3tI7UOt9bqnUinmDuiWwbnEJpPJ6/U2Go1UKvUA2OhcjxoKhcQEaai/fE5BGo0Gwn5gYKBWqz3xxBPJZJIr2SRJQpIXkudxURZgqWDHI3Zer9ez2Sw7BvYVnXNdu8PhuO/i6IqipFKpqtoWklT2BZMd9sYf5W8iXAeIUWJwP0otcBuXCBFRJBLp6+vDZ1xsqK1f+Ef57bShRDwUteH8D7LR7XuBUDCp1ZjSqZLTHrFu+Yz6IUkyPX72f5Kk7mODj0lSt8cVH7tiiUWKd7seHaofNhBi52zEd3Z24lTncrnh4WFgULCqGIlEdDod9hB3V0PHi8HBQRGKVVJbLzcajSeeeIJbmBNRV1dXNBqtVqvo7sBRNzFwDgEvppbU6/VUKiW2a2SYC9wjHpiHdF9TqyS6GIvBDhdtLFGJvOMkjLaS6GgvwZ9xfKLRaCqVGhgYINX3RmpLQA79ptNpRNn4kPb29pLgqLfZbKSuJy6ymci/zm4zgCXDNaiobVHgBWRPwG2p3SQ6WqVxUAYtdxFPxBVksZHarwWfb+VvJGDPMZgrLB+Px2MymVDfz/4SMY7e0dHBPX+JKBaLsZ+10WggHAlqQ4l4KGrD+R8UR4+Gc1dXN04cP7Nxcy+Tqm9teJz2qNcb29vxBQJprdQbjRb83lQmVfd5kne7Hv3YsWOZTAbwGn19fXzOOS+9Xq8jn06n0w0MDCAyhzOJow5xzvlr5XK5t7cXoTIi8ng8UBRgK+j1ehHJFV+BKkBqvjGpugURQetn5itJks/nY8wv/kXMX3TsP6QHg1ol0fchqGSz2d7eXkYtJSKtVssgxw+Ajc5orHDPin+SJAk50lzvVKlUDAbDvhOUyWS49aes9hjEwWRwSTRBkCQJjMXtduOYV6tVRND3/S6peTycT9eM2k2iE5Esyz09PeBUiqIUi0UwwGw2OzAwAFgYUusImvE3Bu3p7e3F4qOBJN/A9YT4J/eEjEQiAwMDbCNxjW4sFnvkkUcAB8JTbUOJeChqw/kfZKOHgxm7zafTdq2v7fg8yWKeXI5YwJe0brm97kRP17DHFb+6YiWZNtad96AenbM3UTnKO0M8yQiT8yEslUociTx16hQcd6SKf96X7HXHmGxn9/T0cMAewyI6RWorQ51OhxwQHIz+/n5Z7RtoNBp7enpQ8EpEiUQCGXMajQaFNPRFjNiHdF9TC73uXHHOzkxJklAypNfrIT+wJ+9McrSVRCeiRCKhqIRj3tXVxUFxONKh6MAh3Gg0+OBIktTR0cFlKQxxyg4w/B/xr8HBQa52ISJZll0u1+OPP+73+1OpFBv3kP1GoxFrTgee03aT6Awdo9frNRoNis1Ihb7XarXDw8OIPEpCCT7dwt+QqFEqlY4dO4Z8ZGyVkydPSmoFf09PD6m8lIOJ+DpLbk5HMJlM3ISeV6wNJeKhqA3n31Si+73pnW2P2xUKBhKRcHrtui3gS924ZouGc5FQ1rrl9XmSsUgx4EtfXbnqdsbudj06/gTwNbA84ANzCQp9EdQFHnvoB/x1ENAQGclodXUV12OxGJdLOp1OEkpa4/E4uw0ajQZmxeonhHowGEylUiJ2Dal5KAxLyUXG9MVezg/pfqcWSnSEnDjhCPsTwyqKkk6nGVkTbqfDUltJdEwA546BIogImaQAy2NQWKS84YAjeRtnkDNviAjFVMPDw1gcGJF8VLlriKxioEJjwKEG9pR4hIPB4MFF/+0m0UkIZHC5jQiS0RAarnPA4vzSr7UAACAASURBVLb8jYQSwYbaEwtWFkwg4HehKAB9s/CtaDTKppHIwMWSDZ4qtZlEPBS14fybSvSNdVcmVQ3448tLa4l4/uaaIxmvxqNlnye+edPh96YqJVq7bouE8uFgroXVa83q0UktJCOiRqMBdxxHvNgn6XK5SE3iiMfj2EmNRqNcLuM2GNDQE6vVKnMHUrddLBZjGEWkv2Ejop8EgnO5XE6E+ECaEv/u7u4u/oSQgfhcJMT56CHCzANELcSMw4ZPp9Mej0fssVYqlZCQHI/HRYzYw1JbSXTR90sq7GMmk2EsJkVFfSc1kRszZ7sZa0KqfCoUCrDv97HXokqkquDZbBbSiL54KkFQCMAuOGXnVmo3iQ7/IlgZQ3KR2kaS44DseG/G39Acq6enB8+CcdLpNMLnGEcE7gWJy4jXgX5afLFUKol5DG0oEQ9FbTj/g2z0rQ3n7o47Ec/bbb50snb96l7Qnw0HM9ubrlikuLy45vMkQ4Hs3k7AaY/c7Xp0zlnj7LZ9ujOjQ+/rByCqnLgIBC5O6MCpxrYWoTx4ZGad+9oU7gOng8bA75g7nSOGJ+LPI9mEbsdHHtJ9Sq210VlBRP0uqSKNVElDXwHPoK0kOstyGJQiT+QmadxzgdR6fVI7onKLVXwFi8PWOb4Id52iNrSGpo5BuDcMvo6y6Vqtxl0Y6EBxTu0n0Un1XoDDMCoXXjf2DDya4XB4XztUkb8xgAzCi7IsI7ldFtqhsr+EcWzA6PDTsOxlFa8zn89zuzYxF5LaTCIeitpw/tLv3v/l//43//NP/9sPXnr5uedfeObll1/+3ve+98LzL59/8ZXvvfzad77z1AsvnL9w4cJLL7304ovPv/bahQsXLjz/3EsvvfS9H7zx4//r//z2T/7Lfz/3zEtvvP5fnj338vPPvfLG6//47W9/e3p6cmVl6croZ3PmyblD0tjY2OLi4sLCwsLCwuTk5NTU1MzMzMTExNTU1Pz8/Mcff7y2tvbhhx/OzMysrq4uLi4edvxmZDabL126tL29/dlnny0uLloslrGxsbW1tdnZ2cnJyfX19Q8++GB9ff2TTz6Zn59fXFycnZ21WCyXLl2anJxcWVkZGRmZnZ01m83z8/OXLl0aGRmxWCyTk5MzMzNLS0uTk4deh4d0f9Hi4uL09PTc3JzZbLZYLBaLxWq1jo2NHXacjz/+eHV1dWZmZmZmZmpqamNjY2pqamxsbFalkZGRtbW1kZGR6enpGzduHHb8sbGxra2tjz766MaNGxaLZWFhAZv5sOPcbRobG1teXl5cXPzwww83Njamp6dnZ2fHx8evXbs2NTX1+eef37hxY2RkZG5uzmw2m83mK1euXL582WazTU5OTkxM4JBeunRpbm5udXX1008/xYG9ePHi9vY23sttry8sLIyOjk5PT1++fPny5cvT09Ojo6MLCwvN5jk6Orq+vj45OTk9PT0/P7+wsGA2m5eWlu7ZQn1JmpycXFpa+v3vfw9Wtr29/cknn4BH3fZ6s3FGR0fHxsamp6edTuf09PT09PTIyMi1a9dmZ2c///xzs9k8Ozu7srIyPj6+vLw8OzvbjG9bLBaz2Xz16tX5+fmJiYnNzc1//dd/vYP9fFTUtvOXPvz9b55/8Ts7ezfcHlsw5I3FYrFYLOCPJBPZtRub4XA0HI4mEgm73R4M+re2Nra2tpKJrMfjC4cS2UwlFs1GIxnbntflDLpdIYfd88tf/rJSKRHJDblM9G/m75cn+qKVgw/ZbBbqNtu+RFQoFPL5/GHHb0YcuWQlFDa32JHQ6/WSCjvD5jUn4lar1UwmA6WYsz+4pL5V83xI7UkI4rBvM5/PFwqF5eXlw46DHYgWA8VikQ1E0SIHQggRoST9UIQeo1evXkVDBG6kfdhx7jZxgIw5AD6I7nf+a0UAcIVFHo/HsUTs0sCr4W6qza7DfhU9fLjYbJ6rq6vo+VapVLCYWNV7t1JfjtjXDf7pcDjwz2bXm43DbNnr9aJkt9FoiA1bSQ2IYD2b8W14RvFdhNvX19fv4Xp8VWrb+Uu/+Jd/evqZ/+R07QaDfq/X63R4HXavbc/tsHtj0fT2ls3vi9jtTrvdubu7m0wmHQ5XIpEKBEI3163hUOrq6obTEQiHUk5HIOCPOx3eZ599NhaLFAq5SjVfrhy6kwS703HGxH6R6GCGU83OnNYSth06NZHqj6pUKmjnCigMwFFxQRGSlUjw3RFRPB5HgBDuu4Mddw/pAaBboQVqtdrs7OwdDMVOS/yzXq+jmA3CBqKI3ap3QLIsz83NcTPN9iTIhmq1GgwG92UMpNNpyAlOfCEit9stBuxISGvlVq37AOOaXS8Wi/xdRJQPmOfExMQ+NJu2JcQ1AMP3Za7flrBWLJ55E1bUkkLxBqTRHcy34ZlXFGV5eVlMmrtfqN3mL/3q1//8/AtPebz2UCjg8/m8nmAoGI9GUnabJ+CPxqJpl9Pv8wVqtcbNmzfD4XA0Gt/Y2PL7g5FwMpUsJuL5vV2P1xNx2P3RSCYWTT333HNEMpFMVCOq1Q9JpOJfYn/U6/V0Oh0KhWq1GjfZJbWlMZTrlpAY0uZcTX5DYCsiZDTmCQAHUuNz0D1XVlbwXc7CIxX3+CE9qIRQJVw7FdVknJ2dPew4HMXEZguHwzwac0av14vtmkwmDzs+ERWLxbGxsVwuB6OKkdraijhjhlTAGdi+YAK5XA4OMzGfRlEUqD4ca0+n01CpOXeVVM272XVS9XhOo8M/m81zYmKCMdGy2Wy9XofZeg+X6ksR5CgDwsBDw9VAt15vNo6iKIzGTaoSw6004KJA2jLKCprxbWDKitrV5ORkG65bM2rb+Us///l//853/m5nZ8fjDrhdfqcj4HQEbLtBhy28se70exOxSD4STl+/trW+tu1xB202RyaTu3FjvVioTU1arNvOdKq0vrazu+P2eaPBQPTcuXNEcrGYL5WzheKhzQgYxKS2BNiXOwYPIVdfoPKkVcR4FESkKAoUzHQ6XVHhlli7FDM2xf7rzBSY0UDMt4Pu9pDuDXEWEhHNzMzcwQjYePl8PhgM1ut1WZax2bDHIPKBnnRnRmGj0bBYLDhBnDLWniS2b+BsrFwuh5OIpRDdYMViMRwO4yDD4uTaUbhGuTKt2XX8Vk2gg2e4tLSED5VKha35NjTW4ZCoqG5zFuTNrjcbRywLSiaTyH5HsINU0Z7NZhOJRF1ob3Mr3+bth7WSZXlqauruPX7LqW3nL/2P//H+yy+f93q9oWDM5w25nMG9Xc/WhjsUyK5dt2XTNa3UvbfrCQWTpND2lk2nM0iStq9vQKvpGBp8xO+LbW3ac9mqxx32eaMed+DFF18kkiuVUqWab8hl5ZC0z8NWV2M2fLDB3dghf9jxmxG0e8aiwtbk4lSfz5fNZs+ePcvt2EnoOgDliIgALitmckJdbeE8H1J7Eu/bSqWCzVCtVkdHRw87DrYNBgGzEHklp74TEbCMDjs+pNTi4iJchaVSCdz8sOPcbarX69w6jNTaqlwuJ1ZDcdkqbuMHgenJykpFQNar1+sw7ptdrwg1L/yhUqk0myfcMI1GoyLUEwKFoq2IBU+j0eDFJFX5uPV6s3FITYAXIQsZdJYTj7AUjKR7K9/mZced5XL5ypUrqIi7L6ht5y+9+eZb3/3uM7s7Drcr5HIGPa54KJCNBEv5DJln1rtNw5LU43bGNtad6WTF54lLkjYajdvtzlQyv3bDeu3qZrHQ8LjDDrvf7QpZt23nz5+vVsuyXK83SkR3gluey+WSySR2iSzLe3t7x44dQ7vxvr4+jUaDzAt0ObuD8ZsRHCkIljcaDUR9WIQDrwobFO41ts65xxEQqUwmk2i4M6LnQ3qACTDAJFQuIVx92HHAYRHaxD7PZrNA4+rq6mK8M7bjDzs+5BzH/JQ2NtBxfBjsnYiMRiPYAmODM36ZRqOBeg3BzAXZqB0FlplGozEYDIODg36/v9l1hm02GAzc0UQUQvvIbDbf6oFrz34NcGngocCvMM9m15uRRqMB/ib+CaMFfA99dAYHB7PZLPra/VG+zUHJubm59ly3g6nd5i/98pe/euGF835fOBJOe9xhhy3sdsZ87szGmuvE0Ncdtogk9aSTtbXrNvtewOOK6nSGUCgSCIQ2bu6QQl5PZO2G1e+L+bzRaCTjdHjfeOONUqlAJNcbpWq1cNgJwc8mhmcURQGQIadjGAwGRCxa6N2qVqusYkPjJpW9siHe0dEhupIg6SuVChAt6vU6dHn47rg1C663ap4PqT2JC7sBdIiY4sLCwh2MU6/XFdUnHIlEAMrNZDAYIOHuDJ4IirzFYmGEkLYljl/EYjGIbbRf4vJ0dF7hpzCZTCKCJOrOSej6JR7eZtcbau8WBqwE7myzSS4vL/NnZD/s+5U2ITyCwWBgrkVEOp2u2fVm4wBFmyvX8YLi8TjeBTYVezEZeB//FPk2/g98G8yBsTvvC2rb+Utv/fI35555QUWYibmdcY8r4XaknbZkItrYWPNIUp99L+ywRcpFkqRum83hdnvD4ah12x4MJDY3bNFIxmH3ez0RjzvsdvkvXLhAJCtK46v0XsvlcoqicN4BuvspigItT6PRYCfhhBuNRjQUyufzg4OD0DQNBgNOfj6f7+zsBNRzV1dXR0cHnHKwxQE7rNFojEYjNPF6vT44OIhpoMkBAJBZYQcCIqlAldVqtbe3l7UzDMJdm0hAiVfU7gWkdrzu7+9n3DpZlgGADNR3YGtUq1W9Xs/TACIjEcGpqNfrgfjN3Tuy2exjjz2GFTAajdhqSFHp6urCY2q12odx/ZaT0iKEGS6vINUVhA3D4HGdnZ3sDLgzkdxWCDMHE2pGSBUVEBtiMKKuQrqiAzLWjUUIuC1apxeLRXZpwAl32+vcyYnzYA4Qb9SWCDPNKJ1O63Q6RYgQabXaitonHvsB4R6DwSCrjWpIrRhEszssPhfvcL4bd7vgn8tkMhD/qOQkIZrJ1IYILYeiNpx/U4nu9+T3rFG/Jzsw8FjAlynkaGXp5tDQWUnS4r8OY49tzxsKJh12fyScbpVER5CGD0kymYxEIlqtljNOichgMKAPW0dHB6S1oig+n4+bAXAbSmw4o9F4/PhxUtElxWZKIvAcOg6Bh8qy7Pf7h4eHObeWiDo7O7HFY7EYV6/mcjk0V+U5x+Nx/l1I61AoBJ0jEonA2sB3k8lkZ2fnv8U/BFMAjBu/BV+rqOeKmoGiKPAfKopSqVS0Wm0ymeTwP4cJ+LxBOz7sS3lIf5RaJdE5pQh4qJVKZXBwMBAIcFQYrzIcDt8x+7gvJDp6MJKQrkVqT6Z4PM57mPGYG43Gn/3ZnxWLRbErI4/GKvLe3p74vLdeF2PhsMAO1oDvF4nOhQPc9oKIjEZjOp2GiQKXhrjH+Csceezs7ERDF/SwqajdWkk1rgDUkclksLu6urogy5HvLKlt2tln2YYS8VDUhvOX3nrr1+fOPfdvEt0TcTtjHlfc7Ui6Hcl4pOp1JyWpJxourN+w+70JSTI5ne5kMr22djMRz0pSh98X87jD1m1nqyQ6OJeYAVStVo8fPw7JhPJQ9kN2dHTgALMAI6F11YkTJ5DIKkmSzWaD9Vwul8+cOQO7uV6v12q1QqEAQc6dg1nkcx8hIorH411dXZzlDs8q3wbDGtIXmincCSaTKRaLDQ8Psy3OkTmxj2GxWDxx4gQiTHC3SpKEfGbckEwmc7lcoVDAySkUCsPDwzgbfGbq9frx48fBktDc8LHHHiPVdcFFuoBEOOx7eUgHU6skOglBYuR1824E5x0YGEB+8h1rZveFRCcih8OBTetwOPDsXV1dzBaSySQ3ToWzij3eOFnhcJj7KWu1Wgihb33rW0SUy+WaXRdxUrPZbEdHR0VFk70t3S8SnYhkWUbLCUQGTSYTlhfKE3pRgnA/HgfPHolE2Bbipzt27BiClYVCAU0mBwYGzpw5Q0KXVVI5Yb1e1+l02WyWjRNqS4l4KGrD+TeV6DtbQZ87E4uUJKlHrpN9LxQJZcPhjN3u9Hh8fn/Q7Qp0dw857H6POxyP5VrrdYdOh60Df9rp06clSTpx4oTJZKpWq8lkkhsJsKMb+Sw4ougYSESlUqm7u5uEftLQLiGSueEpMjgURcnn8xqNplwu+/3+xx9/HPBPmFVPTw+DyWC7W61W3uhcRs9xdHzQ6XRgEPiraIvj0YgokUjgLGEyIOjRkiSBxSNT7+TJk9FolFXpY8eOoRsxx/wQHRgeHsYgOD/RaNRkMnV3d/f09HCt80NqIbVQopOqRHJ8B68SkRdsZphBB7cFa0b3i0QntVEYPkPksGZPquSGu44E7wWDl8GLzu6NbDZbKpVwW7PrjDmBtqFI6zlAebpfJDo72+GDHB4eZrWejQ1SbXesM2ouxHQN8C4WyaLs5+5WHLZAwj/zojNnzkhqu3RurtOGEvFQ1Ibzl956661z5845HA6/L+z1hNzOiMcVdTvj0XDRYYv4vane7lNr13fDwUwomFxcuP4Fid51tyT6Pkyivr4+ri4tl8s4Qtg6XF5CRB0dHaSmucpqg4dqtarRaMQqYVFYQtZirx8/fhy1ld3d3Wz04xcVRUkmk9xAHcR7vaurC5Xx7LJjjx82N6x/6MLsAIcY7u/vh3cLjge2BvBDiUTiz//8z6EFY3BJkvD4jAjhdDo1Gg3A7DhaT0TMiTB+vV4HXEl/f/+dvZSHdAC1MI6uCJ0uy+UyaiVgcRJRZ2cnIkF3LDbuC4keDAa59ok7GyGOTl/MCuRDp9frXS5XtVrl1iAogyYiANQAs/PUqVOFQqHZdcTvBgcHGaOGDsx1v18kerlcRquV7u5uJK9B+nINfblchuNQlmV2guLRYEv4/f4TJ05whgcR9fb2BgIB7irETBt+RBQdQLviOPq+WbWhRDwUteH8m0p065Zva8MT9Ge0Uq/PE3faQz5vtLOj/2573XE+gZ3OMG28FTwej6L2VIWNTkTlchk7BokbHP4xGAy43tvbi1g1VtxoNBJRvV5nBlEoFPx+v8Fg4NoV6O/Dw8PcLe3EiRPIkYFvHLucNQO22kUcLtFJNTg4CMZx+vRpXARfhos+kUjgA6n92fR6vRgCx7HJ5/NwS4DRMAfBE6XT6cHBQfjBoNYYDAZ4JpjN1et1LgF6SC2kFtrolUollUrxTk6lUhgzk8lIkoQgET3oEl0WenwxwWiGupzNZnU6XS6Xy2az2PBDQ0MkJKUCN4ZdaDgR8Xi8t7cXhde3vU5EJ0+eTCaTXLZ+cNfa+0WiYz2R8lapVEKhEAQt+tchFxjcL5/Pa7Va0aPZUJHbJbU0QORv+ABOy84SLsfgCnUuCKIvIvlQm0nEQ1Ebzl966603z5172uGw+f1BryfodoU87rDbGctl5O1Nj8sR1ml6YtGs3xfb23WGQ/G7nRnHLxsHtVaruVyuRx99VJZlxn3ke3DCeR0rlYper//mN7/JcTUi8ng8J0+ePH78uCRJWq0WLneU85Lqz0QOvF6vRzr9o48+SkR+v79QKJw+fRpFq6S660lIaG80Gh6P5+zZs+wzZ29/IpGASouUURbMnFeCFDlZ7U+cSCSGhoYkSero6EBxLbitwWAgFZMSVjhuxm343Yra4QaRPwze0dHBHku9Xo8Yf1dXF7Ulx7nfqVUSvVAocGsfjFmv1/GioYDir5BDnAV2KLovJDqOWCwWQ035k08+KUnS2bNn4Qzn/EG9Xv/II4/gFIAtwDTv7OxE6JdlT1dXF84mY6rc9joSuLq7u4eHhzs7O7HyD4DXnYgymcyJEycQkezu7tZqtTCm4boDU9JqtceOHUMWDhEFAgEu/OG8H1TqYzeyvx1FQ2A+JHg1jEYj4yjIssxNgUFtKBEPRW04/6YS3b4Xcjtjtl1/OJi5cX07n6vZ9lxul/9uV6/BvUOCsU5EqVSKoXlIjZxxaWND7Y9EKvY1R4zYKBdbLYkYh1yxRkLeezwex2f4/US9slAo4Iewv6G6ciwfaefitPnn2OQ6c+YMu9ZZM+BuzZwYSGppsizLyWSSBT8JqrS4bnUVEhzeCKCJcQs4xLRYX25PjnNfU2vj6NjGKOIQrVVsS2ykO4azuC8kuqIoOFzY1YyezbAzyIFHQIq/xaUusAgZ4rRer7MnD/mwza6TAATG2FAHmOn3kUTHUyC3n1SGxo/G/Vo4ooHFhNUEvoFiXV7wfD6vKAqrTWCJjEKIZhz868xdxffVhhLxUNSG85fefPMX58497XI5AoGQx+NzOf1eT8Tvi7ldoYA/vmO1x2Pp7e3tcDi8u2tNJGKhUMjrCWbSBZ83FA4lbHvuSDjp90Xcbq/b7d3d3X31tZfLlVy1nqnWU0QF5YgIa82orpwQ3qrxsX0Ba4ylBOBAs/s5tseeK1L56UN6AIgjRCyAi8Xi+Pj4Uc9rP0EbnpycxKaFaISEu6+pXq9zqpfBYLhnDzUxMYGUWGapiqJAL7+viYhSqRTCeahNJ6JwONyq8XFYmHkqioI92arx7zbRF7XhWq02MzPTDui/0nvvvfv888/u7e14PD6v1+/1hADpur3l8LjDXk/w+rWbuVzO5XLt7lo3NtYDgYDL6XPYPXu7znAo4fdFvJ6Qw+51uTw2m2N3d/dHP/4BUa1SS+eLEUXJH9WDYa+43e5isfiXf/mXpVIJnaFbRXyAGdIZofQDvpLJZAqFwl/8xV+USiVEEFAA+pAeAOJaXmQYgWFtbW0d9bz2EzbtlStXRASFB4O46x0yUbhS4K7SzZs3iQgVbsgPZ6P/via4NyDIkdLbcuBLWZZRXUxEtVptdHSU7h+J3lDbrLEyB8y4o56XIn3wwXv/4T/87T//8z9feOX15549//JLr//gjZ/88B9++oM3fnL+xde+85+f+fnP3vzOd556/vkXX375/BtvfP/551668MrrL52/8Mr3vv/S+Vdf+d7r51+88P3Xfnj+xVcuvPL6P/3TP/3Nv/9frTs3l1dnJqY+NVuuzB0RLS4ujo2NWa3W6enp3/72t7Ozs2tra1NTU60af3p6+pNPPjGbzdPT01NTU4uLi1NTUxMTEwfcf/369ampqXfeeWdmZsZms01MTCwsLLRqPg/paMlisSwvL6+urs7MzExNTVkslo2NjQ8//PCo57WfVldX33777RMnTnzta19DusmDQQjWonTzG9/4hiRJPT09+OfdplOnTplMJo1Go9Fouru7Ozs7EZO+rwlL98QTT0hq2WRrd4tGo+nv7+/r60M6kU6ne+SRRy5fvnzU5+PL0sLCgtlsNpvNFotlZWVldXX1F7/4xebm5lHPa0769a/f+s53/u7mzZtOhzfgj4SCSeSuOx0Bh92/snyDFFpdveb3Bx0OWygUcDq8Pm/I5w0l4pmtzT2X0+9y+v2+yN6uc8dq397e/ocffl+harmayhcjMt1JvWxLCGoUQnHs4Wktkj77VznwdgAhBEWqowkF8Q+YkfSnTAzvjFxImDjXrl076nndhmRZ/vTTT8WKLKSX3teUyWT4iVKplNgp9a7S2toaqT0dYMWiR/jd/t27TWBWnPCP4DqDmX91IqJyuRyPx2XVxkWI6p6dgq9I4OfwzqKJA3coPlqS3nvvvRdeeMFut6M/ussZRBM2lzMYDqUC/uiCZTWbzQeD4UAgYLPZEomUxx30ecOpZH5v1xMMJMKhlN3mS8SzyWTa7/e//saFciXXUPIy5YgKrdoBd7BjiCgSiciynE6n8QIURWnV+MFgEDkmkMocwztgPkjdR7ocZ+q1aj4P6WiJhJbJeLONRmNubu6o57WfMLfx8XG5DbJ4Wk5i5Qty6O42zczMQEdXFIUzGR+AtYXwRmAYzK21XnexLlFRFM7tOMKjcSja96KRBtsOmrH0s5/97Omnn/Z6vfFYOhSMIWXd4w5Hwukb17eTiZx12x4Mhre3d2w2m81m29uzW7ftXk/I5fS7XSGnIxAOpYKBxPVrGzabw263v/ray9VagaikUL5avReH6rakqMkXiG1z15YW/oQsy6VSCYyDA07NbuZUeZ5Ya3vHPaQjJ2iNYIJEpCiK2Ww+6kntp3w+32g0JiYmSLUmkRx31IzoqxKpGQxOpxNPiuLSu/27UNpILaLhTPK7/bt3m0jlZqwYVavVfD7fqvGRpJzJZDKZDHSFmZmZA5B82o3g8RXVd7PZ/Ec9tfeApDfffOvZZ5/3eHxIWfe4oj5P3OeJR0LZzZuOTLq8tWkPBqLJRHZ7eycSiSUT2WSi4PfFlhZv1KrkcgY3N2ybG7ZUMp9OFfz+4GuvXSiWstVarlrPNJR8/YgIuwTb0eFwkNrJqlWkKApAkmVBKoM53pYYHdblcpFaa4eeNA/pASAoao1Gg9PiFEWxWCxHPa/9BG1jenqahDItuv8lUKFQQH0UOh3U63Uc/7v9u4uLi7yACKXJD4REB6yeomLH2my21j4UhLcYBp2amgIe6H1BfN7ZM2exWDhd7ghJ+tWv3j537jmbzeFxB50On30v4LSHHLbgrtVbzCvrazvDJx+z29zZTPH69bVoNC5Jep22S5I6jh97dH1tOxxKedxhvy9mt3nsNs/Ozt7rr79Wb5SrtVy5mlLoyLDJWFkWo9ctjKNLknT8+HEUcYKViECzt5KofqKSjWf4kB4AAjcnIrjjkPM8MzNz1PO6PcHDifhfo11beh+KZKHGmhuy3QMym81YQwgqIhKhVe93gneT2VTLV5U9+dVqdWxsrLWD3wOSZbmu9tQ2m83t0C+jSacWZyweLV1b3entPtlhGIjHMn5fZGNjq6PDZLf5rNtOvy8WDCQMur6tDWchJ7sc4f0IM1QlqshK6Y9P4asRILTgTi8Wi41GIx6PDwwMAB7OZDIhr1JSIbe4HROQjRUVjbVQKCDrEtDuJPRyYAhV/FapVFIURavVajQa7HVmiIqicIO1Yx8RngAAG5BJREFU/v5+ZHX29fXhF+HFQiZFpVKJRqP1eh1eBO71RILaAQuDQQyQ7MMgGLgfRwJZOXUVIgMAzkSUy+UymQxgtvjwwN8FCJpyuSyrPdkktWscqSeNEZtxkfslYx3E6qBGo8EIEoDYJCHQgOtYDRLwN+D1JSEagjXhDKM73BNHQUpLEWbuKrUEYaau9mgndd+Gw+GhoSHkRUuSdObMGeRVcSgK2wmIrcBw5PRp4BtyQb+iKNx0mIgymQwqc/BP9DdiCGdSt2uhUMB2wi/idPOuxh6Lx+M9PT0AiERGOjtUDAYDmAZO7qOPPtrR0YFH24d0JtJcixBm8F0G1UG2udFoNBgMfX19OET4677QIc+Nzxduzmaz6D7V09PDfyqVSrgf8JS9vb3Ay0PD+GKxWFextrhtBEyX3t5eZL/j60gDwuvDr+j1esh7RVHATBhxj089NEgSjnYbIrQcitpw/k0lut+b6jaddDnCkmTy+yIup79QKEmS1uuJOB2BWDQb8MdDgXQokPZ54hvr9qOS6KTyCFIdX6QWpALO5fHHH+c0NEBxEVGxWMSWxQblfupAbsfpgsTiikkgIQNYBtDHt5XopB4tBNVIle4kdCYulUoiQ8TkQej4EolEROA8JiRUZzIZDm4pans6/DMUCrF9wB/wXI1Gw263iwMCoq5SqYAPnjp1ShT8GBnTEOeGEfDggUAAg+BxGo0GnBbQRfiRoV5otdqBgYF0Oo1UcH5wPEs6nWawKoTWgEj1x15+u9CfmkQnIr/fr6hQG5lMBtqzqMD19/fj5aZSKZzBcrmMY6XRaAwGA5RLbDlsGKfTCQmk0+nQZY71YPaB4Ye0Wi3cITiSYu+WWCyGO3U63eDgoNFoBEPweDy9vb0mkwn+ZCCoSJKE/t/QG3gQ/ATDLDajVkl0nIhEIpHNZrVa7Te+8Q1+IlgmsgqmyRKdkTSj0Si0Ir1ejwchIsZexYLjcfAsWEAiymQy0Wj0a1/7mkaj4WQjvEF09uvv7x8eHq7X69FoFEj4Q0NDsgqgi0HAVPFP5nhoCAnHFV4o5pzL5cQMuzaUiIeiNpy/9NYvf3PumRe+KNETbmd8Y92VStSmJhZPnfxaMBALBeMry9ePDQ3HoulMqmqevVrIyVdXrMl4xbYbjEWKXnfM4w62qvfaoaiu5vXU63U2wbnnil6vLxaL2Pooa4FqCcu1q6sLQh1HAuq5Xq9njCSdTocdOTAwoNPp8vk8DnAzia7VatE/BmY3EN0lSWJIxb6+PiLKZrPBYBCGSF1tbwCzg88bn5nOzk6tVhuNRmu1mk6nO3HiBFtCpEpEtkU0Gg3sDwTpoaQbjcaOjo4zZ84g0z6ZTIpWdSaTgb3S3d3NfVxyuRy4MFgDK+PpdLpYLAKg/tSpU1D2u7q6eDRJxc83mUxGoxEcGSP09/ez7cUw0cCafuyxxyRJginGXlOxlXKb05+gRAfrD4VCsIYNBsPQ0BAj1J44ceL06dPYS7IsM1YoJiDKA9wvoj5zv22cGlmWcZpgnbOQYOxk/Irf7+e0xHQ6DfGG3chzhtrKk+eWDRgBwgaaq16v7+/vRxr2AZy6VRIdK4kPLIyJKJvN9vT0dHZ2suKLXA2GnS4Wizj4qB3nnz5z5oxGo4FaUCgU0NKUVAeATqdjycrvggS3GfNPHrNYLGq1WuDxhUIhnU4H+4f5J/q78KryooF5ipaA6KWjNpOIh6I2nH9TiZ5Ny9ub3mJeMer7bXvucCjhcQckSe9y+iXJNHziCUkyKQ3yuhPXVneS8coRSnRQKpXCLiwWi2AEXq+XpSOpkg8tTGAdVqtVk8nU09PD/ZrQIY1bXeGLsDvBHdDppFAoNJPo0AlI5Q7seETUHPNh75lerx8YGCBVdUC3A0jKRCKh1Wq7urp0Oh1LQegidTXr5+tf/zr/FtRnHCR0kj558iRmxWoE41SLOw+Kf1dXF0IV4A7hcJglLv8EGwe5XA5ThS3OkPvw0XV1deFKsViEDYT17Onp0el0eEfgGkaj0WQywX7CKwDfZz/tfeR4/1OT6ByyETc/PqN3HG/aRCIBpxRHuBKJxPHjx9HVAzY09sPe3h6mBLft0NAQTgoDLKK5IhH19PRoNJp6vc4J2Dwxh8NRrVa7urrYlHzsscdKpRKOPO9naAmSJH3rW9/CEYjH4/wIODLRaBS5WvcA1x1fqdVqyWQSq8FNkCXVd0hExWKRVWdoOeAnuO3EiRPwZEBnOn78uCzLHH3o7+9HCfWpU6e0Wi18ElDNT5w4oSgKVJl4PA6tPZPJDA4O9vb2ptNprABENbdG7erqAk/IZDK9vb19fX24DecXTxQKhcByWXUjwfXYhhLxUNSG85fe+uU755550WH3+r0JrzvmdsYh0VeXrX5v2utOaKVelzO4Y3UFAzGDvkuSOqplurpi9bjiktS9teEu5Ghn2+d1xzyuqNsVuHDhNSJSqHZvJDqCx+z1FV06iqLAli2Xy2w6IBpERPl8vlQqwe4kolKpBGNR9DNDnzUajWBPWq32kUcewUFqJtFxkOx2O67An48Xj8Nz5swZviIJQT5R+YDoFXVnPkUsp8PhcF9fX19fH7xqer0eXdpwMyQuOradOnWqp6cHzRMZolKWZTAO3CBJUi6XS6fTYLIYJ51OM+oWntHtdhNRtVrFTJjReDweIsrlcqdPn5bUsFkikcA0kI6g0+kAE03qmYdXQFKddaJXP5lM3l/pWn9qEh3fRc5EoVAAGGoqlcJLZEcrR5T4VwAqkkgkkFCSTqeNRqPRaATHD4fDkOJwGkHCEVEwGMQmLJfLiUQCHiNWMdFBOJ1Ooyj8kUceSafTaLTKGjZuHhwc5M1cLBZx6PAnzJx3JvY2ps1C9FZqlUSvfxHWAuZHo9EAz8GfsDKZTIbj3JLQF45ZGU6QJEmdnZ14tEqlotFotFotN0gV7xS94hgN/49EInC2kVrFg2WPx+PYPMeOHevq6oJHoaOjQ1GUaDTKMZRMJlOtVkXfG6n2A8+5DSXioagN599UopcKtLcTrFdJkrq9nsjaDWs6VdBIxng8d211IxzM1auk1fZ63YlwMOd2xo5KonNtN6nbqF6vswkuSZLBYFAUBQcgFotB9yeicDhcq9VEnZ3lK+Mzs5QVXcdEVKvVDpboRAQUd1LL1TAsDG6Yv7lcDjY3/qrVavV6PTvDa7UapB0bwblcbnBwEF9BvgyUa+BaYKoIUTudzr/6q7/ikXnaXAqPCRQKBRj03AORiGBVYw5+v79UKiGOICocPCzMbvS58nq9sNGR0QPvgslkwmogp6Gzs7NWq4k6k9Fo1Gq1HR0dML9Q+gUmzr7W+4L+1CS6GF2Ga5dzO3i/obEHPOGVSoVTKcUugrIsHz9+XKvV1tXKOlIN097eXu7STaowhvjB5jeZTAMDA06nE2sObRXmKdRHKOImk6m7u1uj0UQikYGBgb6+PqSRQl7y8efslr6+vuPHj0OrLhaL7Ay/LbUwjs4LCPUIgYzOzk5k0ZIAXM/5pDhrWPBjx44ZDAb0lvX7/SzgoQcwf0ilUuAe5XIZmbw4rTh6MPeRsYsoOAbn9DpJjZXgOFcqFZxWjl8QUTQa5SAjX3S5XOBjYmZfG0rEQ1Ebzr+pRHfaowFfxrrllaTueCwXDCT8vogkGXzeqM+T9Ljia9dt/b2PphK19RuOcDDvdSc87vC9l+ggGApiGzTs3VOnTp0+fRoZNOxa7+rq4rMn7jlRmJEqhE6fPs2ZX0ajkW3iZhIdIorzgxKJBCKCnAN/9uxZaK/QGAYHBwuFAn7LYDBg02N6UA5wIPF/ni2ONPIG8OxwIYBPkdrGGJ4JiEwSLIBMJgP/Z6VSwVFHi3fwQWjcuJN7I+r1evwJHWM5mx1TghPv1hlmMplQKIQV4xAm3Ox0S5ruk08+6fF46mrv2vsIboL+9CQ6qS16SVUQ2QmMzcMvl/O0OZ1b7EeOr/T29pKQuIoG53wwvV6vonY75KyR06dPi7KB+6iS6rcntXuYJEmsTEA4gSEgjvb1r38dEQR+FtazeQeK/Zf3UQvj6JzAi7CFJElGo7FSqeDY4tG4uXOpVAIeBr6FQJvBYLBarfykJpMJjeTL5TLMA1LT17VaLb6YzWYHBgaQwYM3BVVGFhqkcg0CFhOfkYeEz+AD8Pnji7CdkNuYz+e5JS5io/vCam0lEQ9FbTj/phLdthvKpuW9nYDJdNxh90fC6d0dZ1dXv9MR8LoT9r1QJJSXpB63M7696Y1Hy0cl0fkUySpuFLxnHA+DZkpqiRdzikajkUqldDqdwWDgNBAkpTNCBax2sINEIgHLAD93cK57b28ve59YyIn5Kfl8HjPhycCMIDVLCFPFFQ47sSJcKpWSySQ8k/gT+kMgmL2vvAfaNDu+EK0EIQAmCQk1jUYD0QeY/qRW68FsGhoawsNyB3pFUdhrl0wm+/r6+vv7EX1UFKWrqwue9lKppNPptFotWC18pCRoDJKQkCg2Y/7qO+Te0J+gRCch0YHD23q9ng8FfPL1el2r1cK1zllUZ86cgZOc1CIIsVQSgXA2B0ndb6wcQEsm1T2g0+lYDHNWB8fRjUYj8jNKpZJer0eSPBFVKhXIOc78gtXe1dWFyXCa3gEBoFZJdDjMSFVNtFptb28vJsAlPKQmzUEBIjWogagWmAPiDhDbOPV8vrRaLaphcSrZ/wEuxDZDX1+f0Wisq91pxZR7Sc2JQTiyu7sbTsF6va7RaDo6OqDrswLBehJeSjabxdtkydeGEvFQ1Ibzl3711u+++9QL1m2nw+53OgJuV8jnjfq80d0ddyKe37G6DPoetyvk98XWblhj0axG6tRqTD3dg4MDJ/d2XS6nPxJOxKIph8MVCkWCwfB3v/sMCUJIPiIionw+r9PpTp48CRlPKqQGErKwQYeGhqD8EpHdbu/q6oIjDgKpUqmgJgTHAwo+i/+TJ0+CxXBLGPwpmUzCQwhuotVqcTLj8Xi1WsWfhoaGwuEwZDa79AcGBjjTpFaraTQa/JysVqUj1x0yWKfTHTt2rFAocOldf38/hkI0YWhoCKPd9rlYWuv1emQFExEsoaGhIYjhfD6PMCTm/Oijj7JyjQMMxorSF1xnzgJ1/tixY0gJRA4t1mRgYAAlc48//rikds0aGBiA7Y6ZwPfQQtTJe0BYgUKhwPy3PXHd8/n8J598wu+LhELHL09g1izD4vE4/L0ajQavnh3acINDN4VWze5utEdDXIwJV3ADtEBZ9QnJsoziz+7ubijiLE7wW/Bakeq049FuHV+n0/X19Wk0Gi6Kg+a6b59zx+tm68AosDCFcbN8eM4uq3BYjUaDXWWQ67C2sak4DajZ+jcbx2AwcNsqpBpAJGMdwCjEGgTcnE6nTSYT0tpRcd5s/K6uLqx8tVqF5aPRaE6cONFsnTFtUQcCHNMRHo1DEabNLYkrlUqb4NJLv3n7g+efe8XtCoWCyYA/7naFbHverU27ddtpt/lKRXlx4Xo+V0slizfXd4OBRDSSiYTTe7su67Y9Ek4GAzHrtm17a89mc3g8PpfLc/78y4jEyF9N/f+KxDhuvM+4yiUUCnE5OGeOiMojPkPbZfRWsA+4pLA1gYwYDodxuvDdfZAppLofWVmGrrOzs4M/sXuZy2ERZkYAEvOMxWKIKeA0QoRXKhVuMAXIRmjT+Losy8C+bfZclUoF9yeTSQzIeDWKovh8PvSVwYNgTLH1BdeykwDUhfHxz0qlUqvVuExAFpx4SF3m4nUwZfgAAfsDNZ8O9Ha2GzFmnMik2hDXnYhkWUYv6q9OiG1hI21ubrJqS2pfokgkUq1WOzo6uKihriJoVqtVbBiusGJoFB5BVgHAsbzYSBAJ2BuhUAgFJgxoQ0QAbOCUlAPGRwZrrVbD9gMU/Pr6OglBazqwScnk5CRj46BMRkxH//LEqrb4yCgEJ5WfwPJ+7LHHOBxw6/o3G4fPPm6ORqMsYlOpFFfomUymY8eO4Z9wsTBOPrhEs/E58qIoSjqdxoSZ9966zvAQcBY9VrLlLdjvKsmyzNDu9Xq9TQ679M47b5879/TOzrbL5fB4XIGALxwOhkKBcDjocNicTnulUlpbu767a93Z2U6lEjtWl9MRCPij+VzFum0PBeOJeCafK8NAt9ud//iPP4YHiT0SR0KkbkFOiwPBhQ6fEsxfbGhSLWzO8+Stxikk+Gc+n2fsbhJA3DAgB/yq1SpCzkQUjUbZg8ffQlE418ZUq1VYFeKwpVKJf5djVHylXq9DJyDV2CqVSvDYk5Cge9vnwsnkZ0RjOj6ZTOVyWYR5QgYA5wrl83lmCriCD9AYcIVZCTQbHp+5EnMKLIj4+Ee4fw5LnMGA4otSqVQsFmdnZ496XvsJBYcTExOwJlGUeECHoWaEyi5+lbIssyxnjQ2vD0EcWdV3eW9AH2WnFL7LCE6KouRyOfw1EAgoKpISIB1ZiBIRUkA4/xTElnqz8dlSxFOwVsp7D40yS6USQyXelhYXF7mR7lchVqahPRcKhWw2K1Z5IXjR3d2Nl9Vs/Q8YB8oB6gtIqDbEAUyn03C5AbimpvaExbLgK+yov+34ME4UtTqAkxVuu87iioEHtomN+yWJVAUOMY5yuTw3NwcWfbQk/frXbz399FNW65bL5XC7nS6Xw27fwz9TqcTa2nWHwxYM+gMBn9frttl2Y9GszxtNxLN7u65IOLm9ZXO7/DtWu83msNudVuvuL37xJhujbObee9oXsIGBzpipvLf4qCsq8n4ikWBEGuY+stp9AUE1wKyCXzRUEs8nhC7+D56iKEoymZRlmWWkLMtIqifVyUxqVTeOKKx2WZahLsgqWjiPyZ4AHGY8uCxE4w54LhJ0ERzsmipEFRXak1tf4Gzf6isjwc+JX8ezQKoBKIYz3UioZcrlclhA8afxOZ/P42Ye574grBs2PNIeichqtR71vPYT9vPo6CjnWN0xNVRQT/YPiTUUWAGfz9fR0YFKMFQkQq5gw9dqNfZdYXqkohTjM3treHtA6xWDXJIkDQ8PkxpvZqxZ/LXZ+BiKTwRPm4PH+LosFNzfljY2NpDqBXcg6M7WU1Sv8QHvCyWj6XS6v7/fZDKRmuLabP1vO46IMF1XMaRxD3QXIoLzHA8i2t9gKch+bzZ+rVaTZRl+O06Rwc/ddp0xjVgsxtrS2NgYNIn7gkhlg2wXra2t4Y0cLUlvv/2rv/3bv/mXf/l/X331le9+9+/PnXv6woXv/eAHr58//8KPfvTD//gf/+8XX3z+1VdfeeWVly9c+N4zz3z3pfPfP/fMS6+9+g/ffeq5N17/0blnXnzt1R+8dP7CK6+8+sMf/uinP/1vf/u3/2F6enp5efny5cuXL1+ePyK6dOnSysrKzMzM3Nyc2Wz+7LPPrly5Mj4+vrCw8Pnnn5vN5k8++WRpaekPf/jD3NzczMzM4uKixWKxWCwjIyNTU1Nzc3MrKytms3l8fHxpaWlmZgb/v3z58tTU1JUrV+bn55eWliYmJmZnZycnJ8fGxmZmZsbHx8fGxiYmJj788MOFhYWPP/7YbDaPjIwsLi4uLCxcunRpYWFhZmYG311cXJyYmJicnLRYLKOjo9PT0wsLC+Pj4xhkYWFhdHR0aWlpYWFhfn7+ypUrCwsLZrP54sWLmPzq6urHH3+8vLw8NTX16aefYqqYOX5reXl5bm6u2XPNz89PTk6azebp6enp6Wmz2Tw5OTk/Pz8xMTE6Ojo5OXnx4sVLly4tLi6azWaz2Tw6OopHW1xcvHz58vT09OTk5Pj4OB5/ZWVlYWFhYWFhZWVlcnJydnYW88Hi40lXVlZGRkbwFCMjI2NjY/jphYWFqampxcVFbJtLly5dunRpaWlpbGxsamrqqPbPHdDs7Oz8/LzZbF5YWFheXt7Y2Pj9739/1JPaTxaL5f333z9+/DhMZyQkMrTRlydkZUqSxIgFQ0NDHB3n/584cQJRVURbv/nNb/IIHR0dCGnjs0ajQXIGj8mo78j6lNSizf7+fgze0dHR2dnJE9BoNGfOnEHMWK/XowK72ficSYPAP7JkjEajRqPhJBjOXT2YTp482dnZ2dnZCaxGvV7Pj/zliZ+Cq9HwYXBwEM/e19eH9HLUizZb/2bjSCrQOjJ7cBEP+Nd//deSmiuDUlXxi3giBqlsNj5gffmvSI7RaDTN1llSqwox8sDAwNmzZz/77LOjPh9flmZmZqamphYWFhYXFxcXF9fX1999992bN28e9bzmpXfffefpp5/a2Fjf29txu53wugcCvlgsYrPtbm9vNhq169evbm1teL3uUCjgsPt93mgoGM9lyxs3d1xOv88bioQTVuuu3e7c3bX91//6/3BUiQ3Ee0+kYlnIaikLSCyqqattCXBFbPDH3mlZlpEEy55JIC8yQDGbAvuyVWUVwoXUUDepzihSvfTQ7zjBG9U7sIZrt3jdeXweFj4D9kMguMgxM/bS3/a5EKTc57hjjz2p7i8gdfCSwifBtUAIe9MtXs1CocBtGxBxb6hV5uyfZyctDHdEELh4j6dxRNvn0IS8ARJwLhVFuXr16lHPaz9hVS9evMhbkb7odPmSBDhS3gbIUyE1xR1LgTfLxYoIS/EGxi4VmxjxB3YOYT9wWRcQ4vBD6LMAvxf+WqvV4DzjnAbOj7l1fHZiYadxzwVZdV/Dl4YUsAPygW7evAnfAFzHtVqNfQCHIv4K91nGWrFLQ5Zlxq1KpVLN1r/ZOLyMtVqNzyBmLkLik+AjYYe56HU/YHysGKP34LearTOp1UaNRgPM8OLFi3T/nHdZDaLjMw57O8xfeu93/9+5Z17a2rTbbT6XM+hyBu0239am3WH3222+ZKJw/dpWPleLx3JeT8Ru8yETfnvLtrW5Fwknw6GEbc9l23OFQpFwOOpwuJ566ul0Op3JZFDCdNid3SripAzmsyxmxMw4TuPiLHFSjz0nr2IvwvuEEDK2NbLkkskk/wRvdxZItVoNmfblcpkbxBERykaTySRnS3KIHfliEMyYcDgcRtoaOBoOZD6fh2QtlUrICcd1Tt3HOM2eq6EmMWWzWT5mDZVHIDOuodaPgVmIHahSqVRN7RqJv2YyGf5AqjcPS4TOK6SeZy494P46JPgAwVVFFOj7gvjVI4rRaDRKpVKrEtBaS41G4/PPP8c8ERa5g/gfhoI8wMsFbiBvoZ2dHUVRwO5jsRiC6wi11mo1BHGxaJz2JUaU6IuIoTXBP09q2hq+rihKIBDgvkoNIRWD4zi3HZ/UrdhoNFitJCKklPLXSVWmb0sTExOYTOOLTWkPu56YthgUwwFsqK5dPPvVq1drAjRys/W/dRz+Fneo4oUCo+CiVl4fsFCGjmac5tuOj/OLe6DEk5Arc+s6c00sP8vExETjK6cj3GNqqKmIxWJxfHy8HTL7/n+q1GosCQD0TgAAAABJRU5ErkJggg==" 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" alt="" /&gt;&lt;br /&gt;&lt;/div&gt;&lt;/div&gt;</description><thr:total xmlns:thr="http://purl.org/syndication/thread/1.0">0</thr:total></item><item><title>Copying Formulas from a Range of Cells without Changing the Absolute or Relative References</title><link>http://weareteacher.blogspot.com/2011/10/copying-formulas-from-range-of-cells.html</link><category>Learning Excel</category><author>noreply@blogger.com (Sepeda ��)</author><pubDate>Sun, 2 Oct 2011 07:42:00 -0700</pubDate><guid isPermaLink="false">tag:blogger.com,1999:blog-3311661884189477798.post-4042499883543865900</guid><description>&lt;div style="text-align: justify;"&gt;To copy/paste Formulas from a range of cells without changing the Absolute or Relative references:&lt;br /&gt;&lt;ol&gt;&lt;li&gt;Select the range of cells containing the formulas and press &lt;span style="font-weight: bold;"&gt;&amp;lt;Ctrl+H&amp;gt;.&lt;/span&gt;&lt;/li&gt;&lt;li&gt;In the Find what box, type the&lt;span style="font-weight: bold;"&gt; = &lt;/span&gt;sign.&lt;/li&gt;&lt;li&gt;In the Replace with box, type the&lt;span style="font-weight: bold;"&gt; #&lt;/span&gt; symbol (to change the formulas to text).&lt;/li&gt;&lt;li&gt;Click Replace All, and then click Close.&lt;/li&gt;&lt;li&gt;Copy and paste the cells to a new location.&lt;/li&gt;&lt;li&gt;Repeat steps 1 through 3, reversing the &lt;span style="font-weight: bold;"&gt;# &lt;/span&gt;and&lt;span style="font-weight: bold;"&gt; = &lt;/span&gt;signs (to change the text to formulas).&lt;/li&gt;&lt;/ol&gt;&lt;br /&gt;&lt;img 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" alt="" /&gt;&lt;br /&gt;&lt;/div&gt;</description><thr:total xmlns:thr="http://purl.org/syndication/thread/1.0">0</thr:total></item><item><title>Adding a Comment to a Formula</title><link>http://weareteacher.blogspot.com/2011/10/adding-comment-to-formula.html</link><category>Learning Excel</category><author>noreply@blogger.com (Sepeda ��)</author><pubDate>Sat, 1 Oct 2011 15:08:00 -0700</pubDate><guid isPermaLink="false">tag:blogger.com,1999:blog-3311661884189477798.post-4444890821430293520</guid><description>To add a Comment to a formula:&lt;br /&gt;1. At the end of the formula, add a &lt;span style="font-weight: bold;"&gt;+ (plus)&lt;/span&gt; sign.&lt;br /&gt;2. Type the letter N, and, in parentheses, type your Comment in quotation marks.&lt;br /&gt;&lt;br /&gt;&lt;span style="font-style: italic;"&gt;Example:&lt;/span&gt;&lt;br /&gt;&lt;span style="font-weight: bold; color: rgb(255, 0, 0);"&gt;=CurrentAssets / CurrentLiabilities+ N("The formula returns Current Ratio")&lt;br /&gt;&lt;br /&gt;&lt;/span&gt;&lt;img style="width: 672px; height: 233px;" 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" alt="" /&gt;</description><thr:total xmlns:thr="http://purl.org/syndication/thread/1.0">0</thr:total></item><item><title>Copying a Formula from a Cell While Keeping the Absolute Reference or Relative Reference in Excel</title><link>http://weareteacher.blogspot.com/2011/10/copying-formula-from-cell-while-keeping.html</link><category>Learning Excel</category><author>noreply@blogger.com (Sepeda ��)</author><pubDate>Sat, 1 Oct 2011 07:42:00 -0700</pubDate><guid isPermaLink="false">tag:blogger.com,1999:blog-3311661884189477798.post-5502770041377895380</guid><description>&lt;div style="text-align: justify;"&gt;Avoid the nightmare of pressing &lt;span style="font-weight: bold;"&gt;&amp;lt;F4&amp;gt;&lt;/span&gt; multiple times when coping and pasting formulas.&lt;br /&gt;To copy/paste a Formula without changing the Absolute or Relative references:&lt;br /&gt;&lt;br /&gt;Option 1: Select a cell under the cell containing a formula and press &lt;span style="font-weight: bold;"&gt;&amp;lt;Ctrl+ ’&amp;gt;.&lt;/span&gt;&lt;br /&gt;Option 2: Copy and paste the formula from the Formula Bar to a cell, instead of from a cell to another cell.&lt;br /&gt;Example, cell &lt;span style="font-weight: bold;"&gt;C12&lt;/span&gt; contains a formula:&lt;br /&gt;&lt;ol&gt;&lt;li&gt;Select the formula string in the Formula Bar and press &lt;span style="font-weight: bold;"&gt;&amp;lt;Ctrl+C&amp;gt;&lt;/span&gt; to copy it.&lt;/li&gt;&lt;li&gt;Leave the Formula Bar by clicking the Enter or Cancel icons to the left of the fx on the Formula Bar.&lt;/li&gt;&lt;li&gt;Select another cell and press &lt;span style="font-weight: bold;"&gt;&amp;lt;Ctrl+V&amp;gt;. &lt;/span&gt;&lt;/li&gt;&lt;/ol&gt;&lt;img 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" alt="" /&gt;&lt;/div&gt;</description><thr:total xmlns:thr="http://purl.org/syndication/thread/1.0">0</thr:total></item><item><title>Changing an Absolute Reference to a Relative Reference or Vice Versa in Excel</title><link>http://weareteacher.blogspot.com/2011/09/changing-absolute-reference-to-relative.html</link><category>Learning Excel</category><author>noreply@blogger.com (Sepeda ��)</author><pubDate>Fri, 30 Sep 2011 07:37:00 -0700</pubDate><guid isPermaLink="false">tag:blogger.com,1999:blog-3311661884189477798.post-8264720780611335303</guid><description>&lt;span style="font-weight: bold;"&gt;Relative Reference&lt;/span&gt;&lt;br /&gt;When a formula is copied, a Relative reference is used. A Relative reference is the distance, in rows and columns, between the reference and the cell containing the formula.&lt;br /&gt;&lt;span style="font-style: italic; font-weight: bold;"&gt;&lt;br /&gt;Example:&lt;/span&gt;&lt;br /&gt;In cell &lt;span style="font-weight: bold;"&gt;A1&lt;/span&gt;, type the number &lt;span style="font-weight: bold;"&gt;100,&lt;/span&gt; and in cell &lt;span style="font-weight: bold;"&gt;B1&lt;/span&gt;, type the formula &lt;span style="font-weight: bold;"&gt;=A1&lt;/span&gt;. Cell B1 is one column to the right of cell A1. When the formula is copied from cell B1 to cell B10, the distance between the reference and the cell containing the formula remains one column, and the formula in cell B10 is&lt;span style="font-weight: bold;"&gt; =A10&lt;/span&gt;.&lt;br /&gt;&lt;br /&gt;&lt;span style="font-weight: bold;"&gt;Absolute Reference&lt;/span&gt;&lt;br /&gt;Select cell B1 from the previous example. In the Formula Bar, select A1, and then press &lt;span style="font-weight: bold;"&gt;&amp;lt;F4&amp;gt;&lt;/span&gt;. The result is &lt;span style="font-weight: bold; color: rgb(204, 0, 0);"&gt;=$A$1&lt;/span&gt;.&lt;br /&gt;Copy the contents of cell B1 to cell B10. Notice that the formula does not change — the formula reference remains constant as &lt;span style="font-weight: bold; color: rgb(204, 0, 0);"&gt;=$A$1.&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;The&lt;span style="font-weight: bold;"&gt; &amp;lt;F4&amp;gt;&lt;/span&gt; Key&lt;br /&gt;The &amp;lt;F4&amp;gt; keyboard shortcut has four states:&lt;br /&gt;State 1: Absolute reference to the column and row, &lt;span style="font-weight: bold; color: rgb(204, 0, 0);"&gt;=$A$1&lt;/span&gt;&lt;br /&gt;State 2: Relative reference (column) and Absolute reference (row),&lt;br /&gt;&lt;span style="color: rgb(255, 0, 0); font-weight: bold;"&gt;=A$1&lt;/span&gt;&lt;br /&gt;State 3: Absolute reference (column) and Relative reference (row),&lt;br /&gt;&lt;span style="font-weight: bold; color: rgb(204, 0, 0);"&gt;=$A1&lt;/span&gt;&lt;br /&gt;State 4: Relative reference to the column and row, &lt;span style="color: rgb(204, 0, 0); font-weight: bold;"&gt;=A1&lt;/span&gt;</description><thr:total xmlns:thr="http://purl.org/syndication/thread/1.0">0</thr:total></item><item><title>Nesting Formulas</title><link>http://weareteacher.blogspot.com/2011/09/nesting-formulas.html</link><category>Learning Excel</category><author>noreply@blogger.com (Sepeda ��)</author><pubDate>Thu, 29 Sep 2011 07:34:00 -0700</pubDate><guid isPermaLink="false">tag:blogger.com,1999:blog-3311661884189477798.post-7711830122313191563</guid><description>&lt;div style="text-align: justify;"&gt;A formula can be copied and pasted into the appropriate place within another formula in the Formula Bar by using the &lt;span style="font-weight: bold;"&gt;&amp;lt;Ctrl+C&amp;gt;&lt;/span&gt; and &lt;span style="font-weight: bold;"&gt;&amp;lt;Ctrl+V&amp;gt;&lt;/span&gt; keyboard shortcuts.&lt;br /&gt;&amp;amp;#1048766; To combine Formulas into one long nested power Formula:&lt;br /&gt;&lt;br /&gt;1. Insert the following formula into a cell:&lt;br /&gt;&lt;span style="font-weight: bold; color: rgb(204, 0, 0);"&gt;=SUMIF(TB_DB_Level3,A12,G12)&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;2. Insert the following formula into an adjacent cell:&lt;br /&gt;&lt;span style="font-weight: bold; color: rgb(204, 0, 0);"&gt;=OFFSET(TB_DB_Level3,0,MonthSelectionNumber+2)&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;3. In the Formula Bar of the second formula, select the formula without&lt;br /&gt;the &lt;span style="font-weight: bold;"&gt;= &lt;/span&gt;sign, and then press&lt;span style="font-weight: bold;"&gt; &amp;lt;Ctrl+C&amp;gt;.&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;4. Click Cancel or Enter (the two buttons between the Name Box and&lt;br /&gt;the formula in the Formula Bar) to exit edit mode.&lt;br /&gt;&lt;br /&gt;5. Select the cell containing the first formula, and in the Formula Bar,&lt;br /&gt;select the reference &lt;span style="font-weight: bold;"&gt;G12&lt;/span&gt;, and then press &lt;span style="font-weight: bold;"&gt;&amp;lt;Ctrl+V&amp;gt;.&lt;br /&gt;&lt;br /&gt;&lt;/span&gt;&lt;img 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I4feeXvfOr9/81bv5EfDdkM//qfddsO/q2P9L7hze999Rvf3mRNRrYpVmIYjmX5wxOCEy3dip+71WxsXb9z3Kc5naAVSfUgD69bMUINitUsN1ta3UZoa3l1r9kWsgE+OmH6pGZYeacnn8f+ZoemWAUEobqkOu0ey0smrMK8ZEIyYK1xZX1z/7RN7V19OUHpCG2BxOlc0eKjE+Y89mtmdPuwq5nR0Skpa/7tw+5LXvaVrS6nmRHDG0ur280Ou7lz86RF85K9tLqNUH13//FmhwbAxNlYkK21xpUuwZtOjFC9S/AMr4mKregew2vnsV9SPVFxTSclGVVSveXaDkTwtfXd7Ss3IbEB4XUQDyEAXa3v8JKpGj5abqDlBkL1YoQVPVha3Y7SCqGGFw7P4mPUuCj7HX8ASQ7diklGpTldNUKSUVfWtjd3riNUTweTj37iuaXVTUG29q498fQzB7X13ZsveQVCdVlz1xpXQOHTNqVbYW19d5GbMZ14aXVz79oTy7UtQbYU3aNYRbdCRfc40TiPwUenZBCPTlq0aoSGnYBPwwomyciCbK2sbW/t3kConuRVEA8Pjjob29egRVlzuwRfW99lBb1Picu1Hcip9Eip3eOjtDo8IYJ4dF67tpcyvKaZAc2py7Ut04lZQXf8LMmrrd0bXYIXFRsaQqhueykrmDDgkCnpUzJa2lha3a6t72lmFGcT1QgtN+MlG27cnMd+RQ+8cEgyam19j+GNkxYta/7G9g3XCXtdShK1/b0bhu6srqwXgzFCqwit7u/dQGg1iQeuE+qavYRqCK3W17YQqsmSMcjHCNWuXX385o2XQsJ/vb7Nc4pjhzvbV4+P2iwjbW/tfx45//ralqbaUKem2vW1LXjHD6EaQrXa6oZjh61mv7G+k6UlQrWd7as721cRqiVxYZm+bQVxNLhk/yX7L9n/aNnPdZPekSNreYdQSNbgZQ/P8HAwPDzs8Br/He9+q4sNDfMq5nxs/cx//Bff/t6v+Ka3v+SH/tXb/85rX/mbH/vL3/zz5z542+gH+Nc/3P76N75nwX6SEYH9vGS3e/zBUc+PSrSyhZY26htXEWpA+IJQ46RFI9SQNR+Wb46zTHuA0BbF6JqRsrzz3AsdSQnPY7/pxLcP2xSrhEmJUP3azSdh2e30OZKREaqLotHpc7xkLte2SEZGaCsvMEJbhpHcudNPMnzroP+A7/rlJduPSnBNWMFkeANU7RLiWmOf4Y1Wl9vYviEq7lpjv0dKuu6dtqmdvcdoTkWoDnEwWtnQrfC4SXzZl331cZPgRIMTDYpVCFo6j/2C7JCMqlsxQSuy5i+tbkuqR3M6QnWaUwVBNwwfgleE6o4Tp4MJJxp9SkSorure8Wk/iorV+k6PlK7eeAqhhiTZrGCur+91+sJ4jC/K/qNTcmfnJjAMRJCdrd3HVMNvdRmMMVpuhElZW99FKxtHp31W0Gvru3eOu6YZIFRnBT0Icsjtg2d2+/YpxhgAubS62eoyhyc9y03ghoiie6ygG3Z0HoOzYs7wBkwNL9m7u4/Jmi8qbpSOIAQfTXCzSSBUFxV7d/9xSXUEQZ/NMLhEa40rSV7V1ncZ3jCdVBDMJJ964ZATrXaPV41z8w2soIdJSTKyG+QI1TUzgHs3MN35cAajoaoOtNUjJYQacTyK45EgOz1SyvIp1A++VI+Umh02SqspxqLinsd+itVsL4cCy7WdfIjh9JXlehiktdVG87QbBilCq4buILRqWZ5puIpirCzXZUlfr29FYRaGKSTbHTtcXqr7ftJuEbJkrNe3PTeG46bhra40dM3JsxFCtYuy37HDleV1wDzIyvK6Y4e11Q2MsWl6thXsXbmB5xihmqG7KyvrmmpzrDwazRCqWaYvibpl+pfsv2T/JfsfLfsFxu42BU4zTvpki6Y6BOkZEd3ls6R4/tYL/8tP/bBScj7WQ2zac7XAgZ4zJQ4SnL32H71NTKsTddi28aeIwa98qPnfvv4fv+pN7znhQlIKu4xC0TzLSRDiU6zGCiaEPl1C7JGSogef+NQBQg3ditHyJidaV288hZY3IRy/duPLZTU6PKbhq1hZ/tx3/z756ReCeHDaJnTLR6jGCqqiO5yokYzIS/oTT375c7eObC9mBXVptdEjubX16ydNbmvnCcPKWd45bfGqnlDMud/Fe3RKwq13oP5JiyYZde/ay0hGXa7tiIo7HGPoxf71JxFqoOX6an0LoZpquDdf8pSs2QjVvDBDqCYq5nJtg6AF3fL7FC+plmqc+47feexfrm1QrJTkI1Exl1YbrKDuX38JQrUXDk5Uw/XCbLm2gVBtubbx8i//KoRqcTZBqOEGBSdaJy366o2nBNl59oXTzyfuX96EzDPFalFawYMIjp+wgnrrzilCNcMOEKqZTqga7qCcouW6YQdBPFhZ26Q5mZd0hGonrb5meldvPIFQDa2s19a37xy3l2sbcVZ6YdYjOYZXNNMznVCQDYIWHvDs3tEpCRDlJRscR8vNKFba2r3GiVqrSw3H88bWXrtHr6xtypotqRbJiKAVQrU7x+21xg44MbLmM7xBc7pmRpBIOJ/9apgUJCO6QYpQTTM9ww5YQbW9GKGapFr5cIJQDS3XEaotrTaKEV6tX+n0hSnGtw+71Qwj1EBLGwg1XvrUV9GcPihxNcMMbzx3q2k66Xnsz4cYdkhG3d1/AlxPUXEb69s8J1+/9jjRZyzTW11Zt0xvZ3tfVUyK5AI/2dzYnU7wynJdVUxNtYDNimzu792EN+48N66tbiiyiVBNU+2V5fU4Giwv1Q3d/TzifnjywDQ8VbFUxQJXQxQ0iOwb6zsI1VZXGiwjPXbzZbrmrNU2HTsc5GNDd9fr26bhpcnwkv2X7L9k/yNnP0salpb2OKHL8oyqfOc//K7veP13Wop3etymWeZ/fNd3fPN3veot73rdq978td/w1q/9+m9+5f/0nje+6lu/5u98/X/xxNe+0hxjaYB/5jc/4mP8/j86/rpv/6EF+zu0DOy3vfzgqKfoAUEry8ubppO2e7youDSnU6z2+ONf9vQzh2vre11CRKhB0orrFicnNPwMjx9WshrRrEVQ537nTzGadfqMojsf/cQz+/s3D086nKhxohYmxcFRq7G11+pSjp8IsoFW1mXN3th6/PiUvbL/VLsriXLAcHaf1MC9OC/nrxphlxA1M6I5vdXlgngEKeLG1nVWMJ95/vDmzZeTjIpWtihKZjjZsANJ0g9POgjVeiS3s3OVoIW1tc12j97dv9nqUllR3T5s6pZ/0upfNOcPiP34088puoNW1kXFfPaFw8kEb2zvI1Rr9+it3WvdLuX4yQsHJyTJtXv8xsZVuJlNsdrK2m6cTRbvCPzNZXFrBtwIcOa2t2+0e7Qf5aYT1mobnKghVKNYKYgHJCMiVHP8hOEV0NmP8pWVdWAkK6izGe6R3Mb2fhAPEKoF8eDjTz9XVrjdowXZYAXVj3Je0s9jMHQhiEesYHYJcXV123RSmtOhfs30GF4BfTTTA96TjKjoTq2+BbpNMe70GZ43VtZ2V9Z2VSPMirmkeiSjgp93Ts4/Bu+E5uRabcN0QlZQHT/RTG9lZZ1ipdr6tqpajhd7XoyW6yctsra+Z7kZJ4pJPkVoOc+nhhlFUbm0uq0aYbPDqIbFiVYxwg9+zv+Fg/YU42aHrW9cjdJq//qThp0gtKprNkKr1XgOEb/nRstLa4buGLrje/ESqvW6JEKraVJYpgf3420rgL80JURhjlDNc+OdnauyZCBU0zUHMvCfR9xvmf7Gxq7vJUlcJHHhe8nGxq5l+gjVwjCLo4GimHiOW83+8lI9jgZrtU2S4Ab52LaCleV1hhbL4fTyfv8l+y/Z/8jZT/V8W59SgkdwDq/G3/v29/3Ad/84HmNHGcl0cKfdU0P/L+8883O/9ctDPPeygawHfjyJS2zE+P2/9zRh41/+o/anidkv/UH3777uR1/1hv/1lJ2QwqhDun3SoFnzpEUfnZJ+VN457tc3rp606DAZNzusZkafevYIoq6rN54KkzHkMG8d9CEnL0g+J7hwv5+kjfPY3+kzzQ5JczInaldvPNEl2B7J9Sn+tE2wgopQTbf8Z184hCjZsAOEtljeQcu7d44oLxhTjHl4TIvyud/3J8jO4QnB8EafkiHqhefmIFeh6AHDG2hlS1Tc+sZVRQ9YQRUVE6Fako8MO1hZ2+QlnWRESEtE6fC5W0cQ9OuWr5nn/pbPvc/6MbyxWr/S6nIko27uXGV4JYgHPZJbgPa0TTC8glbWh+P5WmOnS7C65fOS3tjas9wMrWxBpN7pC2hpQ9EDVjAvyn6K1fauvUyQneMmxUu2GxQMb6ys7ZpO2CM50wmXaxthUtTWtwlaoFjJ9uL1zSuOn0C4T3OypFpoac0N0o3t/eNmr0/xiu7UN3afv328vnml3aPTwbjTZ0wn5CWdl/QuwQryuQxO8mmnL8DrjpLq7V9/kqAVPyoF2Whs7bGCqls+J2rrm1c6febqjSdExTxtE1OMwSS2r1wXFVOQDS8c6la8s/cSzYxOWjRBK+lg9oCcP8MruuVPMW52yN39mzQna6YHfeyRnOVGaGmtrLCkWs/dOrrx+JOy5m9feVy34jvHfUn1tq88HmeTkxZtudnK2u5wjNPBrN3jRxN83KRkzX9Azr8Y4WeeP7G9HPwww05YwWQY7qmnXqEomu+HvR6xu7snSUqjsZllA9O0u90+QssYY4SWLcuxLMc0vJXl9WqMEaplaSkKWjmcgh/QaZN7V27AO35A6yQuLsp+Q3chmS+JuiTqi4+rKw0I7iETUAyq2uoG/Hc6wfDTPlube3E0gBcBLtl/yf5L9j9a9nNUTHRc2cxPuvJxRyIoE4/xrJy178hUS+c0k1Akypb/8GMf7vHcb//+H374zz/1H37vTz7wwT/Xo/nv/PGdf/+fnv2tP6MPBPyLv9+5l/1twgH261Z80qI7fQFedmIFs9XlKFY7PCGitNrauk4yKkKN4yaVptXS6vby6h5CDU2LIA8PbH5Azp8VVIjwNNODXPeVq49BPpnhldPTLgTEq/WtlbVNipUQ2vKCcacn1+rXENoiaYMTXJI2zn3F/+47YJLqtbocvGrV6nLw4tZJizadFC1tmE763K3mav0K3OPUNFu3/E6fWWvscKImKqakWisr6zQnL+5Q3NX8Yu/41da32z2602d0y6/Xt3hJr2/sIlRbWdvUTE+QjcOTzuMvfQVCNbS0JqmWpHqNreucaMHbayynr6ztfh7P+il6AGdJqueFw9M244XDHimtrG1C6yQjCrKBltYMO7C9mBM1tFznJd2wg62tPXCJllfWGV5p92i4TwFTAzdoEKrtXXu81aVsL4aqeEm33HPv9/cpOR9iitUgh1TfuCprfo+UeElXdAe6X1vf7pGcpFoELaCV9Z29Gwghxwl1y19r7JCMuL55BdLvJKMadgLOXI+UHvjev03QAieKYG9Lq42l1QZarsuyoVt+Ohj3CRZuu+zu30SoRnN6Opgh1Ni+8jgYEjzsAhOqmT7JqILsiIpRzTDJqOexX5CdMCllzY+zSZ+SNzev8ZJtOmmeFwgtm6ZtmnYUJQgte16A0DLDcLbtTqfzq1evK4ri+2GtVq/V6ivL67XVDU2183wE6ffa6oZl+UlcAJXTZAgv+C0v13XNuSj7NdVuNHZEQYNn/URBazR2NNX2vWR1pbGyvL5W21RVS5HN3Z1rsmSsrjZWV+qgiW0FvpcYumtbwSX7L9l/yf5Hy/4+a/dZu8+afdbsc8ZCeqxOcM5JV5b0ISOmv/uBT4lqxQjjjo7bGm6q+ETGd0R8m8e3OHxA41/+veNvfsuPvvpbv48Rc5bx+h3eVz2mRbO02e/Kpp6KvMsxVq8jGVoiCZ6hJQe3eqoc0qR+esyQfdWxBlDmQsLSpiR4qhwSPcUyMpY2Bc5R5VBX41vPdxQpgPopQnPtQhI8gXMuJH1SU7S421dOmhzLO4aVH2pJxDoAACAASURBVJ0wtjukWYukDfgqArh9IMoBL3p/7ZcFffZv+ArufYVmLUHyZTXqEaph5TRrcYIrq9FFf8NXFr3PEf/+IoSyEJ73X0nwXLsg+6qpp5LgUYQ2GmJFCmwrokjRtiJZsmTJGo9wv8cJvK7I9v1FCi4kmhLdV3jW7nflcYkVKVDl0HOGHGP5bsmz9mSMJcHT1dg2c5Y2o6BS5fC8ei4qqhzKom+buci7jjWQBM8yMlNPLSPz3bLd5D1nmMYzgXOioBJ5V1fjB4ihJYaWmHoKNUBV9xVZ9BnKKAusKZHAOaE/5lk7iaZJXPKcFoWFKBi65o1HmGNVTXXP+26f8+o/T5+Liq55vS47LGaWGfKclsSlLFmukzh2fF9ZWd4I/BxsQ1PdaowtM9Q177zyD0tcJ3ko4nvZ3yoBrTw39dwUjgR+/nnIokL4GAYDkCgsLiT3ng5H4mgYR8OL1nOeQG1fuKTJ6ItCsnT8sORc9h+2WZJ3j9oiwQYkF33gPz131LT+5COd3/jQ0W986PjXPnj8K390/P7/9+SX/vDkF//g5P0fOP2/f/Gjr3nD+77p297VZyKGdpvHpEorbJsheoqpp61TjmOs1eUrV3ZeitDWxvqNZbTziqe+pt3kXbtQ5TD0x7df6FKEdlH2M5ShyiHHWI41QGirXruK0Fajfn0Jbb/8yf+qdcpB/VFQHdzqMZRxUfYTlH7roB/GU1VPXH/UbAtPvvxrENpeqe0jtAXJA8PKKcaUlJDh7IfFfoLS4VsN4K2HRXMvIvttM1flUOCckyPa1NNnP31ndfkKQvWXPvHlCNWX0Pr+3uMMLfGcpqnuo2Z/6I81JWIoaXvzcXg+9MmX/pcIbS2jnVvPH/pu2TxhRd419TTwRg+o56JiaIllZJoSpfEMoa211f2Vpd3ayt4y2llC2+tr12BwZNFvnrCjIX5Y7E/jmW3mFCHBFbSEtp962SsR2kKo/tSTX7m81ECovnflMYaWXCcZ5JMXkf1f8eWvBGXW67ubG2dftHUegx+7+RRDy4Gfp8lIkW1FNmXJisLikv2X7L9k/6NlP8nYJGOTrEmyJskaJGuQrEaymqC4ipHQvK2Zw08923/TW9797W9452u/7Z3f8pYf+Ja3vPfvvfkHv+lNP/SaN/2TV7/hfa9+w/te9fp/+vff8VP/9au++3Vvek+fDDQ1ZUld5TRdMFQ5aJ4wiuT3OqIkuJ0Wr6tRu8nZZtY8YQwt5hiz1xEFzpZFj6F0jjEvJBShws6t59txWLG0wdKGyDuWkZ4e07oaQf0i7yiSzzGmwNkXEk5wFS0W5aBHqCzvKFp8eEyregIhPie4cTp/7oUOPJHwoHsHF2Q/yzsA9TtHVDbAAHJFix8G+x/oAZxTnqUNWfR41kqiiaknLG1kyUyVgzicQOQNqReIfVU5PB/n/oVEU8L7iix6nRafxlORdzynMPVE5B3Hyk09GQ2xwNmGFqfxVJF8Q4tZ2jivns9PTD3ptoWywLoaWUYKkqdzgbOzZBZ4pa5GnlOIvKOr0QPE0GJDi009MfUEKoH9zxVNCcm+EoeVIvmWkTpWLglu4JVhkMHX+NhWoKl2mgxpSoAv5b2/nFP/efpcVBTZpCkhz0aaave6tOfGgZ8Wg+q8HH7ztDepsG0Fuua4TgRfVfR5fNfvRQVy41+4LHLjf0vkMud/mfP/G8q57D9qUqcd4ajJCnLy9DO9t7z1B7/5W7/7O976T1/z+ne85vXf/6rXf/+rXv+eb3z9e7/x2/8JyNe/9j3f8C3v/Aff8+PPPMfQlCUwli4YgRkylO67wzisVDkAD4AiVNceSILLUHqnxbO0QRFqryMaWtxp8Rdlv6knrj0I/ZGuRqoc0KTGs5YseiLv0KTWbnIsbdCk1u9Kpp6Ak3EhabYFVU86PRm43u5KDGdLSggvH3KCqxmpZqSuP7LdoWkPHhb7NSO1nMILxqqeSIoPrYty8GKxH0b41vNtmtSiYCxwNtlXeh1RFv1OS7DNXFMiU08ZymAoI/THj5r9UTBmKJ2lDdvMTD3x3SHZV8CV5FlNElzfHdKkdnxIOlYeeOXDor5tZp5TJNHEtQeWEUmCa2ixbWY0qdlm5rtDcDt6HTHwyofI/iSaCJxNk5rnFKocxGFF9hXHyh07JAkuiQtdcwI/ZRlJlow8G71Y7IdvAo6jAUOLuuYM8jF8u/B5DC6HU9vywyADHsPppuFdsv+S/Zfs/8/Jfo1kNZJTSE7hZNPyCkawRSUO4jnNhSyftDomlO+zLsGGfTbusznBDQhu0CWTHpXeOVU0vWAZi6XUTpMiupzAma1T+uMffT7wik9+/FboD1laOz7s9zr8wa124BWSYBM90TaTTou1zYRj9AsJ2ZduPd/89NN3inz+Fx/5tO8OTD0iemKnxd5+obWo37HSbptzrFTgzAuJZqSnLd6w8m5fEeUgjKeHxzRB6d2+YtqDMJ7+5cduD4b4U8+c3r5DPMScPye4RyfMC7d71RR/4umjJMNeMP6s078w9p8nzn1FlT2RtwKviIKy2+ZYWsvTqchbPOM75qjbUn1ncnokjApM9kye8RUxub9I7oVEU/z7isCZNKlUI9xuMnE4IvtS6A9V2TP1qBphnjVap3ToD7Nkoin+A+q5qJh6RPal5gmFZ/i5Z46HAxwFpSTYRT5PovHpMZlEY4qQHStlac1zcl0NHiCGFhpaaOqRqUeWEVtGDPufK5Jg86wxGuJ+Vwi8gqW10B8aWgiw5Fg5DDKiz1ZjLAoavFh/DvvvX/95+lxUfC/p9xjfS4bFhOcUWTLiaPCA5/YV2Ww1+1lahkGma44k6lGYe258yf5L9l+y/8VhP8kpNG+dtLnTtkQydo90WD6hmLBPmX3K7NJ2j/a7dNilUxCCyUV12meCPmE1TzmBNYgux9EKoFdXg16HBypris/SmqGFiuSytAaiKT7Zl1hauyj7Bc40tNAy4tNjMgpKoidShCwJtq4GsugwlAp1aopPETKUv5CwvEPShqLF8FoB3NfXzYwXPXjWL07nJ03KtAemPZDV6CGyXzNSw8qPT9tBNOkRKjwB8GKxX5HcbptjKNV3B+BR0aQii07gTlUp7bZU1xpztMczGkM6cYAfNfvjcMSzhq46ph7l6ZQiZEVyLSPW1UDkNU3xA6/w3YHIW/Cvh8V+RXKh5k6rMxxgMELLiBlKtc3EsVLLiCXBBjALnPmw2J9EY1l0NMX1nDyNK541FMl17cx1IkU2eU7J0tL3EvjlngfG/Y+c/WkyDPwUfk8oTYbVGKfJ8DwGz2dY1xzbChTZNA0viYs0GaqKdcn+S/Zfsv/Rsv/uj+oaFGPc/WJ8CaTTZ2hOhR/juXVAnrZEQQolVpZYWWAVgTV41uBZm2U8lvG6HY1lPIH3OdZlWd00Y5ZRZMnqdVnbivo97uB207FjgdfvHLREwbhz0Iqj4clxzzJDSTQP77RVxWFomWPVC4mqOCQhtFtUr8vCo8KiYHQ7zMHtZhQWx0ddqP/osKOpLssoAq9fTCRfN7PDY5oXPc1I7xxRfljdOujDs/2GlSta3OnJpy2+T2qqnjws9sOz/YB8zUjBseiT2sXZf14m35FFBx7O/5uIJJrDYqYqzsHtpixZimy3mmQYDA4P+hShRsGYpQ3LSI/uEHAn/tw0/nnPAJ4jmureVyTRdOz49KRv6D5FilFY8JzWadO+l4HJqYpz56BlmeGkwrJknVfPRUXXPFEwSEJgaDkKiyQuHTvWNc+2IpIQisGUY9UoLECxNBnBb+yeJxf57V3T97KT457rJESfz9Ixz2m9LtvrUjwn51lJEqzvxc3TbhRmqmKahnuO3L/+8/S5qHTaRJYOLdOzLb8cTkiCPTpsRmHm2MF9hWMlQ3c01QL14NcHPDc6r/zDEtcJH4r4Xvy3SkArz408N4IjgZ98HrKoED6GQQoShdmF5N7T4Ugc5XGUX7Se8wRq+8IlTYovCnnAO3sXlXPZTzIixUq8ZPKi2+lJvBjIakJQpkCLAi2ylMhSKk0qNKmThEUSliTGLOPxnMexLsNosuz2uqwoGDQlcawqiaYi2yQh0JTEcxp8NI2A5zSOVVlGMXS/22FUxbko+2lKgqp0zSMJod/jWEZRFUeWLF3zoHKWUUwj6HVZTXUvyn7dzLp9RTczGCiatTQjldVIM1Je9CjGhKwAPIXXJ7WHxX6KMWU1Mu2BbmYEpfcIleFsVU9eLPZbZthqkgwt65pnmaGh+xyr6poHj9cdH5JxWMmip6uRwNmWkT5q9jt2LIkmvA82yCedNh34eRwNRcEQBSPwc89NTSMQeL3fo10neVjsF3gdHn6G1xo5VuU5zXNTeK0OyjC0DGyGIXoo7HfsWFUc2MnSMdHnfS9L4jKJB74XkwQ7yEeeG9mWD1/n92KxH/DDsZIkapbpxVE+LCpZ0s9jsKE7o3IqS7qhO6bhxlEuCqppuJfsv2T/JfsfLfsZ2mQZazbDsxmezfF0huf4r8r8rwg+KzrDM4xnGE/v/p3e3Z/dLYzxHONBPppUGM9xOZzADp7j8WhWDiflcDIqp1k6xHMchRmUwXM8LCo8x/MZhjJwyqQ6K4Pn2NAd2BmV089R9wuS2RTPZ2fCsRLLiCdNTpSD41O2T2rA49MWLylhuyvxotcjVFmNmm2BYkyC0sEbeFGk3ZUEyW91REWLZTWCZxJp1uIYS+TddpMXeffwoE/2lTSueh1eU91RicejeTmcLgZzPJpNJ3hS4ekEz6Z4Nj2bOBjnNCnwHHtuBOV9L8ZzHMcpxriqphjj6XQeRclkMsMYz2YYY1yWY/gYRcl0Op/NMNhAlg7BBhbtjsppNZ5X4/l4NMNzPJ3ganxmQ5Ko4TmuxvOFYcymZ/XMprgYjOczvFAPz3GeldV4DgWiMAPlwyBdzPJ0cmY5cZTD8Wo8hyNJPAD1oC3PjaDyhfXmWQnWOJ1gqAFGCbSdz/Ckwkk8gNEDGY9mUAloO8hHoEY5nMxneDyaQaOgNlwdiyslz0oYkMBPoEVQDLSdVBiGHYYaY5xlA9iBv5PJrChKjDHGOM+Lqpou5hQagkErBuNJhYvBGAYHGlqMP3ycTjD0IkuHUMl9jw+HI2huMBhijNM0h49gBpPJDAxjPJ54XgD/AhMChfO8gHPnc7w4CNtoVC16CvY2HI5ms7OaP6u2RbHZDI9G1XA4Go0qOL5QCZpYDCAch5rvLbnQ2ffDRUcWnVoML1RSFOVshqfTOXR/NsNlOYamFzUPh6PxeLIov6hwoeF4PJlMZtAuFEuSDCZ3MpnN53g4HA2Ho/kcTyYzGLEsGyxOhK6Nx5PFEegp6D8cju7tLwwUaDuf48FgCPuTyQz0CcMY37PBWVD5dDq3LOfednlehLGKogRmczqdTyYzqHM4HC0mdDqdD4ejyWQGykyn88XOor/T6Rx2ztBzVxnQAZoATeAUUHhxRNdN2IEhStN8MeMLNcCoiqJcDD7AbTyegCWDAqZpLwqAOUEri3pgB86CE+M4HY8ni0kHzR3Hg5kCc4VZBmsHQ0qSbD7HVTWFyQXzhsqDIMIPdXvk7L9LawNWBzzHg3wA685iDbJMC89xEifzGR7kg0mF57P5IC9g9XFsZzadwSmaqp0teXOcpdnDBf992d/qiASlc4ILHsDiI0kb7a7UbAuL6B8eBnyx2E9QOsPZ3b4CGhKU3mwLNGu1Tjl49r7TEgYZ7nVEoicSPfHgdhO6nKVl4AfF4Gy0q/EMdibVLEsHw2IItJtNZ7MpjsIIZnM8GuM5zrMcY+z7/ng8GQ6HC6tK0xRj7LrubIbnc2wYBsZ4MBhW1XRhANBKEif3jj9YRafdgY/z2bwclniOh8WwHE4AOeNRNalm1XheDsvx6MwvIQkSz3E1rsAqhkWlyEYcxXgO3udkNsXVuBoWQzzHeTZcgA3Psed6wLBiUOA51jX97shAVSXUs+h+mqQLTwJUms/O+pIm2V1ezkdlNR6d0X1STYfFsBic0d00TDBpx3YBnGEQQt8n1QSU0VRtOplCE6CJrll5ls9nOPADuC7wHGdZBovgvUxyHKcsx1mWwYLied50Oj1bhs66NkyTsy4UgwLGsBrP4UqsxjPwY0blCM/xIC9Bq1E5vveiu/9xjG3bBmNQVRVjPBwOofWyLMtyHMfpwlR0XZ/P58PhaDwez2Z4PB7neQGkNU0LY5xlgyiKoAt3nYYxdMp1XagEVmeMcVVVkiRhjMMwHAzOMLnARpJkk8lkOp3e9Yomg0GBMZ5OpzCAGOP5fF5V06qqqqoSBAFjLEkSOBOj0Qj6EoZxnudVVRVFURTldDqvqgoMPk1TWPEXEwFL/GhUzedzjHGWZaZpYowB6lDnZDKDARmNqrIswzDEd1kOJcfj8cKTK8vxcHjmbYxG4wVNB4PhZHLG4yiKynIE44AxDoJoPscwqnl+xvvpdAoEzbJsdtdwJpPpvQjEGCdJgjEuimI0GmXZ2Tj3+32M8Ww2m88BBbMkyabTuW3boAC0Avpg/Bl38O7H4WAwwBgbhgWkj+P4rgITaO7uxzP/YzKZep6P7/pP93IXlhdQBmwALHDRHFwgZVlCPZPJBIYF7CrPC7CfqppOp2cOJfRroY/jOFBVEATD4RDcncV/bduG5hb9xRgzDANdm0xmk8nZ2gjdnM8xy7J37Q0vOqIo2mLYJ5NZVU3wXd4vHDvP8/DD2xDDGCxrPoj9f9UJwPieQ7O/Cv677D9buDGeY6yqOrQEzhd4NLCxLI8xLooS5rKqpguLhw0cVdgc56zbMPSu6+O7TuJD3Gazz3g5HCewLK8ZabevyGokqxEwVTPSTk+Gn/+RlPD4lO32FXjdv9tXXiz2d/vK8SkLLxlCrkKQ/HZXEjiHpU08w8890+QYs9sWTk/6thWRBAeZlTwrYfDhkqiqKQx1UZRwpWXZYLGcpWm+GHNYMQdFEsUexhNeoDGeRLEXhA7Gkzjx57jCeAIym49H4wHGk7IcwywXRbmIjcBfvne6y3IMCiyik3v/he/x+u+NJEDP4+PTRcnxeLKIBqBkHKdwgS2CM4yxrpuLIANiEViweF6EAotocvEvSHJAK4uD0B3TtO+1zEUUO5thUZRhGO819aIowZ5VVV9oC9cLXD6z2Vl/5/OzhWARZ4AmsEYURbkoEIYxTN9iqaqqaVmOF5yD+kejChYdiEugDByHAovyMDujUQXXyHnHbdtdqBcEEUTeC7qAac1mn7m073onAUwWxpimWVAGhhR6ATXIsjoaVdBBmCxQclFgOp3HcbqITV3Xh2kFG4OGqmq62IdzoXyeF3lejEbVIhilKGYRxUJ/TdPGd5fsRYQNG0FQix7dG2dD4IvvWazunQLoxWINhJgP/ruI8yD+i6IEOp5lgywbOI63SLnleQHpjYVF5Xlxry+YpjnMCPR0kauAyBv0hNpgzIui1DQD9AHzgPEcjSo4Pp3OIapejD/YwL3DKwhSWY4h2k7T3LKcRQLg3kGADeZi8d9FtYthWcw4mNPCqhcbGF4cp1AYRgPGAfaHw9ECMeAXLjI6iyTloukwjMGkF1OzWIgWV3qSZIuDaZqDevfOguv6C88MppXjBHzXEkBPmGUYZDh3YV0wGkBJSPngh7o9cvbD5vs+xthxnNkMl+UIIbS8vPzSlz45n5+t14PBWa4SIQQ+ZhAEGON6vY4Q2tzcXFmpua47mUyGw9FkMgHTWRjxw9o+l/0MZzfbQo9Qj0/ZBd1PmlynJ7c6Inz3DkHp8Mw/JP9fFIEHD/ukdtLk4BmFw2OapI2tjcc21m8ghBjKcO3B8882iT7f7TA8p4TBWfZe0zS4JFzXBQsGf7+qpuCiluXY8zyE0O7uHkLLCKGrV68mSVaW5bgqruxtGYaC8WQ4zID0CKHP2vEDG+OJZWmwxCCEzuwPIYwxfCn91tYOQmhtbQ0htLa2Pp+fXQxFUaysrKyvryOEGo0GQsvb29vXr99ECMVxur29ixCq1WoILd+8+ThUOBgMkuRsrYTrEyw8CIKNja0rV/YRQisrtY2NLYzxZHKWsYSqEFpGaLnR2ISqRqMROP7T6RQCtTTNOY7DGCO0DAEfbBCvLNYvjLFpmhCIJEmaZdnnpIuLNE2rqgIzhuam0/mTTz6J0PLOzpVGo4ExDsNwEYjguytgWY5t297e3gWVptM5aBJF8aKqBV8RQvV6HaHl/f1r0+l8EVe5rgvawuUJw766uraYHeg4Quixxx5DaHl9fR2h5dXVtTCMzjsOeq6s1BBCL33pkzCYZTkej8d5nl+5sg+abGxsXbt2DWZhMBggtLy+vgGmtbu7d/Xq9eXlZYzPotVarba/fw0hdOPGY2tr6+vrGwih9fWNJEkQWt7Y2FhdXa3V6lAbrCdgwHfn5SyvznHc1tbOU0+9Ym1tHTqLMbass+gToeXd3b2Xvewp0BkhBOu17/uwLMDGcVxZjkaj0dLSiu/7LMvdawCTyeQuXSYLH3c+P4tEkySBoS6KYhGCQxAMP7kUhhFCyy9/+cvBnqfTKeTMFptt27Va/dq1G4899pKNjS1Ifiz82jRNx+Px0tIS9Mg0zdFoBAHuZDKDaS3LMkkyiETn8zP2zGYzSD9Mp3NdP4vW0jSdzebzOVYUJY7jJ554WVVNwVYB/GDbCCGE0NLS0sbGVq1Wxxibpr2wMYxxv0/Aznx+1s3ZbFYU5Ww2Gw6HRVHcvXAGizrhmoVoxPO8qpos2gL0pmkOGZQoiqbTKZyb5/l8jrMsv5sCmc7nuF5vQOsLP35h3hhjx/Eg3IegfDqdFsVZ6mU6ned5AQMLR/I8HwwGm5vb0+kUBnDhqN29CTXEGGdZluf5eDyGWwNFUUyn80WIUhTFcDgaDAaj0RhjDHa7sbFVq9VgLlZXa9Ppmf+0ubmJ76ZR8T25roeyIZY2OMZcJLpnn7nbNbtHPsN7iOOm+C7YPwv/9wAfdsHEYW7OmkQIYzyfz13X3d7ehoMwagihjY0NuE7iON7d3QXDBeNACME8QQKnKM7Sgw9xm81m87sbx3EsyzbbgqSEFGMeHtO6mQHgJSVU9QR+/FfVE8PKT5pcqyPCjw+9KNIj1D6pHRySpy2eZi0/rDo9ubH5GEJbLzzX/thf3kJoq9PiRd5hGcV1EkU2hkW1AFVZluNxWZbFYrRhbMfjMRzZ3d2FeYQj+DOX0Gx1dbmqRhjPRqMh7CCE4jgMQ//atX2E0GCQwfIynVaLWU6SJE3TBV/ByuEKB8pCmjTPc4RQWZbzu6vv/v6+aZpJkkyn0/F4XKvVFiYBC8H29vbiatE0Dd81wvF4PJ1OG42G67rQkGVZYFRJksxmM4QQHA+CYDKZZFm2srIClul5XlVV4/F4kXbL83xrayuO44WqRVFA4cFgUFUVrPKgGMYYUqZVVSmKAqselAR4V1UFHUEIgde76Du+m06M4xjWINd1Z7NZo9EYj8ebm5uLdbYoCs/ztra2rly5ApUkSVKv12ezmeM40+nU87zNzU1QCaqCC7MoCoTQZDKBs6qqQgiB/jBin1X4AcfxPRc4zEJZlnCZV1W1uroKp5Rl6XneYtZgfNI0XVpams1mZVmORqPZbJYkyV3vMB8OhzBHMAXT6bSqqle84hWLmV20vjDayWRSluVsNoPBHw6HN2/epGl6NpstWAJneZ53/fp1uFmwmKzFf6F8HMfQx/l8Xpbl3t4e6E8QBBwEAwBjWJjrwhRFUVzUDKMBHR+NRrZtb2xsZFkGNiCKIpwFCkCx+XyeZRkc8TwPakMILdZAGJY4jq9fvw7FYBwGg8F0Or1x48ZiJBdqzGazxeUchiHoXJblgm2LEQiC4Nq1a+BbwPoMxe7laJ7nnuctLS0tPo5GIyiGMVYUZTwe7+zs4L+6gW3LsgynQIZ8NBqBnlVVLS0tpWm6uHwWf6Gz4/F4NBotriZ894qDy8q27c3NzYWS4EiBhmVZwhi6rgunLDz1yWQCWs3n8+l0CmvIYltckvcm+RdHqqqC2uI4hqkBB3pxccF/YR+qStMUSsJsjkajpaUluPHkOM76+jo4cIteP6ztkbMfYzwej+FqWdhKURRVVcHa/Vkh4N2QxYdxxxiDIeZ5fuPGDcuyMMbw96GPBb4f+1nesZyi21fgYTpOcG/fIXqECg/T3Trod3oygF9Swhfxfj/8mgAnuF4wvnNE3TroU4zZ2Hzs93//T4meokgBQSgi7wic3e0wnTbdavbwHFfVWSw7GAwmkzHGs9FoBA51URRlWcLSMJ/Pa7XavTGuYRg7Ozvj8XgyGSOEJpNxnqdgDeNxubq6CvsIIdh3XRuOzOdzhNDe3h7ENLu7u2EYTiaTlZUVWLxs24YduJ5ns9mVK1fKsoS1gGEYiAjBfiaTyebm5oKIsHiBCcFB2AAb95rZvc7o3t4elNnb26uqahEyzmaz/f+fvTcPc+O67gUv0AB6bzYXkZJtOcrqTF6eJ5O8jOe9L8nky5uXxOPMJJOXTOYlcfJZK5fmToqU2JQparXlTbYVLWRTlLXZimM7sSRuzd6bbO69Ao2ldgBVAApLFQq1V9354zQuQUlUQomdpizWd77+0BdVt86999zzO/fecw5WrMAYq6p65TqyBtOeaF7btokigHNiUgMpgV6FOQ+KzPd9z/PIoueWW24Bux7uAY1PuLUsC8YCONE0raWlRdO0ZcuWua4LMwJfOYlAy9i2rWkaQbtQKATj6Ps+dIvjOKFQyLZt4DaXy4FIgIrUdT0YDIIdAOsejDHLslcrVxSlu7sbVvlOfVMV8JhMdgKQjuPAu8hgNTU1QYXApGmaYLtAZ7quC+gIngSGYYTDYWKN1Wo1kC6omVhd0Gmu64ItBd0oSRKRFgAbeHXjKMPol8tl27ZVVYWRArsQXwnMoig22sqgRmq1muu6hmEQYw4uAEUYAqLT29radF3XdZ2otdnZ4VM8UgAAIABJREFU2ZUrVxLTEArb2tqg7RjjdDrd1tbmOI7v+2QXARgLhUK6rjuOA+yBMQfmNfRboVCAOj3PA8nEDQfbhmEQ2wgkBNd3ZEH2AP5t2+7q6mo8XNd1PRKJNC7YQNRlWYbeDgQCcD/0iaZphUIB6idTEh4BHizLglHAGOfzeTAmcB0CACDI8TkROcAa+JbMCKi2WCy2traSdxGdRnqDLDNgmhMbThRF3/cFQQDdRRpomiZ0S+NWB8uy0BCYII2+UAgh6HB4qnFtsHz5cqgkEok03t/YfHz9rndhv4freA4oX8d+uHxsYGxgbGLsEFe+K3z9oAoPY6+O/R5FJTH2HMfiOKajo01Ryhh7sEAUxQyxMBzHqlRKra3N1aqi6xqsFFW1grHn+67nOYAxAFGGUcPYq1RKV9ooH5Y8z/F9FyiRmI/HY2fOzU+cjU1OM3LJGRi6AFH+fFqZjQpS3ugfOCeXHDj7jyelUxNzS4X9I2NTNFuEPYnR8elf/OXfRMFlCHUg1LWs4/ZzZ2LJuDg+OlkpOYk4d/7cTE4qlopqXawzGHvJVAwFEELoV37llxBCgQBqaYl0d3dlMgLG3qpVK1zX9n3XNHUYEYw9TVMdGyMUwj42DZd44Le2dEI4AHwFfytlzTJh49FDCFmWAR9qtarvu+3trZZlVColGPparQpmRCCAMPbK5SJISOOzGHvVqtLUFICviGDAK2A0SyUZPtu2adumopThW8OoaZqqaapp6rfcsrJYLEDNjVIHIgfiapq65zmVSsl1bds2fd89f/7sZz/767mcaFmG5znZbBpjr1DI6br22c/+OmyEapparSq33/5J+LZaVdrbW6FpXV0dCKGurg5gT5bzK1cutyxDlvNkdti2GQ43ATPAD8ae69q6rpmmTnoS9L4sy/Ahk8nAOhvgB1YtsLfh+z50F7QIOIFKoJn5vASDW6tVg0EErwYeYPPGtk3y1FXKMUII8AnQmnhyaZq2fPly4ggGiznQrbAnoet6Z2cnsQOq1WogEIDHs9ksLO5J5eQ8AjesnHzfb2lpAc0L8AbQpWka6N/u7m5cBx5AlzVr1gBgNy5hZVm2bbu1tZX46DX6ymmaViqVfvVXf7VUKjXiVrlcNgyjqamptbU1GAz6vm+a5urVqwmmIoTglAchtGLFCngj2KzwGfCJoHvjst73fU3TOjs7yYa2ZVlgZhG2LcuybftTn/oUbjBNwORSVfX222+Hla7jOPB2YgnRNN3c3AxPdXR0AMYghLq7u9vb2xu7OhgMwlEUcLtq1SrgB0wNwgxYqMFgsLOzE7aUQDK7u7sJEMIaIBKJQAnYBAihz3zmM4Qx2CMMh8PQM2D5AXtwHEz6sFwud3V1eZ4Hh4ZgBIiiCIuW1atXE67IVl97ezswVigUyGYVfIhEIuFwGBbxCKFPfOITYBzAKsgwDHg7DAQxMqAQ1iRgmEI5ALyiKIZhwAYqNAdKgH/HcWAIYPRbWlrAlMEYh0IhMN+v7z73omM/gLQoZkA1hEJB0NFEwTmOVSrJqlohmh10nCznQcWrasV1bYy9pqYmomiuL+S/D/bzaQV+xvfiJNXe+QmEOiItt8APxzW3ro603DI8OskJlTPn5s+ej3NCZamwPyNqUzPs1Aw7Oc1QjHxxknrxpR8h1MEwxfNnElJWOz0+k5dqZyfmIF5/dmbedXCtVoO1e7WqYOwYpuH7frkMsUy2aeqAnZ7nVKtKONyEEAqHmwyj5vuubZuOYxFo91ysKlXLdFxnocQyrc7O5Tkp1929CpznAftNUw8EAq5ru65NcDoQQMEg6uhoCwZhPntgBLS2tgACCQIHsEQQGh5cs+YWdOWFMZblvOc5UANgM8hSrVYNBoOGUasfcCwgn+NYuq7BCXRHRxtCKBIJIYR838fYA8sA/gKBQAaDCCwh8iJVrbS1teRyIsY4n8+3tbVA/bZtAmZHIiHyRoyxpqktLRHAXWgXGBbQz1ACD0L9uq7puuZ5TjAI+tQDJVgoFMAZGw7CQFng+jJUURTYIQfsNIya69rQgY5jqWoF9magi2g6BZNu2bJO6EOEUCgU7Ohoa24OA0uapl6tHKAaBqKtrc2yLEVRyMYAQgjAIBgMBoPBZcuWofpBHmzyEwC2LMtxnLa2NowxnECDkoXVOTlPiUQiTU1NwWAQIRQIBEKhENmAIThU94QowQYyWTz5vu84Dixny+VyR0dHKBRqampCCIF/CTwI7JHTaHIwDOJBNsZAL8Muhaqqruu2tbURLAGDhsAnbtj1JatqskW/Zs0aADB4EYQVYIwB2GBTAf4l7SW7O6Sqjo4O2BHxfR/eSDZdSCe4rgs2Chkaz/NkWYbtBMIemBTQycQsILE8XV1d0GMwgqRDmpqabNuGPR4YNXJmAQMHjQJWG/fAAaGXL19OoBo4BFcG0vmk4dA6gNVwOEwOiBcQrqGHcX3DEjoKuALLBoxOx3HC4TCcSEK/AR6rqtrS0gLWZ0tLS1NTE2wPIIRgcx6YBCBH9XPM1tZW0l6y09N4Rkn2tgmr5KATWgq2JlTieV7j7s6HvxCkvL1iz7/RSe+Ky8P4fVwB35sgaDibyUNYczjUSl5RVQ2takKYH4RBuw7uaO/WazY8BY9UVcM03KZgs2m4JC7ZNFzHviJo+7rQu2P8Ukn2zMSF6FxCLlTOn5sMh1rDodaO9m6EQgiFeC5blJUL56cK+fLFC9PJBAM/JLiINM++J01PxTlWoqnM3GwqEedmZ5LLu2898ML35ueyCHUFUOfMFPPMdw6vXP5pnstduhitY79hWQ7ZsTeMmm35cqECnazXbOhhz8Uk9BzAHqEQjGNVNTrauy3TgyGDsVu5Yg18FQxE4MHuZat8DyMUIjVA7HvdSvDgAwkZd50FyUEoRGL9fQ/Lhconbvt0paxBYLppuC3NHZAVAALftarZ2bGcJCowDZcwhn1cKqrBQATGGpqmVc1wqNU0XGKycGwGblAqtc6O5bCBQcL6cT0w1bZ8suEB96uKbuhOR3u3Yy/cE2pqgaQFCIXI/aT58Ehbaxe0BaEQMAwdDtJOXgEbKiCZxN6qaZZluEEUhkcWsgJ4OIDC2MN6rYqxjbFdqeZ9bDq4hppQUc7DRNaqiqFr8Lk5ErItw7FNjD0qlcDYM41ae1vLglmGkO85GHuVchHuqWnq1cotU/dcG2rA2Gtva4mEm4jNFEAIY88ydYw9pVLC2HOwx0tpB3umb2tWLdQa1s2a49kY43w+39HWbtR07GPXdrCPrZoONWQzAsaeY5vwr1ZVoE7yCt9zsO96ru06FryoXJIx9iLhJtOoYd+1TF2vVcn9ciG3auVyy9Q1RXYtDXs6dmsogBQ172PbckwXe/lywcVOzdYMx64adiDQqesLOhMGBSQchti2/KZgMxks18EgZqWi+slP/Jyq6L6HlUptxfLVEPmMUAjUHUwB+Nza0gkTAfJGEBFVKjUYa4RC8ArQpUS6Gj80R9qBn2AgApVHwm0gn6qiB1A4JxUJk1rV9D3c0twByVQQCsHEaaxWVfRlXStBS5iGC1PD93D3slWEH+zj9rZlMNkrZS0caoXKyTohgMJ6zQY5b2nugBQXjUoAJki5VO1etgrkH9SFZXpa1Wxr7YIe8L0FTDF0Z1nXSphKhu5Ewm2NbBu6QyZ+S3MH0UJk/pL+h0JQOAEUxvWcH12dK4qy4rm4s2O5abhkzpJZDE+pit4caYdsJaGmlqpqQENCTS0IhSLhNoRCXZ0rEAoFUNh1MFFcwUDEc7Fes+HVREXACBLFeM2ghk2MTYxtfOXZPfYXH/t9D6eSKdCbHMt1tHerioZ9DDHTQI7tlEsK9nG5pJI2a1WtXKqS8SOpWkD0P0gvfCDsj84lEnFa4MX5WOrc2UtpQQLka2pqLhaV6FxidOS0wItHj/TLhcp8LLVU2B+fZ8+dnQYjIJngf/D9nyDU/OKh1y6dpwRBaY6sbG9dg1D7mdOzk5di0TkqJxVLxYWzroU9/2QcIYRQ6DO/8h8QQk3B5rbWrpUr1kAcOfaxqqim4VbKC8FmCAUhIB60hudiMStiH9c0C6EQBPHDDHRsB6GQ5/rt7cuwjyvlSkdHN9TZ0dENIf7Ll9/iuV4mLUGd2MdV1TB0gxgHkCKCHDFYpmdbtlKpwb9a1dRrtm3ZZEJqVQN0B/YxBMrXtJpSqa1aeavneoV8Adcj+NvblimVWk0zI5E2EMtMOgMh+6AvSMS/bflVtYp9rFQU03A/9ak7oJ6qWiWx+J0dyxEKtbctW7N6DdE7K1euqXeU63t+e/syhILBQDASbutetgr6ZPXqT4BUF+Uirqf6CQYjNa3me7imQXMqRbm0YvmKzs7lCKGO9u7O9u4ACnW0d0DPF+Ui9nA41Oq7vmXqrmtoWtnDhihxKLDgm1kqyQuHZb5bLBYcxwogBOANbhmaplbVSkd7q6apspz/zK/8SlHOw+6LqpQx9lzHulq5bRk1TSUHQ45tOraJEILThABCrmub9R0XjL2qUXOwp+pasVp2sYdCyMOuptf9vBDCPjYN07UdSEgQqG8UYezZlhGobxM2mhdwIAWvBoC3bdO2DIy9zo62mqa6jgVWSy4nfuK222q1alWtBBDCvgvWku/WMDZX3bIKY1MuSj72ipWSiz3NqLrYgS3O9vY1to1dZyFxU07KYR83N7fXt59Cba1dhm7mc/kVK1bjKyG5OdKOUOBTn7wDCvWa3tbWhX3se35V1fWa7ti4qlabgs0gxnKhCM+2tXVBxgvoFoRCVVUj6istpPWa3tLSoVSUSrmyYsVquSCHQ62WaZmGu2L5ar1m2ZYNRgkwDPBWLpW7ulYU8iXsY9fxQOxdxwX2IJ9EU1PzZdhYwDwVDGvsY4ZmsY89D7e2tJWKJa2qhUOtARQGKSVtb23tLBVLVbUGndDS3AbqFBR+JNKGfaxUNOzjUrGCfazX7M6O5djHtuVaprNs2UqwWoDtmlYzDau1pRMwhbwFjAxIW9LevsyxHTBQEEJwG8F77GPTcLWqVod8+7bbbp+dmcU+tkwrgMKQhyObycINju3Bq0EtfPrTvwApNxAKhUPhjvZuQPf66xZgSxKlQr4M0As6kMAwdGAABUjONM/FruM2N7ebhq1UFEM3wEqADCvXDGrvh/3zdCLOvJev37tQ/x37///myzRt318Ig4YYD4jTqFZrilINBkMQNwIRDuFws66bmqaTNEzwCL4ylhRjLIq5xiRc1+V6d4xfPMbPTlOpRIZj8lJWOTsxUylZrc0rJk5NTV1KnD87x9K56CwzO00l5oXZaSoezS0uxTLvSbE5QcxUqWSOoQp0Kv/K936CUEexYE1dot5+cwQOKXi2eOLYqbRQEPh8g6+fjRt8/RzHIyHaJF0XGYVqtUbyUq1ZcxsEopCvMMYQ/tve3kmeqlRU23Y//ek7ymUlEmmxbde23Y6OLkiA1dHRBSVklHE9thXOtqCcRFjJcmn16lshDrtRPEjAgq6bq1atJnnfcD37m227ENTb3NzqeZcTwpC4I4zx6tW3eh6+cOESxtg07UpFbW5uJcHZ0EASpV2pqK2t7YRnkqmN8AOx4KQfDMMKBkONPJMA+kKh6DgeQkH4FtiGfHB33PELhmGR7HXQJ52dyyBQXtdNUZJ9jMOhVrLeEjNSAAU9x8X1TnOwt/pTt1rYEyuFtCQCdOVLRRdj03Vs32vt7HAxNhwbyotKxcU4GAnDnSiAXIwd7MuVsotxzTJVvfY+5S0d7VVDL6mKi3FJVQrlUteK5VA5CiAH+/AWpaYVlUrVc3m5YGFsYazYBmpC+WrJwp5m6w72mtqaxJLoYLtqq1VTKaoF1BR0MVZqGvDf0tEO3AIVyqWWjvaaZcLrgBzsW57rYmz7HvBcrqqFcsn2PWAJbg6EQw72bc3HLvYtrMjVJhTGHnYaDhizvIB9bGu6UzNCKAjqELI7NI4+FBqGBToNCsmgw4dKZSHzEkxAhIKKUoUw93QaHNkWtGU+L0OSAEWpkmdB4AMBOAEp1moGiTVvaWlTVa1YLK9ZcxvGOBxuhnwJhLdQKAIx0qZpIxSETBuhUARjzHGCZTkrV94C0xAkHPQhPA7TPxJpAYHs6uomwevVaq1cVjo6uuCremynA7Lq+zganYe3AA+gPUjCBsOwyLckPSVhGyZFS0sbfAAFgjFWlGooFCGdQ7IQwlOFQrGRbeguKMlmpV/+5c+QhAfhcDPohHC42XE8CEUOBJrA4xlj3NzcWqmooF40TQfd2NQU1nWzVjNuu+2T5bICd3reQgKP5ctXkiQQ8KJkkrrlljWgYAmcIRQE4dF1E/gslxUyWOWyApGTkALk2i8bL+RZwRj/+2I/ODVUq++M8YMTOwiwxvhySEx39wp8OZvmQlxAuVyGow7DMOA4B46y3pEg4sNf78b+makUS+ekrHL86KjAyXmpeuFc9NTYJfjNwJmplJipnJ2YgZ8rTMwLS4X9ly4k47HM5MXUhXPxSxeSTYFlP/zh0cmLqeXLbkeowzRxJLIiElo+O82cOzvNsRLLpPWa/p4xflAIKXh13fQ8T1GUQKBJURSYxuDHGwg0KUrVMAzbdkOhEK6fsCKENE33fZ9lWdAdkFUDsA3UBNgElYoKIm7bbnf3Ctu2wfmc4GuxWIQaXPey11gwGFJVzXV9XTd83+/q6i4Wi/BIOp0ms71UKkEh5DWDfKWqWg0GQwzDgWQ6jrNixUoAVIqi1qy5rZ7mZUGNgnxqmga6oDEUGGMcibQYhlGP1FqITkRo4QBV101w82kM4Na0mqZp4XAzuPRrmtbUFK7H9wc9zwdHKsgfADgBCqVWW4iVam5udhwPFIFp2j7GruexTLo50gL7LrpmdHUug4UUxliSJISQYlSLVcXCHkBvSVFcjHXLKlfVmmW64ACFcb5YXMB7hGieczFWNK2zq1PRNADIsqpKckEzjauV0xwXbm1xMbY8t1KtSnKBWAmGbS9fsTxOpVyMdduCF+kYy3pNNU3ddfPVSvfK7pKhFpQyJTCGY0U6Iw52BJE3seFi23Br7V2dmmHULNPBfkaSmpojUE9V1wHm4V26bXHpNJQLYtbFWDMM4KRSrcIjRaWCgkGMsYux6TjwIEQxVQoK9nATCru2iz2sqVqtWvNdH/vYc71yruDq5u23fRJ7C4fT9RQ0PkJBOOQmGF+tVjVNh6PleuBckJzyRiIRWS6Zprlq1WqQbZLbTlW11atv9X0fEvcCigQCTcVisZ4nu7R8+UqQRsfxIPEJxri9vROMXZiMZM62trZDGF5razvkjMrlCq2t7TDf29s7K5UKZLwBzmW5dOutn5icnMQYG4ZJDPpsNrt8+UpQGsRgNU2znrpjIQyn0ZpHCLmuhzFeufIWRVEcx0EoCFPG8y4bJfABPAlWrFhlGIbjOE1NYbyQhshpaWnDeCFLB77suxcEOwAwEsJBw+FmURRt24VHYL7btosQAgsAHrQsx3Vd4MG2XVVVCTOqqkKTNU2HlmJ8uXMalz21mkEsftJww7A6O5eZpk3UBXjdkvoNwwJ/C6hK1/V6Riy5riEXROuXf/kzsixDhkd8zdf7YH88mUik6oDnN3gSNuK900Af5GrI7ePpuk7cXME3RNd1UKAQ8A0uS+DQ0dLSctttt0UiEXB+AbEgMV2NjhLX5Xp3jF+Gr0Zn0ucm4pqCTxw9w1KlmUlOztnjIzNqGc9O8VSicOFscm5aSM7nkvO5+Jy8uHQVmyARy0dnskyqfPEcneFrCHXTyVI8mrtwLp4RlKNvj0rZ6sXzMbXiXLwwNzebSibYoryw9uV5Hkw0cJfFdXgzDCMajeIGl5NVq1aBL+uaNWtAVBrdXME1Bv4F/ItEIhDPiTEOh8PFYpEIALwaIQSRZl1dXdPT01Cn4zjVapUEBYHTNcyEUqlEnvV9X5KkcDjc0dGBEIpEIt3d3WvWrCHOXI1ZAeDSdf3nf/7nwQcHpAtChMEzvKmpKRQKgb9ua2trV1cXSaZh27ZpmpVKhQTOQcBYsH4FAoHVq1eTjiJeh9BFnucFAoH6ZLZs2+7u7ib3QJ7RUCgE9Tc3N996660Iodtvvx18uIgPEbgXgfm7kCnZcmFmh8PN2MexmVns4yaETN3APs4XKh3Lb1n+ydtRUxi1daCmcCCAFKUMsQzEQY/4PIZCQYQQxAL4vlsqyaWSHA43ua7tOBYE7ABdrZxUtXLl8jVrbiFugBh7gsB1dXXceuvqpqZAJBJqagoghCKhMPZxpVTGPl7YeMeO55oY2zW9ggLIx4Zpl5WqVLMKHoaEB57vu5KUxdgLBBBCCP62tbWgupcoeEcSD2L47HlOJBJqaYksbMqHghh7xWJBUcqWZUDbURhFupubu5qDrUFB4i3fLFWLkJhSV6t2zapVNOxjraI0IdSEEEgL5Bci/ox33HHHypUrMcayLDdG6oPwg0tjOBwGhQY+XAihOjagYDDY1tYWiUQgyUSj2BuGEQgEWlpaSNi6YRiCILiu29HRAbGggUDA9/1yuUw8DSGojKR2gGmFEOro6ABzwTRN8JgD9jo7O4nXfUtLC8YYEi1ACByUg8bGGEPSrUgkQlzb8GWcW+gfiLZonPjgtgn+g7i+RCwWi+Fw+JOf/CS5zTTNlStXEi9FcMAk8YfEIxJCNoi/JK47XcJthUKBJNIol8urV6+G6EF4BBwVQ6EQ9BI0ExJ+hEIh0GaFQmHVqlWgDVpaWkBLrFq1StM0EiWIEAqFQuCj5zgO5MwARSpJElm7wl+AsEgkAuoUuqKpqYmEjUA4QDabhZ6HJgOMXuP1rhX7vxv2k8QIJL8KvELXdVi7QzZsWPBB18D4gW9ktVolma0gJBciZ+BOkijjel3vxv7oTHpuWuDo8uSFZJpTJy/Qs1N8PCoWJGt44OLMJMdSpUvnqTSnxmYz05fYpcL+6ExWYKtnTsVLBR+hbp5XqURx8gKbTatTlyhNxTNTdGyOPTsxQ6XS2UxxIadvPW7etm0QR8/zYFxIUg4SagLjAmZpNptVVRVKIL/NlanCFfDvJWHxjRYryavTmKcBJkmlUiEhXjAWlmWRwGsICbMsCzxySZYMYm1AoBFIBRSCi7uqqiSatjHYulqtkjxRpBCUAq7PNE3TiJiBKy8kqCfBaYR5yA1CzHzgB2oAT/V0Og1ewfAgaMNCoQDrm8aurmdil6EfoMKWlhaoEOLRMaQTwbhqmi5k/bQd7GNDN3zHAb8BH+NsoVz1MMY4v7DH48NhvKpWVq5cCaf1kIgJY+w4FoQ2kDRNuB7fCCDK8yzGXqGQu1q5rmuqCjk3q+BH4nme69rgTCpJ2VqtCp89z8EYy/kCeF3EojGMPc91TVMzdDWfz2i1MsYYBZDtKhjraSnhYw1jDEEWwHmpBNLiu67rOFa1WiVxktlsGiI/FaWcyQgQxWBZBkRYgIiRYE5oqWEYDnbSpUzNramW6mLHcHWXqD4fO7qN62crekPWehgjIicQGk4SDxBjlITvg8VsWRbgDbFQ6798sbBLKstyrVYDYQiHwySzGclllM1mSRIbCOwECQHfdZBtSC9B6uQ4jkQJglUKVZGpStIPcBwH7YIASzIliZa2bTuTyZAsN/Ai13VBbklkIwStkfgLEo6PG+I1XNcFZK1Wq2ShiDFWFMU0TRLmADZ6Pp+v73Y4GOP5+XmScwwCO8FwIbEMuB5wDyWCIDTmfoB+IF8RwIJffyA9AxgPOSQaf90AYwwrE9LDoBwsy4J+OHv2LK7HZMJQEsZIuCMxpGRZ1jQNIhIhZ9SyZctg+fRBA/zeD/tjicQ8CWx7h+PMe1kAHyR2DmLEF9yC6vHK8EaMPcexDKNGLHSw6EkMN8aeopRTqQRY9BDq3TCNPwg/V6N3x/iNjUwWcsbkxVRsTqCSubkZLh7LJOazF88ncmKNoQpnJ6LxWCY6y9Op/NwMt1R7/gJXPj0+Q6fyDFWIzQnnzsTSfIVnS+fPxi5dSCTmhfHRiyXZuHRhfvJSLBHnTo2fwwsefLosl0j2fhIo73mOpqmWZUBwpiRlbdusVErkWxgO2zbhs+c5pqlDaDh0pqapROkDwDiORTIAElzB9ejwUkkGecD1qEJcX0TCog3XQ+AgwhBi9KES8iCuL2TL5SLhhNSJ6/F4qlohKQQIFhJUgxSE1aoCb8HYy+XEalVpnB2OY5mmXiwW4HUASFAnMAYtLZVkcHPLZtPQIt93YeVNqjJN3TR1CGKEe8AXT9NU0uGKUl62rBNeATGKtm2qaqXq4aqHa5aNsWeoZV0pYcd0dRP72DRxihMdjGMMDwfqVcM0DOz7mOfzjoODwTYw+qGwXDYkqeL72LIWjr0qFVPXfV33HQdrmlsq6XCnZeGrlZsmVlW7WKz5PmZZCQprNc80L1cLNauq7fsYe1gtaq7hYw/bhl+Wq9hbyBJmGp6iGgiFfYylXMnFuFipeR7m+TxUIopl38eqaquqXat5jgMHq5bv41xOqdW8xtb5Pq7VPNfFnod13YeWksY6Dua4nO/jMsaCUVMxVjGeFVgTe0WrbPi6hS3Dc4pqzcGYEjgHOxZWNCxj7OXzEklvQJKXENWk1T0f9XpUBWgwIpzlcrFSKcGIwz0Q/gpVgThls2lUD/gE+QSxhJqhkOyvgLKFmWiaOmSk8DzH8xxQrSDeilKGe3Rdg/0bwrbvuyQKtFarElmFFylKmWgJMLNgAjZOAXgKPgOTMAscxwJOFKVcLBZIhfBSCKMluzXQG45jwRSDfw2jVqmUoGbInwG8VatKrVaFComegV6CB2E6q2oFkEXTVBIG3Hgb0RWe50BoLq6buaS9UEiQiET/Fgo5+Aw9aVkGNM11bZiwgLCgrIBzUDiynC8WC8BzPi+11UNsGoeV8HCN9B6o/++E/RCODP3buJKAludyomHUyOrBcSwYVOgRUMfECACIdMhyAAAgAElEQVQBhRLXtclIX0d6j/h+tjQ9Sc/NcAJXvnQhKXDlmSmGTuUT89kL5+IcU7x4PsHS8twMNx9NU8lFBv6rY39iPgvMTE/Sab4SneUT89noLB+d5cSMOnUpUVXcgf7Tab4Yi9KxKM1zommYlmkZ+oI9bpq2ZVmmqRNoge6FTDLQ/zAJQb4bcZpMAxg4klHHMGowr2AmND5lWQYZWSgE7aAoZZhgMNYkDTAoRLhH09RG2bBtk6SCgAlsmvqyZZ2wFQzx+gihzs52SM5DdDHc3AjeIFowS4F/17Wbm8PBIOrq6giHmwKBhdB/qAQEBgwjUhU0GfL5QOtAyHFDziJcTzcEJkVjZ8IkhwqJnsJ1ZQENh2993zUxVl3fxbhWq2Lb8C0d+w52PL2muy52MC6UyxbGnChaGBuOa9tYVauQWA8Q2jQt38eO49ZRWQEQ1bRaox1APudy+fcpJwT/VqtatWpBhXCbZdm+j10XcFq1DGtBtXhYU0zsYU3VfMeHPQx/wRkT+RgL2ayLsWFYDZU78EsHAPCui4vFErwCoebW1uUIoa6uZQg1I4SCwSZd9x3Ht23XdbHjYMdxy+WK72PP803TNQys60bethWMuVJJqtVqGJdqVRRGKIKaWptQEDW1tCOEVt62Rrd1wyubuEKCYwFvYO6ALLmuTWw4XEc4EACQDUjYQIQEPtu2CfeDqMNAex4ktL8MwLi+ZGp4ESY6tlpV4HWynIcTDTLpgOFaPfwByoFPyHJBIn5t2yQ51qpVhdjrZG5CJZBLA+4Hfgge47rBTRRIpVIiEAMyD6ElpBJd18CMIAY9sQygn4ndTOYXrid/g79EcTXuD5EFJzADdUKrTVMnyT9A+4H+gbaDeQTtJRnGZDlPlGGlUgLeQPXhuukG38IqpbHr8nkJ+g1sGkiwQTpKlvPt7a3lchHss/phh0Y0A34XZv1rdHXsj0ZnIZsHtN/zHEg44F/jBdtHsBOiqqqmaX49r/VH4npH1iTDMNLp9NzcXDLBXiPxi0zv/d5zZyeLsjo6MlEqVi+cn87nylSKn5meT8bTyXj63fVQKb5SXoimg9DhBX/Pm9cHuuDUwLIs2CEk5w7XWg/soMIGJjkoeZ96INeWA/vGrotdF3s+drGLse1hRbdVw8HYKcsZbErYK+Ib7PJcA2PbtmoYO1W1grFn1PQacQ1ujBYmvyW2mJfjY8fHrk8ylHsYVzGuYk8xNQV7uFiquhhXXaOG8zoufCih+RAXcAu7x3AG2riPTVQZyWC4VHxe7fI8D35ogLQCEiJdaz1wdobrR4eNZ4twpka6xff969gP14v/9xnH68O/h99JPvZ97Lo+evHFvscee+T555/9+tefeuGF5/r6Drz88st9fX0Hr/E6cODASy+99OKLLx4+fPi111578cUXX3311UOHDl1rPUt1HT58uK+v78CBA4cOHXr55ZdfffXVw4cPHzhw4FDfy9dIry4yvfd73/jBj594/Gvff/2fnvrqt/7ph//y7aef/YdnDhx44fChg68fOvj6u+v59tPPHup7+bVXX3vp8EsHXnjxwAuH+g4e6jv4kRmvG+165ZVXDh069Oqrrx48ePC111577rnnXnnllQ8wj55//vnXX3/96aef/trXvvb973//2Weffemll773ve9d7f5n+vqe6et7vq/v4MGDfS+80PfCC30HDva90PftZ5559oWD332+7/CrP+jre/6FZ7/18sGvHTr4tb4b7Hrp8IFvfeupV15+8Stfeeztt376+OOPvvzS995+862Frw9epoMH+w4eXHR+nj/Y9/zBvhcO9vW9AO890Nf3dF/f04cOfuvH//j911557fkXXnyhr+/bB/7h+Ze/8Q8vPvVhZObDXC+88MIzzzzz9NNPv/LKK9///vcPHjz47W9/+/Dhw1/96leff/75N9544/HHH3/ttddef/31Z599dqmYfJ/rjTfeAKk+dOjQgQMH3njjjQ9Wz8svv/zyyy8/99xzzz333MGDB5977rnXX3/9lVdeeeaZZ15++eU33njjtddeg4569tlnX3vttRuN/6uN43Xj/0DfO+lg38GDfYcPfw8dPny4p6fn8ccf37Vr186duzZt2rJ589Y777x73dqN69ZuXLd207to43vSffdu2Lxp+5bNO/7kC3/24AMP9WzYsnPHA+vXXfX+G412bN+9aeM2+Lxp47ZtW+/fvm3Xtq33b960/caizVvfk+6++959+/bv3Llrx47777137dq16/fs2bt9+87Nm+5voB2NtG3rrm1bd/Vs2Lr2vo3r123u2bC1Z8PWJR+Ijyjt2L77//6//nzH9t2bN23fumXn2vt6ejZs2bB+87XWs3PHAzu2796yecfmTdvvu3fDI/uf+B//3xd37njgavfftX7HXet3rF23cf3ajT33bei5b8P6tRvXrt1y1/ptG3f0rt+8bf/+B//6T3/34Z7/58n1f/jkfb/z5NrP3VD01I4/eHzz7z6x8Xe+++Dnn+j53YMP//k3tv63jX/2S0+s/Z0n1v7OE/f93hP3/d6T9/7+ZVpkfh5d918eXfd7j639/cfW/v4T6z73xLrfemL9Z59Y/9neu//Xr+3467/5oz/c23P/lnu299y7beu2nu07lky/bVi/uXfPvj0PfnnD+s1r7+u5+66127ftemD33u3bdt1374Z77l63ZfOOjT1b7/zSvZs3bd+29f4lnyDvoL/74p2bN23v2bBl3dqNa+/r2b2rd2PP1rX39XyAejas33zP3eu2bb1/29b7N6zfvGnjtrvuvG/L5h2APvsffvyLf/ul+3c+uHPHA5s3bb/R+L/aOF43/u/btu6+bevWblm3dstCyboN69Zt2LRpC3rxxRd37959/vx5iqJYlqdptlAoZjIix2Y4NsOx2XdR5j2JSnHw95vf+E5akGLRpCTKV7v5BqS0IHFshqEFlkmTFsXnKZ7L3ljEp9+TMhnx4sXJmZk5nk8nk1S5rFy8OJnJiDyXayCRkMBLPCeyTIamBIZO85yYFnJpIbfkA/ERJSrFPffsQZAfhhaoFJdKsjx31flyNZqPpagUR1N8dC6Rz5UScTqbyb9PPUleTvIyy2V4NpNmhDQj8GyGZaU4KzHZ0nQskc3S3/3KLu78P0tnXyucfTF35rkbimb6vypNvRgf/Mb8wNeZsWfY8X+IHvt6ZeZ16UyfdKZPmnhRmngxd/qly7TI/GTOHsicfTF75qXsmZeks89JZ78rnfumdO6b/NmDscFX965bK0bZTEKi59MUPS9K/FLJWyyaZGhhdmYeso6mkmylrE1PRQVeZGjBMr35WCqbycfnqXyuRFNLxufV6JnvPj83GxezhbQgJeI0z2Vh1lxrPdlMPpvJC7wIOViJAp+PpQr5clU1ThwftExveGj8zMSFVJK90fi/2jheN/6ZPMfkOVbiWGmhhBM4TnjggT3owAsv7ti+W+BFpVITs3IiznCslEzwC88skHyZFmp5JzF0lmXEZILfumU3TWVmZ5LZTJHncle7/0aj+DybiHOppMDQWUBKhs6mksKV2HkjkPielEywNCXIBSWbKUxemqtp9tRk9Go385xIU0IqyaWSHEOnG+tf8oH4iFIsSj+097FEnKOpDJVKU6l0MsELfP5a6ymX9JHhM/mcYpn49KmLRVmTxDL8WMN7Es0WabbIsVKaXiCWlSlOTghyKlOanJ3JUuf33vNfs0PfLPV/2Tixze6/54YibeLh0sge7+LjleEHKiO7vHP78dRj7Pe/WBvYZPRvMvp77BM9dv86u3+de2Kde2LdYvNTG7qzNnRnbfCe2uA9teG/rQ3/rTr6N/Kpv6mce3D+7Sfv+m//pTTDK4yVZ02el3O56lLJG8uIDJ2dmpyvqnZR1qJzVKlYy6TludlUfJ7NpOWZ6UQqKZSKteGhCcvESz5B3kGbN90/eSmWkypitpRM8KB4WUa81np4LjcznUgLhZnphMDnoUK5UGUZkaYyqaSQFgqZtFyUtUJezUmVG43/q43jdeP/CtQG7Oc4jtu7dy861Pe9ng1bwGBh6HQywaaFAkNnGUpqoPxlorPvSTAMAp/fvu3BbKbI0Nm0UFio6qNAAHssI7KMyHO5tFDIZopitrTkjL2L0u9J2UwB4DwRZ3hO5Ngs/L3a/bDiZ5lMWshl0jLHSjSVWeqmfYSJZcSH9j7GsZLA53kuB1P6A8g/y4g5qUKl0pOXolQqPTuTZBmxVKxd7f4UXUjRBYbO8qkFoul8ksmnMiUqW6Z5rpqPP7bxC9rFPn3sCW94Nx7fdGNR4jvMT3vcC49Vx3r1ib3ZNzfgmSeqJ7b4p3fh8V14fCce24nHt+HxbXhsGx7bttj8+Gc2+Gc2+BOb/IlN/tl7/LP3OOfvrl26uzb55fzEC9v+4vPVeVFhrErWlyQ1nV4y/ZDPKTXNpakMTWXmY0xR1i5djHKsJGZLhbzKczmwAE6fuuh7+OyZySWfIO+gXfc/RKXSYraUFgqgeDNpGVZc10SVsjEfY8olPZOWPRePj52fjzGJOEel0qmkQFOZqmqfGr8AnwGhbyj+rzaO143/K1BbYGiBYRiGYe6//370vZde37RxO8uIiTjHMqLA53OimuaLVFKikhKVzFHJHJUoXKaF8ncSQ+VZupDmy7vvfyQjVHi2SKdyPFu82v03GmXTSpovc4xMp3JUUqJTOY6RBa4ksMq1EVdeZCpdjeajAkLt5aLNUPkL5+bzUm16khJ46T2pvtufBaxKJYVkgmfo7JIPxEeUOEbe99BTYGULXIlKSixdYOmrzperURB1trXc0hToQqj99k/+KkLtYka9eD5+tftTyUIqWWATEpuQ6GSWTmbjqUKULkwm0hfmaYpJKPy5p3p+zzrzFXzsbnzsbmNg8w1F0TcflU79w2ci6D+2oF9AyJt5PvkvO6qnHqsMPlgdvF8b3G4MbDYGNton19sDa+2BtYvNj390LyHvxGZ7YK0x/PfK2N/nx7YnT3yt58/+IH2JZuZKs9HCpQR7KcEulbxdODdPp3I5UWOofEaosHQBofaOtjWh4LLm8AqE2i0Dp/lyPJaemaLTfHnJJ8g7aO+eJwWuRKdydConcCXADobKX2s9czPszBQtcCWOkU+NTSHUftuaX2qJrGyJrAygjraWWxBqz4laMp69vp1wvfi/2jheP/5zVDJHJSUqlaZSPEUxFEVRFPXggw+igwde2rJ5ZyGv0lSGYyWGzlLJbGyOrW/yFzmmyNHly9S4/99APFtkqDzPFnff/wigfmI+A2j6kSAqKdGpHFgwZJODpQssVbo2ouVFpsJ7EsfICLUzTB6h9pJsCVxpZoqWslWWyVyNaEpgGTEtFHguR6XSLCOK2dKSD8RHlKiktO+hp2C+CVwplRBhRlxrPQi1U0kpGc+Wy/bMFJ3P15oCXe8zj1imzDLlNC2naZln8jyTp9hygi+nspUZOp2VhGr6wnd2/KF34et4YB0e7nFGtt9QlDv97P+yDOUmRspnR/ITE5/rROVTTypjj2ijDxmjD5qju5yR7c7IVn94kz/S448sOv+4/+HLNLjdH+lxxu+qTdxlTO2be+vxTX/+fyipgi7jJKVGOVEoaUslb2rFS8xnSrKVmM9QSSmbVjo7b2XpQl6qzU4ziuK2tXTPzbAMlS/JViohLvkEeQft2rmfZ4uphMhQeTGjAmTAiuuaKCNUxIyajGflvMGzxa6u204cO1Uu2hwjM3SeTuUKBT02x6f5MtgHNxr/VxvH68d/kWOKHAPb/lmOE2DPv7e3Fx040Ld9+85UkoWzyQXwSxWvRDIAmBxL51gmzTJplhFZunD5W0ZkWZ5laZpJ7H3oAUHgWJbn2AzLiAtP3aTrRAIvcWyWSvGZdP7c2UmGTudz5UScmZqMrlxx6+xMHKHw7Exc4KVCviLw0pIz/DEhOiU+1PsES+fARYahJIGTP0A9gSASJYFl6YsXz5dKMs+nEQrmc2WWybB07sp5J7O0zFKVy0TLLC1TjJxg5dmsNiUoMakcE6lHH/wrcewbeGAdPrnWGd10Q9EdCCWPPFaeeLo8/JgysNcZevC3EcLjO/FgDx7swUM9eKgHD29yh7cuwPMi84MHevBAjz223h6/zzn1d3j07/Dgl/DJHjy0JT/88Jc+/yU6KSfThSiTTSdtNqYvlbzNTKWKBZ2hJCqZlfM1hpIQas0IJTolzkc5ls4l4+nurtviMb6Q0zgmv3RTowFBGJFlRECQvb0Pc2yGZTI8W6BTIs+WqGSOZ0vXWn8ywWbSeZoS0kIuleRWLF8zNRktyiqV4gVeyqTzM9PzhXwlEWdSSY7nPgAeLS7/AifPRzmeLVDJ7OTFOENJ4aYuhpLgl2Njc2w2Xb5wLlrIaYl5Qc7XPij/QDmWyQBS9+7deRP7P2LE0OkL56e1qpWIM9jHc7MJWMEX8hWEwnJBaW/vBo/9c2cnFwDjJi0+XS/sRwHEcqm5uRnfd8fHRw3DQiiYk0o/q9j/cwhh7seJn/ZyP92FZ77tDu/Bc3N6f89N7H9/yggljsmnEpl4jKeS2XLRXLHik2m+yLOFxLygqV50lkGotZDT0nwxOsss3dRYXOyUxGIywUpikaHToAMlsTg1GeXYbCrJcWy2KKvzMUrgJUkspoUbjv9kPJ3miwInGzVckg06Jba3rkrzxenJpJyvzU5T5aJJp0S14mTT5Q80jv8q9qdogZf+FexfaHld+1AVllJZSl1QOozIMmmaZvfu/bLAiywjcsxVN6hv0gcnRhT4PMuIszPJWJSenoqXS3p8ng2HOmgqc/HCnJgtIdTM0Fm95kXnqKVn+ONBdCr3UO9XWLoAW20MlYdTwGslhFBbWxv8vtny5SsRCtMU3zDvgAD1SyxVqtvi9aMcOscwuRQrx9LaLKckxDIlcE/u+qI08h18cjPu34SHttxQ9D+3o9TRR0unv4Fnn098fx0+vb/0k3uMt+7Dg5vw4CY8tAkPbfKHt/hD252Rnc7IzkVnaXAnHtxdG9tdG9ttjm1xRrcAD+boTmH8y1/8wl0JqjQnFib5LMUqqWRxqeRNylbPn40JXKmq+LE5PjbHI9Qem+PjsfTsNMOzxUJOj4SWw3G4UnaXbGos4Aj8m1uAHyazt3c/x2ZZRuTZ4gJ2Jgo8U7nW+hk6C67ZsSgt8PmmYFsk3HnLqk+tXPEJhJoRam5t6Y7Ps+Atf+li9EbjPzbHFwsmzxajs9zw4Hml7CLU3t66urV5FULtq1b83KmxqZJsjY9OnjsT1TX84YbjJvZ/lGluNsVzOUks81wuk5YrZWN6Kq5UTISa8zlFEssXzs/+4i/+2pmJyZxUyWaWTDd93Og6Yn86nZ6enlYUJZ3OlkrVluYO8MZouO1nB/t/DiFz9nB54pv5wUeN8cfxpa9W/uU+fLb3Jva/PzFUfupSKiNUigUzMZ9JJcRwuLskW5WSk00rIJDN4RXRWc538cXz8SWbGouMnZJYTiZ4jpVmphM5qdLVecv5czPTU/FEnMtk5Gy2mJMqyQQPQUw56ZrrX2z+wdFv6lJKzKh5qTZ5MRkMduZELTrLlcs2eAIm5jNqxdM1HI/xH2443on9B7Zv317H/ixDSSydY6jCe+3214GfKrFUhU1V2VSNTdXYVJWlKixdYBmRpoS9vfsFPs/SBY4uN/TaTbo+lEpkeLYQj/FpvpgT1QvnonDUBxRu6mpvXYVQawC1RWeZQk5bcoY/JnS9sL850q5UalSK47ns3Gx8bjYVDnUUcnr9hgbUpyosVWHYNMOmGUZkmAJHXSaaqyTpIpfOccL8U7v+38LI12DP3x3eeUPRb9yKLh3ZyIzcnx2/XxrZmD5xl3Z6vXzib81T9xCqnb6ndnpddWJddaJnsfnBw+vx8HpzZLc5stse2ekOb8XDPXi4Rzu1lT+9+4tfuIdKVhKZwhybpbh8KpVdKnmLznLloi1lq/NRAdzNEGqPx9IXzs3nRC2VEOlUriWyEnyuqXrUyRJQw2lUI47s7X0UQuMWIsKYCpUo8ox6rfXPRzk6JYqZSjZdplMiQq0l2agqbjZdFjj54vlYVXHPn51Tyjacj9xo/EvZ6vQkRadyab4cm+M1Ff/c7b8Wm+NhcKmklJdqqYTI0oXpSSoZv3Z5W0DtBgRfwP5dN7H/I0bJeFrO186dmVUrTjKeVisOQ0ldXWuKRb1SsRhKyonq0NCZn7/j1+aj3HyUW3KGPyZ0vbA/GIhE5xIskz575mI+VyrkVYSapWy1fsPPGvbfFkCO8Lwy+2Ts7fvE4Z788Lr/1Izw5Nab2P/+NB8VYCcfHN1jc3wg0CFmVFj3c4w8O81ApF90loOdgKWhRcZOOiUWC3oynuaYfHSWueOO/2mg/3SlZM1MpXKimkpkJi/G81KVoaTpyaSUvfZ+WHT+c2rFywiV2WlGzhtStopQu6nj2BwPSJ+MZ2em6EJOF7hSSbaumf/3xf7nt2/fmkqlBF7k2AxDZ1m6sBDe9o7nF/YVb+75LyUBruRELTbHz0zROVFDqD2bVuZm2NgczzEylZQKOT0jVBBqVyvekjP8MaHrhf2hpla95sSitJgtgYtvd9dtiXmhfkMj9pdYqkQxJYpWKbpK0VWWUoWkmk7K6VROYHMsLYhpRhTOfn335/Njj/gjd3rDX3JHNt1QVDj17V8Lo8LY12vnnlbHvvI7bahwdFdtYI893EvIGHnIGHmoNrKvNrJvsfnBY3+Jx/7SH+nxh+unACPr8Mg6Y3xT5tSOu//orvR8CbyyRUoS4umlkjeeLfJscepSqlJyBK7EUPlf/PnPzk4z05PU1KVUuWgj1M5Q+UsXEmrFm5mil2xqLDJ2snRhZoqGYNpiwUSovVbF0F4xozJUvlJyYnM8WM9i5trrX2T+OUZOzGc4Rq6UHDqVS8az7a2rWbqQmM8Ucno2rWTTCpWUIMbvA6376775lynNsuxN7P/okZhRo7NcIaefPxtTK56YUSOR5Txb5Bg5NsdnhEohp8/NsAJXCgY756PCYvNzk4CuF/YHUAShMELNoaZ2hFqbAh0MJf0MY780+s3ixOh/CKFfQuh/a0OpNw7j80+Vjuy4if3vTxwj56UalZSKBXN6koL1YlvLLa3Nq0LBZU2BrmLRjM3xct6IznKQNGZpaJGxMy/V6FSOpQuphAgWz+pVdyDUDr5yAdTRHF4BaXNgC/1G4x9i92em6LxU4xh5Zope1vmJeCwdneWKBXN2moGUQXMzbDatTF1KXTP/74P93/nO09u2beE4RpLyHJtJJQWWEQWuBO+eupQQMxVwNcqkc/OxFAvXQpgf6Yt0PB6PJ+ZoJn7/rq0FWeR5PpuVaEq48ncBbtJN+tmkjFDavrVX4GQxU0klMgInJ+YFOiVec1XvkZG78YZ3Zu2g2SLNKDRTpZkqRytpqihSkkhlBIpLRaMCPV+S53rX/0Hp0nP5oU3W8A5rYMsNRZWRXZWRXcrIDm1ohza8xRjaYgxttAY3WoMbrMENzsAGZ2CDNbjxMi0yP+rYverYverQA+rgPm1gvzawXx3cWxnemx55MDG25y9/96+qopdKMDybEVlRZK99fD92VM8tw1yRVX7Pg19OC5KYlVOJDJ0SZ6dZMVOlkrml5vZnjn+42EyDSslwHLendxc6fPjQzp3bk8k4y/I0xUNu1/moMB8VBK6UjKeT8XRaKAh8fmY6VpSVK+qC2lmJYzPFYlGUBF6gvrzvQY6nWJbNZiUxK6f54k26ST/zRCWz+x76CkNJEO+bEUoC94GEXyi8k664odxAlTRf4YQKx2scr3O8nuY0ka3k2UKelfJpiYrFBHo+I5z/+p7/Xjj/THl8Oz7T643suKFIO7VHO7Wndmq3ObbbHN/hjO1wxrZ6o1u90c3e6GY8shmPbPZGt16mReZHn1ivT6zXx/bqo4+aI4+bI4/row9r4w9bsW8mxvb8/R99SUwqHJPOCJLESVkmu+SCd8NTJc1XFiR2QaSltCDt3PFAfJ4Ss3I2XRYzlXgsk5f0jKAsNbc/c/zDJUgNKkVKp9N7enehV149vG37punpyWSSEoSMJBYlscizhVQikxPVfE7JZoqxaGpuNqEq+sUL0wybZNgkwzAMLdR/GEZgGCaZisUT0yl65jvPfJVmYgybTCbjNM0m4vRNuq7EXCMtOcMfC5qPpV54/hB8plIcQwvZTJ5jM9de1b99ZLlEnIsnE/FkIpakY0k6nkgl4ykuNsfF5goCl5yZYpKJ2Mz0gacfu3T81bkfP0Ud+Q418sqNRUM/oYZ+Qg39iBr6ETP0I2boR+zgD9nBH/KDP+QHfygMvJMWm5/4qUPxU4dSI68zQ/8IRA3/IDn6g9j5Q2/9dP89d+46f4Gb52NRdm6e5ZMMv+SCd8MTl4hzCxKbSCUSqUQikUgkvvGNb8zNzdE0LfCimC1ACD7HSos5Xz6YPlxs/heZktFEMppIJK5oSyK1a/d29NL3+v7HX//ls88+s2/f/p07d+3etXfflx/bv++pzRt3b964+9FHntrz4P4Hdj+0t3f/d7/z3PZtu3r37u7du7u3t7d3z77ePQ/37nm4d8++3t7ePb27vrxv91ee2vdnf/5HTzy57/En9u/atXPPnr29e/bdpOtKD18jLTnDHwt6ZP8Td9153/6HH+/ds2//w48/tHf/k0987aG9+6+9qn/7yD7Su+eRPXt79+ztfWDvvgf27tvT+9DePQ898sCuRx7Y9dX9+/bu3P7ko4889OAD6/7+v9//pT958C9+Y+9f/da9X/iPNxZ9/j/f+/n/fO/nP3fv5z+39vOfW/v5z637499e98e/veGPf3vDH/92zx+9kxabnzv/9DN3/uln7vnCb6z9/H8Cuvf//M27/+Q3e770W3//xV//g//9L+7f9dTeJ3q37932wMOPPLT/sSUXvKe0Vl4AACAASURBVBueHund88iCxPY+1Nv7UG9vb29vb09Pz+OPP/7ggw/u7X348ce+urf30Yf3Pdm755HFnC8fTB8uNv+LTFfgdb0tvQ/t6d2FDvY9u237xkQyyvM8x3Gw7R+L0nKhOjuTlMTyxQtzYrYgifLw8Gg+L19tzz+VSsUTc3PRyW89/dTJgWMnT558681jQ4NjQ0MDN+m60sg10pIz/LGg4eHBI0feGhoaePvtNwcG+t9++82RkaG33vrptVf1/qP57mtgaGjg5PDQyeGhweH+4eFjpwffPD345vDxnxx9859HRif6T46MjZw++S9vj//TDyZ+8sOj/YM3FJ3of/NE/5sn+t8+0f/2if4jhPpPHOk/cWTg+JGB40cGG2jR+TlxbOD4seFjR0aPHDn19pFTbx8ZfXtw+Mjgj/7lwFsnX/3psTPHhyaPjf/zj0+8/vbJ0Z8eH1pywbvhqUFuh/uHhvuHhk8MDZ84dXp4bHzwrbd/8vbbb544cezo0ePHj/cfPXr8es+XD68PF5v/RabhE0PDJxYaMjg+NDg+NDg2NDg2MNCPDvY9u/P+LRQdFwSB4ziey4rZUj6nFPJqpWwk4hzHSrFoMpVk83k5maRouCiepjJ0SqRTIk1laIqXJCmdYSl6/tHHvjwwePz48eMn+4fPTFwYHR2+SdeVxq+RlpzhjwWNjAwNDQ2Mjg6fOHFsZGSov//4xMSpgYH+a6/q/Ufz3dfw6Ojw0Njo0NjoyNjg2Fj/2ZEjZ0eOTAwfGR3sHx453X9y5NyZi2PHTs6dPJYYGRgen7ihaGz85Nj4ybHxwbHxwbHxIULjY0PjY0OnR4dOjw5NNNCi8zM2cnp05OzI0PmhoUuDQ5cGh84PTpwdmhgc/eHpS0eGTkWPnLxwZPTHR8d+MnT6wtsnR5dc8G54apDbscHRscHRsYHRsYGh4RP9J48MDZ8YGRkaGOgfGBgaHh49dWries+XD68PF5v/RaaxgdGxgYWGjEyMjkyMjpweHTk9MjKE+g49t2v3NiHN5PP5bDbL0EIiTkfnqHNnp/M5ZfLSXFFW52MphhYoiuH5NM9leS7HswWeLfFMhWcqPFvi2UJ8nk6laJqmd+7ceerUxLGjAwP9p0eHzw8MHrtJ15MG+q+NlpzhjwcNj/QPDB4bHRs4OXB0ZPTk0PCJ0xMjI6Mnr7mqK66rjelxQoP9pwf7T58YGD8xMH5ycGBw8MjYwI/GBn50avTN06dPHB0eeHtgaGD09NtH+k+fODHR33+y/8gNRUMnjg4d7x88UafjQyePD588Pjx4fHjw+PDQseGhY8MjR4dHjg6PHh0aPTq02PwcOzlw7OTAYP9bIyfeGjt2ZOzo8ZEjE4NHJ44P/GR4/Mhbb44dP3bmxMAPBkf+6dTo7GD/hSUXvBudrpDYIwODRwaG3hoYeuvk4JtvHfnh+On+0xMjg0PHR0eHx8ZGTp8e/4D1L54+XGz+F52ODAweAetk4OToZRroR32Hntu6rScam6ZpmmVZnssKvMixksDnGTpbLmkz0/Olojo3G+/q6qYoRuBFgc8LnCxwZYFVBFYRuLLAyQydzmRESZI2bdp04cKlo0dODp6cGBo4MzzSf5OuJw0PXhstOcMfDxoZPdl/8sj4qaHBoeNDwycGh46Pjg18kKquuK42picJjQyeHRk8OzA8MTA8MTQyPDJy/PTwP58e/ueTx/8RsH/w9JnhU2cHBsfODw2dOXlyeOjEDUVjg/1jA0Ojg3UaGBseGB8eGB8d+P/Ze9MoR67rzjOQCeSeWTtJUSRlSi1LXo6P3Zba+5n+4O7TbveM3W1b1thzun16PDM909pqYa1kkSySkrxI9jFNcVORlChLtmiJIllbZmILLLln5Z7YY8GOABDYgdjvfLjEM0hVUiyqSqUsvd+JkycQCLy4EVXA/7777rsv6HcHA65gwBWccQZnnMFZZ2DWGbjZ9uBj9XsnZzyTc67pOad7ZnrJ71ya9rzmn528eCGwMB/xz7zmZv/Z67rqmlq85f/xfty3t/yPnWJ9U6z/Cuu/Mr/ovTL1qj84xfqc085LwaCfZT0u1/R7bP/m/R7ebPtv+jbF+qZY1sOyftY7Qza328k8/9xLR4+cjMfElFgSeQmr+fKJYj7bDG2lMqnq9qaYz1VszFCfbTCXJWuGvn2lH1xPiefSZ04/4vfNul0+j4dlWT97nSwuLr7xxhtbW1uvv/76pUuXXC7XzMxMMBi83nYoP6b4nKzP6fU7vT6P28fixrJsMBh0Xpn0Ol3zwZmgN8A6vV633+1kPUH/NbdLzqlLzqlp1uObm/HOBCY9rkmPyxP0O9mpCxdfnQmys6zfO+VeDM67J13B4KzLz7r87HSAnQ50r+hhg55b+ywoFArl1rCj9kdCmXSyiqUQGWZQ14BhHGur2zdb+y9fvvzqq6/Ozs7Ozc0tLy9fvnx5enra5/O5KbcHnkm3Z9LlnXR5nNMeN25utzsYDAZZX5D1eaadUxcn5/yz66tbSwsrl13T19xcftY3N+MJ+i9OT16YuuLys4GFueDi/JTnitszGQx4l2bmLn3vwtSFK4szC6+99gbVfgqFQiHsqP3xaJ5PFBOxfDyaK0r19bUIwzh+BP3+mZmZq1evohjMzc1997vf9fl8a2tr18pwpuw+WK+T9TrfzJh9MxnV6/V6p6am3njjDbfbu7Cw5PfNTk95pp1ep4tlXc5rblcX5icvXvjeP7/inppcnJ2Z8bFTly5efO17q1tr33n9u3Nzc5MXLwXc3ujmtuuKc21tw+uj2k+hUChvsqP284livWqFtpJcvMBz2WhE3LPnYDZTvNna//rrrwcCge985ztOp3NxcdHtds/MzFy6dOnWKhblRrGT9l+9epVlWa/X5/cHndPeqUm32+N3uX1B1nvNzXnl8pULbzivXA54PQGvxzM9FfB6VpcWn3vx+ZXN1WAw6HW6lmfnL776mmfKPTk5TbWfQqFQCMzzz7149MiJeExIJSVRyPMJCbU/Kcjzs1siL6kduLq8IfAZhrFHwonedUS6CwYUBK7Q1f7UmdMP+/1Bt9v73rT/5ZdfPn/+/CuvvPLKK6987Wtf+/KXv/zSSy+99NJLL1JuC77+wvm3bS+98OJLL7z45NPPPPfCi1/92jeefOb5v3n62Zdf+c43v/u9v/vKs19/+vw1t2999evf+4dXXv3Gt19+5oWvfeWr3/rq119+5oWn//rvXnnj4ldeeKlUrqyvblx6/Y3F2Tmf28O63G6f3+3zu/x+l9/v9vlZ1h/wsgHvTfhKUSgUyo89O2r/5roAJqyvxsLbXCqZT6cKfX0DUkG+2dr/1a9+lWGYgYEB/DsyMjIyMmKz2RjKbUH/9202hrExTN/AIGPrsw0MD0/ssw2PMo7BvpGxgZHxUWbgmtv+wfFBpm+Q6RuzDY7ZBgeZviGm/47RfczA0Go4qqj6P33r2zM+f8DLzgWCS3PzVPspFAqFwDz//PmjRx94q/YX+YSUy9SXF8P5bG1lOWzosL4WYpi+dDrbjfP/S7QfVwbkuXRSzPG8eObMQ36/3+12ezzvJaL67LPPfuADH2i1WgAAAKqqNptNoNw2WAAmgGGCYYKpg6mDZQKADqAANAGiufIzL//DH/3Zf/+l3/j1+3/uZ9//8U9ec7v7Y3985y/94f2/8V9/7t/9j/t/47++75c/8fHfO/Jnp8/XAYJXt+SGurUdnQv4XZNXLr3+2qXXX2NZ1u0LunxBly+I2u/zsj6q/RQK5SeSHbU/EkoXC+1IKFnI1UUhnUlLfX32eJy72dp//vx5hmEAoNPp1Go1ADBNEwAMyu2BbhiaYaiaoWqGphiaYuiaYRi5YlEBSFcqf/fiPxx+8Ox3rkyV2q2aruUArrkJGhQAUiasSsCrUACY3Gj/j3P/cOrzn89VOzrAt195Nch6F2aCMz52xseyVPspFAqlC/PCCy8dOXIsFIrwXFoUsrjwaFIo8ol8PJqRy63NjVi10gxtx/bs2cdxQkqspMRKSpRTopwSSymxlEpKqaSUSRcy6UImk3v44UfdbrfT6WRZj9M5db0GPf300319faqqmqapqir2FRVFsSxLVVXLsvAlAGia1ul0rrfbaRgGAGDLqqpigOE9tAMA7XZbVVVssNVq6bqOx8vlMh5JJpNocKfTsSyr3W5LktRoNNChwQ9WKhXcwQbxfKTRaKB5lmVZloU+0I16DrcMq7frr4GhgaUDQF2Figp1gF//3T/YSObKitYBMABA00DXQdeNdhtUFVS1U6vprRZoGpgmaJreaoFpNmW5VamsLy19/N9/IlxQWwDT3oDTdcXvcTonL/i90z4v62WDLt+Myzfj8gW9bLBb7oNCoVB+4mCee+6rx44d53kxly0lxVw8mgltCRtr8cX5zWKhub4WqcjtaITjuVQsluA4ISnISUFOCuWkUE4KxaRQTIqFpFiIRfnQdiwSiZ0585DX63W73YGAz3f9HauXX36ZYRjUOdM0K5VKqVQiUtdoNOr1OgDUajUU1OuVHk3TsIVms4lXicfjuHNdZDIZ6Eo4arCu6+12G/fz+TyeRnwCMnKhaRr52263AUCWZfwUAFiWZRhGo9FoNpulUgkAqtVquVzGO72Bz+GWsYP2t02oalCzrF/+7f8UkyotgLZlaaYJhtGu1zuNBpgmmCboOhjGm/umCabZqdV6X/7C//J7G+lmwzSnvQG3ZyrIut3Tl4I+F9V+CoVCITDPPffckSNHotGoKGS4RJLnsulUMZeVs5lyqdgIhxKikI1EYjwvlstljuO4eIGLF3pW8clwiRSXSNXrzVQqk0gkzp49y7KeK1cuTTsvO11Xrtegl19+ua+vT9O0RqNhmiZRZV3XSe92c3PzPag1IkkSAKTTadRdfPne+s2yLONOo9GoVqsA0Gq1stksOaHRaGiaRrr1giDgviiKiqJUKhXoyjkAqKqaTqe//xLoJQBApVLpdDo36jncKlSAN4M5lgmmAqYClmYBqAAVEwo6/Oxv/odM21QAdNPQTaOmgQKgALQsKNQ7pZamAODBhgEVxcxWmlJDUQBSpVqxqd7/K//bPN+WASZ9s052asbv9k5fnPU5Ufux9q2bnXGzM16fx+uj2k+hUH4SYV544YVjx47FYrFUMpdK5gQ+l4inI2EhmymvXN3OpKXlpfVCoVgsloPBYKVSEfmSyJd6Vu/Ni0JWFLIcJ6yurm9sbJw7d25xcd7jcbk9Uy735PUa9JWvfGVwcBDVwTAMjJ+jH9ButzHMDt2gfTQafc8iZBgGdp2hOxBwXRSLRQBotVoYw4duz940zU6nk8vlSJvValXXdTzNsqxCoUDsxxYwFEECA7lcTtd1wzBKpRJmPLRaLQz+V6vVG/4cfsTspP2KZdUA8pr107/622ULFICOqphg8fmyAtAyjKZpdQDaXT+g2ukoAHUdel0BBeDeX/6Ps4mmDDDln3OyU0Gfyz35RtA7RbWfQqFQCMzLL3/tT//0f3/22WfPPfr5E8fPnD716LlH/+Lxx/7qgWMPHjt65guf/+sHzzx64sSpU6fO/M3ffOkzn/nUg6ef+JftzGMPnnnswTOPPHjmkUceOffII+eef/7ZP//z/+7zu31+98ysb2bWd70Gffe732UYJpFIoEBgr7dWq6HIkR1VVWOx2HvQHuysk5g8dFX8eiF+g6Zp2KaiKLlcjjTY6XRIYABD+s1mU1EU0zRR5t/2Ln4QXQS8R9xvNBoYnEAv4UY9h1tFE6D5pvzrYClgKQAaADQsqAGULfjIr/6HOoBqQqfRBAsATACzIpeajRqA2WzU5HIRwCxKeQDTMnUAU1M7taqsdFqq0r77Y78X5LUKwFRwcdo75fNcmb78XZ/7YsDrYb0zbnbBzS642Tm3L+j2e9x+qv0UCuUnEebll792+PBnV1dXoxFOFDK5rJzLytihL5eapWItmylubYXW1zcrlfLi4jyfyP/LxmV5LstzKZ5L8by4vR2OxSJPPPHY0vKcl3W6PVNT05eu16Cnn356//79GAnH+DkqH0odyqRpmqlUCgAw0n69JJNJACgUCpVKRdf1ffv29boC755Go4H2WJZFgvPoE7RaLZ7nASCdTuO9EFMNwyCB+maziYENYoCiKNjXx0bi8TgAkCNwQ5/DLWEn7a+bVsU0qwAf/bXfqVlWva20anWwoFartFoNVP1SSapVZVR9ALNSKcvlYrNZVzotpdMCME1De//Hf39WNGoA0zNLU55Jr+vS1KXvUO2nUCiUXpgXXzx/7NiRaDQsCMlEgo9FhWhEDG1z4RCfFAuRcCIa4VKpVDqd3traqNUqb0b73xLzz4hCJpcr8LwYj0dPnz7pck9OOy8Hgl5/4Lp/W5988kmS64fJ7QzDDA0NDQ8P22w2wzBwmLzZbPaK6PVCOtAAgFMKr5daraZpGsMw+/fvxxYKhQLKPGmQOBkAgIl7PM+Tc4aGhhwOh67rKOQMw0xMTOBnZVluNpuDg4MHDx7EI6VSSVVVu91+Y5/Dj54qQBVAAbBAB2gDtAE0C6ANIHWgAvDRX/vdhgHVhtGRK9DuWABb2zELQDcgX5AtgFZbbzRVcrxW71SqrUq1pWrQbGnv/zd/OJuEKsCV4OIVzxW3+5Lzyqszvsk3td+75PYuuXxzLl/Q5acxfwqF8hMK8/TTTz3wwNF0OlksltPprMBnUkkpmylHI2K10llb3cpmpFgsxnFcOp0Mh7exit+bG58T+JzApwU+HY9zHCekUuKjjz7s87u9rNMf8LyH8f7XX3+daGe9Xtd1/cCBA51OByPee/fuhW7f1zAMMq3u3YOJco1Gg1QNstls703G+vr6oCvqDMOgMYODg7hPcvjJ+Xik3W6jc4MJAXv37kUfAgAw1w/tGR0dha6Pgu/i3xv1HG4VO2l/ByDXNEqG8ZFf/Y+o/UqlqlZruXz+jjvvYRhmYs9+hnGMjo0xjGNoeIJhmPGJA9lcrtFUmy2tLDdK5boFcPfH/2BGtCqWdTmwcMVzxeO57Jl+fWHGRbWfQqFQCDuu5ZNN11eWY4Vcc3tTPHTwHod9jGEcDvtIPJrPZ5vRcJaLS1K+lYjlI2EhlZRuVG2fp59+GnvD2D82TbO/vx9FulKpNBoNlMZ6vT4yMtLf32+323Fc3DAMfMkwDGbXYxHZ8fHxUqmkadr73/9+rA0MAPgW5sw7HA6GYfr6+gYHB0kKPcMwe/fuHRgYwBkH/f390NOhl2UZE+4wGl+r1TA/Udf1Vqv1Nt8F9zFdEc/HLjsqN56MN4XOAcMwlmU5HA6M5GPkA7pxfnIOXhcbxIO7Asz1M6A72c8CsMAAkBWtCdAA+NAv/XoLIFOyciUolqBa6UiFGsMMDg3usTFDY6MH+mzDfbbhkeF9kbCgKiAVanK5VZTq7ZZpGnDXr33SnwYZ4Ipn1uucngv43U6X1+3xsn4v6/exLh/rYn0ulmWnAjNTgZkb/YWiUCiUXcCO2h8JZeSSlhLlQcf+q8tbuaxcKMi5bIlhxq4uRStlfXszubnOp5OVitwOh/gbpf0vv/zyoUOHAKDT6aASDwwMoGzgUHpvJ7jdblcqFYfD0el0RkZGZFnGzrSmaRMTE9gjbzQa+/bt63Q6RJJ7d9BjwJeVSuXAgQONRoOE2VHI6/U6+gcAYJommXSHOwzD7Nu3LxKJAECz2dQ0bXh4GLpD+GSqAgbn8SqYZ2CaJkp+tVodGhrqdDqmaRLXweFwqKqqqmq5XB4dHSWphWRcgFxCFMWboNE3i520v6LqLYAGwL/617/RAkhJRrpg5AtGo65FI2K7bTLM4IH9dzPMIMMM2pihcIgHC1LJglSoNRu6KOSzmTLVfgqFQnk37Kj9ayuJetWan90Mb6eKUj0RTy8vrSfF3NjIXSmxsrnOp0S5KquxSDoWTeIqPkkx+1btd72H2imf//znseOLQFeqMe+vWq2OjY2Vy2WUwL6+vvHx8YGBgWq1SrwBEifHcxiGQYnds2cPxg96tV9V1YGBgXq9XqlUSOwdPzUyMoIBfACw2WyapuHUO0zjL5fLZHZfvV5nGIZk4993332dToe4CNAtBIR1ePAI+iLYJlpLBiN+/ud/vtVq2Ww27M2XSqU777xT0zQ0vlAoaJq2Z88enFOAyQS7aLx/J+1v6GYHoAnw07/8mx0AIaPwaSWVVrPxdCkp1fPVSqY8wNjvPfD+AcauVjpyulROFePrUUnIl1PFalau5SpGXbv71z4RTEMFYMoTRO13uVwejwfX8vkX7fe5pv3BaX/wZnypKBQK5cecHbW/XFRjkVwsktUUWFrciEWTFbkpClmGGSvkWilRFriiyEvpZJlLZEQhf6O0//XXX8dOMFautSwLXQEA6HQ6JOZP9FvTNNL/hu7oO3T79DgtPpfL9fbmDx48qKqqLMuHDh1qNBp9fX2WZWFHnGGYUql0//33Y0QBhx4qlQrDMCi9mFeP9mA/XpblarV64MABkj84ODiIof5qtappGp6MGftoXj6f37dvH94gGj82NkZ8BcwGuO+++6rVKo4OkGQCAMA7wnup1+sYLdhFNX130v6WCUT725YVF5sRrs7xTUnIy+lSgc+JIV7OlwYYuxjjFbkdWQll4+larpJLZMJXt0tJqZwqWk2Daj+FQqH8QHZcwxdr94q8tLy4HY3wnbYh8OlUMnffPT+7scYXC+1IKL22Em3UjFQyn4gn36r9rNvtfG/a/6UvfYnouqIorVbrox/9aKlUwl41htObzSaeg/KM0jg+Po7dawAolUqkkWw2e/DgQQAYGhoiQ+wkQQ+Pk+J6DocDj+MKAvV6HXPxhoaGevPpMIOPYRis7aPr+ujoKFl7kFwaIwREuWu1Gobuh4eHUelxCL93PCKTyYyMjPQ20mg0hoaGyKg/gmmGWPNnFw32A4AOoANY0KP9AAZAB97U/o987LfaAOFEdTtUiMaqG7F6rgKBpVSIby9uSBFRWY/W2HlBLMBmvBERFS5rRpNqWOjMrmSbBtz3q/95PmXULXC5/axzcj7Aul3Tbg/r9gXdvm4dX5+L9blwPd+b8aWiUCiUH3N21P7QVqoqG6EtoSS1yqV6PCZuboQZxh7eTnNxKRrO8AkpJZaKhebWZjQp5m6U9n/729/GAX7U41wuhxH4oaEhu91eLpcLhQKZFLd3717Mh1cUpdPpjI6OMgwzMDBABgsGBwdRJhOJxNjYGMoz5uU1m829e/divB3H7HFoHwA0TTt48ODY2JjD4UCZt9vt8NaZgVhFv7+//6d/+qdtNhu6HZjD/1M/9VMMw2CXXdd11HIA4DgOuo6LzWaz2WxDQ0MjIyOGYaAZQ0NDExMTiqJgigDDMHv27CFNQXcwAl0TwzDQgTAMo7cAwI85O2m/AtABaFjWRz72Wy3L2oqW1zcyoXB55momLFTn1/IrITksdFZCMpc1uax5dbsUXE6jN8DnrGhSDS6n2xbVfgqFQvnB7LiG79aGkElVpXwjKRQT8aTAZximL5+XGjUrJcrlYjsRyybiaZ7LplOFRDzJ82IymeZ5/syZM29qv3cak6qui6eeeor06VGJUX2xtj9ZNQe6y+TgvDhUR5R2VESyGlA+n0cp7V1lp91uk7kDuDIeXguH8MvlMq65BwCWZZFkOpTY3tJ7AIDj7tBTYKfdbqMrgG3abDZS4y+VSqGR2Fmv1+uKouCFkHq9jpaT0QoAwBEQ4gGgDRjnz+fzuyvX7y3abwKYABZgPf82QMOCn/3Yb7Ut2AoXVlbT4S1JjGQ3FsO1Qju0Ek9Gc9x2ams5un01JkaymYSU40vcdmp1biu6znPbKdDh/l/5T0vJTssCj8v3pvY7XW6PH1fv9fo8PtaDkX+3j3Vfd9lJCoVCuR3YUfs7LVhfTURCyaqshkOJsdF9+by0tRXi4oXlxTAu8pvPVTY3YlKhEg4lbpT2v/rqqzhUr+s6Wbem0WhYloX7vQVzUCYxgI+L5KKmonPQW60Ph+1xv1Kp4GkYHkBfAfP48BLoFui6jrl40JPe3zunDuUZa/SSwvtkaICMC0A3M4CM/aMlpNeOJ6uqSrwWXAIAr9JsNrHGkWmaeBAXDkbng/gQN0OnbwbvoP0tyyLavxnKX11JhTYLkTVu+2os4JwvpWtB10JkjdtajoZW4qGV+HJwPbQST8cLK7Ob6wshPpTWOzrVfgqFQvmBMM8/f/7IkWPRaFzgMzyX5uI5rNuzejWitEEU8utrkT7bgFSQY7FEKpWJhJJqByJhIRFPJ8Xc5kakKFUEPp3JZGKxWCwWeeSRszOzPo93mvU53Z7rru1z/vx5HCAn8/tR5CzKbcGb2m8BGACGBYYFJh63GrqZrdY/9lu/XWqYK2vC1WV+eYlbXI5fc7u6ygdnt2fmQssr3NxChPWvb25nGi2466O/uipUDYCFmdmp11+dZ92XL1+eWVie9s9M+2e8PtbHunys08c6vT6Xl2o/hUL5iYR54YWXTp06k05npUIllcxz8RzW6s+mK1w8k4inBxzjd7/vPoaxj4yMMUxfv20s6F8sSvWlxY14TMykpXKpJgqZfD6fyWSSSeH06ZOTUxcnpy76/C7W57xeg86fP3/o0CFd12VZrtfr2Lcm6/lSdjuaZWmWZZqWpVuWblq6aRmmaZo6WCpAqa389v/6h1c88/OL0a3N7JXL88HZ7Wtus/PhxeX4zFzI7V3xBzfRA5icDv7b3/+zme1sS1H8Hq9/+spy0OdyuRZX1qn2UygUCoF58sknDx8+LIpiUarkssWkWEiKBVHILy9tFvLVaITf3IisrKwBQDwez+fzPJet19TQNifwuVKxFosKHCdsbGytr68nEolcPvXY4w/7A+5A0LOwGPQH3Ndr0Je//OWxsbFisWiapqZpZI27W91fpdwYTAtMC8C0wLBAN0A3wDDAsspU/gAAIABJREFUMgrlUtuCNsBnTjx47Mxj3/zHiyvLMff01TcWCtfcvhtMX1iUXp/PvzqTubIiX75a/ttvzfy340/91TP/tLLNtVua5/LFBda5wDonJyfZ4Ny0b27aN+f2+VnWE2CdAdbJ+pzvIReVQqFQbgOYl1566dixY9FoFMvyi0I+lZSSYqHdMre3ErlsSSpURDGVSCRyuZzf749GRC6RSYqFWlWJx8SryxuSVCqXK5IkZbPZdEZ46Owpp+vy1PRFf8D9Hvr9r7zyCpnMFg6HMexPps9RdjtW72C/YYJhgmkCmAaAVG8oAKWW9rdPv/g7v/vJn/uZX/m3v/X77//X//ma24Gf/Z17P/YHH/7NP/3Av/mjQz//u/d9/A//3f9x5n+e+1osr+YrHbBgxu1cnfXNe6enp6cnXV6q/RQKhUJgXnrphc997jMbGxuJuJhK5lJJKR5Lra9F4rFUJl2am13OZUvhcLRQKCaTQrUqx6LJWlXZ3IjMzS7nc6WiVIlEYtvbYUHg1tdXNzZXHn7kzOycz+m6PO28MDn1+vUa9Mwzz0Sj0ZWVleXlZV3XV1ZWJEkKh8M85baAE3hO4AU+kUokMvFEJp5IJRICn1hYmuczmaRUEvMyG7xayLe5aHFlMc4LmWtucqW5tR1bXFqLxcV8QU6lC9GYEI0JEUFaCyeVev3Kd//Zd/mNWecVP+ub8gSn/AtT/gWq/RQKhcKyLPPNb37jT/7kk0899dRDDz567OjJ06cePffoXzz+2F+dOH728cf+6sEzjz589vEHHzx79OgDDzxw9NSpE2dOnzv+wENnTj/yxON/+cTjf3H8gdOf+cznTp48ffLk8QceOPp3T375//zz/zYzy/oDbtY35WWvO9cPuqnvqqriMD/sqrVqKO9Md0q/CabZ2++3wGyoaqpYVgE6OrSaIEs6GG+e8v1bu2OQAgHNllard1TtzfkCDQ3ANDcX5ha9zmWfO+DzX5j0UO2nUCgUAvPCC189fPiz29ubHCeIYiqVzKeSEs9lC/mqKOQTcVEu11dXV9PpdKGQSyaFcqm5sR7NZUsCn5mdWcxmJF3XRVEsl4uJRCyeCH/+C+eWloNuz3vs98/MzFy6dOnSpUvz8/NerxcLsmKRYMptA+tyBqadAedUwDnlc0153FMXL18ILCy4Z+YuuwOTrpnLlwKsZ3nGsxJkvdfcPNNTfo+bdTldk1d8btfS3OzVhflZv+/CFfbydCDodbFX3vBefPWq37U4v8DOLL1V+6cC7JTPN+Vjr3sOKoVCodwGMM8//+yxY0c4Lp5KZThOiEUFLpHhuWw8lkrE05sbYS6RFEWxXC7HYhFB4OKxVDQi5rKldKrAc6nQdmx1dTWXy6VSYjwejSfCD509xfqmXO5LgaDLH7ju8f5AIDA7O3vp0qWFhYXJyUmfz7e4uHjhwgUP5TbC53YFna6gazromva7p72e6WnXlDsQcAZmXrvinl/edrsWlxcjrkszfo/7mttcwB/wenxul9/jxh331KTzymXfzEpgbs3vnl6fD8y5Li/7nF6359I0S7WfQqFQCN3aPnEulcyLQpZP5AWuwCfy8WgmvC3WqsrC/Fq7pa1c3YjFEsViOZuRuEQmk5Y21xMCV8xl6qGtZC5T5xP5pFDkufSZ04/4/UG32+t5TzV9KRQKhUKh3FR21P5YJC2XOitXt+s1lWHs/+pDH2WYvr4++9ZmZHUlFI3wmZRcr5rpZGV9NZFN16j2UygUCoWyK7jmWj5FPiGJfCkSSqeT5UHH3qXFtUQ8GY8J5VLNxgyABc2GvrEezaYrSwtbcknl4gWq/RQKhUKh7Ap21P5ELJ/PNjbXE9l0pSI3M2kpncpHI1x/39CVy1c6bSudKkbDqUKuXpX1eDRHtZ9CoVAolF0B8/xzLx09cjIeE1NiSeQlPlEUEjIfLxeyHZGrlIvK9qYYCQtcIhPajqdTheGh8WqlGY1wW5txudRZX40lhSJWAk4KRZ7Lnjn9MKblU+2nUCgUCuXHkB21PxEtbq4ltzdFtQPhED8+dvCe99/PMI6tzUhRqqSSuXyuIvKSyEurVyOVskK1n0KhUCiUXQHz/HNfP3rkdDyWSomyyJf4eBm1X8oppYK2vsrFIjns2S8vbSbi6cGB0XyuxCVSW5tRrASQTVcErsBz2aRY4Ln0mTMP/TBr+FIoFAqFQrmp7Kj9iWixmFe5uJRN17l4LpuuZDNlUcgzjJ1LJLG2TyopZTPldLK8uZ6g2k+hUCgUyq6AeeH8y8cfOMMlUulkWeAKiViBi0uJWCEazkZCmXJRiYYziXi61TTW10KikGWYPkFIhkNxnkstzK80G2o+V9neSiTFnFxu8Lx4/PjJQMDn8bimpi/Ozvm8FAqFQqH04HK5AoFAMBj0er0sy87MzPj9/qmpqVtt17tlt9vv8XiYZ5954fDnjkfCHE7rTwpyIdcqF1WRL2fT9Wy6xjCjRam+vhapVdtXlzcOHrxjY2Mrky5U5MbGejiVzCfFglSoRSN8aDueyeQee+wJt9t5+fJFf8A97bx0q50bCoVCofzYEQgEAoGAx+PBwu0+n8/n891qo66DXW2/1+tlnnrq6cOHj/K8iGH8aDgV3ha3N/mS1BJ5ieeyPJdlGPuhg+9jmD6HY9Dn8ymKEolEQtuxpJgrl+o8l45FhWqlmU7lk8nkpz71qc2tVbdnKhB0uT2XXRQKhUKh9ODxeLxer8/nCwQCLMt6PB6/37+wsHCr7Xq37Hb7fT4f89JLXz958nQymc7nyqlkPiWWcpmqlG9w8dzy4nap2Fhfi5TLtc2NcCyWyGbzxWJRkqREIhEJJ/K5ci5b4rl0KpkPbcdiUX59ff3FF1/85re+Pjcf8HivBIJ0vJ9CoVAob8Hj8UxPT3s8nvn5+cXFxWAw6Pf75+bmbrVd75bdbj/Lssxzz3/l8JFPR6NhQUgmEnw0wkcjfCTM8Vw6k5baLS0a4URR5DgunRFi8dDW1sba2kYymRaEpMCnY1E+EubSqYIoZHLZYjzOHT16ePnqnMt9ZWr6jaXl4C0e1qBQKBTKjxl+v//KlSsXLlxwOp0+n8/tdk9OTk5OTt5qu94tu91+n8/HfOMfXnrg+OFQaCuR4HleTCXz2Uwxk5YS8STPpRcXVnLZ4ubmpiiK0dh2u1NvtRqCkIzFEtFoPB4TshkpHhND2/FUMsclkrlc4dixIxubV7/32itT02942ckAhUKhUCg9bG1tzc/P46qefr/f7/ezLOvxeG61Xe+W3W6/0+lkvnr+6T/+5H959rm/f/zxcydPHj9+/OSJE6ceeODEI4+cO3z46Be+8IUzZ8489vjDJ08d++svfeGPP/lfDh/59MmTJ0+fPvnFL/7l8QdOn3v08w89+Oijjzzx4JlHDn/ugccf//yRI59jbMz9H7znwMExxsZQKBQKhfI2+vr6+vr6vn9/t7Cr7bfb7cw3v/W1I0c/vbF5lePiuVymWCxnMrloNJ7LFba3w6lUShCEgpRZvjovVwrJVCLBRfL5fCwWqVbrmxvhVDIXjXACn+a5VCqZ4zjh8cfPAUCrXa1U80ChUCgUylsJhULlchn3LcvCHV3Xb51F18dut9/r9V6rpi9X4hNFnOhfr5rbm2JSLFTk9vzc1aJUFficwBW/fxN5SeAKPJc+e/YRALBAA9BMS7nV90jZNViWpWmaZVlkB49Xq1UA6HQ6lmWpqgoAiqJ0Oh18V1EU0zQBAP8CgKZppmkahqHreqvVAgBZlgGg0WgAQKvVarVauA8AtVoN31JVVdM08n3WdT2fzwOAqqrf/5VuNpt4IfJSURTLsiRJsiwLL4q27dROs9m0LAuPGIYBAO12W1VV3MfbxL9oYbvdBgBJkgzDwDtFG/A00gIekWVZ13VN09CSer1OWkObydMTRZG8VBQFzwGAdDpNjmMj+M+BRzRNMwyjVCrhdfFp47/au/h3plCAZVnydcD/RdAjoj/+3Ab276j9Il++uhTd2hBSopzNlJNiQSpUohGeaj/lZlCpVKDny4M7lUoF5URRlGazSYQfzymXyyjVlUoFd3Rd71VlTdN0XcfzDcMol8uyLPcKNu5wHIc7eGan0yFfZtM0a7VarVZD+URFxO98uVw2DKPdbhcKBQBot9uNRgPf0nVd1/VOp0Ok9PvbIXdRqVTq9bphGJFIBI+gp1IqlaCrzdCVWzRMlmWUeVmWUYzxcgAgSVIymey9HVTuVquFnhBxTdClIM8BfRe037IsdC/QQ8JrEYPxfPLDp6pqu90mT4xCeTfcBtq52+3fUfsrZT2XaUTDmXJRiUbEpFhIJfOJeJJqP+UmgWpUrVaxo48vUXKKxSIAGIaBatput3VdR00yDIN04olWaZrW6XRIP7hYLKZSKXJCvV7HxtHhKBQKhmHgJdAzQIE0TZP0ZRVFwY/gX5RG0iNvNpsk9kA8CRTvndopl8toHhHjTqeDnkE4HMYW0AnAHeIE1Gq1ZrOJn200Gijn0PUS8I56P4uG9YYcsH+v63q9Xicxid4uPnoP+BG0tlgsov14acuy8HxyXFVVy7KIO0WhvDO3gXbudvt31P5IKJNJ1Qq55spytCjV87nK1mbUYR+h2k+5SbTbbaLWZF9VVZQx0zRbrZaiKCj8REFR7arVKn4VUZlUVUWnIZvNYr8cwUagq1UAIAgCdCVTkiQAQDkEgFwuh43ouo4no67X6/VKpYLSXqvV8BzLsojuGoYhyzL5RdipHQAoFAqol9gvJ5ZghKDdbpumqaoqWsswzMDAAHQVemVlBQA0TVMUJZPJQDe2XywWUe87nU6n08nlcqZp4lutVguHDIifAQDNZhMNw9PQgE6ng1ET8m9BfunIsAiehsdx3IEMu1Ao78xtoJ273f4dtT8pyOHtdEqUs+laKiktLqwzjGNsdB/VfsrNALNPAQBj471HAGBiYgL3MXRvWdb73vc+PNJqtYaHhxmGOXDgAMliHR8fr1arpO+Lg+v5fL7T6WBT4+PjDMPYbDYAKBQKZPwbuv3dSqVC4t74LvoiRBqhq7UAkM/nSWAcHRRyfKd2stks+Xi1WiWRedRyy7IcDseBAwe2trbQpHa7zTDM3r17eyMW0KPEGNIgPg0OEGCnnCQ6yLJcq9UwreGuu+5iGGbfvn0Mw+BHSO8fDYBuegH05Apg+MSyrFqths0qikKMoVDeJbeBdu52+3fU/vB2uiQpuUw9tJUs5KvRiDg4OGZjBqj2U24G7Xb74MGDDMOYpmmaJsMwBw8exE48ANhsNlR6zAQsl8sMw4yNjZHxb+j22gcHB+12O7ZJ3sUeMAAwDDMyMgLdoQScloMnx2Ix6A4ukF4yvoXdYlRZwzCy2Sx0e9XQkzcHb/UJLMtCmb9mO9ANMJC+MgYAUNoNw+h1fYi4KorSm0+HsQcy5IFBAmyEZADUajXiA5Ffq1qtVq1W0Wci7aAl+Bjr9To+CmIt3hS2iQ3W63VMZsQTGo0GzfWjvEtuA+3c7fbvqP1Svr22koiE0ilRzqRLDDPIc+n+viGq/ZSbBMMww8PDON5PZAm7vIZh/OIv/iIJDIyMjOzfv5/ku+F3T9M0opcY50fJJF3Vu+66y2azocSWSiVFUQYGBu666y5ZljHDgGGYwcFBjB+gA4FS53A4sFnS/tt2ei/K8/zQ0NDAwADDMENDQ+/cTr1eP3ToEF6XOCKKooyNjdlstj179oyOjmILxBsgnXISvdi7dy/DMPgQFEXBRyfL8h133OFwOHCYIJ1OowtC0ic1TRsaGkJnC4MEaLAsy6Ojo72eR6vVkiTpjjvusNvtg4ODDMPcfffdmPZItL/RaJBoB4XyA7kNtHO32/9Oc/zKRXVhbksuqaFtzm4f3d6KMYyDaj/lZoDKYbPZHA6Hw+HAaHxvtzKTyfT399vt9pGRkb6+PpRw7OZ2Op1KpaLr+tDQ0L59+3qz0/E0jPn39fXt27cPw/LYpqqq2K9ttVoDAwODg4PYsVZVlShxsVgcGBhALd+zZw/DMOhkDA4Ojo6OYmtDQ0PDw8PYDroO0O3W79TO8PAw9rBJMqBpmna7va+vD+co9vf3Mwyj6zrm5ZmmOTg46HA48NYYhunr6yN5fDabbWRkBJ+Gw+Gw2+1DQ0OmaTabTfQP8FeJ5OIZhtFsNkdHR9EzqNfruq6jbfgQdF0fGxtDy5vNJroXOM1S1/X+/v79+/eTZEYyN5Lm+lHeJbeBdu52+99pvD8pyLFIdm0l/lMf+MjV5a1CXmYYRzQippMVgSturHF8QuIT0uY6L5dUqv2UHwbLslD+SY8TO7io0zhbvdFojI6O9vf3o+Ztb28DQLFYxOQ+olWtVgsnnqEsmaaJPV3szVer1d6pAaZpFovFZrPpcDgGBwd1XcdvMp6MuWykv46z2IvF4oEDB4aGhlC8AcButzscDvQ29u7dOzIyQkYNdmqHTMpHnca7HhgYIG4NyjBxUwBg3759DoeDJEOMjIygPY1GY3h4uK+vDwAajYbdbrfZbJZlYWSePE9ZltHDwKdRqVT6+/sHBwfJoIPdbh8YGFAUpdFoWJZls9kGBwdxkAVDApj9h3MWyPwC8nEyskCh/EBuA+3c7fbvqP3RcFYuadl0TWkDwwymklJRqjKMg0tkcpl6PJqTS2q7CSj/Il+i2k/5YcA+K8Mw+/fv379/P8oVmdHXG9UnQWzoGQjHkDXJAEDIl7NUKhUKBZIwSMjn8xio1zQNUwpQTdvt9v79+4eGhnCO/t133z0yMlIsFnE2ga7rDMNMTEygA4FBcrvdTjLyBgYGMJceAHZqBz9IhBlvxOFwjI2NmaaZyWQw/gHdQkaqqjIMQ/r92JuH7mA/voWOArZJAvtve0meiWVZ2NGH7lg+MQYjDehe4P7ExITNZiPlCkiKA+b2F4tF9NvwviiUH8htoJ273f4dtb9Y6PjZFYErMszovr13DQ/tHR3ZyzCOocE9WxtCSer4vMuhraTIlwq5Zjyao9pP+WHQdX14eNhms2Gev81mGx4eJvPHMPRtGEZ/f//Q0BD2sKvVKk40x45pf38/dLuhuVwOAPL5PJElABgZGcGhBABQFEVRFIfDcejQIfzGOhyOvXv3ttttnC9HGoQeUcRiPnhk37596DeQDj1emggq6aC/cztMT7YdedlsNslEBuLf2O32O+64AwAikcjdd9+Nnkqj0UC/5/777yf5jPfccw/uV6vViYmJiYkJUhsRm6rVaolEYmJiYnx8HI+oqjowMDA6OkpiLThaoet6MpkcHx+32+3NZhMTAPEWyAQ/fOxkbiSF8gO5DbRzt9v/TjH/Qq4l5VuZTDURT/NclkukhocnilI9Hs0tL4bLRaWQa26u81K+lRTKVPspPyRMNwkfAEZGRnq7/oZhoJyPj4/39/e32+3eonWdTmdsbGx4eFhVVVKuh/wFgFqthrF6bFaWZdJdZhimWq3m8/mxsbH+/n4MZVerVVycA/Ubw/i5XA6j8eFwmEQmSI8ZQ+61Wg09GF3X0ZJ3aKfRaOzfv7+vrw/vQtO0gYGB4eFhHK1gGObgwYMY3kAvh+lmIOIVf+EXfgGFHwCIo5DL5cjIQrPZbDab/f39/f39uI+fxXkK0ONqWJZVr9fHxsZGRkZw8h4aQ8IkuI/OTaVSsdls9957L1YTwkbwFtCDoVB+ILeBdu52+3fU/o01XlNgbSUej+ZyWTkeS8WiwujI3tA2126CXFIjoXRSKHPxwsYal882qPZTfhgYhrHZbLIs4xw/WZYxCI8j92QCem9cutls1ut1HO3G45gJyDDMfffdh8Xp6vW6KIqobSQm39/fj53aAwcOQFexcPybYRjUUYZhUNc5jvvgBz/IdCcd4Pg3jtDb7XYclUddJPpHSghgitw120H7c7ncPffcg/eOY+oOh4PMIRwYGBgZGRkcHNQ0TdO0sbExzC4kT2z//v3k3gFA07RqtXrvvfcyDIOeh2EYdrvdbrfjz1OlUsEchUgkgg8BU/pxWAFtIJMjRkdHx8fHsaOPbgrTZWBgoFQqqaqayWTuuOOO/fv3Y6efZFFQKO/MbaCdu93+d6rnv7keSScrhVxT4HOikN/ciEiFSrOh+9klkS+VpM7SQohPSJWyFotkqfZTfhiwT0k6jmTGOQarTdMMhUL4lqqqpKOMyWu96es4sI2KRarT4zzAZrPZK054CZTSQqFAqtmThXCwoB620DtxPxqNknoDCClHiA4HqY+L1YV3agftJD17AMjn82RVHtIm6aZjcT3LsshvTa1WI/X8iRnk3UqlgkmFOFzSW4EHDSO1CHsL+EC31EG9XifxiUajgTbjhd6Wz28YRqvV6q33R6G8M7eBdu52+9+ptk9VNpJCORJKGzpsbca5REoUsol4mosXIqE0ugWxSDYWyaZEmWo/5Yehd9kbkjpOAv747SI1cXFSHI5M40I4AKBpWrvdrtfruOwNAJRKJaKyqEzYcjQa7b0Q0eZms4kfxE+RRXF6F+tE7+G+++5jGAaD841GwzRNQRB6FxJsNpsk7/2a7fQuNwAAxWKR2ICKTu6CgOsS4WlYqRfvgrgX5HwcI4DuxATiLuCOYRhkIR80qVarkeLBOJBPFjQi5Xqw6h/aTEY00uk0uTta2Ify7rkNtHO327+j9hdyrY01PiXKsUj26vJaOlVMpwrxmBiPpQq5ZjScqZS1fLaxvpooSR06v5/yQ0JSzDC+DQA49I6QovfQ/aaRbjrpuENXfsh6etBdXpYsXEtmDJLCANhvxpEFfIu0D92la0j8gJTVYxhmz549pEo/yjCKPam9g+K9Uzvw1sVyoOeHg+guqQfc6yiQH5reAgbkdkzTJLGNXt+i92VvcWLoFvLDg6TyPzbSbDZxkiSmRpLHi6YS5waXHuh1PiiUd+Y20M7dbj/z8jde+MM/+r0vffmLp0+fPH782JkzDz344NkTJ06dOHHq9OkHT506de7cuc8d/tTZh0+fPHX03GMPHT58+OGzj332M0cff+yLDz147v/5vz917tEvHH/gzLFjx48fP/nYY4/9v//f/+X2TM4vei9P/jPrv8RSKDcBj8fzxhtvuN3uhYWFV1999erVq6+99prf73e73XNzcy6Xa3Fx0efzOZ3OmZkZp9Pp8/mmpqaWlpamp6eXlpYuXrw4MzPj9/t3at/n87Esu7S05PV63W73hQsX/H7/zMzM4uLi5OSk2+1eWlq6dOnS1tbWG2+84ff7A4GA2+12u92BQGBxcfHixYuLi4vT09MzMzOvvfYay7LBYNDtdrtcrrm5OZ/P5/f7L168eOHChUAg4HQ6PR7P7Oys0+l0u92XLl3y+XzT09N4L5OTk7Ozs3j1ixcvkluYmpry+XyXL1/Gp+Hz+YLBoMfjcbvd+DIQCCwsLKDBXq/3woULi4uL2Pjs7Oza2tqrr74aDAbxU/jELl26tLy8HAgEXnvttZmZmbm5uR/ZPyjlJ4orV66srq7if3i/3x8MBvG/5a22692y2+1nWZb5x396+fiJw6HwOs8nMpmUJJUkqZROZ3leTKezPM/HYrEEF4knwhwfyWQFQRCSYjYRF3PZYqlY47k0l0hlM0WOE3hejMfjzz3/FUVtALQNqwbQVCiUmwAZI4C3riiv6zoujYOL4OEJiqKQUj/YWyUn79Q+ZhFiPoFpmqTLjuF0zCdQFKXZbJIl7zCogJmJuq73DopjRF3pqXqL2QZkwn2j0SDhd+gOapAONwlykIwErK6Dw/akdD+h3W6TlQl7qxihqZqmSZKkqioewQV7yKrE+BbeLM6QpFBuOAsLC+12G0tBq6qKA3b4HdkV7Hb7WZZlnn7mycNHPp1IxDKZnCimEvFkPCZGI/za6nY8JsZjQmg7Vq/XE4lEMsUlU1yj3vGxMwKfLkqVpcU1LpGqyM1ohE/ExXQqn0gkjj3wOamYabaLilbuqHTOD+WmgDFqnufxJUnuI0ltJP52zbVl35b3txNWz5r0vRPYcN1bAEB5xtg49CzbQ9wF/DgZDgAALD9MzMZBDTwB5R89DPxB6TWm0Wh8f9FcvCK2jCv2vu0RQc/YAfQU3secAwxX4tgE2oCPBcP4P/D5UCjvjenp6d4Un1trzHtgt9vPsizz1fPPHD9xRBC4bDafTKZFIZvNFAt5uShV67VOrdpKillZlldXV5MprlTOb26EG/VOUapsb0V5Lh2LCqsrW5m0FI8JhXxZkqQHjh8G0ADaAE2Apk6h3BxQnMrlMlarJWl9lUql1WphiR4E/XGsCow9dTyO1WmuCa7XR4bbcafdbuNBVGXDMHor2aGok8YxP5909zGfn2izpmnz8/PQXZUYuskKJBKg6zoe6Z07gDvouOBqv5qmoVNSKBTwxygajaLLgtkMqqqSt/AlAEQiEWI2uk3oQ6Dw48R9kthPodxwpqen0e/sdDq47CSm5txqu94tu91+lmWZv//7r3z6058NhSICn+G5dCKWTcSy0XAqtCWsLIc31qNJsRCPCZl0IZPJRaNxqSDHovzS4lqpWMvnKhvr0UK+Kgr5cCiRTKYzmczRY58F0FqdUlspNtuFH9pBoVCuTe96uJVKRVEUXK+2N0EdA3HQI6UAoKpqqVR6534/CRugNHY6HXItDCSgB4DBfEmS8Hz82+l08vk8Sj4qKNqAf3EWADZFcutQztHyXC6nKEq1WiWnkbl2OKseD6KX8Lb1gskRcmnSKdnc3CSPBRuRZZnskDUO8ARJkkgpZQrlhjM7O4s7Ss/aWruoA73b7WdZlvnWt/7pzJmHRDGVzRSTYo6L5yKh5OZ6IiWWmnVTU2F25qrDPjw+tq+vzz4wMDQ2ujcSTtSq7ZngYiyazGbKcrkl8DmBzySTaUEQTp46BqApWkXRyoZVsyiUmwBZRwe6q9RATz0A6Em+xQAA+X6SOWk44L1T++12G7vaZFhyWebbAAAgAElEQVQBulP2DcPATjwAYFoAABSLRfzmo4uASlwsFvXucD55C7vpOBcRG9E0jVwFL6ppGo5c4HpF1WoVnYy33QKuAYjz76Gb1gAAkiSZpomZB5h+b3VdGXQjSPkg6PFyMCaBf8lKCj+qf0/KTxZer1fXdcMwlJ7cnd6pPT/m7Hb7WZZlnn3mhc999oFwKMEn8lw8J3ClbLqezzb5RHF7M7m+mlhfTdx374c31qPpVGFzIxIJc0kxF9rmCvlqrapEI2I0IsZjqXhM5Ln09nb41KkTqtYyrbZu1gHokCHlZoE15rAMH1bQI0PU1WoVhU2SJCycBz1L1+MiOqOjo+/QOC6WgwKMZW5VVcUVAbC1drsdDocBYGxsDBP0VFXN5/N33XUXWav37rvvxkH0ZrM5NDSEKw1iCwzDDA8PY9ccz0FF13V9aGgIKwMyDDM2Nkam0mENPnxJnANSTliWZaxpiPUBseYgFkYkp42NjWEVQlwOQNM0bBMNw2X9HA7H8PAwBjBv/L8ZhQIAAD6f7/v/g+2iEhG73X6WZZnnnn3xxPEHU8l8PlsTuEI8msdi/pFQJpuu16umlG8xzCDPZStyMxLmYlEhk5ZEIb+5ERP4nMDntjbjcrmVFHOFvJxI8I899mi7UwdQdLOuqnRdL8pNQVGUQ4cOjY6OYrdeEIQDBw7garnYtbUsC4PzKIGkdB3G8LF87zvIG87g7y1Xp+s6fmpiYoLUBNQ0DdfWwyEAlFIciQcAm802MDBgGEa9Xh8cHCSrD2NNPbQT/5bLZV3XFUXBFnCBona7bbfbsY4vLtiDywKRQkBYstfhcGB5A6xSjOMR6AaRCoN33XUXuiykFAHuYGEicr+6rjcaDXRlyGoIFMoNZ25ujuxjJQy9mwC7K9jt9rMsyzz/3NePHjkdj6VSoizyJT5eFhIyHy9fXYy36rC9mWSYsVbD2lxP5LKyVKilU8VwiJfLrfW1CBfP5TLVeDSTScmikBf4HM+lzp49C2BaoAIopkX7/ZSbQqvVwr4+dKP3ZN25VquF0lgqle644w5ShR4/iFqOJ6Ps4fBBrVbD8XvoRhT6+vpsNhuKNFmzxzAM/Cx0R9nxHHz30KFD6Fuoqlqr1cbHx7FTjiI9PDwMPSsLk+EJnCAEAIqi4EIA0B2qIHbW6/W+vr7+/n4szEdK8WCv3bKsTqczOjqKlfatbtI+xgZKpZLNZuvv70cfAi+K7gsZ1Md4AL5F1ie8af96lJ902N1fG2e327+j9ufSrZWliJRv33nnhxz9E/22sT7bMMMMikI+Fk3mc5VaVRG4QjyaSQrF0JZAtZ/yowRlD5XVNM1arYZxcpJugxrPMMydd945MDAwMTEhyzKJn2PsXdd1MrkOJ7sDQKvVGh8fHx0d3bNnD65zAwC6rhcKBbvdrijKvn37cHUcHGXHdYE1Tft+D6N3OUF8920VBmVZVrqT/nHnzjvvRNuwkd7+BMMwGGPotRYHF8jqvfhASIo+ar9pmmRxv94Zj72pSXhRUuUQP06n+VFuEreBdu52+69V0zchEw8gHs312ybm51alQq0oVZNibsAxziUyIi8tLWzxCSmTqvIJqZBrirwk8Jl/0X7LoDV9KTcPWZZxBN1ms/X19R04cABl3jRNTMSr1+t4EPvEDMN8+MMfrlQq+Xy+0Wj09/cPDQ1BN2YAPTPycZ06nES3d+/eAwcOYD2fVqtls9mw201kXpKkvr4+nDvncDj2798PALioHQow7jebTTSArPuHQ+y9ywfUajVVVWVZttvtGKLH07CEQCaTwcQFvE2MSWCkAS3J5/P33nvvwMDA0NCQzWbD1ISxsbGtrS0AGBoaQq/Cbrdj/ICELvBvf3//xMQE8QxwJGIX5S1Tdhe3gXbudvvfSftTQi2drJSLSlIs5HOVWFSIhLn+vhFRyMci6WKhiSv9ZNO1N9fxo9pP+VFhGMbBgwdRwEiNGtJjJv1g1H7o9o/Jx0mIm8y7k2UZP3XgwAF0C1qtFio0dGP4+/fvx0l0lmVhVAAARkZGLMtSFAVPxkZw1j5alc1mK5XKhz70ITwfR9NxkT1UfRJvgO4CBIIgAAAum7t//34s9eNwOO67775SqYSr85Fcv6GhoVar1el0ME0vn89bloWTHsmvEqYWKoqCcyJwjYN2u907nIFhCVLUD7qhCArlhnMbaOdut595/rkXjx45EY8JqaQkCnk+IQlckU9I6WQlFsmWpJZreqbTNgL++Uy6kIiL/X0jIl+KRbLFQvvt2k/X8qH8qKjX6wzD3HHHHSiZOGa/Z88e1H7oRvtR0gYHBwcGBlDvMcjPMMx9992HOpdIJEizGFcnKQLYGx4eHsb2e0fEBwcHcfyeHGQYZt++fdAzb743zZCEE6A7AxDH+zE/AMcIms0mXhEAcIVAhmFGR0d7sxDwLUVR8ODo6KjD4cDBe6Y7eYEsSNhut7HlXtcHxwvIpEcA0DTtwx/+MA4oqKqKP2qk/jGFcsO5DbRzt9u/o/bzCUnKt6Lh1P697+cSqXAoUZQqpWJ1wDHOxQsiX1paCL095k+1n/IjhOgZToIHAIxpA4Aoih/4wAeY7mQ8ANA0zW63Dw4OAgDG1ZnuxD8A0HUdu+OYNED6u6VSCSf7AYAgCHv27CHL7lWrVUw2/OAHPwhdIe8d8m82mwMDA3a7XVXVVqs1MjIyPj5OOvcoyaQYAJmCj7eg6zrKucPhwNz+SqXyvve9b2RkBIvukSwEhmHuuecefIlXxzaJk4GNDw8PE8NITd+3tUNiJLVaDVfyvRn/ahQK3BbaudvtZ55//vzRow/E41wqmReFLJ/IC1yBT+TTyXImJSfi6WhEZBj7hz74EYbps9n6RSEfi2Tz2UatYghcKR7NJwU5tJUS+ZLA56j2U340lMvlsbExu91+8ODBPXv2kM46vttut0mU27IsLIAzNDTU39+Potib/4/p8ZhCzzAMdrtJGuDExAQm0AEAqmOtVsNO+d69ezEPn5Twq1QqmGSA15qYmCBhCYw69Pf3YwQCX2LfHSvtYNweAHB0AOsWjI+PY8gBpwDgDeq6rqpqKpWCbh0CAGg2mxMTE/39/ZiKiE4MxiFqtRrTnfSP55OxDDLcMDAw8DM/8zOYnYC/ZXSwn3LzuA20c7fbv6P284l8IpbNpEsVuZ1K5Rbmr9brzUSCT6eK4e2UXFLXVxNcXMplGvFoPpOqUe2n/IhBFc9kMoqi9NayJd9JVC+yUL1lWZhmX6/XsUJf72lkxjy2QHrAWFCPJMATJSY1faGnlC90s+SwcVKUF4t+4z72qskaP2SmHy6yh0vzkdI9aBLeEQpzo9EgwQMS+Sc3iAajzaZpkjWHSPv4BPDR9a5/CN1Zf3ha7+OiUG44t4F27nb7mWefffro0cMcJ6RTBYHPcYmMKGRTyXw0Gi+VpEh0K5Xmc7lctdLkEplqpZNKZd7ckvlUUiIbz2V5LhsOxR9++OFOp6WqHVVrAmg3pyIhhUKhUHYrU1NTrVarN8KEGay32q53y263n2VZ5hvf+Prx48cikZjAZ0QhLwp5gc/EY2IiwSeTQi6fkorZ7e3tcCieiKeTYiEe597cYljK982NS2SiETEcin/xi18EMBWl3WjKlrVrngWFQqFQfjTgylKYVkLWlcB4265gt9vPsizzzW9+40/+5JNPPfX02Ycee+Do2TOnHn/8sb/6/BN/efbs2c985jMPPXTmkUfOnjhx4vSps3/xxb89eeLhRx459+b28BOPPPwFsp06+cjZh57427/5+0984hPb25tzczPTzks+v4ulUCgUCqWHf/zHf1xfXw8EAi6Xy+PxLCwszM3NBQKBW23Xu2W328+yLHP+/POf/vT/XFvbSMST6WQ5m64IfG57K5rL5eLxuCBw4fB2Pp8X+HQmXYpGxJ36/ZGwENrmtjYjTzzxhGUZnU6r0ZTpeD+FQqFQ3sbS0pJlWZhJg6myuCberbbr3bLb7WdZlvnGN75x4sSJWJQX+Bwu5cdzWS6RicVi5XI5k0ltb2/Wao1UMh8Np0pSSxRTb25CFscIcCsVG+VSM5XMnTt3rtNpGQYm+mkmhUKhUCg9sCxLUuRwx+ouw70ruA3sZ5588snDhw+LQqYo1bPpishLuDofz/OlUikc3g6Ht7PZfCYtra/G+ER+J+1fXtqMRv5/9t70Sa7ruhO8udVeQGEhAJISSS1Wx8R88ETMvzBfZ4nusTtmNPNlItptT48WYiWJlSBFUy252w5LlkBQS4uULTsUdtOSLBJbVRYKqEKhsNSa69vX3F7uL99+5sNh3k6RKgVIAZXIxPtFRkXWy5f3nXffy/c759yzCLksd/bsWdvuYEl/2271R6sJESJEiBCPK+bn54NuPWlsvjVYPaMHXf5kMkkuXLhw9OhRnpN1rSoJBs+WRL4k8qVsNp/J5DiOs217aWlZFDRdbapyfbs4f6PSrhqmJGrnzp1rt5sY5+/5HTdEiBAhQoTowcLCAnInhsthm4wgCPot14Ni0OVPJpPk7bffPnLkSDbD8pzG5PRcRmVyaj6rFAqlbDavqur6+vrMzF5CEuOj+wmZ5DjhwxcrY14fvnJZMZcVU1u58+fPu65t252O1QjA7rd+EyJEiBAhHi/Mzs5iJQnf96m3fIDWywdd/uR/q+3zYS+fCseUeLbEsarAK/fvbZTLBiHRWrW1tcloSkMSjGg0fv36jXLZyOcEgddTW2yjbudz0kd7+Ia9fEKECBEixG9DcvBr4wy6/Ntyf7lUYxmx1TIJiQq8wnOawJWXbq6n01nPC3S9mMvyGPnPc5quVUPuDxEiRIgQD4Ih4M5Bl5/28pEkwfhv3M8Uc1mRY6Xl5ZXPf/6LNxaWWw1fEqr1qs9xwvr6ZjabV5WSrlUzaX7l9nrVMEPuDxEiRIgQD4Ih4M5Bl39b7udY1ep4oigTEm23HELGJ8cPEjLFMFyz2RYEaWszpyqVWrWTzQihzz9EiBAhQjwghoA7B13+3+R+tsrlKzxb5piSwKvra2kmLxASHx/bVSmZd5ZzIlebnJxeWblbLhscKzN5OZcVWUYJuT9EiBAhQjwghoA7B13+bbk/nxNYRoIAotGRgm7cv5upFF2JrxMSVVWdZfnNjWy51CzotVKxsbXJhNwfIkSIECEeBEPAnYMuP7n41o+PHH4pn1UkodrL/ZKoi4J27+56Ij7Oc1ouozLZEnJ/rdYwjBrHyqJQ2FjP8ZymKpWQ+0OECBEixINgCLhz0OXflvsVuVgsVHNZjpC4phpFva1KrVy6MDIyJoqyJCm5LK+phqpURKEgCoWQ+0OECBEixINgCLhz0OUnP/zh24cPfz2V2uQ4QRAkSdRlqSQKBUUui0KhoFdW728+9dRThJBEIhaNEkmSJFHrvnT6ymbzhUIpn88fP3HY7NQBTMerArT6W7U4RIidAf7+sbiH4zj0Tb/koc3FbdsGgCAIarWa53n9kidEiF7Mz88jCbXb7Xq9Tjmp33I9KAZd/mQySd566/tHjx7mOEbTCqIo53NCaotdX8uurWZW76fzOd7qeDdu3BAEoVwulkoFURRFQe2+NPpKp7OCIGWz2ZOnTnSshuc1Ha8aBM0dUmNChOgrfN8HADQF8NfVb4k+tEIsy8KO3e12u98ShQjxIebm5uhvBN9gW7y+CvUJMOjyf8j9hw9/PZvNCrzCMiLHqrJU0lRDkcu6VmXyIs8p6BJIpTaz2TTLiD0vib5UpSgKKsMwr71+tmM1HK/u+jWAVhAixBMArOaNxb1pYw/XdfslDwBYloUeCJSn0WgAQL/kCRGiF1euXGk0GlgJPwgC/LHYtt1vuR4Ugy7/hz7/o0cP53I5dOPznMbk5Uyaz2VFTTUUuZjNcIZRkyRFELhyuSjwSs9Lpa9sht3azDIM85d/9W0AJ4C2Dw3XrXkhQjwBgK6djY8DVK5d1+2jPKZpokWCf9vttuM4/ZInRIhebGxsBEFgWRb+RujPp99yPSgGXf5kMkneeeedL3/5yxcuXDj/6hsnjp985eVXz7/6zddf+9aZ0994+aVzL504/bWvHn3jjTdPnTpz6tSpEydOnDp15tTJV7uv1+jr9Knzr7762ne/+91//W/+l6Vb1+cXPrh05Z9+8aufLYQI8QRgaWnpV7/61fLy8uzs7I0bN27fvr28vHzz5s1+yXPr1q2rV6+iJB988MGtW7eSyWQymeyXPCFC9OLnP//5+vr64uLiwsJCMpmcn5+fm5vrt1CfAIMu/4fc/+KLL96/fz+bYQVe0VRDUw2B1wt6TRQKqlISBU1RNFGUVVXlOK7bwU/+SB+/zY1sOp1lGOZb3/5zAAfA9KHhBfV+6zchQuwEOp3OvXv3LMsyTZMGAPfRDkC737KsdrudSqXQ7R/a/SEeE9y7dw89Up7nYUis4zgDdH8OuvzJZJL86Ef/5ejR49lsnucUJi/mMnI2LaU2eSaninxJlrBoP8PkBY4TZFkVeEXg9Y+/ZKlQ0I1cjjlx4li1VmqbRrtTdrx6H0IYQ4TYcTiOc+3atU6nEwSB39PWs4+wbdt13VqttrS01Ol0oK95ByFC9OLSpUu4Oua6ruM4qCj3W6hPgEGXP5lMku9978KxYydkWS0Va7JU4NmCJJRVucoxuixWNjfyklhkGbFUrDIMJ4oyz8k8p338lUmzxUJVEKTTp0/6gQ1geUETwOz3OYYIsRMAgMuXL3s9K/0YbdcveTqdDspgmubS0hK+73Q6/ZInRIhezM3N4S/FcZxWq4Ua8wDdn4Muf28PX14SiwKvc0wRe/lkUrKmNMrFNpvXioWqwKs8L/K8yORl24JMmhd4XZWrG2tMqdCSxY/V9QMbwPID82HmJYQI8bjC76b8+r4PANQU6BdoQC8AJJNJVEqoavL4w+8mUAVBgO4KzFPwfd9xnFqtBgCmaZbLZQBAr0aj0fC6VRZ0XQcATLyuVCoA4Lpus9kEALTVyuWyZVlYhgFHw+8ahkFlqFar9Ig4Pm43TRMASqUSitdqtSzLarVaeCw0B7cbH9MuAKDZbOJTGJMw8RCGYeAlw0OjqJg5gkdvNBp9v7UeCoagNs6gy78t96+vsrJYvXcnPTayh5BEhIwQEt2//0AsOpGcW9RU487KBpNTBa5Y0BoCVwy5P8STjJD7Hy6CILBtG2myWCwi3TYaDXyDREvJ2LIspHnbtvEjAED6RxKt1WrIr/RThOM4+AQvFArQJelms9mrAeAW1BtEUUQ9AwBGR0cJISgDDmLbNpI97rzd+ADg+z6WW8DR8Fv4vlKpUFJB5YCKUSwW8Sh4agONIeDOQZef9vLp5f4yx5SqFbdU6GysMZmUWC7VBV6t19qExBW52Gr4mZSoytVGzWdyOs+WMilZ4Io8p4Q1fUM8mQi5/+HC933P85rNpq7rzz//PCHkhRdeIIRMT08TQhiGgR5mpU9halJD12jGGUAbHVGtVjudTi6Xo9cok8nQ/ExK27Ism6bZ+0WqNxSLxUKhMD4+Pjo6CgD3798HAEmScATEduM7jtNoNBqNBqV/+hEAaJq2f//+aDQ6OTlJCJmYmEB1QVEUvHblcjkWi+FxBxpDwJ2DLv+23J/alNJbcs2wtzY4o9Lc2sxVjWYkkkinmNQmn8vIRrmTTStLN9dlsVrU2yH3h3iSEXL/wwX6+V3XdV2XELJ7925RFAEgCIJoNPrcc8/Jsox7Ij0ritLL3MjEvu8HQUBLrm5tbQFApVLBa6TrOq3DiBSLqoNhGPjGcZwgCDCYy+vmcNfrdYzofvbZZwkhOHiz2fQ8r91u44SjGL91fNRI6A4AYJom3i14poQQWoGREJJIJPBTx3FisVgkEpmYmCCEPOLpf+QYAu4cdPm7vXxygiSUBa7IMSXk/k4bbi1ulgpmPqvlsiLHqoQkioWqJBbbTcik5NV7+ZrhVisOmy+w+YLAFXm2wLHymTPnACAAJ+T+EE8OQu5/6KBmPVrAmLaAE4scCV22jsVi+/btm5mZwe3oh69UKu12G7eMj48TQp5++ulms4nO/0QiEYlEotHoyMgIDoWMOzo6Oj4+joeYmprCjxzHwRHGxsaQtmu1WjweHxkZCYIAR9i7dy8et1qtuq673fgjIyPPP/+8oiio0ECXMHAtAx0bAKBpGu6M38WDop4RiUTwiwONIeDOQZd/W+7fWMtn02p6S6oZbibNS2LxmWeeX1tNiUIhk5I4plgpWZWSlU0ra/cZni2F3B/iSUbI/Q8dlmUh5yENQzeaz7Ks/fv3j4+PNxqNZrNJCInH47Zt9/Ilninya71eR7ObEDIyMgJd1cHzvFar5bruF7/4RWpJx2IxqlgYhoFtzMbGxnAmCSHPPvss1Uii0Sg9Fn4RkzzHxsa2Gz8ejxNC9u/fH4/HI5FItVrFr2OQIABwHId71mo1QkgkEmk2mxiuaJqm53lUvIHGEHDnoMu/LfebLeCYEs+WeLaUTnGEjKa28ukUUym37t3JSoIhcOXFG+sib3TaIHAVgSvznBZyf4gnEyH3P1ygA9+yrE6nE4/HY7EY9GRORiIR5L9Wq3Xo0CF8X6/XBUGYmZmJxWK+71er1YmJiUgkggO2221ZlvHq9LJ7EAR79+7Ff9Hr/vnPf77VapXLZdu2p6enJycn6aoB9bdXKpV4PB6NRnFkdDB87nOfq9frsixjUMJ2409NTVmWhYF76Cqo1Wq9MYzNZnPXrl2EkAMHDqDW4jiObdsYgUgImZmZ2bEL8YgwBNw56PJvy/3ZtFTUzTu306pc5zktGh2XRN2oNHlOy6YVTWkUtJYkVFOb0uq9TLlohdwf4klGyP0PF57n4UzWarWZmZlIJEJX34MgQOsZHf5o3CcSid27d6MhPjY2hpUV0G7G3ZBcAaBcLsfjcRyBEILh+gcOHKDM2ruKj05427bpWsPo6Cj1z8diMVo0aXR0NBqNUkfFduOjxoAjIK9LktQbJQBd3z6OMzk5iV/ET03T3LdvX2j39x1DID/54Q9+evzYaZZRZKmEjXzYvMbkVEWqpbekleV0pw2ETLk2rK9yqtzg2QLPFtAfwLNl+pLFisAVWUY5cfyk6/qWZQbgeL61XR+hECGGDL2PAzTU+igMTUXzff/KlStIXQPUYxSBa+QY8gbdYPhSqYSr7wCgqiq1qlutVqlUQo2BcjAu3uM4mO/X6XTQP48FmPFTTLIHALrGj8ScSCTQ5RB0ff70XyqV4zimaaLOQdWR7cbHQ/u+jyF+eJ+gePV6HcP7oas7RiIR9GGgPwA3xmKxeDweBAHWNqChgq1Wa4B0u6tXr9L3VOxGo9HHn8wnAq3tA90UTUS/5XpQJJNJcuH7P37x6y9l0jzPaRyrikKhoDUqJVPgyuktySg7mlIdHd3Hs7KmNDfWeEkoS0JZEgxJMCShSl+pTT69JeRz0ulTrwIAgA/ghtwf4gkBlsr6SHXPPj4LKPcHQXD58mXK+vbgAL3iABCPxw8ePIjE4HkeOvyxZSp0idY0TbqojylwpVLp4MGD0WgUL4plWaOjo3v37q1Wq0jAAOC6bqlU2rNnD9ri9XodR/N9H1P1MEQAD8TzPCFk165dtVrNcZynn36aEILrCJZlTU1NTU9P5/N50zR7nfwfH39yctL+mBKGRD4xMTE+Pm6aJs/zeC67du2qVCq03kClUqHxgDQdoNVqoa6DczIQuHLlSqvVQt3I9/1KpWLb9gBx5/vvv48Ce56Hv7Wg28h7IJBMJsl3v3Phxa8f41hZU8s8p2QzXDrFbW0yulovF9ur97Iry5tPH/zi6r08k9M1pfFh8x5G5xidY4r0VTPsUrEmidq5c+d837WdluM2Hbf5iRXCECEGEwsLC9SCQXuutzBLX+C6ru/7i4uL+C8SzKAAXd+aph08eBDd5kjMU1NTQRDYto2zXavV9u3bNzY2hs7wiYkJtO9FUbRtG13uGLJ38OBBzP1zXReTAvbs2YORd0iujuNMTU2Njo5iPmG5XEZrvtVq4fN9//79SOrVajUej09MTExMTODgiUQCc/Yw5HC78ePx+B/8wR/k83normvUajVa+K9cLqPj4ZlnnsFzgW6pQV3Xx8bGxsfHd+/ejfPw3HPP4ZniDrSKwEDgxo0bAGCaZrPZbLVaeDXpYsfjj5s3b+IbzO3s+y/9kyKZTJIf/+jdl06cEgVN1yqSqEuirqlGsVDPpiU2rzXrXi4jb67zTE7nmGI+q33YvIcrClxR4Mr0ldrkU1v5zY3MmTNnXNd23HbHqtlOo9/nGCLETsC27bm5OVxmdl0X67n2NvTbYfQeenZ2ljokfs/2XzuJIAjQm4oMR0/Btm2s7QMAqqpCtz5uo9HAs/Y8L5fL4SSgEoYuBPScY7Q88iVWEMLxTdNst9uNRgP/pYfonTfLsvBTurFWq2GlAcuysG4PAJRKpe3GN00TZQaAYrFIS/zScgW0KgA9X6wzSP0c1MNcLBY9z8OKv7ilVqv162J9Urz77rsos+/7VP6+R8k8OGgMDaqh0L3W/ZbrQZFMJslbb7314osvZrN5nhcZhstm89kMm0kzLCPpWmX51r2CbqhKxai0799LFQt1gVcEXhF4VeDV3j5+qlISBCmVSr16/rTtNDy/7Xh1gLCmb4gnAu12+9q1a7R5T7/FAQDwPA/55v3336duyX4L9aDArLZisUiVmFKpVK/XNU3DszAMo16ve57nOE61WqWnhjY05gd6nofl84KeIvkAgN/qdDpItJhQQDm1Xq+jvwRHQ42BXlNk92aziXX78Vg0Q6/ZbLbb7d89Pi7/Qzf8IggCLNrvum69Xg+66f6maWJYAB6Frlyg6kDLAGMkQaFQ8DyPFjl+/HHr1i0AaDQaVKGxbXuA7s9f/vKXeJ/QLVQ5Gwgkk0ny7rvvHjt2LJXKMAzHcYIkKapSVOSCqpQ21jNGpZnayrdb3rrI7akAACAASURBVMZ6rlbtpFMcz2ErP4XnlN9s5aewLL+xsfHGn5933Kbnt1tmyfOaTogQTwCg+zjDRzmyDnJAX9D7VLp+/TqurTabTXdAgJIj73Y6HbowDADoMKdkjHYkUj4tu0t74eAWWZYLhYLTjYkLggD3p2RDFQUAwMRCPESr1fK7HZnp4XAQFFLTtN4nvtst7L/d+OgWopYifkrr+xaLxSAIPM/DYoVOjx2MvO55Xu+6OPxmUwMUYCDwT//0T9B1lvTObb9+L58U9+7dg26fJxq2GQRBX4X6BEgmk+Ttt9/6t//2jy5c+N7rr59/6aWXjh8/fuLEy8eOnTh16sypU2dOvnL29dfe/JN/9x/OnH7t3NlvHDv6ypkz586cOXfm9PmPvI4cOXbu3Plvfeubf/TH/9v91Vv3VhcuXfnHK9f+6/UQIZ4A3L9//8KFC3fu3FlaWpqfn5+fn08mk9euXeuXPO+9997CwsKtW7d+8pOfHDhwYGZmJh6Pj4+PxwcEY2NjGNOHKfWRSCSRSOA699jYGL7HjzCwDtfXx8bG4vE4Buhhoh1Gzu/ateuzn/0sZgCSbsE+DAXApXpcRMed4/E4HhqPizvjgIh4PI7RghMTE9PT0/gvCoOf4si/dfxYLBaNRvFCUHkIIdFoNB6P7969e3R0dGpqampqKhqNxmIxeqYoGz3TaDSKwYYjIyM4OM5D/67YJ8P09PRPfvKTu3fv3rp169q1a1evXl1YWFhcXOzX7+WT4h//8R9TqdTy8nIymbx8+fLc3NzCwsLKykq/5XpQJJNJ8rd/++7hw19fX19l2bymaaVSSVG0bDaPPgBFLgi8IgqaIhc5VhYFjWV5luVZRvzIS5ZVUZS3tjb+4j+96QcmQKvRUn2o72DoYogQfYPneYuLi9SqC4IA+hq0DN3VbgC4efOm67q4BNBHkT4RPM9zu8vetEUvtZV7++zhlt6cRrT10YjEETAKD2cAunlxbte7gE57tNfRKrIsC90JaI7jnq1Wa3Nzk8ajoZsduivWruuiMwBL+203vt3tNOh0ffi4TxAE7Xabfur1NCKCbjA5evipf0JV1SAIGo1G7yCDgg8++AAnBAPl0NfSb6E+AZaXlx3HweuOfzG+p99yPSiwh++FI0dezOezkiQIgsBxHM+LHCeIory+vlksGKpSFHhVlgrlUn1jPcNxgiBILCMqcgFZn2MlJi8IgsTzIscxZ86+DGAF0ARo+jAwcZshQvw+cBzn6tWr6E+GbiUZfPoj8dCGLgBQq9V6swBc16Whwna3jIzdbQgLXZ7AwaligYfAVWdkPuqphr7W9nG6nWnwFFCeXmmDIEB+hW6EFBI2OtjxX9u2cWd8nvbms0E3va3T6WBE3kc68z4ieJ53/fp1PLuPLAQ8OmBqBm3a23umNIaAXv12u01VB+jOOa4RYEgEXgucVaotQTe6wnGccrns7kiA6hDUxhl0+bflfklSisVyJs1wrLSxnslmOFHQNLVcKJTW1zc31tOioEqiVqu2eE5Op/Ih94d4kuG6Lqb9VKtVWkIOuk3hOp0Omq10ndh1XUwGo6vLyIj4pKYxX7QVLJqbSJyYfY5mIjVz8dCoGeCycb+4vzdCDeXHU0CCgZ7E9KDbJY/yEHa5dbuhdmhO4UeNRgN3U1WVlsoBgN73jxR94X4AKBQKAKDrOt5XhUKhXq9T50G73cYsAOiqfZgu73STDkzTxE8Nw7Asi06jaZo0ywDX4PECiaJIldRHhyHgzkGXn1y8ePHIkSP5PCtJiiBIHCfwnMyx0tZmjmPlrc3c+lo68IFjVaz/o6kllhFlqVApN1JbbDrFbazndK0q8CrPixzHnTn7CoAVQAfA9GEn9PEQIR4H/OIXv+h0OtQnXC6Xe5UABD6INU3rpeGgp88s+nXx6/gG+R4/xZD13jwC6gPHzHXoMmu/uB+NUSw1gyKZptmbZYBqEMZIB0FARZJlmea5eZ5XrVZpT146jbikQvc3TdO2bWoTP2r0hfuxMQF0S8f0nmwQBM1mEyeHJpRiOCHKhkoDANi2jcGDdCYVRQGAZrPpOA5eJixp4LpubxLjo8MQcOegy78t9wu8ynOKY8P6WjoRHyFkNBad2L3rQCbNWB0vtZWXRF2Ry6pS4TlM+g+5P8STC9/3L126hO8ty6JOaXxTqVSw5Co+JtDY0nWdWmwINNQwdQ29Au12W1EUXKhG1vG6Kd3o7u5d1XYcp1qtosbQL+5HPqbnYpom0gwao9CzJEETu7E7H379I4lquLxN8/2g2/YGiZDqQLQS/iNFv+x+WpEJswfRu+M4Dk4aTi8AYGk8FM8wDKwlAD1pigDgui5OI80zBIAgCFZXV/E9XhHqoXl0GALuHHT5ycW3fnTk8Il8TpBEXeBVjpWxuG+52N7a4O6upA7sf35znVflejat5DJqIj51/15K5EulQiuf1bCnnyQYAlfkOYVjpTNnzgD4AdgAlh+E+f0hnhTcuHEDF63xWSDLcjwex5Bs3CEIAsuyegu2A0C1WkUXK8uy0LXb9u7dm0gkHMfpfZoUCoXedXHoRgDQdQT6DOqvz7/dbnc6nVqtNjo6OjExgbXt8KwFQcB9pqameuP2AaDRaCDrYwNcxKFDh+iYABCLxWZmZrB+36FDh5D21tbWduCkoE/cj/yNWQZ79+4dHx8/ePAgBogAQKvVwqqC2Dlwz549QTd9UVVV/GhiYgLvQ7qwYhgGJgtgwUTaI5E6GHbgvIaAOwdd/m25/+bCPdeGThtG4ruLettswf27OUkwCBk1Km1drecycnpLUuV6o+av3WdC7g/xJKPT6dy+fRvfU0MWaWxqagpZCp+t4+Pj9XodTdV0Og09ZisazUG3ATx0PeR0RRzdvACwtbWFA2IsOjJEqVSiCdN95H4A0HWdEPLCCy9gxdZOp4PkFHQ74mBrXafbHG9iYgKdIrRJLkZ9o36AYyK3YcUbAMDENnRl78D6NPTP7kdqx/lxHAenC3VE1JDK5TJeWapIGYaBOYF4t2CL4cnJSVxGmZ6eTiQSlUoFv4WphrROEdUsHymGgDsHXX5y8a2fHDn8Sj4nSWJR4HWOVXm2wDF6LqMW9fbqPWZ89KmtDfHendzWhthuQjw6fT25kk0rilTLZTRZrPFsOZfRBK7IswWOVc+cPg8AQeABuH4wMHWOQoT4PfGrX/2Ksrjruo1GA3mLEPKlL30JS7/Zth2Px3EfbP6GhhfmbeMiNzapw+ztgwcP4kPfsqx4PI4f4SOeLv0WCoVnn30WvzI6OhqPxzH8rS/cLwgC+vMTiQQ6PNBljYYmAOi6Ho1Gd+/eLcuyZVn1eh171ePXMRcfox+KxSKWJQCATqfz3HPP4W4YFrBnzx48U/jNRmqPDn3k/t27dwMA+oE+97nP4TwUi8XnnntuamoKd1MUhbY3BICJiYmxsTGsGuR53kcmeWRkBLoJAiMjIzMzM3iZaMD/oz6pIeDOQZd/W+4vaK2V5VSp0EltSntnniNkamriECET6S3BtWFrQ5DFKseUNKV5dyVb0Noh94d4khEEwZUrVwCAWuHtdhsbyY+MjExMTNBi8tFoFJOsEonErl27aHYf0h4AFAoF7FsD3QrtAIDN6Wm3+LGxsampKRwTbWXP81DzwDXyPtr96OTA7AYUCfvXoa1v2zZ6sGmEOXqk8btYnQarEUC3Rx/uiV5umqBPCNm3bx8dZAfOq1/cD92ygABg2zYWC8I7AeeHxoqiawTrDffOahAEWGsIcyhwukqlEn4RVUmaMOLuSG3aIeDOQZefXLz4gyNHjuVz/IfczxR5tsTlK0y2xGRLqtQiZJemNES+oim1rQ2OkIQoaAW9xuRlNq/xbEFX6xyjC7zOczLHCWfOnAJwQp9/iCcN//zP/9yblA8AyHbYCvaFF15otVrtdhubs9m2jV5ZWt6VOmyR2rE3PHQz4Em3qxsC+R6LotAScmgX0lXbPvr8kaExFgEAqOseV/TRkKWBEXhqGKtIff4YjIanhqPh2XU6nYmJCayCh/GDO1bEvi/cjxoP/q3VarQ7MCpVaOijo94wjJGRkUQigdM1MzMzMTGBk4M+f9QSsGoCLQyAyhZ0syt7Gw08UgwBdw66/Ntyv1HyUhtKelOdmnqGzReyaUWRDEkoRyIjmxvZTJpnGcUod5icurnOhtwf4gmH4zhYqiwIgkajUSwWbdtGsx4/RWPXNM2nnnqKdpqnj13k/lgshiYv+gDQRKNr5GjJ0XKz6LbFBz2yKY0SKJfL/eJ+mqOIXeaga5vSZYharYYnggHnzWaTRgLSnenSCSFkfHycNsClR8HuujSIcmd0mr5wv+M46BaSZRn99hjoh60Keqeu3W5HIhH0mqBfZGRkBEtBQDf0hAZG4LWIxWLj4+PQUxXR87xsNrsD5zUE3Dno8vfk+GGsH6PzbIFjSvmsnt6Scxn1D77wP9y7k1blqtn2c1lxbHRakYv1mpVJ8zxbYHJqPqsUtEbI/SGecMzNzTWbzV6bCV3xlOmRrenDOhKJxGIx2t8FHbYA4Hke9fnjon6hUMCALPwiTYtvt9u97m7SjfeG/tn9XrcLOzXxE4kEcjmmm5dKJbosjdvj8XgikTAMwzCMRCJB4yFs28bTwbTG0dHRycnJ3vlER0itVtuZlPR++fybzWatVhsfH5+amsK5xUM7jnPw4MHR0VHo5kyifwV1BdQ1oVsVCu8u3/cLhQIGkGKfAgBYX18HAEmSaCogrTbx6DAE3Dno8m/L/ZJQLRU66S1pNLG3XGyv3c9JYjGbEXZN77s+vyRLpXSKY/OaLFZQAwi5P8STjFqthnH+WNcdACzLmpychG7huVarhbbX/v37DcPQdX1qamp0dBRZpNlsTk1NTU5OGobheR52cwEA27axbR0GB2BCYLVapV50jIeH7gMI1xH6GOuHwPD7XquURiaih2NmZoYWlfu43Q/dMgC9Gg96PmzbRofB888/TwjBpMGP11B6FOgL96NPCJ09GIin63qtVkOHEHY8MgyDTjj6Qur1+vj4eCQSoZl7VBVArwzpJgugxU8VVlox8FFjCLhz0OUnF9/+3pGjX8vnsx/W9mFlnlM4Rs9lZJ4tsIxy88ad3bv279t7iJB4Ij6eSbMd01OViiKXBa7I5FSBK0pCOeT+EE84FhcX8aGM/25sbFAuBwCGYTCdGq1/AEin07i8HYvFcB23UCjg46NYLKJZ9vTTT6PH27bt3bt3Y/D2rl27pqenMWsAvd+YKUCf79A/ux+ZhkbwfelLX0LOPnToECEECxZ1Op1IJDI+Pk7T1gGg3W7j+ghOBQJTz23bxqb1dOGDujdgp4gf+lfXD28SVIOwWAJa8Fig9+DBg9FoFGcSnfw4jeVyGdcIpqence0fuhyPKyk4mYlEYv/+/agl0B12IHZyCLhz0OXflvszKVGRDE01BF7P54R8ThBFtWO6HCvjer8slThGl4SyIhmpTT7k/hBPMlqt1tzcHD46DcNA46nZbOLjAK1eWqufVlXrTUxHqw5TAKhBhvvgU973fazlp6rqR7zcqB88Jr18Go0GrSaLBYuo/ABQKpVoRwPcB1P2MdYPewH0joa5kdCthYDfoqFquq7vQEIaoi/c/5GShejz6HQ6NAufFkKmTZ6gW6AX5w0TT/CLNIGCXg7qfSmXy9T634GcySHgzkGXn1x8+2+OHP1qnkl92MuHlXhO5liV5zRdq4qCtrWZ4zlZ4BWeFxcXb6lKUZHLtWqHY9XVe1lJKJeLbYErhtwf4klGEASzs7P0oen7fqPRQGqngeiUpYIgoF1i0SuLH6HbAPfHh35vEDvqE1h9HdPnsBaQ1201CwDtdltV1d5evbCz3E+XirFzDBUbeSWVSqGoWIMIA9ag26cg6Pbrw3qF9KQKhQL6tHHAarVKGRG/TqvePlL0hfvpFGGQR29QHnT78WA7KJwunudpZR7HcTD+H//1fR/1J3of0qbDdH9sR7sD5zUE3Dno8m/L/bpWzeekTJqVpUKlXGfyQqVSVVW9XKqltlie03hOE/kSzxYyKTHk/hBPOFzXXVhY6HQ65XK5l7yDbusd1APwsYs7IGPhll6THQAMwzBNk3asp0uw6Pqmz2t0/EL3oUOLuEFf7f5ewx1PAaXF99ibAD7mq6fS0n+x8kEvFXU6Hfpvs9lE5wdNKHjU6Av346Q5joPThQ36MFUPujcV1TiR5vEvbW+IOlavIgUAruuqqoobsTNCb3HJHTivIeDOQZefvPPuD//3P/pf/+I/vfnKKy8dP3785CtnT508d+L4mWNHT507++evvHz2a189+s03/+LVc984fPjouXPnT75y9vXXvnXs6Kk3//w/f+U/HD998o3jR8+ePvnG0SMnjx975bXXvvFnf/bvr81+cGt54dfv/9fk/KVknzA3N3fjxo3Lly/jv5cvX75x48bc3NzCwsK1a9euXbu2sLBw+/btX/3qV7dv3758+fIvf/nL1dXVn/70px988MGVK1cWFxc/+OAD3Pnq1avJZPLq1atLS0tzc3Pvvffe0tLS9evX33vvveXl5eXl5Zs3b7733nt37txZWFi4fv36+++/f/369YWFhV//+tfXrl27efPm7OzslStXrl69eufOnXfffffmzZvJZHJ2dhbfhBgC/MM//MPevXsxmm9iYiISidBkvL4Al4djsRhWv8cKuCF+HzzzzDOEkP3798fj8UgkgjMc4tNhcnLy7//+71dWVmZnZ/EZiw/efv+OHxTvv//+/fv3r1y5cu3atevXr9+4cWN+fn5xcbHfcn0CkJ/9/TvHT7yYSq9xHKMoSrFgFAuGLJVUpaIqlXxOkKXC/XsbuSyXyeRyOWZ9LZXNCPmcVCzU01uCIhlsXhP5EssoHCvl8+xbb33fspsAjue3uy09+wDbtlutFl3Bov/SNhjoF6VR2dDTVvwj/cVRxeZ5HroqHoZZoQJO62Q5jqNpWtCtuE6/Tn1u1AmMR8QKGyGGAwDwwQcfoO8adqrK7O9AEAS2bWPL4EwmEwTBjq2LDyVwLWN1ddXzPHyM0D6EIT4F3nnnHXyDz2G6vd+/4wfF8vKyaZrNZtOyLOQCXIDrt1wPimQySb73/b9+8fBXGCanKJogSExezOeEbFqSxUo2LW1tMqkttlHvqEqpXKplM2yrafOcwjIKyyg8WyhojXxW2VxnmbwsSzrDcEePHi6WlFa7atn1jrUTPTZ+N2zb7v2J4hOQsnuvUxHfYwoNdNfSAEAQBKT8arVKY6zQM0ajmqHbXgWPVSqVelNlCoUCbYuJFU/R87YzvUdD7ABarRbW9EWgXogRVX2B67qO46BjfGFhAZUA6PYJDPFJgY+Rubk5rKtDL3S/5RpULCwsAIBhGI1Ggyap7ljKxu+Py5cvU1rxH33ro4eOZDJJ3v7B94+fOMzzrKrqoigLvKoqpYLWaNY9Va7KUqlUbGQz3MZ6pqBXeE5ObeU31jOaaihyWZEMjtHzWUWRjHxOKuiVYrF87NgRAAfAAbAALLdPgG6AK95qpmlSvq9Wq25PhAtdQ6VhSmisW93AIuiyPl5jqkzgR36P+i9JEq3ugm6ARqOBJgJuQQ0A/QHQ1TZCDAEAYG5uznVdjOFHFXNnUqV/Kyg/+b6/tLTULzGGCa7r9oZzDtDi7mOIa9euWZZFfyC0W0G/f8cPisuXL1MfcL1ed13X930M3R0IJJNJ8p3vfOcrX/lKKpXhOYVjZSanMjk1m1bXV7lsWtXVZqVk5TJyekvgWFXg9VKxpmuVbEbY3MjLYkUWK0xOFflSOsWJgqoo2pEjLwI4bbNmdqqtdqVf9xZNr6JAbzxuxL+YI2T1ZFtZlkVjhh3HMQwDTXPMS7a6RVqgq+th5Y1Wq+U4Do7g+36tVsMcG+jG3dAC2pVKhVYg/0hRthADDdM0L1++jO9d16UWTD9sKt/3fewj7Lqu4zhXr17FJi6WZfVLnkEHADiOMz8/7/cYABjIGeJTYG5ujv522u32wHlAFxcX8Y1lWb1e5P5J9MmQTCbJ3/3d3508eVIQJFUpiYLG5rVMStxY4wWuoqutcrGzspwiZPzgUy8k4lOEjC7eXHEdyGaE1BYrcMVqxZKEMs8WeE4TBZXnxZdeOg7gWHbTsuue3w76BOgWF6PAf0ulEl4hNMFp43Pf9ylDY5cR3/eRpNGOxwRZzLCqVCrUSUB7sQAAdtDCf2m6Nh7XNM1ejxYqE+jvCjEEAIDZ2Vl6fev1OjbTexS/2wcBOh4wA/DSpUuu6wbdSsAhPgVarRaWcMCwefw5hyEUnxq9C2SmadLHZr9/xw8KdPIhZVC/L01VffyRTCbJhQsXv/71w+lUnmNVllF4tqTKdV0x1+8LIlfj8hVCdoEPK8upbFqShPLuXfvv3lnnWLWg1+7c3sJ6/ujz51hpayv98ssnbKflB5brtQD6FvGEuli9Xh8ZGRkZGUGqxo22beu6fujQIfyIEPLMM88AANYHFQRhfHw8Go2Ojo7GYjHaF8v3/UQigbG+e/fuxTfYdJV0y42NjIzgG0LI7t27eZ53HIcQEovFsNMarciNukL4LB4m/PrXv0YPEHyswM7OA0XCp1KvUtJHkQYaOHsfXz3pt1yDivfff9//zQROGKhllPn5+Y8/vQdIF0wmk+Stt94+ceJlSdR0rcpzWj6rcUxR5GoSXxe5GpsrHzr0pdmrszXDbTX89dU8IQlJ1FlGUZXK6r2s3YFSoZXeEkShUNArDMO99tqrZqcO4Lhey7Z3qL3mbwWWU0Um9jwP3e++7zuOg2XPac/KSCRC26fOzMxgJVE09Akhn/nMZ9CIx6EAoNFo9BbECLrZ1Ujw0A0p8H0fm7HSaANCSCKRwBWXnSlIEmLHMDc3FwSB53k0G9u27b44VBFUjPn5eehWBeijPAMNvMTz8/NYdQC6VXf6Ldeg4tq1a0EQYOAkvrG6BQkGAr1aILqCBmsBN5lMkosXLxw58mI+n/2wtg/H8TzPcZwsq2trG8WCMTU5k07ly6XavbsbBd0gJCqKMs+LmTRbKbdkqZTaYgUee/hqHCudOXMGwA8CD8Dxg35mOtm2jXXO0fJGGwiN/qeeeooQQvkb90EyRrMeu6Dato12PAB4njc2NkYNd3oI6C4cUD2DLv/UarVIJDIxMUFraxBCJiYm8C7ZgWZZIXYMvu8jxfrdteH+ykMNLOhHL5+hRL/6+A0lkoNfG2fQ5d+W+7e20q7ry5I+OjJZKdfrtbbAqyOJyVgsIQhSNpvf2swVC/V8TspmhIJee9y4v1arYS9UrLJy4MAB7P6JFwzrckxNTVWrVasnFdu2bVwFGB8fp4/vTqdTq9VqtRq1+6vVKi1/rSgKFmctFovPPvtsJBIBAF3XKdnv2rUrHo8HQWBZlmma6ELACgFhfvDQIOT+oUfI/Q8RQ8Cdgy4/ufjWj44cPpHP8ZKoCbz6YS8fVpalUj4nFbTG+mp+evIAIeOETNodICRaKJQKhVIuyytyeWuTyeekx9PuJ4REIhEkZiyyRj9qt9u4PI/Of0IIuuUty0KOHxkZoT4DVA5M09y7dy92V9u9ezftyeb3VGzFI2KIte/7eE/QUlZYWw3vj9DoHzKE3D/0CLn/IWIIuHPQ5f9d3L+xnquUzK0NrlqxJKmsaY3k7GIsliiXDdt2eU4ReB0L/D2G3N9sNrGFJXI/2t/NZrNYLNq2Xa/Xg26yH+V4+M1a1s1mMxqNRqPRQ4cO4dXFiq3Qfb7jzsji2FgFFwiCbgl3DOOnSwCxWIyuIGBoa28btxADjZD7hx4h9z9EDAF3Drr85OJbPzly+JV8VpGEssAVOUbn2RLHFGWxlt6S2XxR5I18psgzhiq1bBPGxyevXLmWTmczaVZVKjynaaqRSfOPG/eTblNzCvwXH82U7JGYx8bGJicnMTILu2Wj4e77Pq7Q07i/Z555BlcTaLdW6GYP1mq1WCyGMYO4fxAEzz77LGoDGFuAhawx+98wDH9w8kFD/G6E3D/0CLn/IWIIuHPQ5d+W+5lcoVpxN9b4f/UH/+PqXS69qZZ0m5CRVCoDAIZRQ7s/tcWKQqFUbDxu3B+LxTBcHxNz6RZsW0kImZmZQf5utVq4/A8AlmVNTEzs3bvXdV0svouLAjgm6gG9Rj8AiKKIiwKWZeHSPioE5XK5Xq9jVAHuie4HVA44joOdapkVYgcQcv/QI+T+h4gh4M5Bl59cfOvHRw6/lM8JkqgLvM6xKs8WOEbHV7MerCynDh34IiFThEwVtHYmk0ulMizLy1KhVGxoqsEyCpOXHzfuR5ZVVRVD6lRVpR773nS7Xbt2xWKx3bt347dkWa5Wq5iqd+jQIVzRRxWB47g//MM/JN0OaRgSODo6ihe+UCh4nocufd/3sbsDADQajenpaep4SCQSQRBgFWHoNgIIMQQIuX/oEXL/Q8QQcOegy78t9zM5tVIyU5uiyFdksSaKBseVRN7Q9WI2my+VKrksv7XJFPSaLJVyWfFx434sDd27xXXdj5TiB4BOp4O5fKgQoGce98Gau5jFizsbhhF0W2JjhVQAoKED+FDALGr6UafTcRwH6wPiRlrtn8oQYggQcv/QI+T+h4gh4M5Bl59cuHDhyJEjLMvKsszzPMuygiBJksKxkizpqa18qVjb3MhqajmdYsqluqrqgiDVag1R0DTVyGYEXatKYpFjVY5V06n82bNnO522bXdspwXg/M7iTiFCDAna7fbs7Cyl/KAb79kveXo10WvXrnU6HXxC9UueQUe73W61WjiTQffihvP5qXHp0iXaEdHv1krCFgkDgUGXP5lMknfffff48eOZTIbneUEQBEHgeTGfZzc3MjwnC7x6Z2WtUe+wjJROMWurKVlWWZbP59lMmtVUQxKLGO3PMko2I6RT+TfffBPAtyyz2TKCYGDmIkSI3wcAVPn4JQAAIABJREFUsLy8jHzgd9szYs2yvgDdSyjYnTt3UCrslR7iUwCNvJWVFbzEdFGv33INKjY2NpAvO50OeluDIMCuEwOBQZc/mUySv/27n/yfX/7j7373r8+cOXXs2JGTJ19+/fXX33jjjddff+Pll09+5Stf+853/uYr/9+Lx4+9cvKVs6+d//Pjx186c+bcK6+cOn3q/Csvv3r61Osvv3Tu1XNvvvzSuTOnv/GX//k7f/zHf7y1tbG0dPPylX+Zv341GSLEE4D19fXvfe97y8vLt27dWlhYmJ+fn5+fv3HjRr/kuXHjxtLS0o0bN1ZWVi5evLi2tra0tHTlypV+yTPowJl8++23V1dXl5eXZ2dn5+bmFhcX+y3XoOJnP/vZ2trawsLC1atXZ2dnl5eXl5aWFhYW+i3Xg2LQ5U8mk+QHP7zwla/+2erqPYbJybKoqjLP81tbWwzD5fPsrVu3AWD51l1J1PI5XlWKDMOJoiyKcrlU31jPsYzCMookFjNpPrXFbm5kvvGNbwSB1+m0my2jv7V9QoTYMQRBsLCwgJW9bdvG7l59XF8Pul2qLcu6ceMGbgnrSH5qWJbluu6tW7cAIAgCrMvZb6EGGCsrK3hD0ugo2kZ1IDDo8ieTSfLuu3974sTLuRzD8yLHSizz4V+WkTS1LEulGwsr9ZqlyGVZrGTTUrls8LwoirJRaWbSvCKXNdXIZcVyqVkptyRRO3/+fKfT9jwM9HMeUSuIECEeK9i2newJ/8GNQf/6u1MxbNvGfqO9goX4pAAA13WTyeRHKL/fcg0qkt34U+jGyqG22m+5HhRDID/567/+7osvHhEEqVSqqEpR4BWek3lO1rXK3TvrlXJra5NR5PLmRj6blrJpKZPJbW2lBUFiGYljVSYva6qhyOU7KxvZjJDLcmfPnrXtDoAfgG3brUesvoQI8VjAtu3etp7Yza+P0f6Uonzfn5+fdxzHDwtJ/X7wPO/atWsf6dHeb6EGFfPz80G3smq73e6vk+xTYNDlTyaT5ML3f3z0yEme03StKgllni2IfEXkK7raXF9la4a3scYrYrNSdDfXJF0xK5VqpVKVJGXx5opjA8so62vZ9bWsUWlXDVMStXPnzrXbTYzz9/yOGyLEEwDP8xYWFqgFgJWkgyDolzyodqAYN2/eRA8E5qaG+BTAyUwmk9hqtu/Xd9CxsLCA3InhcgM3n4MufzKZJG9ffOfI4VeyGYHnNCan5jIyk9PzWS29JbWbcP9u/uBTX8ilC3UD7iznCmqHkGgsliAkun/f0/fvbWqqwXOaJBZzWTGXFVNbufPnz7uubdudjtUIIFwSC/FEwPO8+fl5VP9d131MjOx2u91utxcWFgAgCIIBWo983IDLuqje4ULvYNl5jxtmZ2ex9onfrZTg+/4A3Z+DLn/yN2r7fFjTt8SzZY4plQqdleX09OSh0cTeUrEhicW11dToyBSbL3BMURAkhuEikRiTFwWuIvKGwJV5tsRxzJmzLwOYAbQBHN8P69aFeCLgh7V9hh1hbZ+HiOTg18YZdPm35X5JqE6OH2TzBUImJbHIMkqraROSCLk/RIiPI+T+oUfI/Q8RQ8Cdgy7/tty/dp81ys7Vy0uHDnxBkcuqUrm1dHff3kMh94cI8XGE3D/0CLn/IWIIuHPQ5d+W++tVf3NdaDdhJL4nmxE01eA5JbT7Q4T4rQi5f+gRcv9DxBBw56DLTy6+9aMjh0/kczxW5+WYInL/8tKWJFQFrhglkywjpbbyilxIxMdD7g8R4uMIuX/oEXL/Q8QQcOegy78t95styKQU1wZCxgVevXd3o2o0I6HdHyLEb0PI/UOPkPsfIoaAOwddfnLx4g+OHDn2m9xf4pgik9Nlsbq1wREyXirWFLkoSQoh0ZD7Q4T4OELuH3qE3P8QMQTcOejyb8v92bRSr3qZlDg+vjefE3Stkk5nJybCHL8QIX4LQu4feoTc/xAxBNw56PKTH/7wx4cPH02lMhwrC7wqCWVZrIh8KZMSdbWeSfMHnvosdvHJZHKqqkfJNCGTkUjsM5957u7d+7pWKWhtXW1l00pBa+Xz2eMnXjStCoDpuO3BKW8cIsTvBQC4cuUKVtK1bdvtd/38ZrOJAgRBcOPGDd/3XdftdDr9kmfQAQCWZaEW5ft+q9XCQi79lmtQgYoyALTb7Xq9Tjmp33I9KAZd/mQySd566+2jR49znKCpZVHQ8lkltcmvr+azaSmTEivl1vX55Uq5rirFmzeXymWjqLeLxbYsq0tLy52Onc8Jm+vC5rqQ3pIErpzNpk+eOt6xDc9rOm47CEI7I8QTgSAIrl+/jhbA41M8H/uMzc3NOY4zQEbJ44nerkiu64ZOlN8Hc3Nzfk/HKRi0PpODLj9y/1uHDx/OZrMCr7CMyLGqLJU01aiUW+tr2Ua9I/CqLKvZbJ7jOI7jUptiJiVLksJxgijKLCPpaqugtVW5LvIVhsm99vqZjm04Xt31TAA/CBHiCUCj0Zifn7csq91u95b27Jc8AOC6bq1Wa7fbyWQSe872S5ghQKfTMU1zdnbWNE20nFzXDaf0U+PKlSuNRgMr4Qfd23WA5nPQ5Uef/w+PHj2ay+UkUZNEjec0Ji9n0rzA6zynsYy0sZ5hGE5VdVVV19bWClpLkWqiKJdKFYbhVKUkCVWOKWXTytaGwDC5v/yrb+F6vx9Yrmt7IUI8AbBte3V1FQDwcUBZv1/yAIDjOKZpAsDa2hp0VyL6Jc+gA02627dv93p0+i3UAGNjYyMIAsuyqAcl6LbGGQgMuvzJZJK8885/+fKX/48LFy6cf/WNE8dPvvLyq+df/ebrr33r6JGT33zzL//v/+v/+dEP3/3TP/1/33zzP/7pn/7Jm2++cezIuVfPfvvkydPnz79++PDRl186c/TwubOnv3X65Juvnv32d7/71//63/zPS8uz8wsfXLr8q1/84r2FECGeANy7d++nP/3p+vo6/ru4uDg7O3v16tV+yXPr1q2FhYX5+fm1tbUf//jHKysr169fv379er/kGXTMz8/fvXv3Bz/4wcrKyuLi4sLCwuLi4tLSUr/lGlT8/Oc/X19fx5lMJpPz8/Nzc3P9FuoTYNDl/5D7X3zxa/fv389mWIFXNNXQVEPgdV2rikLhzsqabQWrq+ssy2ezaV1XOaaoq02eF0VRlmVVVUpsvqgpzc11Pr0lMUzuW99+A8AEMP3A8jyn3/pNiBA7AQC4e/cuuv5wvR/f9FEev9tYbGVlBT0Qvu/3S55BB4b3379/H2070zR7uySH+KS4d+8e3qKe5+HvxXGcPv5ePikGXf5kMkl+9KMfHD16OJtN87zIMFwuy2czQmqLFYXCxnpO18pbm9larcaybKlUWFlZ1tUmk9NzOQbD/mWpIPJGalOSxWpBa+VymRMvHa7W1Xan3DZrjmPtdPxiiBD9QKfTuXr1qmVZvu/btu33xAH1BXh0x3Fs256fn3ddN+h2Gg3xKRAEgeM4NJyTpnL0W65BxaVLl3B1DFXk/v5YPgUGXf5kMkm+973vHjt2RJbFUqkiyyrPKZJYVJVKLitKYjG1lcukGUmSJEna3Fwvl4ua0khvSYVCieMEjhM2N7Kq3NjaEDMpuai3BYE7feYlH1oApud3Bmo2QoT49ACA2dlZfAp0Oh3MpnNdt1/yoCTIWDS/PwiCfskz6ACAdrv9/vvvf6RHe7/lGlTMzc1R9bTVauGdOUA5qIMufzKZJD9868Lxwy9yubwqaDKniHlVYgpiXs+sc0W5xudEhZcbRlXmmfX7twuqUNLrqXWBySoiW1HEZnqzqMm2xLcFts4zNS5fOXPqm0EAfgABgOeD1w2DrFarNPIZuhkRvalH7Xab/qIURUF/GppQtVrN930AKBQK+GylPrdyuWxZFv4ga7UadCst0Pxm/MhxnE6ngwo7PZDrupVKBQdEdw0ANBoNAMBoXtwHB8Fgn1arhRs7nY6qqnQHaupR60oQBDyKYRi4A/06bqEPEV3XUWzcgn9d163X6yhzu90OgsA0zSBM03pc4Ye1fYYdXljb5+FhCGrjDLr823K/LhpcRmka7TiJLS3cKChiraKrEru5litp7d1TB1Pr4v07rGvBnWVOFsztuB8TjZBQkWgx9hgZrt1uI8khbSM1opaAGRTIsgAQBIGmafim0WjgExa3AIDjOHglUDnA0UqlEtI8ZdlKpYJfLBaLkiThRqoKaJqGDhzM1kBRPc9DNQKFAQD6RRwZP202m+gGtCwLuRzFwK9gRKhpmphvjSOj9kNdiKgQ4ET5vo+nJsuy67o4LWjDPdQbIMRDQ8j9Q4+Q+x8ihoA7B11+8v2L7379yKlMXuHFKstX80ydYZt5pqGo7tq6Tsje6V2fX9uQBKlh1Pwcq+UFhUQSY9P7bt/fynH68t1UpWFlWJkVVEYQ8wJz8tzLHpguNDyoO1BFZh0dHSWE7N69mxBCCKGeAGq+A4Dv+67rIpXKsgwAWC+JWvDURgeAcrmMG3O5HB0hk8ngyLgPBjXgR9Vq1bKsIAjq9Toh5HOf+xwA2LZtmqZpmpZlIb8CgGmaSN6EkEQi4Xke6iIoDK3egOoFunrwHKkigutAnU6HahXNZjMIApQK2b3T6RBC9u3bh+Pg4FRlQbE3NjagWygGhxqg2hFPGkLuH3qE3P8QMQTcOejyb8v9W6nynr3/yjAgGjvYaMHtO/kcUxTkSmJi11Yqt+/QcxsZrmh0GKF46+4Gr5S2434AIITs2rUL2dq27ZGRkUQiQRkdt1MuBwDqLfc8D+nQdV0kv0ajQY143/eRC3Vdp3E3uD/lSPyh9pI3ykMIoYsRxWIRtzcaDZQKH9/RaJQQgl/HcQzDaDQa1McAAJVKxfM83/fpigZdfWi326hP4KmhWY8OANwZdQsA0DQNt1uWhTvTJ4uqqrg8g0b/R9YaQzw+CLl/6BFy/0PEEHDnoMtPvv+Dv/n6sa9m2DQvS6wo5HmJEeQ8p65u5Fqd4FpyiZDRdI5XCwYv6bJWzkuF2ZsrJDYlqtV76/mi0clzuiSUBV7lOYVnpbOnz0DgQ2ADWOCb8Xh8//79jUaDlj1C6gWAdruNti/16qOWgMxNCNmzZw8AxONxpGpCyNNPP40fjY2NoXWeSCQikUg0Gh0ZGaHDAgD6GBzHwcNFIhF6iMnJSUJIPB4fHR3FNXvDMDAiGo31TqeDBx0bG8MxoScOADkbR4hGo3Q24/H45ORkIpGYmJiIxWJ4UtVqFSXcu3cvPXHTNHEE/Ltv3z7o3kAoHp4Lagae59GFf5QhxGOIkPuHHiH3P0QMAXcOuvzbcn+t6dy+u2naQMioUTdX7m0oeiWd43OiXuv4JDaV43S0+5dub6hydTvuJ4TEYjFqtePsOI6DW8bGxhKJBIbaQZfmAUDX9RdeeAHJEkm62WyiIb5r1y5CyIEDB2zbxqUEz/NarZbrul/84hcpVcfjcaR/AHBdF+kf7WYclmbpYFwhCoCxCOiQn5mZIYTs3bsXebdQKHQ6nT179oyPj+MW6uQXRXFycnJsbAw9Friujx+hhLgPAOzbt48Q0ul0giBAnQC6Xg3btnGuAKDZbCKF9LpD6vX6AN1bTxpC7h96hNz/EDEE3Dno8pO33/rB0cPHmBwvi5rIKzyjCqzG54vr95iCYt5fYaJktyI08ulCWbfZbCmdyaXSWULiG+tpRSxsrWddCzbubCqMruU0Nat+4+VvgA1gAdgAHaDGLkbhAUCpVMI3lUplfHw8Ho/jv41GAy1yAGi1WpQacUJt26ZWOKoOhmFMTU3hFsMwgiBA2xp6yB5HdhxnYmJiamoKlwxGRkZGRkboLNCWXCihbdsHDx7cs2cPyol6Bq4LmKYZjUbj8Xg8Hvd9v9Fo1Gq1YrHo+z5K/tnPfhYf/bi+UK1WP/OZz1B1BP0cn/nMZzBuPxaLEUIMw/B9H5WJ3bt3U10BoyChG//YGxgR4jFEyP1Dj5D7HyKGgDsHXf5tuZ/LFRSh0TBgauLpzKZaLXm5lK7LbUGUZUUbGZmQJZ3JCpkthskKFdX4Hdwfi8UwJg4AyuVyq9XCPEgAiMVikUiERrmjlY8uAXyPQXO4MyFkamrK69bWpvugeoGseeDAARwKFQXf95GGqQrS+57m9RmG8ZFhqXMeQxQ9z6OBe3isSCQyOTkJ3Tg+y7Kmp6cTiUQsFkNtBl0IvRLG43FUaPAWwTUFFKA3CABPZHx83O8mjOL40BOyEOJxQ8j9Q4+Q+x8ihoA7B11+8p2/+e5Xv/61bD4nKbIgyhwvcrzIsDwvSPfub9oOEDLuOHDvXiaX03S9lckLOVZKjE+JaiGdyXk+rK9vMgyX3kpJgiiy3Kunz1iNFrg+OADOf3N6o2cel+2npqYAoNFoIEPTuaOk6/s+3Y36vXft2jU6OopBAwBQqVQikQghxDRNtJtbrRZNgp+YmMChMDtgZGQEKRntfvwIv0UvIX66f/9+Qsj09DQuMYyNjUUikQMHDtB0PuguCvS6FuiBpqencb0AnxGEkGeeeabZbKKfH7qs0Gg0UCfAtm+4EW1927bxvFDRgW4EA60fEOLxRO/jAMNH+iiM1y3r22g0kskk6rUPqS7IkwgAaDab8/Pz6IfDLZg6FOJTgNbGgZ4c7AF6vg26/Mlkkrzz03dfPvkKy3OCJObybDbHcLwoiPK9+2uSXGBYaXR0RlGK5bK5scHn83omL2TyQmJ8Ks9LgihvbKYEQdK0gsDxmqJKHP/6uVfBdsEHp+00jabrurhCT1kWfd0YtobvKfEjYfu+j/w3Ojrq+z4mzdMdXNcVBAGD3kdGRjDazvf9YrE4PT0diUQwR7/Xdkdf/fj4OB1nfHwc3QP1et227WazSXPxCSFPPfUU5gsAAC7DY9gd6gp4Io1G49ChQ4QQWkUAL7xpms8++yyeRa82gzOOU4HnTgj5whe+QG8amm6AGgaGAWIsAk0LxICJEI8hfN9PJpMfqe7Zx2cB9ODSpUv4BguQhfgUwOJdi4uL0E0IohHKIT4F3n//fdRH0bOLM4m5VwOBQZc/mUyS//hXF//kKyfWs2JOLKY4cZPh07yYESShUEpxwu31zb1PP79we3XxbprXqjmhIkqwdEv57/77/+na3Kaiu3dX+RxXWrmfkQsVXinc30wfPvFK3bRdABfADj40czH6HQ1ltL9RfVZV9amnnqIhfpFIJJFIYHYcrqBjPF2j0Wi1WrFYbGZmxu+p6uO6Lgb0YVzezMwMLtL7vj85OTkxMYHcWSqVMH6+2Wx6nlcsFkkXSP9YhBUPRAjZs2cPmk2mabquiwF6AMAwDIYURKNR1FpQmQiCAE+NdFMDelP+qMM/Go3SCAZkevpRsVh0HOf555+nPn9UYgAgn89j+SMI8XhjYWGBerDQ7vd7+r3uMFD5cF3XMIxLly7ROpUhPjVarda//Mu/0EJb8Bis7Awubt68iW9wOXXgbs5Blz+ZTJIf/917J868mZdKrFJB7s+KMqNovF4Ui2VOK2wxUl4qNGzIS6UUU+AFX1Hh9h2VE0y9FOQ5Q9ZbtZaf5aQsJ62lsi+dPme6gQtgeV7b+bAqHy2pS0FtZcyyw/A3v9t5rNPpUEeKKIrU6V2pVCzLwn87nY5t2zTYHroWc7PZrFar9XodzeV8Pt973I8sefYu89u2bds29cDT8oLtdpt6UHF9IeipQ1wsFvFALMvi0enOtVoNnxR4f2DjB+jqPbhG0IutrS1aQrjdblerVVpDEAsQ9ZY9DvFYwbbtubk57OWDnirs7d0vecrlMt7GoijmcjlcDsOOPiE+BfASr66u4s9W13Xs29av6zvo6O0xQRekBigeZQjkJxe+/bPD/+7/Z++9wyM7y7vhMyONRl3bd22MW8j3kUL7uMA2YW0DLuA3DmDyhgTSIASMsXHZdccFG4gJCeEFEtgYbIoBU1wX7WpXdWbUy65WXaPpvfc+55z7++PHud/jtUax5NnVSui+9tprdObMM8955nnufv/uL1tOBr2Lce9i1GsO+S0hv9UX80RmRqdSgWTQHoi4ohOmE2FHzDXvjdgD3gVnzBmYHT4Z9/oSPr/btjQ5Nhz2eyIBr9PueOzRr+ZzYiFH+TyJIkmSxAF7r9cbj8dh8kqSBGtePSGIc/7zNNbJN+M6MHbg4WeUPfWnkskko/MmEgkk5eGGpaWlRCKBTwGsF0caX4EYPCniGQPm8/l0Os2DJxIJ2OLQ+NQPom7wpTbZZVnGbXDdQ+2AloMKQKZwOMyf4lXibIMtOgcpm8329PRA9p8jRgD2sCRJzz33HK5syao1E/T7rq6uWCyGhfV4PKfZM1v02um3v/0t+DNfYV69IWijz99gMAi//YXpK/d+xzOfDFhS/qW43xIJWMPeJY95ciHpj8+Nz+ajOfPkUiqQXjxhiTjj1snFmDOU8kYidp/fahs3mqIBr9dhNc9NOyyL1iXLVx9/olSkYp7yeZLlV4hzXilU6JECf8vdbhg3N5vNMp8SRRHGfSKRgKRk85fB9hk2H7h7bHmr4fTxEQYNhODHaKzXs6+ef0gc72g0inuQvQ9YoWg0yiABqA9Mp9PJZBL2Pe5k4hRFJrhhuRGkJEnI9cPTwU+A+RQKBawMgBC26BwkIhoZGcFmK5fLQHsURXG95oP9Fo1Ga2trb7rpJkSXmpqaNFu0JkJU8S1vecvevXtzuRycfES0Xr/vRqeTJ0+CRZdKJRQwl0olWZbXdVKroI0+f4PBIPzim7d/+kN//My/3fyt+z/ytds/8MRd7/v3+z7w7/dd9c0H9n//K9f/55eveejzf/qDJ2787qPXfu+xD33vsQ898y8f/s/7rn785nccevj6J7/65//58A0/eOJ//+vdN/zHl/7y0Ndv/tn3HvrHj1xtmxxYGBkc6ewcONJpNBpHRkYGBgaOHDkyNjb261//uqura2xsbHx8/MUXXzx27Njg4KDBYHj22WcXFxe7urqOHj169OjRsbGxsbGxoaGh559/vqura2Jioqura3h4eGBgwGg0TkxMGAyG9vZ2o9E4ODg4NjbW1dX1s5/9zGQyTU5O9vb2TkxMHD582GAw9Pb2dnR0tLe39/b2jo6Otre3BwKB5557rq+vr7u7+8iRI88///zc3Fx3d/fx48d7enpGR0ePHDnS3d09NDTU3d39/PPP9/b2GgyGqampF154ob29/cSJE88+++zMzExPT8/IyMjx48fb29sHBwdNJtPRo0d7enq6u7sHBwf7+/uPHj363HPPHT58uLe3t6+v78SJE7/61a/6+/v7+/uff/55g8EwOTnZ09MzPj7e2dl58uTJnp6eo0ePDg4OjoyMvPzyyydOnPjpT386PT09NDT00ksv9fX1dXV1dXd3m7bonKTJyclDhw5NTEwMDw8bjUaj0WgwGHp6etZrPmNjY0ajcXR09Jprrnnzm9985ZVXfvjDH77sssuu3KI10bvf/e4bbrjhuuuuu+KKK3p6emZmZn75y1/29/ev1++70en555+fn58fHR01GAydnZ19fX39/f3j4+PrPa/XSht9/gaDQej66Vcev+V/LZmetg8/7Zn4sW/yadfE9xf7v+Gc+JZl+BuO8f+wjvybZfjfHeP/xzH2bcvQN4Pj3505+khg4r9CJ78/0/PVpPnnUz3fsI08ZR56erLv6aFjT9/7uY+XIk7KJCmbpaIMaxjGMex7emVRBC5KSiE+KaVucHSXSiX2oPILbneLLsDsV8jlcogvJJPJUqkkyzJsLw7qo6kgqfD7SMnUxawQQSBVMB7vwpGAt2DSqd0J8Aey258fpFQqsVOBnRBQuwqFgjovDERKDiOniXHeA9wb61s2tkUrkCiKQ0ND+JXZx7OO8+GNJwjCX/zFXwgKgPQWrY0aGhoEQdi/f7+g1CXBXbeOP/GGptHRUbBunBekyGyg9dzo8zcYDMLPf/TdA7d9SjZ9XjZ9Xuq9S+47QMYvUN/ncx3/JBkPuo7cnxx4ojTwOWng5siLN9Pwo6mRB9KjDwY7Pkkn78qb7s30HSz2f0Ic+jt55J+yPZ/y9h/65If2FyifEeWCRGsIf5RUIUkkKLHgRzUtS+VwOCxJEuf3kUqlQOq+JEmyIv5xP/4EoahP3srX3aJqkFQlbB/sYca+5KDPmmel1WqvvPJKjUZDKu15XYiraYDuxfOBpl4qlYD/QaqDL8sy+lmQgr3NbTJgM2SzWcbQJKUtFqv4/CvgXWYm0LzL5TKCd/if433LkizLGo1m//79Wq1WVil2VV+l10gwZrBi+XxenRIE+yebzXIWFC9INpvFPVzDDDsEzcoLhQInMp+WY6SOYKoDmkggJRVsCUfBgbVaaf6bABtno8+/ouwvdn6WTj1ePvltf+fDya6/L5s+S4MPxzvusLV/lha+TpMHymNfzBnvkUYeotF/pLFPVUv2ExFypNUdeAOBgKwgAxJRNBrF5sMBwKHFZs3n89wKj1MN4vE4b31k8vPIyWSSj8EWbdGaqVqyXxRFCDnmyPhzzbM6R2Q/O8MgaEnJ9SmVShAwqPdRy5V0Os1A4BD5DoeDVH017XY7i2EiQghWFEVAboTDYXWmLWyGbDbr8/lYXMViMXwFEnpW+NXONdlPROl0mr07pDBDrB72DAqjWH5PT0/jBdQm8EB2mmYyGbQR4a4rWPNcLoduKeVyGaXIr54JvLPwVqqzpFfYb5tAdm70+QvPPP3knbfeLJpuEU23lA23i8Y7yPQFyfD5wPOfKPXc4+36Gs39KHjkkyXT5yO//VS57+HQ0C98pp/afvuVpd88nO1/Jmf4SbzjvlLvQ2R6KHf8YLD3F5++dj/JWamUpFKaCquuSmdeQESpVIq3JiwhLlMGB0F+XLFYFEUxGAxi33MajiiKzEdwwpkRgKXy1jwtL2+Ltmi1VC3Zz1sUmis02jXnD587sh9RPAjgyHQ0AAAgAElEQVQGbp9NioDBU+P/aDQaj8dRMUFEiUTitMeH6DKbzUQUj8fZ6oWTgI9/oVBAf04iQnNOboPJoT0QT2YF0/9ck/3lchl8EloOqWKOSBaGwMaVaDQKYezz+djnwUNx5UIymYRPlJuJeDweLJRazvGeVPseiCiRSLz2IpdNIDs3+vwryn4au1c2PuDveeKdjULOdDMtfTl25J+o/7G3NgmXCsI79ML/Kwhp40/kkV/leh/Jdz1QLdlPqk0syzJ2ts/n46R3nHxg98JuQF0AKSoqEUWjUbaWJEliH6OgIOWpv2iraH6LXj9VS/az4Yuyz3Q6HQ6HN4HsxyN4PB443kgp2+EboJ2fhvMByxUHPxKJwCNIqpgI84pSqcQhPDTSxGvIexaHjP3FwHxOpxM6BysNy9K5JvtJQRTGo6n3m/qRmd3lcjk1/ChsJ6hHPFQ+n+d6IugKsixzhTYHW1GEhccvKR1Z8RthQQKBgLpmalnaBLJzo89f+PHTz3zx1jtL/beW+m8tmr5Q6r9VHLilZLo533eH/7kv/kmtcLEg0OSD5p/fRIvfuEwrhE7d6x69Y+nYX5emD/4/ghDreZgmv5Tr+QL1H8wdv6sqsh/nlk0EXCwUCjU1NS0tLQDO4y63RBQMBguFAvZoJBLhAD+XXpAC+osGAeFwGMFFeuWR2KItWjNVMd6P5DKAPLa0tNDr6MFz7sh+UqFWI/e2XC4DwhL9NVg5ICJBEADrWV9f/+ouVsi2w5FHZBC9uHCQ4b2XZRlcgohyuRwaeGJYRhEVRRHxPlYgOI/v1XSuyX6wO8w8k8lgJQVBqKmpyeVygCrP5/PABKutrcXyQi1IJpPNzc0tLS21tbXbtm2DHQVdU73O8PAjybGhoSEejyMuQESCIKD0ESvGF1EJCRZdV1e3gs66CWTnRp9/Rdlf7j94bZMQMvX+oU6XHz6QNdwW6r8n1H7YNXJ7ZPr+3MwBb88/XHfxxbGeh9P9d1RR9rP7HREmnGeLxQLmBTUWOxL3qIP92LjpdLpYLKqj+KFQiLvqqdkfQ/6tI/7aFm0OqpbsJ6KamhqOyHL+yppndY7IfohwJJ0hNiwIAkxJeOYFVQsM9gfk83mNRpNOp9WdOFhC4+OlUglBBIB0ERHugaJPRPF4vFwuo+smZiJJEg/i8/m41ef27dsrzf9ck/2kAh5ta2sjVSIFPxo3S6upqeFCIaw83uUOJthv4KKRSIT5oaD0PGNvDS5y9AQg6HgNlQ6cNhKJNDY2roB9tAlk50afv/Cjp3552xfuKfTfURi4Nd//+cLALeXBW4r9N/tf/myh9wlv75Nv1go0/eVM/12xnluzAwfChvt9XQeTPbfl+w/srxPiHY8kOz5H4w/KAwezXbd7jc/8LtdPThcoWxTXAkWnTscrlUo2m+2iiy4i1cpCRcV+LZfLWq0W+qYgCDjnuK2mpgZ1Tdu2bSNlm2YyGdz51re+NZfLwQeIPKMt2qI1UxVz/erq6kgpbMHFzZHnb7VaSwoEJ+f0sGl4wQUXoPRGr9fjCON4btu2DX8y9qWg6vwJqC5k/BARvNYs0tQuvdra2lgsxkILC8JpQ1qttlgsojHYsnSuyX7I6Xg8zgURpGRBNjY2wsWytLSEm9X+jHQ6fdFFFyERkojC4fCll16KH6VYLOKDkOI1NTWkeGsWFxdJCbVgtEwmgzngz3g8DiU1GAwmEonW1taVN+0mkJ0bff4VZb888lDopQeiQz99e2O9p+Ozka5bMv13Zfrv8nffnRl9rDBwUBy5792CQFOHUsdujhy7uVqyv1QqYUNzMku5XMZpVxv3EPwcrGLs9O3bt6MvnyAI7EKIRqPgxVqtlg9GMBhsbGxUpxNu0Ratmaol++GsJqJMJpNIJJDKumaecu7IfhxGLAu6VLBnDhKan1qr1aLGgd0ARIQYH6qod+zYwRW/8A5i8Gg0igQ3BPJaW1uReY6cX+gHsETh/2dkEa1Wy+pCpfmfa7KfiFCPxx2bUNLM+wdaEQrtNBoNVp7dn6TCQhWUlmYYll8gFiMIQmNjY21tLbw12Wx2586d6pt37tyJXzAUCnGtAVZpq8bvnKWVZD+NPZLr/pq7+9DbG4X80N2F4Xv8R/85P3R3ZujfPEe/FDpyywfaBO8Ld9L4N3O9n6axL8pDt2a7P+s1/fB3sl8qFWS5WFpLnJKBfdB+l5Y7k+o8Ya4AhucQ1xsbG3EeMCASAzmsiF9Lo9FwStGaFnCLtuh3VEWfvyAIu3fvRtwU6FVrHiqZTO7evfttb3sb83dpnQhPcdqzlEql+vr6mpqa+vp67oKh0+lQaE5EoijiT/ZvQ1ZhkWHEy0ozFeQKkNKYm2/jcD4gsdPpNDwrMCeam5sZXAsSTpIkNPRins4G7sc+9jF2mNPrqL94/YSyOhb/8Xh8165dcO9jkWHh4H9ofplMhv0ucIiqm5GCYLvLspzJZHbs2KGu49+xYwdUK86WIKJ8Po9v5NI+URQbGxtJ1fF8WdoEsnOjz7+yz//w52j0O+7uQ5cIguvlf6RTjyT6vlgavS/U/RjNPfl2QaBJgzT0dcdzt+d6P53u/XS1ZD+X3nKBExHt3r1bDc+XSCSQ4Y8jWltbi31/8cUXox8uEUWjUY1Gg865aB+QzWYvvPBCnG0iOnHixJ/+6Z96vV5UUVdzXbfo94+k6sl+JlEUwbXXQCwbmpqarrrqqra2Nnld+4uTksmfyWSy2Sz6YWKqOMXqeD/LklKpBD98qVSCz5/1ewShGZqT4S99Ph+PwwUFpDToEgShra2NNX5oEq2trYIggIfAxmVcAc4URizmve99b21t7bnQUJutdmQ0E1EoFMI61NbW4gHh2AgEAg0NDbiHlRgOGRBRTU1NPp+HhwAJAbKCCCkrnhVZcQ/w2oLq6urgNQGUAptq/2OSyiaQnRt9/hVz/VKdX8h2fkmc/dXFgkDzj9l//fHS4IFs793JmW9eUitQ6NtTv/oYLXyTpv410fvXdOoLNPyZXPc/BY2HPn3tfpLzUkGmPNFaM+ix5/D61KlTtbW1WF/OScGuzWazjY2NiPGjZF+v1xOR1WplQ4GIoOaHw2FsX+bL7AbYqu/fotdJ1ZL9cHrBR51Op+vr62lN+SgMhg0k2pqamng8Lq2ff0vdhJMXh+37bDa7fft2aO3s/CciRJ2R08ccdt++fTysJEnI9sc4bIhHo1F1oBB8gI9/uVxW1/oTkSzL0Wi0vr6elZVcLofYhN1ux511dXVvf/vbW1tbwWp4hHWhYrEYCAQYfodrKEhRnoiIHxPZeVicbDbb1tbGuhTyn4ioUCjgBkboAy9l0uv1aGhOynqSooqxzINvFdNT92F/NW0C2bnR519R9tPwfZnjD5761SPv3rPHeewzWcNtNH5/4vgdb24SQhMjC6Yv0OJjjmO3Z4cfDXZ8NNLz19WS/alUCkspiiK3rw0Ggw0NDVhrnPO6ujrse51OR6o8oJqaGnX3W1mWzWZzW1sbQPgbGxtZo0+n083NzUARef1LuUW/51Qt2c/yiREp1sxQoECfhkJ/Vhz8yxCeIplMykp7C54S1/URUblchuOdFHsdGWc4+6gsr62tJaJoNIrmF+FweOfOnaT4t4vFIiQTOANXmbPZKqsarkOpYmycurq6TCaj1pDYKvB4PPX19R/5yEcwDtSRlUvYzzRhh5w8efK8887jFuT5fB4yW1Z6lEiShBoHZoyCICDJ0ePxSJLU3NzMrn69Xs8mOzQhtvuhhhIRlEgUEGLlZVmGuwX5kq9lx24C2bnR518R20fuvyPZflty+Nt/JAiFgVto/K6i4YvvEYS3twgXCMIfCMKfCML/pxFyhh/T7LfTHXeR6cFX1vhlqZSl/FrsaeB/sQYgK/ksOp0O1TvI28eJjUajjY2NNTU1KAjeu3dvNBrNZrNwSel0uosuuojhQfjczs/P40/ON96iLXo9JFU13q/T6Zqbm1k6rq1PvCzL2Wy2oaHh2muvhRG8MnzNGSUWt3gNuY4nRZEOKv0Qk0YJfkNDw/bt28FhkcGHHAiUlUPCoUyXFwptwzAgeMUb3vCG2dlZIgJ/EAShpaWlrq6urq4Ogg38GnygtbWViNxuN5IKMWa5XJYkSRRFrVb7vve9T6PRMNb9OkKDnGZ/a7VaPBpn3UO6C4KAt5qbm+vq6hD4wPX6+vqdO3eqU6ni8ThnViLsgqUWBAGpUXCZpNNpvV6P7+Ku4kQkSRJqstxudywWW5m1bgLZudHnXxnXb/y+ZPttuYnvuY8fl8fusP36o4W+2ySTKXOqf/bYsezUVKC7O9hxNNX9w8Tg47nOu6sl+1GdT4rdn0gk2Aelrg5C+QqObjAYlGUZx4A1BlKwfVjbhXkhSRKODWMDcFnwFm3Rmqlasj8Wi6n79xSLRXieV0tQF8rlcltb2+WXX87Va2fb3lcI345kQxzPwcFBzKdYLLI3jvN2SdX2M5FIwKbnuD7+Z6McuQKQTES0sLBAih4AEZjJZNSjxWKxZDIJEc4ZgnB6M7wgKWgi6nqE4eFhVBzAeFhHYkaHFAcigiHOQHvhcBgz52JpLrVAFCMajWJxvF4v1+VD9mezWXxKXcfPQyF3CtcxLNQj3INFg591y+d/ztJKvXzyxz5T7LlDOvVdx2/vpYnbxf7P0dw3Yy/f4jz+D+LcgdLoZ0ujn6WTX88bvzTzww/QqXvlwTtVNX7ZjJwtULZYXovdj5ocNOLDFXU0i0NczCZ46XO5nNfrxQ3BYPC0loCk7OBUKsWYoPJWH78tqgZVS/aDUKDF7exYPq1qPkQEW/kd73jHrl27pqen1zG8BQ0Gy6IuXmAxAxHC7fhQwifLMqPNMzeAb4AUydfS0sI55yyr8BZ/hDMH1TW9Xq+Xiwu8Xi9nSCBZXVZBAkciEbgbL7/88rq6OgCLAQ7vjC9cBcpkMngQWZZRkqDOQLTb7QDt5yALKSoRfPh+v/80Z5LX60Vi6WlDJRIJNU6aulcqmCr360M/RnXP8RVoE8jOjT7/Ffv4jX7J9vLdpRP/x9/+8ULfP9mPfFEy3J8evzN78tZo99+Ejv9VYfixdM998tBt0d5/rqLsZ2Icftb31ciUCHGBR7BXACQrTf+gNMArhUwCaKyMB4CcAGmrxm+LXh9VS/ZLSltqrmpZs1MKPn+dTnf99ddrNBo4eNeLduzYIQhCc3MzI26df/75giA0NTXpdDo4+QVBwFuId5x33nmCIDQ2NsK9jII0XEEJT0NDAxzaCAQ0NjbiT3j72cnf3Nzc2NiIwYFEy5/C9bq6OnyFXq8HOC7g8DQaDV4QkUaj0el0l112WV1dHRDr1jfXj39i7tgLNohoKXYOmCd36SWiXC7HXRBJ5UxF5gQ6/eC5ONSCO/lP5A+Cr8ZiMVxnPQCjsVaxwinYBLJzo89feOanv/zrj//dP/z9Zz720b/98I2fuPb9H/vMpw7ecP0nPnLjP/7lRz/zkRv/8a8+9tn3X/0XH7zuL//m45+5/tqb/uLPP3HdNTf974996pN/87n3X/WRj33kU5/4+M3/64N/c/21H/vzG/767//2c1dfde1A/0h/f//Ro+1jYyOGKpHJZGpvb5+ZmWlvbzeZTCdPnjx69OjJkyerNf5qqbOz8+TJk8eOHTOZTFNTUz/5yU9mZ2f7+voq3X/s2LGurq7JycnOzs7Dhw+PjIwMDQ11d3dXaz4DAwMmk8loNA4PD3d2dk5OTvb09IyMVFz/o0eP9vb24uaBgYETJ050dXUNDg5Wul6teW5WGh0d/cUvfjE3N2c0Gg0Gw8jIyODgYH9//2rH6enp6enpmZ2dxdbq6elZ23w6OztNJlNHR8f73//+yy677IYbbvizP/uz9773vVefYXrXu9513XXXXXPNNVddddW73vWuG2+88S1vecsNN9xw2WWXfehDH7rhhhv279//gQ984H3ve9873/nO9773vR/4wAeuuOKKq6666sYbb3zPe97zjne847rrrrvyyiuvuOKKK6644rrrrrv66qvf8Y533HTTTVdeeeXb3va2/fv379+//7rrrnvb29724Q9/+I//+I/3799/4403Xn311VdeeeVll1122WWXXXPNNZdddtmVV155/fXXv/Od77z22mvf/e5379+///LLL8eAH/zgB6+88sr3v//9l19++Xve8579+/dfe+21V1999RVXXPHBD37wiiuu+PCHP/ze97738ssv/7M/+7N3vetdw8PD7373uy+//PJrrrnm+uuv379//7FjxwwGQ3t7+9p+nddORqPx1KlTP/nJT3CWh4aGxsbGjh492tPTc+zYsbGxscHBwZ6enomJiY6OjqGhoRMnTjz77LMGg6Gvr29kZOTw4cPDw8Mmk+nIkSO9vb2//e1vZ2dnf/GLX/QqdPTo0SNHjpjN5q6uLuyZwcHB9vb2F154YWxs7Pjx4+ADL7300sTExJEjRwYGBjo6Onp6eo4cOXLkyJGenp6Ojo6BgYFK91d6ro6OjsnJya6urp6eHpPJNDAwYDQah4aGzvR6Vos2+vwNBoPw9FPPPPjAoyPDJ5YWPTZLcG7aEw1JtqXY0kLYPB/yODMnx+0+T8pmCfk8yYAvvTjvtZgD1qXgiXGzy56wW6JBX97rSvu9aa87aTF7v/udQyQTEWWzaSKpUCWCve52uyUVrAdU2nUhhM1gWhUKBS6KrXQ/ph0MBhmigIhEUazWfNLpNOxF/F9QKptXmD+pUn/h85SVFuavvl6teW5WyuVyY2NjRJTJZICUDqfrasfBb5dIJBDV4gapaxjH6/VGIpHa2tqPfvSjgiDs3LkTZu6Zpn379sFohvmO6nmNRgPbGtTQ0ABPgCAIWq22ubkZtjis6tra2rq6Or4B4wiKq4CN+5qaGnSjwbv19fW7d+9WG/0ajQZuBngFcBvmIwjC3r179Xo9pwkLggD3A+PZ4c43v/nN+XxeEIRdu3ZdddVVgiA0Njayhbfa32UNBJMdBnc+n2cHJ9fsoWwSnn+kNYAJcIgTzBMX1Z392ApMJpMIvoTDYTXYCSOr8geRD8H34IW6eOq0+ys91OjoaC6XQ6cGxIBQ13oW1rMqtNHnbzAYhG/9x3cPHrjP6fBFQlm3M7I477Vbw1Zz1GqOhvwlvydvt8TNC75chhbm3OYFr3UpkEpI4WA+naS5ac/8jNc8H3Da4g5b2OOKz83YH3zg0WQCmSASUdV86aIochNJAPatLwg/ZDn3vcDu53yiZYlLnEOhEI4lX3n9hGkUCgU10OHKBMddOp3GNLhOstL1LVqBRFEcGBjA60KhsGbvnxq4GntsbQEpLojN5XIvvPACEfl8vrXVC6yKUqkUshOww7nBDIgnoG5DB3K5XBAkMzMzUJuwD9UoMRgtFApJkvTqJrMIEebzeYg6DnUXCgUi8vv9iOJzKBrjiKKIXAReMVJ1HkKUMJvNarXa2traP/mTP9Hr9SgdOjs+f1EU8dQ4hng0VM9zOictF2nCFvL7/XgLrAkX0ZEPt9ntdt5garMKwXtSUiZxA4MxqHMAebUr3b8sdXZ2cuLFRgy5bvT5GwwG4Sc//vmBu+51Of12a8C84HbYItaloN+Tn550+z35k+P2gLdgMQcsZm/Qn7EuBezWUMCXnpq0zc24fO6MbSlit0TDgaLNEvS6Exaz9+GHHs/n8NtLolgqV4mg2J6GT4L8oHUhUiGuMINDZ9JK90ciEZfLxfoBx9WqQjhySOdhg2CF+UDTJ4VfcIy50vVqzXOzkizLXV1dkBnArZMkaW1DkZKGgq2C9LQ1jGO1WomoUCgMDQ0xjv2qAflWSdgtkLJI3EPeGePmkgKmi1OARrGwZXO5HOaMd0VR5E6bWFhG0oUMm5ub47QefAXv20KhAGkESH9JkjgxrVAowJXFhi+n95eV6DUGCQaDeAQWnKOjo6IoIjqOYdf2E792wrT5MWVZTiQSwNUvKyKWC6PUJRX4IH4RcCqcZTAr7AdckZUGvrIsq/H+1Pl6MLckpUQTm5wVEdyz7P2Vnquzs/O09kvQw870elaLNvr8DQaD8N+HnvrsP99iWXKYF53mBbffm15a9PvcOYc14XakF+f8Y8OL0XDR703PTNmtSwGPK+60R8wLPutSMB4tB/3ZpUX/7LTTaY+4HFGb1fvYl79WLkuFQi6VjsUT4VcpHGsk3lio5IGyv47V+WzYhcNhuMpXhrEE+2AWjDN2JuwwcD1SoBFWuBNcAOccthqOcaXrW7Qy9fb2lhXb8fWgRHPBFej1tAREjavBYMjn8yxQzyghux6PXy6XOb2/oOSHR6NRDk6x+ZjP52GF8wqw44qDWVxmxjD+uK4G2GHOAIJK4XA41H+CsMKFQkGSJLxWgx+wOcvfi6Pa3t7OT0H/k5+viiQplclqVYCUbibsIMnn84FAIB6Ps0uAS6ZzuRxmi5mXFWAD/JnNZv1+PxcHksJas9ks9AboRmzklFSEKyvf/2oaGhrCi4ISz6UNZUBv9PkbDAbhZ8/88u6D98eiqWAg4XKEfZ7UwpzHZU9lU2ToOZXPUKN+3/ys22YJRUJ5tzMmCE0aoXnn9osEoXl8dCEUyPm9aZcjZrMEF+c9iwuOx778NSIikojKROUq2hOk7EvsZlZs14VIcaDhmMXjceyAFe4nxYGJ/3EwqjWfQqHg9/sFBQ8VCyVWxm8/deoUP0IwGESz8xWub9HKVCwWOzs7s9ksbB1Rlfq7KuIAP/6HQebxeNYwJeCuEFFvb698tjKQIYmLxWIkEmETXFZV0sqyDAuVE1PgP2cpwsh6mUxGjbtHCoIvKTKb6yCA95dIJLBvk8kkSzgsIL7LbDbjXXaYk9JfAIc3GAyiupKI4O2HMlEoFGAtwdpTa2Nr+F1WRUQEXwgp6UGAFpBlWQ1aEAgEeHl5btC3wuEwyhdlBdAwEonIqmgI/sfvgiwTWZaxINwgkZQSQdzMq8fGTKX7Kz1XX18fjklBwRImpVphQ9BGn7/BYBD+67++f8stt9ptbrvNZ1lyuxxRuzUU8Oa8rnQ4UBSEZkFonj5lmxhbSMZLgtDgcUXnZx0jQzMkkSA0W5eCTnt0bsbldsasFo950f7AA18SxVIulymWsqJUtXpixKguvvjiSCTC6hWcb+tCxWKxra0NM5mcnMTFlXG+4vG4TqfjTKJdu3atoBevgcrlsiRJGBNHdOV8AlEUw+EwTnttbW0ul2PTatnrW7QClcvlgYEBdfM3nLHVjqPVahsaGlDq9od/+Id6vX7NLoRUKgXZ8NRTT6HhG5yTZ5SwFJBPtbW1MKCxM2OxGA4suwFcLhcy9Xbu3AmjnPF9OdtOo9GgbQ8RoUIPWXt4Rtj0eEzsWDTx2r59O5IEAQAM9wO69dTV1aGQr1wuLy4uiqK4d+9epAq2tLRgWLT4KpfLas9csVjs7u5GPpcoirFY7PV4d1ZFeF4AmhGRz+djkAMiCoVCgiC86U1vEpQiSVmWC0qHJEEpj8RzpdNpURSRL4nlxcpD6YGaVVaiCYi5AO2YiGKxGENN63Q6fBepVIFX31/piYxG46tXbwPhrGz0+RsMBuGHP3z69tvvNC/abFav3eZzO2N2a8hhjVkWQ436fTZbSKNpiUdLi/Mehy3o9cZmpqyJWDEczPX19O3b96bFea91Keh2xl2OqNMRcDp8Dz30CJEkSWWichVlP0hQtZpWe/DWhWpqaqDngjEhsljpZhwDrVbLcfRSqcS85vUTQphlpTEJUk9XmA/zNUxeULqoVbq+RSuTLMsnT56UFdOKiNTG5WsnSWl3S0o/FVjJqx2H1bVcLjczM0Oq3OwzTel0muvmoQ3DPCLFIkRRjNfrPe+88+ApEVUocn6/H9i6SGvHEcvn81qtlsMW9MqONaQA9WMCqL+XJIlz0zAanFg4Gnxzc3MzOAk8Ck1NTWAvZaWDACaPn+DYsWNn+TgICtgAh4E4B6JcLpdKJahTWq0W4PzqHkVNTU3qHEBgO8bj8T179iAjEmM2NDTg2bnRIixaDtxAdcAXiUq3Hg7/C4LAEZ9X31+JhoeH+TU05vJacSzWhTb6/A0Gg/Dkk08eOHDAYrG5XQGnw2e3Bhy2oN0aXpjzTJ+yR0IFQWgOBzPzs475OZvTEZidsbhdoYAvaV5w19Vud9jCQX/GaY84HQGH3W+3eR5++FEikqlEVJLktch+3uXskkL6OrZyU1MTzi1uE0WRS4k0Gg3eKhaLla6jXAfVO42NjQiJkaJVMK8RFKh/dASBhgvcK76fS49IaTrMurBer+diGHVa065du8BZwASZfxERpgQziB+fsc23b9+u0+mQ80VEyWTywgsvFBRwcljqRAQrJx6Pb9++neOgkUikra0NXEyWZejsNTU1wOjGPYIgoJc5ELwZjxPmEZZOEAT+0lwuB3zWNfy+m5Kqhe0jyzIHd7mrzdrGYceDwWBQxxHOKDGeoCzLLS0t+XweOxPXoQ+xEY+PqEG3cPpaW1szmQwmf1pmDKIDkiS1trbC7Q9ZXiqVWHTpdDpefzwyzqxGo0EQAf1+oObq9fp4PI6iAMAgyq/E+mR8QFEUTSYTY9evwamzBsKs9u3bl0gkcITViguvzM6dO8FSOIlPVpIZuSMiGIvH42lpaUH3BFL6+BVUzY6JCI4N7gHIvf5yuVwikQCTARWLxebmZugKy95f6bkMGx8bZ6PPv6LsDwVyPk9qatLW2nr+0fa+VKLsdoX8vlgknG5q3CEIDfv2XBIO5myW4OjwbMCXrqLsJ6JYLHaan1lSGn9h58HnxhsaFI1G0YuaVO09Tru+fft2UozaRCKB22RZ1ul0vFO9Xi9LdHaX4Ta8xgnUaDSs/DqdTri51HUy6XQa5j4X1eDjuIioAUYWBAG8D7xJEAQAi/L9cFqyN0+r1Uaj0Vwup0bhTiaTPNWWlpZisXja9x6jNHMAACAASURBVAYCAeak5XI5HA5jMWOx2N69e1tbW9lmFQQhEokUi0U074rH4zAaDAYDqfp+bvU+ZqqW7OcgfTabxa8TDAbXkNO6XrKfVJ5edhpB0AL9DXPAyeWq+ubmZs45hwDGCNBfEacvl8ucUoMdqH4oNaKcoLTs4mo0AN3zps1kMvg66Lus8YdCIbS849YA8EnISv3C2Zf9pBLbmDyeERNjiH5O9CElPwAPyDULpGKJfDOiJJdeemk2m+UafXXHZGYsTU1NDC99ySWXYFWhjqDfUqX7K9EmkJ0bff4s+y1ul1+R/WG7NWS3hjyuuN+bam0+z+UMOh0B86LdbvP4vNH5OZvfFzs1uSAIDT5PPBkvLcw5Fdnvfvjhh4kkmYpEBUletWyAbIP7mnetx+PhjetyuXbv3s3ObUjcTCYDtxWu53K5StfBT8FE/H7/nj17UDcIW4E7/tXU1MBnJSiNrTCNP/iDP+AfGOKQY/wXX3wxmmRw6T9EKcbBSdixYwfvGMh7JOm0tbWhrIutbXXjQZT0cOZUuVzetWsXJzyGw+ELL7wQ37h37154C0RRvOSSS1gzKBQKnFsAw4u5JLsxuDyaeU0+n6+pqQFD0el07IbJZrNgkVvEVEU8fzj51YHqNfCUdZT9nKK/e/fudDodCoXUrdw5Q76lpaWsNJh3uVytra2yLCPt7oILLmAsIC5aAeAE3GCXXnqpOqMll8thW+JwAb34/PPPh6IPzKVisYgBAfFLyi+VTCZxXaPRXHLJJQwbQEpgjpuJrJfdT0RarZZ79sCmLyjwXJiwGrCZFGULaYzIA8B18CLYPM3Nzch7YH814/ue1tcnFouhayJnY6i3t5qHLHv/srQJZOdGn39F2R/wpU9OmO3WkCA0RSOZgf5xnzfsdPhg/bucQbcrtG3beV53bGJszuuOVUv2kwoligGtiAjHlSVWKpViU5ibT+MGpP+scJ0jiKTs10KhoPYTuFyuPXv2EFEymWxra8MH+X7g+bCuTUThcBjxRTCmtrY2Nn0KhQIUAra/GxsbdTrdjh071MVIggJCjrSj8847D0+Ndtpq7YFjbAgu4H722u3Zsweg3KQc0Vgsxo23oV4ggoBwLFR+eqWKg7AI4AEQeU0mkwg6Njc319fXI1HoLADFbCCqluzHr+z3+/ft28f91l4LUtNptI4+/3K5jCpWyBVmiKVSyePxqH1LeIGWvnv27FlYWMDWxYND6Go0GgQFuKpelmWUtJTLZaDTY80BJFdWcvtFUUSWAIcIWWxHo1GtVhsOhzFJtlDdbvfOnTsRRFd3DV1Hux+KoNrNFgqFwH8wB1j/6snA3cJZFFwZgUGCweCb3vQmIspms2oeCOwjfCSTySSTSeYtb37zmwVB0Gq1ra2t8Xi8XC4DuhG0Y8cO1BUve3+l59oEsnOjz1948slDBw7cqch+r93mc9j9dmtoftaVTsoBX1IQGubnbC5nMJnIWZacszNmp8OXTpVOnpirr9s+MTbndkYioazTEXDYPXa78+GHv0RUej2yn4g43ozkYfTR0mq16KjBVil38SoWi+xgJyKk0S17XavV4qcC14B3nYiam5sh47nvNaxtVg6ICN3QSbF9Gxsb1ZAj6sO2bds2p9PJm4OTcjmUUCwWEZKPx+OyLMOMZtQtfApPTUoKbiKRgC4PXsD7DDo+JsCtWtn/n0wmGxsbYTHEYjGENsCREVNAbkRtbS2SsTHsRRddFAgEkF0B3gH1Qg34g/ms7ffdfFRFuz8SidTX1yMzn5TMuNUOsl6yn136RIQ8GxjlaiBOj8eTyWR27dqF44OyUo6mQejCn4wcGq7sLSuAAX6/v7GxkRvZcWcd1gPgO8xms1B8oUbgfLFmTETRaLSlpQV1Bxi5tbWVy3a4Iw4rE+vi889kMjU1NRzyUHMVUpo/cWJpMBhkJsC9/tTMh1RuRfxYtbW1NpuNUSXg7VAnmqCOgP/kHCncjKyOFe5fljaB7Nzo868o+2ORorFvYvqUpa1t39joVD4nWy0urUYfDMSWzI5TkwvxWK6tZZ/PE4+GczNT1urKfkhrWZYReNu9ezczU8jd02JXENjlclmv158W4V72ejAYhHcBifeiKMI9WCgUYrEYbGJc12g0XEYciUTq6ur4RCGsAL6A8DwprJ9NbQQXSSlWRqZxPB6HwoFEQswKRxdMShAEzLyxsRGnlJ0cpKTyIcsJbFGn06XT6XA4rNVqy+UyJz3BxMcEAoEAO/PhWS0WixdccAEebe/evUAGxMGG7MFS4BuZV4J1Njc3VxGQeBNQFWV/uVxubW1lTFyG5VkVrZfsh+T2er3hcHjbtm2nQb+pRQL7iokomUw2NDTAW6DX61mXDQaDOJjhcFhQ0k4Bos4fh36A5FNS3F2YRrlcFpSEnm3btnEixasZCGft8J9qiBvQesn+fD6PfF4impubI6JIJKLRaEQFS/+CCy7ACnOgEK4XtWfF7Xaff/75CwsLoihu27aNFMTicDi8Y8cOUgwY+AxgHqh/O9g8brcbFzENt9u9Y8cOzg9Y9v5KD7UJZOdGnz/LfrPb7VXL/qGBKZJobsbe1LDLbvO5nEGrxeVy+gVBV6dramzY3ta6p7dnMBrJ2Kxevy/mdPgcdq8i+8sy5YlyEq1FPHBsGzYx3NQQOewnx/7GWsORzjEtUpxjK1y/9NJL4WMnxZmfy+Xq6+t37NhRW1sbj8ebm5shfRsaGsAswE04AIlMuqampsbGRqBYcNq/IAjMekiFyI2PwzMJ5YZ5E97atWsXoga4Eo1Gy+VyW1ubRqN54xvfKKhin8lkkpuN6vV6TuhV+wYLhQJqB4gIzT1JyRvauXMnmqYIgsApk4IgtLS06PV6tCoB7zuNWTc3NwOfgPFA1vD7bkqqouxHzIVUwa+VISOXpXWM9wcCAZSr1NXVcQ9cCEveTtj/giCgrgTJDeVyGb4BBOBRw5JIJBiYD8GmPXv21NbWMvJ0LpeDSg0qlUooV9Hr9bW1tXAAQDIJSr0cfNGxWAwrLAiCXq/HW2iWw8pWsVj0+Xx8kM++7BcEQafTYW5I64H7rbW1FYYKEUWjUZzf+vp6GC3q8iVBENra2rDCbNzzyguCgIeFuV9fXx8IBFDWCHcISv40Gg2Aa/Dx7du3gyORAmpb6f5Kz7UJZOdGn39F2e/3ppYWlxy2oM3iX5i3u12hExPTXk/I6w0tzFvDodSS2WW1eOZmrR532LzorKLsZwztZYsmkfXDyb2QsgzyRYrlUek6A3hhx6uRMuGZ5DYqXFDHaUpIjyci7HVcBF+GpATEJt9MykHlwfEWqwI4SCjdkSSJvehI0iFFm+YgBexyzBCcPRqNwjvCIgePyU5OuPcTiQQjqQEfntEI2CuI+Ch/llRGD8+BFAAAhjRY5W+7aalasl9t4sPtvzYAq3WU/Rw2BoIeqU7Ztm3b+Mxyjyj2V2PRGEtKbXPjuKnBfXlPsjeLAQFxciVJ4rICWWlQyWCCnKIrK30HmNXw+cJ1PrbrFe9nxw/yHnBdUBLuuOMGruPB8ZrLGSRVOx91rx0m3BaNRuGwRJiJF41jH7gZhj64BJYICQeV7l+WNoHs3OjzFw4devLAgbttNofH43M4XDabw+l0u91eu93p8fjm5xfD4ejs7LzfH1xYMEcisf97PZSYnbH4fbGFeXsknLbbfHabb2He8sgjj+Tz2WIxXyxliEryJqXTCq+RVUdb8Le/r5TNZnt7e1nky8oOWa/5MO5NPp/v6elhrXS95oNCcIhtKMrs1VsVkSJvuBMg4DWrPuHTKJvNZjIZrKSsOv5n+nuhiGDFuBUvME6qQqTyKtXU1MiqFJMzSsePH2ftjeETzsL3Vos2+vwNBoPwzDM/v+ee+xYXlxwOl9PpdjrdDofLYrHNzs7jysTEyVQqY7M5FhbMU1Mz//f6+FQqWbRZvQvz9qlTizar17zoXJi3PPHEE0RSoZBLZ2KyvGHWYrVUVvqtxeNxzrMFIMkW/R4SEY2OjoKHSkr7MrFyP4UzTZwHR0QTExOYFdtnZ59I1RyWVLBdqx2HI3Q8FKfin1HCeR8fH8dPDEChs/C9RJTP5xm3B4/scDiqOD7KhknJKYafqVrjVyLGmmSvjyzLCONuCNro8zcYDMLPf/arT/zN3//ndw89/NBjdx+8/8EHHvnK40987av/+pXHn7j/voduu/XO737n+7fdeuc9dz/w4AOPPP7Yv3zlK1+7//4Hb7vt9u9+59Bttx685+6HHnzgsccf+9f773v04Ye++q3/+O5f/dVfzc3NDA8PdnYdMZq6DZuUTCbT6OiowWCYnJw0mUwvv/yywWB44YUX1nteW7Q+ND09/b3vfW90dHRkZKS/v99oNBqNxoGBgfWaz8DAwPDw8MDAwPj4+JNPPjk1NTU8PNzV1bVe8zl69Oj09HRfX9+LL744MDDQ1dXV398/PDy82nH6+/v7+vqOHTtmMpleeOGFnp6eqampI0eOnIk5qwkr+YMf/ODUqVOjo6O9vb19fX1DQ0Nn+nuNRmNvb29/f7/JZDIYDJ2dncePHz916lS1xuct+sILL9hstsOHD/f19Y2Pj1dr/Er07LPPTk1N9ff3d3d39/b2jo6ODg8P9/f3n+nvrRZt9PkbDAbhhz/48W233nlqctZqcXrcAZ835LB75mbNVovTsuQYGZ4gmUZHTrhdfsuSw+cNWa12i8U2MjJGMo2OnHK7QpYlt88bXVxwzM/ZZmcWv/rVr8qymM9n05nYmnH9zn3i+loiKitttrfo95ZkWe7v70faBNq9oHhyHedDRADVGRgYIKXLwzrOh1vkwXe9BtACEIJrfOKcTqd85uOsMI5HRkZIqSo8O4vJjxYMBjkDuorchrENSqUSvJj0On6a107j4+PYkIz7JCpNHzYEbfT5GwwG4ZmfPnvvPQ8ume0Ou8duc9usLvxvs7r8vrDHHRjoH0kmsl5P0OMOmBdtNpvD7w96PL6B/tFkouD1RJDrFwmno5GM2+V/7LHH8vmsKALQtyRtXsIicvde4OKt96S2aH2oWCwaVOk/uCjL8nrNh6dRLBbRb1Q9sbNPLO+RDS7Lci6XQ8LpqqhQKCBygYQ+zt07E3NWExGVy2WDwXCayD/T34uvllQ/aHW/F6OphRZ3TDijZFDyT0nJlYOWc6a/t1q0CeYvfOfb37vzjrudDm84FPd5Q06H12H3OOyegD9yYmIqGknOzZq9nuDszKJ50WZetAUCoRMnJqPR+NzsktcTmZ2xmBed5kXnxPiMedG5ZLY/8sgjxWIe0H7F4ma2hrlZO7S/de8ruEXrSMViUd3WEx0f1rGnJ4soSZKMRuPKTR3PAqVSKUmSgsEg3CHSWqshOMqOo4c8tbPTV0IUxZ6entN6tJ/pL0XHLM4pAwB5dZ8XeRjBYBAFGmoA5jNHRqMRqyfLMrBG1tFJtgba6PM3GAzCoe8/dfDA/Q67N+CPul0Bh93rcvpdTn/AH52eWkjEszPTi15PKBpJzc6YA/5oIBCanp5NJFIz04teTyQayczOWAL+eCyajcdybpf/0UcfzWbTyPMXpXx5kxIRvVreBwKB9Z7XFq0PiaLY39/PFgDYqCzL6zUfyEhMY3BwEMISld/rQqT0mCFV111JSYp87cQFhGXFkwEA4OrP+JWExTQYDAwYcHZ+X+YtuVyO6xLh86gKqYdl+NFkMlmt8StRf3+/rCAlowhlfc/Lammjz99gMAg/ePLHB+66z7xod9i9VotryeywWlyWJefCvDWbKU2enN2754IlsyOZyE2MTwUDsYUFczabn5yc2rvngiWzK5koTIzPBAOJJbNryeyan1t67LHHfmcJF1Iybdr6byjLjNlHRF6vV40xskW/VySKotFohPpfVtVYry8Blqq/v5+ULlnrNRNJFSOj14F/ACMYD4Lsd/XgZ45gDUO9Q8ThrNl53KwcChwgPao1OMOQy7IMwMSz40Tp7e1Fy0pJyZqSFBz3DUEbff4Gg0F48r9/cuCuByxLbrcr5HQEfoftY/OheE9X2ywIercrND9nC4dSLmfQ5wvMzs7rdHpB0DkdgdkZi93mCwWTp/fykcW19fDFeUYYDwWUAAcFnBwpPbtI6aDDHfnwce4CLstyMpnEPgYqDim2grqhODQ1dnPFYjHubcPuL7hPIewZz65UKuHOUCiEBmKJRAJJXrhHzeNwhTcH/mcInS3aBCRVCdunUCjodDqtVgtoPHVF3KpI7ZQ2nF1sn0rESDvcqgMNsuvq6vDI9ErvfT6fr6+vl1X1gUQkCMLu3buBLMn17ngLjgR8EB07kXdJRPF4HOtZU1MDPLvGxsZkMol3BUFAcxpAWYuiiGJd/IjcjG69MH2XJawkM0BgIwKnT6fTlctlURQjkQjwCrHODEaezWZ37NiBm7VabbFYxDOWy2U1BBkcRZlMRqfTYU2wwkALvvDCC9WQqZWuVyLDxsfG2ejzryj75+dsDfXbPO6wIOgj4bTXExkbnfK4w9PTsx6Pr7a2rqVlh2XJHYtmc1lp6tRitWQ/ETFMPQtL7uHLqCAwteFyR3tv7hFORLFYjFNhuck9tj5/kPtPsN7AhzwYDNbU1JCKm2AEMKBUKsVIKcAExWtoKkDNBHAvvgtT4j4ZRBSJRJiXbdHmoGrJfkatxw7Ztm3bCqDoK9C5JvuBZYkTUS6XGdOXiPL5vNfrBV4n3oUjWqfT1dbWcnib/WqIFHDLK1JpDCi2Pu+88wD9q35eBtNk2H9SkLxZoWeIQPhF6ZUwi+eU7AcBGzGbzer1epbZyIFIJBI7duxIJpMwbwqFgkajgZ0KWU5EoiimUinA+4PAcmHMoNXZBRdcILyyaS+6kID1ybKs0WjwW1S6vixtAtm50edfUfafmJgt5OnkiTmtpsFq8XjcYSD5xOPJxsbm+flFrUbvdARczmBf71A2I1ZR9sNlihPOAJ9oV0NEiUTi/PPPBzo38L1J2XCCIHCnTlJ1xJEkCZpvc3NzTU0Nw9nW1tbGYrE9e/awoopAF+7ExWKxyHyqtbUVGPhEJIqi3+9H/z3+OLwFYC4YAc2zGVNFFMXW1tb6+vqmpqba2lrmR1u00alasr++vj6bzXKRFXTQDdTDtxIVCgWcX97zgUBg79697BLj6eHKrl27QqEQxAmE2c6dO5GPpsb6LZfL6FWBWHWpVOJ3BaWLD1YvmUy6XC614OfwtiRJXq8XdQd6vZ5XO51OozChvH54/pVI3eIBSH/Ie8DkMeHm5mbAzmBNWlpa0MKgubkZC849SmRZxoDJZBKeV0lBN0+lUoLSxwuLjz4C7CQQlPbfy16vRJtAdm70+a/k88+ky1OnFvfuuTDgj5sXnWOjU6FgMhgMC4I2mUzX6ZpczmAqWQwGEtW1+0GxWIzBwNPpNO8kWZZZKuMKvIVA9+RGlul0Gu0riEgQBIbHhzKLY79z587t27fDlyArjUZkpT8QKZ1C+E+PxwN1BCI/Ho/DdcbOCXTBgfVgs9mIiDvh4qv37NkD7wL3K9qizUFVtPvZgENTH7Ub9rXTuSb7iSgejzNuP2r9+VBD8LAHTlB69HHUAx164AlgVTuRSGAcDqVJCp5/sVisr69n7xr74YBmzwyBFGxBvI5GoxqNhojU5fvc5+Kckv2k+CSwaFgQh8OBFchms5gzJDERFYtFrVaLp66trYXXEz5RKFjqzOWy0rUEf2ITIqEdT62Oser1+lAoVOl6pclvAtm50ecvPHnomQN3fsli9rqdEac9ZLcGHLag3RpIJcoTY3PRcE4QGjyuqNcdQ1s/QdCKojw7O79j+965WatlyT03a4XeUBXZD18TK9oc6WxpaUkkErAeBKURLfedjEQikMp6vR4/ABrsQod9wxveAEdCPB4PhUKXXHJJqVTK5/MajYab8mWzWdhY4XDY5XKxJ5CIcrlcXV0dVAQiSqVSGo0GnlhulR0KhaLR6N69e+Hz37t3LykN90jlyGWVgkGB1vbLbdG5RtWS/aT0WNNqtXq9HmxlA/XwrUTcJkptsMJ1h2aYOCkej4f7X9vt9h07dnBgbvfu3RBOOJisN0BO43harVbcHw6HzzvvPPmVfTcQHOQPQq1H/A4eRO7zC4I38dyM92MZXS4X2yrofAjdka0R+DhFUeSn9nq9+/btKxaL3CVSUBqIowiTFKgSIkJNZnNzs8vlkiSJA6aFQqGurk6r1XIUZoXry9ImkJ0bff4VZf/8rGP6lMXniWs0jW5nxLzgtllsTnuooaHJarU7HC5B0LmcQbcr5PVEXM5gtWS/uoBHUlrbcfdu7Gm04MSZzGQyDQ0NOP/BYPDSSy9FD8qmpib46tF7vqampqampqmpCa1vSckkIqJSqcQSGj9eqVTatWtXPB4vFAqpVCqTyTQ1NWFK0GShCIdCIcQjMRM4x5Duh6OIlprcKBNcA8k4Go3G4XBsRf03DVXR7ucB4/H43r17p6en1zDOuSb7YYmyMPB6vegBT4paIAgCzhFy8XQ6XWNjI4QZ1gTONlAmk9m5cyfkH2x6UiXPcvobpDvUAk67gb4Ov4LFYiHVj8VdsNnhB+ufV+/ckf3sliiVSmh8nMlkkKKo0WhSqRSMEzzR9u3bg8EgV6Cxq5KIAoHAvn37wuEwPw43CkcQgb33uVxOkiQwVVKtKt6tdL0SbQLZudHnX1H2uxzhZLxkXnBrhaZsWnY5wuOjs7qaVp1OLwhajaZmW9tujVBvtXjm52wL8/bq+vyRVspnEm5z1ujZ7IaWqtfr2VtVX1+PU6FOPOFdiIR/uN9xBtRdd2tqatCtK5FIcEsrIvJ4PPv27YMSQESJRAKOQYyAWWE+giBwcgADu3IvS6Qf8zP+j6mwW7SBqFqyv6GhoaxAREej0cbGRlqTf+hck/1EhFqYUqmEQn91G2i73f7Wt74VwjudTuPsBAIB9gFwFh6eKBaLnXfeeVzjhxR0OPPYh88+OVIC20Sk1+vZicLBPnS1JiK3283MRBRF6CuM0XROyX4iCofD2BjwNZLy+zJjSSQSsL+hHExNTRFRNptFch8XMvD96XSakzFJ2cnZbFaj0RSLRV5tLgogIlQBYMUqXV+WNoHs3Ojzryj78c9i9u7eeeH46GzAl7Qu+Zz20MKC2W532mwOfV2zw+53OgKLC45IOF1du5+UnYccYCLSarW8+bBZWXXlzB00vIKpzXpxPB7fs2cP9jQkcUNDA96CCIeem8/nYdyrnfPsPeP8Pvyv1WrVt4FKpRKiBolEAkl/uJ7L5TQaDeyMeDzO4UOexhZtAqqW7Nfr9VzgSqog0WrHOddkP1ej4UDZbLa2tjbUrOMGPKkaMVeWZZ1OB/cbEe3evZsL9vj+cDicy+VqampOU4/YWmVQPPV6sl2Ry+X4Ctf7YQTu1Md0Tsl+xEaRXaTVaiHIsfc4LV8QhFQqpS6SRFcC9crARQpQClLSTbjgGd/FWlSxWEwmkzU1NUitgMLR2tqKxMBlr1ea/yaQnRt9/sJTT/3grrvumJ+ftdudTqfb7Qp43GGXM7i44Aj444sL1j27z7dYLD6fb3Fx3ufzLC4uBvyRxcWlPbvfwF18fN6oedEZDCQsS4577rknl8sQSaVydg14/vDjRSIRhJckSQqHw62tra2trbW1terzCUGezWa3b9+OwB677t/4xjfiCbF9nU7nrl274PkXlBoeHgc7tdI4OGCJREKr1Wo0moaGBmQSQH7rdDp8BcAx6uvrK91PRKIo6nQ6+DC5zGa167NF5yYRUVdXF9uyzBfWMI5Op6urq9NoNHV1dRyIXS1xurssywMDA5IkAcdiDUNVhSqd65qaGr1ev2PHDqj46XSaK9eXPV9tbW01NTU4U2zsQo0G5w0Gg+effz6OWG1tbV1dnSiK8ChEo1Hk/+KDy95faf5EVCgUoEXhEbhCYV2oEn+rqamBte1wOABp0NzcjOqkP/qjP0KMI51Oo7gJhUvqugm4S7E+Ho9n586dnEbAPphl+dhq+RsUZTBedRnL2VzD10Mbff4Gg0H47//+/sGDd9ntVr8/6HJ5LEvO+Tnb9JTZvOhcXHBEI0mTcSgajfp8vsHB/kgkZDabFxes0WjcZByORjI+b3RwYCISTsPtb160Pfjgg+jlUypnZXnVuH6SJOXzeQ7dgYe6XC5UmDDkpBosPRKJsDKOKx6PB6eiUCjgh+HEFlJUYHgIse/hUVh2HFJ8g4FAAJo1gmoQ8JzBRESZTAYjL3s/ezIxMsIB6lO3RRuaZFk2mUzgd68HPL9UKkWjUcSe4KrlJNM1EPTjvr4+Ti9dL6p0rjErCH5Of8GRWfZ8wdBXl/KicgcdFHEn1g0e7GQyiVMGDpDL5RKJBKzkZe9f4RHUXZEQOqz6Kr12qsTf1AwNDhKGIMRiQgnD/fhR8NR4wUkSbBHRK3FKKvGx1fK3vr4+PiOSArO2jn0mV0sbff6/k/133XWH2Wx2Orw2q8tu83ncYb8vFo1kpqfMqWTe6fB5PD6z2WK3W+12azQanZ6aT6UyTocPHfzsNp/d5vN5oy5n0GpxPv744/l8tlQqlMUcUUlePeXzeVlBScRZxeJiQ2MfI2QIjD92auFOWYFZxp1cdgJGUCqVisUiVGOcDcbvW3Yc9g1iEFwE/AX3EMvlchyPqHQ/KfyOwwr4fw3rs0XnIKVSKaPRiI2hhuFb7TjcD1S9neAbXxWREl/PZrMGgwHJsKsdpLq07LmOxWK8XBBIOBeVzhep4gLBYDAWi8Hoh96AjzCCFn8kGo1y2V46nWbUkFffv8Lkc7lcb28vUt4kpYnXWVy/V1Al/kZEyWQSmX3gQqwcQISn02lZliHUZYU7YUCunAQeCSdBM7oUGOayfGy1/K2rq4tB0mRlu677Fn3ttNHn/zuf/8GDdy0tLbldfrfL77D7rRbP4oID8Xub1T0zvWi10EwWfgAAIABJREFU2n2+gM/nmZqadDqdDrvHZnPMTC9aLR6fN+rzRqdOLZoXnXOzVqvF+a1vfQvxfkkulMs5cZXEBxtbEKcaIBtQdfP5PLagWqlkWYvCPzUyGsvdUCgEtydfxA2ci7fsODgkpVKJe/WiUoj5MkcxS6USWO2y90PbQA2CKIpAOEkkEqtdny06N6lYLJ46dYqUmjHmeqsdh5TkczilZEUBXcM4nKyOJC9EIlY7TrWo0rmWZRm96Vioc4LYsueLFMUI3ACvYXSKooiR1belUilR8RfiXc6PW/b+lec/Njam9uiclZVbnirxN5bE2WwWyP9csCep+gGi0QMp9cbstYaTiQcBPAmeHW9V4mOr5W8zMzOyLCP/QFT1wD3zK1cd2ujzNxgMwk9/+tNPfvKThw4deuzLX7v3ngcfuP/Lj3356195/BsHDzz49Se+9Xd/++mnn3rm5ptveeKJf7355pufeOKJgwfv+frXv/F3f/cPTz/1zM2fu/2Jf/kP/P/Ql77y5Uef+M/vHrrpppuGhweNxr7jne2Hf/t8/yqpo6Pj+PHjnZ2dvb29HR0d7e3tRqNxZGTEZDLZbLZf//rXRqOxp6dneHj417/+9dDQ0PHjxycnJ48ePWo0Gru6ul566aWFhYXR0dGhoaHx8XGj0XjkyJHu7u6Ojg6TyWQymaanp3t7e41G48svvzw1NdXV1dXT0/Pyyy9XGqevr+/FF18cHh6enJw8fvy40+ns7u6emJgwGo140dfXd/jw4ZGRkRdeeGF8fLzS/SdOnDCZTIODg52dnZ2dnYODgyaT6cSJE6tdny06N+nkyZM/+9nPpqen8efQ0FBvb293d/dqxxkeHj527JjNZjt69OjExMTg4ODzzz/f29u72nFGRkb6+/uNRuPU1NSPfvSj8fFx7P/VjlMtqnSuh4aGBgYGurq6cN1oNE5MTAwMDFQ6Xy+99NLAwIDJZBobG/vlL39pMBieeuqpU6dODQ0NdXR0HDlyZGhoqL29fXBwsL+/v729/eTJky+//PLY2Fh7e7vBYJiYmOju7jYajZXurzR/o9F44sSJH/7wh+Pj40NDQ/39/UNDQ8PDw2dtAU+jSvzNYDAcPXr0xRdfPHz4MFjZwMCAwWDo6enp7+/v6OgYGBg4fvz4+Ph4V1dXR0eH2Ww+fPiwxWJ59tlnh4aGnnvuubGxse7ubrx7+PDhzs7O3/zmNyaTaWRkZHBwsBIfWy1/+81vfjM9PY2VNBgMRqOxr6/v7C3f66aNPv/fyf4777xzcnLSvGhzOrx+X8zvizkdgYA/7nIGJ8anigX51Klpm81hNpsDgUAgEHK5PBMTJ4sF+dTkgs3qNS86A/747IxlYd5utTi/8Y1vEElEkiQXRCm/Wn0E+iaUa0mSoNsCbhNg3UQUDAYRiZckqVAosKuQnVr5fB7okuj3Iys+rmw2yyi/QKBkFb7SOHgXL9xut7pNACneMEwSbsBK95PKwaj2NJ4JnW6Lzj4R0YkTJ0hJwMZmWJu9TkSZTMbtdvO+XcM+4U1OROPj4/BASEpq99mnSuca54ix59i4XOF8wWlPStAdpzidTuPp4JDH85Iq9RrHDQD4APhb9v5K84fnYHJyEvdwwsHZWb1XUyX+Jr6yoIOL9Rnmj1QJT0Q0Pz+PVeIQCZZIXTdxWmB7WT62Wv528uRJUlwROC9I4Tpb6/d6aaPP32AwCE8//eODB+8xmy2/6+G76DEvuOdnHS5HeGbKGvDH52atiXjGZnWFw9Hx8RMul2dmZi4QCM3NLiXieZvVGw6lxsemPe5wMJBYMtvvvffeeDyazaazuUSpnF1t/qGoOPFCoRDn/nCzDSLy+/14wbk5uVxOnWmprsdl/yFOBfZuPB5HYIaIIpEIgluVxsGhCgQC+C5ZllHowv36SHE/RiIRURQr3Q9oAbUygX4kq12fLTo3KZ/Pd3d3o8aJG0bQ6vN+U6kUfzafz0MfBXNZFfEeLhaLRqOxXC7LSqx9XWiFc61O3GN1vNL54geBjMGw3DMmm83ykYeKIMsyPo7/ISZZI3/1/ZXmL8tyqVTidE4u5Tiba6imSvyNm4jG43HmZhw94d5jCLVgHbjDQqlU4k488PNnMhnWKvBWJT62Wv52/PhxRMegIq/tsKwjbfT5GwwG4XvfO3T33fd6PL5wKOFxBx22oNsZ8XniS4setzMyP2dbXHAgFWB2dj4SiS0tWd1u7/z84uKCze0KuV2h2RlLJJxeXHCEgkmnw/vQQw9JUplIEqX8Gmr8JFU7ZFJa5mBlWb1Fea4ahgJnG/se9zBeB7B++bchBdWfFNsdX1ppHFLCkIjuqMF5mDcx3LekClu++n5JqfxWVxNU6afconUmIurt7cUvCweVJEncleq1EzY/Rnj1Ln3thM9CYnF9vyzLqx2nilTpXOPowX7Fa2T2LXu++GaMyesDk4vHPw0ngD9CStZ6pfsrTR4MoaOj47R+ymdh3ZalSvxNkiTGE2N9S1LxN/GVzZAkZatgTXAbFxGAifEjY+mk5fjYavlbX18ffynKOiRJWsca1NXSRp+/wWAQnnzyhwcO3G1Zcvyul4815LCF7dbQ4rzH5YjOTts8rqjL6V+YtwaDYZfLs7RknZ9fNJstqWTe5QzOzVoD/rjV4qkirh+88ex452Jch8PB98RiMfXxxu5U80rsY1xnLpNMJiVJyuVyrJ/yMYBCgNwNSTkqcKmRkrcFlsReROTBikrTAcYWRb8QSbF1uC6RFMhrUpyZrLbznEmlzUDRLhQKMGs45IH/uaEwqVIUSVX0zFNFrZRauVnDj7JFK5NUJWwfBqEiZd+Gw2Fx9eVknNBL5wa2TyWSVJKDT6WsKvzDvkUZnqjUO/DyJpNJBuFBvAC1aupDh2VUF62pMYJ48NOEOkh9v3guYfusQKlUqlQqobEeqaCOQWpVkl7JM+EAwApLCkQPqdodMa9D1YOkpAGqU6dJWTT+imVpE2DjbPT5V5T9EP+FHAlCg98XiccyXq//xIlJQdA2NDQ1NDQJgq6pcUe5RHOzVgD8VUX2q7Pu4/E4g1eo8bfZIkdaaUlp3MkV9jjV2NaQoCg25b2L4mkeJ5VKMQCWKIp79+5l5oIsWcyqrq6OiwNZiuPjeB0OhyH4iSgWi3k8HjVify6Xwy6BDsG6QjKZ5G+Hk+00dZsUPQPHCajDRAT/J+tAYGHsHUmlUqxS4JQGAgHMB0jdW1RFqpbsJ5WqSip+ulraKLKfe3WygxraD04H9jnuiUajkiRBQRcVwF1SLHgW5OjLRUomv6TUXkuSBNmGnwYjh8NhdAJkcYVDmsvlgPSn/jU3hOxXF0OSspfQoRiPLEkS1kpSAgRAOmF1E4uJjed2u0Wlho11CA4c4IO4k6snJCUnQM3JX02bQHZu9PkLT/730wfuuveVsj9it4Yt5oDDFtHVtOp12xx2r83qXjLbJZEEQet2e2dm5sQyjY9Nx2M5lzNY3V4+iUQCshzbKBKJvOUtbwFc1K5duwBgmclkoObzVmYLXpIkuLlefT5xD9JbSKnI9Pv9zERwfWJighTuoz4her2eVHY5MFgSiQRAstB+rb6+nlH9QWgIxFgCans9mUziRImiCLAz5mIsAKCj8InCRbAqbjeSTqdxxefz4fCzi4L1G1LMJrX7ZIuqRdWS/bIsC4LQ1tYG2DV2+axhnA0h+4moWCxyNp+k9Owgovr6ejx+MplMJpPlcnnbtm1YGb1ej2O4uLhISrwAo6VSqZ07d6IhEGDp+FsA6ykIQl1dXX19PWe3AYdOEITa2lo2GHhAds5tCNlPROl0emFhgYjy+Xxtba1er29oaMA6gIHEYrH6+noARwLoEB0BAoGA+qFgS/BuJCK/3w+nAq8YmphzBBYIiVhJUnlWXk2bQHZu9PlXlP1zM67tbW+0mL2C0JBOFSxLTvOibWL8ZH19o8vlCQbDM9Pz4VBqdsaCRL/q9vDlvF9S+uNJSpoeqTB9g8Egd6sk5ZRyM29SpZ4Wi0V1yj23pmB9X+0woFeiWDDWN+D6YT2g9KCsNA4mJdDF9gRGhkINpqb22CMpLJlMsniOx+OyLOPjnHPAdk8+n3e73aVSiRFI2APBkEeiUq8MrYX1dHBSjiBIKsDXLaoWVUv2M74KERUKBZ1Ot4ZGPrRxZL8aUQPCxm63v+ENb+D2faypo/scYx/hXVapgdZHRIVCQd0+g1SIINwJ8P9v78uf47iONKtvoLsBEA2AJERbR9iOkBT+Wzb2h5nZ2P9gZz27tiRLojQSdcxlx8Q4dscxEZY10ioUXnlCtnVQB0kBBNAgSIoUSIC4Gkej7+r7PtBd1V2V+8Pnl/sIomGRhgSARAaD0aiurnr16uXL68tM1qW4uD0rGQ6Hg5MImIMOkd3PXsB4PI5tk3sQs/xGgygST6EoCttamqZls1n2wbDmxE0XQTxLMjKD26zAhunr69tlnPeB7Dzs41fe/PU7zzx9OrgRFb18ciz7M6nG+qpqUbxbDSMWzUQjySHfyYWFpfX14OZmeHFh9avrC80tc2lxI50q7ZXslx3djMAfGRlBkA8SWlEU7szRarW8Xi/WWaPRUBTF4/FAVy0Wi5VKpV6vQ2ZbrVZ06WZ/FBRYl8tltVrRABCRfu7cU6vVUM4aijNaBMkbqC41wmJTW7YnSNj0GINhGFAUcLXjx4+TVIMF+jVKcLOYd7vdqqoODQ3Z7XbuUcSP39/fz7sklH38vL+/v7e3l3E9zWZzdHQUFs/g4ODdvpQj+pO0V7L/1KlTWLT4E8vmHiAah0X2Ax/Oz5vJZFhLVhSF68iCFxjBk8/nT5w4gbXNsTMSOhN6dAFS05HK4Ciid22lUkF6IVp0coyg1WpZrVboCtjZAQDCxQ+F7GeRbBjG0NAQ/CX4SlEUTCybDbVarVwu+3w+TnTiPGduwotSlbgCHIedTsfj8TCCUlVVxGLQHpBfpdVqPerjd2BpN9mfTFTXV5PhzeyxgVOffTqeTpUK+aqiOPr6Bux2Z2+vZ6B/OKkWvrq+kEmX9zDej+krlUpsEEAAA9EDUxt9+VB9Gj2m2u326uoq9PpcLofYHvZNEoKWJP0UZfvwLRL52JIgIqfTCYDV8PAwpxSTpAVns1mg5/L5fKPRePzxxxnKx9jAeDyOaqMsp7nPL+vdmUyG7Txu3AIQDZpqNBoNj8dz7NgxjDyTyTidzlgsZhjGwMBAqVRia55HTqKqIElduRSpY3exWDyAMuCw0x7a/UB7oPr99773PbkVxdenwyL7QSj/zunpUKNdLhec+dB3OfEhFAoR0cjIiKqqbJpzAWAS9j3ENkN0S6XSwMAAEQWDQV00XOAOQyTS2Pr7+zmHkJtu8+wdfNlPwocB+5srTLdaLUxLp9NhABOCidiCGo0GdzdACGB4eHhwcBAmR09PTyqV4ugMO0vklKi+vj7gsVCd4uTJk7v0R7gPZOdhH39X2R8KZlNqLR4tKoqHTJqfCyTimR5XXygU2djYXF4OLC6sOuzeSDhVKm4FVkJ7iPMnok6nw1CdVqsFpgUqh4RII9FcMpvNsv3NOa+dTgeyv1qtOhwOJPSjwjl4AAwfjUZ5gSJGlU6nWcZzoz9EIhwOB37F0feOaJjN9jd6Z/GD4LMiumpCXyGiXC4HTrNYLAD6QZZns1mW/Z1Op1AoKKLhJmoDc7xDDmTSHdEQbJSKogCH6HQ68ZhIR7m3l3JEu9Beyf7jx4/L4Ck5BHBXdFhkv2maUNaJqFarcSRO07Th4WGo1PV6nZPp0eRQUZR8Pi/XqMGvoCgg3my32wcGBiCksfjBof39/dg3YMKapskhMJ/PBw85Z7sx3IcOiexHZR52b+Bgo9GAu5HBj5FIxGazIepPRMViETNfq9W4d5SiKIx5IrEUcQQexP7+fq/Xy22B2KThc3YZ530gOw/7+LvK/sByPKXWNtaSAwMPLS4sxmPZ9bVwNJLc2NjM54ulUiW4EXXYvblsde7myh5i/UzRzgR+JNM0t7a2oHsCv8NLKp1Ou91uVtIZy+NyuRRFgZceV4BQZ8cpOnU2m81yuTw4OIidwmKxDA8PQzQODQ3BOLbZbKZpQkg3m01e3IVCQQYleL1eZipsDVBcsGVjwEj9zOVyg4ODHJNrNpv4FlE3n8+HkQAwyKMlCSWAP0mEPEGMJHC73ZgEj8djtVoZEkVEXq8Xc0iHao0eFtor2d9ut7HaQW63+x6AfnR4ZL8h2uMyQB18qus6S2iSUnsglVn3zeVyCNVBDwCrGobBQBnmL05aYz+cfDtFUWw2GxiTwUPQCbh4y6GQ/SS87ltbW/ykaL8LGwa9ykisEJ5JBOnxFbQop9NpmiY3PbHZbHhqzA8mM5fL+Xw+zvfDxoXYpcfj2QVXdB/IzsM+fuXtt/7vc8++HAqmErFyJJTfXC+ENoqba+X52Xgi0lRjTUXxVYq0spjMpbXAkrowv1HMN7PpxuTF66MnfrCxlgpv5tR4JRErRMPZ0Kb6/HN/224brdaWSXrHaJl3SRgZFg3sV8MwWODteJwL/SLGT6KkCXYEbCJcdIWIFEVpt9u1Wg2OAVOk9vX29mIDstvtpmk2m82enh4scZj7HIA0pKKkJAJpnMzKEP1qtYr9Cy53nGC328vlcqlUwmBwQqvVGhkZkXuZsH7AexzG73A4wNK88qrVKoILuq7bbDZkDMJrx5PG20GhUIBX84j2nOTtAPGpe7iI3F+ORD914EDvilhjMAxjfHycVdI/a8P4ZoilfjKZZF80ibC9XM2ChLFuGEZPTw8kPY5w51nuDCRbn3KqJFR2i8WyDdEG4ccQXQAPSWof2mq1JicnuXKXeVA3ep4WInI4HJydz/YDQiG8qJxOJ2OcAV7mKSKpVg/+ZBUKP6nX6319fVwEkCQf1e52/8WLF/kzy054QA8FcW0fuh2jtt/j+rrk9/uVN371zlM/Ob0WiMHcj4WrmaRWyFCrTotzyVKeFMWXSjQS0frqctJpG04nKxtriRtfrZJBiuKNhPKJWHktoAaWI6sr0eBG/OWXXiMiIoOofQ+yH7snslHz+TwMdI/H0+243G2axWS9XgcaiI/Ljap4Ufb09MAWRw9fl8sFjQE6ARsN7E4fGBjAMuX2X9AJHnnkEchmVBrA1hOPx30+HxTter0+NDQETyZC8vJgZHc9ZwB6vd56vb68vAzADq8wqDv1eh1wnq2trVwuZ7Va5dAdKk3imqwBIEqKp4Y75Ij2kAzD8Pv926p73sNeIGsPeH1cHPquSK6TMzY2xlJfO2AEUYFueySV22OOwMLG2q7X65DoyP0BDzYaDYvFgl81Go3h4WGSEnR5TxgZGeE+tpVKZWhoiETsDAaDJqaI635yRi4bypcvXzZEuTqoIPs9f9uJCyQD+MzLCbtHLBZrt9s2mw3LAylLmCL5MwlPpFyjF0gUOACgm8LI4Z9zrUYgtDBv3cY5Pj5er9e50FChUNAkperg0/nz5zVR8YkxXp2777W9X+T3+5V/+7dfPvXUj8PhcCqZi4QT62vR1UB4ZSl67epSWyP/5Oyw75Ebs0vlUjMaScaiKUVx2azukaGHFaV39nognawlYqVIKFcuarlsOR5Lvfrqq4bR1vS63q7p7XvPJTOFWr28vCzLyzuPF4tFHCwUCgD5c2gA8DqbzYYUfATjDcNQVZWFJZKAOU6fTqePHz+eSqXALW63m7OErVYrW/xyBXJFUYaHh91ut9fr7e3tHR4ehg6hKAprwVarFTL+5MmTAAf09/c7nU5mTk3TePAOh4Or/dhsNg4ogKnS6XSr1cKoent75cnZ2tpiX7HP5+PjiqL84Ac/sNls7DY4oj2nmZkZlluw+43udc26kaZp8JfabDbuDfHnRBAMw7h69Sr+lFvaH0BCogrkOljSYrFArmMGRkZGFEVBnI4kOcGGO9AtVqsVZyoCr4OTnU6nzWZDWA3KQaVSGRwcPHnyJO8DgMjwYLbRl19+ad7eFuFbm5yvSYZUotjpdCJOarPZEAokKeUBuAdZ8GP3gACDPOMwq+yDKZfLXq8Xmf2jo6MkiowREe6CTKLdc1MvX76MO8IrqWlap9OR26kccLpy5Qo+wFd0AFfC7uT3+5V33nn79OnnYrFYOpWPx1LxWDaVLGbTjZRaXV0JFnKtXGYrsBLaDCY2g7FUMh+NpkObamA5sr4ez2W2ErHSylJ0/uZGYDkSWAkuL62dOXOm3db0dqPZKmv6XVclkwv7FAoFfE6n092OIxrHwF1sdrgUZO3m5iYWLhcCI+HaQkkKNL2WHVbshEwkEvV6HVn4RNRqtXK5HKpZmabZET3EuCVJtVqFIiJX80WqITtdWbPGRbjbVbPZlEubcVgRVcy2bTSapuEucsFXLvVDRLVaTVVVdJvg2lvbSgMd0R6SpmlTU1OI7CAVTU4P+/oEU7LVamEpAt+6Y7nZ3Um+NTcaoIPXNxIsCQw5icQzfmRwJQLMpmnCu4biVPgqn8/DQUJCs+H4NBfnAJOy7a6JPl7Irc1mszDiUaqLiGq1GrYOTdNgyHJ7hZmZGah0HcGS+z1/2wnTWCgU0G+MO/Hg7ZfLZV3XueBHPp/XNI3nLRqN+nw+PnlbtB5/YnpzuRxnT2iahvrBmKtOp9NoNDh00m2cv/nNb+QFj89/TjXMb5nkHhkYvyGKuB8K8vv9yq///X8/9cx/W99YjESDm6G19fX19fX1tdXNWDQZj6USieTNm/OdTicUCi0tLWQyqXhczecqgZXgxnokn6upiXxSLVQrWlLNRaPxQCDw2usva3q1YzT0ToVo60+P4g6qVquy55OkmN+dx+FU74hAHRHV63VuooOV6vP5OG/VMAxOmoJXACa+KUGKZEwQiWYYHAZDQVxIYohVwzDy+Tyb+IYoNbhtKeDP3t5eDEAGb+PupmlWq1XG2aK8ATgTagHK+iKeV6vVMAlgQt7pGKJMAuKE+7InY3Nz8x5eyhHtTo1GY2JiArL/zzECsNKwHpDsTncUav2a1Ol0APg6f/48uyXveWDfEJmmiViY3F4PDIKIO1Z+u92ORCKyNNJ1HdPCWFpOx5U91fjQarXwW0S7SGKfTqcDMclzjp+gujYGZooOAl999dUBnMNtxH35DMOoVCp4Uhb5aHwsW9jYJDVNc7vd2GM7nQ5vtryesdMigtkRnkgZe4QNja/MmYQ70rVr10jquIYkz4M/t0yffvqpXDuBRJXYfRzSXZHf71d+896bzz7/N4HV+c3QWjiyEY/Hk8mkmsisr4XURGZzMxwIrC0uLkYikWQykctlAoG1fK6SVHOlYn1xYX15KbgaCEfCqUhYDYUiS0tL//hPr+vtWsdo1Ldync4fl93XJ25BQUTVahXNcoio23HwarFYxEZpSC0oGK3DHsKOcB4ySt8UEVZcLRQKsXediFKpFFx/uijYxzVGOp2O7GPgy/KluHwQ/A2GYdTr9Ww2K9so2LCAnt22O7NLQFVVKNS8M2qaBicbYwvK5TIXOca3DBGAVoRnZH0c83BEe0gktjOsKGyO9zzPRFQoFLAYoKvd7RXkXenSpUuIraLZxIGiO11QMNMZSgZ24wI+hUIB9WRIitBzzy2uWUtSCx9N08BoYAewOVcRxgkkcoVop0pKUAKIaHZ2tt1u67oO3ww460ARlp9pmtgGsQ/Ibcbwodlsohwynguf28J+YFQESVg/FuoMRpZdsPJXqM6Cqe42zg8//BAblC7Z+odoX5qbmyORjAYXsq7r0BEPBfn9fuXf3/7lf/mv/+mNX//r3//Dq6df+Olzzz33/PPPP/vTF144/fLLL7324x8/9eabbz311FM/+9nPnn/+2R/96K9feOGFv33xlZdfeu1//o+nX3/tH18583c//9m//MPf//yZZ5599dXX//mff/6Xf/Wf529dm7s188X4B+MTH126S7p48eL58+fPnj372Wef+f3+mzdvzszMfPjhh92OBwKBt99+e2VlZXJy8ty5c2NjY9PT0zMzM59//nk8Hh8bG7t06dLExMTk5OTFixenpqbGxsYmJyfPnz+/srLy1ltvzc3N/fa3v52amvrDH/4wNjY2Ozt77ty5ixcvzs/Pf/TRRzdu3Lh169aFCxfOnj07Pz8/PT09NTU1MTExPT09Nzd39erVS5cuTU9Pv//+++fOnZucnDx79uzHH3/85Zdf/v73v79+/fpnn332xRdfnD9/fnFx8erVq1NTU6FQaGxsbGZmZnx8/ObNm59//vmNGzcuXrz4xRdfLC0tvf/+++fPnz9//vy5c+cuX748Nzf33nvvra6u+v3+qamp+fn5Dz74wO/3j4+P/+53v5udnb127dpnn302Nzc3Pj7u9/tXVlbefvvtpaWlixcvTk9Pj4+PX758+dKlS1evXh0fH5+cnBwfH78g6G7fyxHtTvPz82+88caNGze+/PLL6enp6elpv98/MTFxt9e5cOHC5OTkzMzMxMTE+Pj4pUuXxsbGpqam7vY6H3/88czMzLVr1959993jx48fO3bMbrf39vbaDxhxShhAKvgAKAw+P/TQQ8hcRYDZ5XIhiZfD84rI5mcogMPh8Hg8J06cwLf44cmTJ48dO4ZM10cffRTYGqB88Nv+/n673c6FOngwGJ7b7R4eHsZpXq/X4/F4PB7Uwz9ohKA7kpzxgHj7NpuNZ7W/v//EiRPymXg6RVEeeeQRzDBOBuSC/1QU5bHHHuOLKIqCvD4QkBM2mw1gAtx3R+rr63v33Xdv3rx57dq1iYmJixcvzszMYEc9FPTBBx8EAoHr16/7/X5w6MzMzOzs7H6P6+uS3+9X3vuPt57+6V8vLs2GwuupdDyXy6mqur4WymVLaiKTTmeXllYymczCwkKpVIhGw+FweGV5XU1kspni/NxSJJxIJXOBlY1EIhmLJVZWlv7lFz8zzC2ierWeNKg44MzhAAAbbUlEQVRyt/hD2U+Oulrtdhshoh2PQ+vkgLpclr9YLDLMBzpaW3ixZO2eHVMdkSmkC7MJaTCsHcORgOpj7DlsC6wADG4QSZ401p3b7Ta8lLgLIg44AQBd/NC8PSGH1Wp2WpJwkZHowUWigxGJuIAmsm7wQc6GIuH5PKI9pE6nc/XqVawx9l7ew3VIIKd4wcN/cG/XwWq5cuUKmAXRhINGdHsVGhIxDl0KadHtfbp14cE2pcwINlvpdoQEFwZmH0OpVMJnYDLAj/Agym0++LemMKNv3bpFknPuHt7LN01t4XlG6VK2/s3bQUjYbTTR81DXdRQF4r0Ck8kBe2wyOAiMBUmFBHjCG40GX1/XdURSdqQLFy6QaLoIVBPwT4eFrl+/ros6s/ifkycPBaGH7xvPPPNUMLgej6vRiBoOJSOhTHgzHVxX1XgxFExtbiSjkWSpWN8MRtVEJhgMFYvl5aW1amVr7uZiPJYKrGzEosloNB6JxMLhzTOvvEDUMqlGVDPoG8dtdqsNQpJLUE4aJlHbjjdoXrv8J9Ln+IdysB/LnbUE9sPrkucKkp6kCv84jnYjDOCX4/3wN0Ki86W4QOE2qBdrQqg6Loc5kNyMbzmQ1u25GEWB2uZIdJRLoHAGDt3ez5BHYppmt+MkxTXkTqy6SOKSY2PQkxjhKIdpt7/vg0p7Vdtnr4iZnL6Z2j54wLYU9gJb6ZJ/WBMpfLqIsmMAnG4AmcSrd5sUr1QqWAko4EOi5D7CbbiUYRjgd0b8bGsDxqAzHOdEdlPYAyTJud0fubNHtX3wvDJAgcROwqNFoGeb7x27BPvS+XzAm0zhcGZ/O29TmuhktuP1+ThXQeB+PIhUcotRGBVQCCDn5E11l+vfSfdBbZzDPv6usj8azqrx4tLCZj7bWFxYzWZKC7dWIuFEOBwNh6PRiHprfrlYqCbVrJrIFAvV/ZL9ZpeaoHgxgL1wnDuTyYCRoLCjSAAH8yqVCm8NAO2TsPKJKBqNsiqAc1jL442AS2dXKhUWvSS5JRiGgz0RIVgckfOG+elUVTVNE76EdDoNXuLUAI6G4mTG3RSLReySOL7jc2E72IZX4NFygZRtiWrgdswYaxU7Hsfj8y7PUgFzCJ+Hrus8+QwSZtfLPTSw2Ud60GQ/EWmahkBysVhkbVKOKLNQB8EwAkq/UqnAzi6VSrquZzIZmIysbsLHVq1W8UHu0ku3x+lJmm2sokqlksvlsH4M0RkIrTeIqFwuAwKJ6DLgZhsbG/SnxP+eyH5dggQRUSaTYf5NJpMyT+EzS1Nux8d9DUzheuSmBvJU8LMwH+14fZ5wzAAJXyacRjJqEp5L1pZk9BVO2/H63ebhPpCdh338yptvvvXMM8/e3sM3Fw4W1FhtYS5SKRmJWDmfba6uxMOb6Xy2USk3ohF1cWFVa5lrq5Fb86uVcuvqlZvRSDISiYXD4TOvvEjUMqlJtGVQV71vb+nOXiCapjFklwFxfD6wu7JUg1qNz/F4vCPV8Nna2mLYIKOBtra2UGDfNE1kzuCEjqirEw6Ht5mtsrlDEk9CRwaTA0NLUsedtijChc+wroBMJqGqt6VOaLJw3eW54MfTRRYiifYEvJ/iudhniAFwT2QecLfjoFwuF4vFcA4cDHxTuT8YcxE8Ge12m1OJdnzdB5AeNNkvu23kftP4k2NSJC1pEiskmUyaAlTPPnzunMvuH1yQV68snnWRMQuxJxf8JwmMxr5AcIeu64wRJpE6KJf82532yu5H2nCtVuNbq6rKLJBIJKDWsJ3QarXAQbpoZNput+XKg3iibDYLd4imaaVSiSH0oG7XN00T18FF0JSPpKWSSCRY7eh0OihIipfCuh2HU3cc/450H8jOwz7+rrI/m2pdnl5s1EhRvPlsMxTMJBOlxVtBRbEriv3YwIiiOJpb5vJSMJUsosPvvsj+bj1AOeyXSCTkZlNc9wrCT9M0znlrt9sQNlj9YAnDMBgbH4/HYb9qmma1WkdHR5HvB+LYfDqd5hAjXJGIL9RqNRwH7B9OPwhpFN3DYgqFQqaA/SeTSXZmNhoN9qCShCTgWCnvkpyfw9rDnc/FighnP3MoIZ1O53K5drsNm4yNeJ7kjqh3JkdY7zzOwiAcDmuiFRsRFQoFhsFjU8PAEEwFeJik3epQ0IMm+4koGo2yVc2LUJcyaMrlsrxi5aJY8XicHdq8FBuNRrdsRl5jUNk54iC7Fjjjn4g4SCdn7WazWZ4HHMfiLxQKhUJhFwc1aA/tfo6+taXKIvDbc/ociQ0EDJvJZKBUsS5lmibbD9ls1hQgD3bI46tisdhut7td3xCtfUhkL5NQ6LnYIkmsDULkBS8L6le363ebh/tAdh728QvZHwzFY2kh+/PhzVwm1VgLqIriHT3xg8mLX6aTlWKhYVF6kmohEc+p8WIyUVIUT6NGkVAuHi1Gw9lIWP3/vXxII2oZ5r3k998VMfM3Gg0wSTgcPnXqFLCpgPWiyJfdbmfPvxzHIqJ6vV6r1dxut9vtlrOJSODjZB0W8QJAf9ui0jAUApIKAAMBOzAwwHWwOcMQxBYPB0d53+QBsOMdbgBeWyjtR5IewEFE4BPZU9rtuUiST1zqy2az1et17NdcSEC2zhkCuS27987j7XYbDlguK2S1WvkVsB6D6eIOjchIJpH8c4h46UGT/aZput3uY8eO9fT0uFwuj8cDWxO3kNtFZjIZ4Lrdbve2PlUsbrkGH4lgFkQ4ljFQ6CicxQNAVRkSzIvPAJ/jFcBCBdB9dHRUUZQTJ06QUAvQxQ7JAna7fXh4GL1qdnnkPZH9MuAO8LpsNmu3248dO4bBnDx5Eqy6sLBAQgOW04a5Tjla82GKWq3W4OCgxWJB7U40+CDh/wPUf8frcz1jLpbA2QHoAIScfiLahufH9cHONput2/W70X0gOw/7+LvK/q+uBQb6ToVCWUXxNhsUCWXm5wID/cdj0UwmXV5diQbX1Xy+mUyUv7q2ks8290v2E5EmukpzGQr2FTscjqGhoUKhwO+J0+ihk66srJAksNHeFxEvqNiyNg32wMV5t4JZzPKPRINL3AsVfxVFYf9bJBIxRe4AFg2Q+ZCF2A5Qr5DuMPFTqRSXOiGhcfMHViOggMOU7/ZcRJTP57lxJ0577LHHcEFu5k1E8/PzJLUvYtsdwKJux1ljwHTlcjlsDXLUHx6XxcVFEs4A/KTVanH3gcNCD5rsR24YwCW6rvf09LjdbkbeYX3mcjkIKqh9DGrDCsGCt1gsXG8bv93Y2GC+qFQquBHKxAJYyj4GKNNYzKVSyev1Wq1Wh8MBcEy73UauGk7O5/PgRF3UAGUADTpieDye3U3/PZH9nIMD3T2fzz/xxBNutxut8IgIKYXgmnK5DOZKp9PwHQKFhzRFl8uFqYjFYqxRGaLfLu9OMIG6XR+jQvUUu92+7SJutxvuQGQ8kgBeOBwOnlikVu5+/TvpPpCdh338O2H9wqnwZnZ1Ja63aPFW0GHrD6yEtBatrYYUxTH71WIxr6nxcjJRCa6nA8vxepWWFiLRcDYSyoRDyTMvv05EptkhahvmN17niDH8ckFc/hY8wBhUMI/dbkdKK3RbbmKB+uGKovT19bEMRh7wE088gZO5sQrXx94W1Pd4PC6XCwdZ9DocDsCXFEV5+OGHcebW1hYuzl1Euelff38/Sao9koxhCcGC6enpQfos1/Tln+MRnnzySb7sjs/FgACgIjhbV1EUiG0o78Fg8Ic//CGOP/roo4roDlIul61WK9KpdzwOj4siWnpgR+AMY7ysarV66tQpbNlOp/PkyZMyiEFGMB18etBkPziI3TzIDsdXmqaxKwuwcEUUhI/FYnJKGNfZhYAnAYblKlUoF4+y88xoHFxjxJmqqrg7GAqnNRoNJOKzO6qnpwecRWJ1ITrebDb7+vr4h91or2Q/bg2+g3KDWyOsPjg4aLfbGTVsimTRdrsNPBNOxpQyxBgV+4GXTKVSg4ODVquVOxlCc9rx+uA1/Il2JIhIVioVbAgYNvYHvNZsNovEfSJqNpsPP/zwLuPvNg/3gew87OPvKvuz6cbcjaVQMNXr8m2sx5aXNsqlhqI41EReUTz4t7mRyWdbV2ZupdTafsl+dtNx6JFEUBDF8x0OB14Jiu8ODAxYrVZGDPX09KBjHrRp2Mdyk0oOCrTbbRbGW1tbrGgzEBc7HZsaXCecpF4X4HMOiVksloGBgVqtVqvVsJlyAQ2cbLfbucEP/xx7OlqeDA4O1mo10zTtdrvb7bZardgmFEXx+Xxg4x2fC4+Pz5VKBXp9b2+vzWZjdHGxWESxjo4orcjpeRgYo7F2PE5iLwZCGO8CRg88E3hY3r+QUwDtCg6Joxy/e6ZvwedPIhmsVCpBH0UCpynS59hHDYMSjp+BgQGGteJSiUQCywwdt3l9yoKHuZjXcFvUBIQowh3BfQh4M/vD3UWCoUjKKUWgDZvALsFp0J7IfowZhQjll8KwYkwU2ARPwT4SnpN6vY7tgiSnnV00Ou90OhaLxel04l7YNLpdnyRYsdVqReckeDHZDcDX59RKXJMLCewy/m7zcB/IzsM+fuXNN9575qkzwfVUPFqMhvN/xPptZiOhXGA5Fo8WFcWTTtbWV9VCrqUonh7nYCySi0UKkVBOUbwptRYKZqPhwn7J/m4Ezx46dyGlBz2+XC4X7GMSK7Wvrw+CR/abcU6/1WrFhqKI+l/4bTfZDwUcYEOILjmLF6F3Xisul8vhcEAVgKHM+XskfG6c8a/rOliaBESot7f3+PHj2EPhhet0OnDf4cr4FbYJubw2Ywvgs33kkUcU4QvFhBQKBQ4r9vT0cJye0RUw4hXRGcwU3RD6+vpgjsj7DhGFw2EUayOx86bTaW62JsdZ5eoue4tN+0bpQZP9ANxte8vs7oKDjW5P+gCPQB1EpokheuCiB2ZHlOrCES4g4/P5uJc8ViCjCkiIQxznbpzINQXCAGWAdV1n3R2gORKJiLySd9+790T2cxYD3JDyG6lWq9CGScJOkiiYs7W15fV6+SDUGpTEISKbzeb1evlXiqIcO3YMC+DUqVNgMdYSOJBPIt7PzN7b28uqALYCXDMUCuE62PesViukOzw0XOQHJRQRcNx9Hu4D2XnYx99V9mdS9VAwk882FcUTCmZuzQUTsVJ//+jGWqJUaC3MbwaWY06nL5dp5rOtbHrrAMp+dLCGvx0H2VfP2xb8Wsg3w1pnmV0qlTwej9frZYMDkCXg9rv5/LEPMnvDx87WP++SYDyLxeJyuYCoV4TTngRDYiMAbyMrAUeGhobg82fdv9FogCcZcsg34s+YhEqlwjhhrjrAt87lcvIPAXeA24B1HSAk8KuRkRHgpHAyVAe497kgqM/nA4qYNx3GabdaLYfD4fP5+OLYMvA/p2geCnoAZT9DRJnF5LS6ra0tVVU57ovjwWDQ6XTCC0VSWAeqJElQOK5NCzSA3W6HckxE+XweMFLc9Pvf/z4WLXOH1WrF1aAKMGoHp6GQHG/TMkvu3otlr3L8SFgmYG3I2nq9jtAGszD0lVKphB0GzAXtnx92cHAQ+jQH4DGBsFI4bI8+4DwJQ0NDyKmBzN7Y2ID/Bt/CB4N7oZk4EeEgBo9O4k6nkzMP0T8JtgoJOweOz24zcB/IzsM+fuXNX7/7zNMvBjfif8zxg88/lFxfi0Yj6aRaUBSXrlG91l64tWa3edKp0mYwUSnpwXXV3TOysZYMb2b3EeffjWTfFPvt4d/jRQxTACYFn4wQIDQDcCPYZttvecvYhvUbHR3FvpPP58G0iqL09/eDTx5//HG+gmEY3D+bROtrBujlcrm+vj673Y4tIJ/Pdzodr9eL0SYSCVP06APxg8CeAOxA1/VIJDI6OgofQCAQIMk7h7uMjo5aLBZYY06ns6+vj8MWsvEBiQ6/ItdRAEQZ8QJsWDDlZeMMG0Gz2cQD8n6ByzLYAtXXcRAZRHKK0cGnB1D2Y9W5XC72+nBTHGhvEBusobKu4PF41tfX4V1jsWG1Wuv1OieSye5oiHD2ObEbjIhSqZQMIABXapom27htUebW7XZ/5zvfgb8BDNtqtSwWy8jICLP8LrQnsh/yHvMjB/VHRkb6+vpIvCMwNccK4bmUr4OZh/BWVfW73/0ub3S6rns8HofDAe+d0+lEFJ+ITNNEcjJfh3E/iNa3RUVFXdedTudDDz2EEfb19WEPAUHz4Fq2RORwOAYHB6Gvs0q3yxTdB7LzsI+/q+xPp0oLt9biseyxYydWA5uZdHl+LtDbcyy0qa6vRTc3kim1rCge+AkSsdJBk/2MdFNERBn85nK5fD5fWzSyhGBGjhAMWTAJmMput8NJSES1Wg09QqrVKsz0HXP8oE9YrVboEIwuJgnXAxZF7xCn0wkPvNVqRfQBfnjDMND0gi+bz+eBpoajEjUGTp48WSwWW60WzC/o4Ijfe71e3m1ZrOLpON9vfn4eUVgOvhaLxd7eXqAQ5DKo5XIZtgWy77gFKsB9IyMj2MIUAVREXqLL5XI6nUApYreSvbUMeoIUwePT7X0Hvsk1spf0oMl+QFvgyOFiLxCobrcb6iPDSAcHBxlT5nK5AD2TByMvUbimGAao67rNZoNei66pimi0wwYxViOaZAK+g9+yCz2dTufzeYD5SSquB1BqIpHYViJzR9oT2c8LA5ODlHoZNo8MF3zrdDqZ6UjwS6lUSqfTvb294CZMFDtFEOyQMY+KyMhA+1Pgc1F6ASxps9lQ+QAllvErgB8ZncNKFSKnQE1y/AJmA1QBLr2w+2K7D2TnYR+/8uav/88zTz8f3IjEY6loRA2H4pFwIhyKz91cNA26MXvL6XBHI2oing5uRLKZoqLYHfbegf5hRXEsLwXzudr6WnQfa/vsQoVCAWIMHkKU763X64poXaUois/nA7MBfcbONBIhZ3Z/wblttVqhVXSr7cMJtfBt9vX19ff3N5tNzg988sknIafL5TJC6ag6brfbLRaLXGMLN8URNqQsFkt/f7/P54PPwBTVCfv7+z0eD+4O1QSmkmmaDNkbGBjgGgP1ep23Zo5rgNU5nMF6jMViARqfiFDNsLe3FxPF2xY4n2fMZrP19vZaLBaO4MJViDyFdrsNHyZb/IODg8Bjsxm3rSLsAacHTfYjWMbN9GB3ktAJnE4n2IQT9IGxVUREGToulgQc1JBeDz/8MCum+Xx+W8ZauVzWNA1nGqKWHFuuJJz8LLE6nQ7WJxoYHj9+nF3oGKoiEACYsW+hpi9+KJdCwhgQKed9iUSIEAo9CWMG1rkp6ovwK240GgDq8iTj+uz/UBTloYceknUsInI6ncyh+B/vQjZsuFAY3jW0Ltg2PH5sBdAFoTRwpLLbPNwHsvOwj7+r7C8WqkuLy2TSlcvXK+XGyvJ6sVANh+KhUCwSTgQ3otFoslJuBTfi0UhaTeQPmuyHvE+lUtzTj4NPctk4rtFLIl0Y53CmslxDNBAIgENQnnbHmr4kvO4kzGt2CRi3N3mTZRunKRPR6uoqPvAJsJt5SHxfPgdqDcbGdbl5j2OHIexpubsP9J5KpYKfl8tlwzCg0BSLRY64o1ABPnMxNdQn0HUddweakoTww73gB8ZOhzEkEgnZe1mv17F3ZzIZ2ScBE2f3WisHih402c8VncFHwWCQH1kRsaFCocDNZrjcHol4AXgBAEC8ek3ToCvA58wtoLCSsRoBKOvp6cFqB5QEixOBfDwmroMEE96jUUKq3W4jjsa9rFi8fQvxfsSziKhcLjebTe7TI6P9UTCRiAB6wB2RzoNJA4qCTyYJHCPXBUF1Tg6jsKHSbrehQ0Dn5rqKrHWRCNBUKhUOT+B2/FLkXoum6KbIVRpxZBcuuA9k52Efv1TbJ65Go/FwOBqJxMLhaC5XuHr1WjQaz+eLqVRmZWU1FksEAmvxuJpKZRLxdCScCG5ENtbDSTW7sry+X718uhEnGpHoEAObktc3MnxgrSIXDruJDDEDA+BIR7TOg8lCXXr5MLMxnA3iFhqAjOzlNn0kyWnj9rZ4ctYiLstN9ojo5s2b8m8BrkapYCCZeXVCsZDr9nMxcFx2m1Tgb1GsDU8HLQr5AuBw2XzhsUE14QAqngh/sn6TzWYBtzSljn94ETiBZ/jrve39pwdN9jNUrdFoNJtNFhVy3qYu9fQjqUhUNpvlg7xOINWQTMuB/1wuJ89kKpWCjxou5VQqZYq6thCfyBHdxmKcg4PsG3YYZLNZuRbInxTne4X1Y7gMSX25OO+R+3U5HA5OlAcsRpc67coVdrnrGCwcZA+iawAJXsY5hUKBi/PDnbmtSphcd6hQKGBL4ZeFiySTSS4kGovF8PYNw+CtNZ1Oy607d6T7QHYe9vF3lf2hUCSZTAcCa4lEMhqNJ5PpcDiaSCTD4WgwGAqH4qHNWCKeVhOZWDQZj6UOmuznFBouOCULObn0BO8dJMkwSGtD6ngr95Vh23fHHr5o1AGbmHcKhr9BX2ZLRWY2ztjhHidcI0VOsWuLXtG4HUSyPB6ERXkSEA3Vdd00Teyt/FvgBnizwJUxRdVqFTgsdv2R6IjI4VISXVwZ8oPx447Yi7c1+OHNGqhG7sYGOwyKAjYO2Zd78OlBk/2gO/s5cXKp3CWSC/Vjld7p9yJJReD8fm6biRgzVHBEoJip2WMH4smHZc/Lj6SVSUS4IN8UterA8rs87B7i/OW+4ewYQ+F9kiqHAjXMdj/vISxT+UGYo9mDQiKVF0MF75PYi9rtNkJ7LdHyGNPLb43nzTRN4JnwvLI4h8YAtiXh4PyTbRFA94HsPOzjV9599zd/8Rd/9Ytf/K/Tp198+umfnj794pkzr7700pmXX35lt38vvbbt34svvnT69IuvvPLyj3/y3y98cfb67OSnn//H1PSnk0d0RA8Azc3NvfPOO3NzczMzM5cuXbpy5Yrf7/f7/fs1nomJiS+++GJ+fv6jjz5CTQvAL5QjulcCMAW5Nkcz+WeS0+n85JNPbt26deHChYmJiampqbGxsZmZmf3il7uls2fPLiwsTE9PT01NTU5O4sPly5f3e1xfl/4o+5999vn19SCc+el0VlVTkUgsGo3v9i+ibvsXiyVWVlaz2fSv3vglUcugKlFN7xQ7R3REDwBpmjY7OwsjieEdJJmk3zKRFCm/fPkyo0yO6N6o0+k0m82bN28eLgjqgaVPPvkE3tNtcb394pe7pcuXLzOnk4QV2+9xfV3y+/3KG796629+9JNb88sb6+HQZiwcigc3IoGVjTul++3/ktFIMhpJ879UMr+wsBQMBl//uzP5gloqp4m2TGoYR3REDwB1k/37NR46kv17Sp0j2b+nNDk5SVI/s06ng1Sg/eKXu6Vusn+/x/V1ye/3/z+zeOyeQ3BnyAAAAABJRU5ErkJggg==" alt="" /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;/div&gt;</description><thr:total xmlns:thr="http://purl.org/syndication/thread/1.0">0</thr:total></item><item><title>Using Range Names in Formulas in Excel</title><link>http://weareteacher.blogspot.com/2011/09/using-range-names-in-formulas-in-excel.html</link><category>Learning Excel</category><author>noreply@blogger.com (Sepeda ��)</author><pubDate>Wed, 28 Sep 2011 15:21:00 -0700</pubDate><guid isPermaLink="false">tag:blogger.com,1999:blog-3311661884189477798.post-7252460801490845168</guid><description>&lt;div style="text-align: justify;"&gt;&lt;span style="font-size:130%;"&gt;&lt;span style="font-weight: bold;"&gt;Range Name Syntax&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;Name syntax rules:&lt;br /&gt;The Name string must begin with a text character, not a number, and consists of adjacent characters.&lt;br /&gt;Two words can be joined with an underscore (_). For example, to enter the Name &lt;span style="font-weight: bold;"&gt;"Excel Book"&lt;/span&gt;, you should type &lt;span style="font-style: italic; font-weight: bold;"&gt;Excel_Book&lt;/span&gt;.&lt;br /&gt;You cannot use a Name that could otherwise be used as a cell reference. For example, &lt;span style="font-weight: bold;"&gt;A1 or IS2002.&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-style: italic;"&gt;Notes:&lt;/span&gt;&lt;br /&gt;There is no limit on the number of Names you can define. Be sure to define unique Names for a specific workbook. Defining Names that resemble Names in other sheets will only complicate your work.&lt;br /&gt;&lt;br /&gt;&lt;img 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int9KyxqmbxF7/8Ty2ne5pau9Ze8ZV1d26cVZueee6VxUtXHT1x+v2DJ6740v966pcv9w6MT83opmf1epO7d2Bi7RVfhUpqxibUD+97ZvPWPbNqS2398sZL1g6PzeqMLrXOrtE7jp3sWLx0zQO7941NzNUsbFy55u/eeOsDxZQaKqupX7xCrbMeOX5q2Yq1t/z87kml9pnnXmm8ZM1b7x56570Tjcu+8Mqr79kc9MDQjMGEjo5r5tR25azlPOyfKrMqZ9En4KJX9OfM+V7nl7//Lf22jcJjD+rvuk3c/xD+wHbzI48M73v0q0uXAykbTUaS+cQ3/mnN0S13+3fu4LfdR2x70LF1p23btrlN9772w2uI/tE5Az4+Yz8TZ3ffeZ/ZCLsclNWMmoxOk9FpMtrr6xpraxbZbfDY6CTsxivKqy9bc8XAwNBNN928bOnKCcXMhGLmsjVf/I9vfkenNRv01oW1i0ugSo3aqNOaLWbnooZldQuXGA02ndZcWlJVU92gnFbbbXB5WfXKS9dazM5rfnh99YJ61ZzeanHV1zX++NqbbFa3YlzpcmImo31wYGz1qi/U1ixSjCvHRqduvOGnTz35XH1dY0V5jUFv1essTz/1/A+u/vHC2sVrVl+xaNEShWJy0aIlCxfW6/VGo9FcV9fQ2LhMoZi0WGxVVdVr1qydmlLeccddNTULVSqNQW+tqW747nd+4HSggwNjKELptGb5UIuKij5hz3//G/aN9wXv3UnfuiH52HNjd20+tf/R733l71M+H5BAyh8GEij4vVevvXToicc1ex9SbbjdtOEO28Z74a07n735J7TOoJ+yOHWoS4/t3rwXemjPE4ibtVtxsxHWqM2qOaPF7Fy2dGVZ6YLxsWmHHdZqjA31jXfesd5stl566aqy0gWXLFvVuGTFksXLG+qXqub0GEovrF28eNElgwNjTgdqMTurF9RfuuKy3p4hs8nRUL/0S3/3j9NTqtkZ7aKGZSsvXXvieOvla7+0ZPHymuqG2ppFNdUN9XWNE4oZi9kJuwmjwSZ4gxBU8Xdf/IpeZ5mb1fV0D65e9YXKito1q6+YUWoe2PHgqpWXT0+ppibnKitqq6tr1WrtpZeuWriwfmZmTqvVyxGm1eodDldVVfWCBTV6vRGCShsaFjc0LK5buKS+rnH5JasnJ2YFb9BosFGkZ2hw3GxyFBUVfcJ++d0rXVvuD23YRfz0Hm7rg/D+Z79dvxCkk0CSCtnC9vWbgARAJgESoesa6ie2b3M/tI3ZuxPdvs2yfsu+H/6A0RtdeoxyeNwGfPfmvdC9d+9yO3i3g6eJMEUEKCLgcrBlJQ1f+uK/jAzNetjQgfdPXrb675/75atuF/nDH9ywZtU/TIxrJ8a1bacGzUa0v3fSqIeXLll7ydIvKMY0sIuzmvGykvrLVn9lsH/a7WQbF19WVlKvnrMxVLC8tOGLX/hnm4W4+j9vKoEWKqeMVjM+Ma41GZBJhc7tZN1OdlZpdtrpy1Z/pbJ88ejwnMDHFWOazvaRRfWraqsv6e+dXLPqH5YuWdvRNkxgYnlpQ0PdikmFprZ66YLKxVq1jSZ9FWX1leUNE+Nqncb+5b/73xVl9f29invvuX/Nqi+PjcyOjagsJmxSoZN3ZDIgDBWMR4G896Kiok/S+Pd/pLnpZ+712xxbdr1zy623/Ms/gjAHIiLwx5pu2UA9/0bLDetAMAAYBOT8/3r5os5bbzRuWO+4d5Ph5xuf+t4PAxYnYmMRG+syUzvv2wdt2fgwS0VRt4i4BALzxSJA4BNLl1xeWb5YPWfTaezf/97127c9bDK4rRZ4cECxqH7VKy+/bdC5b/3Z+mNH2nku6hdTFWWL6mpX2K2ky8HALq5mwbJljZcb9TBDBUuhuqVL1qrnbG4nW1WxpLpq6fio+sD7zVd84Z9ef+39Y0far7v21oMftMAujsR9LgeTSQGt2rG4YfXaNf84MjTrYSM+IQm7uN/+5oP6hZca9fDTT76yZNGakaHZ9tNDixtWL6xZNtg/uXLFF5cuWTM9qUNhbmHNsiWLVvV2j6USoKxk4RfW/mNv99iplt6qikUvvfBb5ZTx/37rR63NfSwdMuphvdZl0LkNOjeBiUVFRZ+wI1/+Kr1lu/G2e9TrNuy98t9BIgSyoVyQf273vtmHftn7802Wvc8+sf1+kAiEAxjI+X/3zX8dvP7H2tvWGW/f9MKPboi5MNTOITYWtjI779sH3XvPDhwVaDLA0iGnnbaaccWYavXKL1264vL6umUPP/R4a0uXyWhHYJIkOIr0tDR1/+D7N5ZANXffed/w4DRFiE47uazxsoU1y2amDTwX5pjgFZd/tX7h8r6ecZ8QX1R/6cKaZTqNPehP1dVeUlFWbzK4RW/snbcO//TmOyCo+uEHn+zvVdgsWCiQDgczBOb1eiLVVUvKS+uGB6dxlPd6IhwT1Gns+/Y+o5o1i97Y8aNtNQsaT7X0vvrK26tXfunwwZaqikWV5Q1mI+xhQwtrllVVLNJp7ATmra1eetnqv5+e1Hk9kZPHO26+aV1ZycLt2x5WjKm0als8mqdJn0+I+4Q4SweKioo+YYd++O3uW27U79w5euf65u33A7cLkGjvY3sVt9xO3bXZds1Pguu3qe66p+sX64DPCwJi/3/9RHvbOsutdznWbXr1R9elXQhOeTxC0AkT23bsgR7c/aTbybJ0KByUBD4eCmRBHpC4MDmhUqtMKMIoxmd9YjgYiLGMEI2k/GLCYSN4T7ivZ9ztpKNhiSZ92TRQzZrNRpgixGQc6DR2vdaBuFma9Al8dHpSp56zcEyQxAWNymoyuFk6wHNhmvTRtK+vZ1yvdUgZgKO8wEfzEpAjRqex6zT2aFhiKD9FiKFAupADFCG6HFTQn3I5qEmFxuuJ2K2420lbzahGZR0enPYJ8XAwYzK4x0ZmOSaYjIPhwWmj3uX1RPxigqUDNgs2qdDMTBsEPhoKpO1WHOQBQ/lFb6yoqOgTduL6q4fvvFWxfv3E+k0H711/8umnfrNr++9uvwXe9ZDx+p+F7r3f8L0fd/zgGsO+R375wP2P3bdJtfFey13rTT+7w3zLPa/+6Lo8RvJiKJrIulFq24490O7dD7rdSCKRymZzoigyDCMIQjgcDgR84XAwk02EI/54IsywRDQWiMYCkUgoHA4CkOc4BoA8hiGFQi4cDiYSMQxD8nkpmYznctlQKMCydCqVACBPkjjPc5lMKpGIRSIhUfT6fAIAeZ7ngkE/z3OFQk6n0wCQF0Uvz3PhcFCSMslkPBaLCAIv7yiRiJEkHgoFeJ7L5bIeD5vPS+FwEEGwTEYCAHAcDwCIxRIejzeTkWKxRC5X8PuD4XA0EAglk2mfLxAKRWKxSCgUkKRMKBQIhQLJZNzvF/1+MRoNFxUVfcL2X/1/e267Y+RHt7nX7VBffZvumnXwpgdcG7bqbr118rrrLPfe47z/PvWWjQO33Dq1boPiZ3fN/nSd5ra7Jm66ZfSmnz177TXAz4USkXAyCpPotl3bofXrNzid7nweJJPpaDRaKBSi0Wg+n4/Ho5KU8Qe8iWQEACkWDwGQDYXFRCJWKOQEgU+lEtFoGIB8IOBLJGKpVCIej6bTSZLE5YUA5DOZVDQaTiRiAOQlKRMOB7PZdDwezeWygsADkI9Gw/m8lMmkksl4NpsOhQKZTCqXy/r9YigUSKUSqVQik0kFAr5oNJzLZeU9CgIv3wiHgwAAh8OVz+cjkVgqlQoEQgAAnhfyeRCNxnO5AgAgHI6mUhkAQCAQSqUS2Ww6kYhls+lkMp7PS/LhyfsqKir6JD1/4zWHvv8j3e33zf3oF8S6HdYb10/dcOvcf/1c/dOfops3T9580+hPbtDct2lmw8be628xbNihue0u050bJ266peeH1z3x/e+BqC9dyEZSMYTCtu3aDm3der/ZbM3lCqFQJJfLAQAAAKlUKpfL5nLZXD79EalcPiVJmU+Z/Dxd9AP+i5ypl6Kiz5Tznc89bxz77S8efObrN/z+P25pv3rdif9zw8FvXtNy9X8d+s51h75904Hv3HzgOzcf+vbNR//Pzaevuun0VTe9+c3r3r3xFy9+79qnf/KT7kPvgmxKygJQAF7ev/6eTdCDDz4st2gKBTnKQC6XS6VSZ34Z6syPQsmyAGQ/XP7pMd9y0Q+4qKjojIxLmH29+fc3bX7/W7c2f/tnx791/ftfv/rAVT88X5ydvO7O311765s33jrx+usR3Any2VAwls1kA/7Ipo1boXvv2RH0ZwQ+Lk9uMlSQJn08F2YZ30cIZ3FMsOgiuuhTUUVFF+B853M4AAhUQgxe1u71E14/4RVJr8j5eCrA0mGGjpJMFGfDOBfAPQLFCh4NGbIKLMxwrIgwHifuwWxCVCikQ2DHxkeh3TsfB3kwMa6dVOjGR9UT49qJcbVWbRsbVX7E1Fnjo3NFF9HYyGxR0WfO+c7n4QH1xBiqHXfpxkyzQ1NTfeMT/eOK4YmpUZViTDs+ph8Z1w8ptEMTqqFJ5ahCiSjs6IRjbmx2anJuVDk3MWdUT9hHuudyMfDApseg7Vsfi0fA/n0vv/qr93/59GuPP/bSrgcef3D3U/sffWH/oy/sf/S5P3jsl/sf++Xjj734KfP8PF30A/6LfFgvRUWfJec7n3c8/NL2h158YPdzu3c+t3/fyy8+/cbzT7725CMvPrzn2Yf3PLvnwef3PPj8noeefXjPs3v3PLt3z7P7H3ntsb2v7t7/3CPP/Grzzr2bN+9699dHD7/ZCuLggXv3Qdu27MtnwaN7X9SpYdjl8XriHjYqepM4KuCogKP8H2AcjnEX/TLiP+Gdp4t+wH+RD+ulqOiz5HznswOPIEySYlMUEaeJMIeHSbfgMlMsFWWpKEXHKTpOMVGWinJUlKOiXlai8YQF5Ugx5otLPl8CMXIP3fckSIDt9+yFtm7Zk8uCrVv2YIiHpgQPF6BID0lwNMXTFE9Tnj+gWZpmP1z+qSEf1f/cRT/goqKiDzEU7fXwvMdPESLq4imX4CPDUW+MhHEMwVEUdWOoCyNdGOPAOAfqtalQHxHzMiLmQhG700uzJMbeuW49yIEtG++Htt33YC4L7rlrK0sHSIIncA+G0hhKkwRHEhxJsH9A0iRJEzj76UJQ83PRD/gv82G9FBV9lpzvfPZ6eALDnQ4UdjEMEfQSYcblhU0IRzA0yVAUhdMURnMY7UVoEaECfjLOuQOwHfVQnN/jFVmPhxG3b90F8h/GWSoBtm3dzdAijtEkwSIIQlEUSeIkiZNnCk2S9P8XbUVFRUWfOBzHKYpiaJ4iOYKEMdzFUKHNG/dIGXD/1keKcVZUVPSZUYyzoqKiz4linBUVFX1OFOOsqKjoc6IYZ0VFRZ8TxTgrKir6nCjGWVFR0efEBcaZx8MSBIZhGI7jGEZ4vSJJsDhGw27canHyHh+BMxwryB8YwFAKduNe3k+RnMXsiEaSLicqeAMoQgreAOzGRSFoNFh9YoihediNezgRgQmd1pSIZ2aU6oA/YrU4/b6wzeoicMblRHmPD3bjwUDUYYcddlgUghhKYShFkZzgDdhtbhQhOVZgGS+GUqIQtJgdCEyIQtBqcYaCMZcT9YkhCCoXhaD8J0VyZaVVFMlRJOdyorAbJwmWIjmW8eIY7XZhvMeHoRRNeeTDY2je7wszNF9WWgW7cYrkcIz2cCKKkF7eT1Oei16vRUV/gy4wzmZnlbW11TU1NS6XKxyOwjBaVVlLU55spqDVGB122Mv7TUZbMBD1cCKBMxhKITBhs7oC/ojTgTA0L3gDVosTgQmXEw0GogTOOOywy4niGB0Kxswmu08MOR0I7/FBULngDRj0Fo4VMJSymB1e3k8S7NysNh5LR8KJ2RmNTwy5nCiKkAzNc6xAkZxBb5FDTasxyqnEsYLfFzYZbQzNz85oGhuXMzQvh1cknCgvWyB4AxwrkATL0DwCExTJpZISipDy1rQaI0mwXt7PMl6XE2UZr2K8ifkAACAASURBVNuFVVbUYChF4IyczvIPjwrewEWv16Kiv0EXGGfZbLqsrGT58uUul4sgKJvNsXrV5Rq1wWS0ZTMFjhUInGFo3mGH5UYTgTMITGAoJWXB1OSsnD5yPJEfNuvkR7ldmMuJys06pwMxm+xe3u/l/ShCejjxbNyEgjGSYFnGa7e5o5Ekxwo6rSkSTijGp0PBmIcTeY/Py/thN44iZMAfsVld8l4Eb0BOw0UNS+VUEoUgQ/MQVG422RGYIAk2HkvjGG21OFGENBqsvMfHMl7BGwiH4h5OpCnPjFLNMl45asOhOEVyvT2DmXTe7wvLT+Si12tR0d+gC4wzFIUhCLJYLFVVVTCM4jgJQeW8xyfnQllpVU11vRxn9XVLKitqyssW+H1hCCqvrKiJRpIYSrGMt7amoay0CoLKEZhgGS/LeCGoXF7IsYJPDGEoFQ7FIajcZnXV1y2BoPKqyloIKvf7wjhGj49NcazA0HwJVIFjNEVyVZW1DM2bTfbqBXVy87C0pFLeqeANZDOFmup6kmAryqsD/ggElTM0LwrBstIqu829bNmllRU11Qvq6hYuVk6rKJLz8v7SksqFtYsgqBxDKacDsVqcEFS+tHEFBJXLDUl5I7AbX9q4Qo5CCConcOai12tR0d+gC4wzlqVXrlyh1+tra2vj8eTMzNwXr/h7o8GKImQmnbdZXYl4Rs6pVSvX6rQmhx0uK61CYMLL+yGo/Gw3TRSCCEyUllRaLc66hYtxjLbb3CzjlRtlDjvMsUJFeTVNeUpLKuUWk4cT5WGvWDQlD1dVVtTwHp+8nKH5dConBxAElXOs4HZh8joUyUFQeXnZApryUCRXU10vB2g6lXO7MDmG9DqzHLtyLoMCUKv08r2iEISg8lAwZjRYQQHI6zcuWU7gTEN9I47RPjGkGJ9esXy104Fc9HotKvobdIFxRhAYBEHJZNJisUBQKYYRDfWNZ7OmBKqAoPLq6jqb1QVB5ZFwQh56dzoQDKUuuWSlVmNsXLIcgsohqPySZSvl5pLckhKFoMuJMjQfDEQxlDLoLQ31jVqNsaG+0eVEQ8GYyWhrbFw+PjYleAMmo42mPAtrF2nUhvq6JRTFQVC5HFsUyVVW1shdSwQm5CUNDY3yNILcT4Sgcp73zSjV4VC8urqOwBl5FK+hodHlRBcvXjajnBGFIIEzEFQOu/HVqy9Xq/Q4RhsNxrq6xXJjTX5eFrNDTmea8hQ7m0VFF8UFxhlNkxUVZXa7PRaLQVBpIBCS3/BlpVXhUJxlvHIEyK0YeYpT7iQaDdYVy1cHA1G5h5iIZyYnZtwuzMOJ8iA9BJVXL6gThaDbhcWiKY4VIKg8lZQgqJymPLzHp5rTyS01mvKwjBd24xBULnceA/5IWWmV04GsWf0FtUq/qGEpjtEOO4xjdGlJpdwwlEfr5O7hjFK9eNEykmAFbwCCyr283+lAaMpTU10vtxlJgg0Gonabe2HtIgJnSqAKkmCTiSyGUmWlVS4nKo+dQVB5MpEVhSCKkJFwwm5zX/R6LSr6G3Th151VV1fZbDaGYUKhSHl5ZWlppTx6JQ/5O+xwVVWtRq0pK6uSL5ioqKhGYELuypEEW1vTQJEchlIMzS9tXGEy2iLhhMuJhsPx8rIF8hyl2WQncKa+folBb2lsXG6zuuw2txxtkXCCoXk5B3neB0HlghCQh/br65YY9Ba5PSgP0uEYLfcx5dYfTXnk3KRIzu8LV1XWGvSW6uo6+WoPlvGWQBVyjIaCMfmiDXlkUI5Uq8WJoVRVZS2KkCUlFQhMpFKS3EaTe68OO3zR67Wo6G/Qn4uzrTtTydy2rTsZ2otjDElw8hUMOE6WlJQJgs9mczAMU1lZWVJSQtO0lw9AUMXiRZcsrF0MQRUkwVVW1LqcGI4xEFQhCiGnA13aeKnZ5OBYsaK8BoIqIKgCgUmzyVFT3QBBFeVl1XYbjGOM1eLy8gFRCJWVLoDdRGVFrcXsdLswmvJUVtQ47HA0kjQZbTarS84ptwuD3Xg+B8rLFtisLrcLY2i+tKSqBKqEoAr5qw1rqhsMeqvgDSIwKS9EYDKdykNQRQlUKR9AQ/1SpwM1Gmzy8sqKWnlN3uN3u/Cy0gWlJVUrlq+ZUWoEbxCCKlCEwlCa9/jLShfgGFNZUUtT/Pm/YZEpKrpgct+C9/gQmEBggqY88rz/+d7eFIlTJI5SLEqxBEkTJO1geQfLRzE2BFNW0msheCvpddM+Ag2gbhEl2HlxU+fmIhmZm2JhmkMYjwwlqXmRt4YSLIGzJMaS2Jn3kR2lbQjlJHmE9aEUh6AUR7IRf/gC4wxFcQwjEATz+QJutxtBEJ7nKYriWJEkObPJ4eUDFOUJhxIITMJuwuXEQqG4xexEYDKZkBjaC7sJtwt3OBCCYN0uPJ3KOx0oQbABfxR2E3LQyAni4XwITHo4H8eK4VB8blbr94Xl4apMOu/hRKcD8XhE+Rpdq8Xu5f2hYMxqcSYTWRxjNGpjKBRnGUHOnXgsgyKUlw/YbO6AP4qhtNXiEoQg7CZ8YhjDaA/n4z1+ivSYTQ6bzY2htCiG5EQOhxJywjodKAKTbhcOwwTHivLX80bCSbcL51jR5cQo0nMeXFHRBZMvcqQpD47RKELKE/r/zdTT+eKMMzl5i9uEcUaUNSCMBWEx2EfhIRij58VJnJsDp2ROgj6ba26KJZj5QVkeZXmC5mmKZ0ieIc986TZM8Q6MsaKMDWOdKOly46gTIWD8AuPM5wvQNGs0mgmCYhiGpmlBEJxOJ4GzHs7HMoLfF3HYEYb2mk0OFKEY2uvhfG4XzjKC3PISvEHBGyRwNhZN4xjjduE4xjjsCMsI8r5CwbhaZfCJYfnrdzlWtNtgp9PNcTxBUAzDJRIplUrj9YqVlQsgqLSurgGCShcurIeg0srKBaWl5dPTM7Fo2mZ1R8JJFKFMRnvAH3W7cAJnUYTKpAtajcntwinSEwzELGanTwybTQ7YTcgHTFO8TwxTpMflxARv0GpxITCp11l8YlheQlN8wB+122C7DZZXsJid8VjG7cIZ2ntuDFdUdMHkq74RmJA/msIyXp8YkkeBzo0kSZLEKBajztyGGRpm6ATOpkiPR/R5RB/DsQSGcy7C4yY9ODovInpuAoIICHL2Tx+GyTwYPi/yBygZnPZgNI+SPEqeWY66GQJlGdzDkT4PGebpKEeEGQzHUYpi5h1nDMNNTEwBAGw2RyAQgGEYQZBYLBaNpDCUVqsMGErTFI+hNEV6fGIYxxiXEwsGYmqVwWS0+32R2Rkt7CZCwbheZ2EZYW5WFwrGA/7o3KzOw/nkrw8XhRDLCGqVgaG9RoMtGIiRJO12I/F40u1GZmdVguATBJ/D4eI4HkVxnhdgGA0GwxzHG43mZDJttbhEIWSzukPBOIpQKELxHj9De8/+gIvcXnM6UJritRoTywg2q9vLBxCYjISTBr1V/m0EAmdZRojHMhazkyQ4m9XNe/woQuEY43Sg6VTe7cINems4lJAfft5fc5jvT7EUFX0U5WEZr3xJud3mNhltDjtsMTvmG2d+O+I1O+1uGMYJgiIpghQxNkh5P944+6NQE1GUgZF5wTACwwgSIRiYYN0Y68bk5RyFix7Gy9MkAWMuC+m0cC4L57JcYJxxHO/3B2mapShmbm7O6/VSFEUQBOwmaIqPRlI6rRkUwOTELCgAvc6STEizM1oCZ0EBYCiNY0w2A1xOTKc1M7Q3Ec+6nBhDe60WF+/xy9kn54LTgfp9EdhNCN4gQ3tZ1iOKfo1G5/F4cZzkON5ksgQCIb8/aDCYAoGQXm/0+4MajS4UipjNVg/nC/ijVouLpni5O+lyYrCbYBnBanE5HSjv8c/N6niPPxiIMbTX7cL9vojJaPfyAZ3WLGUBjjGwm+A9ft7jV6sMmXTBboNDwbjV4vL7IiwjeDif04HCbgIUAEV67DaYZYSP7adYioo+CmcYmidwRv6wM4qQJMEm4pnzxxlNkrTczZRvy3EmEiEOFp0UA7MeF8k4YQJHPDwbognPvODUn4eR3Fks5Z8XhI0hbAxlQwQToukgTQdp2k/TfozkMYqFSdyFo24cJkmcpTmW5i6ws+lwuJqbW9955z21Wtva2trR0fHBBx90dnZ2dvQdOXxSNaf/3Rvvtra0njje2trS2tzU1nTy9MkTp955+4POjs7Ojr733j3Y0tze2tLR3NTW3TXQ0d574njrqdbO48daFOPK3793qO10d9vp7uPHWjo7+lpbOrq7Bo4dbT508PiBA4fa2zubm1u7unp6evoOHz566lRbS8upY8dO9PT0vfPOe2NjikOHjgwNjZw+3d7U1NLbM9Ta0vH2W+8PDY4PDY7LOxoZnhgeUhw/1tLS3K6cVjedPN3R3vv+7w/39Q4fOnh8eEjxuzfe7ekefOH5V2ZnNM1NbZ0dfSdPnDp08PhvXnuzv2+kuamtq7P//d8fbmluP3jgWG/P0G9ee3N0ZPLI4SOHDh5/792DXZ39rS0d59Z6uqjogh0+dPzE8ZaW5rauzr7Tpzr7eoeOH2s2GW3zjTPMQlMOD+4V+UiMFgNOmHA7KAoXPq44I2ieoPk/jTOaEOfFTUfcdASmAxgVIEk/SfpJUiRJ0QlTNhfiwlHa6/EGBJalMQSHXcgFxlkwGD5xogkAEA5HAQCSJGUyGQAAKABQAF7eDwogHkuDAkjEM/JCWSadl7IAFEA2UyjkASiAVFKS74pFU9FIUr43nwM+MQQKwCeGchIo5D9cHwAAQCKRSKfTAIBYLAYA8Pl8iUQCAJDJZOLxuHwk2WwWACAKQVAAOQnI/4aCMVAA4VA8HIp/9FDzOVDIg1RSyqTzmXReXiJlQSSckP/MSSCbKYACCAVj+RyIhBPyU5C3BgogGklm0vl0KvenT/n/UyzF8peUApDfNVIWJOKZWDTV0z3w31y2zRAkQ5AUQVIESZI0RnIuhrOzgpMCSmu830yPuYQpLDjuFqcckTkkOQQH5mXUdW5j7qBs1BUYcfpHnP5hh2/Y4eu1CfPSbQt120K9Nt+A1TdgFYbMwogpMGIKzKLxCYdP4fYq8cCY09ulIYfNEQMHLjDOaJo9ebIZABCNxgEAoVAIAJDLyW/mBCiATPrMW1qOElAAUlby+/xyfUQjUVAA0UhMXjngD4ACSKdychzEojH5IbyH/3AjeVAAoWAYACCKYqFQOLvTQCAAAMjn88FgEHwYcKlUyuPxyNUfCobOHo+UBZFwRE4r+S45etKprHyWnA2pSDh29uCTieSHgRsDBRCNxD+6MJPOS1lJfnjAH5HjLJ/Ln1uxFMtfUKSslEykCvmC/L8+KIDjx5pdTnS+caa2Rl54q/9bt2657Js/XvX1a1Z9/Zo1/3r9Zf92w/KrrpuXlV8/t9VX3bD6qhtWfeP6Vd+4fuXXr7v033986b//eMWV16646oZ5ueSqn15y1U9XXHXTqm/ctOobN6z59xvWXnnz2itv/sI3blr9b9es/voPLv+Pa9d+88dfu/7efb/pUDgu9EINDCOam1sLBZDN5rLZrNwUSqVSyWQaAJDLFZLJdC5XAACk01n5/xVR9Mt3nV1ytuRyhWw2d/ZPScqDYimWYvnT8mEzX+5PgAJoaW6jSO58cUZgNE1yLElQGEoSHEHzbpzWuuEdz3d97/bnNXxKw6cUiABHgJaUnH5g8RTmh5asTM5IpG1s3kJLQgaM6T2wCLAAmDAJeiyJB4HDA7RIXIcmbGxeYROQMJiBQ1Zv3uEDkw6fwwfMHsnC585JKxa0YkHrS2t9ab2YNXoLRh5YOOD0AS2RcoTBuEtQc5KGBd+949cP/GqYIAgEQeQr50kKYTmCIgL3bX7oz8RZJBI7caIpnc4kEqlCoRCNRuUWk5xKcqgBAOQWUy6XkyQJACBJktw5jcViLMsCAOLxuLymJOX9fn8wGJSTsViKpVjOUT6mOLv6jpcO9FEqLqGkIlo+MenyzMCJAR0xZhbmZdYRcvJAaQuc7DfqseTp0SnEB0a0ZNOAmkuASbOodoudE+4Ze9BCSwqjV0+nBnTIsJGdRcL9WmLYyOrp5LjVO2bhz6nfLvTbhX4H0+9gBu3csFUYtohjJnFQR864I+MuXsslp4mEmil8MOi9+p7XLzDOlMrZnp4+AIAk5VOpFAAgl8vl83kAQCqVAQD4/UG5FRYMhjMZCQAQDkchqBQAUPhwCEnuqCaT6VgskU5n8x+2yc6m4blKfp4+bWW+x19U9BHzjDMM40jSyxEEjaIUQTMUi+Fuu8N8yT+v09AADcTFeCIDQDydygGQTgKQm594Iuvh/YmkVAAgK4FMFsTimURSSqXzWQmQlCeTBfK98UQ2nSmAPAjwvkI6B3Igl8yCPACZfDwYPd/TlYBMkoAkgbwEQK4AQB6kkwAUQDSZygDgiWVQHzBRYM0/306SJIqi8qcqCRKW42zLpgf/TJxFo/FDh47kcrl0Oiu3swqFAnSmlJaWlgIAIpFYKpWS0w0AkMsVamoWkiQJAJAkqaSkBIJKI5FIOByV15GkfCaTkcf4P744+LSVi/1+KPpM+5jibPWV9/TpxRAAaQAiqVQOgEQ6DfIgm8rOi5QDUg7k8kDK5TiPmD0zqwekHJADrgAAy4kFAFLpfAEA0SvKzyMRTWRiqUwqk4mlQB5k09lzSmZlyWQ2mcymk9lsKpPNprMgD9KpdA6AUCKRACBUACM68YtX3k3TNIZhcpzhhJthcRL3//k4w3Hy8OGjhQI426SCIAjIswEASJKE4zgAIJPJJBIJeXheFEUIggofts0gCKqrq0smkwCAdDqdTCbPzI0CIE9Tfkxx8GkrF/v9UPSZNu84E0jSz+MEi6AMTnMkS2IOl92w+ltbDysCMQAkkPP6aADSAa8/HUt92A76n4rGggBI/oA3kYzIDalAUEilYwBIOAEDICGoEwApkYwEgkK+kJGAFE6F/TG/BKRkPsn6WAlIsWzsfNsHuTzI5UEhDgpxAJIgf6bBlo+mo14BgLhHRBMgHQagZYz88n/cyTCMHGcoQmK4i2aw/1Gc+XyBtraOSCQKAAiFQjU1Nfl8Xr5cw+fznR3/qqyslBts8ixkWVlZIpHwer3l5eWRSEReQafTySufvcZCHmj7mOLg01Yu9vuh6DPtY4qzhV+9vdcKxGQyHI9k83EA0iAPQLbwYTvofyqdiQMgRaIBACQYdgAglZRCVQvKIAgCQCIIBAAJgqBkKprLpzPZBARBvqhPApLVaZUDK5PPSEA63/azqXQ2lc5mQtlMKJuNZNNnGmwgC0AuD0A8kw+J8QCfTI6Z48u+cj3HcTiOy3GGYs7/aZxxHP/GG28CACKRWCQSgSBIHkEDAMjtL7/fD0GQ1+sFAEQikSVLlgAAIAiSk05uymUymUWLFskjbmeH3sCfiTNpnj5tZb7HX1T0EX9BnFEEy1AeubNZ/W/bejEgAEBH4jEAKJ8/lgeMkJKS+XlJJqR0Kp9JF+SjgqCKaCSVk4CH81WU15xdWMgDUQiVllQBCSRCUiIkgRxIRfIBPlZIA4EJSQlwbnEgxc9cwpVK51MpkE6AdAL4xVQ+B7gAHQUJOBZgABjAQN3Xfu7xeAiC4FgBgQkUc1I0SmC+Px9nFovNaDQjCCJPZS5YsCCbzebz+VgsJkmS3IUsKyuTJEm+/guCoEwmIzfikslkRUVFJpPJZDJlZWX5fD6RSMgPiUajH3ccfNrKxX4/FH2mfUxx1nDVrt8Oo0EAxEwuDgATCKYAiKZBKpqZF1AAOMbIl4guXrQ4EkkW8iAciuVzIB7LQBCUSqbq6pZ4eWFRw7KAPxr2h0EOJMM5hmTkyQQf5wdZkIpI5xaWUmEpHkvHY+lYPBOLSfGIFI9IUgaAAvAEmRhIMrmkAMCbw2jjN+/6aJwhqOOP42zL1ofjSbBl226S5RECxyjShWI4zSAE3Xy6I5aUsnmQLQCoFMqBbDDmBwCEw1H5OjJ5HlOeppRvl5VVxONJCCqFoNIFC2pKSsqqahdCpWXZAogmUzkAEplsDoBMvjDPCZaios+o7EdI55E/C4AkAEkA0vlCpgCyAICWlpY/jrMzn2ciSZLEMJ4kRZwhEBJlcM6L8yziQK2GxV/b8PagNwqA6AslmFDak0zxIMqDeCQ3Lywl5rMAR9hMEpRAVdFQOiDG4pEsQwoFCZRAVSAPSqCqBRX1PBtIJwqpFIjHC8kkiMcLiQQIh7NebzQUykSjuXMKxLOBeDYZBMkgiEfS0Vjan0z7k+lAEMR8IMV74ywXFDwJAN4e9Cy58l6v10uSJEVyNOVBMSfLERgibN+278/EmRPBm0615wBIpLOhWBwAAEFQDmSj0WgmI0UiMY1G9+Uv/4M8qB8KhSCoNJPJlJaWn402uSSzElRSerZ2A5FoDoB0Ln+xT7Kiok/GxYmzJVdulOPMw/vCuBghQiEiJRIpLxeel2gobTHaoqE07CQvXbHWbkFADni5oIfxO22u+rqlOo2usmLh0sUrM0ngsuOCELFaMaeTDIUyfn/S4wmfvXFOlDdIeYMiHRPpmJfze3g/KfpJ0c9ySR+TCpNUiCBFjpbjrPHfN8wrzkiMouU4s7uwnv6RcCwt10q2kJdAFiqFaqsXlkClJVApKACf4C+BShfVL66uqgF5AAqgqmIBx3gaFy8FBcDSHCgAScp/8YtfoijG7w/KASdfZ1ssxfI3Uc732d7zfub3TK8zn88XCgVQAC3N7fK3XZEEd444w2mS4uQ4IwiBIX04ijls9oVXbXltWBAAcHl5hCBhnLCRQQvuh3FhXkjOF4pneX/UgVBQSZU/kjI7UJTiKY/fidLLVl4+rTKUVC50ojRUUsWJYYMFkwCgPRGznaQ9EaMVN1pxToifb/suinRRJI6KOCpiOA0TtJVhrDRvxaMIFsdRAkcJhOECAPxmRKz75n0XGGdmm3twZCKVBVKhEEsmcwAkMnEAQF4qxGMJAEA0EgX5MxWWy+YLuYL8OU15fobAibMfyRYEn1yzclMuGAzLV3sUS7F8/stFirPab2x+dcjryeXsHOtEUAeMmFBR7+bdmHdelGqj2YFOzurcOCuI4YqaRS6MsbpwswNdufZLw4oZxhuESqpIzmcw2itqFrHemN3tVqqsFBeGcWFO62D4qAs9736dJOEkCQwRMERAMcqNUxaatlAeIxx0uEJuJwy7EBdJ+/L514aFC48z3hd85/dHcgD4golEOp/IZKOpWDqfASCfSsYj4WAhL8m3pWwaFHLpVOKPppxzUiYcCqRSCQDyLEsDkGcYSpIyAOTT6eTFnxEvKro4/vvZgD+ZCmjqpgiRJHiS4M+E2pk4w0kSl6cCSNKLYRyJRTksTrkEt4lq/Nctb/UIwQLAMA51IogDdsKU3elB3JF5CQcB4g7SZELgc4oxi9nIQtCSqoqVDXVX6DQEQyVjEVAKLZubgUVvnsCi9RWXqxRwyAMMMyRiCTBwgkWSVg1HOCLnhMEcBnOMPcTYQ6TTi7m9DlR0IEGrI+V0pBGrF7F6XUjQVwBv9IUWX/nABcYZxXl/f+A4L4o5AGJJyR+O5EBeAjk5nnJSJidlfD5BrqFEPApAPh6PJpNxScoUCjlB4KVsWsqmAchns2kA8vm8BD4MskgkdLFPqaKii+UTirM3u73+XB5BGNjudttcDjdpc3B2q29eTAbCZGBQOKQYs6QSwGRgBEGannSYDIzL4bNbvXqt2+XwkXjMZGD0WtKm9biMIuEIxX2AQ1MuoyiQkssouk2+c3LaCKeNwIwCZhRgM+200iYHa7J7rY6Uw55ymz0uE+dw+8V84fWewKKv7fhzcbbtwXgKbNm2k2S8f4gzyoOR3MDwdFoCHiEqD5/F06mUlM2BfFJKJbLJHMjH0vFMIZvOZ3IgH05EciAvLw9Eg/K4ZjyTiCSj8m2cIeQVQvHwR8c+i4o+1/50cuCj9/7xtMDZ4Zq8BAo5APKgpamXIvwkLpC4QBL82S/UluMMJ9wUjdI0TBBOiqAZkicR2mXBl/3LnW934YE0sDvDJpPXaOR1lqjWHNGYmXnhAtneUTUfyg0odHZMVJkwNxV04D4r4jU4mPFZK8KElTr3rAFxEn6z22OxexE8MqtGJ5VOk9Wj1hE6I+0RcnoTc04aK6yxwgYjZTBSejOqsaKzdnTWRmjsPoPNb7DgBgtudDNCDrzZiyy98hcXGGcEzb/17pEzQZZKJTOZlJTNARBPJZJSKgukRDqZA3k5y6KJWA7kpUIuC6RIPCr/K/jFs9Xm9Qk5kJcfkgP5VDZ9sU+yoqJPxsWJs0v+9a63u3B/qmCxBXQ6Vqtl5vSBWZ1fbaLnZVLtsKHC8JTR7PZMa13TWpcD9/WPa6c0To2FmDOiswZkZNpkcDCKOdvYjGVWjU7NuAxmVm9iZlSIRk9q9KRyDtYZ6XNSW9xqi1tvIPUGUmdC1BZkxobMWPEZk0dt5NV6t8YA650Un83/rge+8DgzmF3HTnT19E2ebh/uHRg/drKttb3rwJHjHxzra2qfONoy0to1ffDEQFP7xJHm4bbe2ROnx480D59sUxw/NXa0ZURerb1vrrVr+r3D3cdaRzv6VR8c62vumOwZ1v0/9t47To7ruvesGcxgMABBgAEEE0gqWLaC5bUYRNKy/CTbshVJWqLSWt71PluBkqMs2dr18z4rWaIYJFLMYACIHAaYBGAwCZNz7OlQOafu6ljVlavO/nGBFmwNCQ6fQC3J/n1+H3wKB40hwRp+cc+9557z4qG+3Qd7j3SOPbf35NGu8Wf3nEDPB44N1eP1+BspvvPF7ocfP7C/7czhjtEDxwafeK7t1ODC07va9xzp2XOkZ+/RU/vaevYf7znQfvpA++mDHb1Hj3QdPtTRcbz3wL723S8cbTvS8/yzh0qF4CVxRvEiJUq0JDMyy+o4lU9kcgtJ51333P+1h+eeel+QBAAAIABJREFU7a4+dqT0wP7Ck93wUAf88zPln+1z1ujqmvzIQW9Nfuiw99Ch6JED8SMH4kcOOo8cdH56yPnpIefBF+3H9ge7jvnPHXGePFTZ2en98yO52z99xDAMnj87u4/lCE0XWTp3YZyp2fKzzx/+13+7/6Gf7nzg4cefeW7vD+9/8PCxjp89eWjni93fu3/nQ4/tf/L59t0He3/8092P7Wz7j4deuP9nLz7w6N5Hnjr8wKN7kdHzI08dRr/0o4d3/fSJgz95ZM9Pnzj4wweff2Z313d//MzDjx/40cO7HtvZ9q/fe+xnTx6qx+vxN1L8gUf3tnVPfP8nz76wv+db//rA07va/+Oh53708PMPPrb7ocdffOjxXQ8/sfunT+3+6VO7f/b0iz97+sVHH3n60Ueefm7n/mef2ffUE3v27D720ANPERn5leNsBTcWks49/9L+gf/rhY/+5a4v/4+hv7t/6S//bfIL/2P6aw+K//DD9BqdXNV/892lVf2N7yXW5K/+IPHV76e/8d3MN76b+cb3lr7xvaX7vr903/eX/v6H+D9+P/PNf5/9+3+b+qtvD3z6vuOf+MqZz39zNp/Pi6LIc7IoqAyLKypPk/rXvvKtl8EZy/Aaw2f/53cfDmNYXGb1nCNIpeUks5wkCEVaoklKU1Y4Ji3yCyROqvISTRKKNJNOsjkdl0UUEQpGkmcFI4eLglYpJ2iKVpVlipQK+STLMJqaZBlSlmrmsnpG4OvxevyNFGcVN0kVxudoUqjIeZ/X7bIHK5SaYrUUq6VYJc2paU5Oc3JGkDKCRJEcSbBoBHVimVhcSO99sU2Rii91FMCwuMASCourHEGLaYJbSTOpJEn2Eux3Hj/wR3ff9+5bP3/TLfde/b99Zvstf/7WP/jKjls+szbfes+qvuG2P1vdd3xuTb7mzi9dc+eXrrvjS9fd8aXr7/jc9Xd87vo7P3vj7Z99y52ff8tt9175Wx+69l0fevcH7v7gXf/9Wz/ePU6Y+XxekiRRUEVBpZmMJLMkrp53yemlcfb4k3u7Tpy88S3vHR1fxhovZYVc6yWXcUYWa2qUSoXGSy9JizzW1CgW89j6JiarYeubVjgGa16X5FmsqXGZobCmRlKWsHWNgpHD1jXyuSzWsl4tl7DmJjFvYOsaMwLfeMkmQhKbLt2slkvYusZ6vB5/I8WXMtnmS25Q8hHWdCUllUsusGreBXgp18ZcQAxGzmQZ5cVdR0hcuiDOFBanxTTJJzNsOk3TuBtlqkBpkOIAzwPvwUoZztBAmWu0tbo5d3UL0dpMx0DHwEbARsAhxyCGsJIH2YdsDLoHqgtsCTgLCgDZbFYQBDSNtIazC6/OeLH41DOHaLaQTCun+6Z6+6cHhqYPt51sOz5x+OjoyZ7FPfv6T51e2ndgsL1z+lj75KEjI+2d06f7EmeG8c7u2b37Bw4dGTkzjHe2T/X2LE2OMwf3D06M0fv39nccnzzZPXe8bbyrY3qwP9nZPtXfm+g4Ptl3enloMF2P1+NvpHhnV0/3id62Y52LS0nXC4x8MQawXUfPaXpO03KSlpPULK/onKyxssaKEiOKvJ6Vfd+XZZmm+OeefRHPMC9VRkuxGsVqKqmqlMRzFMeSEsmIBM2KAskyhYzs8IWKks0JsiFKJSN3bvjbK7e2qhlGWd2csSYTQp4Q8iSfJ/k8zRs0bzB8luGzgmCwrM4LKs2IqSTBEpxA88nFFUmSGIbhOVkSNYbFZYVjqOzL752xDK/NzOHPPHtkeUXEsEu7T47u3d91ome4+9TQiVMLR4+N79nXf2YY372nd3Ao031y/uix8d7+lRd29+zZ1x9E8NgTbf2DqY6umWPtk709Sy88d+KxRw+f7J47enhkdJjoO73ccXyyvzfR2T616/mTw2cyO5/uGOhbOXxwaPcLp+rxevyNFD9ytOPY8e7FpSSGNcUAUQzFUknL6hWrXDZLJdMoVnL5kmoUlVxBzhXkbE7WdTVf0AFA13VJ1PbuOSRL2VeOM5liZYoVFJniWCMlFnFFxml8MZFZWCTTqXOjeV+5s2syzebWZJw3cN4gOIPgDIrLUVyO5nSa03k+t7xMUbSgqAbLiAqvlnJFTVRRc+0aziSZZajs33z9O/8ZZ1//2/PKaFmG1/Sc87NHdxNkPoPnBocW244P7jvQdehol2MF6CA5pxWnJ+aPH+06dqSz//RQe1t3x7ETA73DEEHPif4z/aPDg+NmyamWnJnxuaG+kaG+kcHTQ0cPHOts6+442nXsUHvvif7T3X0DPWdOdvSg5/GhyXq8Hn8jxUcHpo/s6+g7MUyscDm5WNRNu+xABL7t+LbjWqZjVqrlglk0KsVsuaCXTS1flPSs4Ac2TiQTicRjjz1GEuxLXUGneJniZZmUZFJiWJ7lBIlSJUplWElWciU8L83x7AqRlSRD50QuTZPMGk2tao5hV7VI82uywLDCud8rnOespgscz3ECz4sURdE4IdOEzjMcx1AUI/CKLOk0kxElhiK0X1qd/RLOlhLsvgMnaaaEYVtPnJo4cWriZM9YCNBx7ETbkbaekz0dx06c7Oo9frSr99Tgya7eU919o0OTncdPSoLUf3qoq/3U4QPH4gAggM627vYjnac6Tw/0nGk/0jkzPtfT1dt9/GTH0a5TnadPtJ/qOnai9lyP1+NvpPjhve2jA9Ndbacv27Rd5XMQAp1hKqWKa1Ud07IrZatUrBRyJUMv5JRCTimU5KzBSzLtuGYqvZxMJnfu3Klr+VeOM5nWZFqjGZFhpUI6V8wYOiPJLMszSZZKCJy4RvOrmqWZVa3y8pqsCKIiiJIgSoKonOd0MpXVdElScJwUBEEVJS6T5DJJnmcZhpNETZGzqH0jkVF+sXf2V9/4u7IXfuXr3xBFmWUonmNIkuQ5mZNzO184PJdgCc54/sW2kZEFiKG7q6+vd2j3rv0D/SMnunsP7D966mR/HIHnxnY16Dk1cOjgMYjhzODYwQNtEMOxtq5DRztCgPaunmMdJ9u7egeGJvcf6jzdP97RdeZ4x8DxjoGOrjPHOwY7uoY6uobaO8+0dw8d6xw81jmIHtq7h9q7h4531eP1+Osz3jbUe2qm/Vi/wOU4VgKAbE7MGZKi0cWy4niFUjm3nJhnWbZUqlQqVq5AG0WG53Xfh+mFKVZidu7qJliTECRCkChBYDmB5SSWOws1nMsSfI4SOJbnFEJSCElhcYkn0pycoPiVTJrK4CquZCmd4QmcSnKMuEbzL2OeFXhWEDhR5CVkmuHWZpahWUYiOYnkJJKRSAZFkjjBipIqKFyaolfSIkHzDE7hKwxD8bz4kmODXwpnFK/+23cfzJuANWweGJ47eLDb9/yO9p5TJ/tP9wzu33fk+LHu6amFMIDOjq7OjlOIa/19w5ZpdXX2DA6MWqbV0X6y+1R/Np8fHJ44dLSj+9TgvoPH+wYnd+05Ojg0t+9AV/fJkfbOwe6Tox1dQ2eGF/YfPDEwPL/3YHfXqdHjXWe6To22dw8NjizsO1SP1+Ovy/iJzvFdz7WPDi9iWCvE4Lqu45ZEibLdfKEka1l2ZHRgZnZibGxMFOVCoZQvsSVTUJRCFMHk3ATB4o893ZbIGC+FM4LPIZwxHKsQkkrKCouLHM7pBSlf4WUps5KkFyid1ASZwakkTXJr9OpJKEOxNbM0VzMvSGuzKPCioLGSxkoaK2isgCKsKOE0Q6YIPkOLBC1TrCZzRUNdC85ohmc5hDNeMX784JO0WFzOSAeOdD/55G6Ioauz59DBY4MDo8ePdXd19uzbexhieOH5vYMDo6MjU5qaP3qkA2JoO9rZc2oAYhjoH+ntGwoj6Ozq2X/g6JGjHad6Bk6fHu7q6tuzp21sbGHPnuPDw/N797aPjCzs3nVseGhh197jw+NLu/YeHxyZ372v/czowvMvtg2OzNfj9fjrMX5gX9f0ZOrUiSGOlV3XL5UKisoXy0rFUs2qNjreMzM7OjDYk0wmxsfHFUXRckSxwmtaKY5hYnY8TaUeeeLwUir7UjijOZViFYpjWZZVSVklZZEhaZaYpfQ5OktKOVmvqKJF49lFhk/LGs+t1cqqFgUNWeDVmnlOoRlxTc6waoZVGeoXRhFSyCYpiSAkiTeyakkRjQwtLqdphmF4nl8zztKUcLxrcGQquemyHUeO90xOLpsV8/ix7oH+kf37jqBk8+SJvsAPxkanjx7pePyxZyAGhLM9Lx6EGMyK6bmxaXkxQBjBkaMdo2PTR9s6e3tH9u1r27v32ODg1LFjvR0dA0eP9hw/3vfC80dP90zs3tfed2bmyPHeY50Dh9p6jrb3PbvryMne8Xq8Hn89xo8e7pmaSO56/lADtn5xcRkgIqlUGJsMl5ic7l9emRgbH6iY+dnZ6fn5+bGxMYqdV7O4JBlxDJNzEziTeWLn8QxdfnmckSxTw5lAEySdSYilBdZIcyovFySuTGV0hDOSENZoblXTlEBTAkXyFMmTBEfgLIGzeIYRRG1NpiWDlgyR/4VRJM0oBK8zjEYTMs+oqpRnRH0FZy+Es6//Q9mNv/L1vxUF9RzOaJ5TVnD2xw8+mSAkMWsdOd4zMbH0/HN7wgD27zuyuJDc+cyu0z2Dp3sGyyW77WjnzPRi7+kz6DlvVLo6e+IITnT39p4+09c/dOjwsRigs+tUZ1fPgYNtY+MzBw8dm55ePnlysK9vdHR0tqtroLd3bGhopq3t1MTMStepoZ7+8aGx+fbugVN9YwPDM4eP1eP1+OsyPtA/9uADP19aTCmKFgRezlBwYrlUkReWRiamegfOdNhunhczRl4dHTvT138qQ06LSlIQsrVk86nnOkjOeimccbzCsBLFkBxLq7Si0gpD0UkSX1bDadYaXCROjy/PLggUW5mh9e6Z1DDurs2EtapHyOoIWUXPQ7h5JlNBPpnIrcmnElrvkja4oAwuKIML2uCC1rOk9yzpPcvacKowQ5Qn04X+Oen0tDREWssGvEqc8Yrx/IttKVrFGjbNL5PPPLP3zODYqZO9EEO5ZKOqZZRyBj4IvAoxnDzR19c7FIUwPjajyGp/3/DRIx2Hjxw/cPBoDHDg4NHevqEDB9sOH2nvOT145EhXW9uJ7u7+gwfbe3pGjhw50dU1cOLEmYNHTxw+dqrjxOC+Q50nTo8cPHqivXug82Q9Xo+/LuOdHaeHzkx2d53GsMZiMQ/gl8q6pODFsji3MKRlKT3HRWCxHKHp0tz8FCssqVlcELJhGE/MjqPVWZoqvQzOaEZEONMYVaUViiCXM6m+JeXfHj3wkc/95S3/7RO3vP9j73zPH1z7ntt33PzBHbd8em2+9a5Vff0tnzrf1938SeQb7vyzNfnGO+966+13veO2T77jtk++47a73nHbXTfdfvdNt9+947ZPXPWuD+94zx+++8573vfhL3zks3//nUePnFqWL4izb5ZdOIczjmcFhDNRK/zogSdmE7RW9B7++dNTU0sjwxPtx7vbjnac7hnY9cLeQwfbTp7o7ew4OTgwMtA/3Nd75rlnd0+Mzxw8cPT4sa6+3jMz0wvtx7tPnug93TNwovv0QP/wi7v3J5bThw62DQ6M9J4eHB4a37/vyOzM0p4XD05Nzrcd7ezuOn2qd3hweGrP/rap2cSuPYfHpxYPt3V3dPfV4/X46zHe2XGyvb29s7NdlkVFFaxqvliWJAV3fcOsqopGhLGZywtWtahqgpFX1SyezVPoZHNidpxg8cefOZYkCi+FM56TGVqgKIphGI1RVFomCGI+vfKdB/f9v48eOdQ7rJV9iMBzoBBAFdbeazKOVvf5XY7Oi/u+uyZbAVgBeH581h6YIZgheAAhAEQQh6Dp+d7B6fufPvhP33/0VeIMZ6Q9BzoThNTYekW2WMWwFst0G7BmPEOva2wxciUMa1KVHIY1SaKGYU08J29ouWRpMdm0bgPPyc1NrZMTs+saW0iCbW5q5TkZfQbDmkiCbcCaFTmLYU26VmhsaBEFDcOaNTWPYc2iksewFkUvYY2tnJjFsBZZK2JYSz1ej78e4zTFX3755ZlMatOm1mxOKZX1UkUWpLSWpYplMV/kFY02q1lZ4XiBMvKqbpDZPMUwiuOEE7PjFE8+9VxHiiyuCWdzqcQfff4fXuiaKwC4AFWzGodQBdBNMw7jtTkKV3Xoe6HvRYEfBX4UBigI8Zp783oA3vnDEuKzd1dNz/OjyHM8z/FjgKoHLxwf/NgXv3ZBnH2r7MJX7vuH/4KzFCE+/vSLlJhzAZwQzTCBOIYwjAGgWnU8LwCAIIgAwHE8ALAsG/0SAKC5TehXZVkFAJ4XAcB1/V/tpIi66/7/sx2nGoY+apxdLGVNq5DLC5yQNgriL5yXjbxs5FUjr0pqqmyJul6OY5hbnmVE+kcP7uJk76VwxtAizyk8zzMMo9CcxgoMTS6lEzf+9p+UYjCDOAg8cExwzDiMgvDlZujlihU/hpLl2H6EfhoCVOxq1XPRQwigGbkQwHRso1REv6tkmflyKQRAP9IiHwBkS4WKa6Nm4WWn+jKtxOOzXKvdwQ/Qf7co9iB2wCuAm48i04miMsDbb/uwqqoMw8iSzrESL1C8QDFU9r6vfvsCOOOk/GNP7V7KcB5AxfGrth3HMQBEEYRhGEWAcFapWJ7nAUC5XAYA13VrYMrlzg5wiqL/GtF1vY6zut8MDkO/Nh+gXDHCyAlj0/EKkkL+wjItybQks5LM0tyCqCQ5TisUivOJOYonH33yiF6AteLs7e/7RAXAAQCIwLfBq0IU+0Fse96qrlSrpuMXKqYbghtCyTRDgGw+H0DsRWEIUPVco1gMASrVKgo6vo8iVc/Nl0ohQMk0A4A0SQYAlu9W7HNEq1arnreqXc/xPMfzKudcdT3P9TzPr4aBFTlG7BhBULZ8vxhFN73vgxfC2X3fLjvwlfu+KQoaSws8K5EEy3PyfCL93O7DlJjzAEw3jgEkSapUKpWKVYMUmn9eKJRQxLJsUZTREiyOAQBUVY9DgBhyuoFebz5nQBRDvGoSH9TYXHfdbwyfnTIXe2HkarpUruSLpWw2JwP4v+Sz/+8HcT6OwXVBUHmcyfzs8UM4U3lpnAk8J5/DGaOx3Dmc3VUBsCEGsMHPg5sD1/MtNwjjVe24vlV1wgiyuXwMYFUdjhdjANt1bNdxfS8GsOzqFduujCBGf7RSpRwDmFXL8VzX9/wwIGlK0BRGEtCfxPJdJwpMz7F8143DVW3FYMVQBagCWAAWQAWgAmBF4AOEsRfGngNgAEgA297/Z68SZ7ySfeKZPQlCKFarAUC+UNiyZcvGjRs3b96ydevWbDaLlmYA4PthEARRFPl+CADbtm0DgFKpnM/n0XLLrp49Cc0beUBEi+s4q/tN4SBw4tiPYi+KPVUTszlFlBiCTI6NnfklD42NDY2MdJ8Z6cBxgiB4URMydPqp5zpeBc5ueu/Hi2FY9j3fL4dONrL1sGo75WoUw6qOATw/jAHKFcv1vNq//7rmJqwB237N1RiGub7X2LSuYpl+EBj5fAygqGoMYBTyXuBXLDMG8CEOAHCaDgDknB4AqPmc6Tk+xKsazXx3AJxz898R1Epe4MVxELlh7NlxnI0iMY6vvO2eV4mzFZz+9x88REuGi/7KqFjXX3+tYWRN0zRNc+vWraIoAoBlWQBQrVYty/I8r1AorFu3zjRNtF4rlUpoXebajm1VIQazXIGzg+zOz6DP/zuqrrreOPJ9N0YjTCAql4u+7zpOtVQqRP9JQc0hFCpVKY7BccCNHFqgnth5fGFF+2WcsZzAswJPcRIrojvhEsMoHEcx9HwG3/E792ZDyHpQ9S1w8+AVfBeqZuzY4arOGxWIgSJ5iIHnFCNXDnxobGiBGBw7cOxAEjXfixuwZojBcyPXCc2KAzGIglouVSGGTJoqFa0YgCDZGMD1IgTEMIIwAtsJVrVjh3419G3Tt03HqTqOZ9tg22Dlq5FpQdWIrZztVHLVWIrg6t+9+1XiTMuX73/oCZzTcpWKEwRBGGMYBhDV3lNra2upVLJte/v27evXr9+wYQMAlMvl9evXX3311RiGoVHnrS0bMQy79uprqqYVhZGRza02bbCOs7reqIoAoigK4jgsFvM1tHn/SU7NAGXb0+IYKhXfKOdwJvPzp46u4Pm14uztt/15ASDrgelWYscAvxj64FTBMr1VbVeDUrEEMaAfZSnbgDUHPniul8sWPTeCGLJ64Zqrd+SyOc+NmtZtuHTz5RiGQQxVy4MYGrDmxob1jevWxQCarmNY06VbtmAYFgOIkmJa7qq2TM+peI5ZcsySZVUsyzbN0DRDu+iA7YBTADvvuGbBhSzAW+78wgVx9i9lB77ytW+JQvZ8nC0myZ279heqgQdgumEMgGFYHIcAkM/nLcvauHEjel2VSqVYLPq+j2EYADQ0NOTzedu2AaBUKp2rXoF1GIbWr5okQhhAHEBcA9l/ai9cV11vIEUAURj6vu/quu44ThjGvh/GMfyS4ziOgzhfdVXXhWo1EjWBFqifP3V01VsBCGcCRcksi3AmsozMcwTDTuPMW+/8qgbAWyCbZqGUK5sFwwK1CJVCuKp9G3wbNKnC0zldNos578qtN+TUaiFnBS7IQs6zQZMLDVgLRNCAtehKESIwS14D1lIpug1Yi2eDW40tM5AlA8NaIAaGln0P0HO55K7uApQLUC7Z5ZJdKLuFUlgoQqEI5XzsV6LIrATlUtnysjYoAG/54H2vEme8YjzyxLMT8yseQNWPY4ANGzZ4noPOLi3LQvAyTXPjxo2tra2NjY0tLS0AgJZptm2rqhoEAYZhWzZvwTDs6m3bojDyXA+iMA78Os7qejMoDH1UwQUQob/1gyCybTcMo19yGIZhCIUQClEEcQySLjIi/ZOf7llO59aKs5tu/7IUBETeJXVdlDlFEznNpCRLEUqrmqcVRchJXMEsRjydMzS7AdtkaLbEZyVeqxRdnlEdK1rffElOzzWt21jK20sLS4Ze2bTxsqxaasBaLt10JYULAq8X8tX16zdjGLZp4+UY1tzcfIksybJkrG7BlAVTlrKylBVkQ5BKgmgKoimyJUMqFiTREHhe0km1RNv29lv+zwvg7Ctf+7Zlw333fUMUZYZhOI4jCInm80u48syLxyk56wL4EDhO9ezyCsB1Xdu2m5qaSqUSgpfv+7Zt11Zn1WoVAMIwxDAsCAL03NDQEEWR4zgAEEXRy3wH1FXXG0xohyyfL/p+GEUQBFHgw6r27SrEkedGbgBqyUmz2Uef2YfzBsXpLCef38SR5mSakxmG4nmWZ8oMWWB5jheZNJ+aI+ff/jt/bDiQpEskX84aOTKZLrKejpssY6xqjs1PTiQFviiJZSPnZdLypZuvIwmNZsTxidkYYHhk0qr6GNYsSvqlW65kWInlZIaVrtx2raYXEiu4JGfXNbVu2HRlIsVu3HzV7EJGVIq8lCcZlaAV1DL7ly3SqkirHJOj2QLFFii2wDIGTxt8UjS4QmIylRXNDF2azZQUgGtvvVvTNNRcm6Z4XqAkmeXZ/Ne/9s8XwNliRn78ucMpVjJ933Qtz3Pe8853ciyH8LR+/Xr0njAMQ3klALS0tJTLZQQ1lJBu374dfT6bzb7tbW+L4zibzeq6jrbV6qrrTaLXHmfvuvXjRR8oyUngehrPqLyopsv0nErgq5uhc6JQWl5iCVxdXmJTSZGmsusatxIkp+mFDI7njHJv39C2bddOzyxiWDPqdptMkRjWPDA46nrx7NxyBmcwrDWZ4RubL80VnJU0R3P6pZddO7uQyZDSqmYyApMRSFzJEHqa0NOETuAqlVHJBTrLGAqp0yllBTdSgq8AXHfbPbquvxqc8br9k0dfGF9YsQFCiCqV0iUbWpsbGi+77LJamqkoCgC0tLRgGIZh2BVXXOG6rmEYra2tV1xxRRRFHMc1NTU1NDQ0NzdjGKaqKnq7NQLWVdebQRcPZyxDCTzLM0WGNFie4UUuzeNzxNK73//JvAdJoTqfyk0vJFQtn5xR8IUskZJX9eIsWc6HPG3MTWU4Kpdc4k51jeiy1YC1tjRtacBat26+mqO1y7dcOzG6YJtxA9bagLVu3riNwiVDt5obN1952fUNWGuh4NO0juMyhl2CYZsaGy+dnFzR9WomI61qKiVQKSGTkZIZNYHrCVzPpGUiJVNLPLXEF5RqallMkcWU4CoAN9x+j67rNE2jq128QIkSwzHGhZPNhbT0yNP7Ob1gRZFpWwBRVlFRshnHse/76CUFQYBqNYIg8DyvVCrBuRsCSP9lIeY4DrpdUFddbx699jh72+/8cTGA8YSyTBSX0yTDSjNDlERUybSyqlPLfGKBUcUKkZLnp/HQBYkrriyy6RRr6BbLqIZuTY0vcbSmSsXpieXlJUKW8olFUuKN9AqbSjAcreEZPpUSlpeZ8fFlglA0zVxaoilKm55O4bi8qum0SKdFHJdTuLZCZFeILJ5RyLQi4frc8LJE5ci0hjOV6ZSRBbj+truy2SxN0wKvnI+z8+ZsvgTO5Lz/yNP7V2ghV7VL1bLr2hBDtVxBxbEIYQhqtm3XHgDA87w4jlVVrVGvWq2i32UYBvpMPdms602li4gzmhE4XmDyLJnlOI4VhTRHzhGJq3/zgxWAwXl5lqwsU8pcgp0Y5clMdWVZXdWq7C/Oi4klZbB/uWDAvj09i/MiiRdmp9mJMSKZ0IYGV3jWWllWx0YyPGvNTDEcY44MpQb6lli6kknlZqYYWXTTRG4lrc0ucCtpbXqOGZvEjSJMzlBLK/LLeC6lzqXUmZQ2k9Lmk9pSQiPxwthIZmFRSibzc+nSwIKuA1zx3o/mcjmGYc7HGUvnLoyzhbT0k0dfYFTDBQghcpwqxOBa1TAMUY6J7l0iMFUqFcQpgiAAAF0SCIKgUqlUKhUAQCcArusGQYCe66rrzaPXHmeFg1TWAAAgAElEQVRve99HpXJ5eEkbWlQnl6mxmfTslDI5JsxMMat6fpbvOTlLZPJjI5lkQkksKcuL8uQ4OTVBLc6Ls9MsRRTRM5HJjwylJME5dWImtaJTRHF5UR4fxWen2b7TC3OL/NBoMpFSu05OUmxpdCIzMU0kUurkDPUyHp1jRueY4Tl2eI4dm2Unp9n5WX5uhpueYScnuYFJfmBBTxnGNbfclcvlWJYVBRXhTBBphsp+9cv/dAGcCVnn8ecOLxGsVCjagVMuFyPPR8lmpVIplUpxHLuu63leFEVoIYZyzEqlUtv+h3MrOMdxCoVCPc2s682pi44zNstSKsdxgiDgLD2fwf/ks1871LPYOyP0zginJ5MDE6mxGXnwDDU5vrKqe06OERllsH8mk5I6jg8MDc4Nn5mfHF+ZGk/PTZPDg4uLc0x72+DImaWVJaGvZ3qwby69Ik9PZAb75kbOLE2OpVgq39czPTK2NDGVnFsgR8eXO7uHlle4voHpqZn02ERiVU9MJCYmEqOTK6OTK8OTqeHJ1OhEamI8NTWWmp3EpyeI4cHlgbHk4DS1q2vsw/d+2TCMGs44nkQ4+8pff/MCOEuzBirUKPlBCFEchyUjD/FZPAVBgJZjqPYPAKrVKlqRofdnGAb6GACglhuVSgVVQKMP/5q+r+qq69eg1x5n933ngb/9Hz8/0pcYmJdPjC6dGlocGGUmJqXpydSqXpgjzwzMjo0s9fdOTU0kF+bIlWWu7/Tk6NDy6NAyhWdPn5xcmmeXF7i+num5aXJ6IjM+snKmfz6xyM9M4hOjyaGBhdkpYnI6NT65MnBmdnI6hZ5n5vD+wZmJqeSqnppKTk0lx6dT49Op0enM6HRmfCozNZmZmcgM9c+PDSeHB5fH5+gTQ4mv/N8/+er/88CrxNlCWvrRT58VjXI5CEOIACJUd4Z2zTRNg3P7+uhVIUKVSiXHcdBnGhsbEfsAAMMw9IFyudzS0oIIaJometA0LQzD87fVEA3RPdBfx7dfXXX9KnXxcMZxgsgIqHqLZzme5VhOoHh5IaPf/8ShD9/z5bf+7kfe8jsfePtvf+A33vX7v/nuj+x4/5+tzbd+blVff8tn0cMNt33+xvd/4cb3f+Gm27940+1fvO6Oe9fkG2+798bb7r3h9k/fcPund9x+747b791x+2dvvO2zb7n189f89t3X33zvb3zgL26844vv/tjXvvl4x7gOhUKB53lJ1CiSo+g0w+IMlb1woYaYcx979hAhalmr6vguQLTt8st9z68ljFEUhWFYLBbh3CGA4zjooVgsmqZ56aWXRlGUz+eDIGhuboZzizVU52HbdhzHqE7atm1UWIuuHCCioTQ2iiLf9+tHB3W9rvXa4yxvA5OLCT2WLcgHkDVBy0O2AIy7RtsXMOsA5wLnAu8B7wHlr82cA5wDrAesB8w5cw7kAJgKpAtAW0DZkKhA0gUeIJvNsiwriRpDCwyLsxzxinBGSeX/eHjnCi24AF7sa5qyoanZMX+xNPM8r6mpad26dc3NzVEUsSwbx/HmzZsxDLvmmmtyuVxDQwOGYVu3bnVdN45jRDfEMnSdY926dZs3b25qakKvXBTF1tZWVMKGIs3NzY7jYBiGzhPqqut1qouYbHIyz8giMsuJLMezAsvJaVJNUgYhVjjdpaRiEpdxWlcVi6S4tZkUVzVBCAQhoGeKkmrO0PyaTBM8TfBoRDFFchTJ0QRPEzKNqwJjKEJJkyq6VtK1PC9IGZxUFIWiKFFQWUbkeJIXKJbOXbjujJLKP/7Zc4SouQB24BhGtrV5PToKQGsllFGi/X4EIAzDUNcglCGiIMMwAFAqlTZt2lSpVLZt24ZuBbS0tORyuTiODcNYt24dANTWfZqmXXHFFfl8vqWlZcuWLed3uK2rrtejXnucEUx2hcwlqFyKLaxQ6uIKt5TkSUITRHVtFrKrmuf1VeNnx5m/Yku8JvGaJKiSoIqCKgqqxGsSb6QTvMAYElcg03JimUinSIbleUHieR7HcVFQOVYSRFoQ6VdUqJHh8j97ap9StJRSuWxX0N6ZVSoDgGmalmVpmoZh2Pbt2zEMu/LKK0VR3LFjB0IYwtnWrVvRflk2m0WoWrdu3fk3ojAMa2xs3L59+6ZNmwqFAurJgWEY6i8E54BYLpfPr8utq67XnS4ezmhO5ViVZyWJlhSaU2hOZDmRkVhGogiZoBVWyImSLnKqwMkqL/IUvjaT5JrMUfSazJPIJE+SIomLJM6TNE/wRbWSFfIyrcm0prGCytISnRTIBMvSmQwh8ArHSqLEvNK6sySd/cGDTzOqYUaxF/th6LeuXw8x1PbmGxoa0APKB2u3ytF9plpeWSqV0GoORVDaaNs22k0DANM0fd9HvTdQJJ/Pt7a2xnHc0NDAcdxr+F1XV10XRa89ziRRF7gczekErWRwBk/RFMHKLK8K7NrM86taEwRNENCzwnG/sCCuySqPzKs8r/OszrMqL6qcyqR4fImiVliVzeYlVeMYhU3rAsFxTCZD8JzMMuIa6s543b7/kefnUiQqo3Vd+2033iTzgu/76LwSZYgURQHAJZdcAucSz0qlsnXr1hqeEMskSSqXy+vWrfN9v1qt+r6PfguqxcUwzPf91tZWtHYzDOPGG2/M5XKbNm1ClERfua66Xqe6KDjjJZpTUV8KjpVFRkA4Q04vp+gMK7CKLOiSoCqcoHG0zjM8I6/NrPTy5hiRpQWWFhiKZyieYZQ1mWI1itUYVmJYiWFFhhUZRmGYLEUXWa4iypYoWzQtp5MESaQUmRcEDsdJdGeT5QiOJ2lSv/DqLEFqz+3rnE0SLoAbeFEUrMOw66++BmWItd2xHTt2oC1/z/NQsokoVigUAABdPq/12kZb+wBgWZZpmps2bUJHB2EY+r4fx/HGjRsxDLvqqqtQZyEMw1ATjl/f92Fddf0K9NrjLK8ZmpjlaInCOZrkBIqRaUIkM78qnAmcLHAywhki2q8WZwSZp+gixeRptsCyqsDJosCIAiOKPEGc7aiBTjZfKc6efOEoJWcrYYTqzsr5AjoKQEVh6MYSACBaoYoN13V930eFGnBuaYY+5jhOrc727FSUuup6c+jiJZskR3E8yTNJgUyITMYQmbxAqVRqmjamqBzDsaouCSq3nF5c4uiULBAct0ZTqzpN46Iup2lcL+YSeFLU5QxD8KqYJEmjUhmbmcmWSpPz84KmUYKgF4uUIKxqmpc4VjpHYUGhZI5VOVbFCWYltcRRi4aEG0Imy6VEPFPKGjieZhiO52SOlViOoOi0yBcvXEZLSeWf7zyYoHi1XHF8t1Qq1C45wXk9M1DPH4QtmqbPf4VomyyKIsuyaqeTCIV11fWm0sXDGcXTvEAJbArhLCfQOY6QiZVl2epfZGfn5+YWpsemR5bTi2RWXeLoxVRqjV5e1QRHLWdWTvb3zC7Pp6jM2MzEYmp5ZGpsbGZmZmkpTdPHurs5RZmcn59aWBgYHZ1ZWlrVs4uJhflEcnYhObuQnF1KzqwszKcW5lOLS8nllYWluaGZkVPU8qSILyxNjLM4SZI4whnLiLUp6BfG2XxKvP+R51E32hAiz3MgBse0HMcJggAtstBWV7lcjqIIAS6OY0QxtP5C2/xwjndRFKFFHCryqKuuN4kuBs5YTqZ4GRdlUlZZTqBolmEUQcgKrEZm+FEG7vv+/o/d/eUP/+lfvOO9H7r+7e+/5p3/7crf+tDVt3xsjf7oqr7qfX+y/eY/vfmuv7rid/5oxx2fuuHOu278vbtvuPOu9/zply75rd9/x4c/d+Pv3X3V+/7k8vf+4XXv/8RNH7jn2ts+/hL+1LW3feotN3/8rN/3qWtvvfvaW++++v2fuPaOj7/tgx+94ZYPvfMPPvm7H/nCl/7lsSkJaJpmWfa/4OzLf/WPF8CZXo5/+uTe+TSlFYuWU43jEGIo5oxqtYpuMsG5q5dxHKMyCwAIw1AURVSWcf6el+M4vu+bpllvq13Xm1AXG2ccL1I0S9Myz+ssJWeSzN/9+NA/PdR+6Pi4Vjg7xTIXQAFA/xWZC0GIQQdg/LMPOoAGoAPQ3tkIXgUdQAHQAdSXdeE8o4gMkHEgB1AAkAM4Npr+zs/bv/2zIyzLchxXOwpgWFwSShfG2RKuPPL0flbLWzGY7rn2jVEM56284NzJZi6XC4Ign8+j9o3nb42FYWgYRq0hWhzH+Xy+3lqjrjeVLg7OJIpXcSFHSnmO0yhKommZ4zSa4pMr+C13f3WAqLgAVYCS77kABYAKgBv9auzFEACwUjYAMN2YFjQ0xt0oWwFA2fZITgzOzXbPV6ov9XXsEOwQwgDCAIIQgvDs2OAqgGbbNoRGtYJmpA8sKrd85M8FQRAEgWMlhDOWI14Rziip/NDjL86nKZRs6rra2ry+tWUDhmEtLS2CIKDsMooiQRDgXMkrABSLRdQyyHEcgiBKpVLtInoul4P63JO63ny6eDhLczohGiyr0rTMMArHaRTJrSQy22/+eMYCF8CwbSuOTN9XHKcQBFU//JXYjeKKbQcAtu+7EQQAlud5UWQHccW2K45fcfyKbedKJS+KyrYX/OfBujV7AB6cHbmOxgyjtWQ5CHTH8QDKvsNls0XPI/Pwrg/8mSzLoihyrERTPMeTHE/KYvmv//s/XLijxlO72ghRqwIUzKJplt/1jt9URQltjW3atCmOYwQyONfjrFZhG0URz/Pnv050YlDbMqvPCqjrTaWLV6hBUQrP6CIjcCQrMKzE8SKZIZYXfvuP71EBRE2oWCpAuWorBVu1Y3P1f+qrcBy5lglxVDJytR/tShniyCoVIY50WQpdp/axyHNXtwuRC+C44Ljg2pFnO4HvBH4IQbaom1YRIAgBzAjUAN5++92qqkqSVMMZL1CvCGekWNq5pz3JiC5AACGqO4MwAoBKpdLS0oJmzcHZccIxqvLXNA3Vjm3duhVlo6j0bOvWreg6Z7lcri3W6qrrTaKLhzOCkDhaE2ge4UzmBZHMkInFy991Wx6gaBVcPw9QtqpyAFY1qpzN6/6XTRI4xFG5VIQwcOzq5tYNRi4LceQ6NsSRY1e3XbbVLBbiKFRFAeIIonB1hwAhnM0zQx8iH00Ud3zbi12rWgoCp1ipZC07B7D93X+oaZokSSwjrg1nGS7/gwefpuSsFUOpWjbN8oam5sjz0fY/KnNtbGzEMAxt+Tc2NsK5lBP1QXNdt7W1Fb1Oz/MaGhpQuWx9aVbXm00XsYyWVgU2K7EyTwk8I4ucypF8JoFf9d6P5QAsFzwbwIPQBrcKXrDmPTInhIJpOyEEAA3rW7GGpgCgYNpyNu9GkC1WAgDVKGLr1lf9yI3AdMCLoOoB1rgpAPAiMEqeE4Abru7QB/DOTg+PgjgIYzsGO4aKH1pu4PlxEELRA90HBWDbLfe8yrHBc0nhqV1twzOLVQAfAnQFfeslmzds2IBYFsdxbb+M53l0MWDjxo3FYrHWnRFdIUA31VtbW2uD6erdaOt6U+m1x9k1v/tJhDO3GsdujHDm+nHRstfkACBbrJRtT1RVrKEJa2iqbZalSDoAcILACQFraFKNoh1EJStEm2IY1lo0TTWXDwD0fLlo2qvaLNt2ybbLtl22rUq1YlbzVTtfta0wtv3IDyAIoeDGmhf/L+EszRo797SjWwGma1lWZR2GmcUSnDvTrF0yR5Cq9cBAlWVo72zDhg2opMNxHNRZO47jXC5Xb8dY15tKFw9nGcYg+SLNGwSjE3yOEvM4rSwlmStv/YwEYLhQssBxoFqFYhUqLlTXqHK56Lo2QNTYiAWBVygYGIbZtqVpSqlUaG09O2N33bqGIPCqVbNl/aUY1rKuceOGli2OHfsecKwKMVStcFWHJT8s+WG5Gparnln1zKpt+rbph04UWyHYPlS9StnLWpAFuOaWj75KnGW4/MNP7FnI0C6AG3mWVfmNt741cFy084U29VHzMvTCUBeNzZs327aNimyLxSLaViuXyygz9TzPtu06y+p6s+nXhTOl4mmGUyw6hYKrFdxc2V0rzlRVLpeLoshfc812nmc9z8EwLJ/P+b7b0tJcLhdrXSRs28IwrFR04hhEIXvlFdfJklEqVqMQJFFaK86sYtU2LKdQcQuVXLYiF30tiq699WOvEmdLuPKDB59WS9Wi54cQVatmbVZAGIbofBOtyPL5vGma1113HcpAt23bhmHYZZddhkYBoG5oGzZsQF2AamNQfr3fXnXV9VrqYuIsS/J5WtAIVsYFlZT0NMsvpPErbvsEB8DkS5ykqqqqKIqg6LJWFGRrTc4Wq7mSLah5rKHFCYGVsljzpjQlLKUorGmjljd5xUgS3KVXXLOYJFsvvVJUqqJSLVvQvGF7oQw4leMlM1+Cl/r6omwpoqVIFUWqiLIlSq4gBYIUyLyrsk5OMA3RYvgSmY1EgKtvf7XJJiWV9x/rW8SZvOPSHAMQ2aYJ8dkR6LXksTa6CQ3QdF23dvm8xizTNB3HqRWdoVLbuup68+jXgjMmijJqNkOxSCQrMLyGU7k1mRa07tNnNmy+Yn3LZqyh6fLtO9ZvugxraPEBmlu3jM8seTEkMgzWtDFXshvWX5JIybLm0FwOwy5NpCTLgeWktJJWXurrE1SOJnI0qdOkTlA5giziZAUnK1SmyGVKEmlIpJEm9KTk8FF07Z2ffpU4W6H0Hz70zPljgyuFYu0KOiqUDcMwm82iDmiIYp7noTUq+qlpmqZpBkGA9v5rtRq/tm+ruur6degitm9kOIETBZ5lGYrlBF6QaJpNJtPX3fYZMQaSL5MJTUxlxVRWSJb5jEkT+TU5uUKVS+72q26Ynloql9zJiYXEMnHF5dfOza5sbL1M10rzc0mGlpubLllcSDdgGwQut7JMs7TWiG1SpOLcTEoWC1nNpEllVVNkjiLP4YwsEkSFwF0Cd5mkJSTLSjorp/T0ipzmyjzAdXd+6lXiTDK87/3kSVLSc5VK2aoEgQcxiIJYqxrTdd11XVR1gbqVoR5nqBoDzg0MRnOYUNdGODeMrl56VtebSq89znbc/lkZgOTLxLIqJHUxleVXSly6QqSza3ImzRI4j2EtVSscHZmRJQPPcBjWIgrZmenl9c2bm9ZtwrCW5qZL0ikmlaQ3rL8Mw1o3b7oKw1opQpbFwsJchsiIL2U8o+EZjcgoREZJZ4x0uphOVdOpKp9xpLSpZnJySk8lpBRb4uL4FeDsvm9aDtz3tb8TBY2hRY6VCZKj+SwhGj98+ElaKSpF1z27d+9HftWyLJRgotmaaDwdmtWE3hkAlEolBC/UHSiOY9M0UY8g9KPv+4h9aB8xjmPLsmqnCrUbnUEQoHPS+r2oul7Xung4E2leYgSeEiiSYzmJlbJJRpxOUL/1vg8YVcjwpfmUjnPmbEKZXdZ40U+ntDV5ciKta+74WJKmDEk0VcWen6NJIptYFniuNDa6kk4peEabmsxIoplJq+m0uCZnklomqSVTWjKlLWe05YyWTGmZpEYk9eU5nqWKyWU5wxSWyWwe4F0f/KiiKAzDsIwo8ArD4rLCkbh63p3Nl8AZq5W/98BjolGtxhACsCwbRS6AH0WRYRie59XGXyIMIX5J0tlbUL7vC4KAwBfHcRAEaO/MsqzaLU5UzBHHsSzL6K2jkXdovACO4wDgeV4ul6tX3tb1utZrjLOZFfqmd91SdGER10ZmmASRH51hJuelxWV9aVFYk0WhMjqS2HzJ9Rh2KfIVl7+1seEyDNtyontMFCpLixyB6+mUQhLZmWlieZlZkxOLYmJRXFwSF5fEuYQ4lxAXl8TEosgSBTKVXZrnF+e4qQUW4eyG9/0+Wp0xtMBzMsPiisq/otUZLuR2HeocnllxAfR8CQDiwC7kFAzDrrjiivXr18dx7Hke2tdHXKtUKohTNTzBedcza92E0Oebm5sty0JJaFNTU7VabWhoCIIAVbGhL1vbZat3r63rda2LhzOBYUWW4xiWoXiWkwXBIGhlKcHd+YGP5wswOU71n0yszGeXxrX0bGFpXJucl9bk/tF0hq30jaRmluXFdHZmWR6ZpqeXpKlFcSGld56eOzNBTC4IJ/oXh6eowXF8akFdk6cX5OkFeXJRnlyUx5fk8SV5clGeXpCnZoSlRLZ/OLOYzI0uiEnJoS3Yccsf6brOsixDCxwr0UxG1QSOMf7m69+5AM6WSWlv28nxhUzF89wQfN8XWKJ1fQNafBWLRXSrybbtbDZbO690HAf1m0VLNkVRaqefnueh/tqu6+ZyOVTkcf4MTTQ0AAAIgkDFt5VKJY7j+kloXa93XVScSRyPcMawkiAYFKutpMQ7P/DxgcHFxXlpcVqZHRfGTlPTg3xmrtg/gq/JJ/oX+0fT43PcmQlibJadW1F7h5OL6WzvcLJ3ODkyTafo0sBY5lD76PSSlCDyA6PUmjw4SgyOEv1jRP8Y0TtO9I4T/WPE4CjR278yNSOcGSMXVrLdZ1b6Z9m9fRO//5m/KhQKqEEQx0oUnVZUnqVzF8YZJRfuf3RnitVsAD+GKIrWYRiAXyuCrd0KqF118jyvBik0nm7Dhg1hGNq2jWHYli1b1q9f39jYiPCEYRiaeQ4AjY2NQRCgESq1C+2oLVoURU1NTfWW3HW9rnURcUYxMsuLLEdTPM0IjKjjgr5IK3/97f/5rR89/tSxvvbxdM8iN4IXjgyn2yfY9vnCmnxypTLMRs+ezhwclzoXC8+ezpxIlJ/vIw5PKiNcfGBMfPZ0pjdj96Ssg+NS24zeuVhZk0/Ml07Ml7oXSt0Lpc7FUudiqXuhdHK+NJhyO6ZyBwb5tjH14Ii0e4j7i++98LG/e6BcLsuyzHMyz8kUnZZklib1CyebWtn/8SPPcHrFqFZDAF3Xb9qxo1o924cWzTZvbm62bbu1tbU22feyyy6zLAsljCi7rF1Nr1artZHpqLwW7Z3RNH3ttdei9BPOVdiia6EAkMvl0AS8uup6/epi40zi+BrOCDG7zGoptfyPP3j0j//3r/7GnR/f/t4PvvMPPrP9tz983e9+9KqbP71G33PNbZ95+4f+j+vv+NwNv/eFLe/52I0f+OK177/3+js+d/Wtn77q5nuuv+NzN37gi5e99xOXvvujb/2DL1196+fW5Otuvve6m++99pZ7r73l3qtvvffqW++99pZ7r7/53s1v/8iOWz5788e+8fbf+9KNd3zxtnv/6c///bmkD8ViUZKk83FG4up5czZfAmfzae7RnXtnVmgXoGjaAIBWZ6igrFKp8Dy/adOmSqWyYcOGWjFtbSpdU1MThmGbNm3atGlTIpG48sorEd0cx9mwYUMURdu2bYNzySaGYaVSqaWlpfb6K5XKxo0b4dw0z/Nz0rrqet3p4uGMoQWBVwReoSmepgSBVwVeZ2hZlUs0qRiaXTL8rFLN665XAfDBqlTXZIgBTxMQA88KxXwpCuKcbphlKw7ByObjEFzbE3nJdwOIQVN0u2quyZ7prGoIIbK8op5XOMmz3IKeV2UtCmJN01iWrZ1sKipPk/qFccZnzadfPJKgZBfADcHzPIQzAKj1zEBrqE2bNqG6syAI1q9fr6rqtm3bUHpYGx6MYRi65mlZVm2GJlrowXnX11EmixZ6GIa5rnv+1M666nqd6iLWnVE8whlDCzQl8Jwi8DrLKDSplIs+mZZpXNVli6eNnFRenFlkKHZNZhmWxCkjZ4i8lNVyK8vJUqHMUCyeJiiCFnmJpTlFUlmaW1pcMrJ5nmPWZIkRVvXS/JLGShIjKJxkl6sMTldKJp4mBEEgCIIiOZ6TWY7QdJGlcxdONufT3M69bYu4gHAGAOWCfsXWTQhkaJsMXcOs7Z3Ztn3VVVcVCgXU1hERraGhoVqtonaPABCG4fk7bkEQhGG4ZcsW13XXrVtX2/hHJ6Qo/USlZ3XV9frVRcTZOXOszLGSyEgiIymUlOUVnRJlnJYylJqhsySnE6ySpnBOWaO1VZ1hVWSc0wheJ4UsMs5LazLFKqs6TQkpkidYmRF1mlMpUhR4vZCvMgzD87woqAhnvzTJ6SVwJhf+P/beO9qO+6z7ndObuqxm2Q52SOiBkGKn8GaFl+QlAd5ASCC5lJtCSGJKgFDvhcW6LxBKwL0XWcXqsmQVd9nq0pGOTt99ep/Zs2f2nt7nuX/8dMYnjoRsKbJieb7ru47nzJkze87e8mf9ylP8f73r4fEKHQAk5xbCIo5u9PT0oFX8PLIfDbjQ2n+Otq6uroGBAQzDENpGRkYcxxEEAeZtHaCG57quo/U1Xdd7enqWLl2KGIcKcqA4jyKMttBbWm8+zshSnS3hXKXBluvcbI0v1eUaqRFslRLeoKXzukKKyFVKyrlWZxRCkN+QaU49rwlWrpF8BWerBFfDuXqNqdcYAucvEWeMav2f795HiIadQAzgeV7gdtBkE+ZVnfV9HwWF5RUZVVVFx2jOGMexqqp5lwBJkmAu+ixNU5qmASBvMgBzyQaO4yxbtiy/7fwed4UKveV0pXFGM+KrP2U4huEkSVIURdJkSZMpmauxRIWtV7kGTxNv0NR5zVEkR5H5t/lj8RT3xkwTPE0INCHQhEQREnXudSmyzjKEwNOSyGoS35FEmxdMlqMogmX5N4wzWjHveHC91A6ktuUEAQC4lu447Xa7HQRBFEUjIyO9vb0AEIYhmkiieWKeooQ2DXKhYmdBEOR5TihPIIqiTqeDZpTNZtOyLDQWQ8REG53FVkCht7TefJyRJFmv18uNSoPGGzzV4Clcougm94PF2WugxtMUg9NvzESdIeosUWeJOo/XebyOzvAcpci8IvMMjZO1MlMpS5WqVKleIs5qbPM7dz5EyZ0AIEzBsixIg3x0BgBZluWblQCQ52+iSSiK1eB5vtPpzA/xT5IkTdO8x7DjOPkyf56zCQAMw6DqaeiC+cO3QoXecrpyOCNYgWAFkkUnRZ4SeY2UUicAACAASURBVEqUCLHJaCIucQ1ZJJssLpNVnmooMm9yDP8GLV7ULC3kFtjmGzIjiIwg8vyr5niR48UGzzV4rsYydZIicUqgOI0SNUq8xMlmiZT+5Y4Ha2wTrZ0ZhpElfrvdTNMUBZ2hqDHDMPIoDaQwDEmShLlyQIhcWZblK/r5JBTmZpFoupokCVo1y3OkHMcpCj0Wugb05uOMnKXYKqeyhtX0NdEkq3y9zLOk9oPCGc9KPCt9P844WnlDRjNOln3VDMszLF8iielGvUJTvKy0mrrCSUKVYkv4JeJM0L17Hn2SEA3VivOKGoHbyVfBAGBqagod+L5vmiYq6IjOmKaJ+BXHMZp1In4hugVBgPY9Pc/Lc5ja7TYa6KFflCQJfVskbBZ6q+vK4YxmOJrh8kbCNC2TjErSLZw3Rkvcy5PkkYp8lGq91Gg9TzRfZuyDtc4bc9U5r1+uucgHq85LFfuliv1i2XqxbD03q70h7y1re8vavrL2zOw5Hyhpe8vaC5y3n+gcIM2DjPdCtb1/lD843aqxcIk4a/Ctf7njQU5z2gEkAL7vCwKdTzbzxHIUqwFztEIjL9/3EaRc10VLaQiC+bgMrbWh8R0af+XZ5mjhbH4lW5ibzxYq9BbVm4+z8TLzHw88+Yuf+8ott/7y2ls/sfrWTy2/9RPX3frp6z/4v9+YP/DZ8/qGWz93w62fW/vB31z7wd+8/gOfXfP+31jz/t9Y/b5fX3vrZ96QV3zoMys+9JmVH/rMmlvPefVtn1nxoc9c9wu/sfi2X1364f+9+qOfXfuh3/jAp7/2/9y54/RM52I4u0D5xgql/df9G+WOK5tWAmkUBbEfQJL6vo9KA6F5IppRopJn6JPLwYSIlpfZcF0Xrf0j8KGVMk3T0IAuyzJ05zf/n1qhQldaVzIrgBdoSaR5jmAYWuRYmSTYcqn+p/+x8ff+7u4z01XXdSEOQtfywyADAIjPaz+wXc8MQgcg9nwLnUyzc/MtVE8/juO88xFaBM//QDRqiaJIa8kAseN20H0837JsA93NtHR05zQLg9BJs7BjthJIE4AQIAQ4124TIoDISTIrSgDiMHL90OMU5evfeeRbd2ykaRrHcYFXKJJjWFwQaZbW52UFXLgx3b/e+dgLR08FAHGWhKG/aHgkcL3BwUFUkXFoaGhoaAhtbgIACjobGRlZtGgRzG0F9PT09Pb2joyMoJhbALjuuutQhBrMi+1ATIQ50hUqdI3pzcfZp772D7tGGTPIkiSBJIQ0ygDiJLkQznKHoWvZhuuaceyH0bkK0vP/ljx0IV8NR8tBc6tGseua6FZR7AHEssIDxFkWoZOua9pOO3+5C+HMBwgBsiwKQieIfC9JNh2tfPxLf3mJOCME84mtBxjVMOOE5CiAdPniJf3dPSgsw7ZtBCNFUXp6elDNDABotVpZlg0ODsJcpEUYhkEQrFy5Mooi1LwOlQnCMIym6bw+B3pHiklloWtSbz7O1nzg1xSAECAIojT0IAkzANvxANLz2jTbURQkSeS6NkCKemsCpPNrDnY6nSzL5kdNdTqdNE1z3tE0LUmC77uqKgOknY7BMBRA6rp2EHiua3ue4zgWurNtm3EcJgDzcDaPqgBeBuiRoiSOAPAIVn3wVxiGIQhC4BWSYGmmgXD29a99+yI4K5PNdVv2l0gOtT6xrA5qTIdWtWzbRuV9Fi9ePDg46Lru2rVrfd/nOA7mQNbX15fvDKAzKC/9ne98J4Zh/f39iGW1Wg1do6pqEf1f6JrUm4+zwR/9qAqgmabnBRAHkIQd0/T88EI4Q0atf5Mk0jQ1yxKANIoiQRDQ/6polQlNvOI4RlxDA5F2uz233p0CpFmWyLKY3zYMfXTzLEvC0I+iAL0QQPrf4Exud9AvRkmsdToywNKf+wTHcSRJIpxRdJ0XKIZqXRxnk1XhH//1PlLSXICWqQOkC4eGA+fc9HB4eBgVwkalfmBe6pJlWf39/ZZloTOo3uyCBQs8z0PzUDSsQ/2D0Qpa/tYUHYULXZN683G26ud/TQIwXEhiSMMAslQ3rGzuSb5fAGDbNhqL5Rt9pmmqqgYAHCdYlgMAaQpRlDiOFwQRhnXbNkraOVeOUFGaURTNDyClKApNTjVNQ/+Px3Gs6zo6TtM0yiBKwc/AzyBL0twhgKCd21cMo0S3PBHg+tt+ned5hDMCZ0iqxvHk68XZui37pbZjBEEEsarKAz29ECfNZhOlnUdRZJqmpmnvfve7EcJQue04jlHeZW9vb760Px95iIMjIyMAkCQJ2t9EcR5X/J9VoUJXQ28+zt7x4c9zcRwCRGHaaWmQpR3TzQDiCwhVSwWARqOBYdjw8DCGYWhlHE25AKBWq6UpZNk5qHV19QBAq9VSlCYA5Ek+CAVxHBMEAQC6rqNhCmoYgtCJ/n83TTNI0iBO3SR1kzSJ4tx+mppBhn7d88MYQMiyGz78WVEUKYpCOCPI6uvFGat6//yfDx8dmwoAmm3N85wVS5ehPptZlqmq2t3dPTIysmTJEgzDbNtGXxGSBgcHUShsd3c3mpAuXrwY/RmozwCGYeiPyZM3AcB13WJ0Vuia1BWtdybQ4vfijCuXGjd96LeYGEIAy/Q7WtvtOI4bOW4U+Ml5HUdgmZ7WbEdh9pM/8R6t2Y4j8L14eGix1uy4TpQmkMTQVNu2FTTVdpZCf9+IqhiQAfrKsbJl+r4Xd2F9La0ThVngJ5CB1mwnMRA4g449N4IMmqoRBmkYpG6QugFYIVghhH6U23AhBAj8xDI9yw6iDDiANbf+piRJNE2Lgoo3aIKsshxBk9rFcVYi1Mc376vQQsf3E0hbrSZkYFs2zGVQol3IJEnyDcp85Su/AF1jGAaqmZE3rMv71KFhbZIkpmkWC2eFrlW9+Tj70Y/9LpuA4Ti2FUAKHa2dZuC4ke/F57Vler4XI9ZgWK9t+ZCBZXp6y1q+bLXrRC3NWLhgSV/vcBfWDxl4ro8OJFEaGlyEYVh/30iWQuAnQ4MLFy5YimG9WQp6Sx8ZXjzQPzwyvJgkSAQyx3bahg0ZdNqO4yeOn5lBZgZZ4IW5xZYXZJmq6JBBu+MKiooHwWtwhhOV14szRnH/6/6NNVbS/SCBNEmiyPMhOxcvhpYDgyBA0Sh5EbT880Nxsyh6Y/Xq1WiZEJ20bbsgV6G3ld58nK36+c+oALoNZicI7NAz/XY77HQi2zq/tabV0mzXSSADDBvw3BQysMxQkdsYNmBbEYYNBD7wXNMyw8WLVkqi3te7wNBdDBuADJqqmSbQ2zNimSGGDSQxdNq+LBmLFq6IQtBbDjoPGcQROHYsS0YSg9a0OnbSsUC3QbfBMSPHjBwzcMxAM6HZyWwrcp2k04naNsgAK37+s4qiMAzDMiLHSnmvgD++/W8vgrPpuvRvdz0+VafQzqZptiFO4iiGub2MVquVh4nlaQBxHKOyGQCAGmX6vj8zMwMAtm3nsf4Fzgq9rfTm42zN+39DyTJZD2XJ0BVDk1qS1FFVW5aM89qxY0VuV8okQzPDw0tpSiJwQpHbjTp7yy0/ocjt/v6Fw0NLF4wsH+hfhGEDesvpwgYJnL/55h/HMKyne7i/b7C7a4gixcHBxSTBmJ2g0/YxbADD+rq7hlCz9MmJSZJgtaYlibrWNPSWI8gdQbJZ2WZlWxENRTQUsaWILaEZsLKryO2makpSR9VDKctWvf9zl4gzyYgf3rAbrZ3ZgZOmMWSQBCEKFkNzRlQMY34xMjRqS5IkyzLUhwmdj6IIDc3QOK5oA1zobaU3C2cCx6okwZVnqRtu/bwEwEgOiSssLjINgSAUmtYoQj2vpyeJmSmSZ42pCXz50psmztbbekSTTV3zMGzIbEc9XQvqVU4WO7UK67vAsy0MGxJ5oxsbadR4TXVKM6QktClCHehbxlCaLFqVErt86U3lWcZohdUyp2sBS7cqJVYWrelJQuQ7eF3CySZOGDWyUyM7NCHnbtBWlWiTuEIRKoGrnOgJANd/8HcuEWdHz1Qfe3IvLqgBgOlZACmBExAnAOD7fl7VB3EN8QvByzCMxYsXo01M27YFQQiCIE+JME0zSZJiE7PQ20pvPs5uvO23JABKsOpVgapxZJWt1QQcl0lcOa9psmm2k8nxhsh3FgyvKs8y9arAMTqGDZGkxLOt/t7FM1O4yBujJ6f7exfVKuzg4NLJ8RqGDXWM8MzobFsP+noWdYwYw0YqJbY0Q2uqh2EjRiucmsB1LcCwEYFrl2boibN1WbRIXJmdphqE2sD1KtGuEm0Kl3JXcGO2pjVqIl6XalWR4R0BYO2tv3uJOGtw7bsf3jJewZ0MEkibTaUHw370R27OK2hzHIeigRGhYG6nduHChfmobf7GpeM4qHrta7K9ChW65nXlccZyBMXQMseqJCGUS8SNt35BBCB5G6/LLC4zDalRVxt1lag3z2uyoZ0+WW1UlalxCsMWDfat7O+5rhtb0mr6jZp44thUU3ExbATDRlYs/xGeNVi61dO1aGoClwRzeHAFho10YQvGx2qnT1bJhrZg6HoMW4TX1MgHDFu0ZuWPYdiiyIfDL0/IgsuQBlFvHjs8bWhJHW/WG0YFb1fwNllXcpcbRrlhkLhKEc1GXaU5lwdYe+vvXzrOvnvvejQ6Qyno169apYoSqtGYB80yDIM+Lcdx4jhO0xS1khNFMQxD9ClqmhbHcd4OPS/fWKjQ20RXBWdCluGsWasITENiGlK9ptRrSmVWOK/xmtqUA8S1SkWYPEueODqrqeHZM9XTp0o8a1RKrCxbZ89WabJ54thUrcJPTxJtPTozWh47XanXBdvKWLolcvbEGIHX1GpVxGsqXmMEwapXZFX1R0+Ma0o4eZacnWLRC02NU7NlYbakTJXVqbJaneVyl+p6qa6TuEriarUikYzNZdml44xR3H+/e90swToZBGno+y5KckJCOEPBZdicAKDZbA4PDw8NDaEEAESu14zFcq4VKvQ20RXEGcUINP/9OHvHh/4vPoVyw5gcx6vTZH2WLs3y5ZIwPUGf17WyNHmWPHW87JiAYYtWr3j3imXvxLBFGLbgxrU/gWELSjPMkUPjHGM0alKlxE2cbZRn2WNHJgWuMzmOT5xtjJ4sjZ2uTk/QRL3ZqCoTYwRLtZ/df9w04LkDJyqzQmmaO3F0dmaSYUjjlZfOyoJ7+mR1YpKdmBTGpqSxKWlmgs49VdYmS030WxPjdLVusCnc+KEvXyLOKpR298NbaqzkATihm2VJf09PHMWohFlPTw9aNctLZaCsctRFOIoiz/PQvBLtAOSlGVEwWhEuW+htpTcfZzd/5HfZOJ0sKadOzE6MlqbHqhPj5PQUMzVOXchnTzcOHRyfGKvTtH7klclTx8u1mjQ6WqqUuPHx+tQEUZ5ljxwanzjbODNamZmizp6pzU7ToydLCG2T4/j4WH1ijJgYI04cncVr6rHD00S9eep4uTIrTE/Qp09WZ6dYBM3SNDc1Tk2MEeMTzPgEf2ZSPDMpTo9Tuc9Oy6cnhIkxYmy0fvJEdXpWoeP0HR/56sVwdoHyjZM1dtOuZ46PVwIArW3FcdyDYQO9GIZhqGAGisxYtWoVhmErVqwYGBhYvnx53ug3T8QvVKjQFSyuTZEUQ5MsQ3EiwQp1SphtcNNV/lO/+XuPbNo3TRmjZeXAscrBMe7wpLT3cPXYiZkfiI+fnL2ifuGl0cNHJ0fPVE+Olk+P1SamyMfW7fzlT/92q9ViWRZ1Qc/bBl8cZ3In/Le7HymRUgCAZoarV6wIXDMMw/7+frTqL0nSwoULAaDZbOYd6rq7u9EkNO/JVKjQ21xvJs5KOD9d5b/xF3//D9+5/74Ne7fsP/n0oZnnT1GvjAtHpuQTp0o/EJ8cLV9RNwh1bLzx8qGzh49OnjhVenrfoe/82/1f/+Zf67rO8zzLiDwnU3RdklkSV7/59b+6CM7GK/Qjm3Y1+JbhQwIgy/JgHxb5FgDEcTw0NIRiZdFYDBV0XLp0Ker1iz6/ojlmoUJIV3SySdMszXAMy5Os0CCFKsGV68LJydo9j2z94lf/5KOf+NxP3/bLt7znf9z8nv/xEx/85E0f+Nxbwv03fvTG9//muz76Ozff9ts3feBzP/WLX/72f2wvaaDruiAIPCfznExSNUGk8bo8L8npAjjTnPSv//Hf2KbdCSEBsG179YolaeSmaYqqUGIYhuIwMAy75ZZb+vv70SeXA+4q/uspVOiHSm8CzmiGI1kBp8QayVdxSbViXgtI2aRkT7LAiED1gNFT0oEfiCn3yroJIKVQ0WFaAdwCwgbcAiGGZrPJcRzHSgKv5Di7+OjsyJnZXc+8UmObdgJNwwSAliqg1id5h828hAaae3Y6HRRT5nlesXdZqFCuK4czhmIZikVN4RhaoCmepHiC5AhaEmSDkdsVUiwTAi0ZbNMkxBbDNN8SrlZZgpBk2eR5vVSiajWO53WaVgVBoCiKZUSBVyi6LkoMRTQvvnZGK+bf/8sd0w0+ALC8EACS0Mk7OeUNTSzLQizL1/5RbG0YhkVwWaFCSG8mzihaoGihXKOrDbZGywSvEbxWo+UKLdVYhWW1H4ivNM6aTadaZRmm2elEimKJYlsU25UKg4pr5zgTRJoimn/yR393EZzhgr5p1zPjFboTghPErusCRBzdQE1cAMC2bdu20cQTjdEsy6IoKo/D8DyvIFqhQnAlccZTAk8JHMlzJM9QPDv3U1FQGVqgaJblBJoXcJrBaYbieJ6kfyDmCOqKWqTZ+my5NlOiag2yWq/PlslqXaDO4YxjJVFQSarGCxTRUC4+OitT8r2PbZY7YcuNE4A0TUmylk82539UeS0NmOsKXFTOKFRovt5MnLGMyDJio07xnMzxYgMnKw0c4axcb0gM9wOxSLNX1NXp2ZaktCRFoBiFE3iSpmoNlRdZlkXVaCWxico3NmrSxdfOCNG448H1YyXSB/DjLI7jOLARziRJQh8SghdKZjJNE803XddFlXnRsSAIANBut+fzLo5j13XR3mi73V60aFGr1Vq5cmURrVbomtSVxhkymnKyNMfSHMMgvyqapWiWomn5Le1L7II+WWMfXL+dlNoBgBPESZIsWzyMYVhPT8+NN96Yd8YMwzAMwyzLEKfyQA3U2QRdg4qOYxjW19cHc6O5KIqiKArD0PM8VKs2zwMtVOgaU4Gzq4yz6Qa/Ycf+yRprRoCw1INhaHQWhiECEKrUiIZUWZa12+1ms3ndddflw7cwDOdDqlKpoOlnvu+Jxm6v6QVVqNA1piuHs3wT4LVmuPOap97avkScTVSZ79z5EC7oAQArCFmW9WBYGDqoR0tPT0/eXw/1QBkYGEAtmlA6+vDwMEp4QhudFEXl/U3Q+RUrViB+qaqKsqZWrVr1mlW5QoWuDRU4u8o4M3zYtvfFiSrTtJMEwLKslcsXBW7HsizXdfOlsRtuuAHmmp/39/ejRHR0pt1ur1mzBoWhoQ+10WjA3CgMnezr64vjeGBgwHGcYnRW6FrVlcMZzQgXsHhN+hJxdnqm8Q/fubPGNgMAtLM52IcND5wbiHmel1fUWLhw4fLly3t6ehCPuru7Uf93AOjq6kLr/bZt55G3fX19aASHDgBgeHg4TdP+/v6i6Haha1IFzq4yzii5c+dDG8YrtBVDAsBx3PWrlhmapOv68PAwALTb7TAMFy5ciHrKoXmiLMtr1qxBmwD5wpnneVmWoclpFEX5KAzBCzUhBoD+/v6icFCha1JXMAWd4wiOI1nhVTMiyYgkI5OMTNPqPGs0rbE085b2JeKMVsz7Ht9CSm0PwAvDLMuG+rvSyAUAtHaGPqc84Rzmreg7joN2LWEutRN9nACgquqCBQvyOFv0KwMDA67rFqOzQteqCpxdZZzNEuL/9x/3yp1Qc1K0drZgqDeLPZhrTJcPsjAMW7RoEfpW07SBgQFEK5QwgC4YGBhA/dLRNeh4yZIleTtOKHY2C12TygAySBNIE9BbZhRmaXJ+kM3hzIYsDsMwSEDu+FVGvvexTXVOJViR/t7ACwSv82wCXNO+RJzVOe2BJ7ZN1tgAgBNFAAjcjmO20PYlx3EAEEURCrlot9uviZhFPQTyPk+qqqLZKEVR+QeNNj3nH6P0z0KFrh0VOPthwBnfcv/z/nUzuIBS0E3TBIhQ3BmaS2ZZhkZh3188I+87h0ppu66LZppoW2C+ULcnRVFQakGR41nomlSaQprC90w2L+ACZ1cEZzW2efcjmwjRqFIUWp9XVSFNAyRU+B81CXYcBzWdg7k6jghn6AzM1T5DGwJ5IlQYhvnCPxqa5b07CxW6xlTg7CrjrERKDzyxbZYQnRTCFJEr8p02zHEHVdBGwzQ0QMsHZahP3fwu6Ghclqc35ZdFUYROomlpkbNZ6JpUgbOrjDNCNP7t7kdOz+ABgBNEaZratuHZRr7g5fs+SsxEFYHQYhkAUBSV13fMqzlKkoQGa/mvo04CqC+UaZpRFBVRGoWuVRU4u8o4K5HSwxt3Gj4Iumf7EQD0YNiKZQtHRkb6+/vRqr/rukmSJEmCBl9oxxMAoihCa/9hGOb5m+inw8PDqqrmH3NetxbdEO0zFCp0jWkuUENHbWfjC6vA2RXBGSV3vnvf41VGadoJWurv6+6GxI/jOMuyoaEhNJhC62JhGCKi5SWD5n+Wuq7nMWgoYC3HX5ZlWZah+mj5WluhQteYCpxdZZxVGfU/7n0M9dl0w8Q0zdUrlljtc82Zenp6EKF0XV+8eHFPT8/AwACaMw4MDACA4zgodSnP4kSDMpSkWexgFnqbaH4FU0VR0DpMkiSoshYqk4WWa9DKTOw7se8AQJhCy01KpPDwxu1lSixwdlk4Y1Tr7kc2CbpHS9L8AkGu6+aJSkEQLF26tNPpdDodwzCWLVvmOA4qagYAqIgQAGAYhtb7VVVFndLf1H9QhQr9cAitpfi+n2UZihDIoZaPzkLXChwzDEPbD0XDnW6wD23YVmXkAmeXhTPUZ3OyxjopxADNZnOgF+vBsMHBQcSydrvd6XQwDENDrSRJurq6oihasmSJbduo5g+6squrC5VpBAA0ditiMgq9bZTmVhQJIA1DHyBNkihNY+QsS5ABUoiDNPTCMHSCmNOs6Qb74PqtNVYpcHZZOKuxzTseXE9KbSeFKMs8z7v5puuzOPZ9f8GCBfnq2MDAgO/7pmlmWbZy5UqKogYGBliWveGGG3zfHxwcTNM0H6ZZltXb21skZhZ6O+m1OIuiACANAm++w9BHhiyGLM6yLAYQDbdMiQ+u31qMzi4XZ4Lu/fs9j043eCeFtu0BwGAf5tlGvqiPPisMw1BuJirKiE4uWrQIpSvlJxHvkiTBMMx13aILZ6G3jVKAFI28VFVGo7NzA7HzOfJsiIMoihIAqe3VOfWBJ7YUOLtcnOGC/s//9QCtmKjeGcwrro22ZlC/EgC4/vrrMQxbtmwZ2q/EcRwNx9B257Jly8rlMvpg+/r61q5d29PT8/3ZToUKXaNK84kkwpnnOUHgybIoy6IkCciiyCOrImfqTV3Xgzhm1E6dU+9ft7mYbF4uzsYr9KZdz4xONwKABsVGEUrYjFCgRv5ZKYqCRmdpmnY6HQQ43/fR2j/MC0ZD62UovgyFdxQq9DZQnGZhBhFA3NQkgNi0dMs2/MD2fMvzLdczXc903I7jdmynrQhsW1NkWXaCuM6pFVq659GNBc4uF2ds035s8+6pOmcGQXKudWbkOO28KzBK1cxzy9E2M8ylKyGhUDKUDgVzJYPypKhChd4GehVnWksGiNsdTTfUjtlqd7R2RzPaTd1QdUNt6UpLVyxDCxxT0zQniCu0VCKFux5eX0w2Xy/O/uCP/soM4Ou3/znPyTRJsTSD4yTL8gQr3HX/Q1WaCwFigCgJM4ggCy8w5S9cuPD5fE5pkkSW1cmyxGg3TUtXVL6piVpLaulyFNuSTLNco2Oqrbakd2RW0KMUxmZHGYVc9+Q+nG03uHOlGRlaZGiZJ2XUCuSq86XAWeHCbxufD2cds+X5pu0YisqnWdDSRT/oqE1ON6SmLugdmRONKIVTk8cbXPWBx3aUGkqBs0vAGcPS3BzOxLvuf3gezmKAOIMIlaMrXLjw6/K5KoFRmviW1cwyzzCETkfSdX5mZrTVYiSpEcdtQai1O9zE5BFWrCgawwpqlMKJ8Vcq1OS9D2+erYsNniNZjmQFhpYLnBU4K1z4angOZ0nsWVYzTV1d59ttcWrq5NjYkcOHD9i2TFEz7TY/evqlVw7trRHjvIQzvBJncHLiUI2ZfvDx7XVaK3B2mTgT7rr/0SolnMNZnALacr7a/zwKF34LGZJzzgKwdT8LwFA7Hc0SGfnMibMz47Onjo46bXvs5JnJMxNnT401qHFRrXGSnACMTr9S5yYfXr+jwRY4K3BWuPDV9nycWS0v9TNdaRtqJ3IT23CPvXJ8amz62CtHZydmThw+rklNQalqbUpQ1ATg1NTLNXbigce3Vki5wNnrxNm3zQC+fvu3eE55FWeMRLDiXfc9XqWkOZxBBgBpdrVXVgsXfks5O+c0DCxDS0OvpYi6KoWe2dGVpsycOv7yxNjxE0df4uia3uQVvdoycVYUgiQ+OflijT17/2NPzja4Bs+QLPO9OBN46urzpcBZ4cJvG38vzpLA1WRBVyWBJRyzlUa2acgzk6MC27DaSkvlJK0styo4TTmBf3z8+QY/8eC6LWVCKHB2mTiT73lgAyW27QiCFLIMghClaoSFCxd+nY59B7I49EyAqN2S08htqZymsO2W2G6JhsYZGqc3Wb3JtppUq0lJzTorlioNPAY4Pv4irZTvfGD9dI0rJpuXhTOSU+6+fz0pGH4GfpJFUWw7oWt7SVS4cOHXa7vdSuLAd9pZFhqaFLgdkcNZqopw1m7xrxJNo1tNimSneLnCy0qYpicnD3Ja7b5HNzOyWeDsUnHWtwQT7gAAH/NJREFUoFlGwWnlu3c+WiEUN4YggTSFLANIIYvCwoULv05HIUAGnhtHIbQ0M47AMj3b8kVBFQVVFGVBkARB4nmR53mO4ySVUTRObtpN3Ts2dpgQ6v917wZatIsw2svCGSsa9z30JMEZaO0sDOMoiqMgytcCChcufFFnKUAGrhM5dqjIum35hm4ZupXEkMSQJNm5Bk5REkVRGIYZBG7QdgNwfOCatNIR73rgyQZjFDi7LJydncLvuHt9qaG4McQAcQRRAL4LUVq4cOHXaz/OEjQgSDPdtFodk+LYSqN++Pixw8ePHTp++NDxw68cO/TKsUMvHz348tGDJ0dPHDp8YmKSJymLV8UGQ9x537Zyw2hwIsmIJCMztMzQIk+JPM3wNHPV+fLWwFmNkDc8uX9smi41KJrnWUYUOFUW2w2SLly48Os0yQq8JPGyzAgiwbAEw1Ya9cnZGUbgGYFnRJYWGIqnKZ6meJLkCEHiSYpnOY9mHEpgToydenzjsw3aLnD2RnD2R3/6ahhtg2YZZXyaeOyJ3VufevnO+zff/9DWu+9a/1/ffeDuOx+56+FthQsXfp2+496td92//c77tv77HRu+e9emex7c8dC63Q88tuveh7fe+/DWex7acs9DW+5+cNPdD26664GNdz2w8e67H73vvnX33LPrzju3P/Hk1oceX//4hhdHz4oNViYZ+XtxRvE0ddX58tbAmag6p8/iJG+Pz/KC7ImCQ+ISQ6lVpl24cOHXaYJ1Kd6nBb9Gdhq0hTM2wVlVUid5k+A6yDirN5gWMsM0FcWiqGBmpsXJzQpO1UmPYMICZ68LZ7d/49u+C7d/8895rkmRHEMLOI6zLCuKPI7XSZLkOK5Wa0iSQpEcSbBN1ahWcAJnqhVc4BVZ0lpap1rBSYLFG7Qit0RBpSm+ViWmp8qK3LrQYylyqzRbo0hOFNTSbK1Rp1hGJAn2qr9fhQsX/qH1JeKsVquYZlsURUmSOE6YmpoReKWpGgTO6C1zZroShVlptjYzXZmdqSpyS1X0qckSz8kkwR47eorn5MBP/hs8jZ+dNnSLJFjXCculut4yy6W6KKhX/f0qXLjwD60vEWccx+B4vV6vl8tlRWmSJK012xTJsYw4O1O1Lb9awSWxqTXbqqJXKzhN8Y06RVO8quiqojfq1Mx0hcAvuFTJc3KtSlQr+NRkyey4Y2cmG3WK5+Sr/n4VLlz4h9aXiLN2Wz958rjruhRFEQRFUQxFcpMTs03V4FhJFNRjR09Zpvf8cwc5VqIpnqEFz43qNXL87LTeMjtthyI5vEFf6LH0lonuNjkxCxkcPXJSVfRKuXHV36/ChQv/0PoScWYYrZmZKVEUa7Uaz4uSpNiWL4lNiuTGz05zrCTwSqNOxREIvMJzcmm2htbUtGa7Um6MnjqLVtYu9FizM9Wmagi8wjLi1GSJoYVi4axw4cL/vS8RZxMTZ5tNpVarqarabpvlcpVlxJnpSrlU77QdhhbKpbqq6PUaefClw44dsIzo2EGjTnGs1DZsdKtyqX6hx0LwqpQbktgkcMa2/MmJWa3ZvurvV+HChX9ofYk4U1WZpkme5w3DmJiYkiSF52RRUPEGbXZchhZqVWJqsoT2BzCsF8N6jxw+ocit06Pj9RrJsVJTNdANz+u2YY+dmZQlzXXC48dGXSf8bxbaChcuXJi5ZJxVKqUFC4YxDMMwbMmSZTTNMrQgCirPyRPjM7KkIZDVqsTCBUsrlUajQYVB2qhTJMFyrFQu1Vtah2XECz0Wx0rVCs7QAoEzSxZfhzdoUVDrNfKqv1+FCxf+ofUl4oyiiL6+npmZmTiOJyamenv7WUZEdzlx/HRTNeo1kiK5cqne1ztk6BaBM+VS3dAtBDua4hW5RVM8y4hogQyFYpgdl2VESWyiJbO2YXOstHDB0jOnJ5qqQVM8SbB6y6QpvlJuaM02il9rG/ZVfx8LFy581X2JOJuamli8eGG9Xh8bG7NtF8O6K+UGx0qzM9V3/ehPDA4swLBez43ymebgwIJO25mdqQ4PLULfTk+VtWYbw3pVRe/tGZyZrhi6hS7GsF6WESmSGz11Vpa0ocGF77jpnRjWi+ab6ILrlq+enakauoXOXPX3sXDhwlfdl4gz02xjGKZpmiAItVpjyZJlLCMSOLNwwdJGnZqcmI3CDMN6a1Wiv2+YY6WJ8RmSYDGs19AtNMdce/07Rk+dRWxCJ0eGF5dL9TBISYKlKZ4iOY6VEONEQWUZEW/Qfb1D+X5ob89grUogYl7197Fw4cJX3Ze+s7lmzZq+vj4MwxYvXjo+Pqk12zwnd2F9GNbb0z2ADkiCXbhgabWCG7pVKTfywdfI8GIM6zU7bk/PAE3zDC3UqgSG9Q4PLSJwBsGrViXahj0zXbnllndTJEdTPM/JGNY7OTFr6NbsTLWne4Dn5GoFZ9kLrsEVLlz47eNLT3LCMExV1Xq9jmHdpmlXK3i9RnZ39eMNWm+ZJMHGEVTKjaHBhQKv1KqEbfl9vUNo39Nzo1qVQIBT5Napk2N6yyzN1uIIMKy3u6ufoQWWEasVvFrBhwYXkgSLkpzOj7MLbykULlz47eNLxFkQeD09PeVyudPpzM6WMay7ViXMjtvd1a+3zHqNrFWJnu6BagXvwvomJ2Z5Tp6aLPX3DYuCevzYKM/JgwMLDN1auHApuq0kNmmKn5yYrVbx7q5+jpVQ/rkoqKtWrp2ZrsiSVi7V+/qKyWbhwoXP70vEWak0s2jRgtHR0U6nMz4+GQTR8NAiND3EsN7ensGR4cUUyaHRVhwBikorzdYwrHfZ0pVoUFYu1buwPp6TUQrndctXY1jvqpVr8QaN4GXoVrlUL83WFi5YumTxdaXZGlNsBRQuXPgCvkScNRo1TVMty5qcnPS8YHJymmOleo3kOZnnZbQFKfDKzHSl2TTQfFAUVPStwCskyTK0gFb6p6fKPCdbpnd2bKrRoBhawBs0SvNE0RgMLfCcjLY+SYLVdZOmvzdQo10EahQuXPiiOPvmt3wvuf2b3+I5hSJ5hhbxBs0yYq3W6O8fxLDu1auvxzBsaGho8eLFGIYJvFK4cOHC57XMajKrsaKUW2EVhVXq5bNtjZspsbOkXNfI0/h4Q9YZtcNxAoPTdE0RSJ3CBY6XKZGq0TWSYCvTVZXgmxRDliYFus6rMs7wFCs1SK7SqFMcWycpmpNZvvOVP/jzIIJv3H5hnEmSUi5XKYphGK7RaIiiyDDM7OwsPVfYvHDhwoVfY46QOEJCXRGQeYLnCV4VCZGtVeuSYASEwcyK1YasC7rD8yJPcY1ZnqxITbnT0k1aogme0JptiZXFGq3RLN8oSyzesjqzNZzmZE5s0jwnKDLBsDQnU4z+pa986yI4K5Uq7bapabooyqZpCoJAEIQkSQzDFS5cuPB5jRqykBxFchTJMgzDCBQnUBxLlRWRaJBGgzUnaQrXmjOkPVs3y+Uyy7JVUpupSTRvkKRKVyWNt2bHRY7xCMmSzYiQxFK52iQNapqbmm2wosKKAi9LBMNSrISTzS9/9c8ugrNGg3jiiQ2bN2/ds2fvrl27nnzyyS1btuzdu3fXrt2FCxcufF7v2blrz85d23fv2L57x/andu3atevpHbuf3rF788aHX3xu97adB3fsPbJu91Prdj/1xI7DO/ee3r179759+3YfOLpp+3Nbdjyzbt2OJx/buX3D0/ufOrF50wt3PbLlwQ07dj5zYNv2ndse3XVo37Fnnj9UrhM4TREM3aBoipUahPqH3/iri+DMcbzt23fGcQoAzWYTChUqVOjiigCi7JzTDABSZAfA8wHYZnz349t/4VOff8/P/t7aGz79Ix/54tKf/vT17//tte/9rR//hS/8+P/4/Hv+1++847Zfve69n1l722/9zKe+vPb9n77lo7/yvl/73S/8zb1VDzZv21Oq4Q2KrOINnGZYQcXJ5u1//HcXwVmlUrvvvgfQA7quCwCO4wBAUqhQoUIXlJ8kfnzOUZwkSZQkUQKZa9tNO47vfeypf77rsacPjoYRhBGoAHQEKgDrQxOAdkEBoHwQAGouqAB0AFwCp9jOX9z91B9/976tO/ZSnMiKQhVvMIIoKnqDUL/5R397EZx1OtauXbvjOE1TAIAsy1RVvWrEL1So0FtCWQxZnEGcAWQAkAEkAAnEqeXGbSuFj3zyC5v3HnEBNBlaMlg2dFxo+oA3wQJkz4OgabmOHUIIEAC4KcRwYJT5+Of/ZNvOfYKicZI4W60wgiipRqUmXnyy2WgQzz77fJZBGMZRFJ171CxLCxUqVOhCSsI0CZM0TNI0SdM0SdMoTaMUwPOSjgPw07d+yspAbLcHe29Yvujdg0MrBheuwoaWrnzXhx/avPnZY8f2HNx/4OVnXzhy/PToxOEXDx996eiR5w65psu68M5bP7Npy1OcpJIsc3ZqkmBYQW7Nlrmvfu0vLoIzHCf37TuQZeeYi4jm+34cx5ZloZPoIEmSOI7DMAQAURTRxQh86KRpmlmWoSsdx8nmbmrbdn5nz/PQSd/30ZXoMk3TAMB1XTThBQBd1+M4jqJo/hQ4TVN0tyRJ8jugH6E75M+MXk7XdZhbE7RtO0VD0EKFCl2m0ErZ/OMUIAU/6IQQmADv/uAn1ABYzVm97P1LBj+CDXxk6c2fx4bes/Cdt3GGkWZh4GgAXgjw7CuHnTCJAZqWa0cgAtz8sS/ueOpAFUf7ACQrSjWcoVnja1//y4vgTNfbGzZsiuMkCIJ2uw1zqMqyLI5jRAoAsCzLNE0AQOQCgDRNRVFEMJp/paZpjuPccMMNiC+GYQAA+l0kWZbRTQzDCMPw3ETc903TjOMYABzHqdVq73nPe8IwRPAKggDhFdGQ4zh0K3TzHLIYhgFAFEXoD0EcRNRDD4PuX6hQocvVBXAGELRdQ/X9m97zCw6ACzA9pu/dThwfg3W7uWNnTax3jQ+QQeTbzWaTdaLolZOjMYDt+03LDQFkgIF3fewScTY+Pnnw4CtoZxMABEEAAN/3w9AHSKMoAEht2/Q8ByDt6sIAUkkSANIsS4LA830XIE3TGCDVdQ19a5rtBQuGAVLHsfKvgsABpJ7nWFYnv7PnOeh3AVIMwwDSJInQt7293aLIn9sscSx0wdDQgGm2AdJOx8hfFz2MYbQWLhzJ74CeH8Ow7m4sioIsS1zXzrLke9/7woULX5ITgAQArZyhcwlAAoat+xDrAD/24V9R4pDXjaGu1cPda4aHFvf2dv8shn0B64H77k3++Z/g0H7hxd0npk89tm1dDZ85e+rI2ROHVI4gAJZ/4pOXiLN229y0aXMQRCzLwtwwKk1TgNQ021mW6LoWBB6cQ0NXzi8Mw37kR24CSBVF6u7GsizJsmTBgmFVlaMoWLp0MYZhAwN9XV3YyMgQYhkCFkDKMNTAQN/gYL8o8lEUIFaOjIyoqsxxDLpy1aoVS5cuXrJkUb1eBUgrldKSJUvyO9i2mSSRbZtRFHQ6huNYK1de192NdXVhPT3nHtL33cHBwb6+Ht93Ef4QQwsXLny5vgDOnNDuBI4OcPP7P2EBBABOC2Ib9JbVajXB9//PT/7Mv1y/Zvt7f+5vbv0pwCc9CF45c1ht8YGtQ2BBaBMAiz/+i5eIs5mZ0pEjx9Caku/7aZp2Op0sywBSRDGANIoC33cNo7Vo0QKEHpalAVKGoTAMs20TIMUwLMsSx7EGBvp83w0CL01j17Udx9J1bcmSRflwSdNUgDRJoixLEJ5Msx3HIYZhaLSFTqKvrmujB1i8eGEQeKh2LrosjsPe3m40FluwYBj9CCD1PMf33SxLli1bglCYQxBBrXDhwpdr9F+IACLIIsgidCbMwAJoAaz92f+lpB7fUiEEiCBoW5A6cGr6hVveh9/w0y9ji6BCQoNx7IDAmdiJIYak5SWtcApg2f/83CXiTBCkDRs2wdxKE4Zha9as6e3t7erCBgf7MQzr7e1GTInjsKenK4oCy+p0Okaaxp7n3HDDDXEcmmZ7ZGQEXTMw0JemcavVRH92kkS+7/b0dLmu3ekYOb9ycpEkDpB6nrN8+fIw9B3HQtf09PQApIbRQrft7sbQY6Cf+r7rOBaa/DqOtXDhiG2ba9asQdjNsiQM/ZxiGIYlSeQ4Vg7owoULX5bRf78PZy3TsgEE37/5A7/WgSyAbPMTm1954ZXJk6fPjB4qP771zPt+6ezCGzvv+/iti1aMbdl15PCJkyfOPPf0c4cPHn5m857MiHGAVb98qVsBjQZx5MixOE7D8FzsmWmajuMAxH5gA8QAcVOTAGLbaa9avRwgDkIHnQeIsS6s3dHixO/qxvzAdtzOwkVDttMGiC3b8AO73dHQZegOWBcWJ36SBhlEYeSi87LCo2vQnZM0wLqw3j4M/TSKvSQN+vq7gtDJIOrr7wojF72643YyiILQ8QO7uwfDurClyxZmELmemUHUP9ANECuqsHTZQoBYbYr5YxcuXPiynKWQpQD2q84AEggB9Bh0gB/90BfakL5w9BAkqdPUXIAzlRLo9D9+8gNw+rkt733HgY994NEf/xkwvedf2I+tHsYGsaGVi8drDSWA1T/+qUvEGUnS27btQPsAhmH09PT09/f39/cvWbIA68K6urCBgR6AuNNpAcRYFxaGbpqFALFlGQBxX38fQOx6JkIPQBwnvmnp6KcAcZqFaMNx7tsUIA5CBzErzdBoK/Y8q7evFyDWNBkgDqMQ68IAoKsLC0JncKgX68JWrV6OdZ1jlmnqjtPJIIpiDyC2bAMg7e7pNtrNpcsWJmmA6IZh2JKlC9BB/lcULlz4cn0BnNlh6ADIYbj25z4jeQ4p8YooQRg1HccHAF9Vn34Cysdg6pX1P3UzzNayjnvk6EFsEYYNYtiCviontAHe/cHffkM44xhayHH2xBMbkiQLwxjmwrviOEYRGCgSAp3Msqynp8fzvDiOkyQBgDDMUQUrVqyoVqswF2WGZFlWd3c3OjP/a5qmGIaFYei6LoZhKH4CRYqhOS86D3OxFxiGoZGj53m+7w8NDaFX7+npybIsiiLP86IoGhoayrKsu7s7iqLu7m4U++Y4ThAECxcunP9ghQoVujxFABFCWwbpnCEGEOSW7cXvff8vWG7WIKX9zx1+5ejYc88ePHzoxMGXjoydmTpw4OCpU5MvHz79ypEz+587emqs8tzLp184NPbi0ckSoXYC+LnbPrF9116K4+WWQgsMI7JVnKCY1pe+8qdBBN+4/a8viLNms7V163YAiOM0iiLTNKMo8n3f8zzEMpTzpGna0NDQ8PDw8PCw7/uWZXU6nTAMly1bhq5H3Inj2DTNNE0ty7Isa/HixQDAcRzP8wDQarUAQJblgYGBPKJ19erVACBJ0urVqxVFybIMw7AVK1asXLkS3bPVag0ODsZxHAQBzKEwX+lDNxkeHu7v78cwbHBwML8G5uJOdF1H3+ZBc4UKFbo8nR9nTcNIAOIMfuwn32e5WbnGxgBBAmkCSQxZCodeOb5q1TswbKB/aBnWNYxhI0dPTmM9i7GexYNLbsT5jqg77/qZD2/b+XSdpCierpF1iqfrJMVwxpe/+q0cZ3/ue9n3Tzbrdfyhhx5BD5hlWR7KD3Mx+mgghn6KDiRJyq/p6urKjy3Lms8LtE/aaDTQ7+bh/nEco2jYfLyWZRlN0+gydFIQBAQgFBDL83yWZWEYpmmKAv3zkNo0TfMR5ZIlS9CIDwAURUEgVhQF5gJx0fWFChW6TGVJmiVpmkKaQpJCkkKYQZhBCGAGwBvOez/yCRfgxVNTop0xRhin4HgQRLD/mSMji9di2IKhxWsxbMGi627Z+tRLXUMrsa5F/UtuODlFWAn87Ic+sWvPgTpJ4QxRJWqMyOI0w/Ltr37tzy+CM1XVnnxyCwCg4RhiEMxN+tC8Utd1FFXveR6CmuM4juO0220Mw9AgLkkS27bjOEbh+47j5BxEwEK/hZiC0gBQglQ+sUUhb3EcIwANDAy4rouSlqI5oWPTNNFILU+rajabSZJgGJanQKGXDoIA3eE1KQ2FChW6LJ1LPX/1EC2qhQBeCj7Az334l3Y+88xYjZ1htGeOTRw+evz0WOnsxOzYeH3P/kOjo6WxafLs2drR0croBDFZFSanyH0HR18+NbvnhYMf/eRn9+x7jmQ5TuYpnuYVAY3Ovvb1b78GZ6j1CcIZwzISSbDbtz2VZZBlMD+jMc8T8P0QAMIwliQFACiKAYAsA88L0AWO4wFAFCUAoKoaOtlstgDANO0kyeZqdQAApCm022Z+hiAoAAiCCH31vCDLwHX9/M7oStO00xSCIEIPgx41STJ0jA7S9NyjAoBlOQDgeQG68/f/UYUKFbosoUCNDCADRI8YIACwk3MFM7759//0zX/4zvoDL+87Ofn8WH3LUfnps+a24+ruM+1nZt1nZt3Nx8Sdp7X9JXvjMe7+Z8svEfGTp8Td0+1f+dP//NI/bdiyfXeNIHlFYCWOk8RSDaeY1jdu/+uL4IzAmeefO2jbThhGAJBlWZIkrus6juc4DpqvxXHc6VgwL0fSsmwAUBQFDeI8zzNNG/1UkiQ0Q8yzwYMgStPU94M8rxPmZpHoFdEuBHoJmCMjGkm5rp/X+UAAtSwrjhN0bBgGoqTv+0EQBUHkeR7K6PR9HxEQHSdJkqZpmp6bUBcqVOiylGRZkmVplqVZmmZpmkVZ5mdZAOACGHEsR/Cvjz758c///o995Jdueu/HbvzQ769+/xdvuO333vXxP7zpo7+/5tYvrrn1izd99PeXve+zP/vr31rwM7/6rk9+Dbv5Y7f9zt996Z82UAAbN++YLldwhiBYkua5mUqdpLVv/tHfzOHsexrTiQwtI5xVyvjTe57Zt/fZzU9u37nzqY0bn3zqqT07dz61b9+BF188+MILL61fv3HPnr0HD76yefPWp57as2/fgXvuue/UqdMPPfTI9u07n35636ZNm3fs2PXMM8/t2LFr374DL798aP/+ZzZs2LRp0+bnn39x+/adBw48u3fv/h07du3e/fRTT+3ZuPHJjRuffPHFg48++vjDDz+6a9fuPXv2PvHEhk2bNu/du/+RRx47e3bi/vsf3LNn744duw4fPrpu3fpNmzY/8cSGvXv333PPfejmzz//4kMPPfLss88/8cQG9MB79+7fuPHJp5/eh170+edf3LFj14YNm9atW799+87nnnsB3Wfr1u2FCxe+TG/bsnPblp1bt+zaumXXlq27tmzdtWnb7k3bdj+8ftv+F49u2HlgzwtH712/ff1Tzz798sl1Ow88tf25jet2bdv89M5t+zdvfGrb5qf37H52+7ann95z4LFH12/evHX//mcOHHh23br127Ztu+OOO5578VCdYGsEjso3VuoUxehf/+ZfzwVqXABnbcPBG0yl3KhVCU3TCYKSJIWiGJpmGw2CohiOE3heJEm60SB4XkTH6CRBULKs0jTLcQLL8gRB1es4w3D1Ok7TrKbps7PlRoPgOIGiGHQrQZB4Xmw0CJblRVFWVY0k6VbLmJycRnfjOKFWaxhGp1SqdDrWmTNnZVklCEoQJI4TNE1vNAhdb9frOMvygiDRNIuur1brmqbzvFguVyVJmZiY6nQsluVVVWu1DHS9ojTRn1C4cOHLscDJAifznMJzCscrHK/QQpMWmg1WnaxQpNyZIcQK3yJU63SFrokGWZdl3pSFNlEXWEplKZVjVY5VRUGlSM73Q9RPjiTpVqvFcdxsBVdbJk5TNQIXFJWgBYZr/8Effvsczr7ypT+CFG7/xrcrJVrgdJZuMrQsiTpJcPPMFi5cuPBFTZA0QdLkfH/PBRxJcBT+qklcIXGFxKVXTQgkIcwnD0XQFEFTBEkRJMM3ZyskxfGCouI0U6oSnGD/31/+sySD2//4/8W+9Sd/Cyl8/Wt/htcFlm6qsiWJeq1KC7w6z1e/HWnhwoV/+M0LEi9Iwnx/zwWqwKsi96oFri1wbYHTXzWvCbw2nzwiL4m8JPKCyAsdO5opE9PlCslynCSTjMjy1le/9pem7Xz5q3+BfeVLf9Ix4m9+/S811WPpJs+2RN7g2RZFihQpUiQ/z6h5Hl+4cOHC5zVJUyRNkRRDUgxaSqJJhibP9RDmCIYjGAFnBJwRG4zYYL7/DjTJ5Wbn9x/+/9u5l92mgSgMwHlIaNUqJHHjmbFTD27aNC0FFUEqxIolG1TWLHkJ2CAEoo3IxXZ8Gydx0pY21JfU8bAYgi21Ki8w0rf6dc5ZjnTOYjTT0sxO3/7Zs9zR2BmOurrZ7gy6fR+rh/OEloWtwn6zFQVUxQcD3W+fGD++99snxsi7dGzfsX22Ay8NneVWzHEcd5vtOrbr2A6xs2sacW3iWcSzyNAiQ4uMTTI2iT8g/oDcnsCubwzryutqTldzurrx7eS0P7DPfoU9bSLC3SSlWD0sCGXlfBq3Xrz5+qVjm2fn09g0xp57sdxg83ssx3HcfTTd1vQ78vy97C/NMjSrZ2RY73KCq2uu0XeNvmv2GM/seT3dMyzf889Md2iRkU2mnz53dpuvJ9MUSQeFuvosvKbH7z482TuSUUOCO2urGysPyhJSczDHcdx/IQkj6Y5chrcgRUYKkDOsdzlBlZAqQ1WG6iZg6pugDuXtRxVZAFKxUn24VtwASuvo7fH7j8mCSvLTQrPx8nw6TxN6eZHkf8yPQxqHNI7yUo7juPuE9J8oolFEgzhzHdPrmM7mmaskvUrS2U06u0lZwmqCiAYRjUIahTQOMklKZ8HiKoiD+SK6oUFMJ9N09pv6k8VWvVWA4vZO/Xlje7e4jpQaLhVLUIRVoYoARgAjmKdwHMfdh70bACOAIcQQYhFlqghXERakTKWmVGqKICuCrLCE1YgQixBDgCHASMyUKgKQVElR10tCsVx9XN8DcL+22dxpvFpZlf8AM0XO9T2guP0AAAAASUVORK5CYII=" alt="" /&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-size:130%;"&gt;&lt;br /&gt;&lt;span style="font-weight: bold;"&gt;Defining a Range Name&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;To define a range Name, use one of the following two techniques:&lt;br /&gt;&lt;br /&gt;&lt;span style="font-style: italic;"&gt;Type the text directly into the Name box&lt;/span&gt; :&lt;br /&gt;1. Select cell&lt;span style="font-weight: bold;"&gt; A1.&lt;/span&gt;&lt;br /&gt;2. In the Name box, type the text, and then press&lt;span style="font-weight: bold;"&gt; &amp;lt;Enter&amp;gt;&lt;/span&gt;. &lt;br /&gt;&lt;br /&gt;&lt;span style="font-style: italic;"&gt;Define a Name using the Define Name dialog box&lt;/span&gt; :&lt;br /&gt;1. Select cell &lt;span style="font-weight: bold;"&gt;B1&lt;/span&gt;.&lt;br /&gt;2. Press &lt;span style="font-weight: bold;"&gt;&amp;lt;Ctrl+F3&amp;gt;.&lt;/span&gt;&lt;br /&gt;OR&lt;br /&gt;From the Insert menu, select Name and then Define.&lt;br /&gt;3. Type the text in the Names in workbook box, and then click OK.&lt;br /&gt;&lt;br /&gt;&lt;span style="font-size:130%;"&gt;&lt;span style="font-weight: bold;"&gt;Deleting a Range Name&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;Why it is highly recommended to delete unnecessary range Names:&lt;br /&gt;&lt;br /&gt;Large numbers of range Names makes it more difficult to locate a&lt;br /&gt;specific Name.&lt;br /&gt;&lt;br /&gt;Range Names create references and unwanted links.&lt;br /&gt;To find unnecessary/unwanted range Names:&lt;br /&gt;&lt;ol&gt;&lt;li&gt;Select a cell in a new sheet.&lt;/li&gt;&lt;li&gt;Press &lt;span style="font-weight: bold;"&gt;&amp;lt;F3&amp;gt; &lt;/span&gt;and click Paste List. A full list of range names and their references is pasted into the new sheet; delete each unwanted Name.&lt;/li&gt;&lt;/ol&gt;&lt;br /&gt;To delete a range Name:&lt;br /&gt;Press &lt;span style="font-weight: bold;"&gt;&amp;lt;Ctrl+F3&amp;gt;&lt;/span&gt;, select the Name, and then click Delete.&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-size:130%;"&gt;&lt;span style="font-weight: bold;"&gt;Using a Range Name in a Formula&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;To use a range Name in a formula:&lt;br /&gt;&lt;ol&gt;&lt;li&gt;Define the following range Names for ranges &lt;span style="font-weight: bold;"&gt;B2:B11, C2:C11&lt;/span&gt;, and &lt;span style="font-weight: bold;"&gt;D2:D11&lt;/span&gt; respectively: &lt;span style="color: rgb(204, 0, 0);"&gt;Jan_2004, Feb_2004&lt;/span&gt;, and &lt;span style="color: rgb(255, 0, 0);"&gt;Mar_2004&lt;/span&gt; (see the screenshot below).&lt;/li&gt;&lt;li&gt;Select a cell and type the formula &lt;span style="font-weight: bold; color: rgb(204, 0, 0);"&gt;=SUM&lt;/span&gt;.&lt;/li&gt;&lt;li&gt;Press&lt;span style="font-weight: bold;"&gt; &amp;lt;Ctrl+A&amp;gt;&lt;/span&gt;.&lt;/li&gt;&lt;li&gt;Select the first argument box and press &lt;span style="font-weight: bold;"&gt;&amp;lt;F3&amp;gt;&lt;/span&gt;.&lt;/li&gt;&lt;li&gt;Select the Name &lt;span style="color: rgb(204, 0, 0);"&gt;Jan_2004&lt;/span&gt;, and then click OK.&lt;/li&gt;&lt;li&gt;Paste the Names &lt;span style="color: rgb(204, 0, 0);"&gt;Febr_2004&lt;/span&gt; and&lt;span style="color: rgb(204, 0, 0);"&gt; Mar_2004&lt;/span&gt; in the next two argument boxes, and then click &lt;span style="font-weight: bold;"&gt;OK&lt;/span&gt;. The following formula has now been inserted into the cell: &lt;span style="font-weight: bold; color: rgb(204, 0, 0);"&gt;=SUM(Jan_2004, Feb_2004, Mar_2004)&lt;/span&gt;&lt;/li&gt;&lt;/ol&gt;&lt;img src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAkMAAAFXCAIAAAAu9N3cAAAgAElEQVR4nOy9d3Acx4H23VgsEgEwSjJlW75z9mtfeu/sc5bPtizZsixZtiydnJRsySQIJoABzDmIGQSRE0Ew5wRmMAIkACItNk+enZmd2ZzDpP7+aBKibdL1QS9ZJZfR9aut3k7zdC8wz05P9yywmd0WE28e5K5cGmiqP7qjfHdzw7G9rWfqaw7dn6ozI6Km4lT19pM7th5bt3JXa9Pl5roLVeUnGmvO1Ved2bbx0L5d1zeu3dvadHn75iMN1Webas/XVbbtbr5Sue34/tYb2zcfqSo/sbfl2o6txxqqz+5qbK+pOLVn59VtGw/VVbbVVJxC7YyM6pP3pa7qRG3l8drK4/XVJxtrTzfWnq6vPlmz41h19cioKN/XUn+qYeuh+s1HG7adrt96tqn2Wl3d1R3V53bUtO3YfrC+8tiOLXtrKw61nezbuu1oedXpxl1XK9ft37n9VHPz2YqKQ7XVx3btPLe54djmhlNb69t21LTt39K2f0vbtrq2bXVtu/dd2LCmvqXySMuO4w11J2saL1a0dq7ecaap7lTdhn0Na461NXU1bzvbWnu5tbGtpupwReXRTZsPbS0/u3b90eajfRtqz+3bfmx/xfHKnVfXV5yqX793d/mx+urjzXXndmxrq6u6WFd15L401h6v2Lp3V1NbdcXBproTleX7dzW17Wpqa6w9vn3Lnt07z65YsuPEkY6N65oO7Lm0fcue1uYzm9/fua/1wvYte/bvvrh+df2BPZfqqo60NJ6urTxcXXGwuuLg9i17Du+/Ur55N2of5VZXHKzafgCBEkdEc/3Jmh2HqisONtYeb6w9Xl1xsK7qSGvzmcry/fXVR3ds27d31/nK8v17d52vrz5as+NQffXRLRtaDu27vGPbvqrtB1Cx+uqjSGf55t2otbqqI1XbD1RXHNyxbd/OhlN7Ws7t3XW+uuJg+ebdleX7qysO7t55dtP65oN723ds27dtU2tz/cmq7QdaGk8/qHzF1r2V5fsrtu5FxZrrTzbVnaiuOLhtU2t1xcGGmmNNdSdQYmPt8YaaY7WVh99f03Bo3+XK8v11VUfWr67f03KutvJwbeXh1uYzG9c1NdefbG0+s6upbfP7OxtqjlVs3Vtbebhmx6FdTW0b1jY21Z3Y2XBqZ8OptStrTxzpaKw9/v6aBvTp1FYebq4/OdJxHmWUjxSAwoMOqzQ04Dp/prt8S8viBZsWlW1cMO/9hfM33J+5lSNi9bLm4j+tW72seeuGg4vnV8+atnHN8p3zS7YvW1i3buWu2cWbVi5pXDSvasOaPQvm7Fi6oBalLJ5fvWDOjnUrd61buetP76ws33S4ZPrmebPLl5TVrFm+c+HcyuWL6pctrFu+qH6kehbOK38QZXO2ls3ZumDutsVlFYvLKhbM3Ta/dMvSpVUjYs2q2tnTVq1dULlpafPKeXWry3YunNu4ZEnr/IX1y1e3lM3bsm5F/YLSjYvmbv7DW4sWLqotLasqmV+5dcWujUuaysq2LVhQXjJr/fy5m+esqpqzqm7eyoZFyxq2zm3YOrdh/oqG+SsaimeuXL6ofGnJhrULKueWbnzr3VXz1x2YuqB++eLKZTM3rSqu2ragdcmMypVljQvnbJo1Y/XUaatr685t3Hxq8dLdv5m6fvHGgxvnVWxZUPV28aZVW46WL21YW1peOnP9gjnbF81vWLZo56L5W+7LskXbVy+vLp25ds2KmhlFK9asqJlX8n7ZnI0L5m7asqFlyYJti+ZvWThv8/trGtasqJlfugFVWTB307pVdSUz1qxeXr1g7qbZ01evWla1aP6WJQu2bVzXtHDe5nkl729Y27hg7qb31zRM+9PSlUsr31/TgN5u37JncdnWB+l5ECuW7Fi9vHr18uoVS3YsXVi+ZMG2hfM2Iz3rVtUtnLd57uz1K5dWrl5ePa/k/QVzNy1fXLF8ccWaFTVv/a60pfF02ZyNyxZtXzR/y6ziVWtW1GxY2ziv5P3yzbtXLq1cOG/zkgXb1qyoWVy2tWTGmtKZa5ct2r5lQ8valbUlM9bMKl7VVHdiRtGKkhlranYcWr64YvXy6sVlWx9UHo3kpvXNi8u2zp6+evb01YvLtiLlK5dWLl1YvnDe5gVzN5XN2Th39vp5Je8vW7R91bKqFUt2lM5cu3RheWPt8RlFK5YvrphfumH54oqN65oWl20tnrIMdXz54grU8ZIZa4Yrzpm1buG8zcsWbUfDsnxxxaplVcsXVyyav2X18uqRjvMoo3ykAJiDIzDBzYckd4TABNzJc6yfY/28K3B/ePeIEEUPRTFut9TV1SMIosfjQykOBxaJxOx2Zzgc5TjBZnMIgkhRjN8ftNkcFMV4vX6Tyexy8aLo6ei4GYnEcJwkSdpudzKMy+XicZw0mcwj1cNzvvvCubwsIzG06GI9KIVlJIoUTEPuEdHh854hCY5WrLcDtt6gl4E3+8hr3RbrAHntYjeHR629IuOGTloesvg4Ks5bJcnpNzn5rkF8yMTarAJF+lxsqNdG99roQQttNtP2QcY+wFtNLuug2zboF2i1z2kdJBx9VhfJxK53OH/58ntzvv8vpf/5mflf/eLSr39lyb99dvP3/mPdD7+w5fl/XfX0Vzc9992FX/j00i9/fuX3vrr82W9M+88vLPjx91+bMm+Ij6oxCNMwLUNFk3WYiib8UIf3RZFhMqGGgnGoQ12DUIeaCuU0VGQIdejzhqEOkwkV6jARV6AOU0ltOO6RgsNxRYbhUAK1mUyokhhA8XRKR7mRcBKl8JwHNTgiUkktEVdSSU1TP0hEgpGkYCAGdej1hJByVYFQh5iTHtaP+oL0DJePRlKoejqloyxdg4m4kkyoqPHhilCHfl9E16Cu3Sn8oPKaCsOhxPBoyGmYiCtohKEO701HUv2+SCScTKd0lOLzhlHLaHjlNEwltVRSi0XTigxj0TSqjqqgeMAfRV1OJlRNhYoM5TREkZGO8yijfKQANCmRuJtj/QIXxByc0+4iMMFuZQhMuD8ENSJ6enohhF1dPR6Pr6PjpsvF37rVTdOsw4Fdv94RCkV8voDd7gyFIv39g4IgkiRtszlcLp7jBJpmWZYjCCocjlqt9sHBIVH00DQrih4MIwiC4rgR6yFw7r5gTtbpYBx22ulgcMyFYy6HnbZaCCcWHBGnMOc1SXRawz1XXUNdXsoS7bPwVlLyCTFzHy4xqb4OGmflK510Ty9HOUPOHjLiSlzrtnSbCK9HNg0yBO4xDzEWSrRQooMQcVykHRJt95NOL+kImvs8Q72SnaMHCcflm2a3R+sb4F/5xZ9uVSztWV9mr1hL7FhvW7vIunZ+16r3BjfO6Fm9sGf1QuvyReL2zd1rFnZvWd6xYWnH9o3f/OnrfBJCGUIFKipMphM6TCXlsKZq9wXqMBxKoPOjIquRcCSZuHOujEVjqaSma8iKFHTG11SoqZqqQFVRVQVGI1G/LxIOfWB4Af8dD1NkRdd0OQ1TyRQ6yycTSVVRoQ4VGT5Iz9/QOWwVUIfBQDAcCusajEVjmgqTiSTUocPuUBWYTmnpVDqdUpHadCqNlMdjcjqVhjp0C+5oJAp1KKdl1GwsGoM69Psiifgdm0mndEVWA/4AOjTP8VCHqgLltDKs4b7lw6GwImuJuIIcN5VMIZuBOkSF5TQM+ANobJE8qMNoJHW3jAzvfL1IppKaqtz5knGvJ7kFdzgURu37fX7UwjDhUHS4wWRCGek4jzLKRwpAkrTTiVMU43Lx6FWSvDzvdrn4h0Iikerq6sEwQhQ9LhfPspzH4xMEMZ1WcJzkOMFisREENTg45PcHrVY7TbNer59hXAMDJoKgfL6AKHosFpskeTlOwDBiYMDE826KYgiCQoJHyAMDwzA0TTMM43K5WJalKArHcYtNGBE0RgkMf9PhJ4LQyqdMZi9kfP6OXujAQ123bYJ02clbU/A8LsaiUOrFYJ8VXr6J0Y4hm91uZvt7cMsAZzMJditnt3LUEEMNMb0404txFqtosYo2zO1gpaP48cu+q2QoNDRE3Lg58OsXfuNd9RNxwXeDK3+YWPEjbe7Tcsm3E6uelba8fHn1jL6KJfyKd+iSFyLLfyKvf9m/5qf4hhdeeOU5BUKYhjAJkwklHPFrMKDDIITKg/D5RQiVWDyUluNpOQ6hEgh6VC2laikIlVQ6huE2lOjxCrzAoMRUOhYMeYcbSaaiiWREUZMQKmk5nkhGVC2VluOykoBQ8frcqEw44tehHI74/4ae+6LpaRSRlUQ8EU6lYzqya6ik5biiJlPpGITKcCIqBqHi8QpIg1t0QagghQiKxiBUkJhkKjqc5Q9IsXgIQiWeCAeCnuGjD/c3FPY9qDw6aCIZ8QckVEtRk8PDkpbjyVQU1QpH/Jqe9vrciWQkFg8lkpFhMcOgjyAc8SOpkofneBploe5AqERjQaSwu6cTfY7D3RwetFFG+TsFcJyAZu0oirHbnRhG0DSL4+TDAsMINBloszmSyfTly1fTaaW/f7Cz85bPF0DTjw4HFgpF0JUWw7i6u28HAiGGcfG8WxDE3t5+QRBv3eqWZZUgKLPZyvNuVPdDSb1/IAgCwzCn04lhGI7jGIbZ7Xaz2Wy1u0cE6SCsg5ZTnU4TF7vSz/YNuJnrfc9/5stfzDDKQ9Y+gjYH5T23+nuDyvlzHREr98InPvvSuI/1DHRRLs48QIb9utMi2UyCw8Y7bDxtZmkz20ewfThvtUlWm9TTjw06mf9846tfe/vrt0myu9vM8oH/ff71wNoXgsuf8S79Xnz5M3DhD+GiZ2Dl/5rmf+uZMeArAPwSAFhexJV8G+74nW3m1+gtP//OM19PyHI8GIcKhDrUoazDoA6Dmpa+LxAqdfVV3//+dydOGgsywL79rSxLQqjEE+GPTZ4EAEDnxFDIl5ObOWFiIYQKx9EZBpBpBJ//wqf9fknT0jzPZOcYsrIzcvOMHHfnVHur68bskumKmvR63RAqqVTMmAXGTyhAZvMgPX9DJ4RKMhmNRAMo3t3TOW9eCQBg3Pj8xqZa5BDhiP/YsUMAgEwjOHBwD4QKcriDB/fmF+RkZoJTp4/JciIU8qE2U6nYs8/9ICMDIM+AUNH1O15oMvXl5GaOG5+fkQGMWQAA8OnPPCUILIRKKOx7UPnsHIPZPIBSFDU5rBzetZxEMhIK+cJh/+o1y0EGMGSC8xfaUBbLkteut2dmAgBAZWU5hIqsJJLJ6JmzJ8dPKCgoyD1wcA/qDhrSRCLyox99/2OTJ3EcrWqpRYvn47hd1VKynEAf2YcY51FG+UgBaJrGMIyiKJZlcRynaVoQBJfLRT8okN4R4fembBY2FFD83hTmEBw2LidrIgD5+XlPAJCPOQQA8jk2aBmiMYdA4hIA+aoMAcg3GsbZLKzDxiXjMAMUjC14svuWhaF8HBvs73XarS4CE11MYKR6aIq/LyzjpimeIjma4hlaoCkexxiHnbQ5hBERIPgAweO3BdLqv25hnL4U0d33wmNPrZzwpdWTvhxt6yQ6+3xur3XQAs9jc7Ke+m1m3htf+qzIYDwndffiNKM5LAlTj58wR+mhIGfycCaPze4zO4JD9viAM97p6TxMHfjqvK9O/s1k2uczW1maC/3kR6+kl3wLbvyhvPq/4YbvwLVPx+Z/48KyV76TDz4DwKXtC6TG0ucBgNtfSKz+JtzxTHDZv//6lz+EGkzFoZKCqQSUUzAVC0MlpWnwvuzduz8zM0uSvIFAyOPxAWB48823VVWXZXX8+IlZWTmaBqPROIQQAAMABgjhcBwAQ09Pr6rq0WjcYDBmZmZlZmZBCGVZxXFyzpx5R44c03VUA8qymps7xmAwKooG4f3F/A1QO+m0IssqhNDj8S1btmLChEl+f5Ak6TFjClpb9yiKduXKNQAMDgc2NGQBwHDy5GkI4d69+wEwXLlyraPjZk5O3v79B+HdcPjw0cmTP56VlRMORyGEiqLJshqPJyGEiUQqOzsX9SgWSyQSqWQyPVzxQeVzc8ekUjKEMB5PDquNxRJIv9stocjPf/4LAAx+fzAajQNg2LfvAITwyJFjABh6e/tv3OjMyclraWmFEDY2NufnFx47dqKnpxcAAxKPlJw9ez4zM2v4Q6mvb5w2bTqEUFV1NOAfYpxHGeUjBeA4DrmXIAgEQRAEwTAMQRAPy8kwhxDwpQf6MK+UGOzHx+Q+bjUzohjt73WGQorTzn/sY5+52WHyiHGfJ0niUlbWeIcNz82dNLbgSVGIClz4VueAIaMQgHyK8JC4RJNe0wARi0CvlLAMjVjPg5yMc0nIzBhaYBk3QwsEzjod1EidjB10SHaaGfQyjtBt0nOb9IQIJtF+c17WJ0sNT7765P8hOvs4ymUzWX8APjUNPDb98U+cWDiXtA0OmWxmm9DVLUg8dA7FH+RkHVLH16d89ak3n5r06iTM7R4wkVc7Bn//6ynq8u/Crc/55n3JN///pJd/A677samq6CsAXGlsbK9YiG97L3bgAF/2n4nV34y9/83Iyv985WffhRpU0xCqUJUh1KAuJ6GuwAcEAAyFheOQV8ViCQihrkN0agbA8PGPfxJlRaNRg8FoNGZDCCORSE5OXkHB2Oee+0lf30A0Gm9vv/Lssz8eP34iAIZUKqWquiR5CwrGdnbeCocjuq4nEgkIYV5ePjrtyrL8ID1/I+i6rqq6quqapmkalGV12FoAMIwfPzGZTG/dWo4OoeswOzt35crVoVBo7dr1w4YEgGHhwsUQQrfbDSEsLZ07rErTtFAoMnwsCGFGRmZmZlYymYxEYroOk8m0ruvRaBTl3rd8Tk4ehFBRFE2Dw0OK9ASDQQhhJBL1+/26DhOJ1LD43NwxEMIpU4rQCEMIx4wpKCmZk0wma2rqDAYjsqXMzKy1a9cnEglZVmOxWGnpXAAMOTl5iqJEIhFR9ABg4Hk+kUihAU+lUh9inEfDaPjoBEBT3Mig2RGBbmjxvFuSvARBZWRk0jTLccLwHTIADKLoQSs7aJotKBg7ODiUkZEZjycBMEQisczMLFTMbneiYm635HTiDgfGMK6R6qEp94NAaxdJgqcpN+fyMrTodDAmM+3A3BTj7xvAWS5ksbk6bg7RbAAnPT29Dk6I9PQ6aDZgdwpmK8tyIbuVwZ387R6H3cYPWVic9DocLoqgvRb798dOKn7804smfRruPDIn57EphRNfeXLSgfq6q+0dbj5ksotDbLLHGRREaLZ5Bmn3AMVeMw165LSzz2m5hfvdsNsiVfve/+y8x/913r8Ut8wlWZ5mw92Drmd/9kZ0/neV5U8nV35LWPDvWu2r3wQgt6DQkJ3zHQBeBMCy8mXHsh9rTW8xi74RWfm0vOHZn37reV2HgaSegjAFoQwhVJRcALKMeWPyxgJgHD/uMQCMuTkFaBFB0dQZuTkFv/n1G5FwIhq5s7xQU6GuwdycgkxDDlo4AHWYAbIAMKaSajyWzjTkGDKyly5ZuXVLha7B9es2LV603JCRPSZvbCyaikVT+/cdzs4a4xa8mgpVBa2H1LOzxmQaclBrXk9w6ZKVWca88eMeK5o6w2pxoiUVhoxsY2Zuf9/QW2/+8Zkf/thmxTxSYHi5B9Ici6agDv2+O6seBgcsABjffuvdeCydm1NgyMhGBYyZuTnZ+eFQfNLEjwFgTKc0qEMAjMbMXNTN9kvXzp29BIAxO2sMvLP2T1EVtBxRhjrMzSkYkzcWrSKR0zo6eiScgDrcsnl7ljHPmJl7/dpNlBIJJwwZ2Rkgq6e7/8Wf/WLN6veRPDmtD48q1GEoGNNUiMRoKuQ5CQDj73/3ts8bKsgfD4BR12AqqQJgzMnOR8Oel1vo94VRPMuYF4umNBV23Oi63H4dACNSCHUY8EeMmbmHDh6DOozH0ihxlFH+rnnkTuZwYARBsSw3NGTxev0cJwBgyMrKQS5lsdjGjZvA8+729iuxWALHSQAMyMM4Thg/fiJyNRSXJO/wkkW0jp8k6UftZEMWpqfX0dPrwAgJGMZmZI57/GOfBSA/v/BJAPINxvFOXHTioslM46RncIjCHBxFiOYhxmblTGbGgYm9vbaBvsEwRkKc+UPB5D+AvPfynlg87pNTCife3LgmQFORYKLvtq17gB5ik2c6MQcWwchwL+5q7x3wyOmjl9tDXAjrYy+fG7S7kp+YUfhPJRM++e4nzgWumayOzls2Skj99Bd/iMz7Dqz+lXfev8GKnzBLvoXv2lXfvBNkGLo2bUru329b/cvAjt8Nlnwtuvn5yMqnQ8u/8+ZLb/h8/hSEJM+jOznJaBRCGAxEA/4IhDAeS0MIoQ5j0ZSman29JkNGdnbWGACMa9dssNvsaCEi1CEARgCMiXhCVaCmajnZ+eg8i7IKCyYcPHD0s5/5Inp78cKVJx7/OABG5CKrV63PAFmKDOW0CnWoKjrUIToK1GEykVy1cp3PG4I67L09CIDxtVd/A3UYCkazjHkAGHlOGug3T5r4sZ8+/xLUoaZqUIceyROPpaEOQ8FYPBaHdxxXnzmj1GjM7brVG4+ls4x5WcY8qMNEPIH0I3kZGVnIpydMeBwAI8uwUIfv/nGq00EWFIwvyB8fjUQjYbRKUIc6TCVVTdUMGdmoBZrioA51DUbCEajDttNt+WPGXbvaebn9+tjCiWfaLkiilIjLYwsnji2cuL286vq1m49Nmrxv7wG0VjOVTKmKGgyEUXU0GgzNqIo+c0bp2LETDx44Ojzg6OgZGVl5uYUeyTMmbyyyXr/PP27sJFRAVfTZs+YOmWyPPTY5f8w4tFAzlVQNGdlFU2fAu18+0NFHGeXvF/A3zuz3Z4QhmUzevn3b6/UODQ253W6GYUiSJAjC6/UCABiGAQA4nU6v1xuLxfr7+7OysuLxeEFBgdVqZVnWaDSazWYcxwEAgiBYrVae50mSZFmWJEm3e8R6/obJsSzHMC7kjhwnMIzL6cSRUTkw9/WOwcEhatyEpwDI//gnvwRAvjF7IkZIg0MU74729mNDFmZwiLLbOYeD77cz3UO4tZ8SqKAJ53Eh2G22nDh/FA6Yy8Y+sSp34iIw5lbFGrvp7P72wW4q0n/bzZBpgk2YnYLZjvUN9Z5nOr/83ncLXv/8JWi9gl2k0mSPaDqP38h9G+S8BRYdXNvL20mSHBywW+3+n/z0TbjtdeaPnw8t+Gpi7fcCdb+6tvU3+dljjh444qyt/lcAPgfA7cbF5K6V3wYgsPYFcfmz7/2qOB6CCtQUqMUVhRVFqEAYT0OoxePReDwqyykItWQyjlJCoYAoCtu2bQEAPPXUJ4xGA447I5GQ1ytNnDh+4sTx6XRSVWVZTmVmZmRlZeq6Ggz68/Pzxo8fy/MuAABJ4gYD8HjEzMwMAACEmtcrTZ78BABA11UINQi1dDrJ8y6DAeTl5ShKWpZTyWScpsmDB/cvW7Zk3LhCVBFCLTMzY9y4wmDQD6GWl5cDAIjHo4qShlDz+TwQaoqS1nVV05Rg0K9pSlnZvLy8nMbG+lAo4PVKY8cWZGZmQKjpujpuXGF+fp4spwwGkJ1tjMUiqVQCAICOdft296pVKyDUUAoaFk1TvF4JQi0cDqqqnJmZYTQaCgrGjBmTCwAYO7ZAVeV0Ovnss8/k5GR5PGIkEjIYwG9/+2sINdS4wQAUJS1JbqPR8OqrryDNsVhE0xRNUyDUVFUOh4MsS0OorVu3Ji8vZ/78uegTycnJAgCkUglNU4xGA9KJIolEDEItIwOMGZMLoWYyDZSXbw2Hg/n5eSgXCQMATJo0IRaLxGIRCLVIJIRGdZRR/k555E7W19fHsuywgfE8L4qizWaTJKmgoIAgCABAMBi0Wq19fX1+vx8AwHEcAABCaLFYcnJycBxnWfbJJ59MJpODg4MURTkcjmAw6HK5nE7no3Yyi81ltrImM213CoNDFMX4J0z4JAD5eXmPiZ5EV4+tbwDvvm1nXMGeXofF5rJYGLOZtlKiCeOs/ZRtgL7aY+4ccHSbLULA9dNP/vPbACwzjt04/uM/ezLf0n96SFQG+BRDpnFHrP26jeLDQzYnweIDSfwL73zz4+/91+Ov/dsl+7le9+1rVNe3f/ejLy7/p88s+kRHbKDd2oVhGM/5bnRiz/3k96EVz4dKvwqrXvYt/pp5+bdNzUWZwLC7ufXGqhUd1dUvfOlLnwPgXwFg9uwJrX9RXP7sS9/9FVRgNBmPJuOBWEyBUE2p2QBkZIBJkyYYjYZ//udPAQAmTBiH3AJCzeuV/H6vpmlvvvl7AMDvf/9bURTg3VM8hJrHIypKevz4sehtNBrOyAA5OVmynAIAlJbOBgCk00mj0WAwGBQl7fN5CgvzH3vsMQg1v987fKDhBn0+j81mMRjA/v17kR0+/vjj8K4ZAADQSR8AkJWVpaoyhNqwKSJtmqaoqnzrVicA4NVXXwmHgxBqiUQMAJCVlen3e3VdBQAgV0OJqAxqX1XlNWtWCQJHEFhWVlZeXh6EGk2TSAMyTiQmJycrGPR7PCKE0OMRIdRUVQYA5OZmAwAKCsYYDAAA4Pd7IdTGjx+POphIxIxGA3IdSXIjwRBq6XQSlZTlVEfH9YwM8D//8zTKYhjKYABPPPGExyPKciorK/OJJ54QBK6gYMzYsWNRFYMhIysrE0Jt2bIl/f29EGrZ2UZ0RFWVdV3NyMhAXyDQoKHXUUb5+wU8aAXEw0KRIUVyt272hkOJ/j4zSbhsVtwt+FysCEBWwB8FIAvqkOc8POehSC7TkHu7Z7Agf8Kli9cE3ivw3lAwbjE7AcgiCReBsx4pODhgRWsLcYwZsSSafBAsSzMMRZI4TZMcxzIM5XTaaTZIs0GM8Lj4SG8/fr3DhBEeg3ECRnjar/T6AorFxpmtLpoNCmK8q8du4oSbDizYKwZ7xcEh1mITWJfoIgh46vaM8Z97Hhj++OTnz27d/PVxhUV5T5RM+AOBS4YAACAASURBVJTvqiXs9NlvO0mLYO4lWMxr7XFwGH3V0XPJ2/f52U9/b9PLH3/v04eUQyfhicnTPvbEbyZvO1d1s9MqiambfTfNmNluCb324/fgxheCJf+lrv2Be+F/2apeJ5tnfQcAeueWm9Xll8o3PAXAv+SAnvI5XUteCW34UWTTc2+8/HbCq0AtDGEMQi0RleU0TCUhhEpajofCvlDYl0rHhnc1oZ1eOpQ9XgFCpaAwt6AwFy00nzW7OG9M1vAOp+wcw+u//lUsHkqmov/yr18CGQBCZcPGtSADzC6ZDqGSlZ0BMgDavDV23BhU4MmPP55pBGgH2PgJBb/57Wto4xTIAB//xBNIRuHYvKzsDHSgrOyMwrF5spKQPHzh2LynPvWkW3RFY0FUEtVNpWOCm/X5xYLC3Bd+9mPBzaJcUeJml0x/7PHxECqxeOhjkyetWr0sGPIuX7E4N8+IdsiBDLB120ZZSWQaQaYR5Bfk5BfkILVoYT06BEVj4Yh/3Pj8sePGRKIBtM0O7R9wcdQbb/6moDAX7ega3mQWjvhBBigcm5dIRsIRf26e8X++/x20HW14Xx3a7KXp6Ug0kGkEL770vD8gxRNhpH/tupUgA6CtcvkFOTNmFsXioa3bNoIMoOnpUNg3bnz+jsptDEtMmFhozAJI9rjx+SADoE1pxizwscmT0IFkJYFkjzLK3y+P3Mm6bvUKvBfHGJJwBfzR3JxCALLyx4wHICsWS3fd6ovHZQAAAFmGjBxDRg6Bs5IYGD/ucYYW3IKP5zy9t01eT2jy5Kd6b5s4lxTwRy1mp82KOx2UixUftZPZHMLF9h6bQxgwUXan2+YQenqdZqvLgYmDQ3RPr3NwiGa58OAQfavbxrhCgy6+0+4UO5lgr2gyuzDCF4mmrl+69PtJXyke+5kp//Rp6/uVsdvdib7bRXlPFOdP/tWXn8Y7bKSJZh0ev5Cg7CJr401dfb28bdfgqQPJ62N/+8+fm/WVTxV/6om3H39q1id/sPaZduFG1y075vRYCev17uuCS//lM+945n0drv6RZ85/aNt+0r/l5f8LgLOx8eLioi8A8AUALre0fCUbfAWAyN7Fzjn/Tpb912s/+bUehRDGRJFIJGJQg/GYDHXo84nodDm8EUqSeAiV+WWlAACfX9ShfO7c6azsjPXvr9a0NITK2XOnxuRnn7/QFg77z549BTLA9RuXIVRkJQEywKTHJrndrsqq8sKxhbv37IzHwzm5mY89/lg0Fkyn4/PLSj/3+c+JIre9YgvIAMGQFyfsuXnGqurtECrBoPdXr/4KZACGJW7cuAIyQE5u5p0/3AxQODYPxY1ZANyz0ysQ8ECoxGIh5AonTh4BGYCiMeTBaF/X7d5bIAPcvHm9f6AHZICDh/bGE+GOzqsgA7RfPt8/0DMmf8z+A7sVNZlKx1UtnUxFMwwAZIBYPAahEo0GM43owvGOGJABkP1AqChqMpGIQKg0NNYYMsHNW9dZlgQZ4I03fgOh4vW5CwoLQAbo6Lx6o+NKQWHu0WMH4d19XRAqyWQU7ZsW3GxdfZUxK+NGx5Xh7XGJROTkqaOZxszOm9cutZ/LzjG0Xz4PodK8sz6/IL/z5rVr19szjaB1dzO8u/c8nggjhRBCCJV4Ilw4Nq+kdAb6jJKp6PA+8VFG+TsFjHjFxAhDIBAwmUw8z7Ms63a7bTZbMBg0mUzJZLKnp8fj8bjdbrvd7nA4aJoOhUIOh0MURbPZjG6boV0BDoejq6srHo87nU673S6KoiRJaJpxxJOLD17MwjICQ/MkwdIUx7lEhuadDpKgAiQdxEl/3wA1ZOFsDvFWt4N3JwZMDO9ODFk4B+bp7SftTslqd9/otNhNZtxq78K9Q0K83y7Zu8jg8fZ3PvOlH2Vlv/Xpz2xfudLn9t641cNLPtFie2bCE28Ao3vdxliYHTL19d22WQZFr1UTh2TRIfNY1EJi7e6Oz5b9x2NzHssvBZ9cPfa0/Yall0sRsO8kjgfIm44u81D0f7/7bnzZt9Orvqdu+rGt9L/6tv3hB1nAPfvZyNKf+Jc+E1z9E9fi78oVr/ALv0/O+Do88r/xDV97+ee/V2SowwSEiVjIHw8H0lBJwBSEUNO04cXZwxGaphsbG9E83muvvXb48GG0+DUej6uq2traOmXKlNzc3Ndee+306dMQwnQ6DSHMzc3NzMyUZfnq1asAgM7OTgghAMBoNCaTSQjh8ePHs7OzeZ5XVbWhoSEzMzM/P7+qqgqtRE8mk2az+bnnnnvzzTfb2toAAOPHj/d6vRDCwsJCAIAoihBCo9GYmZkJIYxEIh6Ph+d5CKHH40kmk+l0+vnnn8/OzgYAPPbYY3l5eYWFhWazGUJYUVGRlZWVk5Nz6NChUCgEIVQUZdeuXZmZmQCAffv2ybIsy7Ku67FYDMkGAGiaFolEYrHYZz/7WTQH7nQ6jUbj448/jgYqGAyiJfgQwmg0Wl1d/fjjjwMAWltbrVarKIqapgEAsrOzTSZTUVHRlClTFEVJpVJoQFAvUCSdTv/iF79APZ00aVJ+fj4AQFEUCGF5eXlBQQEAoKGhAR0rEokcP348KysrOzu7ubk5nU4LgqDf3aaH5jNRXZZlAQDXr19Pp9OqqsZisQ+322E0jIaPTnjkTkYQhM/nI0kSx3H0imFYIBBwOBx2u12SJIvF4vF4WJblOM5qtaJ1HIIgDAwMeDwe9NwNnucJguA4jqIohmECgYDdbrfb7R6P51E7md0pDZgYi03oH6Rx0m+28pJXvt5hNlv5ARNjd0qDQ6wD85itvNnK02yYsDlcBHXNwnUTvn675MFC8Kb5+bxxv//UP11ZtjwtSTcuX2cFqXfQzJvM0IYXj504ZcxYp+0W5rSaBjAXleg9S3mtmrlDcBPx2xZTu7ujKX5octlkYzF4s+sXt7w2Sy8n9PgDQ2qn/Zbd47x2lXn7uZlww7Ohhf8dWfk0t/x/ns4A3ZvWpVa+Fl32fHrDz+m539Kr/9c26//Cqt8Flj7Xt/iL8Q1f+8XLb8SiqbQcVpQIVFJQTcfkRBoqqor2yWrDfyLD8Xg8DiH0+/0QQmQSiUQClU8mk9FoNJ1Oo91XXq8X1YpGo+g8i06pwyfrcDiM/DKdTgMAcBwfbh8ZFYSQZVkUQS38hRh4d7eZJEkQwnQ67fP5hrMEQbj3rxy1DCGMRCJIcCqVUlVVURRFUQKBADoKUpVKpWRZDofDEN7Z2qVpGjLmZDKp6zqK9/f3r1y5MhqNIkloWJBURVFQIiqJ2kffCdBbWZbRocPhMBoTVVVRC0ieqqqoFkrUNA0VRrmRSERRlGGX0jQNdTAej6OdYejrxfAooW8kiUQCVbFarQCAZDKJ+jjczmgYDX+/AQwM3naLLot10Gq1UhRFkS6KdJEEzzISy0gs42YZN8sILCOwLMeyHOsiWBfBsjTLcvfmoufzosc+8Zxkt1FuPoI5BPajFlBf/gqKdDE0zzKCi3Wjt5iTctgJzO61W0TrkGAdEhxWCbN7nTaP3SLaLaLFxFtMvN0iEk4/4fQ7rJJ5kBvpTuqRgmHuvj7ngDlIuXSTyWfr8/os2KIXnjZv+ZO4/qX42m/Iq7+hrfxvbeV/p1f+ML3yh+nV30qv/pa24mltxdPyqm/F135L3PCsees7M3/wFRiOakkYS+ppCFMQBiNpqEPtEQd0lQMh1HVd0zS/3z9t2rS2traRtoM8ZtiiUCSZTA6bEDIk5AcQPrR+oeszt9vd0NCA4/jwNeuHa8fv96uqiswMpcC79unz+YZTZFl+WPp1XW9raystLUVXfuh7QywWe1jtj4bRcG9Q9fQ9KKquyLom65qs33k2x/AEoa5quqrpaEuoDIcnvFFUCITSEGopFWoQ6jAdTygQRtMfPBwVcDwdDHlpBscwbPiShSIFhhYZWmRogaEFhuYZmmcYF8O4GBZnWJxhKIZx3ZvrdksuF88wDM/zPCdRpOCVEhwbZD5qAfXlr6Ap7i+cDMdop4NEdjVsY7jDh9m9DqtEYgHC6R9+a7eINrPbZnY/aicjCMnh4E3WsNUZHxryU9Yo0z0w5ZtfGamTTfn257RgGKpQhTCl62kIowktlUzpjzhACEVRRFcMHMdBCLu6uqZPn/4h2hk+0btcLgghRVFZWVm5ubmTJ08GAEyYMAEAMG7cuGQymUo9tH6hyyxZlhmGQX6s3zXmEQVN05CL3H2iR2TMmDF5eXkAgC9/+ctoOnHSpEnoqlfTtIelX1GU4uLiYDAYCASQDSMffVjtj4bRcG/QoHwPqgZVBeoK1BUIdR3qOoTqXTQdajqEEOp37UmFUL0TTUMYk2WoQORkaiodisXSUPvguYusi6QZnGEJkiRZlkNrKAic/fMfPWE+gHQQpIMgCAJnCJwdhqIYDCMwjHC5eAJnCJwjcQlz3HkC1kco3NuXP4ckWIp00RQ3bGN2Gz40iFuGSLuVcdpdDhtrtzI2C22z0HYrg37ajcAEp91ltzIOG+u0u8w28pHCmW2syTJ02zw4QPaYuD6L+3qX4423pr/60muvv/jKr1/8xa9f/MWvXnr9pZff/PEv3xvmpZ//4VcvvvnrF1/89Ysvvv7Sz159+Wfv/mme268kdJiAUNYSECagGoVq9FH/ZcuyPDzxJYoiOo/zPD/SdtAdsuFrsnQ6jW4CqaqKslCKfnfq7GHpT6VSiqIgP4MQJhKJUCj0IdpBg+B2u5FspPze2UiUhWZQ0azmQwmapg3f/lQUxePxpNPpSCTysNofDaPh3gA1Hap3QV6lwvujQKhAFWoq1KD+AWjPaxoqgk/U9LSciMqJKNSVQDyg3HE2DUIN7Nnbsq18U8uuxrq6uvr6xp3Ne5oaW5saW3c277uH3R/Q0rCzpWHnzp07m3fvbN4zTGNjc21tfXNzS0tLa8vOPa27DtZUtdZW7975UQv39uUeWnbuadm5Z1fL3tZd+3a17N3ZvLupcVdjQ8vOpgMtzQd37Ty0s+lAY/3ehro9DXV7Guv31tfurq/djeKN9XvralqrdjRXlDc07tz3SDm5a8/RppadtS1795xq3nuuuul40+7Tq9dWNNfs3FXd2Fpd31pd31Szq6buQHnD8WFqao80VR9ora5ura7eVVPVXFe1fGX53sMXdjQ0Vu/cWd9UXVOztXL7+/U1W2sfcairq9u9e3dTU1NTU9OpU6fWrl1bX1/f1tY20nZaW1tramrWrVtXW1u7a9eu6urq+vr6ysrKlpaW3bt37969u7q6et++fbW1tdu3b6+srHyIXWhtba2rq2tpadmyZUtTU1NNTU1TU9NIG2lqaqqurq6srGxtba2qqtq7d++hQ4f27NnT1NS0Y8eOw4cP7927t7a2try8vLKycvfu3Q9R/9WrV9euXbtv376qqqodO3Y0NTW1tLQ8xPZHw2gYDnU1tXXVd6lBb+vuT1VdXVVdVW11VW11bc0HVNZWV9ZWN+3eWd/SePDQ3l1N9Q01lY0Ntduqt9U21tbX3wFUVJRPnfqn9evXzp+/YOrUadOLS6ZOmTFt6pyiKaVFU0qLps4umjq7aOrMoqkzi6bOKJo6o6hoSlHRlKKi4qKpM+/NLSmZM23a9FmzSl577fUZ00tKSxZOea90+rSyoqLijxaoF39F8bRZxdNmTS+ePb14dvG0WdOK7vR31sw5M2eUTi+ejVKmFc2cXjx7xvSSWTPnTJ0y/Y9/mPKn96bNnFE6d86CuXMWlJbMn1I8/ZHy3rtzp04pe/vdWVOK579dNPuNP80oKl1YtnjN7NlLSmcumTtzydyZS0pnLZo9e9GM0vkzSufPKFkyo2TJndzZJXNnl5TOLpldWrJg+Ya5i9f+7t3it4tmT5ldPL1kxtTpxTNnzpwxY9YjpaRkzltvvVNWtnDKlKKSkjl/+MO706ZN/93v3hhpO/PmlU2ZUjRvXllZ2cLXX/9NUVHx++9vfOutd956653p02e+884fly5dPnXqtFdeebWqqmb27NKHpb+oqHju3PnTpk0vK1v4xz++t2TJslmzSoqKikfaTlnZwunTZy5atOT3v39z1qyS1avX/vCHPyoqKn7nnT+WlMx5550/Llmy7OWXf7l69do//OHdd9/908PSP29e2c9+9tKCBYveeeePM2bMmjlz9pIlyz6E/lFG+f/D7OLS2cWlMxHTS2ZOLymZVlIyrWR28azZxbNmTp81c/qdkiheNKu4aFbx9JnFM2fcYdqs4mmziqfOKJo69U9vvfFmyazZZfPmF02ZOnX6jLfffW/2rLkI0NzcuGDB/N7eHpvNYbM5BN7Lcx7JHWEoD0N57ne3jLrnJtkHuX5/kGFcLMs1NjYTOMMyEk16RSF65+7aR4cH3Cd70EoQnpNYRkB30TiX6Ba8bsEr8B6ek+w2/GZnz6WLV8+dvXTu7KW20+dPnTx7vv3yI+Xokfb2S71nLnQePdm+/8S5M1dunrhw7cyFG2fP3jjfduNi242LbTfOn7l29uy10+fbT59vP33uxulzd3PPnrt49tz5s+fOnj934PiFY2euHjnTfuj0xbbL5zt7bl65cf3ChQvt7VceKVeuXDt+/OTAgOnkydPHjp1oazt76dLljo6bI23nyJFjly5dPnLk2KlTbbdv950/f/HAgUPt7Vdu3Og8duzEzZtd589fvHTpcnf37ePHT549e/4hduHcuQvHjp24caPz4sX2jo6b585duHTp8kgbOXjwcEfHzZMnT1+9ev3ChUuHDx/t7r5961b34ODQiROnrl27ce7che7u22fOnLt1q/vmza6HJf7Gjc7z5y9evNh+6dLly5evnj595sKFSydOnHrUn/so/5hcvXj96sXrlxGXrl2+dO3ahWvXLly7evHK1YtXLl+6cvnSnZIofu7yhXOXL1xsv9B+6Q7nL184f/nC1c5rR48erqmqvt3d4xElh81OuTgnSQ2fqEFLS3NZ2TxBEELBGOcSec5ns9BWM0UR4geQAkUKFMlRJEehQLooUrg318W6HXaCJOnS0rmYk3I6GPQs3Tu1PvKgfdN/8ZameJYRSILFMZoiXZxL5FwijtHmIfvl9uudHd0D/WaHnaApThL9kXAilVTdXt8jhffpoSQMxKDHlxK8QUWFkicgCt5wIBnzJaOBeMIXT/hDKZ8v5ZdSfinl96Z8gaQ/kPQHYoFQLBCKBkPRYCgSiaWSmgphKJryRxL+SIIQ/A5W8nnDj5RYNB0Kxv2+iEcKQh2mUzpFcrFoeqTt8JwH6lBTIeeSSMLlkYKppAZ1yLkkTYWRcJLA2WAg5hZ8/X3mD9H+g0gm1GAgJrr9wUAsGkkFAzG/L5JKaiNtJxpJYU7aLfgUGQq81+cNQx3iGMMy7oA/CnWYTKh+XyTgjwb8UZJwPSz9POeJRdMs4/Z6Qi5WhDo0Ddp0DT7qz32Uf0y83qToS/KBOB+IC4Gw5Av7vQG/N+Dz+Xw+nxD0CUEfHwzwwYAQDEj+gOANSp6g5Al6xaBXCnilgFcMesUgx3i6OvtPn7hw8/og7nTTRIBlwgwdGjYpUF9fW1Q0hSRJgfc47ARDiwQmcKz/zjXZX1+ZfbACULw3l6Y4HKMlyTtt2nS/L8wyEk1KmIO7ez33d8C9jwJBKSzjFngP2mTGMoLAe2iKG+g3X7va2XWrlyJdqeSdh4inU1oqqSryA29nPixSEEZlGJOhqsOEAnUIw5EE1KGO1vegV1mD6TSUE1BOQDkF0wqUFSgrUNGgghYQaboOw6FEPJWKpzQZwrise2NKCj7yR1bHomldg3IaQh0mE3d+HSaZGPGz2BUZplPpSDiWiCsoJRFXkomkqsBkIo1+GAU9jx/e/Z2UhwLyS3Q45MTplP4hfhgFaUundPQnJKehIivpFHq+vpZKpu72UX+I4v+iC5oKJVGCOnQL4qP4rEcZRdehAiH66ag0hOrwGQYt1IIw/ee5w/9J8O4/7/CzFRNR1SdFrl/uvXr5tosOY06P0yENmxSoq6srKSnBcdzFuhmap0iBptwU4bn705QSTUp3Hx+MzvJoHzFPk9Kfl+FoiiNJevHipS7WTVNuhvLcU/ejAkUKPOdDrwP9Np83KokhHHM5HYwxM988hIWCSYedjkUVu41iGQnHXCTB45gLx1xuIYA52XNnr3R3DYZDqVhUSSb0eEwNBZPBQCISTifimi+YeqSEAuGoPxz3RuPeRNybiHvkiE8O+uWAX/EGFSmoSEEoBaEUgF4/9PqhNwC9ATicKAWgNwADfiUYiEX84bgvGPcF475w3BeOBIKRQDAYSIwyyiijPBS8HtUtpAIJyHojvC8SDEQjUiDtD8qBQMrni0YCbokLJyK8Rwh4JL/o87n9ASmYjCRS0WQsEIpJ/ojgSfvDSigRl6KpkJKMwls3bWdOdzvtAQILD/+E8j+ckw2ZnCwj+X0xihQcdpqhReRnBfmTSII3Zub39Vq8nkh/n5VzeXnORxI8gqFFnvOZBh1XLt8kCT4UTPq8UbcQcLHD16wiQ4sU632kuBhOoDmRFERSEklJJPw85WdpP0MHSDaAswGcjeBsBGciJB0h6QjJREgmMpyIMxGSiTB0gGXcPM2JFCtSrEhxIsXxDMsz7N0d8aOMMsoo/69wrjhFhnh/ghD8nDfMc5LLSTEWW0QQsP5+msJolqB5RvC6dTnt4SUGZyP+qIeXOMrFU0zA5U77wyJOi4Qr6g4ng3IqBhk61H2LsAxJHJu618kaSkrm4DjpYkWGFihCpEmJIrw06aNJ3/38zE1TbpqU7ha4W4Zy39/JPmJ4PRGKFDAnO2RyIjeyWgi3EAAgh6HFvNzxTgfj98VsVtLribhYD016SVyiSS/vCrG0/1bnUE+XNRxUPWKcoXw2Czs0SFrNjN3qsllYs4my2LhHis1OOKyEw8o4LBw2JGJDImYWMIvLYaUcNtxhczpsTsxKYBYGH+LwIQ43M7iFwKw4ZsUdVsphcSFQCmbFMcudRLuNstsou5UZZZRRRnkoEIOSrceF2SW71cUSnLVrwHHh+uDxtsMbNl6srbuwr/VEU11ba8u+yopDW7Yfr6g+savxSFNt3eY1BxsrDzdXtWxbf6Kx6nhD5e1zJ+nBPoEg3W7J448MDOFXrvVjH1xx/eM5GU25WUYicA699vdZ0ynY12vJzi70SGFDRh7P+TAnGwomB/ptNiuJesfSfo4NkrjUcX3AZmGDfpnARIeNM5sos4myWVjMIeBON+YQRp1slFFGGQXh7BNsPS67RTCbKMxKXDt9cej0pYFjpyFBQpoJk84AZoNBPwwHocutUi7BZkpJHIx6ExITFykYEOKMk77dcXH/ro62k9bePocD49y+ISt15lyn2ep6kJOJaF6RIjz3GJXvL50MVSYCd0Bl/trJaHH4MB8d0O3BG9d6PWLUzYdY2svS3ryciT5PvON6n8AFx+ROQh4suSMc66cID0v7WdpPER7MIXTeGERXaWYTZbe6cKebwETc6cadblTS7pQeKTbMbcPcFsxtwbxmzG/G/GbMa8a8Fsxtwdw2TLBhwp/n+s2Y34KzFpy1YW6b02tx+i1Ov5kQzIRgxt1mzGtxhizOkAUX7E4Bc4wyyiijPBx4S5C3BBnC57SxhNlxYc9B18WrgSvXtZ7b6Zu3VMwKKaevtztuHYI2Z/h6p0Y6PP23FN7pMXdxfVdDlm6q/XRk8NZQ27H2/a2YqZciSNIlEIzvWqeJwD+4WPqHczKrmYpHdZb2eqWYw8b6PPGbHQO52RNoUvJ7E14pBkBeJKQE/anBfifvClCEx8UEaNKLLsJuXOt38xHTAGEZojGHwFA+hvLhTrfDxjntPIlLDszzSLHjoh0XrbhoxX0WPGDBAxbcZ8F9Vly04qIdd9tx95/nBix4wEq4rITLjot2zGfFAlYsYCHdFtJtIUQL7rNiYSsWthJuB+ZGrjzKKKOM8v+Oa8jPW4IU5rGZKXu/+WBlHXvhSvh6p/fceejEQv3d3I3LYVN/1DzIX7qiDwxFzf3UjUtxyuy1dLsHbwSGbllOHXR3XqKuXWzbWU9ZB1macZAMK4Q7u60MHfgrJ8NotHIBedg9s4t/Ncd4Bx9NhO4S+MvZRRdayI6czPeRwmFj0Qyq2UTQpDQ0iH988mcByAMgLy9nYm72hPFjnzQaCm92DBCYwFAelvYylAdVcdpdly50+r0Jm4UmcffdmViRwATMwSGcuPRIwXEBxwUHyTpI1kozVpqx0qyDZJ0ER+AciXEkxhE46yRYG03ZaMpGijZSdFIOgnSQOEHiDIEJTkKwUYyNYqyUYCUlG+F3Yn4nSRAEQWDSKKOMMsrDwSxRVq/NwVvslN1q27W1HD/dxp854zpxJHqtvW3HxsMbV5JX2tJOS/BSO+w3e652xAeHHBfPHtm26XR1OX/jcry3x3b0MHH+7KmqOnbISuEuByGwfOJi+xBGRP5xncwrxexWJhpWB/udyTh0MT6joVAUwx5PFNlSwJcEIC8e1XEnL3BB3hWgCJHE3bwrgDm4tlOXQ4E0S3vRzCR6gjBDeVyMj6E8JO7GSe8jhSRFkhQxmsNozs667KzLznIYzeGUQJECTQg0IVAkh1Ocg2UcLOOgPQ7agzMYRWM0SdGkiyJEnBIdjMvBuOyMaKe9DiqIE0GcpiiKogjvKKOMMspDQSAibjJKMX6X4PeI0uHaeub8BfbUKd+FM55zp6GbhD7XhYbtPYf2Jjs67fsOBzq6TEeOtdXsgC4KxgK2tuP4qROO40etJ4+frq4XbE6a4FzukOhVT7X1EFTsXiermz17ttPp/P/Ye/PoRq773hO9SC11t9TaLVte8hLHx3meybyTOXlzEr9MJvEkeklsR/GW2JZsS9G+2VJL1tqL3JItxdqlbja7uQMgwQ0kCBJcwBUkQSwkQRAkQGy1F5ZC7VVAFba688clqZainpecOZOW/brOyyVJegAAIABJREFU9/AUbt2691aB9fvg97u37oVzwCNpGsYP0TSDppmPmeMjJaEpaecog6YZmJKIMRthCkPyx174ZTbDx6IIiUk0oVxydH1EGUrejOAb61iGkgmMN5kOM7kSRYgXS89m2FQSTyXJrSiJo+z0pL+Q1yhCTGxlchk1l1FSiSySytr7Rt9/r7Gjvau1xXK2odnW1U/gWZLIpVPE6koESZNwAhEcy9AUg2OZrVg6mcCYvBCLpgg8m0riGErHoilRKG5uJJA0mUxgNMXQFJOIowVGZPLCRiSezbAkkevrdbgnZnlO2dxIoAiVSuIkkUslcZh/IxLPZblYNJXLcskEloijNMXA9Q0wlI5vITTFpFNELJqKbibNHbbNjQSG0rBGHMuE16KpJM7khUQcZfJCKolnM2yBEeFkGfkcn6ELSJrciMR5TkklcRzLpFMEzymR9S22ICUTGJy6IpnA1sOxVBLP5/hUEk+nCJLIIWmSppj1cAxJk7KkBfwhJE0iaTKX5eCFJBMY/JtMYChCwXu1EYnnc3wsmiowIpwFA0V218b7j1ce9pteRAUCK1w4ChnFxcu6rE+scikxlxJJVMQxMUnySZJPUHyC4lMkh+Icvq0Cju+8CISLKC4SGE8jfAYpZJACiWVxIpuks0k6m6CzCbqQpAoIwRMYR6BigOaXiEI4k09iVD6Rdp9tYfpH2IHhzOBgYdpdyeOgVgLVyusvvRIdXqA86/3OgbbOjrKqAx0ABeD9E7xznLTZScew4623qXAMR7JERuak+vTscjqZ2zXsppaWlueee46iKCbPk0QWSdMokoGdQyTOkzhL4ixJMCTBkESOJHIkViSx4s5RnsT57RRMyZClZJw6+sSL6RSVSpLpRIFAxUuOro+IwHgc5YoKKOS10EryS1/6o/U1JJXIXSydphgkTdIUSxFClpbd414SF9B0IUsrNCnlMgpX0LO02GUd7LT2EnhWljSaYqCJz+d4UShKYkkSS9AOwkVzoI2G2XJZDqYUGDGf47MZNhFHZUnjOSW6mWTyAobSo67JxYUAnHaEIvOrK5G10CaTF5IJTBSKGbqQoQskkctm2HyOLzAiW5Bi0RQkUIYu8JwCa8nneALPMnkBtmRxIdDR3jU3683QBQylKTLP5AWBVwuMyLHyViydz/EQbxSZ5zmFJHIwhS1ITF6QxBI8imMZUSjC1w2RNAnnXqLIvCgUVaUs8CpkGLwh6RQB2wyvXVXKEJYkkSswYi7LIWkSVoeh9MK8397vBAbYiMQ5VoZXmkxgqlLe/m+8BGI+9M//UV34vDAkwWCEdFmX9YlVPi3l0xKFSQQupSghRQlJWkjSQpriMYIntsUSBIuRLEay8CwSFzKokEXZLMpSeI4gc6lMLpXJJTO5ZIZN0SxKCiTOk5i0VlBXclKMFVAqx6Yx99mWfN9wwe4k+vrE+dn1uXFQKykCD6qg8+X31+zT7zS8VwV1iRX5LD/jnFFmlomufnl0ina6ppuaqzleEctpnEuiBdfYQpaWPyDZe++/9cSTj+FEulAoZLPbC0Bf8Krvv1ppE+VwlPtQOsriKBsJp7K0GIvFjx07QRAEz/OJOJ5OUZfO4ny82IIUWd+CLhHHylOTHlnScCxzsXQUIaObiUQciUWRVJIcc81zBV0W6wTGJeMZNJ3LZSQkTZ5taG5vswq8Ao0yW5CQNMmxciyaQtJkOkWUilXokwm8ynMKW5DyOR56JBSZl8RShi7kczxJ5GiKIfCsIuupJF4qVrMZtr2t097vZPICxAn0qCSxlM/xsJE0xWToQjbDQvcIfoTl0xTDFiSOlTGU5jklm2GZvJChC0xe6Ot19HQPWC09+RyPoTTMxhakXJaTxFIqiZd1o1SssgUJuuMFRlRkHUUoRdbhVF4UmVdkHUmTJJErFasZulAqVgVehW4lkxcoMh/dTGIoDf3CVBLnWDkRR3NZDk69iKE0dPJgy/M5Hh6t1wCSJi3mbqulB0UoCLZ0iqDIfFGtRNa3INUuhbh/swoZukBmM5d1WZ9YsQTDEkyeYjI0Q2QLaL6A5Dkkz6E5gcgIJC1lKClLSgwhMbjM4PIWy22xXIopoPkCmSlk6EKWKmSp7aeDpjma5rIUxxAch3McJmWYEplVCozMkQUBx11NzdGRQWRwUHFP+t5+h3ONR802UNRrOQYY4Nev/QuoVZlYHGgAdS9Rw57w++a8zV4acTOuMedbb5FrUQLNIbRAMqpzwhONE7uG3dTW3vTU0z9LJKMYhmEYhmM0SWQJPP/vJRmazmVpcX1949SpV8LhcD6fx9BsgZEvXI3zkyCKzKMIlYijSJpEEQq6KRAnH5uOImQ6hcNVsCmyMD3pz9JyKpHl2bIk1OAox1yW6+0ZtFq6Y9Ek5Ieu1WmKyef45qaOYec4tPXmDputqx9FqPgW4hh0DQ6MeBeDfb2OSfcc9N54TvEtrSx5l21d/d02Owzo2br6bV39b791urXFUmDEbpv9bENzT/eAIusYSk9PzVstPbau/vgWAjmHItSAfXh2ZnF2ZtHcYQv4Q9HNJMfKkKwUmacpJpthCTzb0myem/WeOX2eIvMYSgu8SlNM0/n2rs6+5WB4emoeBvrmZr2DAyOuEff01HwijqaS+FYs3dzU0dszmEriiTgKcRjfQuz9zoV5v3cxaLX0RNa3VlcivqWV/r6hwYGR8FpUEku5LOddDLa1Wh2DrrlZLwQtx8rdNvtyMDxgH+7rdawsr2MoHfAv9/U62lqtPd0DTefbVaW82xL3xCwMWl4iif9m8fkcn2Hyl3VZn1gJNCfQHJvl8jmOZniC5XFWxFmRKMh0Xs7k1HxWZTIqR6scVeSoYlIQk4KIcjzB8pk8n8/xTJZnsttPRy4n5nIikxU5WhQpUSTVbEGj80WOVcUML5Gkq6l5c3ggZbcLo2OGdwnr7pNnFryTM6BcVWSlpBZrZR2Uq1MjU9Gh6YxrId7Uy/Y6aEtPurvX3dCg0wWJ10hGzfL6xJw/jeV3Dbuprb3xZ088FNlYTaeTJImTJJ1KIevrG6kk9oEu3JJkKknufEikUolUEk8lcRyj41vpzeja+6ffWln1bsXDkUgkkUjsrALzSVE0usHzLIYh+Xx2bW01nU5ubKyTJH6xdIIgcBzHMCyyHsNQKuAPayWDplgMzWZoDiIhlUJaW9vfeeedsbGxtlZrp7UXxzIFRtRKtbfefN9i7s7QBVUpt7d19nQPwHnTbV39fb0O2Mlk6+qfmvSQRG5zI9HSbF5diaRTRCqJBwNrolBUZL3xbEtzU4coFHEsw+QFq6Wno71LEkvexaBj0LUejtEU03CmaTkYhnG/c42t9n4npHJP98DE+IzAqwSeZQsSDEKyBWk9HGtv60QRqul8+1YsnaELsqRhKN10vt1q6YFR0FyWC/hDrhH3WmgTRSjHoMvvW4UBw4YzTT3dA0W1wrGyvd/ZbbMzeaHxbIutqz8RR9MpouFMk62rH4YTB+zDM9MLHCv7fatWSw+OZWLRlMXcvRGJQ8/ybENzp7U3QxcoMm/r6h8ZnqjXAM8pZ06fb22xwD6zmemFjvYuHMsMOUbzOf7STe8tfiCW/6guPFoQ2YKSZ4uXdVmfWBW4XIHLsVAsw7JMgWMKHJPn2DzH5jk+z/EFVuQKosCIAiMSokIIGs1rOVZjGV3IbYtldJbR8wUoDYplNI6WWUqSGEnIF3iKcLSeDw33Rgd6Vs+cVifdqc7OhNkWH3W9e/J42dBroAo0ydHYsOwa3xqZ9DV3FpyTrMNJ2nriXbbR0+8Xkql0Co8hFKuU54OrKEntGnZTZ1frD3747dNn3j527IWnnnry+edf/MUvXn755V+ePPHyB7pwO/Grkyd+tfPh+MmTx0+eeOXkiVeOH/vFMz9/4dXXTv3Dt75+puGt19945dSpUy+99NKxYy98onT06BPHjr1w7733vPji8y+++Pwvf/nyyZPHf/GLkxdLP3bs2AsvvHDs2LHnnzt+/lxrR3s3W1B4rihLZY5VZUmrlIEgSFZrV0dHB0VRklhi8kK1AvI5nmPl999r7Ot1aKUaW5BaWyy2rn5Z0jJ0ob2t02rpoch8LsuZO2zOoTGBVwP+kNXSU2BEWdKyGVbgVYFXM3Shr9dh7rBlMyxc46O1xdLSbBZ4dcgxCl23fI63WnoWFwKlYrVeAxZzd0uzGUWoolppburotPYW1QrsA4P9WwKvzs4sQtL09gzOe3wCr8LwoNXS03S+Ha5aQhK53p5Bc4dNEkuypDU3dbS3dWIoLUta49mWtlYrbGRLs7ml2cwWJEhcJi/Iktbe1tnSbJbEEkXmzzY0d9vsHCuPuiYHB0Z4ToH8HnKMImlSkXVzh83cYUMRCkmTHe1dVksPRWZIItfR3nWusRUYoMCI42PTndZeGF2kKQbenEsh5QMJ0kd14VFeEfjS/98zSl/WZf1/ES8WeLEgQAmcIHC8yPEix4oCKwqsKLGixAuKyCsyp8icQislWq7kpEpBqAhcVS5sS+CqAldleagKlMBV+IzC0bLKqVKBEzPUUFvTqrMn0tfFDDnI3h6ir684Pd9+4jio6AWRUUpyRWaBKre+9vr6gAsdnqL7XaH3z5TcU0hf/+S5Rj2XL6plvljN8upbDed+9evXdw27qaX13BNPPhaNrSMIguM4SWRJIosimW3fK4mnkviOZ4akUkgqQacS9L/2ySgyl0qlkqmNf/n1qUpNUkuFUkkFoF6vVz9R+mCRAFAHoK5pxXJZ+0jih9OrlWqpVtclSeI4bm52kedktiCKgkpT+UKB07RyLpdpbGxobTuvqILAK2xBFHiFyfM8Jzc3tbe3WQuMIPCKxWzrtPbADHCfLYi5LNvWamlvs6ZTeHNTe0d7Z7UCOFbStZoia7JU4lip09rT1mpRFV3glVKxYu7oOtvQlKEZq6W7vc0qCqqq6C3NHVZLN1wpzdbV13S+rcAIpWLFYrY1nW/TSlWekyWxqMhapWwUGMHeP2Qx2zYiW/b+IdiqolqWxGJXZ29LcwfPybJU4jl5espj7ujCUCqdwkeGx2em53NZ1qgDW1dfV2evwCuqop9rbIGn9HTbO9o7da3Gc7LFbDtz+hwspKO9s7dnYPdKu239ZxuaensGBuzODM2U9XrDmfPtbdayXq+UjfY2a3NTu6roulazWrrPn2vdiqW0UpVjJb9v5czpcxuRLSbPy1Lp0uhDmyjLoqzwssJv78uiLKuyrMqSBiXIl3VZn1wxpRJTKvFKSZJLiqSWxG0VJVmWZUGR2aJcKMmFksyUZKYks0VRUEVBkQVFlhRZUmS4z6sir4psiWNLHKvlWS3PallWy3JikRVUQdfYoiiwtLPt3FZfd6zLumWzoAO9gaHON48dBXUFaBJQi6ERF6hKoMSCaqX3dMOi1ZZwjIqz076zZ3yt5+3vvFGk6aKoUjSTy/N+v1/X9V3Dbjrf1PDU0z9D0ARJkgiCJBMokiZQJPOh8YpEliSyJEmTJL09Omt7w0kSh3loKk/T9GZ09fGfPgBASa8IqiobRu1fQ+KSS5IEAOrFogJA3TBq1Wq5VqtcLL1W04slCYAqAKBYLI6PTWVoBvJAVfRSSa9W6yzLdHS0ddnMiioAA6iKDlFUKlba26wtzR26VivrdYvZ1tpiVmRN12qd1h6L2VYqVrRStbmpva3VAgzQ3+ewmG1aqcoWRFXRtVJVEotsQey29UOSQbaZO7qam9rrNTA7s9Bp7cnnOEXWbF19oy53rQrYgtjV2XuusaVUrBTV8oDd2XDmPGySKKilYqVWBQSeaW+znm1oGnW5u239b77xLpPnBV7RtZq5o8vW1QfJB3OaO7o6rT2tLWbf0jLHSqqiq0rxXGNL0/k2VdFVRTd3dA3YnRwrtbdZ33n7dLUCIEFbW8zwbrS3WTutPZJYnJqcazzbXNbroqBqpWo+x5X1eoZmLGZbc1O7LJWKatnc0dXaYobc7bT2tDR3GHWgyJoiaxmaEXilrdXiGpmAKZdAH9okRZEUVVBUYXtfkRSlqChFRdahROWyLuuTq4KmFTRNUDVZ0VS5qEnbKsmKoiiiqnAlhdUUVlMKmlLQFK4kiUVJVBVRVWRVkVUF7gtFSShKnMZzGs/pDKcznJ7j9JxSqsrFilqviWVVFnLD7edjvbZNqxl39Me6zNY3XgJVqVYRVTazOOEODDpGnd1A42q6Blh+6N3Toc6+LVsnOtCfHh50nnlXpShQMSRZy+X5ubk5VVV3rfpF34yObhAso4dWkjQppRJZHGVzGSmVoLffhr5wnZed+QwxlEax5PETzwNQMUAZAFCvA1UtAQBKJb1eBzwvAgCq1Tq4dFutZlSrddgGTSsLggQAUNWSYYBazQAAlMvV3RYaBjBAGYAKJJlhGBMTE9APU9WSppUVRQEAKIrU2tp8vukMABVZVotFTRTlarWuqqXxcbfdPigIEoriHR2Wvj57sahJkmKz9XR390qSwjDs2bPnrNYuluXTadTpHFleXq3VjHg8GYlsMgwrirLHs9DfPxCNbsE2t7V1dHf3CoKE46TTOeL1+gRBam83YxhRLGqaVu7u7m1qaoHX1dDQaLF0Fgoc/Ai/jkhks6PDIgiSohRZlm9oaMxm88WiVirp7e3mtrYOSVIAALKsbm0lenr6cjmmVjM4TqjVDJblGYZdXV2zWDqz2bwoyk1NLa2t7QAAm63n9OkGAECxqHV1dZ89ew7eXtiGUkknSdpstqbT6MZG1ONZ2NiIlstVTSvbbD1tbR2lkq5p5ZaWttOnG/L5QrVan5qaaW83FwqcYQCv14eieDab7+y0zczMlUr6JVKpVCqVNLmkySVNKmlSSRNKmiCIOQCquVwGAEBRGaMOFFkHdYAT2ovH3v3ePz766GO/ePCh4/c/8OJjj5+6+55n7rv/hcu6rEuuH//4uYcffvmJx1975MFTD/zz8YfuO/nQAyceuO/Y/fcff/jhXzz0+Mv3PXzyrn9+7s57nv3Jg8ce+OnL9z/40v0PvnTvQyfufejEPQ8fu+fhY/c88uI9j7x4131PPvvCv3zvn+594blflksAVACX4UENsLqeLxblerla12sS5zj9LukYSnb3rLY0DZw6CaQMqAiAo8MjQ2TvcLSla87WHp1ygTwDSjpQNNuJV8Lt7ZtW63KH2f76G0Cr1yRNk3U2y7lHRkD9A5RclGRIisllVLiToaQMJUU3UFms/ntJVq8DTdMgGwwDCIIAjeml2qrVerlcvTClXq9XKjUAQL0OeJ6Hifl8vlKpAPBRkrndbpbldb0CgSdJkqZpLMs4HANdtg6GoYtFDfJb08oAAATBBgYcXV3dNJ19//0zTU0tpZIuy2pDQ+PZs+dUtQSNfmenjWFYAABBUAsLXofDOT09K4oyAEDXK8lkuru71+Fw6rrOsnxbW0draztBUKpa2tiIDg+72to6IpFNVS0pSrFQ4AYHh3p6+nRdF0XZbLYODQ1DomhaWRRlWZa9Xl9XVzfEm65X2tvNKyuhfL4AAGhr63A6R4pFrVKpFIsagmANDY2Njeffeusds9k6OTmdyzEAgFQK6euzu1xj4XDEau3q6LBQFGW3D5rNVpZlKSpz/nzzwIBD08rlctlq7YLY07Ty1lZifX3Dbh+cnfVwnAAA4Dihq6u7v38gny+wLD887HI4nPBHTzyetFg6LZbOUknLZvOtre29vf1LS/5kMq1p5UskTdM0TVc0XdF0WdNlTRc1XVRUtliUqtUyTdMAgGqlxnPK448+/uTRV5959o0337K0tbvaO0atne6+fk9v31yXbeqyLuuSy2KZ7uyc7bLMWNonOzumejrn+no8vd1zzc0jZrO7s3eus3euvWuqrXPS0jfXM7Rk7Zq1ds2abdNm23R792R792R7j7u9x93rnP31m80NjdbjL772zz956J++/U+gBkRO1ACgJYng8tW6Dmq661xDpL1j8b33iaHBkLmtLlBcLp3wzS712jCbA7M5/IPdy86+Lc98Jo2WGH6pxUKPjCB2e6S7Z+S992tqpSZplWJVLEjTY2MfJtm5tqNPPptK4nC+JTRdwBAWTQmpOJuj9SxVJFBxfQ0JrSS5gh7wbWKpIpYqbs9QBWcKSfNYmsdRDkPyKIoeP34cRueAAeo1uIJ7vVI2ZKkEDKCV4Jrx9Uu1GnelvL2cPGxYtQIKjFCvAVXRYQZdq6mKXikbMI8BKgBUDVCBzHNPzLAFEZ5o1IGuV2o1A4C6IHBMIQPAtj9XqdQUpQhvsaaVOU6oVGoX3HZQqxnGzhLgLMvzvAidQkgjSVLqdaAoRV2H9QJZVjlOgLRT1RJELywcMhU6lDsYLmSzebjP8yLHCYYBdL0iyyossFjUoKAzyjAsbJuuV3S9An2veh2Uy1WGYREE221nR4dlfNzNcQLL8uVyVVGK9Tqo1Qx4sZpWhs4c2PH/yuUqzFCvA8MA1Wpd1yvVap3jBHijYAOKRQ26ffU6YBg2l2PgzYEXFYvFdb1iGCCTySlKEf4QKZerl0hw08plrVxRyxW1XJHLFRkAnc7gANRRFJclDdTBT370yNtvng+tx1StVgOgaoAaADUAlFIVplzWZV1ygQoApXpFr1Zrhg6ADoAGgAZAFYBKFdS0OigDUAWgCiqCJlAsKAFQAkAHoLxTRB2AOuAyHPyosCqN5t/59el77360VgMImdXqdVAHoFoHvDhy9txyT/eK2brV1798voWwD8Wt3YHT5+OWnvXWzlCTecvSGTrfPPnG6ViXMzs6v3zWGuuwBU6f3+zsm2loBWLZkCqgAoqiNj0xDowPOHJRkkUjmWgkw2R1LM2nk3kc5fQSiG0S/16SKbK2W5lRN1RFL+tlSSxeKpLVa6BWNbSSppWqkF4QbLUqyGaywABGHRh1AAzAFlhgfAzJOFaqlI1aFVQrNV2vVCo7Xyao1uvlWs2o1WrQmlcqlVKpBM2xqpYgLTRNU1W1XK7WavVyuawoCjSRiqKqagkSDoKK50UIHllW4bnVap3neU0rVyo1VVVlWd5FRblcLZVK1eoH7qZhGOVyefcjpFStZhiGAYuFFNk9uksOXa8UixokUySyGQyuZLNZQRBoOutwOJeXV3c5WqnUYM5dz7tSqQmCIEkS5I0sq9AdrNUMluUkSYEVlcvVSqVWKpUg+SDVajWjUqlBoheLpWKxWK3W4RXVagbHbbvLDMNWKhUYIr4Uglu5Wi1Xa6VqrVStqdWaquuSXlYxDAEA1Gvgzh/cae8b9y9t6FWglKooQUSisVgisb65uRqOJhEyGo9f1mVdcsU34sn1eGIriaD4Foqux+PLGxvLGxvxdBonMhk8m46l15bXQsEQEUMFio2uRKMr0WgoGl2LRiPRaCQa3YhGN6KJSELkxEQsAWpA4TQhr5x5r+Wee+6D4SxFUkqyanDCdLvZazEH282x3r5YZ/dmuzXR2RNpsUiTnqRtIGkbIAcc5IDD19ie6HFtWh0bbf1b5u6NVuvimSbPuY46r4GiAeqgKGpT42P1WvVCkrUeffKZD0cXC2iKK+TKG2Einy2GVpL5rMrkivNzyyxT3CbZ9hwhHyzvskOy9PHjL15g+kG9DmAHCbRr0ICCS7eVy9VazYAGFDJA1ysUlQEAQM8GGlMAwM7fGhyBCQCo1Qw44WG1AmpVUCpWtVJV12rFYlHX9XJZk2URAKAoiqqqAADDMIrFoiiKMGgJ41IwXVGUYrEIAICwqdfrpVIJIrBcLouiCINUAABZlqvVqqqqHMcBAGCearVaLBbrdej/VWD5xWIR4q1WqxmGIQhCsViUJKlarVYqlUqlYhhGvV6XZVkQBDj2DmwHVyvZbBYyA7Zc0zQYXJUkKRqNjo+PW63W+fl5HMdhg8vlsiAILMtqmqbrOgAA/oVtq1QqsAcRlg8vGZYPXdFisahpWm3HM4XXLggCz/MwUVEU2HJBEGCT4I2t1+uGYaiqWr9kG/yvrtfr9bqh1w29bpTqRqmkCQBUDcNg8jzLFN964/z8bBjUAE6UVlaJRW9ifmFrxBUYdCxOToW9S8nxidXLuqxLrtnhLY8rMTOTnJpLjc3GhidDoxMrnvFln9O70jez0T0V65tKDs0mR+c3XNNhpzvtmE47ppPOyeTweHxkZFfJ8YmYcyrmXop5IkWmSqKl5XX2vUZnNisAA2SobF2r1tXiYJu5t+HsUo99+lzTpq0/1tmHDYx4G5rXzd1j758N9Q4EG85HOzqXGs0hq2P2rNnX1htota2a+xyvv+ex9AGpCmrAMADHFZ2jrnK9tmvYL0qyHF3imGo8RuMotxUlkVSeZYqpBP3vJRn8DQ432BMDeXaptlJJBzuUujBMB2EAHQgAgCAItVqdoihIslpt22VxT8wKvFqvgWrFKKqVagUAY9uuQc9s+xd7uaxp2q6HBE0z3JdlWZK2a1EUBbIN7ACJ53mYUq/XAQC6ru9mMAyjVCrtBiV1XZckSVGUCx0vWM5uBrBDDkiyHf9m+5Lhibvlw2ywXkmSdvkBt1qtBtGraRrHcbqul0ql3SuCGXZL1nW9VqvJssxxHCQrzCBJUrFYhPFQAEC1WpUkabf9sJG7Ne5eaalUurCRsA3GJduAYYCd3bIBygbQDKABoNM0LkkSMMBPH3t2zLVQyJV9iz735Fpf/5xz2Occ9rV3uDq73PaB+aZmR2eX+7Iu65LL3uEd6gz09HjbrbOtXdOWvple+5zD5n7nxbd+df9zz33znif++h+f+rvvP3XHnY9847v3/vU3n/vGD577xg+e+ft/euaO7z79D/+wqx/9tz977G++PdXeP2YenhiYlTiQJuut1pkXXjilKiowAKiDmqKuTM2Omi3OM+fcDY2+822L758LtVhm32nwvNfY9+rrc83t0//y5uI7p+fea55rME+82zzXaJl69/zUu+fnmsxx9zxkAzc8AAAgAElEQVRQDUiyQkEZco18mGTnG48efSKVSpFEFsdoFMnAxU1Wl2M8q8F1KeF8FnB6CCylYCk4w33+woU3t0d8oOnjJ54DQDeABkAVmkWCIAAAuVzuQgt7qbb6Tm+VLMuQLuvr65qm7abXarUL7Sa0p7VazaiDagW4JzyioBl1UKuCsr4dmaxUauVytV6vG4YBzT2sCPaoqKoqCAIAYJclsEC4DyOQH7HgsAEsy8I8hUIB3rRyuWwYhq7rF+YHAFSr1V3IGTsAgM4NLArmh6VBDECXCOzwA5a8e9ZuyZIkwcbD/QurgC0HO0S88KI+QsFdRMETdV2HTtXuWbsI3K26Xq/DVsH7WalU4B0QRRG25z8YXx9sdWDUd0lWMUBlh2QVjisAAAqM+PijzznsM4kYOz6y2to6/t57/WfPDjU3j547N9zVNdffv3Tu3LDZPHVZl3XJ1WKda+1dbLRNvd022Gh19PY6+1vMnad+9e6dd3pfeckYs4ONORAbBzFHnR4BsqeOToH0FEDGQXocpFwg4QJbLhAdB75B3Hruxdv/ou8XL091dE30jK6upKenVn54592VKigCUCiXdQBqRj3lD/a+fXqy1Tx0urH53TfNZ9+3m1sHre2uM41jZ89PNJ0bOPPuUGt795mmgZbOgZbO3tNnO99+j1yNqGQBVIFWAToAGaE0ODF+oRG8KMkIrICmcyJf3lhP81wxsp44dPC6+Bby7yVZpVI5ePCgyWS6/vrrRVHcNbsfJcx/1Fav1yHAoLWVZfnWW281mUzLy8uQEAcPHtyzZw900RRFMS5Csg/1vdVBvQ4Mw4Awq9VqqqruXiM02RBsuwSq1+u7VNv1hHYRtcs8aPTBjlcHz9J1HRrSC2vZ/X0A7zks80LGAABKpdJuorFDo1qtBgOPsMZdwIiiCCkIa6xWq7uAh917u43f5Rl0RmFFH8H2brG77YRuK9yvVrd/B8B7CPPDhsH8MAP8C7+7/2B+fbBdhGTVagmAuq7rwAB3fPOH0QjlW0wM9C44nSt9fV673edwBK3WmZaWsa6uuaGh5Z6ehcu6rEuuju5FqyPYap8/axuzDE4OD0+a32989b6H1pua0k1nM21nor1nsbFzudlzyfn3gtNvYp42YraNmGsiZpuImUZiqpFwNxLjTevnT6Hms0vvvn7s29+dsXQPWxwbEXJhPvLgQ4/r5bpQLouGoQOgV8p1hgVSCRTLQC6BSslQBFDTgaaAog6UEiipgMuDcrXOiKAMgA5AUQdyEZSqcIyJXKyU6vW8XB6enrpwDLrpfKPl6BMvphI0iQs4yqEpAUuLaErI0XpsI0sTSjRC5TLKHtPhvaZDWVrEUhqW0i5YZlOE8cbNcI5A5WyG/fnPn9W0IgB12P+fTCb37NljMpn27t0bCoWgLavX67v9QLt9Kvl8Huz4Dbu22zAMaFXL5XKtVoNezu5vf7DjbdTrdYhJsPMbH5q8QqEACy8WiwiCvPvuu7uEgNUBAEwm0zXXXPO9730PAJDJZD7zmc+YTKZd62+ASkmTAaiyLAsAGHaOMXleVaocq3KsyrEyx8ocK3GsxHECxwliQRIZVcxXxXyVZ8o8U+aYKsdUuYLOFXSWVVlWZQp1pgCgpOwHEvNVkdF5luNZjs0DNg8YBjAFkOflPC/nuVKeK3GFy7qUEpmSyJT4gsoXVL4g8wX4D7C9hgDHFSlKPHr0RDCQcI0tOYd9Pb0zQ86l7p5p57BvYHChu2d6eMQ/5Fzq7HKbLWM9vTMDgwvWzgmLdXzQsdhv9/T0eAYHfcPDy6dP9/f0eMbG1np75wcHfXa71+HwWyyTTmdwbGzt/Hnn6GhocNDX2zs/OblhsUzabLPDI4Eu21S/fX54JNDbN9thHp2di/T2TQ8MerpsEwODHteov9c+Z+maGHR6nS7/wNCi1eYeGQvaHQt2x0LfgMfuWOi1z9l6p13jy6MTK+2W0Z7+2a6eqV77nGt8eWjE124Z7eyenJ7b6OmftTsW+gfnbb3T3X0zA0OL/YPzVpu7f3D+YwWr+O1T/4D3N1pDfQt9ndMdo762EW/XkK+/YzbcNvLWn/8t9tzDyuvHuNeeA+Z3Sp1drM3Kj9gF10BlokXoepM//waYGEF6u9I9nbq937C2c2+fEN59aePEs2/8zXfOjbobhxddfatr3tzjj5ws5Mo0KeWzRZYpSkIFzpa3YzmhVI5Vtx+xD6V/SHC6PhShgAHyOX5q0mNcMBr8oiSLR/MUruboEpbmTaZD1Qowma4OhxIXI1kyxiNJniRyzz//YrVahj/uDQM0NjZeddVVp06d2rdvX2Nj44VhMVVVGYYBAHAcB3nDsmy9Xt/1MyDGdqNb27+DAdgdpAffUoU/58EFXT7Q8dotB0ao9u/ff+DAgV0nA+aXJOnqq682mUwHDx4MBoMQbIcPHxYEYae6at0oA1CtVquyLC8u+Os1kKG5gD8c8IcD/lDAHwr4VwP+1UBgORBYXvGtriyFV7xbK96t4FI0uBQNLG0FlrYCvs2Ab9PvD/v94SVfYsmXglpd+EAr3q2Vpc2gPxD0B/zelN+bWlpKLflS3mDIGwx5AxFvIBLwXdal1MpSZGUpEvSFg75w0BcK+uA/QGh1JRIMrEUiybW11L33/swzF3Y4PYOORfvAvHPYN+EOOYd9wyN+W/fUiCswOrY8ORWGH8fGV6ZnIqNjy1PT6wODC05nsKfH43QGl5ZQtzvS17fQ379ot3vtdq/FMmm3ez2exOhoaGBgaWJi3W73dnXNDA76Zme3RkdDPb2zrtHlCfdad8+MazTonlxrPNc34V6xdo45h71LvkS/fbbXPjc8Ghhzr3b3zVi6JqZmI3MLsZ7+2f7BeUvXxMhYcCmQHhkLtnaMdPfNTM1G7I6FqdlI/+B8m9k1OrEyPbfRa59rM7sGhhaHRnxDI77+wfm+Ac+g0zsyFhydWBkYWvxYOYaXfis14PD9Rss16Bvs8XS6ly3jgV7X8lDX4oZ57J2/+HrxzROpp+9nX30WPfXET7/wO393YH/a0rze+G74nac56+ua5QzZ0pju6bzrP3/pG/v2pl8+Sb/6TP71F9ZeeOr1//7tpvGpplHfaH8ovJT//vce2QgTy4GtlWB8JRgNrWytLK/vmM1dhQP+8PYj9tFD21oOhpeD4fVwLLS6kaEz2Qw7NempVj7UT7b7ZvSHooupBI2mc3BS9gIjrIejJtPebHZ7zP3Om9FZDM3CFALjE1skjC7WgWqAIgB6uVL8xje+YTKZNE0zmUzf//73d0kmy/Lk5OQdd9xhMpnefffdTCYD08fGxr761a8eOnToiSeegKPvKpWKzWa744479u/fbzabYc5KpbJnz549e/bA/UOHDl111VW6ruu6fsUVV5hMJhRF77777q997WsIgsDar7jiChjnhBjb2tqC/DOZTIcOHbrzzjtvv/12+PGGG26AMb2NjY1XX3t57z6TaY/p+PHjiURiZTks8Ep0M/2hd8NRCkMpDCMwjMC2V8dJYngSHkVxBMURFE+heArFKBSj4H4ao9MYvX0WLAfDMDyFEkmUSKIIjyI8irAowm6fheZRNL+72vdlXRKR6TyZzuNIFkeyOELjyPa3n0pi8S0MRbPxOP3oo8/6fVtjE/7RcZ9rbNHaNTw3vzY4NONZCPfZ3Q7nrGtssX9gsn9gcsEb6e4ds3YNT0z6u7pd427fkHNpcip8+kyPxTpuH5h3T66Nja+4RoOu0eDkVLjLNjk+sTowuBAIoo4h7+RUOBBER8eWncO+IeeSZz42M7vR2TU+Nh7s6h5zjS2NjvvsgzMO5+yAY3rJH21q6XWNB4ZHfe7pkC+Y6h+c67XPtJmHXeOB8cmVqdlwV4+7pX3I6Voacy/32mf6B+ccw4ud3RPDo77puXW7w2N3eMYnVxzDi67xwJh7ecy97BoPDDoXYM7RieDQiPdjNTzq+63U0LD/N1pjrqDLsTQzujrpXHWNhQccAa/Dc/Ib34kefXz9pw+LDe8svvQs4DlQ0T937aGBtmbul6/lXno5duql4WPPf+a6K4sFHCi5hReepJ5/lH/xCfzhRwf/6zecTveg02sfDiwG8QfufZpAxcRWJh6j4zEisUXGoqmNSHzbZm7bT9hLlceQ/E7KRxXfQtIpIhFHUYRKp4iybgQDa+CDDv2LkwxN52SxCheKRBEyEUeOHLk+k8ldjGQkLiTjFIqmjx1/tmYokGTJVOyKK66wWCy5XM5ut5tMplAoZBgGy7IOh+P6669fWVmRJMlkMr355pvVanVwcHDPnj3JZDKfzx88ePDkyZMAgP7+/sOHD3u9XpfLddVVVwUCAQAAz/M33nijyWSCQUWTyQRDgrtk8vl8BEHs37//q1/9Kow0mkym/fv3fyS0WCwWr7/+epPJNDIycuDAgWg0etVVV8GiBEF49dVXt+IbANRZjjWZTPfcc09vzwAwwOzM0kVnWIZbOpZKx+DRZDqRTCeS6a1keiuZwpIpDO7HU3g8hW+fBctJpVLprSQSSyKxZIJJJphkIpdM5LbPStLJJL09g/NlXSKhcRqN0+kEmU6Q6QSeTmx/+7ksS+B5muaSyewjjzzjXdx0jiwMDc+7xhYHHNODQzOfvu3Lpr1HPvPZP/j6N3949z//rKvbNeCYHh33usYWp2aWJ6eDw675BW9kanp9eiYy54muhsjzTYPuyTXvUrLf7hkdW+63e2ZmN7pskwuL8S7bpGc+1m/3NLcMOYd97sk1+8D8oGPRPbk2Nh4cGw9ee90X3jttGXYt+gLxkdEF54jHZDp80y2/B2HTYXU5hhftDk9gBXEML45ProyM+admw1Oz4fHJFfd0aHQiODzqm5xZGxrxzs5vDI14bb2TkzNrs/MbTtfSyJgf2vHRieDE1OqYe9kxvDgwNA8J9z+XxlZ+o+UeXx0fDngmwtMja2MTkWFXyD+8eOLr347//InCq6dm7v9JuvHtOlvgchlQ1f+33/mc7+571Tfenn304bu+9HugroC6QsdXk+++hjx1f/6ZR5EHHhr8r98YHZ0ZHg3YhwMeH/LQ/c9kSBVNF3CUI7BChhJoiiGJ3M6SYdB+kqkkuf2Ibad8VASehUtEZejCyvJ6vQaWg+FKuXIhyc4fPXr0QyM+0CyKZAg87/et4VimrBurq2sYRphMpng8vj3+fpeWSB6m4CiLIhmCwJ57/qlyVYQvgpstrSaTyev11uv1aDRqMpkcDgfsyf/e974HgVGv12H8UNf1O+64Y9++fdVq1TAM6DkpinL33XebTCY4guDGG2/81re+BXuw9u3bt2/fvgv7umCI8oorrti7dy+MXh45cuSKK66AnXA33HDD3r174VAO2K8GhydAwum6/vd///c/+tGPrrrqqquvvhrs9NhheKql9dwjjz7wO7/zOyaTCUMpYICAP3yxGZa31wunUIJCCVwgcIEgaQJOvkzSJCaRmERSCEkh8FyMIjGKxKgsRmUJOkXQKYLCid2ZmgmGJBiKoCmCpnCGwpmdei/r0iiDMRmMgd8FRWQp+NUTWRzLJBMYitHRKPbgg095FzehS+SeXlwKhGc8fpPpwH/64lfsjrHxyflHf/rz6278THNb15jbM7cQHBmb6ekfXoskOqx9DqcHatYTnpgMzi9udHWPzXrCzpGFN95qefDh52bm1iYmgz19bofTE1xJhcLYyKh3dNwbXEkMDc/12d1L/k2Hc+bQNZ8+cPXNnd1D896Qe3qpf3D8j/74v119+EaPNzy3uGYfmppfWp9dCM0uhPodk/NL67a+Uf/K1qjb29HpmJwNzsyvDg7PTHtWFpaivfap4VGvZ3Fj0Omx9U6MjC2NTvhd4z6na9HpWhyd8LunVyZnViemlsfcgYmp5Y/V6IT/t1ITU6u/0RqdWhlxBxcnwzMjq9MTEffoWtC1eOr2b2eO/jz71DPLP7o79uiT/neagKAaBAo09cdf+l8Hnzn+FzfeAmQVMBxQtfWTv9x85DH8Z/dknn5g6/777H/ydY9rdmrcNzLsXVyI/uSux9OJQmyTTGxlUkkSrt6MIhS58+CQRPbDj1juY5WIoxSZ34qlcSwz7/EBA4RWN8q68T8m2UYkCQywHo5txdIkSVNUZu/evQzDXIxkaJrB0CxJ4j9/5glIMlHM3/Wj71977bW1Wg1BkFqtdvDgwfvvvx++frRv3z6TyVQul1mWhaM/DMOAgUEIsN1XqUwm08033wwzmEym2267TRAEURRh5xYE3kd8ssOHDxuGAfMcOnQI9qjt2bMH9pNJkgS9tN3y4bl9fX2wAQcPHoSu3sbGhmmPacTlUFTBZDIdOXIk4F9VZMW3FLqYT5ZMZpPJ7LYHtu1RIcltdw1JxZlUnLnQY4unU/F0Kp7G4mksiWwmkc1kOpHcXT0nSaaSZDqJpJMI9AN26r2sSyM0TqJxctsnS2LpndVoaYrBUJqk8skk/fjjz6+upGc9Yc9CpH9wdGFpdS2S2Lfv4JEbPj08Oh1Y2egfHDXtvfrH9zw0713xBdcnphY8i8uz84HQenxoeD6wnJxf3BgcmpueDS14N4ddi4tL0cnplYOHbzOZro1sUu6p5QXv5vzixsio1zW2NDEZHBldWPJHQ2Fk3O1zjS0sLkUOXH3zZz775a///T+da+5c9IXnvSGT6cA1131qfMoXiRET037XxOLkbNAxMuueCXgDm8FQom/QPbe4FokRo26veyYQDCWco56RsaWhkYW5hciiLzY5sxpcTYc3yNEJ/7x3c967OTUbGp3wj08GZzzh2fl19/TK9Nzax8o9vfJbqem59d9oTcyujc+EfDMbc6Nrc1PR2cnNlbGlU7d/e/WHP0If/an4i1c2Hvpp79Hj7/7iV0ARixwDOPVPTAeApDJpFBT1l597MXzilc1HHsN+ejd19L7YffcO/Ok3vBMLnumVifGgbyn+0P3P0ISCpBgMYXEsR5EFksjhWOZDKzl/6BH7eJ8MRahclkMRisCzy8EwMMBGJP7hER/nOo4++XwqSZI4j6MsmuKwNI+muCxVXAkkcxk1tJKsVcD6WtJkOkCRBSwtY2l5+51o+Fo0HJeflpEki6H0M888V69Xa7VKMoF+/nO/azKZbrzxRthBZTKZrr322vX1dQDAt771rSuuuGJ3TDbsl7r99tsPHToER2rAF5tqtdpdd91lMpl2+7TefvttDMN2CWQYBsdx+/fvP3z4MHz96MorrzSZTHAsCcwDX2U7fPgwJJaqqpBhcP7fI0eOXH311RzHlcvlRx55ZO/evTBbqVQymUwHrtpHkEjdKEO3z7e0XCkbG5EkRRYoskCReYrMU2SOInMUlaGoDEUIFCHAozQu0LhAExxNcFlcyOJCFhOzmJjDczk8lyMyOSKTJfJZnIPpWQrNUuj2Ps5liXyWyFygXBYv7NR7WZdGWbyQxQs0kaeJPE3m6J3vnSTpdIqAPtlDDx0N+GNTM8szc6vhjeTkjHdqdungNTfd9KnPT0wtuKcX5xaC/+mLX/nzv/ybhaVV1/jsP3znh4eP3GIyHTj682OjE/Ne/3qH1f6df/zJV/7w/7j9b789MeV1DE9dc92nb/n0715342dNpqvHJxf9y5sPP/bzL/zuV/7gf/njp599ad4bGhqZdk8vbW7hkzPe1fDW4SM37bvy0M+fO37fg4+NTc64Zzw3f/qzN91626BzYmp26Qd33Xvl1dd95Q//+Pt3/vOY2zM7H7jq0A3HX3r1B3fde+Dg9Xf++P5B58Qjjz991aEbHv/Zsd7+Ca9vc9YTevmX7x2+9rb9V9740qm3XWOLS/5ocCUxM7c67vbNza/NL65PTgc9C+GP1dz82m+lPAuR32hNLa5PeNcnV2LDi6GZxcjaVIQaWXzzr74Zfvhu5vFHs3ffk7v7gdSjz0aOnZw48QQo4xooixVZ5/JALtlfeHn56Gvkd3/K3f145uF78CfuW7333oav3eGZ9y15Nzwz66Fl9OEHf06TEpLKo2kGRTI4loOLHW5bS2g5t60ofMTyHyskTVJkHkWorVg6tLqhKuWAP1RUK/9jksWj2UKuHI/R+WwRRyma5PfuvTqVJC9GMgJVE7FcKok///yLANR1vRQMhEym/aurq5VKBZIjEAiYTCan02kYxsDAwIEDBzY3NwmCMJlMJ06c0HV9bGxsz549fr8/m83u3bv3V7/6Fc/zS0tLJpPJ7/fPz89/+ctfPnfuHMTMd77znUOHDjEME4lE9u3bd91119VqtVKpdOutt8LoYqFQOHjwIIwuQqpdeeWVu6MlYSLP87voqlarbrcbwg/6ZHfcccf+K0x0Bl+PrMKhj6sr6/Ua8C2FkDSNpGkkTSJpEkkTSJpAEAxBMCSVR1J5eBRN5tFkHk1l0VQWT+bxZB5PMHiCIZIEkSSIFEakMDxF4sksTMeROI7Et/eTWTxF4insAhF4kt6p97IujfAkjSdpNEWiKRJNE+jO947jZDKBISi1tUU89tgza6G017fpD275lyMLS6uLvtBVh244eM1Nq+Etz+Ly3EJw/4Frf/3m6fHJef9yZDkUDa3He3uHDl5z0933PrYc2vqr//4P19342XZL/5NPH3/n/WbP4uqiL3zl1TfceMsXIpHUwtLaa6+fvvW2L77zfnPDOfONt3zh1282bMSw0Yn51XBicsa7FAgfPnLTTZ/6rC+4dt+Djz3x9LMer3/fgYNHbrzF619bDW+5pxcXlla7+5w3ferzP77noRmP/8gNn77xls+1W3qHRiYPH7nlts//ft+Aa3Ribu/+6+/80SOzntBzL7z6mc/+wWu/Pusc8Vx51c1vvt3sHPEsryYXlzZm5laX/NHActyzEF7wRj5WXt/mb6UWvL/ZmvNHpwPR2XByzB+Z98c2PVu5cf/bt98R+9kD69/7Dv3jn7D3PYL97MXoyVP9T977X/7zDaIul0EVaMpnj9w48au3fT99JfeDp7i7H6ce/Any+D3L99zT8LU7FhYDy8G4b3Frc51+4L6jJC6kEtl0Mgc7rXCMRhFy21pCy7ltReEjRn6s0ikCxzI4loluJhNxVFXKqyuR6gWvRptams1PPvFMLJpC0zkcZUhcoAiRwHg0XUglcjxb3lhHRUGLRZEj196EpMntnh7YiwOFFUmsmKP1VJylKeb48ZOGYZRKpZMnXjaZ9tM0vbtUSigUuu666x588EE4grGhoeHw4cMHDhx44403YBeXYRg9PT0HDhwwmUyvvfYajDoqijI1NfXNb37zW9/61sDAACyqWq0uLCx85zvfeeKJJ1ZXV6+55hpIo92IImyDyWS69dZbc7lcrVZbW1vbt2/fyZMnoc8HA4yZTObIkSMHDx6ETmGlUvmTP/mTK6+8EjqFsVjsa//3n3//B9/tt3fDYt0TM0Yd/L+MXUwlo3kKiwSjLCVQaGorssbRcg7j6DRDpxk8Fc8SKLqFZbFcKham0DgSiWWT2ag/IVFFhtqikHU8JlOJIpWmKAQjUYREERwlcISG4+UuNrbnsv5jRCI0idA4SuEohaMEjhI7Y1YJgqDSCIFhuQce+Gk4nF5bRwPL8XAEXVyKzM2HTKbDn/r078/MrSz5N++9/8n/8kf/55J/07OwtraOnHrlndv/5rtXHLjxuhs+f9OnPj+3EPzR3Q9effjGdkuvZ3F5I4YEVjb8yxGT6cCnP/t7vuD65hb6l3/19ds+//tTs0vB1c0DB6//s//r9o0YMjI2FU/h/uXwcmjjups+teeKqwKrIY936c/+4i9fff2N/VcduOGWm71LQc/80utvvPN3X7/j+htu2bP3ys/c9oXQ2sZNN3/6uutvnl/whdejhw5fd+jwdVPTHn9g9Yorrv/c5/4gEIh+9au333LL7y4srK2sxA8fvvVP//SvV1biW1uUx7O6uprw+TZCoeTCwlowGPufTJu/0fKtJrxridlQdCmang9srC1uZjzLr/zt190P/XD54buTTz7q/8ldgWefH3nx6T/8ggkYaSDwQCsBXQZ58q++/MWeF48nHn2OeuQp7L6f4PffvXHn/Z3/+x3JZXTeH/dGSW+UvP/eJwmMJ7BCKkETeDadIkiS3n1kdkZuXziO8eOViKOpJE4SOYrMr4U2qxWw5F2uVXdmQK3XTecaW586+hyKUFlaJLBCKpGLbZKRMBr0xwp5bX0tLXCVRBxHkUwygSFpkkBFAhUJrPCBUJVA1XSCi21kkTT55JNPQSRUykalsj0xvK7rsHssnU5f+EpZsVjcHYIBM0CHCWKmVCrBQRnwZWqGYSCEdl8U43l+d7IJsDN/RKVS2X1LenfKvt25suCch+Vymed5mC0ej8M8u1Ns7I5shO+TaboC1yer1WqrK+vAAHOzvouRDEXiJJJAojifkYh0Ak/FiUQ2GcHoNIPHMySSlDmGzwroFpaKhWUuK2cLPMGT0exWMIVsLWsSTSdLxJZymWSfTP0bSba+jkQ2iZVQKhROJ1K5WJy+5ZbfvebIbUeu/5zJdOjd99tC4bRrbGErkXn6mVMHD9/a2t4fCqevOniLyXQgGscGhsbv/PH9N9/6hfMtVsewe967EkvgX/ziV0ymA57F5ZW12NWHbzx85Jb9B649eM1Nh669+aZPfX56zpfJ88uhDQTPuManrzx4zRd+70se71I8jbhnZq+5/obrbrrxyoNXu0bdr/3Lm3v2XtlvH3JPzn7q1s9eeeDQhHsGIm1mdmHRG7j105+75VO3uSdn0whxww2fN/0/7L15mBxnfe9bM9M9u0bSWLJsbMwSshAOyc3hcEkM5OEQOCQ5LDYQVts4xvsmy5IsL7LBNoYYCMsFEsABTMy+GMmbZEuythnNPj3Te+1v7fvSe3VXdb/3j99MaUwkBxM5kmHq+T56qmuqa1rT3fV5fzsxdOjQ7FlnvWLjxlcRxNCf//mbCWLoFfX736kAACAASURBVK943e7dB0hSyefFbBYdOjSbyfAcZy4sML9nol7SmsvwMzl+PEvP0uJkisxNU9bE4ufe/d7H//EDM9ddPnPFJbkbrztyy63vO3st7vD1WtbjuX/98pdaFQeXbdyovGlgSNx277H3fIi/8hPsFZfOf+jyH/zFe/kFaWZRmKH1U0gyUdAEpCJeKRbYY+MzzaA9PZV6Tpzs2w/9y61bb6bovCAIHMfxnCRLuqZaqmLall8sUoIgkWSB51nHNTieWvakMctCHKNxjCYgvVaNpqcn//lL/8TyWYzrzVYV46XWG53lFroxolYSCC83c1r5cKnFRqfTbDZXdrdqtVpxJ3WMcdwWHS8XSsfXoSgKrLcYh51OB1qKQNStVCrFzZZKpRK0Y4fnwsuuVCoYh45rNFtLfeuzmWLQiDJp6mQkMxQxuzCni356hnW1BpXWDAlLbLOYtTwbi6I9PZ3N5zRVachqbXaeSqUWNc1w7aYkuBQ7WaDGmXwkMhhqy5bq0pCIOGPJnbv0rq/q9EjiZImTl0mGBB4tb0AyhAT1mms2Z7OoQCrZvDi/SI1NLAiy050c6R/acHhsbnouf/DIzIFDU3lSnJzJnnX2Kzae86oDh6YWs+wrXv26DZsumJnPzS8WBdn66tcfIoi+v/k/76E5ZWxifmhk4znnvfqXu/YIsvWeiz68dvTcw2MzzxwYS6XJZw9PHj02ly0wcws5JGulWnDuy19JdCWeemZfgWb27Nt/aGyc6CLOftm5z+w7+KpX/xHRlRw/Ni3Jek+if83IKMuJa0ZGCSJxdGySYQWCSIysPSudKUzPpHp71/3xH//F4iL9rnddPDi4YXY2/9hj+1Mp8ic/eYzj9IUFanGRFkWbomSW1TIZtlgUf8+EXtLKUajAiOwiLRdFMiPQOUlZpO6/6MMLN906d/3mn/zd+8TP/8v/HFiDq3XcsHFZK1535/iHrnnk45fgsimzcxh7H3rNeQdvuXH2uk9mL7987qIrfvn6i6yMUczLeV6fy/NXX7lFRM4yyVSWEZZJtmJ7zlfsxCRjGREqydKLhfGxachdbEfH+68S3/3et7dtv4VmCpIkSZKEeJllBLLIqoqZms8oijY3lzIMzbKM8WOHPd8SkCIgRRD4ZUkCbwq8Wchz1UqYTi9s3XYzxnWM642gjPEKaGIc99gF8MBoEugJGzfeBajouh4DCUhj2zZ0WI9Pq9fr8aUgdwOOe54HJmDc6apWq0Ff4EajEQ9PiU8ul8tgioFJ5zgOxNvg6e12E+PQdnSw1cbHpppB+9kD4ycjmSry+XTK1euz4wUc4vEDaa5Yzc6bIldjKSeTYREyLTNiaIdmbUHyWJZvNJrzs6TntFg0o1t5V8c8Ga2S7MzU85OM4wUeKddcszmfF1neYjhTUj1etFhkDAxvHFn/sj3PHC1QEpJsSfUWs6xfiR784jd6etfOpoo/f3QPQQysHT33K1/79rf+7ZEvffWbvGhs2nTBhz/2jwePTAmy9dFLPtnTu2YhQ03PZX/w40df/Yf/46tff+jw2MyFb33Hj3+2W5Ct2VR2ei49k0rPpNKJ/qE/eM0f7zt4yHQ9xTA5UXrw8w8Or1uby1OfeeDB885/5a7dTz78/R++/s/+Z//Amu89/IO16za8/OWvGj82XSTZjRvPHT1rE9hkF1zwJ0NDGx97bP8PfvDoK17x2i9/+VtPPPHsRz5yxf79x2haIUmJ5w1ZdhlGFUWbYVSO03/PpL6kRSOVFXWpIJicjihdYi0zz9/3vg8d+Ngnnrj4Q8zd91+aXI/L9Ypu4ob9qVuvQVvuO/KBK5/ecus9W67D2LMsGpf0G84/Z+rqy9OXXZZ6/5W7/+KDbt6mSY0UrQVSPFUkI4ucgFRZMsgiBzXRkxNzpmFHyxvxyA++9/FLPvytb/3rffd9eseO7XfeufO+ez/7mfv/afu2O7Ztvf1zn/vczp07d+zYfscdO778lS/cvPn6nTvv2bnznp13376knTt33nX/zrvuv/fTn91887Z/+qfP3rLlhvWjg0QXkewlVm6JRIIgiHXr1iUSiWQy2d/f39vbOzAwAEkZkHYB25o1azZs2AAVygRBQN0YBM/iraenJ5FIQEfHrq4uyOmHLZlM9vX1rV27dnR0FLI8NmzYANcfGhqCLEd4MZBR2dfXNzw8DD2roOni6Ogo/Pbu7m6ii+hJEK945XlQDHDo4FinjVPz+ZOR7MiR6U4H05wiqQ5TxL6NNRNTHC6KYUFo5ThMSXiGNYpmfbqIUyxmPLxn2szreLqIuYq7b2YyQ+JcHpOCzYgiI0FnEEXgDIG1BHaVZKdZyyQTBV5cJhmHEMfz7HGSXXsTSUqS6il6iRXkCONj03NDa0df8yeve3zPM5JmMkhCssaJiqDoOZLZ/eReoivx/R/+5Kvf+OaGTRc8/MjPDh2dPue8V68762U77rz3V489PT2XVQ1/1+PPgFNRt8oUK//Ltx5++zvfTfQMXnfj1v0Hj03OpEvVkBcN3fJ1yz9r08vWrN9wdGI6RzIRxnmKJllu89ZtuSxFkfwXv/DV0fWbvvNv//7AZz4/OLB2966nepND/X1rnnn6IM/Jw0Pr1wyPHjo4rshmX+/Iuee8kmXkfI792U93v/c9/7Bu7aYPf+iyn/5k1/xcTlUcyyyLgsEysq55tlU57cml/+3SX9LiZV3ULI1VHMkykeVIbj0rfv5vP7hwyTXc9dsnPnLt0Utuwnod6/XdV1w1f/02+gPXjL/14uLlN+66+B8eu+8ebOuYofd88pPHLr9s8orLxz5+/Y/f8hFZslhGtllRydNXX7lZRJYoGAwtLZNMQmjpWxOvAv9TH6OAVEN3LdPnWGl2ZrEd4QP7j9AUGlveiEd+8L0tt960sDBPUUVB4DXN0NQlw8uxS7Ztq6qay2XS6QXPt2ZmJ3he4HmBR/SSeJ7nVJ5TS35dQGoqNXf7HVsxDuqNeis8Po8DPHuQ/h4bT+BjfO5c46DRaDSbzXa7DU0RO8uDGfHy1Cvw8sF+7His1WpxS2JocFUul+PYmO/7lUoFshZjV+RKM1HX9diBaRhGPGdy2VKMRInDGEdRNHZ0Enfw7l17T0ayKMKzs3M0p+RJNDVuv+HP3/6/3vTu//fCj1/4jkuns86Ff3PlAlnLaZXdR1N+B/8/f315Vmv8yZs//oZ3XnJkoZE1ZM613vjmf7zwzVeukuzM1POQTJIUINm1191M04puVd1SC8larlhstrHplvbuPzg+NRthzEtqNQgNxzccXzFsXlJJij149Fi91WaRdmxqIZUmKVZ+5sDY/GLx2cOT1UZHUh3LrSm6lyfRo7v3RhjbXh1J5mKWfvbw5JHxWdXwba+ezjERxkjSTbd0dGJ6cjaFZC1bKFieX2kEpVp9cmKuXgvJIqep9v59hw3dlSVjdmbRNLxigc3naMv0Ea9k0sWFVE5Aqq55szOZR3/5JO5gyD2jKfHI4SnLXGr8qqmuofueW7etiqo4plH6PZP7kpZsOLpTciSrYpRKWrlm1UNSe/BdH5j76JXH3n/pL//6veOXbb7/xjs/c9Nd3/r790xdtbnwvk9an9zBXHnLry764CNbN3926+YHr77qmauvPnrpx8cuu+TwR675yVs/aholRbZLoqYV2VNIMkU2FdmkSH5qcj4KO+Nj065TOW6Tfe+7j2zbejtF8uCLpEmZKiqFnFjMSyJyyCKiyKWMkVyWLPk18CUu+RiRIiBd4DyB8+ZnGM9uM7Swc+c9EG1y7DJE5IIggFnAALbO8pCqGCcwEzl2Fa7cVs7iioNneMUorBW8weA8xMvDhS3LglEgcQIIpHtAjC0MwzipMr5mnJ0f74RRo1L1onYQRVGlUgGbbHpq8WQkm1xcUD13IvcsY2b+7m+/Lig4zeOc3sho7mGKf+Pf3zHB4zGdmi/Lv5wuv+rCnU/T+I//9hsXvPWfpQ7+1aKdq+BXvv7B1/2vr6YFnJMtUkaMiFhkIM5Yzvg4/Xfz32f9hiRjGNXxm9UGrrXqsqGoltbCYSWoCqoYtJuGa9olx6v65UbF9KwWDiPcPjYz4ddKvGhFGFcb2CuHjt9U9FIzwoZdq9RxqdpW9FItwKZTt9yGIDutNvYrke0FQYhtL7C9eqXeNuyKYVcMu6ToTiPslGqB5ZXdcg3Jml9tWKZfLjVwBwtIjUIMbcUN3fXcKsTVG/VI1xzfq5VLjZJf77SxZfqm4flerVZttSOsa06t2jINz3UqQaNdKQclv17y66bhVSvNcqnx+6Vy9SUty6/a9QDVfKVVs6t17Ee4qHzrb9579OMfO/KhD5E3bk5fdcOT73p/+hM35q+6NPuJjyx+/JqZiy/Lvuey2s2feuyiTzz5gSvSl94y+b7L5//hkqmLPrz33R//+jsuVoKy2qyEtqKT6VNFMpYRWUbkWIksclOT81GI52bT8ZTjdrtN/Ou/PLR92x2yZFimL0sG4gxJcFW5RBUV3w0XF4qq4kDWoizpxQKz3Ocx/m4v9V00tSCdQops3n77nUEQVCqVei0MW5FlWYAESHOHh2EYxtZVDKrO8sQsAFiclw9wgp9WKhXgFmRnwIQXmJMJqR+xaRXPKQbUxXGvlSYgvCSw1fCKgTJwHGw+jEPPt5qtGjx9fGwKd/DY0ZmTkUwwjcPTU0YDzdFjf/mm++cWLVLFKbGU1b1pSX/NX12bc/BRjcw1rXERv+4dnz0k4jd88PtPZPAFf3XhjINf+64PHMvgN7/j+6skOzP1G5KMZTWvHAYhbkRBPWz4tZJX9WuterlRiXC71qo3O6162KiHjaDdtHzbK/sRbhuuGWGs6LrjBxHGulWNMK42Wo7fLNc6jt9sRtiwKxHGthdEGHvlarWBGy1crjUbLVypt1ttXK5FEcZBiCOMJc1stnGtGdl+JcK41oxwB5uGFzQC3MGW6UZh5Hu1sIWDRjsKMcxAt61SM+gEjXa10rQtpx3hdoSBW416E3dw0Gh32rhaaTbqUb0Whi3cDDqwcm3Uo98vNZovafm1ZilsK62aiVvlVoTrGLPmQ++86Pt/9ZeTl1wy9uGPPXvxh8c/fMXiZTccff/fz3/0/elLrp1878dn3/kh+oNXPf3hq8eu2HL43Z+YuugfUx+69OjfX/zo2y/+ytveY+NmGWNcsbXi4qkimSTqoqBBcfT0VKpea46PTbej9nGSPfTth7feejtDC5JgC7zJsxbibJ61VLmcmqMNrZrPChs3nJ9MDBNEMpkYZChdV6sUyXOsZBoeS6tkXpNQSRI8ljYkSbnzztsxbmHc6nQ60Ks+hkSz2QRbB/IJY/ssBkwYhlBGHQ9eAbMpTtMAjAGugDexQQYH4bn4VG5LU106nU673Z6cmO208eREiudUyyxzrCSJeiFP85ykaQbL8kee2jv29J7JI08dOvJEZh6/4U073vC269/6vh3zKh5n8Wvfcu+ChJ+YVeUIH0zh173pwXEW/8Gbv5OS8YXvu/kYhd/87v9vjsF/8eavUKydyWXHJ/Y/s3/3E09OPfnU9OGndh3Zs3vfMwd/z3TozNW+A7H2PLVvanJuz1P7jhyeuvbqLSJygzoO6jgMmydUFLVekE52nZe6XujfYVWnVrVOu4FxE+MgakdRC4ftCovmfvjoAxd97HNvu+jLb3nv99/+kR+986OPvPUDj7ztg7v+7rIfvvl9P75wST+68OJH3nLxw2+9+Jv/++KvvP2iO9/6zjv/78UHv//90NbCwGviel7IXHH5zVMTuQP7x/bu2b9v39NHjx7eu/ep/fuf2bdv3/Hv+NKXaN++ffsOPnv0maef3b/vUHoxb1s+4uVCnl7upLiUkDg7s9CO8PTUfPt46h4+KcnIguLaLUlw+5Kj83M5TXUNw9VUmyCG52cpz63mc3Q2Q8qi49ntYk49Gcni0cNQpAWN8OF3w3GgVDz+GByMADyGYfByQjzGuNVqVatVMNo6nQ5E1PCyoxKsvSiKTNNcWbL2IpGMpkRFthlaUGSTZQSGRouLmcOHjz772BNlTcnOH9EM2pAxL+GCjOcR/h/vuPQwGb7xb//5SK5ElfGcoi8K+M3v+ta8il/zlu+mNXwoV339/756ksSLCL/+TV8UlSoSBZpNU8wiRXscX7EQZQs0ywi/ZxLPXLF8rEKe1lQrn6OKBX7zTbe7ditqQepue1WrOmPVwDhYJlkQ1HHYxpV6mGH23PfFH1x609fe9v5vXXjR99/2we+/+eKH/vLd3/vL95yMZF946//9t09c8+yXv1ErFHBY74TlJq6rJemWm3dyjEmRAkVyPM+qqswwFEIcy7LHv+NLXyKWZdl8jkov5ieOzYwdncxmisUCQ1O8Ihu/PckWU2zZ70xNZIt5yTLLLCPPzaZFQRsePEcSvGyGlETd92o0KdNFQ+R9SfBYWj2ZTQb08n0fsFQul5vNZmx44WXnIfwUMjVWNvmFH8XNEoMgAOzBRcC8g5+22+1TirHnI5koGNChWUAKywjj4xN79z7D0IVq1ebkYg6lFwv42anGoownUfSG910zKUd/87Ev7ppoTqnBngU5LeM/fOPWA2n85+/43GRRN1v4DX9z1XgGT+fxW995P80aLMuyXJ5HRcR7AvJ1jtdYbkWE8vdE6pkrQYrFc5KhOywjIF67+cYd9SqWRV9TKorkn1BL/Tl/Y53sOi91vdC/w6pOsZiSwpZ1pS5I5QKtcaJrWA1drbh6WWU0oYA0VtVEXUGqIqmW7TK6zOgyp8mCIiuSqouqhXQL6SotmbzmqK5rlQVRo3iJUXWrGl71yS1UUWUZGfGyJAm6rrIsLUmCIAjHv+NLXyJBEARJ1FTFzGXJQwfHDh0cy+coUVD/SyRzrCZNajSptgI8O5OhKdFzqwJSCWLY0GqSqEM+iSw6HG0LnHcykkFtFrSSWrduHcxnwcsRrDh7PkZau93esGHDyt72zWaTIIh2uz0yMgKN7Wu1GuTfx8OjK5XK+eefDyn1kOXxYpMM8ZosWVCvJyAF8fLExNTCQrpccigqPZ+dZHVKd3GKwnwZFzz8p//nsqN843Vv3ya18GHOXzQ7hzPu3330X2cF/Nq/vneKNAqazXt4nsE5Af/Rn93IcCbP80ggkUByrMPQllAo8rn86ebKKslOTDKGRiwj5HMU4rUbrtvWqOFdj+7f9ej+Z/dPnVAH9k2+IJ3sOi91vdC/w6pOrQ7umT24Z3b8SGbsWG7Pvoknnx4/eHhu7EjqwJ7DR58emz0yk53OzE+lxg6OHzxw6PCRsT1HD+45evDpIwf3Hzp46NnDRw8cPrbv6LF9R+eOTB/bd3TswPi+vQd/8cvH9uw/tPfIWIDxVZ/cwlC6KBiSqAkCL4qoWMzzPHsykrGMoKkWx4rzc+nDh8bJIqvIxm/oXfze1lt3MDSSRFNAOs+aiLN41hSRIyJH4M25mTxF8o16hHhZErULzn9tZpGzTJ8scosL+Uo5WPIrCi5L65Ik3XnXbUskw614pvPZZ59NrJiKGQ8Gw8sRsv7+fsMwgiCAg+A5JAgiDENN00ZGRuC4aZpxi8VarTYyMhL3yNc0rd1u27a9Zs2a/5gDecpJxnOqItuioHGshHiZY8WxsWOyrKYXlKCOGbY8t2i+/Z073/iWW//g9Zf91d9uLRh4jsdzLH7tG69749tv/p8XXvtXb/nUwSOYNfCf//UHaEVmNXU2jwQjMjx84dsup2mNY1ieIxFPcZzK85rGqjqnnW6urJLsxCSTJV0UVJ6TdM277ppbgzr+3ANf+85DP915x+dPqLtuf/AF6WTXeanrhf4dVnVq9dk7vvHprV++/66vPXDvN++640vbdnx++11f2HrHg3d++ku33PaZ67bs3Lzjvm33Prj505+7+q5PX779zptu37n5tp0377hny/Z7tmy/Z9u2e7Zt+/S2bZ++467Pbbvtvp2f/uJtd372ms133v3AV7bf+881jG+4bofAO4psS6LG8yxCXLGYF0V0MpIxNBKQAnfUY+PTZJGVRE0U1N+eZIWc6LthIYdss+bYZYYWspkiQSSKeYljDJhCLYm6Zfq5jCAi92QkgxKxwcFBSM2oVqswuDkMQ2jUCyhqNBqwA1MuJUmKURfvQDYjgDAeA91oNEzTHB4eBjsMZpit7OLxIpGMoSVJNFXF4jlZFFSa4p96aq8kKYWcydIyzZQkDR8eC1kZMyrOK3gsb2tNvH/WXWTxAotlG6dzWNbwsbSuVDGjKkfnZs1qhxSq4zO0oOFiUaZJiqHzDJ2nKJGmJYWWdU473VGr1TjZieNkHCsiXhaQoqnuFZff0GzgO3Y8cOTQPM84JxRH2y9IJ7vOS10v9O+wqlMrB0VirsQXPI4qUUWHYn1GLOcZu8BaGVJbJOUcqxdku2j4RadMeVVGszjFYlUHyQ6SHUlyJMmTJC9flHMFSTFqqlmnJXc+L2y+63NOo3H1lbfSpMYyMkMjiipyHFMs5iVJOFmcTJENxMvQNPHwofFcloyB9xuSTIABaDyrA8lyGaRIvmmURMFgGRHxCkEkdM2ulDqS4Dp2CV4Ez6my6C/ZZIy8TLIA4yC2yWzbBnppmgZWV8wkYBjUn4HXMaYXxri/vx9qlpPJJPQXrlQq5513nmVZURT5vn/WWWdhjJvNZtwBJJFInH/++XFK5ItHMpi1I0sGTSFFNjhW/NWvdkuS4rtiemHMsfVCLq/p5sJiRtR1kueLHEULrKTLQVCfm00XFtmqg/MpQZA8SXWOTY4rmmw59uTUnOu2GEaXkKVKpqbKiiwKAs/zgsRaCu88d9bqqv77tWKUbTwKXFLIIktTPFlkBaR/4tJr2yHefNNdkuCJgrqqVZ2xMpSqwNoCayHG5CjdEHxbLqmULhdlj7frsl9GtpYT0DwlpRm9IMDcYJIFoVi65fOiRjJCKl1ASJck66qrbvL94IbrdvCsJSBdQIog8KoqcxyjaYokSce/U0tfIkmSJFUxOVZkaCRL+r5nDuZzlCRqPCf99iRr1HB6gSWLyPcaxQI7PLRe1+1cluQYY26mKC45Uuxshjb1ejEvPw/J8LIhBe2Ae3p6MMZRFA0MDEDiRqvVAh9jtVrt6emB3A1wJLbb7UqlEptcMergiRB1azabMIQMgm08z586jJ2UZLrmCUjnWCmXpaDh8hNPPGXbrqaQiEtLIqfKCkkxfqnCSlKWokzfns8uWL69sDAvIJUnFZn1JMZFopsnkSgLFEPyAnK9SibDi6JLFUSOFiURyZKAEMdxSKANibX+y866Vf0XdWLvoq7ZsqRTJCeJ5tVXbsZtfMXlNytSieekE+qF1rGd7DovdZ32AsHfc4mcI7C2Kvoycnna0JFnCC6XRjqj60VFywlaTrBIxaE1k5SULIcECQkSJ4KUWHmSkzVb0Z1UusDzmqZ5V1xxfaeDr716G0PpLCNzrMjzrCiiQiHHsvTzxMkokqMpXpb0Z55+lqGRrtngcvzPSPbQd269dRtFMYhXeE7mGA1qnxfmyaCOBaSnF8nurl7TcGmalSSFLIjNBiZJmmV5UZSzGdIy6oiz8lmeoRSOY+6+53aM644nR+1Gf38vxrhSqUCmhud5URRt2LABKsl+jUnwgnp6euLSsYGBAWgc1d/fj5ezGVcabbAfRRHsQNJjPFrzlGytsI5xCFNdOp3O4kIOd/Cx8TmWkQWkL80pEDXEy/v2HUBIFBAnIE7gFIFTlqv/xOPHES3ztMxoGr0kmVUEbrkjC48EHkmcKHEK4mzE2QKnCLwIX/r/UJP+kpQoqPkcRVM84mVDdxTZyGVJWHadWNAd7cwRJx/XiuMQmuZYURSM66/d2grw9dfeJiIXrW6r2xm88UgBCZwCVf/LEiVOlDlR5kSVFVVW1BikMQhGoTAix4gcJYEQJSFKEmEeMEIix0sCL9907c1hPVqa6iIYDI1EEUHi4lJNdHxbWBrvghBC8eJGFNRnnn5WQArLCHCDRbzMsWIuS05OzOIOTs1n8ArXG/Hd7z58xx13ybJqGp4k6hyj8azOs7oqexyjsIzcm1zzsnMvIIjE4OAwQXT3dA2PH52xLGd2dp5hOEU2HSsQeNvUK4gzVFW+efN11aqFcd3zzb6+JF5OPgRLKwxDSESElokwaRM4VCqV6vW67/txY1+8bGYRBAF10I7jnH322SzLxpdtNpsAMGhPDFYgdP04JVvUDjAO2+0mVLDNzS7iDp6aXFgl2W8nWdIRL/OcVCww4KDO5yhIlzixRPnMkqAd14rjDI0kUSOLLM+p111za9RaWo2expvU6ra6/afbS4Vk8P2CtMbpqfkojGamU1F4vMkH8bWvfW3Lli2CIFimp6mWKBiiYAhIn5vNGrpPkXw2Q6ZSixhjhmF0Xec5tVxqFgokQqJtuzTNcoyWWWRoSuQ5VZS4LbdeD1Ndonat3ijHIat49Bdezt0IwxDKpSuVShAEcavDRqMB+0AsXdfBtQhUg9I0wzBW9mD0PA/svHq9DhG1U0yyznNINj21eDKSMaLIiCIjyIwgMyJiRMQKIiuIrIBYAfECxwtc/P5JnCgzmsxYPG/xvCXwSx8dmRN5zuY5G3GWxGoyh2QOPacz1ktWD3/vB48/tufxx/b8+Ec//+lPfvmLn+/6+c9+9cTje3/x810n1i8ePbP0893HteL4I//+45/99NGf/uSX+/cd/eD7L62W8fXX3sYx5mkfDbqqVT2PeF7jeQ3xmsQuSeA0ntdYpFGCRooaKWqkpDCCwggKjxSTFk1a1GlZp2WVkVVGhtmzCFx6nMrzGsPrLDKuuX5rLcCnimQUyUmiZhou4uWpyblWszM9Nd9pr+i7+PDDD2/bto2iKHi+gHRJNEXBqNfa+RyrqbZpeIIgsSyradrRo0cpUuBYRRTlUqnCMNz8/IKpVxyrrqluepF0PfPzX7if43KdTg3jZLHSCgAAIABJREFUwC/Z8GuATHHrKfzcLlOAqDAMHccJggDMLwh3xWXO8U48WhrYZtt2u92Gi8dFaXFbkP/6Vm+U2+1mu7PUTAu8izPT6VWS/XY6emSiWglwBzfqYavZiULcjnCr2cEdfGKdadvJXlsHw3+qUe9su/Vu3MY33XAHTa7O+F7VGa2XCskgHgFuj2Pj061mZ3Zm4Tkzox9++OFbbrklk8nAEyTRZGgpvUgytKTI9uTEnKbaxSJlGJYoir7v05RY8oNsNjs5OanrumV6ZEHMZ3lRMBy7ms0t7Lx7O8ZVjKu1utvBrdhyil2CtVoNuv22Wq328qjouMa51WrBBE54CCNa4AoxqKIo0jQNXIgY43ioZjyNBTpgnZINgmRRO4BJMRPHZppB++iR6f+EZCLHiByLFBYpQDIeiTxa+tzwAloSkuHTAx8UhJDEI+AWizQW8MZa8Inhkcgf77P5UtWPf/Rzz6102rgZtNvRUsvaRj3stPGJdaZtz3ltxwUw7rRxO8Kbb7q9FeDNN90lInfJJ7yqVZ2RgjuSwGkyo6mMpjKazCzBDHjGouMnyIxGSjIpyZQoU6IMd634HI6DhEGD43SeN667bnujccpIFqfsFwsM5HqMj025Tvn4VJcf/ehHH/vYx77xjW/cvfPebVtvv/OOe++798HP3P+FHbfd85n7v7Dzrns/dc9ndu68Z+vW7du3b7/jjjvuuvO+27bffddddz3wwAMPPPDAbdvvvPnGHbffdu+2rXd98orrv/yVL2y/7ebZ2cO7dv0wtTB5dOzgxMTEE088MTk5mc1m9+7du2vXrrGxsfHx8XQ6/Ytf/OLJJ58sFArf/va3n3jiifHx8V27dv30pz+dmJh47LHHxsfH9+7dOzs7m0qlHn/88YMHD+7Zs2diYuLxxx+fmJg4cuRIOp3et2/f7t27Dx069LOf/Wz37t1Hjhw5dOjQrl27FhYWxk7Rtn//3sOHDxw+cmB6ejqdTu975mCnjdOL5CrJfjv94ue72hHGHQz/Ask6bRy2ohPrTNue89qOa6VZec1Vt/hubSlOdrpvVata1fPopUIyjhWhZJNlBHCMHdh/mOek45M2v/vd727ZsiWfL3IcEpACFTM8Jxu6KyCVZQTXKS8spGVZNQxDFEXHrmbSlKZpCKGJiQlVMcMmFniTZeRaten51rbtN4FNBt7FIAja7TaYTWB+gSHleR7kgIC3sLNsVMX74GOUZRkvt9Jf2VDRcRxouhgfgcvCv6ZpnlqbDIzLarUKcbL5udxJMz54WeBlAdECoiXWkFhDZmWZlWVWkRlDpl2ZdpfT8pDEyXA+KXOkzPECIyBG5hmZQ4wgM4IGJNNoQ6MVgN9pR9F/UT//2a/gdg+3fvA0As9e0t7Flf+F66/dWqvgm2+8czVOtqozXLDOhrgGZHbInCjwIo9ERhSBWKwgo+V5RhAlYQWEEBKWlt2izIkqIyu0pNCSysgiK0uccsO1m5v19ikkGRxkGWF+Lo07+OiRCcv0jttkDz300LZt2zgOSZLCsSJN8Rwr8ZzM0ALLiNlMkWNFQZAcx6NpGiHE0BJFCpqmybLM83whTy/MZzXFFwUjn6N0Q95y6/UYVxsNOwhKkLwejxzDy0xqL3eTCoKg2WzCLGkYjwndgYF58MSYf+3lSZvw9M5yLglkPGKMoyiq1+uAwFO1NRqVTqcF/5EwDOdmF1vN1sFnj62S7LfTI//+4yiMWs0W3PrLpTru4KARha3wxDrTtpO8tlaz0wyazaAZhdEN121rBXjL5rtZ2jjtt6pVrep59FIhGRRHI17O56hj49PtqA2WWbydtIMwQ+nFvFzyounJXL3WTs3naQpZpq8qFsdKiqJks1mEkKZahZyoKWWGUiTBpijqvvvvqdV9jFuAIhjTLAgCXja5whUGFky5hFRGyASB8yuVCoBKURS8HDyLoghwCOfABtyCK8DMFzgZTMBfm0Mdm3H1er1er8Oz8Aq+lkqlWq1WKpUAmUEQhFED49CyNfgtmXTBcyvP4108XYQoFhioKGQZgSyysqTPzS6W/BrLCLKky5IOXuZ4n6HR4kKOY0VY71imx7FiPkchXrYt/9j49MYN5xJEYiGVlURNkQ3HLk1NzvleFTJiYWgQzDExDXd+Lg2d4G3LhxdQLDBzs4uioKqKydAI8bIs6WSR/eUvdjeDNu5gy/RwB9eqzV8zwqIQB40Id3DJr+EOxjisVL1qzY8DllCoDu9LtebXG2VILm22ahiH8LDZqjWCCuwEzSo8F55oOzpMT4WnN4IKlAxWqp5fspdrB0+uE1iKSwMy2m3cbuN2hK+68vpOhK+9egvHaHSOd/UymWERJUucYio2U2A900c0zxRogeXazdbYoYNV36v6HksWJVHLpAuypBfytKE783NpnpMg0O25FXhbLdPL5yhNtQSkcKxoW34+R3GsKCDF96rTU/OW6UmiJiAFOiZMTc6VS/WZ6ZSmWvEnRECKbfmypM/OLOiaDWve6al536supLKioCJeNnTntC99VvWiaikC8hvrucWeSFqqGhIlThZZCRgmMqrEajddsyWsnTLv4m9QGX0SktGk5tqt1BxV9tsE0feaP3gdQSS7u/pyWWohlaMoSlGUcrksS3p6gVXlksCbsuiwLLv9ti0Yt1qtGvSqx8spi2EYjo6OAsxEUQRTbHh42Pf9ZrMJiILzIdGx0+nAQUi1iOEHQ8vgHEjiB0wC6mKDzLKseLq0aZqdTocgCKiwDsOwWq3CNT3PgzV1vV5vt9u9vb0jIyNQ0AZFbI2gEkUBxiFcbWY6hTt4fGz2TCMZWWRxBxNEItHTD285x4oEkWAZYekjywgr9xXZKPk18D6Lgjp2dNKxS65TLhYY6NpJEAmCSFimxzJCJl2AfKH0Yp5jRUU2dM2mSK6QpymSMw0X+qQtLuTIIuvYJVnSe5ODf/raPzs2Pq3IBvCMY0Vds594fG+1EriOizvYNMxzNp1PEMTo+tF6re57fqPeqFUD3MG1ag13sG3ZtVppiUPtpu/bHdzCOIR3pF5fglZfX09vX/fI2sEgqEbtoF4vd/cQXd0wTiHEOGw0KgRB9PZ1EwTR7jTb7SbGoa7LGIdr1w11cKvZrGEclituEFQdx4DrnxKSMXlEZTmelCzF40h07obzeohED5HoIbrZImOq2tzUdFCtZBdS6fk5GfH5HFWtBMUCA9/eSrnR3dXLsSJFchTJqYopIMXQHY4VK+UGrCcYGsGbYpne0SMTlXKDpngBKfkcxdDIsUtwpm35cBFFNmAdI4karGwWUlloUOLYJejdIwpqLksupLKn/Va7qhdVv0Mke+g7W7duP95BmFMRZ/CsLvAmWRBlyerrHZmdWWQZkWE4x/G6iH7cwdVqPZPJqao+O7Po2i2OMWlSRZzFMNzWrVswDlthnSC6ASRg8UD588oOHa7rJhKJ2EmoaRpeDpsB0nzft207XA6GWZYFJhr8dOWmKIplWfEQznB5RHWj0QADLm722N3dLYoivLA4cxLCeNDRGLgLpOzu7m6FdTAIoNkjlDLMzWbPNJIVC0w+RxFEootIdnf1giE1NLgW7nocKxq6s3KfoVGxwMC0a9cpo+VQqmm4hu6IgkoQiU1nnweLd5gPBMcnJ2Zty4dlO6z9Yf0OBlk+Rzl2CSjYmxwEa4znJEN3YBblrx59HAwv8C7Wqs2whQkigTu4Um6sTMov+bVGPWw0as1mw3EsjNth2Gw0amHYxLjdaNQwbvu+SxBEqxXAaclkD8ZtgiAwbtfrVYzbfX3JKGoRBNFsNoA3cE61WoZ9OBnjNsNQ8fH45BPoBZJMES1VsjlatvQSmWe7iKTvVhAnGZrZRXQzFOu7JREJxXyBpZlGrQ714LblpxfzlukVCwxBJDTVEgW1XmsdG59maDQ1Oec65YPPHlUVU5ENoBHPSTTFS6LmOuVCnpYlHYy2XJbMpAsAMMTL9VprcmK2Um4osmHoTnoxzzKCY5d8rzp2dNJzK8fGp0t+bSGVdZ2yrtmn/Va7qhdVcWX0byjo3rAscYVkxEmIlQVOQawqcNoN125p1s8AkrG0qqulbIZWFcdzq4psyrJKUUxP9+DePXsbjSY8NHTXdyOG0gXeLnnR9PTsZz/7mUajEjSrwA+gjm3bGzZsaDabQ0ND5XIZwlpADlVVY9qFYej7fq1WA4sNoALGEHCo2WzGI6fhyp1OJ543DWfGxWRRFEFRmqZpL3vZyyqVSqlUgq6PsixD1M3zvDjq1tXVBeXbYNgFQTA0NASV0bKM4JrQIuV5Mj5O1ycSKJVMDoBXEG5/BJHI56i+3qG+3qF8jlq5393V20UkN519HkEk+nqHigVmeGhdF5EkiATHinADHehfQxCJczadTxAJWdIV2VAVc3T92QSRGB5a15scLORpsPzWjpzFsWJ3Vy/iZU21OE4899yX9/UOaapFkdzSQVZEvPzlL32tUW+4TqlaCTrtjqE77QgPDa3VNR138Pp1GwiiO9HTjztYlvSzN76su5sYGhogCCII6mHYtG0T43YUtWLetNttx7GazUatViEIot0Oh4aGOp2o1QparWBoaKDZbAwNDQFsgHydTgTAC8PmunXrTFOHnwL82u3w+cbsvkCSibwuIaPiN/c++WwY4D997Z8VcpRluMfGJv7oD/+4mCd11egiiC6CSHT38CzHsaLrlAkisWZ4/fDQOk21+vuHEz39BJFgaGSZ3rq1GwgiMbJmFJyNYGZ5biXR079meP3ImlGCSDh2qZCnYTlCEImzN77MMr2Z6dTLz38VvFkLqSy8v6KgGrpDkRxcE95oAKEs6TPTqdN+q13Vi6rfSZLB2UskM7SywJuOXc7naLLIcqxYKJCyrA70jfpukyK5XJZ0nXJ6kRR5n6Ntzwkzi7xt+TfccAPG7UqlVK+1+vuG8XKsa82aNYqibNy4Eayucrk8PDwc9/UglrfYHoKngD8QjiuKEgRBb2/vwMDApk2bYLYLgA08h9AHC4JkcIVmswkRL7hCq9Xq7e2NPZCQRdJoNOAIdLoCppbLZeBiu9OE0AtBEN3d3eNjU+VS/cjhqTONZDTF53PU6Pqzjxw+1tc7RBCJ7q7e9es2UiQH9IJbXrzf3zdMEIn0Yl7XbIBftRLwnARPdOzSmuH1ycRAscDMTKcGB0YIIlGvtQgiMbr+bLLIpuYzcCukKX50/dk93X1w85UlHeJtcA+FXCOyyOaypGm4mmo9vfdAp/3rCYpgk1UrgW35kMpIEIlOGxNEolarACfA9sK4XSjkWq1A0xSM24oigRUVm2Kua69bNwIWm2nqiUS3bZuDg/0xb849d5MkCXByENQJgiiX/U4niqKW77uAMSDlKSGZJjvpVFEWdAlpVIHrIpJUgZMFvRW0u4hEIVcMm9H40WOdCKuy1kV0m5ZHEAnHLSuqubCYW0zn+wfW0AyqVANBVJO9g7k8JYhqLk+9/IJXT0zOyoqBBIXlxK7u3umZ1MFDY2GECSKBBCWXp1TN0g2HYQWCSBimSxAJWTE4XhpZe1Y6U9ANhyASJMV1dffySC4UGVHSBofWspyIBKVIsqVynUfyqn6HtUyR31TPpdcSwwQeACYvk0wWljI+zgCSsbSaTbP5HN0MOsUCs2Z4/fnnX0AQ3bkMZxlVSdR0zRaQIiB9YY7z7LYilWTRl0Tt3nvvrdUqUdTCHTzQvwYCY5VKZaV3UdO0Wq2WSCTa7XatVoODnudBNCse7wKlqEA4cAOuX78erDHbtldOL2u3253lkZuQGAKpH3g5lhZfp1argXkHCIyiCE6r1Wq1Wg1wODIyAlduNBpBs1quuPC7Op0OOMeep+/iaSSZKKjdXb2ypFcrQU9PHyzeOVZMJgaSiQHwK8b7BJHYsOGcyYlZy/QIInHeea+AAMnQ0FqCSMAsumRiQFMt2/KTiYFEoj+fo9av30gQicGBkbUjZwHJbMuHHY4TLdMr5GnTcE3D7e8fHhwcEZACraxzWdIyPZ6T9j1zkKYY4IGABAEJuIP7+oZazRbu4LM3vqy7q5sgEqOjZwPhAC2GoW3cuNG2zShqhWGz3Q47nahc9oFzYGlhjFVVbjRqIyPDUdQiyQLG7eHhQYCcZRlgcgHDkskkQRADA319fX39/b2qKmPcLpd9jNue54DRdkpIpituOlVst7CENMcsdRHJLiI5PLCui0jYlifwoiwq3URPF9HdRXQnepKSrBNEoqu71zBdjpdoBg0OrVU1i2YQRfMbNp5LEImBwRFYKATNNkXzFM2znEgQiQ7GsmLIit7bOygrBs2gdes39vUPE13JjRvPLZLswMAaJCjZHDkwOEJSHBIUYNvadRuIruTwmvVEV5IgEs1Wh6S4xXReVozTfqtd1Yuq3yGSnWTSpqnXbLORXqBpUobJyHOziywj9CVHdbUCPYklUedZXZWqiHXJvCbyvoDU++77zFKYKmjblt/b26vrekwdwzD6+/tbrVYikbBtGwwmoA6YRzDJTJKkdevWgVHl+35fX1/cMh+iXHh5pItlWZs2bYLckNivCM0+SqUScDSKIoIgNmzYgJfTRsDrGKc1xk8Ef2aj0SAIYv369a7rQr4cxiGkWaYX87iDn6fHx+kiGfQlWzO8HvI15ufSBJE4/7xXxrkbMAoo3u/p7uvvG85mio162N3VC2mKPCeB81BACrAqmymSRba7q3dkzSi4HAki4bmV1HyGpvjYuzg8tA7x8tTkXMmvpeYzcJAgEgAwWdIduyQgJb2Y/+53/h1g4HtV2AkaEdhkBJHgOWmllZZMDMA7GARBf38/hDbDMARjGj4SURQlEolqtRqntsb2d/wh6evriz8h8bIJY1ytVuFhuVyOoijOiQ1X1Cn++vZCMz5ooZBnaArJkjE/lxldv0kSdbLI6Zqja44imwSR9NyKqpjpxfzgwEgmS6qa7fk1gkgSRLJaaxFEkmHFIsmVyg3Yn09lOxhTNOJ4mWHFciXIZMnunv65+YxuuAwrEkTSMD2CSM7OpXXDpRmBIJKKaiWSgzQjUDSCE2TFJIikJBsEkdR0J7WQ0w1XN9yZ2UVNdyTZYDnphXqfVvXS0onI9Hx67m3nOQn9MCACdhCvXH/d5qBxyrLwf3uSsbRuGXWO0VTZ41hJVSzImyKIIY4xNNVCvCyJuip7slDOLoqqVFXECkXyt99+J5hN0FUvkUhEUTQ6Ouq6LuCqt7e31Wolk8k4dR5j3N3d3d3dPTAwMDQ0BFZU3D4/vt3ouj46OppIJLq7u6GDfjzJrLe3lyCI4eHh2BTDKwJp3d3dscUWhiG4KCFfMcbYyiyS2MLr7e0NgiqkycFvnJ9LB43gzIyTLS7kuoikqpizMwutZscwnO6uXkU2ksmBZHJAkY2V++BdhAT6wYGR3t7BXJaEZI2Xv/xV4B5cs2a9gJQ43FIsMGvXngW8gRT8YoHx3ApYb75XFZCyuJDz3ApN8YODI93dvWAppuYzkDguidpTTz4TNALTMAEJkMRIEImSX+rrG8IdrGt6q9kaGRm1TCuZGMAr5iHA5ycMQ9gBAsEYIHjLoOfZwMAATK2zbXvjxo2tViue/tPpdGAhFT/s7e1d2Q4UYNZ5nkmtL5BkqmIJSGVowdBdnpOTiUFDd2HkNOKVYoHt6xvmOYkssrpmE0TCtPwiyeULjGG4IyNnLaYLyeQgx8uipIuSThBJ3XA13UktLHT39FM0ohlBELVyJeju6RdEzXbKC4v5vr5hhhX7+9coqoUElePlkZGz5uYzyd4hx63kC8zw8HpR0nN5enR0U6HIJpODRZJTNRsJKkEkTcvXdGduPiNK+mm/1a7qRdXvDsm++50f3rb9bo5VZNFDnMVSFkfbLGVRBZ3Ma47VpIoqS6u1Sie9SApIJ4gBxBnFAsNz0vTUfLUS6ko9n5Fl0Rd4h2PFHTt2hGEzCOqdNo7CpbSOZDIZF3719vbC5GgIRDmOs2z9YLzsKnQcB6JWkKYBg8rwioFksGpuNBrRcl/HlSOn4crwFMMw1q5dC9cHH2O73U4mk3DnWtmPeGhoCOAK5pfv+8PDw5Wqh3FIdC3ZlNNT82dmFr4oqAyNRtefnZrPBI0IshC7iCTi5cWF3FmjmyCzI9HTn+jplyV9eGgd2GGQX3DW6CZZ0iET5KzRTXOzi73JwYH+NfDEZGIA6pyKBQaSRJKJAbiCJGp9vUPJxEB6MQ9pHRTJQapIf9/wQP+a6al5z61AlM51yj/58S9azU47wo16CFcgiEQUYtNwcQd3Ecn16zaCkWeZ3tDgWoxxGIaNRmPdunVxvTy86Z1Op1QqrV27liAI8BYODw9jjLPZ7LnnngtWNTzFdV1Y/QwODoJNXyqVAJBr166FpFnoBfprtRknqozGYQuHYTsM28uHmmHYbLWCZjNsNsMoxDdcf0srwFs238nSKkXyJb9+bHyGLHKm4Q0OrGUZkedkAekcqyiyPTebXb/uHILo6yL6CaIvk2f7BtcTRF93cjhPIk7Q0zmmd2AdQfSRjCRrLtE9QHT1D67ZIMhWOscUKKFIi7pV7k4OK7o3m8pLqgPXUXSPIPpAPb1rirTY07tGUp1sgSOIPllzZc0liL5sgYOnDK7Z0D80OpvK61Y5T6J0jrHcGpLMVf0OK+6dAcwAbJiGC8GI/6hclinkOfjoSqJJkQJFCrJk/TeQTEAKzISanVkIGtGx8ekoPN6XlfjWNx/ecsvtZBGBKSbyvqE2HDMUOE+VqqpcJohhy6imF+iSH8zP5TZseHlmkVFkw3MrmXRBEk2R900tKOSkYl5maHT33XfHEYUoXIIT3HpibKzMxV/5ME76AHsI8BPPKnNdd3R0tNPpQEoIsBA8gYCfTqdzzjnnWJYVL7FXjvG0LKtarQ4NDcHDmJ2u68JKf2hoqNPpAMzimWftTtN1TaKLgOSR/fsO4Q4+A7PwOVbMZoqFPF2rNqcm56DeOTWfyaQLkAHvuuXFhZyhO9lMUVVMxMuaZsGsS4TkuCYJfgop+6piTk/Ni6IKP4V52an5jCzrZJGlSM6yPCh8np9L+14V8XI+R7UjnM0UVdWsVoIjh495bkUUVKgKyGaKTzy+N2hEQaO15GDE2PMqYOjomh6FGHdwEESxB3Kl3dxoNKBtdMyhUqkEKxhYtfi+D2YZ2G3QSBreZVj6gLkPeOt0Or7vQzpSvDYyTbNUKq2spv/17SQ2WRg24xOuv25zrdK6+cYdHKPRFGIZ0XOriFckUU/NZxlaQLxSyHOFPCcKRqeNZ6bTmuaW/KBUCkynupChVNVhkaboHi8alXqbZCRRNNxSQDLSxNRCB+Op2Yzl1nSrTLGy5dZSaXI2lZ9fLAYhXszStl3RrTLJSKZZommxUmmZTnVyJs2LBsOrFCsXi3w6x6RzTLHIU6zM8KokmZV6+8ChCa/cLNIiizSGVxcyFMXKq/odFseKPCfBNzQ2faDK/oSSJUuRbViH8ZzKMjLM83qxSRYfZBlhZjoFU11wZwXJvvH1f9tyy+08q2uKjziLKirFvJzPirYZCLzDsybPmgQxsPGsCwiiL5kYPnJ4Imi0SZIsFAqiKDp2iWdNmlR9t2kZVUmSPn3vznYnaLaW2m0oigJDnJvNJkDCcZzu7u5qtRozqVqt9vRAZQ8eGBio1Wq+77fb7b6+vkQiEbMKAmldXV29vb0QTou3ZDKZSCS6urrgFhYjCtxEjuMAwAiCiF1Va9asgftgfBcTRTGuiQZ3JcYYgmSQu7hp0yZo+fXsgfEzjWS6Zs9MpwAn83Npz61AkTJUJSNeNg2XLLJQxZzPUaKgQicOlhHAWwiNJKCtA+QflvxaNlOsVgJdsx27VCwwlunRFK9rNozKBAsM8TLLCKpiFvL0QioLKR7FAiMK6uJCDn7K0AhGKn/j69/CHVyvtXAHq4oZtxJu1EP4F+rMSn5tKZCGsWFYGGPH8TDGBNG9du16guhOJvu6unrOPvsc3y9jjH2/HEUdjDH4BcOwjTEOglarFTmOF0WdarXeaCzBxvNKKz88lUqt1YrCcIlfcNqy1fUfdHKbLCbZNVff6LvNa6/ewlAKEtR8gTEtP19gHLeiarZhlDhOlSRHVX2aVjhOZ1mN541sFhUKElIspFii5qSylGL66QKbJfksydNIZQQtU+SKrCSotqDak3OZHIVyFCI5mZfNnv6RwbUbia6+kbPOJbr6iO5+XjYl3WUEjUbqXLpYDzHFK4ygSborqLZmlzW7LKg2nJMleVFz5jOkqDk5ClG8wssmI2isqK/qd1g0J1GsWKRRkUYML/OixgkqzUknUz4vcpxJ0wpJSoriWVZN00qq6kMHYY6XeaTAv9ddv7kRnEqSQURDFNT5uXQU4mPj0/Xa8U68xMPf+/HtOz4lIktXS5LgSoKrKRVTr3OMOTdD2mYjvcA6Tj2bZmlaVBXHMn3T8FiWJUlS13VNtXjWlAS3kEOFHMrlcvd86s4wqrfCWqPRgMWvruvQTRGg1el0VlYl4+U0wpg9cRNFz/Og3dTQ0JCmabC+Xrm4FkURjCfwB4bLAzkFQQCkxQGVML5RYYyXbbW4e1ar1YozC4IgAOfkcm+R0PftTmcpsnLk8LFKuVLIc2cayWRJZ2iUz1EQcYF1FvRukCUdzDXIHsxmirbl0xSvqZau2XAC4mUBKY5dUmRjcSHXjvDkxCx0vcplSZriYT5QnOXh2CXTcBka1arNmekURXK1alOWdEnUIGDmOmX4CBq6A95FlhF0zX567wGoFYvbB1fKtVq1Bh2qGvVQ1+xatdZqdppBO2yF5XI5ft+CIAiCFsYYIlJh2NZ1Ey+3mcYY12q1RiMAGnU6Hdf14WQAGzwE2jUaDXiX6/V6pVLDGFer9fiEKIpWTmx5jp4zzwW2CMrXMMadTqcdtTffvK0V4M033S4iS1Et0/LnU1keKbrh7tnQ9hg/AAAgAElEQVR7QNM8mpZyOV4QLI7TMxlW18sMo1KUqqrluXRRUG2kWDkKIcXKknymyOlOJUehAiOyoi6odipLMYKWylKaXSY5OVPkBNXOkjwr6pruLuRoz6+bdtn0atOpHMnJjKBZfr3AIEl3kWJRvEIjFShII5XiFaRYsuHBmZpdlg0vS/I5CsmGx0nGqn6XJahI0nlRY3gZSAb7FCueUJLkaVpFECySlGAFxjAqy2r/DSQTBRXucjPTKYiTtZrH3SPEt7/9zS1bNsOkTZYRKJKjSJ4scjz3/7P33kFy3FeaYFZ3VfuGNyTFlUaji5mIu5i7nbmdi501FzdxsXN7sRN3E2NOMxexG3G3o6EoUnQASdCJRpSnJFqQIAECIAHCNUh4Amh4oA3ad5ev9JWuMrO8yUr/7o/XlSxSaNxQIUoE2b/IqMiuzsqqrs5ffr/33ve+T5REzWjYmTTD8wLDcKKYJcl0PJ6cn49mBYbjKY6nSJJMpzhR0LGynUxFn33uccspu37NdhrYshVkeAKdQ5Q9bDabCFoYOSEOua5rWRYWtKDlw4n7DMNgvBUkBtsr8xje2bbNMAyeDQlpgaVnvV43TdP3fbzxBRFbrVbDTxi4WiMGIwES5ZGqtSJ+tngsDT6c/vDi5w3JMJAqFqrpFC2JKl4QhXwF4S3Ly8kEOTkxS5FcuVQPZPeQH4/8nbnZGJlhZUnLKfmx0UnfA5ri6zUzHktLooqqSPNzcVSfisfS8Vg6k2YwjMsp+ehCEtEuupDkWv1tQlaZnYmyjIBd1Qyd/fDUMIZiOSUfBGeIavhMIJO/qC4PUKnUGo1m8I/W9QKGX8GThmGapq3ri22IlUoNACRJCR5d1/d9ME3b8xYjsHodk89m69owEO0WzcbstlLyJ8bSjA9E0Kbhbt70GHjw3XseIdNiNJbW9HI0lrZsiMUow/BTKY5lFZ7XKUqmqNzCAqNpBsflObZAZnIkm9OKzTPnR0s1d2wy5gBMzaVJNqcWjERGSGQEks1JajVNy6yQj6ezTFbXik1WyGcYJZ7O0ryWoqR4Ont9OsFkdVbINx2YnE2lKEktGLEUn5VLCwm2ULFTlJSipELFXkiw+ORCgqU4dXo+E09nObHAZHWSzbFCfnn7Am9xSqbFIqdUyGw+yeRSrJpkctGMSIvFG24sk2donaJyiUR2YYGJx3maVnheX0QyRmZZ5bNAMpTHokhuYT5x7eo4+Is08o+QbM+edx5+eFMymQyyTLKkS6KGdWlUHY3FEjwvZDIpw6g3Gk2Oy5JUMkMmKDolyzJFCskEw7ESQwux+NwPf/S07VZcv1ZvlFx3UTIRYybM7AWNyYGsIsIJsgpbN6OK4zgEQdx2220IYxiEIXohSw0AUDvf87xisRjgJaIaHl8sFlVVbSdtY/wXmHNCGy5izR+DPPjI/NOpVosAi0nL8+cu+56fSfOfNyTDyi1DZ1GLj6Z4THYjaFXKjbxejsfSGL1NXJ/hOWl6ah7rnbMz0XSKrlYMLOqKQu7a1fFatc6xIibNEd7w5BjDLcwnKJJDcMJILhZNYfiViGcyaQZryKgfIWQVXStleTkRzwwdOjJ06Mipk6feenPn8WPHL164OnRoaN97+z48NXzyxJldO3ed/vD0u+/s2/ra1mtXx/e8u2fHjh0jI2NDQ+/v3r37wIEDFy9e/OCDowcPDr322mvvv3/k2LFjr7zyyrFjJ44cOXbmzPDu3bsPHjy4a9c7Q0ND776798yZM3v37tu3b98bb7y5Z8/eoaH39+07cPjwBwcOHHrzze1Hjx59++1db7311uHDh3fs2PnBB0eHh4eHhg6fPHnq8OEPhpYah4aGDn3iqYNDQwfffXf3wYMHDxw4dG748t/+zT/Uq/XvfHsTQynpDMtyUlbI0Yxw4cLo7t0HfvGLrS+9tG3Hjn2vvbZz27a9W7e+g49vbtv38ks7f/7Sm2/t3P/K67uGjpx56tmfbn3zzV+8/Nb2XQdefWP3m2/v2/nu0M9++cabb+/75SvbD31w+scvvPaTn2/d+ua7Tz7zkw+Hr/3i5bd27D74y1e27z1wbNeew798Zfsb2/e+tm3H93/04hvb97627Z3tuw68vHXny1t3fv9HL+7Zf3TP/qPf/9GL+Mxr2955Y/veHbsPvvL6rlde37Vrz+FX39j9wovbXtv2zvL2Bd5+/urbr7y556U33vnpS2/97OXtW3fse+udoW27Dr70xjs33l58++WXdu7aNbR79+GtW9/ZsePArl0HX3hh62eNZCglKokqchfBh5Fr13VNt1uD2L7jtW/+/V9te/PV53/w9JbHNj/y6EOPPvrwww9veuaZ7z344P0/+vH3n3jy0e8//70tj2164ec/+Obf/9WDDz64ZcuWx5/Y9OOfPPvIow8+99wzTz357LPP/GDTQ48+8/TzP3vhh3/3zb+cWxiZnb929tzRc+c/PHv27MTExLlz506ePBmLxV5//fXR0dGxsbG33norHo8fP378zJkz77///uzs7OHDh6empoaHh0+ePHnp0qWRkRGKorZu3ZrP5w8fPjw+Pn7x4sXh4eFr166dPHlyYWHh3LlzqVQqFosNDw9PTEycOHFibGzs3Llzo6OjExMTyWTy7bffTiQSaNE5PDx85cqVa9eujY+PHz16dGRk5Pz58xcuXDhx4sT09PSJEyeOHz9+6tSpS5cuTUxMHDt27PLly/iZL1w8e+XqhYuXhmdnZ8+fP8/QWUXW52aTnzckS8QztWozlaQQVxbmE5KoZtIMRXKaWkTlPdTCz6QZs+kirSPLyywjyJKGIRfLCDTFkxkW6TzIIkEzBRQaRoVGzCvynBSLphRZx+Asy8so5IjcJ5TGR1cg1F+nSC6n5JMJEuO2asVAdsnFC1cpksukGURN/IarFQM/dqlYG7l2nWWEpuFwrDg2OlkpN/CPwnBTElXb8mPRVCpJUSRHkVy1YrCMoMj62OikphaFrILfCcsIKDXC0FksGZZLdTLD4m8pkotFU4l4JsjN3mzLitmsmF0cXDbLUVRGEKR0mmQZ8e5v3+fagHUyXlSTGVYrVBleNh14/ke/IBlFVqspUmR4jcsWBakST4qpjJKhVC5bYoX8zAIpqdVokhNzlfk4oxaMJCmyQv76dCKa5CS1WmtCmpYzjJIkxVy+QbI5XioKSjl4MkmKFKdm5RIr5GejFM1rnFjgpWI0yaUoSVDKglLGCA/3U5QkqVWa1+bjDCvkFxJsmpZjKV5SqySbW96+wJugG4Ju0FI5waiUWJIKJiNXZhJ8ktVuuJG0liZzimrQbH7sejxNKtEEu237XppTKTZHsTLNKRQr0px013fub/zmkAzr7jid5+fivgdnz1xIJamrrUG8t2/nQ5vuicZmGDat5AQ9r0iSkMmkFEVKJGKCyHI8pWri9Mx4saRkBZKm6VwuR1KxckWNxWcFgceavyjksrycSM7//JfPe1AFqFfrqud/pHBfq9UCLgamGds9NrGPx/O8djvNoBiGP6LaPeYAq9Vq4GQWMEeQ0oZERHyLgNsWsKuhxdHH3wa1usD5DAtmQaaxWiuihwiGkhcvXP18Mj44VkT5c1y/oIY9Un00tUhmWE0tYqksEc8kEyRCDlI2sE6GlTMscV0fny4VazTFI4wFICRLWiya0tQivhHPSahaS5Eckj54TsJ9VHPPpJkgLAu8XWRJQ74JysRgrY5jxWrFSCUp5JWkklR0IampxVSS0tQiigFSJFerNlG8mMywiGeZNIOcTIxBsSiI2FmtGBwropY/+gCgjkkintG1EkVy0YWkIuvzc3EywyIhBb9JhNWbbSzPsjy7OGiWpdPppCQpDMNleeU7d99vm953vr0py+laoZpIM8kMG0tSFCu89fbeNCVZLpgOuACliuf6YNrg+tC0wPXB8hY3B6Bugu1/9GPTAcuDpgNa0XAASjUX9fnTtOwA5MsWvqRugmFD3YRy3XMAak1wAKrG4mvxJZWGj6etNPzgmeDgQsW2fSjV3KYDtr+8fZE3wwcTwPCh7oLhg17zr0zEX9958MjpqzfcTpy6eviDcydOXX1377Ftb+2bW2AoNvfK1p2fNZJheR7L/KMjE74HY6OTeb38EXdxKVcXWazOTGXyWlMSygwtxWNUtdKURI1j8hyT/6ghjlE5usjRRYEv5eTKwkLsqaeeaJpVo1kJOPeBH7Rt2+3e0PBxrnyQaUTXTSRrICCh2Vi7x/QnVBh+9TyByD0A5HI5RC/kfWSzWXw+aCTC35qmWSwWg7631tmcQlFtmjWEN8zCxaLk5xDJbrhho3SxUA2irkyaCW7ZN4TDTJpBPY5ioYoQiHj2qbZEPIO5TUQy1GMM7F1i0RSGjLjOSiWpm3ye6an5TJpBqxEklSAo/i63trnHcQzHMTRNMgy3sBBjaOG+724KOqMFUaYZjhRkMquRov7Sm7szvOIu1to8326CZzcaNQBoOn6QHw+aCvD6tCwrsPqzbbterwcOfHjdBgZ7Qc48mGt4GePKrD0DvzyWBwA4rgFgu14TtUbz+eILP3uRIjl0wcWCNCyu/j3fdy3HNMyG70OlYqXm02+9un0iXfzJG4dpVqcYjWQqFFsVKEGkxbvuua9hub97fzJJqJBpRRYr6aTI0FK51GRoIREnl0KyTEqWxZKiqM8//1y+oNQbJWg5h+EjtOAHJyRGS4EfNLTKZoqiBCRDBDbP80RRDJSEDMPAjrGgxfWG54EWgiYSCTyVaZqBKhVFUYhY+FtoA1cAKJVKWDzjed4wqj585Bl99swF8GF0ZPpWQTJsBUsmSEwt5pS8JKpYMFsKObBUhrERZgVvcvxSmyLrGPS0jMizGB3u2L77g/ePHx46+uGp4f37hg4d/ODIByf27jmw1LZ/39DZMxeOHjm5f9/Qrp173n1n34njp4cOHbnJS34b2959e/fu27s43t27991339198ODQwYNDly6O/MPf/5dGzbjn7s2KVF4KyUzLsqymbzeNegXAcxzH9kErFEzTxEs9YCG141O5XA4E1Xzfr1argSKoZVm5XC4wkgUAnCbBNV8qlYIMxPJYHjhMqwZg204D5blLpcobr28vFWtoEAgApmm2yHSm69qu75h20/fB88BteO/t3DcSU1/efepzgGRLuLpkOV3MFjJpPp3iPBcokk8kUv39g4hbHKssbozO0WWOLmuKmU6KqST11FNPYQNWsVj+/d//bwiCQBUGgiCwVwwAkF6P81MURXTINE0zENYLnKODeQgAqqpiIFkoFPr6+gAAqYk3PE/gUgYAmqbZto1cj1qthvO5VqvhB8MDXNctl8sYAiIi5vP5P/qjPyJCREcnQYQWm8wwOPgcsvCX2mRJwwoZdpXllPzM9EKt2lzq+HgsTZGcmivgpYMVI6Nhf9r3xTAODTlFIZfXy5giuHD+Sr1mohx+03As03MdQFuyG25IkS+VKu2NYjiRfjcbfrDFH3E4qGgMAPW6YTScTQ9tsZrwrf96H5kWl0Iyy3bXrlnVG+noJIgVKwYIosPywHQBWso1uCALLsharRas8Or1erPZLBaLzWYzEomgmGQoFNq4cWM4HMZWS1SJaw/IbtbuvTy+rMN2GgC24xq2bXqeUypVdu3cg8xhy/RKxVqxsNivuZgYs0zHc5tNaDQAHNj1xrvnJrmXdp38GJLRvMhk77rn3t9gdvHXRzKBz0tCUdeqiThNUyyZ4Xp7+8PhrqWQjGdKmZTEMsKWLVsQyRzHQ7NNTOXhREKFe/zRcRwkxGPsJUlSMNlkWcamU9/3G42GruuIbQFuYUoQs4U3PA9W0T4hw4gYhmgaKH2gxBF2leHtI8hM4jGmZVi2hU7Tp06eBR8mrs/fKkhWLtVpih8dmcC8oporRBeSQc/8DREInaCR2oBO0L9GTJZJM59g4SuyzjLCe3sPYhuZ53rItv9Vk5ePbYv/O9NxsJCJfRofFVN/22MJFr5tm77vm6bt2LDpoS22Cfd+52ExW7hJdjFEEOCgrnERADhRxokZ1GgBwHGcIG3QaDSQAwxtDS2BME2xWLz99tvL5XLA7EWfP0w2FIvFRqPRXoReHssDAHywAGwA2/Mcx7FUVX/rzZ3YHmOZXrFQ9T2YmZkBAFEUTdPMFwu26zSbUK26vu3v3rbneqrwyjsffq6Q7GOuLsk4J4ulmelovWbFoikhqxBERyjUibjFMWpry3N0laOr6YQqi1VNLT3yyBbHsQyjDj6sW3sbJvGQ2p7P51GGsVqtIn0DAJrNpq7rCCEYRQWzFNMj1WoVEQ4RKCDN42E3OU+wk8/nEQgD1WBFUTZu3IhnIAgCI7ngSzEMA/Fy/fr1jtusVAtoHAoA0YUk+HDt6uStgmTRhaTrLHaGodlm03DQ5XkpJKNIDqn2iXgG62R5vfxp37dYqGKWEqn56RSNndEH9h9GUQ+cKr4HjbplW/5ix/GvbIZhYlhmGCbKeQCA43hLdi5/1tsSndHYT4ZB2733PFgp2f/4/373JjFZvdFcs3plvVxwzQYimWF7RLgbLzzf9/v6+lBJKxKJoHp14L2OctvBgixAvnYRONzv7Oxct25dJBLp7++HNq7T8lgeOFyviUiGtnySpLz22uu2BXm9Iolao27znOy58Gf/+t+7rl+t1iU5J4hyNlssFm0wYdtL22eZyk/eOISMD5IpUWz584VksQW6UrIlURMFFUVmOS7b2RlZCsl4pqJItUyafeihzfil1Ko1gggbhoGAgZl9nGCY0x8cHFyxYkWQ3/M8DxUa2w3JcBGKz9x5553FYhEDNbQQy+fzS50neBX6feTzeeQloiMaAHR3d+OiFcEV7yClUimgjaCnmu0YplXHOlmtVhsdmWgazdmZxK2CZDTFz84sBDqhyNy7CeMDa1pIVUdlEMv0Rq5d/7Tvi+YyC/MJrqVWhf35x46eam9/DjbX8W64AUC5XLVtO2iCbzn1eL+bDT/Y4o84bNe1G41as9k0Tdtz4b7vbjINeOC+x2SxtBSSGU0rEu5Y0dfdSRDf+MbXKYpyAZqOH1y6HMdBC5BwMRfItgFAo9Ho6OgAABR+EwQBANAICVsz+/r6TNNct24dJtWxO/Ozuh0uj1t2NM2q71uu28TUgqKoiGRqrpiIk0I2J4naX/yH//in/+rP/uRP/hXL8kbT4rNiNMoqSs1v+j//wYszdPlHWw98DpBsCVeXctG5PhaTxdLVy1ONuh3u7F3Es0Uk0z/a6CpHVzNJLctW0ynm0UcfWzSOcmDN6g34Ngg/zWYzcJkaHBwEAGRh4RzjOG7dunXBfAuFQigCG6BapVJBscQAEQFgqfP09vZimBUOh7FiiZlJDOCwDoFij5iExLOhwgh+QtM0V65c2RkmiBBBhIhwOEwQhCxpNMVzrHKrIJmaK2BgdH18upCvILrklPxSx+MfiOrD2M6MUvqf9n0VWW/UratXxkrFGlrDiEIuupDc8+7+es20LR8fAy2PpepkyC8NRrDU8H5XY4k6meNYpmlbluO58J2776+WnbvveugmMZkPEAl3gO+A77iu7TieoGiGvZiBxz+wWCz29vZiKIZp9j/8wz8kCALVQdesWWPbNuIZ+p6jw4PneQAQiUR830c3JZx94XC4PfGwPJYHANhOzfMNy64jkqmq/vrWtzwXyEyWIoVCvv4//Pf/07/7t3/+b//N//Jn//rf/29/8Z+mpuclqcDQuihUwIFtL22n8u5Lu4+i5DTJFCi2+PlCskxK4tk8QymlgkkQkbxemZuN9fQMLIVkWbbK0eVkgvre957BVF691iSIMNpt4OOKFSsMw8DfdnZ2BkyqxXJUS5UKANBT6hPGiV5L+EoUxd/7vd8rl8uNRmOp8wQajP39/QFbEgAQpZrN5uDgYMD7wkd8O8/zkMFsGEY4HHZc0/Vc27ExTXrkgxPgw9kzl28VJEPWRrizZ9XKdckEidWy7q7+pY6PRVM5JW807JnpBYyi0J/s074vWkv39a5AVxdUK87r5aFDR4LyGKYZgx9vuK1ZswZT00hSRQYQVoN+N2Pp7KLnge8D+HD/fZutJjxw32Mcoy7N+LAj4Q41J/mejZlJF8DyQFVVZDMFsyBQt4G2EA0AcMmFtm2+79u2jTEZZho6OzuD4/HKX47JlseNhglgorJgO5JNTiyIgv4nf/xnf/wv//Vf/Z9/d/nS6N/89Tf/+F/+6d/+3T9cuDCaSkqzM5TVsN565e1UzvzeL97+3SPZ61vffnjzk5KYL+imIlWzbFnK1hSxwdFFVW4qUo1nC+GOwUSMlcR8V2SQTKlGDZJxjqEUgc8vzDGq7PBMjWcqqYQoS/ojj2ypVEqe5/gehDt7lvr+Ojs7e3p6EN5wjuXz+b6+PsQqwzD6+vq8Vnmss7Ozu7s7cCzzPG9gYAABDF+LMEMQBIooRiIRzEFhhhBarTbVajXweSmXy5iEwZRjV1cXLrCRPIIfIxQKtUQXnVwuZ1nW5Usj4MPn0GnzJhtN8QQR7u9bier1LCN0RfoUWZclLZ2i8aJBS0yEPRTRx/ZhVADB4xVZHx+bKhVrKCDCMgJCHRbVWEbAbussL4eICJlh47F0pdwgiLAkqppaRDnjA/sPgw95vYwGmwQRXr/u9hARQZNo8IHnJPChVm0iwq1YsUKWZc/zcGkS0BZ838d/sWVZnucRBBEOh/H2jcKbg4ODoVAI1zT4nw2FQp2dnb29vb7vYzoOL4xA4TN4vBlb/VM6bd6Eu9jX2+006xiT2bZrumD7gE6zAwMDeAUG0IV/eF9fn99acuFkIQgi4ENh9qL9hchjDGZH8AdiVhSW6M5cHl+e4fmG6zUA7EJBdxynaTivvPy62YTzw6P/x19+80//x//53/2b/zA9mUgns+eGr/7lf/qbP/qjP/2Lv/jry5fm5uc4cGDn6+/EpfpzL++meZHiBJLVKS4v0KzIcL9ZJEMFBtTMm7g+43uAtiTBIN56852HHnwslWQZSqUyCkPmBa4iZWsCV4kvCJmUTBADBNG7YmBjd9cKgujuiWwYvTpb0I2FOTLL6bJYLeqgiFZOMpNxIZWkf/rTFwA8ZHyg5+8Nxx/8wR/QNB2ssjGbj3FYADalUilgf6AoIi5XdV0PHDVXrFiB+RNJkvr7+9sNOfGcnZ2dhmEEpC8AwIyl7/tI4l+zZg3aUgeCkEgqUVW1q6urWi3W6iXHWew2S8Qz5VL5FmJ8VMqNVJIiiHCjbvX2DKJ2WYiI5PUyQYTLpfr8XFyR9RARyaQZggiHO3v6+1ZOTszetvFOggijUEhnRzeizsYNX5mbjZWKNVHIdYS6IuFeggijVAdBhEUhhz7UyQSpyDqZYa+PT3d2dpMZNp2iUaHx8NDRwI0sFIoAgCLrlukBgO/56CUtCmIL1XjMnuF/E/+hWOYMWOmFQuEToTy0rWkAYGBgoNFooOMPAPA8H5RU8ciNGzfiPvqZYaZ6yan/G0KypmmHCGLVQO+a1SsIgujq6nEBiFAH9pCgqTpCMlqG4jKO5/nVq1cj6QO/DXweABRFCayO6vX6wMAA5tsJgli/fv3KlSsrlQpe4SjeDW0kyXbD9OXxJRum6zU8z8SmxpySR9+l+dnM1ET8f/3zv4wt0NOTiUsXrtOUeOni2J//+f8+OZkcG03MzbJO03nnzb0TGXXH4XOfNZKhJALPSakkNTY66dju5MSs537UWEK8t/fw4489S5Myz2osrVEZhUwrybgg8CVdbS7M0dWytzBHJmJsqWh0RQYZSivoVnQhxbFSXq8k41w6oSzMcvEon5MrNM0+++zTpbKm6ZLneZ2dnUslaQLqBwAQBFEoFIJCV6lUsm07mKLBfQpp8cGCNPhtUOXCI2VZXrlyZUDTai+SAwBSP7q7uzFnZZpmR0cHEvELhUKtVqtWq5i8AoBIJALg1Btl2zHwxjE9NQ8+LMynbxUkm5yYrZQb/+LOr1++NLJh/R0z0wvzc3GCCKeS1JrVG1hGMBr27EwUn+nrXYG6iAQRjsfSaq7Q2dFdKTfCnT26VkLB+xAR0dQiQYRR2qqQr/R0D0xPzaO7NHZDo4Sxmiv0960sFqoL84latYkUkldefh3BQMgqa1ZvUHOFIMGIhmRoYI0hmmNDZ2eop6cL78gAnq6rtVqlWi0DeJqWM4x6s9kA8JrNRr1etaxmd3fE85zVq1caRh3J8fjCUIhwXTuTSQF4AwN9AF6hoBMEYdtmZ2fINA3fdwsFHcCr1Spt8va/sv2GkMy0HNexjGrJrFcAPE3LuwBumyAOnrpQKKCdLACUy2UEWsRdr8VdqlQqARQ1Gg1spnRdt1KpfOMb38jlcr7vB4xfvIzxGIzkAuGC5fGlHCaAWasXATzLstRc4fWt28GDZDx78vil2enMubNjNJkbuTo3MR4l0+Lp09fSqdzYaOrc8DQ48NPnfh6Xqk++sI3msxTHk6xGcfpngWQcK5IZNpNmUkkKXV1QR/gjQHn1lbfuvWdTMs5xjMqzeZ7NC3wpyxXFbDmdlHJyTRLKsljC7CJBdDOURpNqllcadZtjpZmppKaYlSJwTL5UMFOpzOOPb0FaJ8/zmO1ZahCtERSiOzs7g6rAwMAAWrogwuFSFADQsaw9qYhZyk+kGXHyVyqV2267rVAoYOMzLtIR+fAlX//61xcWFrC09tWvfhV5zwDgui5SxQiC+G//uz8gQkRnZ+f69euHDh3xXG9sdOZWQbJyqX59fBqBSs0VCCKMjxg/YacXmWFXr16PeFYq1uKx9IoVa3JKnqb4jlAXhnQoS6ipxUi4N8vLkUjvbRvv7O0ZRNSpVZsdoS5JUlH8EPn3BBHO6+XRkQnHBqyWkRn23PAlz/XUnBpkF/v7+kNEhCAI8LEjwgQfPA8IgvBcXIh4wb/jE7giyyKAl8vJmAbo6+sxjLptm5FIp+NYAJ5pGh0dHesy5pQAACAASURBVABe8FrDqIdChOc5nZ0hy7Kq1XJ3d8Q0jUqlhJxbTcv9dpAMwMvnJPCder0KANVGo9lqfywWi5lMBn7FLyJ4xBw4io46jqNpmmVZgYwALhAxQsWWkhbhc7FfpVqtourV4h+w3DT9ZR2eZwCY9UYJwDNN07b8l17c6jnehXPXUwkhlRBmptLzs1Q6KU6MR69entI049jRyxxbGRtNgQM/efYFumD/6PU9nzWSBXkdjhXnZmOu418fn/a9Nn+y3bt3PvHEY5IkoU4rz0mioEqixjIimeHAh4MH3vd94Lgsy9KFgk6TcqlgRqPxyclpXS+ouWIqIaSTYmyBzvKKLItPP/O4YRYMswBgu67tLDHw7dttXFBrx/d9z/Py+TzOXiwPYIMndoPlcrl2lzKsoOBUxP4zaCn04I845/GNsDm6XC5jmaRSqSBZMfgMwWH4jG3bqLtYq5ewojA9Ne86MDUZvVWQLKB48Jx09syFdWtvoym+K9I3OxNduWKtmivMzkRr1WZP9wDPSd1d/Xm9HF1IInRl0szKFWuRs4r11XSK7gh1RReS3V39Vy6PFgtV1KhWZJ0gwqhk3zScmekFggibTTceSyPNRMgqM9MLDJ194/Xt4INlembTDWpjWBgDH0JEZOWKtf19K7siffjblSsHy+UiBl7hcAeAZ1nNfF4L4ifTNFzXrtUqg4P9jUYNQYUgCM9zALxKpbRmzapKpYRIVi4XA1QLhYiNG9evWbOKIIju7ggiGb4Rw1CfNZLZjmdbTfAd12w4jqUoqgtQrC5WAYO2SJqmoU0adGJiAt8yMIaFtqpeyxt28ZlyuYxTIEg/1Go1DNpM0wz0RWG5z+xLPFyvAWC6XtPzHM/zHBuefeaH4MHZ01eLefudXe8XdOvc2fGRq/NXL89OTaTOn5u4Pp4ZvZaeGKdLSvX0keHRhLD1veM0z1Ec+9khGYoNoWf05MSs0bBRRzgAFOKVV1667757KYqSRBXVYxNxcmE+SWY4NVecmpzyPUgmUxyXTSRiiUQMm6YpitG0vKblkwlqdjpDkzlVqbKMmEjENm2+z3YrPjQKhZxlNZf6BgOg8n2fZdmghRla88o0zUAcxDCMdtmqRqOBMNaubY/9N3gePLjRaASSPzhj25XvsTsbWmSQIBbUNA1Z+zjK5Txq4QMAz/M8JzUN+xbS+EA5YIIINw1HyCpI3wgREQyJ0Dw6upDs7OhWZL0j1IUkjpUr1+paKR5LE0R4bHRy/frby6X6xPUp5DHmlPz6dbejsj5mGkvFWnd3vyjk0ik6naL7eleUSrW52Vg6RWMohtIhPCddOH/FbJoIZp2d3Y7tCFnBddym4RgNgyDC9ZqJKUfPg2Kh2N0dQZzwfRfxqV6vAniOYyHqYOxFEITr2qgdF2BVuVy0rCbmFbu7uz3PQZnUcDhcr1cB/HZgs6wmBnkBHH6mSOYDsAwFvmPWK6ZpAEDDRLEqEEURRbTxwsZcIspT4fth+j1wyq7Varquey0bBxy+7yuKEqwUHcdp/+3i5/74S5bHl3KYllXFzmgA0LXS89//iWM5LJ27dGEqlRCvXJpJxoWFOWbk6nw6KU1PZXiueulCNBnXrIo7tOeD0YTwzIs7PmskQxsptHe5dnXctvxPMj52v/Pmgw99JxqboeikILI5VczlZEHgeZ7NZjmKThWK6uTUaL6glCuqpgu6Vp6eWuB5nmXZkZERjuMadZdl5ESc5FiJZlLPPf+YYeqOVzbtEoBtLjEsy2oHjEAXEVp8Kpy3uHLErAjqMbareLRX5v2WihX+GEAXZmCgdS+o1WrBMY7jYLsSnjObzQbqVoVCAZnNAE6xpAE4qOV6bviSZXqTEwu3CpIJWSUWTfX3rRwfm2LobCKeQaLg7ExUFHJ9vStWrVxHEOHurv5MmunpHgho92quMD8XX7f2tkbd6gh1EUQ4Eu5duWJtOkUXC9Wx0UmkgXR2dJdL9dGRia5IH8eKlunNzkTDnT1IHsH34lgR7cqKherePQfQJ7peM9etvU0UcuCD6yyGZYMDq7FmhqRH8GFgsCdfyFWqBQCnty+CQmgNowLg2I6BzNKVq/odt+n5ludbAI7nW0SIAHBUTQJwcL8zTOh5BWmoA4M9eIZ6o1woqitX9eNpy5U8huAtzegbbb8hJCtXagCeZxngO9VquVyuYp0MswV+qw+8vVEkuNoDSMOp0a6MI4oiXqiIgpZl4RINUxe+76MAN17kLMsCgKqqy8rCX+Jh2k7N83EJCJKoHh46Nj+bSSX4+VmaJtWJ8UQiKmbZMkNpUxOpTFq9PkaxdE3gm2SUefPlHRm98bPt77WQLEdx6meBZIGrS3QhOToyAT5MTc5Vyo0AUIiDh979h//7r3/54k8fe3zzps33b3ls8+OPb3nkkc2PP77lyScf37T5/mefe+qRRx/c8timx5/Y9NCme5584tlHHn7i+9///g9+8IOnn35606ZN3713849/9MvHH3v68ceefv4HT99193+JJyfODL8/fP7Y2bMnLy8xzp8/f/78+bNnz3744YfXrl27cuXKyMjIyZMnjx07RpLk/v37SZI8cuTIlStXjh8/Pjw8PDU1dfr06ampqZMnT46MjJw5c+bixYtjY2PXrl27cOHC8PAwmmdeuXLl/PnzBw4cGBkZOXbs2MzMzJUrV86ePXv+/PkLFy6Mjo6Oj49fvnz59OnTZ86cuXr16vj4+KVLl65du3b06FGKok6cODE5OXnixInr16+j8+e1a5c+PH380qVz586dS6fTaLx9C7Hws7yMJmRoOBldSBYLVZJkeU5CemEyQTYa1vxcHI1X0HtFFHPJBIlU+5nphbxeFgQF95GFn9fLmTSjKDrLCPNzcfBhcmJWFHIo58FzkqYVU0mK56RGw8opeeSPJOKZQwc/AB+MhoFBIfhgNk3fA9uysb2MIMIEQRBEGABcxyVCxJq1Kzo6sQ7qWFajWNQAnEaj4vmWadYRqzrDRKiDiHSFwmHCaFYBgCCIFSv7EAkKBRXA7eruCEcWz+O4TUQmH+y+/i5VlXAfd1zP/KyRrN5orl27upMguiIdK1YM9PcP5ksl2/Ogla7AxGAoFAqKWIhYKIeNWXeEK+yPxmoxtLyK2runEe3Qfj04IdI9NE1bsWLFstvLl3iYAKbRrBhG3fO8YqFKZrhdbx94a9ue7W/uP3n88q63h7Zt3bf1lT0H9p3ct/f4O7uPbnt9aOeO43vfPfPST16VGXWW03687d3PGslQA10S1VSSQtrdmdPnr49PB4ASqFUJAl/kmRJLFTi6yFIFjtGTCUbI5uZm45YJkxMLmlqRhHKWK2ZSMs/JHCuhF4zAVai0RmVyObkuivLzzz+H4srIj4K2nF4gCozEKqxRBWEQHoavwmPa98vlclCjDjKBgToqtCI5nNvYQ20YRqDKGDTQeJ6HBJBqtYovD1QksIqGh6E8MQDUG2UAx7IXlYuvXhmzTO8Wyi5+3rYDBw7g1xvYHWDsu5Skhmmavu9juridtoBPBmosePGgwsVnO5bQ+LBt0/PAshzXgQcfeMRqwr3feVjg8zfJLvb39eiKCL5Tq1Vcd9HxMrhi8XpGcEJvP9yxLAuvzCCl0dXVFSQJw+EwEoMDnAvaEqAV22HbWdDrgmpty+PLOWywXHBccFwA2/fEnF6qGfmSoRcb+ZJRKDdK1WbVsOqm07Bsw3ZME2wbDLNhu5ZvmrqkzrHGT7cdWWR8cDLFK79bV5dPIhlLa8VCIx7L5JTC/FyyXGrSlDgxHs9yxbxmZtJsMkHJkk6mxWRMyqs2Mh7n5hbuuedu5C5iJ7LX6mltx5sgvxc8j1TgoC064Fy07wdaD/hjgECBNkfwiIlK9HmBtr4Zx3HQVDqoMeDK1zAMZC16nhcYaiDBxPMtRREAHBSQnJuN+R7cQk6bn7dtz549wX8WrwTXdYOuwV8drutiwg1JQJqmoV4M0XIL6u/vD8jon3IW/1pj6Zhs8fcefPfehyql5n/9f+69iVpVrV4PEQT4TtOoYTm50mjUms2uri78u7C5DTXSVq1aFTST4DWMMwhZiL7vW63R3d1drVZXr16NB5fL5a9//euVSqWnp0eW5VKpVK1WUTcAeygBAN/rt/HVLY/P3/jiI5kiVaMLGU0t0VSWY5VUkq1VbVWps7TOs4Usr1QrTZ6T41FGz1kMmSfTiqo0NC3/xBOP2U6jUs0HbZgAi6x/XFkjuiCA4WPQENZoNIKbWkDTwH28kQWsRQQnjK6gBXK4MsW1anstAVpl83q9HrwXQlelUmk2m/gh21X2A84IJp1sZ9ER5tzwJfDhyuXry0j26207d+5GI1rbxlgZo3bHdf0bbpblAIAs59qJ4q7rO46HjwBQLJY9D1zXx8fPdnPAdYJ3+UhBOEAy8OGhBx81Dbjn7s03cXVpmvYdt2/s7iTCBNHZGSKIjoblrl5/G3brQwtgenp6oMW/JQgioClhigJjrIAMtWbNGkxXhEKhdgm3er2O3ZmYaVy5ciUeDACZTGbDhg3/3Nve8vjCjS8+konZ0tRk1Gg4oyOTfb2rCaK7v28NQfT3dq8fH43VqmZ0IcXQgpgtyEI9GZMUqcZQWjpNbtnyCIDdMMrlcjkQ0YlEIj09PYHgEEZOWH/GfbR4x89Ur9eDoC3YR5gJMirlchlXowCgqiqGepVKBcU7HMfBdzEMo9Fo4K2hPRDECR+oPEArOGuH0tbxi/wCvJtcuzpeLBRvoc7oz9t26tTpZtPyfR8fEckQkJYazWaz0VjsDsRnENVkeZFc7nlgGCYAlEqffVi2REyG6fB6vd40mvfft7nZ8P/pH+9PJ7NLIZnj+iGCAM8G1wXwarWGC0B0RDDKDIfDiDcEQeBf7XleOBzG5HxA/Qiyjo1Go7+/HwXVAAD7OHF2YPIwCLww92iaZiQSiUQinZ2dgQDp8vgSji8+ks3NkNWKRWY4UVBXr7ptYT7N0FKpYMtilSbVudl4qViXRG1+NlPUXVmoU5mcLFZzOe3RRx+uN0pGswItXSgAQHpJf38/pgQxuYFTNJ1OQ1uRDFoBHH6+9n1oWcNgBIbL0gB4vDaT+PaADKc90rRqtZppmngSAEBhEexgQywEANu28eWmaSqKYjSrmi6jqwsAzM/FPRdGrk0tI9mvt729452TJ84c+eDEoYMfHPngxNChIwcPvD906MhS27Gjpw7sP/zhqeE3t7195IMToyMTz3//x+8fPrZ71148w1tv7jx+7MO3d7zz7jv7Dg8dvcmpfpPb0PtDQ+8PLY6DQ0MHDx06cPDg0MGDQ9euXv/7b/5now733fsoz2o3qZOtWjkIvlMpaBjPWR4QoTC0WIi4tNq4cWPQi3JDJMPHQJ7R9/1CoTA4OBg0inV0dHie99WvfrVcLrdLcluWtawsvDy++Ei2MEcX8vWpyflSsU4Q3ZpaiUXJTEoi0wp4kFMK0YUUz8kLc2QyJqHGh8CXMhnq4Yc3YZ1sbm4OheDae7kIggiIUriGBQCKoqCVhww6YBD8gn3XdRHAAtk9aOvoRKDCM2C8haWyer2u6/oid6NeBwAM16CVsanX6wH+Ic4BAKr74GoXmdwAjuu6mqZdungNfLh8aXwZyX69DbWGURqfpngkT9IUv9TxC/OJYqGKbmccK87ORHNKXs0Vcko+p+TTKbpSbsxML8iSlkpSKLX129ja5h7HMRzHiGKWophoNC5kc/fftxk8eOiBJ27aGe2ECMJoVJHxAQB6qdLbN4hXYKlUikQiiqLceeedge/rUtlFouXDjloerutiLjGQndQ0bcOGDZiEbHecwGt+cHBw2Uv6Szu++EiWk2tZXmVogSAipaIRj1GZNK8qdZpUr4/F5+cShXxVU0s8q0nZGp3RWVrPyfVsVnz22adbPqSAMqaB2SauLgP1UrQHi0QiASkxKEEHk619H1oqi584AGsJOBt7e3uhhXOocdXV1RX4ROOTvb297efs6ekpFotoGoLEZfytqqq+70e6QsjzvvPOOwHg8qURs+kux2S/9sZzuXSKY2iJpkSWkSUxz7GKJOZZRr7hxnO52ZlEMsFoaoUiBY5ValU7upCZmY4ztFQuNedmk+VSc34uleXVasVa6jy/uU1gGYFleZbl2cVBsywtSQLHZdNpUhTUb9/1XdOAu771QCrBL4Vkng9dkc56uQC+UyzmAcAFMN2PSa+h1D1ekEsxPjzPIwhi48aNBEGgvwS04Gr9+vUEQeC6jaZpNP+LRCIAUCgUApZH++JyeXzZxhcfyaiMwnM5NVckiEhnR19HqDcSHiCIfkmosLTO0AJDC0I2J/B5MqVm2bIkVMi0EoslfvzjHxrNSqNRBgCCILAWhfw01J1CvZxAt9627a6uLgQStG7BMnooFGrfX/y4BIE+7thDEw6HsYhNtDzMQqEQnrarqysg9w8MDARa+3ieWq3W09ODtJH+/n6cySi7HhyJi9+e3jC+ShTFvr4+bMpbRrJfeyMz2UyazyklnsvRlCiJeZoSaUoUBf2GG8cqaq5MU2IqySpykaGlTJpnaEnXqqKgx6KkKOg0JRbydZoSE3F6qfP85racKOREURZFWVwcWVHM0jTJsjxNs4qc/9Y/fqdedb79Tw+ydO4m2UXfc8B3CnkVwCsWi4hkAaggIwkvwoDrdEMWPrSyEbZty7IMrVXdYouA40ArUYHPILZhje0T8mzL48s2vvhIluUK8RhVyFe7uwZYRsYVsSJVCWIgyxXVXJGmsgwtcIyakwyWKgh8KZUQo9H4z372E883HXexW2UpJAvoVblcDsGp0Wigwn076gTWFUGYheR+aEv34z7O0uBJPLI9sRlYfhQKhYDuZRjGmjVrTNOsVCq4XMXiAWKn53lEiPB8q94C5uvj00bDnptN3ipIhgbQmlqkSE6RdZrida2EQpxLIA2LtmQ0xaMOJ5lhRSG31PHJBIk202SGlUSVpvhEPMPQWVnS8F0kUeVYEdurU0lq62s7Ll8a3/Puoff2Hn7/8MkD+4/se+/9/fs+OHjg6C2yvX/wwPtYEju4OPYfPLh/3769e/fue++9/Zcvjf79N/9zswH3f3fLzetklmmAZ4PvNJsNALA8MF2wbTvgcViWhRcwFm5x4mB81tfXhwT9YJEXWEtjwhyp+Zh1DGSIl7WplscnxhcfyRhKFbIaTWUnrs/KUmFuNmk0vOEzo6HQYDzKp1MMQwvFQo0m5fiCwFIFWawWdIvnhccee7RU1jC7ePvtty+VXWzP73V1dWmaZppmZ2cnzrp6vb5y5Uosenueh9FS4MBkWVa9Xl+7di2+vFwuoy0LAAwMDAQE+g0bNoTD4Z6eHvQ2w+dDodBXvvIVdJpuT2lCG08MgRb1wlHrCMDBjM342BT4t5KCcDpFs4zAcxJFchTJIfBk0sxNjkdkSqdoNVcoFWt49Sx1vCSqWV5Op+j5uTjqUeX1cpaXY9EUTfG1anN+Lq5rpWKhipfj+XPXPBcadddzWzxAH1Cw6lbalmDhN5uWY8PDmx/3HLjn7s00KS+FZJVq1XUs8J1iQQPwarWaC5AvL5qu6bp+QwUpLBXbtp3L5XB2BAQQTdPa3aWhJRkc0HoDotPyWB7B+OIjGc/meS6nqaWcUsB8jpDVahW/p2udJFQqZSOdYjhWokmZSmuq3EzGBZ4tcFz2e997Ehkf09PTgcsz/Arjo7u7G1oplHYs8TwvcF2BlgZEOBzGk0QiEVQH930fdXcw8YIWMIZhDAwMBKmYQBofT4v7uFA1DKO7uxvrDatWrXIcR9f1FStWIMpKkvSVr3wF36W7p7Ncybue2Ww2BwcHL164emupVXGsKEsa2q2SGZahs5Ko3iTGQpnOwEWaY0Uyw8qSdhMkiy4k0R2GpvhkgowuJNFBJp2iyQyryDrLCIl4Bl2q9713yLb8AMZcB3wPXAcWtTNule1XND4sq+n74Lo++LDpoS22Cfd/d4uqVG8SkwF4Es+A75imoeuFSmNRQRjThsg/wtAK5aYCwm0wewOpUpTPhpY2DR4fRGCxWMxb9m1ZHjcaX3wk4xhdkYtkhiOICAZkszOJ2enMioE7rl6eFQU1laSxn4yji3RGp0lVzJYlSXn00YebzaptL8ouLMXCD9KAuO95Hpq+o8JvvV5fs2YNzknXde+44w48SV9fX6VSQVRbv369oigB7JXL5XK5HBTMEDI1TSsWi93d3eVy2fO8UChk23ag07P4FXx8J+CDAUCtVrv9jvW2Y6CUX39//6WL1yrlyujI9K2CZFlepimeZQQMxRRZR0PnpY5HMiFWg9D0OR5LY4bwhhtDZ+OxNOIf5hgpkivkK0hQrNfMWDTFsWIsmkLNtKFDRxDDHNtpGk3LdMEHx/bb47NbYPvYWLQ9cxzXshzbsu+958FquXnXtx64SXbRcV0AD3zHbNZ1XfV9KNebbgucVFXFi7y9goWC9xiBBQFZYOMQJDDwJbiDAmzQWkei59nyWB7B+OIjWSohUKRQLjU4Vlq/7k6C6O6KDK4cvCOdlJoNkCVdEjWek2lS5pmSwFXKRZdj8tFo/IEH7gOwjWYlsKW4YWe04zgbNmz4BCkroGxBK5AKcAX5jRjkVavVwPMeZ2w7GgXd1gRBfO1rX8N+Gmiz5ezv78cTopNnELGVSiWsPRAt007XdTG76PmLAeXCfMJ1YH4udasgGUNnKZKjKT6TZiiSQ4X7myATGigIWQUdxzW1CD6kU/RSx6dTtK6VZEmLx9KZNIMiwrFoCrn1OSWPSFYpN65cHnUdOHhwCAB8H5C78NuYrL/Z8f+nVoUxGXIXb6JWZdluiCDCBNG5aAEKxWqjUKlDm+QNUuoBIEhUBGoDiF6KoiCAYZckCq2hiCVCV6VSCZCMJMnfwtezPG6t8cVHskSMV3PlieuzQjZHZrI0LVbKZiYlsbQej9LpFCMKKsuIAp+XsrVkTIrOszm5Xi5Xn3vuGc8zyxUdp9xSalW+7yMZBH0ycb6hWDCuJQN14PY253q9Htg6O46D+zjJZVluJ27hVMeqWyKRwJegbDHuI0biycvlMn7OoKet0WgEVQfUR8f0zqmTZ8GHa1cnbxUki8fSngssI1wfn87yMkVyN0ktcqyYiGcwVShLGuYYT394urOje6njaYrX1CKaRHOsGIum8NvIKflyqS4KuUya0dTixPUZ34OZ6fn9+w96nuf70J7uQjHMW2O4nud+4qnF7CI66plNc/Omx8CDB+577CYKwpVq3XPd/u5uz7YBPJ7n0dWl2WwipTZY9gFArVbDKhfKAuBVGmiH4reH16fv+41GAymO0CZJitqV7SZ/y2N5wJcBySolV1MrszMxhhaErJbl1Ynr81quIYtVSaiUSw2WEefnEgKfz6s2z5R4tiDwpWg0fs89d3u+iQrCGB7dUEEYn8RJi0kP/FW7usfifcJxXNdFYMPcSzuhq91jF+BjbvGe52ma1t58Da0bRDabxfO4rov4hyMw5wQAlHA1rXpLsAoKhUIsmnKdW6lOpsj6yLXrBBFeu2YjRXK1anNuNtbTPbDU8cjgiEVT6RRNkZyuldRcIRLuXep4BLCZ6QVNLeJlBz7Mz8VDRKS3ZxCdM7FteWZ6QRLV999//xNzyWslxG6NcdOYzLZd14GHHnzUasLddz10E8aHD5BKxnvCIduoVavl1avXDqxaS4QWWz5kWTYMo7Ozs7u7u7237I477kBSrizLXV1dPT094XAYmbp4WCDb0dvbi00sOMUwweAtV8uWx8fHFx/JaDLH0FJOKfCczDIyRQrFQiM6z+Q1MxkXOFbiWCnLKxyjphMKz5RYWlekGsdln3vuGWR8BB6AN3R1QSeO4C6Gq8V6vY5V7nbr58Bms53Hga8KyuDQMtXEfURB7FEDAIZh8ICgSAatRulP+HZ+grWPn7rRqAA4WGkfPnsRfBgbnblVkCyVpNC1MhLuTSbIZILM62V0v7zhhnW1RDxTKtZYRkgmyJyS7wh1LXU8Q2dLxVo6RfOclIhnckp+bnaur3eFJKqJeKZYrIY7e5CXr8g6RXIHDx4M/mUYf9/E0uXzOJaIyVzXBgDH8VwH7r9vc71q3/WtB27ST1auVAC8ToIA37GsZkdHmBMXvR0CfYD267O3txcvTuy/rNfrAwMDKE8VCoXai7v4iAZmq1atgjYpuHZn2uWxPOCLhGTv7n39b/+v//jzX/zw8SceeeSRLU888dSTT37v0Ucf27z5oR/+6Nknn3r40S0PPPW9R7739KP33PtPTz31xIMPPPL0956///77n3/++aeeeuquu+567tmfPPLwUz94/qf337f52eeefOChuyamLp4+e/jkh0PXJ65dvXr1+PHjk5OTFy5cmJmZGR4eRlfMU6dOzc/PHzt2bHp6+tixY1NTU4cPHx4fHz916tTw8PDExMTp06fPnz8/Ojo6PT197ty5y5cvX7hwYWRk5OrVq3jA8ePH0bHz7NmzV69ePXLkyNjY2Pnz54eHh0+dOnXp0qUzZ84cOnTo3Llzo6OjY2NjZ86cuXLlylLOn0s6gl44M3792pWrFy5cuDA2Nnb+3OVbC8myvCxkFYIIi0KOIMKVciMWTXV2dMdjaYIIa2oxmSBLxRpBhBfmE+j13NszyNBZ9JJu1K2J6zODA6sJItwV6esIdQXwRhDh22/7FwQRJjOsmisQRJgiuRARQWtX9KQmMyxBhPN6GfmNaq4wNDTktSlkep4H8FE78K0zMAj7mAmn51ue53gefOtbd/kefPuu+xlaWgrJiqUWknl2o1EjiA4XwLC9QE0KHzGiajabWCFGFj5KAPf29uLqraurC5d3+Hyg5RFo2bT7/y2P5dE+fN8PdAEty2EYrl43isVyXi9rarGQr9aqptFw6jWrabieCzUDBLlRNcD3oZIvF3L58bT6s+1DNCdRrEixlUgCxQAAIABJREFUOZpTZYpWaObuuzc1DfhNIRna9mZ5ORHPTE7M3sBpc//B7Y9s+U4yNcdypCQpmpbXtLwoyul0UhAZhk26XuP8hVOqls2pgiQJGIrRNK0oSj6fZ1mWoSVZKjC0oMh5UWJ//svn64YKUAcwGkYZ51hgdInrSsyB4CzF2Aifx0xgIMYTNEEH+X2UmwuSjUFtHBeblUolUGJsbwItFAp4JFI8PtWw7AbepLCnOx5Lgw/jY7O3CpJRJJdJM+Fwj6YW16+/fXpqPqfk1629DbEnr5dlSSMzbH//SklUO0JdPC8lEySCHMeJBBEu5CsEEeY4kaZ4muLDnT1NwyGIcKlUuz4+PT8f7+9biTBJEOF0ii4Wqiwj4KvwsPGxKSQ0JhPkMpIF2cVCQd+wdq3VrAN4BNHh+L7pgud5fX19PM+vWrUKvxycIL29vYZhlEolx3EGBwc9z+vu7m7vV8nn84F8PgDouh5IY+PsCDSyl8fyCEZQTCmXy9hbkslQ+/cf/PDU8Injp0+eODt89tK54ctnz1wcPnvp0sUrR0+cP3Vm/MPha4cODZ0+/mE6lmJK8P1X93zWSMaxoiLriqynUzQi2cz0QqXcCG7UxOtvvPzgQ/fSNC2JKs9qNClTGSmTEoRsjucFiqJomtZ1ned5mmYTcbJWca9cmuS4rK4XpqZmGFooFexMSkons2SGo2nyhz961nYrTatYLKmoj4OWS67rIkEDZxQWsfFLrNfruVwO523QLpbP54OqNS4coHXjsywrHo/jt4+rVMuy2j08A7JJrVbD/cAk99OP4FYFjuNMT81bpnf+3LVbBcmyvNyoW91d/VcujwpZpbdn8Pr4dLizh+ckDNGuXB4tl+oEEVZzhZ7uASQfrlt72/jY1OxMdMP6OzCkKxaq8Vg6Fk2tWrkuy8sdoa47v/J7BBFev+52DMt6ugfQnjyZILEtGtvLuiJ9sqRZpjc7E5Ul7YuLZItpxn8+kmFM5lmGokgbNtzWdHwXwDAMBKSOjg5FUXCOoBUL7suyHIlEXNdFiVH8FbQ6WyzLGhwcRDdtwzBWrVqFvKpghbc8lkf7wMVQIOaezxePHDl25co17PV07MXCsG2BZfquA01MRwJks/nEfHzXWzsnSP3H2w581kiGYg5ZXk4myGtXxy3Tm5leaK9YE9t3vP7Iow9yHCdLWpbTeVaTxZKqVBU5LwgSz/OSJOm6nk6nE4lUlldiC3St4up6IZFIsSxPZri5GVISylquVirWRTF7z73/5HhVAMOy6/V6FREIb1WBQ1i7WBS0IqpgoLNt8GOwakilUtDyDga8c7ReWCqV8C0C5Y7g5hjU1RzHQabJpxxN2zYMo4poisnZyYmFWwXJUklqbHRy44av8JxUqzYRvTDZeNttd85ML6i5wtxsbOPGr6SSVFekD1OFXZE+5Hogwq1YsSYWTelaCSOt8bGpr9zxtdGRiUqlIWQVlhVoig8RkXSKzqSZLC8bDTvLy6KQm5uNrRhcgxCYSlJ5vbyMZK3sYqmnpyvS0dHVQQB4HR1hMadbrf4TTFGsWrUKBYXxLXt7e4MfbdsOh8OBXE670x7uoDw3/hgoxv2WbLWXx60zkJcX3EjTafLVV7cCQK1ay+slNVfQNV3NqUI2x7ESz4kpkjt/6eq18fF0WvBM9+WfvzTDln6568hnjWSJeAblisgMOzoyUa0YV6+MOfZHt2ni1Ve3fve79ycTDMfoLFWiMwU6U8gktXiUJ9MimckKWY0gutevu7MzNBAiBrWcQaaVqcn5vF7JKYXoPKXKTZ4pLcwx6WRW1wtPPfUEgF1vlKDFvCAIoqOjA5eQGJbV6/UgJkNUa7er8FoMq8D9Eifw1772NRSa6+vrC5qsUU0OXzs/P48vRDDjOA4VPZBgAm2g+GmGE/STeZ43PTUPPsSi5K2CZGquIIkqBmFZXmYZgSDCfb0rMIXIMkK5VE/EM/19KxfmE2tWb+BYMZNmwp09WGDrivTNz8UJIpxT8jPTC5k0MziwWhJVgghHF5I8t5iKjEVT3/j9P5ycmGUZAUtoHCsuzCcwDwk+kBl2anKO56Shofc9DwLVJPxXo9/mLTg+hmctSgh86x/v/ufEZL7noO5ivV4FgKphuW2COMhOwrkQyNbgNY/IBK15BG1Lw2Ba4dxRVRVT6/V6/VYiiC6P39b4BOu7VKr84hcvNpuW0bCLhaqaK6LME8/JFMlTJB9PKZMz9MRMZmIiBi68/vJWrgLPv7b3s0YynpMYOot9rtjUOz425bZFQMS+fQeeeOIpnsvJYiXLVhmymE6osXlRyxkF3aApMUT01Gp2PEbpar1eg4G+29JJqVI2RkcmyQwni6Wi7nJ0sVaBuZk0TbNPPfWE55npTAwAarVasDAkSbKvr69YLCKrPvgEuEJH+ntQlJZlOegng5YHLq4o8eWYLQl6wlDOIzhhO90Rj0HnaNd1/U85LKvhOE3HbQKAZVljo5Nm07yFND4w40cQ4WrFyKSZ6EKyt3cQf4zH00jlWCxoFWsEEU4lqWrF6Ir0YSc1IlZXVx9BhFeuWEsQYUXWF+YTsqwRRHigf1VHqEvTivgWiqyDD1cuj8qy1hXpG+hfRRBhRdEX5hew7UzNFZaRLND4cB2LodK2ZQB49XrdBdCLRfi4uTnua5qGkNaORu3NYZZlBX570CJ3BNn7YCewpV0eywNHkP1CUbRarfHCC79oNi3XgWrFyOuVQr6a1yuSqDG0QFPZsYn0XDQbTQrXr0eNmvGT53+c0a3fQp0MBfNQ2XxuNgY+4GNwoya2vbHjgfs3pxI8S+sM+f+x955RcpzX2WDNTE8EZhAIkhIpSl772/V+5+w5u8e7Z611+CwnybJkSZYtyZJt2TIVKJJiApgpiqREBUqUKIkkCJIgESfnnHPO09O5cq7qrs5d3dXdVfXuj4spjGSCFviBIgHOPffMabyo6QF66tbzvjc8j8aQKYk3FLFABMN4UOJZrbryMEOpkhBnKNXjZoI+maMTfi+jyqlkvBAKSCG/RgRjDJnweTiOle+88y6I8EQ8U1d7GD4sUMI0TbOurg564hFCiqJAZ7BhGBCiEGlwAQQqTEkDty90iKCdlBSMfzqT1/BXgHxOFgX+FmAP5Dov9zetZ5OWnd9dJ7MttLS4ebUgmcArC/MrqhJlaIEkWNtCoSAF/FXAlLi54dEz+c0NjyxFOFaKasnZmcV4LL26skmRnG0hnpPxEA11L56TvZ5gKpmFG04UVFFQWUaEziK/D/d5Q9tuP5CJxGNpryc4MT4T1ZJwF25ueK56JPuVeTJrl6NdSHa7baLbvn7vmyhtGvliVk8ju5jXU9FoBCEUS+nO3enw1jtpH4dHEQrDzr7N2as5mQyHmDGXyzk9UHsYtmdvaHCnwXMyl8tLkvKTn/wUIVTI2/FYGs5kYTXOcwpJcKEgjVPRheXg+PT6+noAWejE8y9tC5nvPHfq7UYy0AWkSM7nDS3Mr1gmgvSYY9jLJ1578IFHeVZTpAxDxohgjCaSHJ3h6ARLa2ElXYrtU6QkQ6nrq34tbOABVeTSLB32uEmGUhlK87rlWASRoWjAJ8RjmYcffhQhy7ZNZCMMc9m2DYkRGOeEeANeD5AQdNikYrEYcOEfPnx4Nz+Ipml1dXVOmgXtClqEUHl5OSg2FYvF8vLyVCqVyWSAHbisrKympgYGaxx5p8v9TZuW4XR8GIYBZcariAtf4JVIOM7QQsBPiIIq8CIIrOAhOhSkKJLTM/n5ueV0KufZDnCsFApSIPuCh+hYNLW2uk6RnCJrNMXDQFgoSCUTutcThHlnGBTDQ3RUS1IkBz39shSB14qs6Zm81xMUeMWzHYhFU3tIBkhmWsjI6bZVQHYRIUvXdT1vmjvHKYeMBtin0M5eDbaf8LMB23ZrlWma5qCaaZqQYCwWi8BWAyxxv9XPas+uEoPtTqFgptP6L3/5gmEYRs6MRVOypClyVFViPKcQOBsMUBtu1u0VNrbpzc1QNpP9xbM/9yvGC/X9bzeS4SGa52TQpVpcWC0WrJXljWLhYnoRe+WVV44ePUrgLM9qLK05k9FBv5CI51hGwrByLZIswSowrLx23w1EUFNEIxQQKUINKzqJK0FfhGd0gc0wZELg1WPHHgAEyhtWuas6n88bhlEsFiFEnewH9FmhneYrh9UXGBERQoVCIZVKmaaZz+cPHDhQXl5eVlZWWlpaVVUFr9FOxO6ev3HI9cvKykBRF+pzCKG3qmoBRbIi1PwWF1Zt62rqwn+3eWNDK4BBVi8UCyiTNswiKuSvagZhhHYwJp8vIht97au3G1l05+0PsvQl2aosG6VTCbuQQ3YxHo8ihAwT5Yo22jmH7eaaQTt7uEQi4UAdLEJAQbrCqQqjnSYaIKmCa+Ad4Ep47cyuXH5Q7Nk1YvBIdMaZwmHtpZdetiyUSRuxaArZKKsXLfNiH+PmNkfQsbkl78qKF1no1Cuvu/n0j15u/i3Uyf5Ljo83RjIiJK+ubAu8evjwjSVYhZ4pUBRPkwqGHVxfoeLRgs/Dety0wMXjGgp4wwKbCXgVryf0ve99HyGUyWSg2m/vaP3Ztp1MJiE+ARXQDk8VwJJhGAcOHIAI3M0gBczCjkQLQigej1s7VHKZTKaioqJYLO7btw9Si5qmVVRUxONxINqHuVF4W8jMXKbtIdmV9KbGNiNnOJAA8i5Os+9V45cwB8kyqeI3vnYfib+ZZjSyzTIMwzDsd37ng8lkMmMUzZ0bHorHcNLaXTZDCDmUpAghUK8FIXUMw1KplMPZjWEYKPxZO2zaH/jABxwBClmWHZUldFX2ju7ZlbFLIZmeyUe1JEMzDfWtx1888fKJk8dffOWnz/702eden13wrWzgKyvebCZ78qVXt7jUk784825AshNHj95LEBTPKSyt0WSYoSI0GQ4GmKxeYBgOw0pDIYIkaZJggwFmf/UHeCbtcZM8qyVieTwo44EoR2dC/nA0khd49Xvf+346ncxmM8hGFeU1MBmGENpNAQfBWVJSgmEY0M+nUqlsNltXVydJEmwVnS6sbDZbUVGBdvoboUQJsecovDghCokU+CO8j0OZv5uJ+HJsD8mupI+OTGXS+bxxQaKskEdm8cLXq8936W0WCoWsXoiE41nduuP2+6wiuv22+4nQJbOLNkIEHkR2URHYurr98XgSOD4gWGCq0mmAAp57B9IgzwGbwrKyMqfpFwRpnR6rVCp1/fXXR6NRkGJ3wgGwDchEbrnllj0FzveyXQrJkI1i0VSxgCBUk4lsMpFFNtry8G6vMDm7ub1NIgu99MvjS6Hwb6EL/60jmaokCJzZ3vbecsuHaJpNp3VF1jhWxbCDqpTnWY2hVJYOC1yCwhMsleaZtCSkPNvBY8cesG0TISushstKK9HO4JfDR+AMwUAnYaFQOHLkCEIok8k4qGPbttPfAV34kUjEoauHCPd6vRCT5eXlzjvn8/lkMllbW+swCzuBreu6856XY3tIdiX9lZdP9feNtLf1tLd19nT3NDd1dHX29vYMtTS3X33e0tbS0tbS0tLS0tLb29vV2dfc1D47s/Kv//JVq4ju/tYjPBt788loZBeRfUHMSNU0rKwCtnfOrVtTU4Nh2KFDh5zsYiKRcPIcu5lIk8nkwYMHdV0HDVsoGB8+fBjtwrZCoVBZWRmPx3Vdh8Xy8nKHU3/P3oN2KSTTIloyoYuCevpU/c+f++Wp18+/+srp7z/9/R/++OX1LSZEhVdWvFpYO/H8S14p+/3jDe8aJMMZnguzdJQmIwyl0WSEImRRCBcLCMNckhj2+/Btd0AS4h+8+f/Y3mQj4VQwwGxtBtJJm2fSZChKhiKhgKjI2lNPPVU0c4mkhhDS9RzATCaTicViDo8OQgh45OLxOIyIIYTy+Ty0bzhyKrFYDPahuzXMnDYQhBBU4MrLy23brqqqAqYPKLzBPhTGAGRZhmLAXp3sHXeeUxQ5SuAsHmLwEOP3ETQlsIx0tbnIMiLL8r/m7i1fMMDcecfRfA7d+pW7g/5LduFn9BxCFkuGkF286ab3qWoEVF3y+TwEhWVZ5eXlINogCILL5XLiwrZtZ/zfUYSorq52Tl3OdIrL5UIIHT582Gnfd4rKcKRzqPcvPy727FqwNzmTxWPpYgEZOcu2ELAvIhv5Q+r6FjMwsrC1hSMLvXbi5FIo/MwrLe9eJCNxiaaEtdWtXK4ITOq/86H/FcOqA16JwrVQkKUpiefCETXrdYscnZIFfXuLCgbIo0ePIlQsmrlEIpFKXcCh2tpaCCqoVIEwdF1dHVTIjhw5AvLtpaWlzihMOp12qPRhZwpaFaWlpfBHhJBlWS6Xy2H3gOwKbDxBrhrSkrZt53I5wLbLtz0ku5LOMhJNCXiIIQkO8IyhRTzE8JxyVbnMczLPi47jOCnLKkVyJCHcfdcD6WT+1q/cLQmpN+n4SCbju89k5k59y7lvHVZ7CA2EUDabdToSEUKxWMyyrEgkAugFvYu/93u/5zTiV1RUQCBA9iKdTkN643d/93ehbdjlcsHP2rP3pl0KyaJaNJXMioJ66vXzP3/uF2dON5x6/fyPn/nxT39+anmN2PKyi4vuZDz52omTXin71C/PvhuQ7I1VXUQ+KQlxmhJ8XjysJv0+ShQ0WUylk4hn41EtRRIcSXA0qQhsigxFSFxVpKSihO+7755CUTeti/3ulmXpug4QBfk92A9SFAUfokON6AxHZ7NZ+IiB1MA5S0EnMczQOPW23QUwEMZ1znBAMQVKYzAZffm/6z0ku5LOcwpNCQKvSmKEY2VJjKhKDFDtKnGewPmd1wyBMwRBgcNZM+jn7j/6uJFFX7v1XkXKXArJckahkM8BkpWVleh6Ditxwd1pmmZtbW08Hq+trbVt26kEQ/L818SgnbvdmTOBP8ZiMTjbIYQOHTrkTF46JI0QdGVlZb/WUbJn7ym7FJLlDSudyiEbpZK5XNbMG3Yhj6BOFiQic0teOJOdeP6lNSr23Omudy+S4UFZkZJAtxUKslok7fOSFKFSRHhtJcixMk0Jihz1uMmwbAS8EhFSGEoNBEKgTxZPhBFC6XR6N00UwBh8ds7gMwAYQiiTyUCgwndZlpXJZOBi0C1zpmccjg/ne2HR6emCcOU4zpkwRb/Kg3U5todkV9I72nubGtvb23raWrvPn2tua+3u7ho4d7aprbX7KvHettbendddba1dbW0dbW0d9fWN7W09p0/Vtzb3fe3Wu7IZ69av3M1Ql+zCd+pkqWSsrKwEIVRSWm6iC7LpkKtwzlL5fN7lcu2Mr+ZgEa6EWz0ajULjiWEYTq4e3sEpie0eWXE4rkpKSorF4p6W9HvWLoVkhbydTOgMzZw53fDz5148/uKrL77wyrM/efanPz81Nbu9soFvbeFG1njx5y+sUbEfvNT4ziPZqbO/OPbg14P4JseTPM8LgiAIAsMwosR6fVvxRHhhcTqiybxAMyyhqmogEBJF2evbimiyIDLr6+uKHCdwXuBVryfEsvSTTz2mZ2MIGdGY6oxz7hAta2jnvPVf6Bn+J3OIGR1kAgzbrR8N8JZKpfbt23e5738pK5o5mIwGqk2gSJmbXb1akEyWIivLG5m0EfATMOwMI9I+b0jgFeDsCKsxEBWjSM7rCXKsxDIXBqhhopllRDxEUyRHEiyBM34fHgyQFMkBS4h7ywdim0DV6PfhAq+wjLi54REFlab4VDLLMiKBMwwtXPUMwm/QhX9hOBpEMX7DyehkKlNagh2u21eGYQhZsqyaCJVVXsiiu1wuTdMOHjwI4ysIISAN2K1AixCC2nN5eTmGYddffz2GYbBZhDf5/d//fSDdzmQyN954IzTrQxof0o+pVOrgwYN7HR/vbSvYKF8oZhEqGvlMLBb72c9+ltULhYIZj2VUJRZRM9FIVhYTLB2miPDKcmhtlVhc8K+tEqiAXvzpCQ9nnmiYImmNoCI4HSEYjSdpgWK+cfu9eu6KIZnfh8MzyrMdmJ9bti20ML+iRRLOgxo7dfYXn//i3zz/4o+ffOqxRx999NFHH33ooYfuueeee+698ztPPPrkU4/98Eff/fbjDz/w4H3f/d53br/99gtSnA8dfeq7j//gh999+OGHH37oiSef+OED9z/61JM/ePLJ7zz62AMjo71TU8O8QLe2tg4MDPT39y8uLk5MTCwtLS0sLKyvr/f09Mxepo2OjoIm58zMzPT0dH19/ejo6OTk5Ozs7MDAQHNz8+Li4uTk5NjYWCAQOHv27OW+/6VsfGJ4bm5qenp8dnZ2eXm5r3cob+SvIrYqAmckMQxqCMAkLQoqgTOioMpSBNSc/T6coQVQfA6rMZriJTGcSmZJgt3a9CbiGUXWKJJjGXF1ZdPImQwtpFO5bbefJNiAn4hqyY31bb8Pl8RwJm2EgpTXE/T78HQq5/OGQP/M5w2xjCgK6h6SOWeyRDyG7KKeSgGDMMWy2cKFwxbaqYRBIsHZMluWBZtC2NjtzsCzLAvXhMNh2NLtphJ2JmHQzoAadHkA69VeF/571goFPWeksrkUIJkkSc888wyykWEUYtG0IkfDSjqspAUuShEyEVJIQtt2c8tLQc82j4rop9//+XIg9aPjXW83kgX8BMdKYTXGc/LWpte20PDQeMBPOA9q7PSZl+9/4K5QKEDTLEWKDC1LYlSWYmE1xtDC2tqGooS3Nr0cK6lKLBig0iljemqBYahIRF1ZWaIoJqblQgEeQFuW5fsfuBe48J28HxS0gNhbVS8c1MzLNLQTjbquQ5rF2UsCJsM1hUIBTmmX+/6XsgupRVQoFou6rsOZbG3Vc7UgmWc7kEpmZ2cWgYMqEc8E/IQkhnlO3tzwpFM5UVA92wFRUHPZ4uaGB/TJlpfW/T5cFFRJDNMU7/UEVSUqS5FEPLO2ukVTvM8b0iIJlhFTyez6mjseS8P5DEgdeU6GE5jAK+tr7mCAlMRwPJZ2b/n2kGy3ZjQV8iO7mE4n0Q7HB5y3NE2DGTK0k5M3TTOXy9XV1WEYVllZCeoQTvoRWhx1XXfIqzRNAzxz1GsRQlB1gwQGHMt2o+aevQfNURLO5lI2KuRyuWeffTadyuVyeUAyVU6pcopjIkRIxIPC1iaztcksLngnxldRAb3w0xepKPrBi21vN5LhIRq2wpBdRDaam12KhOPOgxp7/oVnjx67k2EoQZCCAcazjQcDDEWKHCsFA6SmxTQtBjmitVW3wKs+L55J56PRSCDgY1maIKitjZAsJjgmosqp0dHRF4//IhwWESoYhiGK4n9mx3lr6hIwOu28FcAVYBhcEIlEHPadt6Te8sYGuxXgXTRNc3VlM6tnBwcmrhYkE3hlbnZJVaKRcFwU1FCQEngFwCmZ0OFQBenBjfVthhYi4bjAK5A85FiJwBk8REfCcaAGti20vLSeSRtLi2taJOH1BEEJemvTq0USS4trHCuRBMuxEmQaga0xEc/4fXgoSF0LSptX7kwGdbJYNJzP53Rdj6ez6dwFnrbd0uqWZTkZdUVRnAYNCARHFALOWM62D+1oQcAL6BZGO9HnMFThOG5ZltM8smfvPbug5AAPulQq9dxzz+WyxULBTCVzUS0V03LRSFYS4iwdZiiVwCN+n+TeopeX/MhEL/7sOKnZz5zofLuRDBiECZxxb/lmZxaRjdxbvt2RiJ0/f/7BBx/EQ4zARWVBV6WcKuUENuXdZjIphAeF6cmVgoG2t6hMClFEWJHSoSC7vLQeVmOSGN7aDMiCDr2OHBNLJvRjx45BF34udyE8YA/I87wTY/AsuyxDO4cwyJYwDGOapq7rmUzGNE0oIUC3PeDZ5b7/pSyjJ/IFPV8Ahs3C1qYX2Whj3Xe1IJkia7IUgUMYKF5m0sb6mjuqJTlWAo58qKKRBCsKKoAQgTMCr1AkFwnHQ0Gq3FXN0ILfh7u3fLFoCt4t4CdkKbKxvm1bCA5/6VTO78PzhsWxEux+/D5cVaLra+5ttz+Z0GmK30MyQLJsLo+QlU3FU7EIEBArWhzmyXaTAieTSZAx2s3E4eQVodfXwaF8Pu9oQ8Ob7E4z/mfZ9N0SMHv2XjWrUDCAywIh5PP5QGkzkzaiWjKsxrVIMqwmBT7CMgrHRL0ebnpqY2Fh2+/nUQE9/+zzq3jqF6cHSTpCUOG3D8lgReAVAmdWljeg46OQv/igxo4fP37vvfcSOCvyMY5OkKFIwCttb7LJuLm9RXFM5LpDH3CVVh+suxnD9pWXHard975QkE0m9Pm5ZTxES2IU9MkELsFQmt+H33HHHblcWs8mq6pqysrKKisry8vL9+3bB0Ngtm1DHF5u58X29jbaib1IJAIK8WjnUeikR6BNH6oLV8Rgw1I0c5Zl6bq+tLhmmdby0tbVgmRwqMIwV2lJhSxFsnphbnbp0MHroQEEWjx4TgakgRJXVEuqShT6hSA5iWEujpUA1cJqbGN9W+AVvw/fEYbeimrJYICEClwwQHq2A2urWyA5LUuRgJ8QeIWhBTxE7yGZcybD8SAwCGezGVEUDROld6Q1wSBbmMlknE8JEuwIIYIgYAVwCIam4bJIJOKorsPfwtiZI5zkZCzi8bht23uNi+9ly+dzcPdmsxmEkCzLHR1d8/PzEMXb7oDPi3s9xNZmYGPd594k/T4hGJD8fn5ubsu35ets6tyks99/ofW3gGTAhc+x0vqa2yza83PLWb3gPKix559//r777qNInmc1IqSQoagiGskYosmInkYrS76NtVBMyxMhOSwbGFbn94g0EfVs47IUi8eyfi/n96ghv+bZEvxePhJOPPvsz4CgCqbEZVmuq6vDcRxqy3BmekuIgizLgvqBZVkVFRWGYUASxrbtTCYTj8edLSfU5K6ImZZho4KNLpTct91+ZCP3VvBqQTIQqSsrrayprgsGSFC8LMHKaYo3cqZ7yxfVknB4EgXV78Ok1T+/AAAgAElEQVQT8czoyGSxgJaX1rVIAuqr77vxA3DAn59bhtNYMqEDENIUD4QXJMF6tgPQxBjVkqKglpZU1O4/BKlL95YPvnEPyRwkO3ig1jT0eESJRFSEkIlQPJ21d3hKEUIgG40QAjwDupx8Pp9IJD74wQ8qigLHLBj5z2QyqVTK0S1DCFmW5egool0zmmhHMsJZ3Bspe89aLqfDaSyVSlmWVSwW/f7g+fMNr7929pWXX3/1ldOnT9WfOd30+mv1r79Wf+5sy09+8uLp0y0NDV3Hj59urW/eXtsiIuhHL7W9EZIdvbJIBoskwa4sbxTy9vLSOrKR86DGzp07d+zYMb+PYCiVZ+MCm6GJuN8j8mx8fTXAUBFkoa0NgmdjIpcuKTlABMMSn+G5sM9LcqzKMVG/R01EkSzkFCnDc8rDDz8aDisIWbFoDGK+vLwcAhKYuR2Fl8syEOREuwZlrJ3d66/Vq98SueKb/WSEiqZ1YSpucWG1kC9cRfNkiqwtLqxWVuyjKb7cVQ3DvBjmCgWp/fsOQmN9MEACztXuP1RWWlmClYfVWGlJhausCpo+QFS6BCsvLalIJbN+H7654Tly3fswzFVZsQ+kg264/qa11a1yVzXHSniILndVb216q6tqw2psZXlDVaKgxrmHZDv6ZFYJhsFktGkWEEJaPG7uqiU7Fa90Om3t8Nk7aOTM/qOdWHCk+yzLyufzAE62befz+Wg06sjMOiW3bDabTqf3UovvebOy2YxDfsaybDKZFkU5HktHtWQ8ltEzhaxuZdLFrG6ZRWTbKJEopFKmbSMjlTWzhXUy+cyJ9rcbyWC7DKkd6KCen1s2ixefG9grrx4/euzuHQbhsMNWpUhJj5tkaFlVEn4fldUtDKtm6ShDphgyxVCRi06mGDLFUkmGTNCU8PjjTzhKm5aJQHUC7ag/o50grKiogPoZhmEHDx4sKyuzbVvX9bKyMpAZNE2zoqLCtm2YD4OWLbRTrAbynt/KE/DqnowG/MAwl8ArpSUVqhLdWN+uqtwvSxFI/W1ueCQxXFFeI/AKhrkInKEp3lVWBdWyivIaiuQqyms2NzwEziiyhmEuLZKorNhHkRzcWOWuaoFXaqrrMMxFU7wia+Wu6lCQgosDfkKLJBhaWFnekKXIHpIBkqUz2arKcmQXi7lMsZgvFq10rlBevR/k90zThH6N8vLy/fv3l5aWAgcb9CtCbRhCoKSkBB5DiUTi4MGDpaWlwM2NEEomkzfccANwxUHnLTDGlZeXQxCl02nbtt9aB9aeXRtm7cpmWxaSZTWVysTjyVg0FY+lE/FMKpnVM4Vc1jRyVt6wDQMVCiibMwtFZBuFiChv0qlnTrSSjErQCk6HCSbyNiHZf8XxcQkkCwV4v5dhGWVxYSOqZdbXvIcO3SSL6ctFMtu2b7rpJqhyARv9ddddh2EYZOcdZrlkMllXV1csFquqqmAaFHgNEEKVlZWOvAtcLwjCoUOHYrHYFexRvLRd3UhGU3wwQB4+fAN0JGKYiyK5qsr9W5ve6upa6MtPp3IY5iIJtrS0giI5LZIoK60EhWiormGYKxKO4yFaVaJlZZXDQ+MV5TXVVbUY5iorrcQwF4BlIEAoskYSLKyXYOUY5rrp/R/c3PAwtJBM6HtItju7WIJhlplHRcO2zXy+CAzCUEWura0FbvtsNguDYnDz785DgFYtMHpQFFVTU+PUxkpKSmzbTiaTMHYGHKdoZ2La4QpBO0fA3Y+zPXtP2bWEZC8ePXYXQRA8J7OM4qi6cKyaTBixaMrrCUpixFVWTVOC38u8GZJRGk3xjz/+OAxgoZ1MfXl5OXBNIYTMHb4ctKtMbVkW8Hbn83lN08rKyizLgi1nsVisra1FOw2QGIY5qtC/rcTI1Y1k0BOPYS4Yf8YwVyyaKsHKkwkdw1yqEoU75obrbwqrMejsWFvdgsOZZztQV3vYveXDMJfXE4xFUzPTCwcPHNEz+f37DkJaMhgg4QcdqLsOZCC2Nr2ZtEESLJzJBF7RIgmoyW1uePaQDJCMpJgDdfv1ZAzZRU0LI4QIhsdKXMCRDSEAVMLmDg3bgQMHstlsPB6Px+MOGSNwvCGEQOcPw7Cbb74ZhNcB7Q4ePAjraGfjmEwmbdtOp9PpdBpEaPeQ7D1ru3/zF5AsmY3H0r+KZPlctmjkzLxhGXmrUETZXLFQRLZhRERxk0k883LzuxfJCJzf2gxEwnFJDAcDFIaV+7x4TMtdLpKZpnnkyJFCoQDtxbZtX3/99VDKhqZ5DMPq6upqampKS0vhiQYtjrW1tYlEIpVKAdEOpE0qKioA9j74wQ+m0+m97OJv6NXVtVok4ffhHk/AVVaFYa6tTW9t7aGoloTscwlWrirRqqr9YTXm9+GQeOQ5Gbocq6r2M7QQDJB6Jo9hrmCArKzYB6PWLCMePnSDKKgY5lpb3dra9MJhjudkLZKoqKghcCYUpFZXNjlW0iKJPSTbqZOhm95/o2noibiGkMVxXO2hIwgh27YLhcL+/fsdMjaAIichgXaOU/F4vKamBl7DmWz3AUvX9X379qGdRnwgID58+LDTzQ+qFPDjfksf3Z69++xaQrLd2cWLSpsso8hSzO8joloKwyrTqQLHqn4v90ZIlmDIBEvFGSpC0/Tj33kEIcNGOYSKTqUaflgqlVJV9dChQ05HFrRjJRIJQRDq6upgq1hTU5PP553vcgTaYR+KEMpkMsB8+vb/otHVjmTuLR8cxdxbvrAaC6ux/fsOYpiL52RIKlZV7oeGjtWVzZrquvU1t20hSBhuu/1wmANZHwxz1VTXqUrUOW9BbYwkWK8n+Dsf+m8MLSQTOhCCMLSwtenFMJcoqE67h8Are0gGSGbki66yEtPQc+kEQlahYGIlroKNEEIEQTjqegihWCy2f/9+hFBJSQnkDxOJRKFQAGVaaFaEAjOMVzqVaQzDoB7GcdzNN9+sqqpDJezz+RBCmqbl83nLsvb0yd6zBtLt4JaJZCnyK0iWSKVSGV3P5XJ5wyjk80UjXywUrWwuXyhadj4bkfgdJJMJWno3IpkoaKEgK4kRz3awsrKOJAQtkt7eot4Ckn3oQx8yDAPY4RBCwPMNMeZyuRzO0xtvvBGmng3DcDabqVQK0owQw05drbq6Op/P278NvrirG8k4VlJkLRZLSWJ4aXENsE0QlGCA3FjfpijO5w0hhARBiWpJhhbisfTiwlIgQITVmBZJpFJZLZLgOEmWIqEQxbHS4sKqKKjuLZ+mJYIBMh5Pb7v9shTZdvtpiudYCZiIeU5OJnRBUGBkLZM28BAdDJB7SObUyWr315RhWBmGHTp0wDAK2VzBVVVdVlZ20003YRiWTqeh0QkaQBBCqVQK2KqcHwzqsqZpwhQKXA+Jd6iuVVRUOH0iCKH9+/dDiIFBq4gzTL1n70G7hpDsV5Q2NUfVRRKS7k0SOBhLsKqtDSIRKwa8EuAWQ6kXnYwxZIylowyl0jT5+HceRihrIx0hw7LziqJAUfrij9wVilA2g3QirO/uBInH4xB42I4MvGVZkBWB4tledvG/9GCABNYyryeYSmY31rd93pAsRYBxg+fksBojcGZzw6NFEu4tH/QuArlwwE8wtLC+5gbqYZYRGVqIakmfN5RKZvEQHQpScDEeooH4CohCGFoQBVUU1JXljbAai8fSAT+hyFooSO0hmcPxkTeyqGjAZHQ8njQRUqMJGH+Gz8dRnXUo3+DmV1XVkYo2DANOVABLMKwJ/yygbYOCGVCBQBoDJJOgSs3zPNrjXXwP2yWRLJaIx5NvgGSFfMEsZo1cwSzuIFn8mZeb3r1I5nHT2QyiKWll2R2PZTkmKnDxsGxcLpJBXMXjcdj6OXqAaEfuz3muOd3AEMAwHwpz0FASc8gIYD7GSTa+zXZ1I5koqHiIlsRwJBwH7jJF1mCqDFg5GFrY2vRSJBfwE8D8m0kbnu0ASbCxaMrvw33eUCyagikxONLxnAxSL/CGQCsMXMNhNba2ugWqLkCMBrz48VgaD9F7bFW762SWWQB9MqBXiCWT5k4DFEBLPB53MMbcIciGBhCYGHP0+SAWAJwcrkWnO9EZL8tkMk6dLJfLQZ4DyN5+Ox/enr3b7NpBshMvP3/02F0URQm8wlAqRcgsHeZZLazG/f5gNBolCIKmaZZleV4UeJXnwniI4zguEolwHCfwSkzL0aTi91Fbm141LB67/1sIZfRc2MgnESo6D6lEIpHNZnVdh0aPN2c7hG9xAgxaRd4R07NJoPmAf8b6mrtYQFOTi1cLkr3b/OyZhkQ8g2yU1QuFvJ03rGRChyi6+ty66LlsEdnILKJiAd13z6N6Gn39q/eJfJKmWZKkAzgTJERKjJ841ewjxU9/9p8Hh8b+vz/8k9npuf/3//nD4aHxv/27f+zoH//Ixz7dNzz+5x/925bO3i/9262NbV0f/tM/7x0a+9gnP9MzOPqHf/KRybmlP/qzv+zsG/qLj32itavv45/6bGfP4Ec//qn6pva/+tgnJ2cW/88/+MOJ6YWPf/Lvm9u6P//FL5853/ynH/nr0YnZP/+rj7d39X/6s18YGZ/58B9/pLGl8/Nf/HJbZ98nPvUPzW3dn/mHf2rr7Pv7f/xid9/wRz/+qYHhiU9++h9hpbVz6DP/+K9dfeN//fHP9g/PfOLT/wQre+vXxnpX79inP/vPzW39n/r7L5062yyHk5GYzolaJJbW4ploMhNPZ1PZfMYo6nkzW7AudOEbesHM24YREdVNOvvMiU6S5QiGxRmJYGWe4AVS+MYdd+l58woyCENOyOcNzc8tWyYCClznQY2dO//6Aw/eGwwGGVpg6fAFwuOQ6PcRHo9PFEW3260oiizLPC9ubfoInJelmKqqgUBgbW3N6wkC+BE4n07ltKhy39E7EMoglEHISCQ0XdcTiYS9q6AFyZNLGdopicEZzjRNR0LpHTHg+LDsPMyWrq1uIRttbvj3kOyt+djoFEBXJm3AfrCQt51d4VXmu8y2ELJRVs8bOfPB+5+wiui2rx9jKI0gKJblY8ksTskEH/3ly+f8lNTQ3NPc0tHXM9jX0z81Md3Z0dveNXiupWdifr1ncHRwbKq1q++1sw1N7d1j0/PdAyNnG1vHZxbaewbqWzpml9YGx6a6+od7BkdfO9vQ2TPY1Ts0NjnX1tnX3Na9sLzR1NrVNzjW2tE7ODLZ0z+yuLJ58tT58an5vsGxnv6RodGpscm5wZHJk6fOzy2uvfr6ueU1d3Nb9/jU/Nn6ltaO3oHhiYbmju6+4ZHxmVNnG8emls/Ud7R0DPYPz9Q393T1jQ+PL7x+tnVv/dpYb+scOtfQOTA809I+8A+f/1ctnlUiqWwevduQjCI5Zoetan3NjWw0M70QCUecBzVW33DmS//8+RdeeOHxbz91/9HHH334e9976tnvf+9nP/rhT7/97e88/fTTP/jBD+6///7bbrvtwQcf/vZjTz304HeO3vfIgw8++Nhjjz399NOPf/upe+9+5LtP/uSxR7/71VvveObH37/7ntuWVye6exs2NhcnJkemp6d9Pt/GxgaIZHZ2dm5sbExMTExdwpaWlqanp5eXl5eXl4eHh1taWlZXVzs7Oy91/dttwyP9k1Ojk1Ojy8vLbrd7ZHgC2WjbHdpDsrfmJ1462dLc0drSWX++ubWls72tu7GhtaG+pbmp/Srxjove3Op4Q31LS3NHY0PrxPj8l/7p1mwG3X7bAzwbD4UIUZRxiqe5yIaPee746aSB/vbvPj8+MdPe2jU2Mt7S1NrTPTAyPneupadzYOLV0w0Nrd1j04vDE3OtXQNj04tN7b1j04utXQMtnf1D47OdfSNN7b1N7b0zi+sjk/MDw1Ovvl7fPzTZ1TsyOjE/PDZ7tr5tcGS6rXOgs2d4eGz29TNNHd1DfYMTPf1jvQPj7V2DHd1DrR39J081TM4sj4zPNbX29PSPDY5Mn61vm5lfa27rnZheqm/qnF/a7OwZHhiZP1PfNT2/1dQ2OD69dr6pd27J09Ezvrd+baz3DU71DU51dI/0D023dvSzQoTm1FjSeBciGYAZyP8iG42NTtEU7zyosZOvnfjWXd/c2toiCVbgopIQZyjV56FZRtre9vr9/s3NzWw2GwgEBEEicDYW1Qmcx3GcIAiWZWmKd2/ieFCQpVgsqm+51x5+5D44k+nZmGkZUN+KRqO5XA4S9w5B6huaYRgOcaJt27vVAt8hu8C7WCgUUqnUwvxK3sjPTC/vIdlbc1WJOtoxHCuxjEiRHHSOXCUuXHSadVyWIkDBzLHqPXc9jCz0zW/cjwdlnheDQVyJJHxBTo4Zx19rnF7abG7r7+kdLMFc1ZU1vd193V39Y5MLlXU3YCXVa+5A98BY98BYW/fgmYa2ybmV9p6hls7+8ZmlF1853d4zNDq18MLLpyZml883d7Z2DYxOzC+veUpc+zCsEiutHhyZ7h0Yr2/qxEqrD153E4ZVjk7Mzy6sn61vw8pqSsv3Y2U1w2Oz03OrA8NTQ6MzPf1jh6//QGfPcEf3UE//WFfvSP/QZEt7X2fPcHvXYFfvSHv3WHf/VGfvRN/QbHP7UEfPeFvXaGfvxN76tbH+6uuNQ6NzXb1joxOLH/34ZwhaMhFSIql3G5KRBAse8BPLS+uWac3NLsWiFwmysXPnTz340FEcJxlapMkwRajwlefCqhKNxRLRaHxtbUMU5Xg8GfCTwQDDsaqqRiiKCQRCihLWwjoeFDhWdW8Fk6nosz/9Ps36LJRByEilY9Bk5Rj04kP31Bsa2skuOu3CJEminUr4b99yRtqy85adRwgVi0XYDqwsu/eQ7K05SbA+bwiYQSiSI3AGdlsOtr3rXb7onHDRWQmaa0RBu+vOB80C+uY37mfpKEFQoigHCZYVomse6ie/PJm10Cc//U9t7d37quuqK2tOvvLayvLG2fq2sprDWEn1S6+eHx5fqG/umZpbb2rr7+6fONvQ2d0/cfJ089pWqL17ZGRisaVjcGhsvqGld3RyqbVjEMOqx6eWZ+Y3mtv6y6sOwdeu3rHGll5/iMew6rHJJQyrXlzxnDrb2tM/UVpe9+rrjSPjCwPDM67KgxhW3d033tM/Mbe4db6xa2F5+1xD5/yS+3xj1+DIbHf/9Oyi51xj7/yy72xDz9yS91xj78DIwt76tbE+OrE4OrFY39Td3Td+4tWzkZjuCzJ5812XXYR2M56TgwFyfm65kLdXVzZtaxcX/i+f/9m9932LZflIOCEJSZbWYErM6yFoig+Htbm5hUwmGwiE3G6PLGk0JXGsur3tpSiG4wSCoGQxgQcFzzZOkaKiCg8+dA9CWYSypnlBoNJpI0Y7jVVvQjTllMoMw4hGo9C79Q6eyaBx0bLztm3ncjmoky0tbu4h2VtzmCoD9mGWEQmcIQmWZUSek68SVy46LzpOUzzIAAp85Pbbjub0wte/eh9DaaIoB4O4pMYCuCBE9F++fG5hfbOlfWBqer4Ec/V09b7/xpuOv/gKhlXOr3mxkmoAKqykBsOqXVWHTp1r6x+eqdx3pLt/orTiAADbzMLmwMhsR89o7+DU3OKW2403NPe0dQ51dI+UuGqb2/oPHL65vqm7saX39Lm22tobZhc2q6sPDwzPtHUOdfWOVdZc1z80PTw2j2HVfYNTH/rQ/37yVFNP/0RjS+/oxOLLJ+sXlrfPN3YNjc61dw139083tAyMTKycONk0v+w719g7OLrY1jW2t35trNc3dXf2jPYNTnX1jn3045+JJnJaPMvw0rsNyUJBCkaGGFpYWlwDVRd7F0EJduLE8WPH7mNoQZHjPBtjqAjHRDkmqshxvw8XBInnRQxz3XD9TRjmKsGqNteDyEIEQTEMFw5r62vbLK0JXDyiZjgmoqryvffdqec0hLKxuFpVVYFhGOhtwtxYoVBwuoTf0CD3CF3F0LsIKHip699us1EByLds285ms7ARWJhf30Oyt+YgzgkuiWHILkKa8Spx6aKzvOOhIEWRHGQX77z9frOA7vjmgwKXEASJohi3N0TQSoBWnzt+mlUSn/7sP/f0Du6rrhsdHjtQe7C5qf3w9R9o6uzHympHx5eff/HMpps639CzsOTFsH3jk6sYtq+i6kh9Y+/E1NrLrzYOjy6+dqp1bmG7o2usuXXwzLnOnr6poZGFUtfBweH5to4RDNvX2z89PbvZ2NyPYftOnWkvr7yuo2usf3B2enYTw/YNDs/D1/rGXgzbNzvv7ugaa+sYGRiaa2zuHx1fhtd9AzMdXeNtHaMDQ/ONzQOj4yvwum9gdm/92lifmF7p6B4ZGp2rb+ru6R/TDZTOWqISf7chGRDgyVKEIrnlpXWziFaWN8ziRVzAXn315aNH7w0FKYaWSVzBgxKJK0RIpikJD9EMw+3bV8vzcjBAJhIZn5esqji0vrouy6rX62dZPhigknGToSLQ90iS+COP3o9QNh6XTCvncpWiHToPhFAul6uurrb+K7pSmBuDtCQwHRTfuclN0zKgVIYQsixrc8NjW2hudnUPyd6aw4EsFKRCQUrgFVFQWUYUBfWdrn79z9bJAJsDfoLnwlAnu/22BygiDDinRBIUG/aR8jM/f4VVEvVN3ROTs6VYeWtz2+snTx0+dMOJV892D02UuOq6eibGJlYwbF/N/vdh2D6X60Bz6+Dhw7e0d44OjSy0tA0BPvUNzDS3Dvb0TY1NrHR0jfX2T2PYvsnp9frG3qGRBQzb1907eb6hB95qftGDldY1tw72D862dYwcOHDTwNAchu2rrL4ew/ZVVh7GsH1tHSM9fVN9AzM9fVMdXWPtnaOd3eP9g7NtHaM9fdN9A7M9fdMdXePtnWOd3RP9g3N769fG+rmGzvWt0MlTTZMzq3/50b9j+DAvRVO6+W5DMlgEwqDFhVVko4317d39w9grr7xy9OjRncno6G59Mp8Xd1QZZSnCcwpNKhWuQ6GAyNBCWI0FA2QwwEQj+aBf5NkYSQg8zz/y6AMIGQgZNioAu0exWAShP+BLtCwLeAeKxWJ2R+4djmKJRALYd+BbisViJpOprq4uFosOzQEgiiOna1mWYRjw2pm/TqVSkJCEDn6YGH2rOkxvPBlN4DxJCDQlsIzE0AKBMz5fYGtrm2VESQyrSlQSw7AO1E3v9PN3z6+UvzGSBfwETJdzrHr7bUfzOXTn7Q+psk4QFM+LnBjGKdlPKc8+/5oH5z/2t/8wNj5dgrka65smx6cwzNU/NNk5MIFV1HV0DNXUHDl/vmN52dPZOVxdfV1Hx1BZWW1v7/jo6Pz58x1jYwvj44utrf2Dg9M9PWNjk0vnGjpLXLUj4wvdfeP1Td19g1OuyoOtHYONLb2TM6sYVt3SPoBh1a0dgz39E02tfYev/2BDc09zW3933/jswiaGVff0T7R1DvUNTrW0DwwMz7R2DA4Mz7R3DfcPTXd0jAwMzLS1DQ0NzbW3Dw8NzXV2jg4Ozu6tXxvrPf0TgyOzTa19w2Pzp8+1pHSTE7Ur2IX/tVvvJUIKx6ocKzEMxXFMMOjnOIam6YsxdSGIaJqmvZ6gwCugyLG4sAqsDgwt/CYcH2+MZERIjGqpgJ+orT3k3vJ5PUE8xIh8rBSrBSQjcCasxqJaxufhaDJyKSTLZrNOVcy27RtvvBFABfhPQYECUAcOYQcOHHBo4mRZPnDgQFVVFfzRUbLAMAykyy7+N3bpVgC2AQ8WKA2apukQ/1wpJCMJgcB5kuAYWqQp3rMdmJqa6e7u3Xb7Q0EKcmjw6UMvwDv9/N3zK+VvjGSioII2G8+Fb/v6vZlU4dav3E2EFJpmGYYLkZwgJyIp82cvnlITRmvHYHtHj6usMugPnX79TF/fUFNrz7mWHqyirqWlD8OqZ2bWTp1qnplZw7Dq4eHZmpojo6Pz7e2DIyNzra39PT1jMzNrfX0TnZ3DJ081lZbXTc+tn63v6B2Y7OmfaGkfqKg+PDgyOzK+0NTah2HV03PrLlft6MRiY0tvc1s/Vra/vWt4bHKprXPozPn2/fuvh0pJY0vvyPjC+causcmlhuae4bH5ts6hgYGZ5ub+sbGlhoaeiYmVpqa+0dFFeCzurV8D6129Y6+faekbnGrvGv67z3whHM2YCNGccqWQ7BtfO0qEFJqSaIqnaVIQOBwP8jx7KSSLaslIOB4MkNNT8zPTCwE/AcD2myMZy7PabrYqv5fDQxweYjhWrqzYf9P7P4Rh5a7SWjwo5XS07Q4ocjQYoBhaJHFVlXWejZG4soNkBYQKzpksl8uZpgnHKUctsKKiAu2cmRzZJFBjchALwA8YUQuFQjQaBbrFXC6n6/rhw4cdxQqEUCKRcPAMIQT04RzH5fP5Q4cOCYKA3iK/3BsjGcsoJCEQOMuxsixFGFpYX98cG5tYW93yeoI0xUODAMuIgGrv9PN3z6+UvzGSwbCL34ezjPKtOx6wiujO2x8S+WQkEvX7gxQrEbQyv+Z/7vhpUtA+8akvDA6NlWCuhvONm+tbx198ZXBkemB8vqL2+pnZpYHBsYOHbsCw8n37D2FY+ezcMoaVd/cMtrZ1d3UPjIxONTV3nD7T0Ns3PDg03j80/r/8t/+OYeWHjrwfw8pdlfv7h8Z7+kcwrLy0vAbDyodGp841tMLKjTd9yFW5f2B4YnBk8sz55oXljcaWzrpDN3R0DwyPTbd19vUNjg0MTwyNTg2PTc/Mr/QNjo2Oznd0DA0MTA0NzYyMzI2Ozs/NbQwMTO2tXxvrQ6Nza5vBgeGZE6+eHx6b9YdYilUS6cKVQrJ77nqMoTSKFCmSAyQLhQIswJYTU7uQLBggtza9c7NLU5Nza6tbJMEytBAKUm8dyQI+PpXMe7aDGFZuFtHy0sbGhicRy5ditcuLbp5TRCFMU0LAT64s+WNa4VJIBgKAlZWVQNSNEKJpGpAmlUo5RPjQee9wDUuSBHRwlmLpHNMAACAASURBVGVdd911joSSYRjhcBhSiw7+3XLLLZA/TCQSdXV1HMcZhlFWVgb1Nk3TamtrIWN5BZFMEqMMLZMER1MC7McFQaJptq93aHhofHJidnpqfnJidnxsenxsemJ8Bl7s+dXvMxd9fNLxifGZqcm54aHx5aWtf/nS11KJzFf/4x4ipPh8AZ4XCVogGVWJ53/+0pnVbfzU2dae3sHmprbF+aXR4bGW5o7xqcX6tr7TjZ0trV3nzjc3NLatr293dQ+Mjk49/8LLU1Pz0zOLZ842brn9p07Xnz3XtL7hGR6ZbO/oPdfQ2tjS2dbWPTQ61djY1t033NM/MjA8MTe3/Nrp+ldeOTU6MTs4MnmuoXVtzd3RPfDyyTNzi2utHb3tXf0DwxNn61tGxmdaO3pHJ2ZPnjo/NDp15nzz8Nj02fqWiemFU2cbx8cXX3+9aWRk7ty5dkhvTk2tnDnTurd+baw3t/W3tA+ca+jccOMf/uO/iMR0JZKKJnJXCsm+8LlbZ6c3J8bnR0cmx8ZGpqcnBwb6RkaGxsfHL8bUhSAaHx8fBwybmV7Y3PDQFA9ngGCA/E2Q7OTRo/dfQDIq7iBZKCCG1aTAqzXVB1aWNyPhBEPLoYBYXnYoGbfwELO+tq0qsUzKErl00CfzbJzEJZ4XH3nkoQtIZtslJSW6rsOZzLZtqH4hhBRFgfSgZVmJROLGG2+Eg1oymcQwrLa2FiANyL+PHDlSLBbtHb4rUN0E4U0oqgGkQf7wwIEDCCEQ8KytrQWxGOiZhPPflUIygY9wrEoSXDBABfxEKEgxDCcIEnzc8LmTBAt1MqhV7vk14fxFpxjHobMRehfvvfsRZKF77/62ImVIkvZ6/bwUCRLi4kbwfGt/kFE++7kvj0/MfOmf/nV0eOwP/q//e3xs+vNf/PfhqaVPfPZLXV09t976te7u3g9/+I9aWto++clPDQwMfe5zX6ivb/y3f/vKmTPnEEJHjtwQjcYxrBQhdOR97//wn/zp/PLKxz7xyZGJyb/6m4+PTk792V/+1cjE5Oe++KX55ZU/+h9/1t0/8NG//URbV/cf/9lHxqam//jPPtLY2vY//uIv55aWP/v5L5xvav77z33+XGPTv/z7VyZmZv/yY38DX+ubW778H7c21Lf+25e/Oj218NG//gR8bWps/8q/f31v/dpY7xuc+ptP/OPw2Pz/9t//YHHF7Q+xRhHJ4eSVQrKj936HoTQC50NBCto9AgEfSeIURV2MqQtBRFEUBbgFVWeOlSCzBX1hbxHJImp22x0icLam+oDAq6lkThKjIp8oKzng83B4iFGVmHvLv7biiyh5jk5cCsl+DRacxo0bbriB53nowoBSFlTLYMXBJ7STPASgKi0tjUajCCFd16+//noQnoafkkgkisWic7wrLS3NZDIwBIZ2inC/Nqb9P4NkBM7TlMQyEkXyoSAV8BPAsCfwCs/JHCtBsw3IS8pS5J3uHd/zK+Vv3IXPc7LAK34fTpHi1796dyaV+fcv3+n38uGwFolECVqg2DCrpL7z/efm17xFG2X0vG0idIGtsRBLGokcShrItpFhFAoFEyFkWcgwCsWiRdOsbaNkMo0QikQihYKZTusQBUk9m8johmmZCEXiiXTOMBEyEcoWiomMriWSJkK5opktFM2dHlznGrfPX0TIRCiezsBKJJ4wERIU1UQokdETGR0YJmPRNLKRLGnIRumUkU4Ze+vXxrqJUDSRz+SQiVBKNylWoTnpCk5G3/HNB0lcJXCeJFiWpRVFYhhKlkWWZS/G1IUgYln2AleOQ35PkRzLiJeFZDzPxnYjGUNpqpyKhBMYVq4qifU1L0WKPBsrKzkg8kmK5IMBSoskI2rG7xGJYJhn4ySu/mckc2awi8UiRVFop5Nwt0oZhmGgseTIQ+dyueuuu07XdQfSoLmxqqoKIZRKpTAMq6qqAnkLp3gGLSRwgLvhhhtisRgU0kpLSwHeAAWvCJKRhEBTEsfCqKzMsRJMyMIuA4hVKJKDRDBDC+90dWfPr5S/WccHTfGSGP3WHQ8U8+j22x4QuARNs8EgTjIiw2shNvJ6fWckVcjmUUbPIxulkxl4xJgIGQg5fAGGYcAd62zFIJkB+zwo+iaTSdM0M0bORCgSj6Wy+g6G5ROZtIlQOBY1EYLXhllMZNLZQl6OhE2EYqnkDnTF4EWuWMgYuVyxkLfMIrJh0USoUDBzuXyhAFmVi1Gxt35trItK0kQokTYTaTObR2ubfhMhb4C+Ukj21f+4J+gXAckoiuA4JhQKvEnvIhDXsYzonAToHXFE+q0hGc/Gt7cISYzwvFLu2n/d4ZswrLKy/LDfy2czaH1tW5GjDC0ylBr0ySKXvhSS/Rqdh6MxlsvlXC5XSUlJeXn5bu3aiooKaNyA0DUMo6qqat++ffBdUADb3aZ44b+BYdBC4hzgisXi/v37q6urHcgEFd3Lt0vWyThWpUhoXxRYRqRpliAoZ6MB/Tbw0eMh+p1mptjzK+VvzPEBk5t4iOa58De/cV9OL37zG/dLQsrt9oiiTDJiABcYOfmLE2dXt3HQhAIMsy07Fo2ls9k8QinDQDttUAghGFNBCGWz2ULhwmw+1HphRtMwjCKydePCGSudzSbSaROhgm3BoqppuWIhb5pYaQlAVBHZedM0ETKKRVXT4Jq8eeGvAAhNhDK5XN40jWLRthE8+PL5Itrp3irurV8r6yZC8VSqaKNcARlFVLTR8tqaia7kmYylo6Kg8ZzMMBTDUD6fh6ZJnucvxtSFIOJhURLDAq/ASJksRXhO/o3qZL98/if3Hb2DZWlFCbOMRIREhlJ5VvN5Q5IY9nr9NM3SFK8q0YCflCUN/jUMLTC0fEFpk5YZWt7e9lIU4fNvfO/pbxeK6WwujpCRzV1geNxdo4JP8FI8h4Zh7BYPhF4P0zRhLwHKnGiHmxGsUChYluUkKmHxSvEumpZRNHOF4oXZNeD4WFv1wP+aoUWGFn9lvu+dHj3e87fZxYt+YaKTYxiOpniOlYIBkufCd3zzWD6HvvG1ozQZeROlzdISrAzDkF1EyEII1dQdwkpcUE5GO+l0R0LdiQvYUYPOH1wGEQFHN7j/c7kchFgul4NkBpSKndBIJBLwXcV3mg1uz95Zg9ssk8kA2mlaTJZVQZBi0VQ8lk4msumUkdWLRs4q5FGxgJKpXEYvAJIZqUxUTIQU9NNX+0mWIRgaZ3iCFXiSFSjuG7ffrRuXrbT5JqHHc7IiazwnLy+t65k8zEc7D2rs1OkT9z9wF44HGYajSJ4IiXhQCPhYvw/nWEkQJElSggESD9EkwSlylGVplqVZRmQZBXg9WEZhGYXnxVQqgROe+x+4C+bJYjEZoaKjlpnP5wGcIMAuhRwIIZZlIZ7T6bRhGLquFwoFOLHZts0wDLzIZrMwSQ3RCxW4m2++GRTirxSSAVsVcHwUi8WV5Y28UZiZXt5DsveqXxkk06Lxm296f0VZGbKL6XQSIYSVuA4dvh7iRRRFB3icOxwhZJomCKYjhNLpNNR9nR5duAYCATqEwdLpdF1dHVzjjFRCpj0ej+fz+V/JN+3Ze8l2b2IMIy/LKpRj47F0Ip4BJNMzBQAzI2eCMF/RKtjIQhaKy6kNMvPUc81vN5LhIRoP0QTO+H340uKabSFQKbuIZOfOn7zv6B1u9yaOkzynKFJSkZIcE5EljSJ5SVIEQeI4gaFFRY7TlATZTJriaUqiSYUmYepNEkXZ7d7kePKZHz+dSKpGPpnRo0Uzh3Z2i1DTcoaUzUuYU9D6z1PMAGYIIcAqeB+I6oqKCsg6wky0bduXev/LtXxBB1WXYrGo6zpQpKwsu/eQ7L3qVwbJbIRKMAzZxTIMQ8iqrKw2EcJKLsz7V1VVQZodbnKHDcA5otXU1AC8RaPRmpoaRVFuueWWVCpVUlICEHjw4EH4LpjFrKmpgfo0fGN5eTnakZtwEv579h40SGXB0dy2UTQaV5RwNBrXM3k9k8/qxVzWzBs2HMiKBRRP6DZCuXw2lojmkumMlgsp6AcvdLzdSAYlG4rkvJ7g0uIastHc7JKqRJ0HNXb6zMtf/NJnjx9/4Yknnrr/2CMPPfDkE4//6Kknfvydx7937OjDDz/86H33HXvqqe89+sgTTz7xw/uPPXbBHn3isUe/+9gjTz/2yNOPPfrdxx797uOPP3H77bf94pfPfu3r/z47N7a2Pr+xuTg03NfX19fU1DQ6OjoyMrKwsDA+Pj4zMzM6Ojp7CRsYGHC73QMDA2NjYxMTE+Pj462trd3d3T09PZ2dnRMTEz6fr7u7e2JiYmxsbGxsrKWlBcfxvr4+t9s9OzsLepgDAwOXev/LteGR/vn56YXFmZWVFbfbPTkxi2y0ueHfQ7L3ql8ZJEtnMq6yMgfJXK6KWDK5v/YgQkgURXjKxOPx6upqwzAOHjyIdho9AMDg0QOvKysrjxw5EolEDMMAiIpGo8lkElqfMAzTdf0DH/hAOp2urKyEAonT+gS5jd/243PP3jUGN4mTo06ndVGURVGOhONaJBHVUvFYJpnIppK5TNrQM3k9W4QzWVpP5ZJpTYh7uPzPTg683UgGNTNZihA4s7qyCUqbAT/hPKixV08ev+/ot0KhAMcJLB2mCJkIiX4vQ1MCzymSGCYJNhKOc6wkCpqqJKBXcie7qLG0BjlGjpVUVZ2dm3jyqccQMmyUS2c0SMqB/f/svXe0JHd1LlrnnD45zJmkERICgcHXfmtdGyzAAV/A4b77lp/D9X3PvteB5/ewsQk2oIRACQECgWW4CEmjBEKAEBhbWDmM0uQ5uXPlnHN1d3VXV3eF3/tjz6k5Ao3M6I5kLevU2uus6urKp3/11d77299O07Tf74Mz2+12T+cDoc2GZGiT5QjREnDIBoMBRBdh+MGwRAjleQ6DU9d1lmXR6X2+M50gtJijYa/X8zwPWglsRxdfw3bWfLI3vuH13ZaH8uSkSE23PzY5s9UJm5ubO+eccxzHgZISGBQYhoHIwJ49e6Aos6A+beVYjYyMQM3l+eefD7Re+HZubq7IQBf7fJEuS9vTv+9pq1jEcJi2Wp1Wq4M2o4uddr/XHUKSLE1QlqJelHh+6PoORBd13lohOzd/+6mXG8kokoM8GUMLK8sbKEdLJ9Y8t33KJ/vGN2+7/JOf4DhGUTRJsGXRMbSWbYaW6ZuGB+VpAq8oskGRIoHzJydO5jmNZy2etXjW4FmDJNggCAiy9uW/v344DKN+4Pk65Ml6vR4MlU6n4zgOhBnz00wFKcv3/cFg8GMxRkA1SI9BuRhoEBeFYtlmhfXp9n+mU7fbynNIlaE0TWtVHOXo+LH1bSR7rdpZQ7KxUSwMXJQnUHDitsLFPfvCMCyyYoWQDYZhEAPMsgzDMBgUNE0jhPr9/sLCQrfbBY9tcnISbVF6s217YmIiiqLZ2dlCsA0aLfX7/TAMYbdF3H57es1OaZpmGWq3Q54XVVUtkKwbDiDAmAzzNMmzHGU5iof9bi/0Xd9VA1JHn7/pn15uJANFfCjZPHpkKU3SSrmBclQ8qLFv3n37FZ+6RFEU2/J1zRM4myY1vCE1G2yzwbKM2I+SpRNrquLYZmib4WaHXEMWT3Yyk0VHFh1Z0imKYjnyM9dd5QcWQkPDlIGU5bouID+MJd/3XzygAakySIDBoAUAg3fJbrcLmYCieycQIwHMzvrb5TCJcjSEntHD4XBleaMfJQefO7GNZK9VO1vRxWjfOXt6bR/lSbsdIITi9GSeDPwn+P2fe+65/X5/cXHR932gSo2OjiKECIKANQeDwdjYGHp+vHFqaqrX6wE+QQkmbFU4Ya973etgDEK9ynaA8bU8AS1286HaPnjw8AMPPPTQg489/NDjDz/0xCMPP/noIwcee/Spxx97+vHHnr73ez989LGnnj34zAMP/csP771v9cgG56Ab73j45UaygrJPU/zxYytxPwXeRzFh37z79osv+Vscx3lOFgVDFj1F8iXBNY3AMlum4W6s115//oUj2BSGTY9isye5/7KpSK4i+YrkK5KrSK5puJZlyQp/yaUfQ2jY6Xg7FmcwDBsZGcEwbOfOnfAX6J7o9NzCOI53794NKAUBQ+B3FEpXMFajKAJOI2wFQxSikaCveLa4ixBdhObXcRyvrpRRjmpVahvJXqt21nyyifExlMR5NkQo63a7KUJT03OFKPbOnTuL0slutzs7Ows5MHDLdu3atVViO8uyNE17vd7OnTsLAe6xsbHx8XHw4TAMcxwHGt6Ojo5C5ANeGbN/rV/g9vTveEo3td2BJadpxlNPPfPYY0/kGcpSlKUoTU5yPYYDNBygHKFub5ijLMmGS4eP3v+9Bw5uyPvvffYV8MkYWoCSskq5kSbo6JGlXjc6xV286xu3XXrZx1mWV2RTEuyiqwtFyLLoaKqNYeOiYOiaJ3CmqbcxbNRxPE11SVwROIdjLKIpO1YkibooyoLIXPuZKyGxhFCWZYnnefBWCAMmiiKgC4OzVWS/tvKAwbuCN9B+vw8vjIBqBZ5lWdbpdE62dX4+hxgY/P1+H9bsdDpA+n+p/+sXrozeRrLXqp01JMvSYRr3kn4XQhedaDDMEbyEhWE4HA4hwAA/PHj/g8Z+MGRg1BQab0WMHVaAeWAnos26zDiOAcMKviLA3mAwAFSD/aSbFGKYz/O8CIoMh8NOpwOjD20Jk6DNMoCiQxMMcBihkMzenl6FEzw8i5IP23Zvv/3OLENxPx3EWZ6hNEFxP+t1hyhHwwHKcqAvZv1BlEbx7V+7qy4l/3DnI68Ad/Ff0/g4DZJxjO7avUad2r37XE11KVIUOJNjdAwbbTaJWpUSONux+rLoM5TO0sbpkAwhNDs767pulmUFKQu0qWB49Pt9GLSWZQHTHb4CBwuGByyE4WfbdhEMgRECLdAgWjoYDIpvQc6ngMyisu0Mp20k27atdnaQrNvrpckA5Uk+7Bc+mdtqFzHzwWBQyK3BexjM93o9qBXLsiwIAnjh22RR50EQFCFEiqJg/W63G8cxoE4xNGDcFQXXRUK6eKgB5hWMABhrAJDQpGIwGIA+OKwASwoWHEwwJLeR7FU7nQ7JUI6yFOUZare6KEdpgjrtDspRPx7kCHV7oRe4KEO3f+2uCh9f99UfvHqRLPDiRo3TVHdsdGZluSoKhiS4LG3MzuzwvQ5k1MimLrCeY/VpUpdEUxRUQeCuvfbqH0MyCIMUpIz5+fl+vz8zM4MQ8jzvggsuKPqKeZ43HA6BNxxF0cLCQhzHRTsY2Mm+ffsKfleWZVA3gxByHAfeQDEMW1xchE6esKaiKOilp9C2kWzbttrZQbJ+PEQoA8ZHEHj9/sBthSmMmSSxLKsAngJL4E0OkAMIuvAtVIyBkwTfAgrCEwp+9oAugCgAUTA/HA7TTfFuy7KyLCtSdGgTOwEREUKGYRT7iaJoq+gBpABgh47j5Hk+HA6LDu/bSPaqnU6HZIpstFs9UBy2TL8fpf0odZ22brhBq5fmSdD2++3wa1+6ucLHr0B08aUj2cYaQeKSqjgL83t9r0cSgiS442OLGFbSVEsSTZ61WMoWWM82I5F3T4dkaZpOTEyAuIDv+0CdmpmZgZfBAqKgTyZCCACsaFcGMvlZloHgved54+PjwIecmpravXt3kiQgKHzyejAMoo7z8/Pz8/OKosAoBe7+S1Ll2UaybdtqZ03jYziMUZ5QZDOKugihaJj1h0O0iVIQ1gOCIiDKcDgEzpTneUV6YKunBcHGwWDQbrcLmIH4B0LINE2IugMOIYTgYyEOUjAYbdsudgvPuMFgALwqACqASSAhA3bCA3GrnhZksqHe5swH3fb0Ck0v4pMpsmGZPsqRJOq+FwZ+1/fCJEUMK3mBa7sWytCP7ntwneldc+P3XgVIdtcdl156McuIimxv7bQZtnPfHVQrpKo4GDY5M7UXw+ZMvbtr5z5VsShClgTPMQcMaTXrkqa0N5FMuPbaaxHK8hzaUmSDwQDcrzAM4a5tJRmjLeN2YmICohPT09NpmoqiuLCwAOMkiqKZmZmi6zRsvri4yPM8YB64X4WuD9D9i54yEAZ5qfH6bSTbtq121vJk3bCN0gHKk2630+1GTtAZZCfzwaB8DYAxMTExMjICXg48eqDqGcZUlmVRFEHUAcZC8boGGLYVrooHVq/XAw+veM8rJK+K4Hy324VKGISQYRgIoVKpBAgH7BK0BefQJoxBl3YI9SOEfN9P0/Qldbjdnl6J6XRIxtACytEFr38zgbOW6fOc4jptgVd/7d3vs+xA1ZW1jVU0SG6+cT9jvUIaHy8RycrrNEWo/ShvNtgoyp59ejlNUb0qlMamBV51rC7HWAxpyUILb8iKFJwOybrdbjEAIFEMpGGIBIqi+I53vAOKQIF8DE5bQVOMosi27TzPR0ZGICoC37bbbSAWA31xfHwckGx8fDzLsq2Y1+12wSErwh1nOG0j2bZttbODZPFggFAWuBaE1qemZoY5ShFKkuRnf/ZnC6dn165dRSARou4wcCzLKkgcxS8VUsuAZ1D43O/3gfEEIfqZmZmRkREIWiCETNPM87wIDKLNSGYRD4Q0M8wXhW4FZxI2ybIMYiRwOFhYlF0X/tmZj7vt6ZWYTodka6uVt7/t7e//8w/8+rt/w9DdWpUgCe697/nti97xq7/yq++pN2vtsNWy3e/edd+hsnbnDw6/epFMV9tEU6ZIkSJF22qLvFOvCu0g27Vz39Ejy5ri86zdrGktDwmsJ3D26ZAMIYRhWJE97nQ6UBwDP/SxsTF4cyyEdpIkecMb3tDtdsMwBMyDncA82uKTQeARbXaaPsnF3DxWq9Wan5/f2lrTtu2X9G64jWTbttXODpK1O12Esrmp8W7LQyhL0xwbKQ1z1Ov14F3N87w0Taenp9EmZRF+zFEUwdjpdDoQ8ZNlGW0Wq6At2JbnecHIRwgNBoM4jiGvhjZph+Cr2badpinsv8C5gkIMJJQoihYXF7e6fUWbNLTJ3oJaz1qtBssL7/AlvUFuT6/EdDokq5QbPCe/9z2//Utv/+Wf+w//0baCC9/41t//vf/rne96d6sdSYq4sraMMvS1L91cFQZfvu3BVy+SVctsp5XVa/Tijn0UKapyIHDORGkXgbPdcMDSmm1GHO2pUlhZ5w2t8+JIhhCK4xhaPI+PjwMC9Xq9mZmZosXz1NQUREuKl75CpAfEDuI4HgwGO3fuBHb+5OQk+GHo+fCGEBoMBgUTBCHkuu7/QrB+G8m2baudtegihmEoiVGe9Ps9hFCO0OTsHEJodnYWIorAfoIpiqJ9+/YBYEBNGLzbgTow1J9BhHBrpXOWZZ7nTU9Pby13ybKsVCoBAqHNQuzp6WmIi1xwwQVBEAyHQ4hwYhi2d+9eGL8wBufn50G1Z+/evRiGTU9PwyA1DGNsbGxkZGTfvn1bK22AOflSR9/29PJOp0MynpOfe/YIQ4sX/dKv/Nc/+KN3/9r73vOffus3f+O/bJQbh48srawtHztxtNvp3vuN7x+rezd968l/eyS7+5vfueTiTxI4L3C2xLcVMVSlrix0GjVRFh2WUUTBGBudGS/NjWBzHGOerIY+1XjQVqRAkQKa1CyzxbLsJ6+4BJqTQU+v4XA4MTFREHOzLJuYmIAbB2+UxUAdGxvbCku6rkMDaEi2FQRISJgB4BUh+ALAisGPEII8GRy6GE4vd2U0TfG+12FowbZ82/IZWvC9Dk3x0MMb/iUYVio6StMUr2s2hpVYRrQtH0rRTcPlWElVTJYRWUZkaMF1WgTOOHZgmV6timNYSdfsyYlZSdQInNFUi+dkvElLotaok6bhYlgJ/ut4k24FXY6VSIKlKb7d6kGPHjiEKKg0xYedfq2KQ+8fTbWqlSbK0ZHDJzrtqLxRd+ygUSfxJm1b/sZ6zbEDkmBFQRV4hedkDCu1W71qpalrNkMLNMXznOy5bVUxZUnnOZmmeIYWoKM5LIENdc3mOVmRjVoVd52WLOlwIYpsSKLGMqKmWpbpsYwI3fbW16pRb0jgjMArumazjNgKugTO9KNkZXkj8MNmgzJ0h6b4eo0wdEfgFU21ZEmXJZ1jJUnU4A7Av0BVTJ6TQcwNltuWL/DKxnqt1x1QJGdbvqqYJMHqmi2JGvylKV5VrI31+tTkPIaN27bLcYLnBY0GjjdpTbU4VtJU96MfvqwXoos/fg3P2gKvsIyoaw5DqSJv3XzTNxTZRjnqdjuzs9Od0O9FbYSS4XAYhr0dO3amCGEjowlCth/AfIpQEHZThKbm5t1We2puvp+kgyxPEEoRGpuc6kT9TtSP02xqbj5FqJ+kRcfndi/qDYYpQqMTk1hpHPacIjQ9v5Ai1In6CUIzCzvavWh8emaQ5YMsD/sxHBT+xmk2zBFWGk/Q5t/Nb/tJOsyRYpizOxajYTI6MdmNB34nLE4gTrM4zeDjMN+2V6OFcSdFCVinH/aT9I5vfqMbJ5UG8dSzx5qkcPjY2u/83h+/7aJff8e7frNc5Q4/u0bj6sYKuXK84dm9O/Z/WxGdb975PVEwoCmKKBgCr4qC9uGPfLwfZ2cLyWiKh2a2qmJWyo1kiE4cX02TLV1d7rzj7ssu/ZTA64bWkYUOS7lEw6hXFFn08YbQaQ8k0aQpqRX0CVwOvOFJhSpJ3zRLFn1Z9ElckUSTpumrrr6iH7fStDdMoiJNXYT1igLPrQnnreKKEPSAvHer1doalyjKaIqYIeAcQgh66cK28EKapunu3buhyUscx/Dq8RI8s+EwyvMfU6vqv4halaE7ACEYVgLEEgXV0J1GnYQHdyvoYlipWmk6dkBTPMdKFMnNzCzAE7y8UQdc4TmZZcRGnWy3eoEfqoqpyEa9RiiyIQrqwsIuVTGBR+rYgaZanXaEYaV+lGiqVa8RGFYyDRce2QBCPCc7dsDQAs/JnXYEsCFLOnT9KV+LXgAAIABJREFUkSVdVcxqpQmC0/VaPRmio0eWumFMU7xpuBTJdcMYLq0VdPEmTZGcrtlzc4vNBsUyYrvV41gJVDqhuR3epBXZsC1fUy1NtWpV3LEDVTFrVbzXHZQ36oEfFndgempeUy1Dd9bXqoEfWqaHN+laFYfr5VjJNNxqpUlTvOe2oUU6QwuG7gCIrq9VsxSxjDgc5KsrZbxJm4ZbKTd8r6NrNqCaKKjQ1lkStX6UsIwoiRrHSpbpQVNvhhY67UgUVJYRl5fW6zXCsQOK5GRJh1HEMuLGen12ZpHAWUFQcZxkWZ6mWdt2Dd2BM7St9l+8/0PDGH3iY1eztAmwbRoex+iy6Nzy9W9KopkmKUIQe0jCbuD7NkIojocYNprk+dz8QhCGrW4vRWisNK5bFgDDVghJEVIMY5Cm2MjoW3/+f8NGRkfGJ7CR0U6vF/bjOEna3W6KkKwbwxwNswywMOrH2NhYfzjERkbdIEgRanW7xW4HWa6a1jBHCzsWNdOcnpntxXGCULsXLeza3YmiiZlZ1TR/4RffFkZRaXwCGxkdnZh801t/FhsZ9dqdhV27AUrDfhx0Oq0w9DshFMkVyLptrzaLs34rDIKOn6KkN4x4WfncF7+QInTkxIqo2MeWyivrjSYp/cZv/14Dl1fWyPIqtb5MHD24QdQllKGvfeV2hlS+9Y3vv9xIJku6JGqioJIEe/zYyiDOQMz9lE925zduuuSyD9MMLkkSz4sCr6qKZeiuJCn1ejUedMuV1VbbFSXW9UxVVXlO5jmZF+iTxvM8p/Ccomu2LMscj3/+C5/qD61h5iZZC6GTUQUIDEKkvgChIAgKaAFgKzpBAxrByu12GxSBEUJBEADs+b5fgFNBJymcM1AWGB0dhfQ47BbEi89YQbjXytEZKAg3GxSBMwBXGFYCv6HZoMCNAJ9gdmYHSbBxP23UyVbQBUxq1Ml6jbBMr1ppdtoRNONBOTp86Lht+c0GJYma57ZZRgSfzDK90ZEJTbVUxYTu4BhWAqDiOXl+bufqSrlRJyVRW1utdNoRICVN8XE/3Viv6ZoNz+7hID9xfNV1Wobu+F5n6cRaN4x5Tt5Yrymy4bnteo0gCTbqDY8eWQJHE35YvtfBmzSGldZWKzwnryxvtFs903CbDUpTLYCceo0AoBJ4pRvGK8sbvtdhGbFaaRYoaxougTPHji7DBUqitrpS7kfJ2mol7PTh0mRJh7YM4ORJomYabqNO9roDz20DaoLbWik3hoNcUy2QvcabNDhkDC2IggqXVq8RLCOWN+qG7kCfdbxJM7QAoPXwQ4932tFWR3BjvRb44eFDxx07aLciDBsXeNXQ3WaToCjG84JqtQ6XydBCN0w+9rdXoAx96K8vYyhDlDReUEyzxfO2ogS33HKPIFiDIcoRwkaweNjPUZbmie14/TidX9iFkriEYSgbojwxFXF2YgzlSdT2UTacGR+Nw9bi7BQa9pMoRHky7HV+7mcuDGwjH0QoT05ZOnANFeYH3XYW91A2HHTbKE9KGJb2u9OlEZQOUDrI4t6+XTt6La8E3avzBKUDmD+1ZHN+HMPyQVTCsDhsLUxPoDxBw37btWAdTeRg25NfJXHU9juejfIksA2UxNv2arR8iLJBPuihpI/yYS8IbvzCF5LeYOnw0cpy5cjTRxRGf/axQ/gG9fQjzxFl+vix5voae/xY88RxPM/Q/lu/67rxHXd8TxAsnje3ItlHPvzxuH/WkIxjJYFXOFaqVfFjR5dRjsob9SzdoiB89z23XvbJjzIsoSiKomiioHGsTJG8JCk8zzIsoRsyQdbLldWN8oogQLdoTZK5kyZJkqhLok5TPI7jHI9/7etfQKido1aGOknSLYRwCmJup9MBIQDwz+r1OtRvdjodyGwDbxhtIe4jhEzTLGL9nU6n4FYV4JfneVEZfd5550FoMUkSICjDX9jkpXR1ybd2dclfpKuLZXqe28awkq7bum5jWMlz2+BhvP78CzGsNDuzA8NKrtNaXlo/d9/rAfAuuOBNlunJkj43uzg1OQeYJEt6rVoDYMOw0ujIBIaV8Cbd6w4mJmYs0yuNTQm8IvCKqpgnjq9ecMGbRrBxDCvZlo9hpfPPe+PszI7RkQmek1XF3Fiv7VzcC4ezTI8iOUBBlhExrLQwvwvDSjPTC5KoWaY3MT7TbvUAAObndmqqVZwASbBzs4twCeB67tp5DpwzuEGw8sT4DEQ4AdRFQcWwkmMHAMNjo5O7dp6zvLTeDWMIJM7O7OhHCZzeW9/y8xhWguif67RIggVXD46FYSVZ0sGROnTwGCyHew6eK+x/ZnoBkGxhftfE+Mz01Pz83M6jR5YABUdHJuAq4B3C9zoj2Pg5e8+bnprvtCPAuag3rFVx2D9ckaqYlXJzz57XjY5Mlsamdd0URbnV6hAEJfDKzPTC4o49GDb5h3/wp72w9z/++K/CNpIVg+NlXfcZxpBl/9Zbvy3LbpKifhyH3XD33l3dXpijLOxGE5OzYTc2VWn3jh0oT3zPHvY681Pjw0GE8iTw7AJgAB5agQsfu4GL8sRzrREM8z076nUAWhRZCDsByhPAxSzuDeJeCcPQsD85iqF0ELa8LO6dt3dXFvfmpqY81+qGrRygNE9KGBb1Onk27IatEob1uu1ieRy2ShimyALKk7TfxTYxz3dMhFAJw9otD76K2n6eDeEEtu1VaFkao3yI8uGg10b5MO50brvppqyfsDhZX6tzOIdvUCuH123ZWzq42lwn11YZmrIo0lxeIpNhuv/W7zpO/8Ybb3u5kQzeaOGtHVI8SyfWbMs91dXlu9+7/c/e/1/vuPPrn/v8tVdc8ekrr7z6c5+7/vrrv3jFFZf/w1du+Nu/++ANX7ru8k9+7K5v3HLDlz535ZWfuvqq666+6rqrr77ylF312auv+uw1V3/2s9d94db9X/1v//d/WVp5+vDRxw48/S8PP/LPBw8eXFpaOnDgADTGPHDgwNLS0sGDB59++unHH3/86aefrtfrhw4deuaZZyqVyrPPPvvwww9Xq9XHH398aWnp+PHjjz766NGjRw8ePHjixIkDBw4cOnTowIEDsM+HHnro0KFD5XL5kUce+cd//Me1tbXnnnvuwIED5XL5Bz/4wYEDB1ZWVk6cOPH4448/++yz5XL52Weffe65515Kp80TZ9Bp09CdWhWfmpzjWIljpanJuVoVN3QHIoEQ0xsdmSAJdgQbh7QTLGk2KPBvBF6xTI9jpcAPPbcN8T1J1HrdQb1GzM7sOHL4xHhpmqEFDCtBQgiSRpA8O3Tw2HCQY1iJIjnIBo2OTEiiNjO9AL3DUY7gZDhWqpQbDC3s3fM6kmDBx5qf27l0Yu3cfa+v1whAkfHStGm4U5NzFMlFvSGGlbphDEcP/BDDSs0GVSk34n46MT7jOi04DVnSIV3HsdLkxGxpbGpleaNWxedmF0VBXV5aVxVTErVmg4J01Hhpulpp7tl9LoEza6uV4SAfHZkA5FMV07EDyH6tLG8M4gzDSgKvQOMJXbMBk9qtHjhbgzgDdw1eCM4/741rq5X1tSqcG0AdytHy0jpFcuOlaVnSAWUhK7Ywvws81+Wldd/rwL1iGRFg23M7GDZ+4vgaSXCGYR0+fDTPEUUxsGf4eXziY5+OI3Tlp76IN2RRMWlOFhW3Sai86N2y/7uK1k5zFA2zFKE4zXbs3oONjC7uPrfbRylCCcqwUczwLNO3Yb4VdVpRJ0EZNjFqt9wEZW9865uwUWxsehw+TsxNTcxNYaNYgjJYM0HZACUwY/p2aWYCG8WwEja7cx4WemEwvWMWG8VmFudgQ2x8BCth2Bi269w9iqUlKIMVsIlRWKHdD8emx03fho8Jynbu242NYvBR0KT53TumFmawiVH4thV1hiiF+XY/HKJ0216F1k9Rp5/1UxRnKEGo2uS/dss3E4SW1sj1irS6ITz25ArFBj968KioRM8eajx7jDxwqHF8XVitqZ0Y3XjTt3HK/NrN3+EEh+VtnteFU0j2sbifnkXGh2V6jh3wnAyMj2eePsTQwqlOm9/93u0XX/rXleoyzeCSpBiGZRiWJCmNRs12NEmmaaZeqS6zXFPVBIahwAkQBO6U8arAq80GRRIsx+M3fuU6hEKEwgx10qyHEIKiFnCJoLoFfKNCDtiyLJD8AK8LmCBFyLFY3uv1YD+tVgvCj1B3Cf4ZcJELbVPYTxGKhP2EYXimPtlg2EMoSbMYNCHLG3WUo9WV2otwFwVemZ/bWa8R9RoxP7cTKDdjY5Pra9Ww08eb9O5d+wRe2b1rHwT0jh5ZmhifWTqxtri4BwKGRRry6JElAmfg4YthpT27zx0vTeuavWf3uQwtjIyMg9tk6I5jB+AnAXNkZGQcwAmijrbll8amxkvTGFbCMGxmZgFYG44ddMMYw0q1Kg5ezu5d+2ATAmcgJVYam+JYaWJ8Juz0nzrw3K5d5zTqJLh9Aq/MzS0qsuE6raefOjg6MmFb/vT0/PTUPIaV9p1z/ujoBM/J5+w9j6Z4xw58rwNfASVEVUxds4GvMTe7uHRibWF+VzeMgTKzML+rUSdpigdcL2/UdyzshvswN7fIsVKzQdVrBN6kpybnXLcFMUCgz4BvOj0936iTAHK+1xF4ZceO3STB7ty599jRY0DxwLCS73UmJ2fB4wTn0vc6AM+aapVKUxwrQQyzVJoCJOu0+6KgAeOj0Wiqqr5jx+5mg2q3eivLK1d+6vOSYP7F+z+qyi1RMSlW4iW7gSuAZJISDJI0RUiQ5UGW87KCEBpmKE6Qblm6bSbZSRByAi8exjAf9nu9pJ+gbJAljMSFvTBBmdP2EpT1kr7p2wghThISlAVhG8AD9gArpHkap3E46A3zFFYIem3d1HtJHyEUp0NsFMtQ1u62vTBIUNYb9LFRDCHUHUYIoX4ySFDWibt2y0UISZqiWcYQbaYGup0ojYNeOxz03I6foEwxtARl/XTQ7oWCIsElbNur0lCC0BChQY4ShHjZ+d4/PnR8ZQWndVmL1iuSasTVhiFrMcn4NNeipW6TDUihfXxdIDj1Oz94gubc/Xf84BVAMki30xS/vLSeJvmxo8u+1znlk33rW9+67LLLaIoXBYNjLIYyaFInmgpLawwtQhjH9zqqYiqyKYuOJHiS4EFEURJ1SbAlPpD4QJVbltFjGO6KKy4PWk4vakPXFajWLDQPYcayLAj3gdDiVmIIQNRWRRygdQC8QYgy2+yQW6THim7uoCM3GAxgCSBlGIYgUoDOnLu4mSRL4PRWV8qDOHuR6CJDC6WxqbHRybnZxbnZxbHRydLYFEMLkxOz4GyVN+oT4zMEzgASNBsUz8ngN3huG56tEOVTZCPs9MGfEwXVtnygcsC2oqDOz+0EsiLLiOtr1ZnphY31mm3562vVxR17SIKF3M+Ohd0sI46Xpi3TyzMkCipAEUMLQJcYG50EuIXAIE3x4G8BGRKidrDcNNwdC7uXTqyBYweeGaTBDN2Zn9u5sV4bHZkA0odt+cDkhG1pim82KFnSq5Xm7l37wKHkOdm2fJYRR0cmALAJnKEpHq4RiJ0EzoB7B9xOOEl4owIqJoQi8SYtS/rY6CSkHuFOFg4okFBmphcYWhgdmRAFFeBqdGSCpvgRbNzQHeB5moZLU7zrtHyvU68R01PzqyvlVtClSG5sdJIieQwb51i5WsF5XjQMS9MMQZDgP6KpVnkDB5/sw39zOUubjGw2WZlT3SZj8Grna/vvJTjLaWfhEA3QSbM7vQFCdisdIJSiRLWUFCWmZxTzbtsZ5PFWmlmc9Z2WnaIkQUNYkqBhlPTswMLGMGwUG50cAYdp176dbttpR60466co6Q27KUoMV/c6boqSKOnB5qOTI7CrQR7bgZWiZG7nbIKGCRr2ht0o6cH6cdaHb4vj1ohqihLLN+HjII/hzKOkFyW9Tr+doqQdtYoz37ZXlXXjforQIEv9TnuQpWE/Ktcb37nv+7fddfc//ctDN++/697v//O37/2nr9/6je//8MFbbrv7K3fev/+7j93zT8/cuP8H377/mWeO4rLdv+vu+2nJYXmbFU5FFz/64Y8Nzh6SQYgLMg7LS+tpgtbXqijfwl287bbbLr/8clUxHbujyi2RdxUp0NWOLDq2FbCMqGt2pdywLZ8ieYEzRd4VefdUSQ1viZwvcj5FaLYZSZJyzTVXQQFWweaAIpjCeSrUvotKT/gI2JOm6VbZ061C3aAmlyQJlMLA+vlmm+lWqwXUj4IJCa5eAZ+AeWeKZGkWJ0l/OIxg27XVSp6h9bXG6ZBM12zwqyiSg1zU6MiErtkj2DjE+iAZpsjGxMQMkP0AD4CAZ+iOJGkj2LjrtFZXymGnXyk3Fhf3ABKAJ6Rr9sLCLnhSa6oFHcFNwx3BxoFrZxru3OzixnoNMmQQAJwYn+E5+djR4+1WD0DCdVrwyyiNTQERg2OlUmnKMr2xsUma4mVJh/wWHMu2/FoV371rH8dKy0vLi4t7REGdmVkA8j0glmV6xc7xJj0zvUCR3MTEjOu0isMBQoyMjFumB63zREEdwcbBOwTo0jV7ZmYB7g/HSo06ed55b1hdKZuGW68RY2OTlumJggqcw/n5nVAtwDLi5MQsQwtQfjA5ObuyvDI2NqkqJlQ1jGDjAIRAmxQFdXRkQlXM0ZEJiuTAKwWfDC5KErWx0UnXaQFbEsNKHCvPzi6yjKQqliyrLMszDMey/OzsDkN3lpfWAz/6yIcuHcbobz54qWX0aMnAOUU0AkpwJKP3P2/9bgWXJSMUDZcShLVajeR52fZWKhW3ky+Xy5zIippAMoRsSNVGRbUUVmBwpskrnKDygsxzIsvwNC1QdmBV6mVRFWRNoliS4kjNVjVbrdQrpm2qlsJwTNAOltZP2IEl6SItUNVGRdQEnGqKmqCY8lp5lZNZRZfreI0R6eX1Jd3SDFdvUHWGpzmZZUWGlzlOZkVNkHSRE1lWYliJ2aiukyzBiWyDqFu+Kcg8r3AEjTeIumxIqqWQDEELVJ2s6Y5WbVQUU+YlbttehcYIvKSqkqaqpiEocoMkdNtZr9YoTuQk1XRaFCtRrMIKuqjYiu6xVrrB+E2xU2X9KufxWr/OmDfd8t2XG8mghgfeUFeWN6Le4NjR5Sw99aDG7rrznksv+RRLG4rYlvhQYNsi1xHYNku5HGNxjI5h051WRuJK1EXNujSC7Rgf3T1emhsbnTGNgGetZk2z9IEitk09rFXxa665ph+HUb/T6XQBRfbt2wc1XsDCKPo+QJNA6N0+Pj4+NTUFK4C75jgOBBULdwqCjUDrKNgfRdASsG3nzp3QXRCqR2GdH2s80e/3i3Al2sLah3V+QpggydEQG8Fg81oVH8TZiyPZCDYOBUm25VMkN4KNQ63VeGkaol47F/fSFE8SLMTKYCH4XmDw3KdIjqb4VtBdWd6YnpqHwNcINg4cDZJgZ6YXoEIL6q5UxYTYHcAP8FYhuwNc8D27zwXmAlABgUlIEuye3eeur1U77QhydSwjkgQ7O7NjBBsfG52EHULkcGO9NjO9QBIsZMjgQHBiu3aec/TIEgAYnMbM9ILntk8cX73wjW9ZW61AnBDWn56ah6AiILTvdebndlIkB8gHL19zs4s0xQML39Cd8kYdPDkIA57u/CG6+IYL3jw1OTc2OglOFeAQeJ8AgRhW2rvndRhWmpyY1VRrdaW8uGPP7MyOudnFeo2AIAa8B+BNeufi3hFsHPw5AmenpxZqVcJzO/V60/dbPC9KktKokxD8PO91b/qT//6BPEV/+f99XBZ9TjMbrEDwKqt4x9fIu+994Mavf+Om27/z1Vvv+uqtd311/x1f3X/HV2+966u3fuurt37rqzffd8P++7dt2145u/2eG26/54bbv/Pjdtu9W+y+wr68/74v77/v70/avV+55d6v3HrP12655wWQ7EMfH0RnjfHxU2h8nAbJVKkrCd7M1O6xsTlVDjjGrJbp6cm9khgEblatkJ32YHRkmsQVz86IhkETpq62Dd25/vrrXc/s9loIIUmSJiYmJEmCg6VpimEYeE6FgL3rurOzs4U4d6vVSpIE4CSOY9gWeimhTWU53/fhY4FJsJ/FxcVer2fbNiBcq9UqlUoATgBmUFKNEFJVFTaEA4Gb6LpuGIagpAUHiuP4TJEMCq2AMwq0UYrk8Cbtue2Dzx0Fl6taaQZ+KIkawwi6bsuSbtu+57YbDVIUVdN0GVqo1wjgREiiFvjh0SNLve7AMBzTcEVBtW0fIpNQGQ2laVDSVC7XXaflOMHqStlz257btm0fUI3nZEnSdM3Gm7ShO80GBfmqRp0M/BCYKQwjAJmiVsUBQg4fPu65bYrkwKFsBV2GFgic6XQiiuRYVlQVk2XFWhXvtKPlpXWg/DGMABUFQA+BkmeGFnTd7obx4UPHAz+UJR1qsRt1ErgwUPjsue1aFY/7qcAreJNuNihRUNMELS+ta5rVCrpBEJ7u/GVJp2m+vFEHtG4FXVFQwd0EVw+qBSzLq1XxKBpOTc4dP7ZimR5kHBt1Et77REFtNijXaQFHv93qNeqk67Q01ZZEXVUsnlPCsNdsEp4XrK+XAeYHg2x1pfbJyz7TC6MP/uXFihRQktpgBUrUFbsraO0aqTYYTbG7vObwmsPrFq9bvObwWsBrAa9EhJ5t27a9cma2CLNFmJ0fN6O7xaLCKD2i9Ig+aV1O7XJaS1RbrwIku+ubl156OctIiuRKfFCoVVlGF8MmDd0dG52qVYnA7+pqMILN4E1OkW3DMGq1WqlU2liv+W6fY3TbalOkSFKNa679JEIRQpEfGG/+mTcUblOv1wMM27VrF+AWdGDxPG9iYgIhRJIkrAkCwQVvfmvvvk6nAxiDtvS9BZwbDofnnnuu67pFVyQ4xFYJfN/34zguKCGwQzhQFEXFanDOm2HPM0MyeCaKgkoSLLAqgHWjqRY8GSFBBSAHyhH1GiGJGt6kgfIX+CEIW9iWz7ESy4iioFYrTZ6Tyxt1EMUQBZXnZCglrlVxvElD4RToYkAQT5b09bUqRIbX16qQaQMHCNgcIPwBjHzQ6XDswLEDSI8B5xWKqSEDBFR+AmdYRqRIztAdINBD8RbHSrAt5L3gTNbXqlB5jTdpnpNBaANSZfCjhDWhSgzIh4psQO6QoQWSYIEVwjIiz8lQZn6SW3Sa8+c52dAdSdSgks91WoD3UAENheeVcmN0ZAIcx1oV972O67TgRsGbB0Q46zUCyuM4VlJkA86foUXbClhGInBWFGWCoFzX13UTiMK25ddr9Ec+dGnYRh/4fz9Gk7pimIKi8rLGSyZJ6/WmRDKqrPkUK1GsRHEixYkUq1CMQTEmxZgizW/btr1qrckbheGcgXMGyWokq3GiwQr68xkfZ5OF/9KRzNA69Tpdr5FTk/OW6SuyWa+yGDYd+BGB85ZlaZq2e/dumuJtM1RlD6RABJH51KcvBiRL0i42giVJUrR+yLIMBFIhrjg7Ozs7O3vOOedAjBGAB4KHWZZhGDY5OTk+Pg6kjziOQfjq53/+50HdCm1q7aPNBhZFWTQUQcMVFqhZFFDDaoqilEqlKIpKpdLIyEi/3+92u7Is79mzJ4qi0dHRTYXiM0MyiEqBfgSoLsFjGmQ+AB7qNcK2/EGc1WsEgTMg7QFyFbblkwQLNU8UyYEuhue2HTuAYuRmg+q0I5JggTHIsRLKEUMLIFoh8EqtivejBJwhXbOBW98NY9NwQTJDkQ1DdwBRFNmAml9Z0jXVAmcr6g2hyhh4mCDVATJacT9lGbFSbmQpAsEOoHswtACA0esOwGnTVGt5aT0ZIlAqgX0CfRGAwTK9QuMDeByATKAkAtV1ntsGZibkHX2vA8HGosjsJ8/fc9twaKjhg5sf+CHHSrblg9NGEixEDsFbBc2q1ZUyVESIgipLuqE7nttWZGMQZxTJwVV4btuxW4cPnbBM3zS8jY2KYVi1WsO2XdNw4c5oqvupT34WZejjf3eVa8c4zdC8wMsaK+g0a9KsyfAGK5iiYoqKKaqGqBqiYouyL8qBKAeGpG3btr1qjdX8wjjV51RfUFxBcV8NSPZ8BWHOFnlH4GyO0XXN8f1WqTRBkRzIJk1PLQqcSTRFluUdx8OwUc/tSIJL4gpFyLrm2Lb5ySsuTrJOFHsIDffs2QXOE8/zaJPiMTk5GUXRcDicnZ0terLYtu37/ute97qtgUfDMCAgmSQJNHZBCBEEgTYbkhWXUXhUIGk6MzNTSIND5LBUKnmeF4YhwCEELaHPRRiG0GAa1p+YmCgQcWRk5CUgWbvVA7odqFe0Wz0QDdNUC56/lulVyg1wsGA1IJrDsxikQCCUx7ESQwu1Kg7uFKg4EjhTSAKurVYAC9fXqopsAIdwdaXc6w4adRJcJYAB4NkXTgY4OvAEh+IqCMGBSwScRjhh+PXUqnjghyTBQmk2QwvHji6DEEYhdgXfVsoNwBsQeaIpHirhyht1uByAxvJGHUSkQIBRFFTQr6pVcXC52q0eoCOIT8JNgFvN0MLpzr9aaaqK6TqtWhVvt3pPHXiu3eqtLG8A5355aR3cWbhpEMwE7a52q7e8tA5yKqKg1qo4SFAClgd+CPDfbNBRLxF4lWUkQZAsy2k08GaTAAq+KKiq4vz5n36w08o/+JcX4w25SdRYnpIUWZQ0QTAkyZJkgxdUlhO2mMyyOstYLGOxPLNt2/bKGav/hKkvZs/73UqFCaLGCypgGNRHf+TDF8f9f0Mt/E0k0xSfpgTDsDBstB8lUW9YrxEYNskxeuDFum6ur5d/5mfe6rmdtRWCIlRJsA3dpWnykkv/DqEozcMw9At4KKJ2PM8XGvaARq7rnnfeeUX7iQKQAOS2whV4ToCI09PTvu9Dw0DYpBABgXYS4OrBV9Vq9S1veQva5E+ef/754Oft2LEjjuOt+BoEAZxgWCANAAAgAElEQVTzlg5nZ4ZkntteX6sKvAI+mcAr62tVkPkAAGNoAXwReFaCFwUZKdiWoYVedwCY5DotYPfBK38R+KpV8VbQBQ+mUm5AFmcQZ+WNejJEx44ugxsHGTvg8uma7bntZoNaWd7ohjHsttmg1teq3bC7tloBP0+WdJrigcgniRrISnluG4Ct2aAcO7AtH2/SoA8C+Sqg+YHEYiGKaJkeSbCaasFJsowISsEQbgU2B/iagH8gGtmok5pqQQwQsmggNwXBPZiHbV/w/FXFJHAm7qcryxuQrYSwJEmw5Y36cJBTJNdpR1BlWavigOt4k7ZMr9mgwD+D0zMNF24spMpaQVfglaUT667T3livVyu4JCm6bhqGxTAcpDPxJk1T0gf/8mMoQ5de/BmK0BRNlFVBkESaEQhCIAiBIDmcYGVF22KmLLuyFMhSIKvStm3bK2ey+xNmv5g973drFPZqQDKILiqK5G+NLtKkzrMGVM8EfrSx3uQ5bX72XIZ0ONpjac0yOhg2TeIqQ3rdNqIJWxY6FMlfccWnT7IBE7Rr5zmQzdraJwyQDCE0Pz+PtnTwA88JSspKpdJWDIvj2HXdvXv3FrzEYpOtwsF5ngPtPk1T6CsxNTVVJMyGwyGUuME82mycBok02GGWZXv27CmIITMzM2eKZAA24DFADYOu2RTJQZmUrtnAnQNvjKZ4kAAmcAbCj2GnD04AyLoDFxyWCLwCKSh4oANDHcrOCJwJ/HB9rVoUThXK9I4dNBtUN4whOwXQCE4JeGBxPwWuBGxCEqxpuECJdOwATr7gExaK8iCcD76RrtngA8ERQXbEc9skwcLZNhsUgFx5ow7eJ+gpA8SyjAiOKd6kRUElcAaKwyCoCFpcumYX+UVQpj/d+cPR11YrkMaDEoXitpuGSxKswCvQMQDEJ6uVJujf97oDeL0A1iik6yRRg/oBYI60gl6zQauKpak2y/IcJ+i6ybI8nBjHSqYRXPzxK9tB9hfv/yjRVCSZ5XiSZWlBkCAcahqu57bFrZOgioIh8o7IO4Kobdu2vYImv7BJ4guaJLLPM0GUBFESVMhEbEWyD3/44v6rAck0pc0xOstICwu7G3XGsTv1Gj01sZsmbJZydTWgCHliYgfP2o6Z0YQmCx2RaxE4e+2110GBVzfsY1ipOFIBOYAZ0GCs6A0N8UPggCCEID2GEMrzvKh6LnpAo80uLUVJNdRNj46Obi0gg/bTCKFer/f617/+x/YThuHCwkIYhoC7CwsLhWwjnKcoii8BySANA+kWIEpARBGUA8HdgXmgMwBlDvwVeIAytACVZxA9A/I6eCEgPtaok7pmi4IKQAjEBJ6TSYJtt3rHji7blg/wBqq7AA/QEQbYHLBP4OlBPxfI4RXlg+Kmfj8gkyio9RoRdvqQYQJ0BFwhCRZCqSTBQu02aM+DuFS9RrRbPWB8gMMEntPWiwJKS9HtBeJ7sDLQWBTZaNRJiLUWWH668xcFFV4IgJFP4AyoKkN0FxgfG+u1VtCFfcL7BJSplTfqkKeEZmO+1ylv1D23ffzYSjeM6zWC52SGFnXNEQWNpgRV1Tc2Ko7jNRo4+H+SqBE4/6G/vrjbQX/7kU8pUqDpoiDSPM8qiga1g5B120aybXt12L8jJLvkkstoShJ5R2ADnvFFriVyLZF3iaZoGsHuXeetrzUCP1pZqo+PLTTrfODF8DyandkhiRpLG5LgkrhE4lKjUbvus1cNk3Aw7PTjDrSuyPMc0CKKIqApFiFEmB8fHwfBjmIJzECuC3pJA86hLQwOuIDhcAgOH+S68jyHnRde18m6uefHDEG8uFQqbU2PFW0MC48Qw7A0i9Msnpouwbf/8qOHUY5OHN/Y7rT5WrUz67T5b322/0a25c6AsSwPXqnvdeo1UhJ1nlMM3eVliZNEjtN4RhU4XhJEmecEhhYYS2AsntN4nufFJi82BZ4VOFFiz8xERnpBk1j5NHZm+ydEo8lruiZapsKJQZM06DLnyo7K0gpDmc5QkNsiYbpqW9M8Tbc1QZEYQeVlR7MMSRMoThOUrt9ROOkFTeTPzDiGB+NZQeBEgRP/lU1gpZ/aDElRWMUy3JYfyjW2q7aJhsFSrsk3Da7BihInWgpjq6zz0Q9dOojOGpKB8ZzcbFCgMQTCgaeQ7O677/n0p69SFcc2e4oY8owvsIHABooUaIpP4Px4aa4bJiyjeE7EUOoINoNh0+fsPQ8kUzXVInHF1EPH6rp2T5KEz1x3ZbfnDYadYdLLsgRQBLJWi4uLw+GwYBVClC9JkqmpKZZloyg6//zzB4MBABisDyyPfr8/GAyiKJqbm5ucnAT4abfbURQBsAF3EbaampoaHx+HOCTa7PACX8HCqampKIoMw5ifnwfULDBS1/VzzjkHbfb/HAwGORoOkwh8sjRNQYF3G8lew7aNZD+F/QSSybIqCBJN8apiQkEeTQn1GknzHCsKomiqki2LksDxEseqoiBxjsQ5omCIoijKhCgTkshLgqzwZ2Yyp7ygKbx6Gjuz/dOKTckWy+DVymqlLtteqjMWV2cNgZNpUlQ6DO8JuKEwJkVJNCPwJGurpm+6mqCINK9wksyKTJPSRfUFTZHOzERekgS5MFlUwM4WkjFNgsM5RdKbdbJ5rBwILk3YAhu83EgGASrQt1tZ3kiTdHWlnCanRD6wm2++6eKLPy5JimO3DK0DjTQlwTV0f3Wl7Dje6uo6/BA11RJ43dTbtQoDXAMIZAmc3agJq8sNipApirj2M5+OB22E4hwNBoOTKlODwQC0psDX6fV6gGfwsYj7AaUwTVPovw7OXFH+lSQJFJOFYRjHMWxVVEZDSRnM93q9dLNvWa/Xg3VAPrhoE4MQmpycLAREwJODrmaQcqvX6wihNItBdxFKCI4cPhH3UwLnt5HstWrbSPZT2/ORTNMMqB2E6DoUWuACTYgMr1iK6fOqirMsybOirrKiw4oOKxmspLIKwyoMK8usXHST+mmNFdQzszP0+jTdZihepauBxqpy0PITk3MCzddFkWPpJmeSosNxBkUL6wxT4XmWkaAYEW8ysmT4XqjI5sZ6HXTYf9LO9PwZXmF4hebkwqBy8Wxdr+7GlODwepsUHUXwWdKokS2C66kCo/A0I6qsaMmsqXDW2WV8QCYC2MvLS+vDQQ6dNk8h2T333H3ZZZfQNCsKmsg7kuAqki+Lnq55BM70en2SpB3Ho2lWFFRZsmhSaQdDEAkECQlD60iCCz6ZLIuf/dzV0DM6y2OEMkARSEGB/9TtdgFRQGIR8KwAGNd1gW0BVcywsNVqFYgVRREsT5KkaC0NaTPIz0GwsZB5LKatwo9bM3ZJkkCtG6DayMgI7GdzSnq9dqvlwoeN9dqLKwj/2z8+tu3ltW0k+6nt+UimKBoIWkLaUlXMtdVKnSXW8Wq5QeOM1KDp1Wp1rVZp0GS5zpfrfLlBlxtEGd8o4xvlZrPcbFYaZ2h18gVto4q/sNXqZ2QUzZfXa1T5uERsbKxRaytEY5ngG5wmCALPNliDVQNZdhlWwlUVV1W8ydCUwHMKQ4sb6/UTx9fqNVJT7WaDfkGrNc/M6jgDM9UGBVdarhHlGrFWbrywVapnZM8erRxZbq7UuCZn6nK7XuYVC1WJ4OVGMtBnAK7A8WMrw0EOErinoov3fPuuT1z80Xq9ynGCItuKbLOMUqtSG+s1wzBomjx+/Kht25ZlVatVWdJ51tAUnyK5fpRUyg28SdcqnMDZNKkQTRHHG1+84bM56vfjVtj1syyBqCDQNKCXJqARwFWv1wPqYBiGwDaE1QDYCpEqWH8rLz+KIogZAibleQ6kj36/n2VZmqY/JsxY+IKwFWDV2NgYoFeSJIB/UBtQ3B1VVRFKelEboQT6TT/5xDMoR+UNfBvJXqu2jWQvxYBVCzUSkqTwvPj4409++cs3/uJvvuct73rXG37xvW++6Ld+5pd/88J3vPeNF/3am9/1ny58+3++8O3/+cK3/8aFv/SeCy/65Qsv+uU3XvRrb7zoPW96+5na+17QLnzbe09j/+mM7C3v+63X/+o7fvadF777d955/c37D1WIJEMcoemMYAuKQoquZLUI2qk1WzxfXjn+19ff/Z4//+SeX/rd6f/wG+e84/ff9N4/ecOv//E57/j9fe/8gxe0c971ey/N9r7zd/e84//cfdHvgO375d8/jf3uGdnrf+49F73vD9/8zt9666/87+/9P/7kr/7u2qP1Fq4hQRJ5USAlnZINmVMV/uz3jC5kfYDr8eNdXe77/rf/9M/+6NZbb77mms9cdulVV376s5/77Jev//yNt95yxw033HDZZZfs33/LBz7wgX/4h3/44he/eNWVn7n26huuuPy6D/3N315+2adv+OKN13/+S9dc9aUvffHmqz59/XXXfvmmm/7nf/8f/40gK0vLh556+rHDhw8ePXr08ccfZ1n2rrvuwnH84YcfPnDgwNra2okTJ1ZXVx977LFarba0tPToo482Go1nnnnmwQcfPHjw4A9/+MMHH3zw8OHDBw8efOCBByqVSq1W++d//udHH32UIIg777zzkUceOXbs2AMPPLC6unrfffcdO3YMx/H777//yJEjjz/++PHjx1dXV5944oknn3xyaWlpaWnpySeffOKJJ1ZXVw8ePPjQQw8tLS396Ec/YhgGx/E777zzwIED9Xr9qaeeOnTo0FNPPXXixIknnnjimWeeKZfLx44dOnjo6fX15eeee+6JJ55o1EnP9ZaXKttI9lq1bSR7iQZUW4rkBEFqNokvf/nG/ftvt9JYj2Opg6QOkiOkxkjp53KUwRKpg6QQSd1Y6sZiNxG7SO6cmSnhy2tlx5fyQRf5xxrP3ffoE3916ZXVepPFVZ0RXElTSNEWDKtSt6sNvdHYf9NXLr/5/h+t6UKGDIQkhHSEDIRUhIzTmH6WTDtLFiSoi5ASIS1GJyrS39987+e//i8rVPhyIxnPyVAJA+oHKEfPPH1I4JVTnTbv/tadF1/ydzhO8pwiCbYiuYrkCpxJU8L6etk0TZqm0zSvVGqW5eBNprJByaKjazaoH+ma3ayLJK5Igs0xOk2TX/776xGK40EbfLJCsRedUpdHpmlmWQbMjm63C37S1poztKUJC0LItu0gCCC1BmmzwmmDuGURuiyUhQs/TNM0TdO2+mdhGOZ53u/3+/1+oeLo+z6IF8MKW/aTdEI/HnSBu3jPt+5FOdrOk72GbRvJXtSeNwpO3SuK5E3Dg+7biqKcOHHi/e//MxxvcKs3OtQdLf4Jk35Yph4w+Edt+WFDeEBnn7CYJ2z6MZt+zOLut7j7Te4Bk33EYs7MbPbxM7RHz8g04pna0R+q5XuElbtY8pk//6M/kGjJUXyRU1XVr7Emo7WrjMFo7Sco+1f+5CMHDx7WNCPLUBwPu90Ikir9/iDL0AtamidnZMN0UFiSDQvLUHpWbICQ00U+Qm2E+gj96Imj//F9/8+6mAuizAsSKauUoom8Ignq33zk4734rEUXAcagFGdjvYZydOTwCccOTvlkd33jtssu/wTPi4ps8qzBUCrPGgJn6pqjKBrP84IgGIbVbBKqqgu8KouOLDpQ+sMyou91KEJ1rAiWMwz12c9dHcftwbAzGHYRytAWMgUkxuI4LvJkRWywYNIDJkE9dZqmRWQSJuCMgLZ9GIaAc0mSuK4LCFf0NoNqs6L5WVE3XYjuFztECOm6DrvqdruFWjFAV6/XhpIyAGDPbYuCePTI6jaSvVZtG8le1E6DZDQleG6n2aAInOl0OseOHXvb235BVWWjeSvqPIRyEqXNvLeGkhpCdYSqKCVRQqIhjoY4ytZRto6yCkobKDlDS4kXtpw6jRFnZhGLOiRK1lziBwzx9Lvf8QsSLWmcKfGaLLsVWueMkJR9u4uepJ2dv/RbaZpnGcpzVDDPsiwbDJKzhWTxsD9I4kESF0gGy7ei2v+KdYdDt4cChCo830eonaALL/pD0kEvN5JBsaYoqHiTPn5sJUsz8MxO5clOpyCMNyRD9zlWliUj8LuSqFc2KF0NbDPEGwJUp0LZr6F1FMk3tFZlg9J19eOf+EiO+sn/z957h0lylff+NTM9OWxWQEICJzAYhIIJNvY11zwO1zbYgCSkXW1OMztxZ3OUhCwswNfY2IAQBiFjGQQWloS02pU278zs5M5dOefqUNXV1V1doc/942ibvTCzV/Ij/4R/mnq+zzzdZ06dOnW6+nz6PeF9gxIAnqYp4Mq25TAM65HAoEOpOkjqPoJhnQzDuHpNIzSeXNeF9KobXnDaDJYJuQhLIAiifnvFYhGSqW4OwokxSEp4bt0CW+TwYeBQGKv68sRMLQSXJ+aXSPZ21RLJrql6m9Qj8dIaS2s0JbGMQuAMx3GiyM/Pz955120Mi/LY8wDgILSB7wYgdMOqBxwflIOaXwt9EPgg8Gu1Uq1W8kDZA9Uw9BdUEHhh6BcKOQBClqUBCMvlkue5BdMAwM/lNQB8WeH9oFKuFOGXemGFfrFo+n7V81zPc6vVim1bAISLXdfznapvAoBSyR+h1PiHP3aHLJsSn4MjbAInUgTNEYTMshdx/tYP/34YgFoIwgD4HvCqNd8DgQ9g4oKynJIb+NUwCABQDD0AoOJ7Za8aAICSRACArGteLXQDH4Z+tpwS/G/F9yynFABA8xx8GwDgg5oPahXfsytlp+oGAHCSGACQs8wAAFiI5ZRgtgUFfAB8UAZeFYQeqHkAvPejn0FVwLI8w3AEK5BXdgJs3zVSevNI9p/3hS8JJkkIZsFpQFrGLk3JkpEzygKXTcYpXbV7uldCX3m+B2anUZEvEJioKUXD0IaG+6pe0fNthsGvu2617/thGEImlctlnufDMFyzZg0AIJvNQrsH8gkAAN0w1itXKBTqoV6uXi0CroqH2d7eDl/AcUI4rlgul+GL1tZWy7LqaxrhmCQkK9yCVo9btkSyJb0+LZHsmlqcZByrQpIJAheNzt15120UnebQ58IQrQXFsFoOQFgJXDe0fVD2Qy8MvJrv1XwvDO0wtKs1p1pzg8BbUJWKA0DoumXfr1arFc9zAQir1QoAvmlmAfDDsAq303h+2XEs6PHgF8VxDACh71cdx/b9quuWKxWnVCoudl0/KEOSkYlnMuTYXR/5kCjmeUZfjGSgBqCuxhWogcAPF5QPalmzYJbsbKEQABAAoGaNAACcogIA9FwuAMAs2VmzkDN/RiPX94tlJwCg4nkwW8mtBADARMhFp+qWq9WV163J4HgAQDUIjEIeXgKyc0EFbgB8UArdKgirtRCSLKPUfglI9q3vju7ef8VblcWQBZYyGbKgyqVUgkaQ1uXLrk8lSVEwrEJAkxpLawjS3tW5HPoyn5uNW4WAIlQcFRTJxLDM0WMHaqBS9YpBWLnaQSKcKgMAwGjO9V1ikEwQYPUtzPU19wAAVVXrU1yKojiOU61W4ekwXVGUemyXOhQBAKZpNjQ0wDKvXsRYn3KDPh5/bn5uiWRLuqaWSHZN/exboNRdcLG0QZMKzxoEzrAsKwhcNDZ9x53vx8l5IfUDEMyDaiFwKz4ApWrggJILKm5Y8X0fmkmBXwn8ihvCxHBBGUauWvXh5NM733krgjS2trZXq9Avgr9mzRpVVWu1Wt3Lq7/IAQAgSdq2Hd8PTfNngQwXu24Y+n5YBCBGJJ5Kkafu+PCvs4JOMjJDiwItSazIY7SAMyqtnENLN9/1l7UAhD4IfQBCAEIA39YC4FdrCypvFooluwZAqewgDUhndxfSgDS3ttQAcL0qJ/DwRQhqVd8LQS2ohZZdhKeYRUtWFT8MXK9aA8Cyi0Et1LNGDQCcJGoAKJqKNDQVbacGQNULirYDFYSgevWE21UCVgWUg2q1EICSF5Y9AN774c+mRSDQIk8JNMMxLC9QjEizvywkwzLS6pXvzOed5kiXUwrmZlM0qYl8ob11ZTrNXH/dTWiGzOeKHCtBm4wiZJbWUqnEl7/yKACukRWDsNLW1gYDrBQKhSAISqVSoVC49dZboecOiqKudpNYN7/go6ZpWqFQMAwDkqZYLAZBAB+1OhShSQdxCFeRwGeUIAg4MbZ8+XJd1+s7yXK5HGRY3XSDg41XG4JLJFvSNbVEsmtqcZIJXJYkWIZheJ6NxWduv+N9qczUYiSr1twgCIBXA14tDNwwcKs1t1pzg6C2oAAAcAqqo6OLZfkwBI5TQZDGIAgMw2hsbAQAQO/hsA8JFjkoigIAhCHw/TAIavX1ZYtfNwxq9s+RjGKVxUgWeGHFqZZLrud6gRdUK17FqbrlqueGCyqbz9UAKFcq0M1QDQCraNUAcKvVgmXWACjaNgQYQZFm0YIAqwGgahqEVtX3ym6lBkA2n4M5IdVUTasBsHLVGqfsGtms54c1AKxiybTscqXqwtm2X1DNLINK6HmmX7OrgQNJluTDXwKSPfHE6OjolaguOYYyWDrLUEYyTlXKwflzYwgSgRE6BF5VJJNnjbGLc02NrbKkJ+KZfK7IULrA5SlC1lWbYag9e4eqXhEAt+IW4XOzZs2aMAwhPOphNusAa29vh1E3Ib1gzLCfc7EIHU1BD/eWZd1yyy2e50UikSAIOjo6XNetR9rs6upauXJlfRSxpaUFbkrL5/PLli2D8TPBVeOZAAAMw5ZssiW9bi2R7Jq6mmS0xtJZKJrURMEgCZamaV6g44npD93xnlhiTI/9ALjzoFwEdlgLgFMB5cCrgjD0AXBhyF4AXAA8OGUGQHVhBWVQ0JyulpVBGYAAeCUAqgAEoBlpBwFoQloLmt3VsjynWCAACmcsVg4IQFYu1lwAAlCxQq8EqjZwi7VF83sAlAEIGWbuPzL42bs+8lu8XGCELEOLAkOrXIYnYhyVFHjqJFlY89E/q/mgbNeKBa9SAl4FlO1ayQrKdq1SAguqBoAk6wgSqQHA8TLLSTUAUIzyAyArRqS5vbtnJfxvueJ3dC5DkEhrWxdMsYrlXL6IIBGoGgBG1kSQSEfnsp5lq0zL0Y0CgjQ7Zd8qVpyyX3I8u1StAZAvlJyyv6BAvgYqoFItlfyS5VUcAN7zkbUxDghklqdElhY4hpVJQqHIvt5B983zVvWfJ5ltBXOziaobIkjEMp35uYSq5AhM5Bi9XAJNja0MLUCbbHoyLYsWHF1kWbp/YAf0VgWAt3z58mq12tjYCOfJLMu64YYbKpXKqlWrrnYEHIYh9FsPF3HUBySvDvgCrrgDBlfGJ6FvjoaGhrr34brF1tLSAifD6r7wI5FIPeBLvUwcx8GVpZVLJFvS69MSya6pxUkmiVmK5CiK4gU6kZz50B3vmZk7p8z9a+DMBHYhMD2/GhRLgV2tlAOvWvH9ku8Xfb/o+yXfL/tuxXcrvu8srFK+AgLQhLTTKGebdilfBQHgaO7G1e/MJDMdrT1NSKtbDCDn3GKwWDkSL9m5qp0reRWvagOn4IEA+A5YLL/neJ7lhT5FTP04hZ6+88PvFxSTk/KLkQyEoGzXCtlKyQrKtl8seFa+6hRDK19dUKIk5fLF7u4VqqaVnGq54hdM0y65dqmiqFm75FrF1zpSzwcIEqlWQ46XHafa3NKiarn2jh7brhQKtufVWI7r6l4BACg5VbcaQrZ1dCyrAVBxw6LtKmpO0ws1ABQ1VzCdBeVpVa/oWXY+a2d12yzVau/96LqE8MtAsm9/fXTPIEmSAq9wrMxQKktrDKXGYxlV1efn5xsaGkRRJAjCMAyK5LAMj6Y5BInAmBqpJOa5IDpH4KhAkwpFEV945FgNVExLyxc0GOuyUqnccsstpmkiCFKpVBzHaWpqqtVqcDIMjgq6rgt93tdJBsHT2NhYjxYWiUTCMKybdOBK3Ba4vB76WoRYgh73NU27/vrr4TJF6BdYlmXP82CecrlsWRa0FK9e6L9EsiVdU0sku6YWJ5ks5SiSI0mS48lkevq2239tcuYVfPZxUDrnWkohb2ergLc9wS3IflFzbMMum2ZgmkHeKht2WXEcxXF021tMuKA396wp+sAo+arlpmipDADS2OoCgDS2dqy6QcrbFQBiOINysm67C6qpa5ULQNYJhKztApBmZBcAxawsdtFKNghlD5SmiUtPpJP/fvtdt3KyzkoazQgcI0oczRAoTTIcm/8pAZZ/ZGMtBIV8TRRsVanoWlUSS5JYyhq+IpcXlKyZim41RDpTKMPwmqQWSEZWdCuDc7JmNkQ6EaQVQVpXrL4Jp0QEaeWlbKFY5aVsU0s3JxoI0ioqeUktsIKu6FZnzxqYH2nqaGlfnsE5BOlkuFwGk2S1VLBCUS5Kik0xhqTYC8qg3ZICGD2L6zqVtYwQ/PrvbIsrgCVtnlRZShRpWiNwnSQGd/a/iR6E//MkoylBFGXLsjo7O1EUzefzOI4rssGzhiTkW1o6YMhgNEOSOKcpJVksSEI+Gp07/uChsFaGq/AhyersqRMIQZD6Tq/W1tYVK1bA8UNIFJgNzl21tLQgCAJHIK+77jpo20UiEWhphWHY1tZWN/hglJampiZon4Vh2NTUBPeQ+b7f0tLS3d3d1tYWBIFpmnC9IlzxWN8AsESyJf2/tESya+qNkGxi6mTq8j96hVfsLG/oBaXkUXmHKRlcOScUclLO1PWyrpdVw5RyJlcocIWCmCstKLlQVi0XaeqgFYM3ikUfKGYF5TiksdWsVJpbu4o+QNq6s6WSapWNUlXMFRcU0tje0NZGybkyABNzcy4ACRxf7KJirmRKTpmxq/mx9Nmvx6M//ODtN7OSxojqYiTzvUCRyxiqkoRBUzkMVXFM4zmLZQoLiuG1ZIZu71qFEjwr6AQtoQTP8Jog55paumNJQtNMwygiDW0kI7e1LRPkXAplRCWPIK2qUWxu7kpjrKQWCFoS5ByCtKpqwbJcRbfSGEsycmvrSrNYI2k9keJ40WT5PEnrDJej2eyC4pJ5gy6nOePBpSoAACAASURBVCHO8xnZ0PzwN353e1L7JSDZd/75qX17D9GUJPIFlipSeIEmTAovCKwVm2OqFYAgXRUHzE5jeEZXxAqBajyba2xoFwUDzTCVci2dEAlUQ9OiKpdwnNy7dxT6xfB9v6Ojo1QqwYlWAEBbWxu4EmkMbiDr6uqCxNJ1vaenp25mwcpVKpWurq5cLhcEATTLIP9gOfVgYzC9p6cHjlJC/kHOXT04CZeHFAqFFStWQCeKMN11XWjqLXhAjIW1KqzPxPi074GZ6cQSyd6uWiLZtaWwjMKyPMvSV0KE8SwjCVwBTYuyaGXStG7IscT4e963Zir6DDn2dw79A0uaVRiKEx1eqxKqhSsmI+d5KS/yFZGv8ILDSA6uK7iu8FJ+QUmqdWki6oWgqWVZLEmpRsnIVxCknWRURbfbu9YkMywv5ds6VxO0IsiFxcppaW6yzHx7SzdP54oFoCuBwNoib0qyIUoKLwqWXZTUXDItSFKoaQDDC4rq5dJPKdFvnxj70gd/p4sXHJEroUlBYBWUnBMUzMZkbUafo8Gv3XVPqVRjGC2dZlMpJh4nUZSnaZUgJBwXF1QimknGUI6WWpo6spoZm0vldIvCOTRFdrT2xOfTOd0avzh1843vmp2Ktbd0oxiN4Uw8gUaaO9IZsinSjhMsw0rRWJphJQRpzuXtVJpgObmxqW1mNt4cWYljCkXqGCon4qwil2TJjscYHFMWlMxJ6VhK5CUCIyVZNx33Pbfdni2VcV7COBHjRIqVSEZmGeXN9SDMsRLHSqKgsow4Mx11K8H42FTgg3pHjTz+zX8eGd6LoSxLGwxp8UxJk/2cDpIxXpXKLC23tq5SpEI+66EplaVMAtUYSo80dbKMIonZdIrSFTen+2ha1NWyIEijoyNhWPX8cqFQgGsU4fheJBIplUqQW3Ap0dVTVjDqGBxvRBDEdV24iKg+0aXr+tUmXbVadV3X87y2tjZYPqQjLDMSicDRy5tvvllVVdd14bn1nBCo0F0WXBu5GMn8oAK3ocBLR+eToAYScXyJZG9XLZHs2lqYZCyd5ZgciSsMLWu6lExPfvhjvzY+8zR6/ssW/v08PyUQGMmYOGclWC3OqBirkoxKkxZNWiRVwJhCUuSSIkex2oKiOd20g4mpGUEuIA0drR2rEKR9bi6DkRIrZBGknZfyU7NpTswhSLsgFxYrp6W5CYCw5oMGpAvPKJrsa3I1q7ssJ8uKJqvKfCxKsZJTASzromjeyAKGLdrkD9Jnv3x29h9+709vYjkbS2tERuZoCaejkkaYaUGckC6j1Xd96DNhCFCUn53NcJyhqkWG0VCUTyZpgpAWlK7kU3GMIYVMkmhAmlctv74BaV7WtQpLU7G5VE/nyubG9pamjgakWZWyDUhzNJZGMVrV8khDi26Y6QyJIM2NTW3NLZ0MK7GshCDNnV0rmls6UYw2staynpvHxxIUqQu8OTuDx6J0MsFRpE7g6oLCUxiNUcl4KpVIYzjtA3DXx38/SdL/1SSDgt6qpqfmYVQXULuKZP/09b8f2T3AMJwiZ1law1EZTYvpJK+rNkOpiTh64w23zEwnovMZXbUlIS+L1vws/r7f/ODFCxNZw0wmCEWyMymBpQ00LeRyuaPHDubyKgAeAP7q1atN06zVanCSDMJAUZT29nZBEOBbOHIIAOju7oY2WWdnJ0QdXLWPIEhPT8+yZctgfsMwbrjhBhjzrI49AIAoip2dnbCoxsZG6FkRQZC6FytYDsxQX75/zT3Rr40uQm9VtVqtVCrBgAJLHoTfxloi2bUFvxciy7IsS7MsDUlGk7qulmPzpMDrDEvMzl/40J3vOvHqt/EzXy+mn7WYmIzTNJHFSSOJCimcpSmeI3kR00VM5zGdIXSCYQmGJSh9QdFsbi5KGTlvZo7ACDWDyWlUotkcyxdm50lBKmbzPssXJibTBKVPTqOLlYM0IjXgOU4FhKC9+To0Kb364pghltKxTGo6QSUx1yhyCT52ATNwD5/U5AyJjv8HoP8l+sPBsYt/8/GPvUOmijJVFKkcy0g4n2FVSsxw9Lx8gS7d9JG/ABUg0w4aVVKzYnyKy8zLZNJAo0pmXl5QU/N8NKWSXOnl09FSFUzN86+cS8wlZIK1JT1M4bnxaZrinYuXidm4JGoBmTTwuMaihbwcYjF1dozUOFeiSvMTtESVLpyKFXWQnpN43IpNshxmXnwl4ZogOSMSCYNK5QzBR6MqGlUz88qCikV5miqMjaMcX5pL8lUA7vzdP+K0Es5pGKtirEyxCsmILCPt2jlULb9pHoRZRoSRNnlOnpuNBz4YH5sqOz/rvZEnv/ftAwf38LyoKjmBywpcQZFsXS3TpMLSGk0JqSRO4HzRqlKEjKY5jsnKojV5eRZGGMqkaY7J5YyqLFq66qRSqcGhPgC8QkEvl3+2A6y+DxrOS9X3KUPfvp7n8Txf5xw013zfv9qnVD3Ci+/7V0fLhEc98Bi44uMKpsAVjLZtQzcfqqrCmsDJM8/zYKyyayxfdBzL88qe/5p7YmiTzc2mlkj2dtUSya6thUlGYEpWd+NRShKzNINH42Pved/1py88lT71D9noD3R0ik2iWFpJpMS5OBVLk5k0gacIKi5QcYGIC2hSSKJYEsVSGXFBkbSRTAs4qXGCiREqL1qz8yROaixfiMaZRIo/fXZGUkqibPOiFUuwi5XTs7xH1cRaDYAQGIq7sudWzwYcrsuc4ubLZAJNTsyJaUlMZZV0WUmXC6wkJ88A4z+w5/dfHv/yB97XyWN5kTBVzuJYmZJwQkCFNKvh1jjvvvNjn87LeTSqRC8zyRkhMc1n5mUmk6fTOTSqLKj5pDKXkGNpLYEar56fiGd0inem5vmTZ2KMWDlzMf3SK3O84pFcCaXMi5eJxDQ/N05NX8Qnz6MSVaLTuVPPT3KYicVUIqGzaCE5w+FxTaad6GUmNStSqRyLKhNnM4lpIXqZpVK5yfNYckaEPPtFxaI8z9kXL6UJMn9xMmNVKr/6/g8TQv7/A5LxnAwXZ0xPzcN5Mq/6MxAg3/r2342MbseJFMvSFMXgGINjDIbSqqrPz8fy+awkCbquTk/PaprBMpKhF3lOM4zc/HxMVXXDyLG0MTeD6ao9PRWlafLLX3m07OZsRwfACwKvDhWO4+oEyufzMDw0uDLiByM7w21e2WwWJoIrITpd14VEhGflcjk4zQZHHcGVyNF1N4wwj+d55XLZMAy4kKTu/hEWDrH3/1qCD5yyVQMeHF0Mw3B2JlYp+ydfPrdEsrerlkh2bdVHF6/0TSzPMhKWEWXRoklFFgs8zxJU/Lbbf3Vq7oXCuZ0geiBMfbWc+Oci+m9m+l/15Lfy2LeK6X8qpf6pGvvnauzJcvypcvypUvLxYupxC31qQfGTX/P5H9v4913mh8SFr9Sknyhz35Rnv1GTfoKd+1IoPgv0nwpT/+iQT8uz3wDGi4uVgzQj0LGTrmdBDUgs1dyAJGZfZPGXpi58rSD/e55/mor9Y55+Skl/x+afUTLfFhL/5CYfJV/um7z42MfuWJNjLY3MiZgmUAYv6TjFK1gxT4PTmeINd/xFAEASJcYmZ5IokUSJyzPzl2fmZ2PJ6fn4gsLm8ctnJqfOTY+/OiER8tgr48mpVGIySScZPErELyccozx5dip+OfHq86cVSp2NZnBKnJlPT80mL4zNnLs4lUhTlybmzl2cSmboSxNzp89NZHDuxZfP8lJ2Po5NTM1PzcajCZSghem5RAqlJqbmMzgzPZdYUKfOMtGUc2FCujxrTMWMCgAf+8Q9jFrFWJNgDILRGUahGZGjpV29g9VK8CZ6EGZogSTYeCx96eJlUAPxWPr/8iD8/acf37u/L4PGKYpgGE7gVVkyJFFPpTK5XCGRiDmOjaJp0yym06im5jGUVeR8oWBJksLz4vT0rKGVFanIUKrAqwSB7R4dcCpZAMqe5xiG5vs+tIcgTuqBniHD4DoOuK+rbrdBhyAwWqbnefVgLtCS830fMgmiBdLR8zzo+KNWq13tsAPOhCmKAh1TwUSapuu0gwVCg2/BIwhdmAVyMRHPLEXafHtriWTX1sIkI3GFJjWBy3KMjqLpVGbmk3/00Wef/wb17D3SS+upF4fTLxxNv/rl1Ctfmnv5WPz0seTL+9Mn9hMvHCdeeBj96SPoTx9Jv3Q4eeJw4tQjCwo9+1j0xEOnvz+Inn1s+vkjqVcfnXvxODP+1ZNP9glT/3jyyb65k184928j6dNfnH/pwVd/sHuxcpAmJADAr9UkSamFNVDzAai1NiBjZ5+IXn78pX/fExt7LHrpi5dfPiImnnjpXwfGXjyUmXhMODtCndz1H88M3/2p2w26UOBtKs4zmCIqWZIRs3RFw7znZ5Tf+qNNJ06dujgxNRtLXro8ffL0uQvjk5Oz0dPnL10Yn1xQ0fHYxOnL6Byms8bMhdkzPz07e3EOncPOn7gwPxadPDsVm4gnJpPT52foJHPx5KXpudTpcxMnTp1HCf6VM2PxFPniy2enZpMYKbxyZuzydPzi+Gw8RZ46fWkuhr508lwiTVwcnz756vlXz146cers1Gz8lTMXXzp55sLY1II6NyadvsCPTalT87nTl+inn332ro//VZLK/1eTjMAZ6LMerl0ENTB2adLQjXpHjXz7O39/731//vi3/vGRRx4+cODQvr2H9+87snfPob179x8//tDRo4e3b9/6yCMPHz589OjR40cOP/TFR7+ye2T/zp07Dx48ePz48WPHjj380GN79xz5wsN/s2Xzzq9/4+8PHRkZmzj1wx995+z5l+KJ2RMnTszNzU1PT585c+b06dMvvfRSMpl87rnnTpw4cebMGRgAU5KkEydOnDp16sKFCy+88EImkzl//vz3vve9aDT65JNPTkxMwOCZ4+PjL7744k9+8hOSJM+fP//cc89dvHjx5MmTL7zwwuzs7MzMzMsvv/z8889PTU1dunTpwoULL7744tjY2Pj4+NjY2IULFy5fvvz888+//PLLFy9eTCQS//Iv/3Lp0qXvf//7k5OTZ86cubjIcfbcK5fGzp0998rFixenp6dfPvGqV60trcJ/G2uJZNfWldFFRryaZByj46jAMorA67FYLJmKPvTwoce+cvj0UwOnnxr4yePDz3xj30+eevDZ7x3/wT8PP/Pk0I++0/fst/ue+9bIc4/vfe6bB5/75sFnv7X/2SdGn/vOwvqXr257+ms7p058Bf594m8eOPvjh575Rv+LT+1/+ms7Tz59+Jlv9J/50YNPf23nqX87curfjixWDhJBPODXQAhAqKgCqPkimwQgu6YH+dH3jj75zb5vf3XjT3+w78mvbvjp90dP/fDotx8f/uHTR3/0zeHnv7v/y1/a+7Wvflkgsyym8QTPEqgiUhydsXhNSBIzqfjhrz7W+9C/f+1HmRdnq8+OF7//qvpyNDiHgh9fMl+YriyoH825372QfWa28uTF3NOT9o/nqzDlDAd+MO2cZsFXX6B+Eg+eOKOewMHzKfDjS8Vnx0v/djZ3Kg6+e0Ka4sFLc8EPzxdemgu+e0J6brJyOgX+9l8Tl1nw3RPSmTR45kL+henKyVh4OgWenyq/mgSvJMDJWLhYfSYz1smL9NlJ/uwk/8yLk0OH/vcXvvwd3QQYlycYnWBUhtH+K0iGZkiek3UtL/BKLJqqheDUyTNohqx31MjTP3hi954dieQcTZOKohm6KYk6jjGSpHCcIMuiIHAcxwiCxHECSXCFfCkey+TzeVVVE4mE4zjR+QzPaRTJK3I2npg9cmw0BEUASpVqvlyx6jNYMNgYuLJ5C3rogKOCMA5LEATQ6oKGVN2Mq3sTtm0bptQjk8EgZHBnNFy4CK74BoWvbduuL+5wHAcuuAdXZuPqQ51g8bWLVxYu+tDhFjRpz52dWCLZ21VLJLu2FiUZluFpSjILFYIgNF2aj17+4pcOrv2Dzrt/p/l//lbTx3+z7X/+9qpP3LXyYx9s+J0PIb9/O/KJ25BPfiDyyd9q++T7uz75/q5PfKDjEx9s+eTtC+vTH1/xR3e2few3kE98sOlPfrvj47+J/PFd7X/4oeY/vqv9L39v5V3vRv70w51/8IHGP/ntjj+6s+0PPtC4WDmNLY1ZKwdJ5vllUPMBsD1PAX5uWTPy2x9APvcnN9z5HuSzf7jyg7cgf/KRzv/x8VW3f7D5jluR9X/2q3tG12syFziAxTRTMwWaEDmcIVMFVmGiGd5Qx4nk4KPP/+5nj9/6kS2//nu9t35ky/L3fm7V+z9z810bb7pzw4L6tT8eaXv/3e/4vR03/4/eFXetf8fv7Vjz0c0r7lp/0++v6/jAvR0f+PN3f3Jw2R3r3v+pAx0f+MyKu9bf8uGt7/ztLe/9g8EVv3nPb/x+/423f6rtXZ96/x+OXH/bA+/+2I6b7ty0/L2feffHdtzwoU/f+pFtK9/32etvW/uuj2699SNb3vXRzWs+cN+Nt6+7+a6N19+2drH6vPu2P33fXZ/+zTv//Ndv+5P/dXfv5oGHsiUg6tX/apJl0gRN8QwtJBPo+NhULQQT49NZw/zZ2sX/e2e0ylA6SxsMpdOUJAoGRXIUyalKjucURc4LvI5jDElwkiSRJKkoCo7jVRdk0jTHyiwjMSx+7MG9AJRqwAagHNauseP4v8uxtDN6SVdriWSvp31+PgVDWRzjSEJgaJljJVEUZYVXVMG0HNMM8iYwLKDZoWaHWqlslGyjZOWLlmU6lulahdAqhK/5+yjab0hmybGcsuWUi+WKXXHtiltyqyW36lS9BYUgiOuWAQBFqwxC4BSrtQBUK0G5aIMaiCAICIFbKIIKAD4I7cCw1UIl61XMoFo0XV8zXV62GMZgOVJgMYHNyExGJUmVJEkRI0Usl7XyuWIhb5uFUtEq28VKyXadUtUynQXlFOw3pGKxVCyWbNuxbadUKjtOxXEq5bLrut7CqgRvSFoFaBWglYHq1GTbVy1PMat6vkqyGk2rDC2zjMLQ4pu+4uON+vj4GcnKTnj+3GVdy5MEi6E0RfIUKWIoq2sFs+CgKKrr+vT0NEVRyQQuidklki2R7O2hJZK9nvb5+RSKFClSpCkJkozneUFkBJFhWJFhDIrJ42we5bMon0UFCRd4XGApDvZrCvQSwjAGwxgUx78hMYLICCIrSqwocZLMSTIvK7ys4DSzoBAEASDM5XK1EOSzeRACUAMNSKQJQZoam9qbmxEEMRUdjaLnXj0nkxIhoJSESzwhCyQpKhirZggZRcXFSEZTPLQtWEbkWInnZJ6TBV5ZrD1Fmn9DYlme4wSOE3he5HlRECRBkERRpihmYZHcG1JGymWkHCrlM2IuLRgop6OcjtPaLwHJnnh8dHTkigfhbD3S5uXxhCSYdtHr7lrNMko6yZVLQJVLCNKOIM033ngTgjQaRs6y7JzhqrLNMTrLSAxDHTt+EIByDTgAeGHov3UEerOOJZIt6Wotkex1t89VKRwrQ8F0hhYYhmMYjiUYlmBoEoqiKYym0zSdZqk0S6U5EuUIgiMIjmCgSJp6o6IYGopmGSiGY1meW1ANSKPvgqAKSpYbaWq3i64gqstXrOEFKZFM87KUwtCpaFQrFHwAZuJxksYICsXJDEakUzSRptkMwxO0QHFXRRylDZY2MN7AeIMkBJIQINdflxYj0CIiSRoKvqVpFgribQFd+Vxep1IcleKoFMdkWAZjGIKkCZKlCJajJZYSWUrkaAny7E338fGfJJlVCLCM2NrS0921WlUKmRSfStAI0pXLlQ3DnJqaqVSqCNLIsnwyzmAZcYlkSyR7e2iJZK+7fa5K4TnlF0lG06zICCIj8CwUx3MUz+M8j4scLnK4xJISw0gMIzEC1GIEej3iBL4uXhQWVAPSCEJQyBa72pcjSDOoAbvkRprbo7FE0Xbi6ZRdKc8lk2mSnIvHOUXhBJrhSJolKAbHeIYQJEpSeUlfjGQ8p0FxrMqx6pVuRIFvF9BiBFpEVz+TVwsaZwuIV9+QMInDJA6TBEIUKEFgOYHlJJ6VfnlJNj2ZXLn8JrNQQZBWjtE1pShw+aIZEpisq44s6ZOXZ1euuE5VCjybpwiNY7IsbTAMc+z4IQC8GqjCVRJvHYHerGOJZEu6Wkske93tc5UYWoSDTnXBnpohJYaUOJLnSB46t4JiKJ6heJoSaEqgKaku6k0SwygLqrmpBdRAI9KUzxacUhWGPtENE2nqEJV8GuNxSuZlixHyglKkuKyAGwJusJRIMyLJCgTDE7SEUyLLKAKlCLQo0CLLshTHkjxL8qxIiSIlCqQgkAJP8BzOsRjLYixP8AsKtsPrF4dzVwsWzmKvXXcBvcHRS4KhoWiapmmWI1l4LyIlCaTIU6JwhWS9vSOVXwaSZVKsLBY01USQ1lIxnJ1O66ozM5UR+cLcDOaUqukU3t7WHZ3PmPmAwJQlki2R7O2hJZK97va5SpBJdZhxrAxNE5aSWUrmKYGnhKsnuFhaYGkB8o+h5broN6g6ouopkGQcpy2oBqQRQRCrULx4/hKGUp2dyxRVrQGANLYTtJRIMzSnZwhZ1p14msNpTSSyEpkTWIXjFUaQSVbAKREl+MVIJtGSREs/BzMO5+DbXxRsh9everH1kqFkRl5YrPiGRHEsxbEkyzAMwzAcT3HwWr8EJFt87WKlXJu8PLdyxfXzc0lVyYmCUTRDOPsqidl4DLv5pl9FMwyWVnjG5JgcS2cZhjt27Ah0VAgAWCLZkv5/pyWSve72ueo7An00wM4ILsrnmCzHZHlOkVhRZnmZ5WWWlVlWZnmZkQVOFjiZ46+WwvHKlTyvVyrPQykcB1PgcCWL4wuqvbULRymSpHleRFGU5/l6CN+2tg6SpAsFC8dxmqZTmSROYhoraKwgyJSo0IJM8BLOCTzPqCKRV/C8imVVXBNoqS6Rl0ReEjgR6sqwqlBP+TlJrPKGJHKqyKkCqwiswjMyR0tQFM4tLIJ8QxIFTRQ0kVNlRpFoWSVlhZCgZFyUCFmgFJaSGUbZ0TfiuL8cJEsmiKJVQZBmlpEokicJgSY12wI0qZOE0NW5Kp2iOFY11CqakpdItkSyt4eWSPa62+eq7wiMysGx8MsiMZTKUDpD6TQlcCTLkzRP0jxJ8iTJk3R9VI2ir5ZA0cKVPK9XkFsiTYs0LVAUTOQIYlHyyQZD8QRBURRjmiZJkt3d3Z7nlUqlSKRFkpTLl6dM0+Q4DsUzoixIJCORDMVmKDZDc2maSzMcew2SMRT7hsSRwhvTlfkqhhRogqcJHhILsm0BcfwbEpzp5GiJJwQO54UMx6dZPs2+9ST71te/cWDPXl409awrqHla0HhJV+QsTbOZeFqT5AjSgCUomc3TuCowpig7NFuINHeIki4KGpqhSjYg8CxJ51jeEmXp8NEDHihXgeMDUPnvv+IDequCfhdd152bjYPaWxmfTBK1+bkEz8kEzmhqjsAZu1hJp3Aco5MJNJ8rsoxoFkrpFA79u+AYLQrqzHSU52SGFjJpAv40VmSDJFiSYHGM5liJpvisYXKshCCRZT2rKJLT1FwygUKvnZqaY2ghlcQokpMlPZXEovPJsuPRFJ9O4TTFw5XEmTSBoRRFcpKopVO4oRfisbQoqLA0Qy/Ax5GmeNipoRlSEjVYCKxPIW8n4hmek0mCLTsemiHNQglDqXQKZxkRQSIUyV19X5bpTF6ezWUtiuRIghV4BcfosuPNTEcFXhF4pZC3X33lnMAr8HKioOpanmVEXcvD6/KcPD425VaCRDwjCqooqAwtwOrJkg75ZOgFAmfmZuO6lleVrKpkmxpbeU5OJbGsYcI80Ckcz8nJBLpv7yFdyz/zw2f37zu8q3f/xvX9WzcP7x19aOvm4f6+A3079w32HxoaOLx18/D9n98+NHC4b+e+4cEj27aM9O7Yu1j6jm2ju4ePDfYfuvfuLQ8d/9vNGwf7du4bGTq6q3d/3859G9f3j44c37JpaPvW3buHj42OHN/Vu793x97RkeOjI8c3ru/v7zuwe/jYpg0DQwOHB3Yd3LRhYM/uB/fsfnDThoGBXQfhRT9/z9bRkeO9O/YO9h/asW20d8fe7Vt3b944uHXz8PDgkZGho/v3fmH71t29O/b27dzX33dg3f07H/viP/3lp9b17ti7c/ueA/se+fw9W7dsGjqw75F19+/ctGGgv+/AgX2P/MWf3bd39KHB/kP79jy8eePgwK6D27fu3rP7wT/703v37Xl4+9bd9927Ddb53ru3wMLh1TdvHISVGRk6+sDa3pGho7079g7sOrju/p19O/fB9hnYdXDfnofvvXvLffduGxk6OjRw+IG1vTu2jR4++MV19++8xn2tvW/H8OCRHdtGN67v3z18bO19OzZtGBgePLJ969DI0KHeHbsHdu3bvHHXoQNf2NW7pxHp9Fzg2DUEab/37o39fXu3bx3asW14V++erZuH1963Y2jg8OaNg7t692/ZNARbY3jwyGD/ofvu3TbYf2j9ur6BXQe3bRnZunl4wwO7tmwa6u87sGPbKKzquvt37urdD2/2Cw/93d2f3XT44Bf/7E/vPXr4se1bd2/bMjLYf2jThoFtW0bgJ7hvz8NbNw9/7jMbDx14dLD/0Patu9fdv3N48Ahst8H+Q/CORoaO/uWn1u3f+4W9ow9t2jDwwNrePbsf/KtPP3Bw/1+vX9c3MnR0ePDIrt79oyPH7/7sph3bRo8c+pv16/p2bt+zd/ShbVtGFnve4Af36CP/sH5d38b1/SNDR/ftefjz92wd7D/Ut3MfbEP46T/741N+FWzetB3iB/ZdyQRqFyuwQ4jH0pKoaWoOx2iSYGshmJmOwh6m/p2CXROBMwTOCLyiKlma4qcm52ohgF1x/UC+860n9o7sTmUEgtJQSsAZiRVUSdThsiJdVq5ftZonZYnJUZjCUfkMpiJIIo4VpwAAIABJREFUj1WsnL8wYegmSXAYKoqCk0YVjNBxkth3YNQNS+Wg6NVq/+05BoBTtsKwCknm+/7sTKwWvpVRXeB+lHyumIhnKJITBfXC+fEVy9f0dK9UZANDqemp+bbWLpYRBV6hKZ4iOUMviIIKeaPIhlOqJuKZZAKlKV5VspKoCbyCZshUEpNEra2tqwFpxjGaIjlVyfKcHIum4JNkFyvxWFqWdFnSIeckUYOEQDOkruXb27pXrbweQSIIEmEZ0TKdTJqQRI0kWAJnUklMlnQCZyzTIXAGQylNzaEZUpENVckmEyhDC/FY2q0EmTQh8MrliRmBV6an5iHwdC3f0tJBkVzWMFlGhOTGUErX8hhK4Ridy1o4RrOMGJ1Pwm06kqjBdUm6lk8lsXyuSOBMMoHCPFnDzGUtDKWcUjU6n1RkI5lAM2kiHkvnc8V0CudYCV7u3NlLVTckcAbmSSZQBIlkDRM2qSiomTSBZkhVyaIZUlNzD6zbBGqgkLdBDRRyPgiBWwaKZAcecOzXUvwqcGwAQhD6wMwHtgVACIpmbbF0zwXlEigVAQiBKpesQghCAP8WzRoIQcUBIATlEgAhyGe9fNarBcDQKvCUnFGF1XDLAIQAhEBTHE1x4Gu3DDz3tdNtC/jV1/LDkkEIBK4AQjA/S8C6wXL8KtDVMgiBYwPbAtUKACHwXOCWQcUBgQdACChCg3UrFUEyzsLX9fJ1tQxvoVoBWd2F14JvYZ1rASjkfKsQ1oLX6gaLhTfruSCru/AG4VtDq4DwtRYul4CZD659X/CiuloO/dfaDYQAy/AgBLYVwL+aUmxAOmD+jo5VIASGVoJlOnYNhKAWgFoAYAm14LXCdbUMK1atvPav+n3V39Y/QccGoQ+sQgibF9bfzAfwgYEnBh7wqwCEgGNy8FzY+JJgee5rH59fBdXKa40AP2irENYblsRVEAL4RMF2cGzg2K/lhE+mmQ9KRRB4YLHnDba/mQ/gWbCS9aKsQghvHybWArB7ZB/80uWyFgyfgqFUMoHOzyUgnObnEqAGZmdi6VRGErXWls6Z6ahTqlIkl0piAq8QOKNreVFQ679HJ8anfS+YnpoPg5+N+SHPPPXvx/Y9xOKySOV4wmBQlc4oeEKwDVchpKmzY92NbWQM0xmlbFhcmkQaugXFnktg1RqgxGw0zdsOmI/JGFkQ+CJN8ccPHwDABVW75pgg8BfzAvXf5ah6jh9U/KACAKhWqxPj024lGB+bfatIJvBKKolxrETgDEmw0LZoamyF/Cjk7Uya6Gjv4VgplcQ0NTc3GxcFNZ8rXrww4ZSqGErNzcZzWYvAGUnUIF3isbTvgWQCzRpmU2NrW2sXTfEQD1nDlCUdGiuJeKaQt5MJtOx4HCslE2ginskaJkVymTSxetUNCBKBVGtv60aQCMdKbiVQlSy0ouC5qpKF1IEUhL/XoI1VyNscK83NxqHJCK8CLTnoOXTF8jWXLl6GvtdIgpVEzdALFMlBnmXSBMdKuayFZkjIe0nUWpo7miPtiXgGzZAsI5ZsF/KbpnhNzWEopSpZGCdC1/IMLUAba34u4VYChhYS8QzLiHaxkjXMeCxt6AVo2HV1LpdELZMmpibnFNkw9AK081595Vwhb+/Yvmvt/RsOHTy2bWvvkUNfXL+ud+/og7t69/Xu2LNty3Dvjj07tu0eGTrywNqdO7eP3nfv1kcf+fu/+vS6dffvGOw/uFj6jm27hwYODQ8e3rP7+K7eff19+3duHx0aOLRl0+Bg/8G1920/uP+R++7dun3ryNDAoY3rdx0++OjArgPr1/UO9h+8+7Mbjx15bHjw8Lr7dwwPHu7v279548ChA3996MBfb9440N+3f3jw8LYtw2vv275z++je0QcH+w9+9q/Wb1y/a/vWkZ3bRwf7D+7cPtq3c+8X//oftm8d+fw9WwZ2HdjVu2/Htt39ffvXr+tdd/+ORx/5+w0P9K27f0d/3/6hgUP9ffu3bx3ZvnWkv2//nt3HN67fNTRwaM/u45/7zIbtW0e2bRn+3Gc23Hfv1m1bhnds271j2+7jR7/0wNqdu3r3PbB2545tu++9e/P6db2jI8c+f8+WPbuP9+3cu33ryMCuA1s3D/Xu2LOrd9+2LcO7evfBxD27j2/bMrx548ADa3c+8vDfbd44sHf0wbX3bR/YdWBg14HF7mvHtt1r79sOawUbfOP6Xb079uzcPjI0cKB3x+79ex/cvnXos3+17ujhR3f17ok0dq9Y9o577964b8/xwf79Gx7YeWDfQ3tHj40MHdm8cWDzxoGBXQfu+dym40e/9Om/uH/r5qF9ex4a7D/4l59a+/CDf7v2vu1feOh///n/undk6MjG9bvW3rd925bh++7d+sjDfwdbYP263s/fs2XblmHYsH079254oA8+MP19+7dsGuzv2797+Gh/3/4ND/SNjhzbtmV4sP/g+nW9fTv3Hjn0xU0b+jc80Ldvz0ObNvT37thzcP8joyPHtm4euv/z20aGjuwePrp189CmDf39ffv7du7dsmnw8MFHN28c2NW7b3jwMHwyN23oH9h14NCBv4ZXGRo4tNjztuGBvp3bR3ds271/78Pw79DAoe1bR7ZuHhrsP3jsyGObNw4cP/ol+AkODx7e1TdEEmw6hRfy9qWLlwVekSW9kLct08ExOhZNWaaTiGfsYgWOeaxYvgZuwYY/RhXZgD9MWUYkcAbHaDRDwqgu0I9wvaNGvvnVJ4Z3juJJViCzIpUTqZzMFCQ6r7I5jVIMVm5HIgUxq5AiOpu4oXvV8hXvRJAupKG1sbUNaWjn1VI8Sas6iKdUSSxBktVqFeA7VdOolOy3zJh60w7/ylTZa1FdQA0kE8RbOLqYTKAEzsAuHnasK5avWbFiTUtLB2TJiuVrnn/upRtveCeCRFQlq8gGgkR6uleOXZpsa+1CkEhTY2trS2dX53IMpSJNbV2dyxEkIks6hlKtLZ0ww/Jlq7u7VsSiKTgACE+EisfSaIZcveqG7q4V0EBxKwGO0dPT85Ko1UKAIJHu7hU8J8P8imzoWn7y8qxlOg1Ic3tbd2NDC0Td5OXZ66+7CVpdoqDCzM2R9mU9q+BrBImsXnUDRXLzcwkEiUCbL9LUBs24VBJDkEhzpB1BImahRJEcgkQYWmhp7oAWXiFvI0gEx+iiVVaVbCyasouVqcm5fK4IT2xsaOnpXglHaxEkkk7hTqmaNUwEifCcDPHc2tKZiGfgVeBwR/2id9z+4fGxqWQCxTG6s2NZZ8cyBImIgopmyNaWTorkGpAuSTAzKV7g8rrq4Kh0/ZpfIXElk+JtqzYxFldlOxlnKg6AC4MXS9eUUirBMpRO4gqCdC7rfgeCdMKppq6O6+dmsNbmlRShJuMMgnRC0aQmcPlMinds8OqpCV11WNpoRLppUpMEMxGjEzFaEkya1BqR7lUrbkGQThyV0kkOQTo7269b3nNTOslpSglNC/OzOJoWdNU58+qkWwY0qTUgXZpSQpBOkS9k9YokmAjSaRWCdJJD00JWr8BCOtuvQ5BOXXWScaYR6c4ZbiJGq7Ld1XE9x2RbIis62tYgSOfsNHrd6ncjSKfA5VnauH7Nr7REVjQgXQjSKYsWz+ZyhgsLbG9dPTuNqrKNIJ35bBVBOilChfVZsexmBOmcn8WtQkBgMkPpCNK52H3Fo5ShldG0MDeDwWa5UlUbQdp51pifRSUh39TQRRFyI9KJIO0I0q7KVnNTTwPSUXHAxFiUZw2OyWb1yvilGIkr5RJIxpmb3/Eens3NTGWKZjgzlaEIFUE6G5CuRqSbxBVJMP0qQJDOjrY1kcZl8N6X99zEUHoh58F0BOmUBLNaAQjS2dy0HEE6Da3M0kYD0mVoZUkwcVQicaWpoSdnuDgqFc2wqaGnkPNi82RTQw8swSoEbhnAxkeQzkyKV6QiRajtravRtAALb21eiSCdWb2iq47A5eFjs6z7HbJoLfa8OTZoauipP2OSYFKEyrO5jrY1sA2bGnqic4SmlHg2x1A67AEiTW00xVfdEEEiLc0d8EsanU/+2q++95VTZxlawFAKQSLwO9gcae/sWDYzHWVoQZZ0y3QwlIKjODTFwwGVwK9NXp6thVfFJ3v8+0+PHnuQVwRdV0VB4xidE0xecPCM7hQBljY02Z+dovJZLxml6TSnpWg9zViiodAC8MDc5aRXBskog+NyLldlRPXg8eNO4PjAD4B/xZ3vf+cjqHh+uVwp1mo113XhNOP0VPytIhk0U6ApA0eTJVFDkAgkSr2vV2Rj5YrrECRCU3winok0tcERv2U9q5oaW2PRFI7RCBJZueK6UyfPhAGAMCta5QakGUEioAZgBngWxJtlOpKoXbfmHfBB7GjvgRmuW/OOV06dhT+jrr/uJliH8bGpolVGkMgN1988Mx0VBRVyF3b0upYv5O3mSDu8Si5rWaYTj6Xb27rhXJ0karAy+VwRpsiSvnzZ6vm5RNEqwycezZBdncsT8YzAKyXbRZBIKomtWX0j/JdTqsZjaRyjW1s6SYKNzidVJcuxEoZScJC2q3M5bFKIw2QCXbP6xngsPTcbJwm2o70nmUCbI+2ypCcTaFtrF3QpBGsC74JlRJJgIUQbkOZUEoNWLGx2+BOhZFdJgkunCIYWeU6JNLVzrJyIozynZNIkx8q6VkjEUYrkZcnAMWax9GQCU+RsPmenU4SuFWamY74HEKQ5kya7OldEmto1NT83m2ht6cpli4EPLLOMIM120Z2diZMEZxddnlNEQUOQZlHQOFZWlZyq5DhWhompJB74IJ0imhrbyo6fiKOZNNne1kPgLIGzdtFNJXGOleESsKbGNl0rjF2auukd74IRDcfHpleuuD4RR1UlJ/Aqx8rNkY7ZmfiF8xOgBhobWhlabEBacIxRlZyhm40NrekU0drSNTsTNwtOW2t3Jk2CGoDry9rbegRepUge3iNDi91dKwVehRVGkGZDN5sjHZGmdlXJTU3Or1xxfdawxsemda2QyxZxjEnEUbcSNja0LnZfPKfkskWOlesNdeH8RNawMJTt7lpdyJct05WlXEf7ikyabm3pyeec+bk0grT6HpDELIK0cqxKkSLLSOkUoSo5p+Rl0iSBs22t3TynVN3a3GzCrYQI0pw1LPjpI0jzxPhMe1uPJOpohhJ4FX4c7W09JbsKc6ZThF10M2kykybDAPgegM0C//KckkrimppnaLGjfZmq5EiCoymhsaE1Fk3nskVdK1w4P2EXXQRp1tR8T/eqrGE1NbblczZNCRhKNyAtTsmDBTolL5ctIkgzRfI93au8KqApgSQ4DKUXe95SSXz1qhszaTIeyxi6uWL5dSTBwRIq5WB2Jn7jDbekUwTHyjQl8JwCB4pqIRi7NNnU2CrwSjKBwm+Qpuai88mVK66DX6uy48HvNZzFoEgOcmtuNg79e0ETjefk6an5suNBP8L1fhr58te/uX1kFKNxSRI4VsZRIZHi56N8OiFjaYGjbSxtYGlNUxzHAuk5LI8LepopStn0bDwxlxAojciwHJWlaV2WiymcHj14UNCFkluyy0XHsd46W+rNOvz6ig/f92dnYlXXP/3qpbeKZATOwIkiDKXgKFwhb3d1LUczZLnsIUgEmgWamuvuWtHVtRz6dkOQSEdHD0ML8DeRpuYgZm56x61Zw0wm0pGmtpaWjonx6abG1q6u5RPjE4ZeQJDILbf8CgRJT8/K7q4VCBJpQJpvueVX4rF0Y0NLV9fyXM4SBRUuiyAJdn4u8X/Ye+8oye7rPPB1dYXO3dMzGAyIYFJpbe8fPqs9Xu/aR0drry0q2LIlraS1SQVSDABIxEEiQERRlEiZ0koklSivJFqipKMjWxRBkQAmd66cXs45v1e5qqur++0fH1GEuRiSgocAoa137plTKFS/8Hvv3e937/3u93OcID2/MEdkJFHz/ZhjJSQKvpLuyy6ZhlvIVxTZOLVxE0MLi4urHCvt7xVVxTy1cZPrhMvL68VCNfBb6fkFgVdqVfK7v/sfCLySyy6XS3XUhBcXV6OwM02rpuaymcwiZnbj8QlDCyh94d2wTM+2fBT/NNWaHCWXL22tLG9Yphf4LZYR0+kFxw6AoIHfokiOINKI2xAsrq1uYoepVJZjpVtv/XvFQhXEkLm5jCzpCHNxJvgrRHj1Gj0aHhu667kxQWSGg0n+oBKFXeAT/G+ve9hssJbp499X/V4SdXjeeo0+vXmOIDIEkd7YuCnw2wSRaTZYz419r7W6skkQGYKYnyOy6fSiqli2FRQLNc+NeU6plJvZ7HKtStlWgAYv2wpqVSqbXZYlQ9cshhY31m/a3jqQJcM0vPnUAkXythUU8tXkJNnbLbKMJMuGIpsEkZkcfcW1tVsDQ3fnUwuG7vKcQlOCKGjwlbrmWKaVmstxrEwQGYYWfa8lClouuwJM8twY/4tjZUM3CCLj2CFc9t5usV6jTp0622ywBJHJZVcIIkMQmWx2uVxqLC9tKLJZyFcnR8ny0gZBZFpxX5YMXXOKhdpoeNxssAu51etdF35ZrZBb1/a/53v+x+mZmEaQy67lD2oCr5dL5KmNc7rmZdIr3c64XmNvueWt167uRmGfIHKu05JEEx5cVayd7TxF8gCkTntYLjVKxXrgt9PpRYFXdc1RZDObXe73xqm5XOC3NdW+fGn7llvucJ2IIDKFfPXUqbM0JTh2yHMKx8qD/hFBpAgiTRDE8vJGIV+47ba3RWFXlgyK5EvFeqPO4KoxvKpiYVenNs4SRObs2VvxA1HQ5ogsRfI8p4wPkzOnb8H3BEFgPOfmspjNLC6s4XlD/9+rPm8cK6+vnfG9FkCUIDI8pywtre9s53XNwZ6hOM9ziiTqmcxivUbxnKBrdmoum55fWFxYXVxYXV8/zXOyKKh7u4XNU2eDoFXIV1pxb3X1FMuIjTrtezHHSiwj2pZvmZ7AK6pioqK/vbU/Pjz5WsbHr//5n/3chx6rMxdEZcewaq7HGYEo24IdmKzEiZJumB4j8BRP6gpvaqLEG4bq2Xbs+93+4KjX6Zd3t3qB66i8IdKSzH3yd35zkIwOk6PDZDBJBqM3+XY47iO7iDVoyCabnLyRLHyQ9AzdAdWwUafhdjXVqtconpMRilUrTQRPoqAe7JdWV07Np3IUyb3lljsQZh2NE4JIL+RWyCbruRFBpG86c4vrhEgFmIaLHxBEGmFHai5bq5LJSQIsmWYOEfiLgoq8K0gcc0Qml10GT9LQHTyIqE4h4EOKYGlxDdhj6E4YtIGduJwpALtOqGv2HJHhOXk+let1R5pqIZJDNhLAxnOyIhtAI5YRNdUCmcU03NRcFq+EZXo0xYuCWq008b0iG5gY4jJvPntrpdwAmWo+lcP5HI2TWpXcPHWW52QcsV6jspklSdQ67QGGDr9UZGNvt+C5kedGo+Ekl11GGCeJmsArZ06fq1aaIGcincJzMsYE9xT8mut9DzoPDhf4Lc+NMLG1TG9pcW00nOxsHyC56tjB8SThObnTHlAkZ+iOYwfg18RRd3XlFIqjoLCCibq6ckpVTNcJsTewxXTNxrEcOyCb7Gg4EXilFfcwjNMHYzg4uvDSlfHhCSJRXbO7nSHLiEuLa5VyI/BbpuHOERnb8lNz2Sn9Jz2/EAZthMLdzjCbWQL/FoOZnl8wdGfQH2O2bhru6c2bQTtCjqHbGa6tbvperGu2KKiYtiOdEEddzKgQpl/vusB0pSne0B0wbNdWNwkirch2am6RpqQw6Am8ThA5llEIImfoPtkUlhZP1WusprrLS5vVCi3wOsuIpuHynNyKewg4cMJh0I6jLs/JC7mVcqmOgu5CbgWELNxKaIiIgorC9kJupVpp4knGe9Hrjgb9McdKyM4h2QDOlO/FyL2XS/VMetHQnXKpvriwivDFNNz0/IJlenfc/h0MLeBhrtcovFP4Q12zJ0dJGLSbDQYPLUVypzZuSs8vqIp5veeNbLJrq5u4C6bhrixvYE6MIremWqm5bBR26jVKkQ3cYoyPLOnnbr6tXqNUxaQpHqwu03C7nSFuOp58PEWgEDt2oMiGploMLUxXdWnU6d2dfHKSFAvVdqs/ddTE7/z159/+rp//tU899viT737okXd96PG7H3nqvgcfv++BR+576heffvKpX/zwk889+MjDz/zS008+/vBHnv3wc0//yjNPfvS55z5+zz0P33f/wx9+/MnnHn/0o0898cyHzj/2wAd+5WMf+Zl3v/NaYfvS9pUvXXz+xYvPX32TbxcvvbC/v31t69KlS5f29vYuXrianCR7u+U3CskCvwVGAxJliCpSqSwcnyzpFMltbJyBl8nllgVewQsDx7q8tL64uMrQQrPBrK1tAgI5VkqnF/BSra+fht8p5Cu53DJ+gD9XZIMiKdcJQXbIZpcWFlaAqabhLuRWCIKo1yi8JwSRxmsAb2uZXrXS1DX71Kmbtq5t+V4siRqwBK+WJGqtuJdKZV0nTKWyg/64XqM2N88ytIDYCC8MAiZJ1DKZxZ3tg1OnbiqX6opsIAZSFXN5eR3nALTA9wA2sOTniAxeuflUDuRgiuSWl9c9N5ojMiiY6Zq9sryRPyhvbp492C+14h5CNAwUzhmkGNNwU6msabhra5uSqA3641qV3Fg/06jTwFpUGdPzC80GgwzqoD8GOWVleaNeo2RJd50Q/s4yvet9r6mWKKjNBvOWt9yRPyg7dtCo0/PzOZ6T54hMpdwY9MfNBrO4uCrwCtmkMSlpt/rNBgOXqiomZgmeG4HvAxeD22ToDn6JQUaPQTa7hElAGLQP9kunNm5CAwZiU1w7TfFgwwJEUZZvxb35VA6NIgjfcSM8N6qUGwB+nKFpuCwjrixvCLzCMuLGxpmD/VImvajIBk3xQKOpQ0TbydrqZrFQTc1lwYxFwG2ZHpi3hXzlaJzQFI/9X++64CVRbMZ9lERtfj5HkWI2s6qpLssomuoSRM73OgSREwVD1zyCyHluW1WcTHqFoWXHjnPZ5SmbCQnn9fXTCCDQKIK7gEowHnXg9MF+SdfsubkM3Pd0fODoFdlYWlpr1GmWEVFzxZgDd1XFFHilVKxNJgkeb1BwgdBx1MU7iGwKxJgQzUC1RJb0zc2z9RpFUxyS6uifORwdV8qNTHoRqbxXfd4wWUSiHvsHeGuqhQQ+PlMkFwZtiuRSqSwySXiLfS8uFWtAL3ARCSItCArO07b8TGZRFNQwaNdrFCY9IAljwmoaLkMLmDS/8OWLB/ulqaMmvvh7H3vu/T81uvb4yZVHTy49lFx+eLD7YG/7/uilO0c7D7rPPzjaera/c36w+0D8+XcmBw8dXbk//tLd/SuPH+0+E33x3vYX70saHzt64b6TrWfDFz+hbf3xO37o+5Lj8fjw5HCSDMdvWE7wxm3fXp3RkqjFUZdlRDgmxw4Q3GC222kPFNnIZZc11RoNJ6m57Hwqh3wX5k3EyxQMjpUQ5nOs9MrPBJFeWlwDneHczbeRTRYMWnxzevPmxYXVbGapVKyd3rw5NZdF2GFbfqXcQIkOhwMjMT2/cGrjJrgVsA1PbdxUyFcs05NEbXFhtVGnPTeaT+WymaX0/MJ07ilLuiioeKl0zc5mlsBGQTpxeWkdTQLNBgOe5B23f8e1q7uW6S0urFIkF/itwG8h2MJUvVGne90R2WThJfGq40O5VF9Z3pBEjaGF1FwW9b/5VA5ngmBxPpVDIjebWapVSRwULBiwsJC5JYj05qmzCAoxzr4flsvVXG6RIFJzc/OZTG5xcZlhOI4TMpkcxwntdrdYLK+tbTAMp+tmvd5cXl5tt7uFQklRtPX1U5pmsCxvGFa1Wh+PJzs7e6dP35TLLabT2ZWVNUlScrlFQZCCIKpW654XEEQqlUovLa00m5QkKbKs6rppWQ5J0qur6wSRWl5elWWV50XH8ZpNStMMy3IIIrWxsZnPF03TTqXSGxubudyibbskSft+KMtqoVByHO/MmbPYgyjK+PPFxWWCSN1xx1uvXdu2LEcUZc8LZFkliJQgSJ1ODzvH4QgiRRCp06dvIohUo0GurW3QNDseTwgi5Tgey/KpVJok6XQ6i19mswtR1OI4oVgs49DZ7IJhWBTFbGxskiStaUa93tzY2CSIFPZmWY5tu74f8ryoaUY6nZ2bmxdFmaKYtbUNDA7GX5IU7OrUqdNzc/NLSys8L3KsjMrZQm4VCbdalcpmlg3drVbIbGY5DDrNBru6slmv0abhzc9nVFWXZZVl+ShqlUqVjY3N+fnM1zmu74f4T4JInTp1ulSqZLMLjQZp2y5BpJaWVggi1en0GIabm5vHJRNEShTlTCanaYYgSIZhMQxn2y7DcGfOnGVZXtdNjAZ2Ozc3n80u0DS7sLCk6ybL8tP9bGxs0jSLX2KcWZYPw5ggUplMLpPJWZZDUYyum4qi2bZbqdRwv7BnXTdXVtaaTcowrCCIstmFcrmKP4edO/eWfL5oGJZhWLpuKrKxsryRmsticryxfiaTXkzPL4AMvLiw6rkRpherK6fQQAZXw9BCtzM0DZdjpWkrqvJ1OqOvh2TtSx9Ims8mpV+NXng0uHB3b/u+ZO/B+IX3nGydT0rPJPmPBF96ICl8JP7CPcrzd7f/63tnSPb6IBnmfWCsouEpOUlqVRKzXTDF0Rnm2AFFcpVyoxX3DMNhGEFTLVnWGw3a92LTcLFDzM2nn1utHmhCtu1XK82jcbK3W0CrsqZZ+YMymsmQsWk2GIrkyCaryMbkKDnYL5mm24p7cdxFq3X+oIy0ABJ6DC1gwl6tNHvdkcAraETDEVtxr1SsGbqjaRbLiL4Xo6mLIjmQdAEqnheB62/oTivu+V4simqjTiPO4DkZbQMMLQz6Y0nSNNVSVZPnZFwOkjaypFMUF/itWpXE+8OxErrW9veKpukaumNbvuuGIICAPby9tU9TvGMHrbjX4XD7AAAgAElEQVRHkqwkaqpq7u8VkXtx3VBRDEwyLNPTdVtVTNf1S6VKrzegadb3w62tneHwEM5oZWXNdX1BkDwvIEkaPq7T6RmGpWmG74fFYpnnRfzANG1JUjhOcByP4wSSpKOoJUmKadoMw9VqDcfxZFlVVf3o6Jgk6TCMm03Kdf3BYFQqVQRBsizn6tWtVqsjy2qlUrNtVxAkuP5Gg+Q4QddNQZBM07Ztt9Egq9W6phk8L0ZRq15vtlqdZpNqt7uyrJZKFYbhDMNqtTq+H4qi3GiQPC/iZACfV69u9ftDimJomsXCIhwnhGFs267jeIIgdbt9huFM067VGoIgua4vy6rjeO12lyRpy3JkWc3ni6qqQyMKy5Q0GuRoNGYYrl5vTiYn1WodTtM07QsXLoVhTFFMuVzF9cKJY7jG4wkG2XV9mmYVRSNJOggiRdEoimm3u80mFQSR58b7eyVVtSRRJ0muFfcdO6QpgaFF0/DwgSJ50/AG/SOGFhmG8/2Qptk4btfrTew8DOPrHTcIIgx+tVqPohZBpEzTdl0/jtu27dZqjX5/2GiQzSbV7w9FUVZVXRTlMIxVVQeAOY5nGBZWEuh0ent7B+121/OCfL7YanUYhsMvDw4KpmkbhlWrNdrtbhBELMtjtFmW9/0Q2CkI0mg0rtUaNM1iEAzDiuM2RTEkSSuKNpmcYFetVieO2yzLsyyPKQvDcNVqHUvJuK7veYFhWIVCaTye4K4JgoQ362C/5NgB0iTHk6RaaSIRTTZZmuLx6tEU36jTiMM4TnLs4GC/pMgGNBm+MZL9xWf+n8fu/MD42mPJ5YeTiw8ml+/v7d/X2b1H/ev/0N26L3jx6aT5u8bf3NnZebD1+XcnVx5wC89Jl58q/dcHoupvOpefPMk/PXnxPUn18WT7oc5Lj1tbn3nnD/2vyfFkPJ4cTZLD8cn1EeLNsn17IZkoqOghA6Q1GwyiomldBJkoRCRh0Abe2JaPHkNRUFtxj6EFy/QoksPvX/lZ12zodDh2gK5q5PccO+h1R0iRIb+nyIbrhNMyGDIAimyQTZahBYrkEIoBcdERoqlWo047dlApN6DHgZYyWdJ5To6jbrFQPRwdl4o11wkB29OUab93uLuTr1VJQIUoqMjF4yhQ61BkI466tSqJqmG5VEe+y7ED34uRbkKKn2OlyVGCjNBwcHTp4jXXCdEwh2ozmuQkUcMiv2D8owqNupfrhEirojMac4tmg8GZI4XCsVKt1phMThoN0vdDSVJarc7e3gEiJ8ty4Im63T5Ns4Zh8bwoScrBQcFxPHh8luXhg6rVepIkcH8syzuOR1GM5wXAOU0zisUyTbPw9UEQ1WqNVqtTLlcbDZKiGEXR4O9EUS4Wy91u/+CgEEUtnhdVVdd10/OCer3pecGVK9cApZKkuK5vmna5XI3jdq3WgBcWBCkMY1GU6/Wmomg0zbquT1GMphmKoomi7Lo+sMqyHJblaZoFDEuSUiiUDMPy/bBSqcEnCoLEcYJtuzTNIhRgWV7TDNO0gyACtiFwxPeKokmSAtCVZbVYLPt+2GxSUdTSdRNhFk2z2CfHCaZpx3EbK5JJktJsUpblaJpB02yjQTqOR5K0KMr4W1XVUTkD8QeJBEnUwBVC9cuxgzBoo8mpUm4gSGo2KURIqqrjoq53XETD6XR2ff1UOp0Nw3g4PGw2KVXV8/liHLcRvNZqDctyOE7ADKNeb2IEXNfHOHhegFssyyr+13QdMkGQkiQpFErD4SHL8jwvcpyAWQ7+ZRiOYTjPC3w/xPNTrdZ9P2QYDs+nLKuGYVmWIwiSJCmiKAP4GYbDWUXRVxb2whjyvAjk1nUTi6LhJHXdpCm+Ffeg4oGCK2oi007WXneUPyh32gOk0wVesS0f/aNAL1TlXzuSnVQeHe6djy48+z8vEO2thxPx450vvCfZfvh7zxC3E8RtBPE/nSaMlz6UFJ8N/+InvZfeO0Oy1wfJEKzgUUAiHuls6H3g/+I1mxIu6jWqFfemhJ/Ab8EdI7RCE/H0s8ArwDbESYATIA3ZZHGI/b3i8SRBqxmUL1DtiMIOYBWEQFAWgbW6ZiPeQgCEld3JJqupVhR2ZElHIUHXbOAQCtpgLmmq1W718wfl5CQBY1MSNfSo9XuH2Am6rRE79nuHimxEYQeJdbLJQqZL4BXHCSzTwwyg3eoBrUE6KJfqtuWDuI8aAGaRhXxF12y8Y9DKAh2DpnjEc/3eoaqYIK1gaokwFzMARdGQHEP4NQ0FhsPDcrnKMBxgbJoNkyTF90NNMwqFUhy3Nc0wDAvBkyzLnU7vypVrmK3zvAgXb9uubbuGYR0eHrmuf3BQsG231eoUCiXPC1qtDhwrRTFwdt1uv9mkRFFG0jIMY7hXoEiSJHC+xWJZUTTfD23bhX8URbnV6tRqDeCE5wX9/hBJLcRbiOFwmTwvYrdYURNuFK4T3hNXGoZxEEQkScP14zRM01ZVnaIYoDXCNYQUluUgCBNF2bKcKGqFYczzYrFYVlWdptlWqyOKMkIWBBz5fNGynFqtEcftMIxLpQpGLAxjXTcPD4+APc0mFYaxqpj93qEs6bUqiakMJkOB32rUadcJC/lKFHa6naFt+YbuUBQTRS3LcnhejON2p9PDImHXO64gSKqqe15A02yt1lBVvVZr6LrZbndVVQcUKYrW7fYx4IgaRVHudHrI9GKWgFEVRRm3EvOeZpPiOMHzgr29vSCIgHbTaC8IIhwdAS5Ns7g7eCSmswRF0VqtDs+Ltu2apo2sKZKNQRBxnFCrNTDLqdebgiA5jqequm27um7i0nA+hmHBH4JChWorVAjgRlC6q1aaSDBCu0AStVKxBkcH/Qf81TdGsj/4w89+8J77erv3T67df3L5vuTK+Sj/SLD3aLj1qPj5B//RHPFdBDGsfrr85+9NyN/6pwRB/uWdifG5MfVZ9eLHvosgepc/lJQfTXbuTXbORxcfk3f/00/+6+8bJ0n3+KSXnHROJtcFiDfN9u2FZJKoIdYGawtKH2HQxmOBsGYq2AGJF12zQQSCYgXPyQwtIPbC8/TKzywj1msUwn/gJSQ2AAm97kgU1JPjZG+34NgBGArQb6zXKEgaKi+3CiBwhJoUZJ8EXgn8VrlUj8LOpYvXkpNkdyeP+jbAptMebG/t93uHW9f2QI5CSz9YYa4TFgvVTnuAEr2u2VvX9lpxr1JueG6EgnO10uz3Dre39vH0o5EZHXjAOVFQ+73D/EGZoQWBV6D7BZC2LR8dDtAfAZB32oOpRwMrrNlgsB+0H5SKNVAE0QFjWz7iUc+NGnVaU+1GnQG3XuBVz41bcV8UNJaRJFGnSF4UNJ5TwNJ27LBWpUbDY4rkNdVmGQntZYbuSqLO0CLPKWHQUWSzUm62W4Ne97Beo20rkCWDZaRGnWEZCeRpssnpmsNzSqPOtFsDUKIlUedYuZCvxlEvjnqSqKO/Stcc0NPJJmcanqpYmmrHUU9TbYFXt7cOLNO3TB+NaO3WAD/TNWfr2n4r7lfKTc+NqxXSsUNFNg3dbTZYtBCANe7YYac93NstqoqF/iRDd3XNaTbYRp1B/xno+7JkuE7EsTJF8tUKmZwk21sH/d5469q+58a1KoWxunZ173iS7O4UWnF/e+ug2xnFUQ/NT4psMrQYhV2WkXTNKZcaPKdgBDButhUIvIoqV61KgdQeRz3bChhapEiuVKxBhAzcUaiyKbKBRLeu2YHfqpQbSIzrmlPIV0VBC/y2Iptkk9NUWxS06x3XdSKBVwVetUyfpoRW3KcpwbaCRp2xraBeo8Ogg3PDQFEkL4m6obvFQq0V9xlalETdMn2K5H2vdeXyTnKSFAu1MOiUivUo7Oqa02kP0XP2wpcvxVGv2WAZWgyDDstIWOy0WiE5VrZMH+fTbLCm4VUrZBR26zUa36iKhfOs12jPjeHo0Fx4ODqplJth0KFIHp+RgNU1RxJ15GDRu2YaXq1KSqIGYiQ4X0gmIbE/PjyhKT4M2qViDTqrcdRlaKHTHmDWSzZZsGleO5K19574Z+tEdOXyP8hk4v1PuNvPeFeeDb/whWHl4/L2R/kv/aK3+5vff+utrZceVv/q3/dfes8MyV43jQ/QuBGAI7kMZDINt9cdlYo1vIG+F+/tFpAe2dk+gAyHZXp4aEDkg3N/5WeIBSNxBxqVKKioEoEFq8hGt9Pb3tqHluM0DwA65VR6ytAdOAXkBzDV5VgJ2ZtBf7yzfdDtdME6Q7oyf1CmSC45+QpM4qC6Zo+GE2Q+sVv0HgB6KZI7HB1D2HcKJ9DWcuyApnjkMxXZmMZVAFrQyZAJBBt7StmHgkmnPWg2mF53dOXy9tE4QcqRIjnEjogvwWDGH4ZBe3cnXyxUcTK4U4buoN11eWmD5xTPjfMHlXZrUMhXPTfWVBttwops1ms0vMzUT8Edq4oVhd1ioWZbQbVChkEHzmVj/Sa0S3tuzDLSaHisyGapWA+DDppnFdlcyK2yjNRpD3lOMXT3YL8cBh1J1KOwy7EygGQht4oGplbcV2QTcMhzCkFk1lZPNxusIpuB3/a9VqlYNw0P2OPYIctILCPBl3lu7NghRfKG7lqmbxoe2tR4TrFM37HD3Z2CrjndzoihRVz+zWdvQ6+bLBmd9hB/KAqawKtR2C3kq64T6ZrTbrX3douKbFYrpOfGAq/SlOA6kWl4cdTe2y0OBxNdc1hGEniV5xSGFkVBEwUNcIv2amAzmrpoSuh2RvUajR7tdmuAa6RIHu1ouJtgORm6UyrWMJ1CWh6kU/QkVCtN1wmPJwlunOtE9RpdKtYlUXfs8HrHZWgx8Nv1Gj0cTLa3Dlpxn2xyZJOrlJtx1FNks9lggXNR2GVoUeBV3Bo8G5Kol0sNTbUxydjfK/W6vWKhBuw3dFeWjHKpMRxMMOaG7sZRTxQ0PAACr6JXDPU/nlOAiLYVsIyEmUS3M6pVKdPwREHDQVXFwmfgH0CrVqUmR8nBfplscriPaFKcLqn68t6GADD0z4A/ickl2WQP9ksnxwm8DV4l1wlLxRpUWJG2EQXVtvxvjGR/+Ee/f8+9d412359cfX9y6c7k0gc7+w+2dh/Sn39fb+up+MKvfy9BnDR/Jd67b/ziu5Ord+m7z7DXfs0j/6zwNx/7zhyhX3g2KX/48Nr9493HowtPq9uf/Q8/9P3JcXJ0OEmOhieH/TcOgW7U9m2HZCDd1qqkKKhR2AG32LZ8dGmAjQ1vjmis1x1BlhApO9RaX9lR9MrPwAxFNsBvhBohAn9oLaLOBGI3ilgolYG4geQhinNR2AEVAuWlSrmBQhr463HU3bq2h4gQTzD2iTKb78WAQCQ5eU5eWlzTNRt9J7hkWdJbcQ/62fmDsuuECKog4Y8grNcdIWpEUh6NKZhxwz3Jku65kcArkFtcyK3guNOuaoS/qNWZhosLnKoyokiGeYDnRuPDEyhXeW5UyFd8L86kly5euLa4sAaHFYXd3Z2C77WaDRbhka45puEJvBr4bYYW11ZPV8pN14ngOzARDvy2ZfrwO/gwR2RlybBMX1NtWTIK+aqm2pj1Yz/VCnnLuTuwZ9PwTMNznQjTf3jSwG9Xys3VlU2OlcOgg+gtm1mGloTnxqKgISbQVNs0PChrNOoM/sVxW3G/WKiJgpY/qLhOZFuBIpv7eyU46NHweGc7H/jtwG/Dp4uC5jpRHPXQsYtAEN4fIVQr7lMkjwgVANbvjfF9s8ECcfGDQr6KtThwvbhMxw4Rv0KoQtccREgIKBF+IWzlWJlscnDTgd+WRF2RTYFXkZaHyqgs6aPhBD5U4JVioYo66/jwpFSs4anY3yvhjkBCBSIdX+e4mMHQlICwqVFncK9FQZNE3fdanhv3uoeQC8Hp1aoUrguI0useGrqL0AfzmE57iAlHqVjHdEQUNE210YSOKYIk6p32MI56aNKXJQNR4DTWb8X9OOpBRQW3BtML9NTLkqEqFlILiDVVxcIdQdyJZw/zCc+NXSdynUgSdeQG0SyIzBA6RFEOoCke6ZB2q493ENXoMGhPJfCR2nntSDYuPGl98f7h9m//04UF/YV77MvvT67ceXLlTvnah29NE2fniJtThLx1YVD5VPDSXYPL98yQ7PVBMpriLdODi0c8hIAGQXq71UerPBJ6CEQO9ktIx2ENFzQvg48HKd5XfkbfxjR6Q7yCJVcAZqKgxlH3YL8EHSkcBeABNsq0Gx9JOZTr0EA2ZRWCrTRth0QT0lTrOgo7OBM8u2CUIL2JP1RkA5k9xFKQEUEyEPkfxIuIC/FjLBCD9wcoi+hNeZmdAXVjdPYAlirlhuuGUdiBuBcmARBlRqYRGs1QxAeJH0U75P0RpGbSSxAlQgzU7Ywq5SaSdRB6gBP3vVa51ICsketEFMkLvKqpNjKBUHAgm9zRONnbLXY7ozkiC09NNrl+b4ygBEkeWTIQchFEBvlGy/TzB5XAbyOeg/dHao4gMpbps4wEXxb47a1rW+fO3Q5JCJwY2eQadeb06XPVCmlbAabkhu7CI5uGB5EtlpEU2TQND/4OoRKUIKDMJEtG4LcP9svDwQTHpUgeYSX87xTtDN3FmwXRECRjNdUGZmAkNdUGAiG/Cj8LZ4phQaqTbHLIvCHYhYSSIpuaakdhF1kyyKk06owk6rhxrhOivOrYQblUR+zeintLS2sg16GJTRRUwDwAiaYEy/Qh63W949aqlGX6rhPxnDIaHlcrpK45Aq9iPGXJoCmhVqXiqCfwKtK8yBJjnPHj6WWCS4mgEIlB/AA6Hcia1qoUQ4scK2NmgJslCpptBRhqnlN63UOomuEQALPpOGNOg/OxrUBTbYYWAZCm4SHliJwwbqUk6shYkk0Os15ds8FDni6docgGUiwYZEyRUfzmWIlssrblK69Y0OMbI9nv/vHvv++Bu7oH702uvTe5eGdy8YOHOw8Orz10vPP4+Mqz4Rc+8U9ShHn5sUH9qdaL74m/+K728+9Krt0X793XKzzxjwgiaf7V6MUHDi984GTvns7l95hX//xn3/79SdI9OhxjaYA3//bthWRvdmvUaYgprK6cQmyE9tX5VC5/UBZ4JZtZguwT4BNMJ6hXYFkWSETOEZn5VA5iE2jtSs8vIHwUBXW6E6RMM+lF9ETznFwpN77rO/8+euPA+oUwAbpYIKClyAYc1lRJBA1k6JND2IfQEx3oy0vr6fkFFPzmiMzS4hr6zxTZIIh0sVC9+eytqBPg2ueIDCjICKDR3itLerPBpOay6GM7d/NtOEksgiNLOsSX0/MLoqCi+TqTXpyuCYcOdDRxQ38Zgv3obIOGGRg9r3q9iEJSc1nfizPpxTkiA70xzFQwzpunzkIpZj6VA2kIg4MZwLRtEcwInBK+B3XtVY+LuQgGCicJ9lq10oQA2PLSerXShAIATvJVnx/0ziOqnu4KLdXIKjt2MEdkSsUaFGzRmYvPKItO15RAK6EoqOn5hflUDl8aulOtNKfPFVLlmfQi/nNKJ4Y7xupCM7uB9tqRrPvS/UnhPyqfe+YfEkR88Fyw/1DSfCrJPzJ88f2dL77bvXpXvPvI/5LLGS98evDl+5LykzMkmyHZN2NfSXXSPLqwOVZaWdlAKzQat9utfrXSDMN2Jr2ImA9LfeI3cJSm6QJmZEnf2DgjSRoSfUuLa1OVAZ6TTdOFf5/Kbw/6Y6gSoNkLKvjZzBJN8d3OUNMsgki34h5KfZCi0FTrzJlzNMVblqeq5urKqWqlaegOQk8oFKiKibkkXF4r7kGVGMJIR+NkZXmDIrnbbn1rs8E0GnSnPUAoyTLiaDhBzc/3YuggyJKezS7Va1SvN4KAQivuZTNLmLciKESrOK5OUy3XCTOZRcAqxlYU1dRcFpLNvh/Xa5Rt+2iZf9XrRcy9sX5m2qsAiizi+Fbcm5vL1KokwDI9v6DIBsLoxcVVTbXm53OypMuy3mwy0IxeyK2oqhkErekwvupxw6CdPyiLghqGbZYRu90hMroQmsHSVojRUTu53vPDsiJN8ZunzsZR1/OiQr6ysLAiS3oqlUUavFYl51M5aHVynNRq9XBWpunOERmcpGV6LCvWa9RCbgXiTLUqqWt2o0Fn0ou4p54buW6I+QEE3UejCdlk0QaDdY6mDZozu1H2zWQXP3PPvXf2d+9OLt+dvHRXcuHeo+0HD68+FH7+zu4XH0san//HBBFvfVT+woPG5+6aXH6qc+WuYfmhbvNR+cr7/o9zRHzhN5LLD09evD+59tjgpfvci3/17n/5A8nR+GR4cnyYHA3fOAC6YdsMyW6kAYFObdyE0GE6qUedbzqLh3okcqeypJeKtbfccsfWtb2bz96KnCqm25Dq8L1YUy1I4EAEC4lKyCDVqiScoyiohXxlbXVzuhwo8bLMIxKVLCPecu529LqBGrqyvMFzMmggQK9MehEVbJACcA625RcLVYj7IeZA3OC5EYKnOSJj6E42swRVOjD+0epQLFQhAIYyXjazVMhXTm/ejKY6SdTecssduARds7HUJ9wuRFKwyCekvI4nCaK96QIC3c4Qy9ZsrJ8hiDTkDV/1etHzAG2F5aV13BFI2yH/jBNAPwZN8RCjyqQXUclYXlpHEx5cPO4FFkZAWHO940KzplppQp96ZXnjbW/97kq5gUjoeJKAtE2RHLobr/f8tOKeoTsLuZWd7QM0UN76lr+HK8J6IiwjYhWITHoRPN47bv+Oeo1iGXFj/QxFcnfc/h3T8Prms7diJQQ0ZmB4LdNLzWXRXoK4OT2/gKoPMszXru5GYadUrMVR9w1/0f6O2WtHsqT6y53nH+X+y3/8F6urzoWnW9u/mFQ/+b8RxCR/Pt79IPviz/TIJ76TIMIXfz3JPzP+8r0zJJsh2TdjBJGOoo6qmM0mg7wTwiwUzNbXT4dhG6uRdbtDOOXAb5WKteWl9XarD3+qyMZUzHdlZUMSNYrkWEa8/fa3YSot8EpykkCwDhKRkEFx7OCmM7eUijXfjy3LoyhO1+x0egHBx1SBF+QRhhbS8wu97ghJPOVlheLk5Cst1ZBhRKNCcpIAiXXNHo0mzQbTbvcFXllb3ayUG8tL63HU3dk+APitrW4iCEPYgcW1OVaCdB7gWZb03Z08ICEKO3NzGfBQkI7LZpewYBtFcqhBnjt3W7FQBnxC6mVxcRUQCNUfVTVRv3zV67VM73B0PDeXgQC0qpj1GoX++lbcq1VJiHki5WuZXi67jIkCGvVwL+Di0+kF2/Jvv/1t167uInxBY/6rHrdSbsiSnp5f8NyIJFmMQLczFHjFNF2CSK2tbrpOiJZBxIuv+vygPopcIkVyyLJyrLS6eornZJRLETFvnjqLhb9Tc1m09hNEmufkjfUzg8EYXRlIaC/kVpoN5niSXLm8ffbsWxCrSaI2Gk6KhaokaXgeCCId+C2c86A/hsLyG/6i/R2zb4xkn/uD3z3/wff1dh5OrjyQXLwnuXTv4e49w+0PxF969+jyvaMrv/xP5ong6vnO/iOtL915vP3wP88S30sQ/3iB+PsE0b/2yWTvMycX3jd58T3J9n29i3db1z77zh/6Z0nSGhwP+knSPb4+QLxpthmS3UhLzWVBWXTsYH3tdLlUP715Mzj0o+GEINI0xcdRF54o8FtIDSHtZlv+2uommGOYm2PtPtQnME02dGd97bSqmFcub2OpMBR++r3DUrEGnwtqZeC3ctnlaqW5vnZ6WjA7c/pcrUpCMQR1FI6VQJtEf9i5m2+7dPGaIhtQJU7PL6AxHH3iEHWc+k2s4gZfGYUdkDyTkwQZTojGJifJ/l6xXqPQnY2LmiMyKBD2e4cLuRXsDU1+iGAy6UUol4NoWq9Rc0Sm2xnmsssQcMFBR8PJQm5lf6+I5rxsZul618tzciFfQUYX1TL0YyDRihNA/KdrNq4dGUL0z62unDJ0B23jr4zAoMGPk3/V4wLk1lY3KZLDqlQojMVRF/9JEOlSsQbxs73dwvWeH0hvYCaBm4WxRWQPgd3FhVXlZfXnTnuAWQ7Pyasrp/CAoWfDdcL0/AJwEV3w2BtmJFM6D64OJV7l5akVru4Nf8v+7tlrR7Kk/uTg4geT/V+X/+LPEvk3Kn/yEwn78ZOdR46vXRhsb2tf/Ev+C18Y7fzW8PInR3/z88nF98+QbIZk34zpmn32prek5rLgUMBVwd8xtGAYztLiWmoum8sut1o9LNGJXmZEG/BWYEPccsvttSqZzS6pilku1eOoiyXWVMW8/ba3EUQ6l132vAiH4FgJ5ZY47m6sn0ExH+vjoPw2n8qtrpzCci2IRaKws7K8gUoVWosQLaHAo8gGvlleWl9cWM1ll3lOPjlOkBa77da3VqtNxw6whgA09ddWN+dTOYIg4rjb7Qwpkjt9+uZatYaFPDTVasW9tbVNgVfgHAO/VchXspmlRp1ut/uY/s8RGVT7To6T/EF5jsiAAnN68+ap2j2+WVpaEwX14oWr3/Pd/5B4eVGC611vtzME4yPwW9nMkudGly9tQcbCsYPdnTxN89NFVuHHb7rpFpYRK+UGIBkC0Bjq5CQplWpIEaOIdb3jQqNoZ/sAv0SKD9m8THpxPpVjWRG1Usx1rvf8oH8jijqgYJzauOnmm2+9cvmKJH11ufP5VK5eoxYWVoBGBJGGpAByqkdHyTTnTDZZXbPX1jbRZYEznxwlmGoQRLrfO8SB1tdOl4o10HQzmUXUEdFtMrMbaN8Yyf7LHzz3xAf/bXf3/NHW/cdX7jm5em9/777uzj32F3+2e/XuRPpt6/l79Jfec0w9cbh7j/5XP2399fuS5q+cNB46LN/X27nn+OB8cvDu5ODdx3v3RBeetK5+7ud+4PuTSTcZjpPRLLs4s681iGLYlg/aHsdKKLRgKl0sVKOwg7WLalUSC5+34h7PyaDzIm+DpSuAbehR9b0YTieOuobuoEMZRHnETGBG6JpdKTfIJrxr+qIAACAASURBVItZOZqmFdkAoxrl+nqNokgOHXiQ4IMrNw23Um5oqlUsVJH2ZGgBLG1VMbHcDCo0ZJMFgULXbPDuFNlAfwyaZkCjAFkOoied9oBjpWKh2qjTlXIjOUlQQhv0x2DzQ7MOVyrwiudG0JhAk9+gP97fK6KdHILOaAaoVUnUCx07AAfyetcLzme9Rk1nD1hmDLrJWJeu3epXyg00yGMpmVbcQ80Ja2uBuScKKqSWwXuEwMr1josi3HBwBIakYwdx1C3kK406fTxJoILWaQ9UxaxWmqhRverzM1VZoyk+CjuFfAXIXSrWcPkI7jlWOp4kO9sH6MdgaEFTrZPjBAltXbPrNSo5SXDXcGeREYUsp2MHOBmGFg72S1CWSU4SyA5ASQDdIDO7sfbakWy0e994/4HyX77vuPARf+uD3tad7t/8TFJ++HDnQ+3dx80X3zGpPdjfvbd/9QOHW++c7P7cDMlmSPbNGNqZVcXc3tofDSdwVUjU2Jbv2AF0QOCI0QY3lR9FCx3IC+n5hSjq2Jb//Be+PBpOPDdCVQlaXFDGUmQD2SGGFvAmoFvccyNdsxt12rZ8cOcU2YBqItqiAQmgiQN+oJ4MFw/eAdbZgj4WlOXwJ2gVCIO2IhsUyU3VsIDQWDgNc/blpXVooEDlC3vGAqGNemO6vhrabjhWgspqpdzotAf1GgVlBEjYIW6wTI+hBfSiIgYSBXXQHwMGsHbG9a4XeUsIKyB7BrwBiOYP8kjueW6ELCLxMssUO8lll8FlR38CeJhYswop4usdF6oZDC2gaQH9yOhJ0FQDC2biAjEjud7zA74JRXIryxsIi3XdRmEPEm5oAfTcqFyqojwGJUBFNpoNUpb0aQBaLBR9L4YyNbg5GBAg5e5OHk8X1EBMw63X6uBVQmj7DX/F/k7aN0ayT/7plbe/46Gf/9mf++kf+4mf/JH/80f+9x9977se/JEfeOe/+8Gf+6l/88Eff/t9P/YD9/6L73vHv377e3/+J8//u3/1Cz/0w3e9/Qff/4M//K4f+4m7f+xH7/rhf/nz7/rJu97xb3/h3/zzf//j/+pd73jHw9/3fT99dW/nyv7F51/6i0Lp8hu3RuaN2S5eemH/4Ntopc2ZzWxmM/v/m2EyijU8C/nKq6y0+Wuffenup347v38gs7zB6UJNjrwjmWsFxpHKDBv7LU9OTOVEoPtsOdCZQaud7O3btptoxpFrJQdbcqwP+Yoeqoe+NGbZ7m/8xl8cJclRMuocuknSHb3Jt8NxH2HZ4eFhv98nm2xyMovJZjazmc3sdTW0u7CMCCRDunvqqIlf+eSnP/johxRN9kNP0x2G0QQp5PjYMceNihN5SXFf77SS0E8c/VBkvTp7YEdStblTqu4oOmPoauhEod1XhKGhHFF1/4nHPtFptZPjJDlKkqM3Lil4w7aj6ZUcHR2VirXD0fHFC9szJJvZzGY2s9fHQKBFP+L21v7h6LhcqievWDSM+L0/+dMPPPKYqiuSIrKcLMsuJ/iGecgzocz3OMofdpPtazWW9nkq8KyhHUkVapcVyyfJoFDeGg37+1sHjtaSuL6pTgSm/dQT//doMASSTUaTozf9NhyPB4NB5+TkZDQaITlbyNdnSDazmc1sZq+PoWEUjfm7O/lOe7B1be9o/FU3Tfz2Z37/F95/JyuoNKc3eV11WqRg6WZbVEzP/Yp8DkTPyCZLkRxZDx0z6QRJmtgYRl2+TluK4ZuuKgeyGnKK9NRHnxgmreFR2GkP4qj7hoVSN2w7epn0kRwfH5eKteQkaTb4GZLNbGYzm9nrYxDGBMO5XqMmR8n+XnHyipwf8dnP/emDjzzqR13L7Qi6r9hxndVlNSzXqCjsEkT6jju+A8xXrOauSof1irs4fzZNbNiSLpGcb7qubkuCSzEGybNPffSJo6R3kvSSkyQ5SU7e5NvhYf/oaHg0GSZJcnh4uLdbGA1HuzulGZLNbGYzm9nrY2hlAeUVnQ/4d+qoid/71O/ce+cHZdEXJJ8RbEkLedmx7bbjtBaz652wN09kmiXZ18eOMhLJ0Owm16riXPYWgti0FMOTTU9yTNa2pa7EhhzHPP7Ew5OT7mAUjgfJ8eEbFUjdsK0/aIOFn7xcJzs5Tg72qzMkm9nMZjaz18ewgCJ06fZ2C8eTBOmx6Ub80Wf+4Pw9D3CMxYseL3uyHvGyI8tupUK3wgFHCum5bC9MmKqtsm2d7+5T2spb/ocq6aytvdVWTZNTTFY3GMsSO5rYVlX5yaceS5LBcdJLJn8XkGxyPJoyPkajEcqMxUJjhmQzm9nMZvb6GM/J0LkWBXV/r3g0Pi7kK0fjr6YXic/8/m+df+heQRB0zVYVRxY9RfJl0TN0X1Nd14lScznXiQK/XatwoT9gGWV5aVNRlIWFBZIkA79FNVVTb6myp0iuLMtPPf14koxPkq8Ult4wCLph29+uMxqZXKwDqciGKKivXMpyZjOb2cxm9rc1LFXIsRJDC6DdFQvV/yYmux6SiYLhOi2BVwkiw9CiptqmHsmiQxA5WbIsy8pms67r7mwfdFrHsujNkAxIhhUaIQwBXR/l5dB4ZjOb2cxm9hrMNFwIcKuKWSk3To6TQr5ycvxVKCM+85nfPX/+AYFXdM1T5UAWQkWMZCFUJNfQQrIpEERuMk5KBcq1ezSpnTv7tr3dommaBEEYhmGZniL5NKnNkGwak8mSDiRTFRN6NobuYOXvmc1sZjOb2d/WNNUyDddzI9Nwq5Xm5Cg52C+dvAJerotkjtVmaS0K+wSR891IlT2a1NZWbiGIxdRcjiCI5eXlpaUly/Rss+NY3RmSAcl8L9Y1m+dkrEmvyIYkapCLndnMZjazmb0Gw5qoKNkUC9XD0eRgv/TfZhevg2QCZ1tG+9rVg1Mb565e2Tf1FkMZHGOVi/TxJKlUKul0mmEYWdJ51lIkf4ZkQLJKubG7k7944epLL16+dPHa5UtbF1668uUvXbh08drMZjazmc3sNVipWGs2GEnUREHNH5QPR8d/CyRjKF0SzTliod0aqXLQiiaKFLTjcaNO6rq+srLC8zzLiFRTtYz2DMmAZJBRFwVVFFRZ0lXFBO/jDU80z2xmM5vZm9QYWgBvTpGNUrF2NE7yB+VvivFxOErIpiCJmuuEe7tF14kM3Zcli2wKkmhallUsFkejkSRqzbrs2r0ZkgHJZEmfRsSKbCDJOyN9zGxmM5vZazZdszXVMnRHkY1yqX48AePjq276ukhWLNTjaBAG7XKpHoVdiuRlyZJEU1Nd0wgcx7Esq1QqoU7WrMszJAOSIfwChs0AbGYzm9nM/vsNpDlFNgRegTzF1yLZH3720w89chfLNTVN0XXT0F1DdxXZNE3btl2aJmVZtCzDMCxdNwO/bei+KBiapnmet7OzE4UdljZCfySLjip7JEl+/Fc/Oj7qJ8m43+9PJpPjN/l2NBmiM/rk5GQwGEAiZWe7+K3ujKYp3jI9UVCxvCRWEUSc96bY/8xmNrOZ3SijKV4SNVnSmw1mdyd/cpzs7RYCvzV11MQffvbTP/V//cinPv3rzz779BNPPPnE48889uiT99/38C//8sfuuusDTz/95FNPffgjH3nu/PmHn3rqmXvvOX/3XQ985Bd/9bHHHnvyySd/6Zd+6aknn3v6yY8/9ODTD9z3+HPP/OonPvGJH/+JHy2V96vVwksvvfTCCy9sv8m3S5df3Nm5eu3ape3t7Xw+/8XnXzgcHb4OalWm4WIl5VqVFAU1CjuB3wJ1502x/5nNbGYzu1HG0ALWkdc1u1YlT46TF1+4xNDC1FETf/Sff+vhR+/meFKWRUlSFNm0TN+2AlGUPS9oNuuapnAcw/Miw3BR2BV4PQx6pmnWajXTNA/2SyLvoE6mKT7DML/00WdHh93jk1Gv1xuNRpM3+faV1GIyPjo66vf7iMlKxebrgGRYCR4BE03xjTrN0MKbZf8zm9nMZnajjOdkVTHhrKDusbN94Hvx1FETn/qtj51/+E5F5Q1DY1m+2WBZRpJEnaZZRdEsy2BZWhT5wWBUKlV0zXHsuFZlVFU1TdPzPNcJaVJT5cAyYsuIeZ5/5tkPjw67J8nhZDJ544pbN2wbDDtT3cXJZFIsVAf9wZe/dPlbjWSSqJFNVlVMMCHRah0G7TfL/mc2s5nN7EYZqmUCr9Rr1PbWfnKS1GvUf8Nd/JPP/dGjj53nedHQXdtsuXbftfuG1pIEu1kXTcML/Lbntitlql7lVdlTZLvfm9Tr9dFodPXqVZ6Te52EbChkQ2JpjabpJ5/60NFkcJIcHh0dHR4evv7rsNzYrddvHY77h+N+kiTj8bhWJZOTpFKmvtVIxjKi78WW6ZFNlmMlQ3dEQW02mDfL/mc2s5nN7AYauIsCrxTyleNJkj8oj18BL8Rv/84nH3jwHkGQTMPTFF/kXYYyGjXZ0MJykW7F/dRcjmUU0wiS46RRE7KZVYLIrayszM3NnT592tAdqql22yeB1/fdnmEYTz39+OR4eHwySpLk6OjoDSRr3JANAdnRZHh8fNzv9w/2S8eT4/xB7VuNZKKgem4kiRqIp80Gg16KN8v+Zzazmc3sBpqu2bbla6pVLtUnRye7O/lBfzx11MSnPvk7Dz7wiCSauhoJbCRysWOO21HSiZNrl6srS+cIYkWVw0ZNjoNEldpzxJLrRCzLBkFQqVTKpfqwn8ii16yLLK2JovjEhx9NknGSjBHEvHEYdGO2yfHoJBmfJGPEsI06nZwk9Rr7rUayaeeE50aqYoqCmpwktSr5Ztn/zGY2s5ndWNNUSxTUQr4yPjxBZ/TUURN//J//7KHzj9GUpEi+rvQNdSALbbpp1srSTZvfKfIuQay04+NqWeAZXxbiTHrNNDxVVcvlcpIkmmpVSrQqB7oa6GqgKMpDD98/HHZGo+7x8fFwOHzdC1s3fDtKkqPJ8ShJktFotL9XHB+Ov04/2Y26Z5KoxVGXZURVMSmSc+ygWqkuLa69WfY/s5nNbGY3yiAxgfl3sVAdDSe7O/nJ0VepGF9vVZfA79ZrFEGkeU4WeH3YTwhikWNVWbJs26YoyjTNRp127Z7A2bPO6KnGx9rqJkGkCSKdyy4TRBp8CkU2GnWa52THDhTZYGih1x2xjFgpN1pxj+dkSdRaca9eozhW0lQLzYCaakmi1u0Mmw3GMj2CSFumR5FcHHUN3QEztdcd4c8ZWlAV07Z8jpXarb4s6ZpqCbzCsRI65DlWoik+8Fto337V/TO0kMsul0t1SdSwhoKu2ZL4ldVqDN1x7ADngP284Y/415gkaqbhSqKGSw6D9sF+KT2/QJGc64QcK3luRBDpxYVVgkiritmo05pqTW8Zy4jTddarlWYr7kHejSDSc0Sm3ztEpp4g0hvrZxZyKxwrYdEDgkhn0ouZ9KLAKxTJCbwShZ0ZF3RmM7shpiqmLOmKbIC7iDrZ8Ss4hddFMl3zWEbRNXtj44yhO73u0cFebXPzVoLIEUSOIIhcLsdxnGV6AmfPtPAV+StIBjzwvIgkWVFQu90hz8ndzrBUrA36Y9vyeU62TE/gFYYWeE4eH55Uyg1o59eqpCRq7VZfFNRyqd5pD3Z38uPDk+2tfYrkeE5eXl7nWMk03IP9UhR2yCarqVatSvpebBqu64QUycEXNxsM/GmzwdiWL4kaRXKypPe6o2qlybHS9favqdYckQmD9qA/5jmZY6V+7/Bgv2QarmV6puFWyg00dlTKjXar/4Y/4l9jkqipigkICfxWIV9Jzy/Mp3KB3yoVa8eThCDSPC/blm+aLkGkfS8GgFEUFwQtgkhrqtVsMJj9YTAJgjg+TmRJZxnR0J1sZsl1Q7LJ0hS/kFvhOXl5aV0QFNNwdc0miHQUdoCRMy7ozGZ2Q+ybQLLrKAjLoue7A1X2CGLRtTvVMqurMUGsiLwVBp1KpRIEAUEQumYrkk811RmSAckw5TcN1/diVTGx6ibHSvOp3MryBkGku53hiy9cmk/lREHdPHX28qWt5aX1czffRhBpXbNz2eXUXJZjpTjqEkQa+o08J9989laek+dTOQRVqbnsHJHJpBcDv1WtNAVe0VSrWmkSRFqRjflUTuAVWdLT8wtLi2uLC6ssI1Ik1271EXkQRPp6+wcSZzNL2cwS+szKpToCEdvyKZILg7Ys6Zbp2ZYP/ZhvK2NogWOlMGi34p4iG5pqIWBSZKNSbtSq5PraaVFQVcUsFqrnbr6NY6VW3KNIDt0IN5+99drV3U57IPBKu9UvFWtnb3pLo04HfguBtSioBJE2dKcV98gmu7y0DvRCwNqo00BNiuQ01ZrFZDOb2Q2x145kNKlpSug5XYJYPD5KeNZwrJ5td3nWUGRT13VZlpeXlwVeUSQfmDdDMkXR6jVqff00klHADIYW1tdOq4pZKTeSJJkjMq24l8suzxGZg/2SJGrLS+vFQtVxAkALMEaRDYJI93uHly9tRWFnPpXTVGt5aT0M2i98+WIYtPf3iognPDfiOZlssr4XZ7NLBJHutAe1Krm4sGoaLsdKFMkRRLrXHRFEmuMkz4s0zbre/seHJwSRDvxW4LcU2SgWqpOjRFXMbGYJl5Oay07/tS3/DX/Ev8ZacW93J+97cblUFwWVoQXPjVKprO/FiFmXl9YFXrFMj6b4+VTOcyPcBQxCvUYFfqtSbiiyATInQaTT8wv4t1SsWaaXySwiPgOGGbqTTi9gqHXNzmaWaIpHTh/v3sxmNrP/TvtmkOw/nT//sMDruhqpUiwLbUXsyELbtYYC6+lqtLp8rlLibbNr6b3dreYMyb4+ktmWn5rLImShSK7bGSLKceyAY6W93QIAABUvVTH7vUN4Q9+L51M5hBTT31Ak57kREAv/CrziudGZ0+eWFtfS8wupuSzKP8guIrVVrTSjsJPLLi/kVuaIzPra6Y31M4buAFwV2aAp/nr739k+2Fg/I/BKuVSPwk69RlmmVy7VTcO1LX9/rxiFHV2zw6CNdRbe8Ef8awzXzjJiK+416rRleq4TpuaytSrpuZEs6Qu5FTA2w6BNEGm0hwd+C6MBmi8qiLUqybFSai4bhZ1SsYaI1jK9TPr/g2TzMySb2cy+hfbakYxqGM2aZuqtFLGqKZHIu5rcWsicnWUXvyHjAyyPVtwTeAV5v/n5XKXcCPyWbfmZzCIyVMgTMrRAEOkwaLOMCMDzvXh+Ppf/f9l772jJrurA+7b6dc65W62WWsEEY2DEmCHMYuzPnvF843HAmDU2YPtzIhgHQDnnSBQiGSwRbLA9ToAJQq3U6aWq9yrffPLNoXKO+/vjvhYNnsZ6s7otwHXWb/W6XeneqlXv/Oruu8/ei5ldu/Ylc/HcbOrAgcPPPnNy796DgruSNLMwv5QkpErSTOCXCRalohb45ZmZjcWC2u+Ns5liMu3Wa+252RQy2dxsqlppAsD6dZu3btl5rtfnzNmxfY+uYUbtJECXnHglJ2RbNu9Ye9GGZHv3rv0/hCZLjlbXsKaipF36d554+tDBI54bYcSXl/K7du4zdEKJxZmzY8ceRu1KuSFJM73eyHXC5aU8o3bS49u2/GqluWP7Hkos34uLBXXt2g3fH13cMo0uTplywfm/jy42amO5yAh21l60OQzqFq/oquM5TUnaJEnrphkfP6Cry8EDl3DmlIoaRjypN59IpVhQPTeaWbsxiS7KJT3JQtyyeUej3mHUXiOtS5JN16/bnFxvSyrWJ2dLnDmbN21XFXPTxm1RWC0VtXJc37vnYLGgBn4ZI56cEFBiaSpSZGPP7gPZTLGQVzrtQXKSl/jM9+IkJvl/fH2M+MzajVFY9b04SVA0DVqrtpL/ZpYL1UqzHNdVxUzqUr/oX/F/+Y1PEhcx4vmcbAkvyTzUNZw025OkmXqtbejk+etnyb2eGy2lc+1W3xJeIqck8zO5fhkGlVJR275t90rGh/8vMj7MacbHlCkXiv97k5m6S3Fo6NxzK5lluVmfGJpLcWQYFqX2NAv/XCZ7Pk6VJKzPnl5st/qGQZJrLetmNmkqIlgkWSGJXZL51Lb8jRu2EiyS9BBLeLbtJ6n8SVQw8U210swsF3Zs3zOzdmOS5Z/kQ9qWXypqySkaMlm10sxmijNrNybp5rqOa9WWJM3s2X1AkmY4d871+o4daCrasnlHsl3IK54bqYqZHGEYVOSSnrRXSAJxL/pX/Fw4dlCrtjLLhU0bN23evD35kAV3NQ0l1/lm1m50nACZbP36zetmNknSzI7te5LPM5+TN27cmvS7CcNKcg66ft3m5HP+V7Lw0TQLf8qU88y/brLPfu7Ra6/7E0KQbbuMOgR5nIYWjymxMOKu68uymuSFO3YoeDJ9e4QQQgjGuFppmrpbifsU+xT7mqbdedet3V6jP2j1+30A+DcvlHieR7tTT8p8AMBwOMwsF4YDOHF84UKvjJ7yb0NyoiaX9GQVmiIbve6IUXvzpu25bCk5E+XM0TVcrTSn/dumTHlRSC4HMGorsjE3mxqPICmB+/xELX35K4/fcOP7dF1lTHDmJqdWyHCSVbdxXAmCKJ+TBXdzWTmO6vmcJnjgeZ7v+4VCwXVCuchUWRDkGZqladpDD98HMOj1m81m80U00PkaSY2P8aSfdHVZXsrDBHJZdWqyHw8IFslygqQyqWMHx587PbN2Y/J3kuTrh0Els1xgZ0p8TZky5d+Y5EdkkhyQWS7ABE6dnI/C6PmJWvrrv/2Lt//Wr37q04/cccdt119/46233HXfvQ8/cP+HHn74QzfffOv73/9n99xz16233nzrrbd/8pOfvunG2+++66Fbbr77ve997w033PDggw/ee8+Dt9x0/wP3ffzmG++547YHH3nkkf/1G29R1PzC4qmnnnrq5MmTJ37Ex7Gnvn38xNPHTzydSqUKhcJTx56DCRQLxtRkPx7oGqbESq4FOnaga7hR7yS//izhJRcCbcsnWIRB5YewpsmUKf8eSFa+Mmon179hAs88fYIS6/mJWnr8C4/+6ft+P19Ywti0bdd1IkYdRTbz+aJtu5bFC4XccNiPovKpU7O+V6bE9dyKYRjdbjebzcolPZ9F2PR1Vagyk2X5/gfunkC/22s0m80fj+tkSd3FwWDQaDTm59L9Xv/UydTUZD8elOO6JbzTpxZUxayUG8hkckkv5JUkYce2fEMncklP8mKSlM4pU6b8G4MRT9BUlFrMjEfj2dOLlXLj+Wla+vJXHr/xpvebSGWMUeIS7CT/uk5YKTd8P9Q0o9lsp9PLtWrLEqGm0mql4zjO8vJyuVwux/XAa1m8EoftctSxLOuee+/o9hqjcTfR2L9VzfoLNbq95njSH0/6ADAcDpOfA+lUYWqyHw+SPgBxVKuUG/mcrGu42ehixMtxPSk1mSSFcuYkqS4v+gFPmfLvkKTCjiU8XcNJjb2ldG4yPqsW/ic++eEPXPNeLnAURa5T5sxP5uhkDayum47jLS6m47ji2IFpCMeOc1lVVdVWqzU3NxeFVU5jVRbLacXQLNM077zr1v6gBTCYTCZJ0seP9EgSF8eT/mQy6Xa7yXWyxYXc1GQ/NuRzsqaiKKzGUY1gkSww0FRULKiqYmLEHTugxCoWVMcOXvSjnTLl3yFJ2YEwqDBqLy4sJ11dJmeF/KTPfu5T113/fsaE75UtHjMSC1YRrGKLMjbdeq0zs3ZTqzlUFVLMI0aCpILwvn37JEmyLMuxA02xAq9VibvVcs+yrLvuvq3dqSW5i6PRaPgjPiYwABhOYDCZTDqdTvJDYH4uMzXZjwcEi057wJkzN5tK0nwzy4VyXBfcTU7Ukri8rmHB3anJpkx5UUAmSzptEixSi5nRENKp7GgIz0/U0mOP//m1173PMBCjDjZdU/ewGSDDt3iMTXfdzGZJWre4kPPcSrM+kqRNqkrq9Z6u65ZlbdmyhVHb0ByKQ1O3Td1WVfWee+8Yjjr9Qavb7U4mkxfvbOr8jNG4l1wqA4DxeJzLliZjmD29NDXZjwdJLS5NRZbwXCdMLowljWwU2UhOyJIYY1Kq8UU/4ClT/t1CsJBL+sL8EkwgmynCWXr5l9WqVlZGG5q7fmYHwdaO7XurlU6xYAgWSdImVSGOHSOEKKWVSiWzXGg1gKBgujJ6xWSMMEYYE4w6jESMRGce4zHqMa4zrq/cSx1GAsQCxALszWJvllolygnljFKP4RrDNY5jThyLlyxesohjodgya5ZZs5hucdniBYsXLLNhmQ2LCIsIizgWcSxiW8S2cGDhwGK6xfQztzsWcSx9aOlDi5kWM1eekjwSexb2kK0jW7eYajHVIsLCAaI1RGuIO0iQs54lkCBIkOQ4mVVgVmFlmyPG0cq2nWZ2emX7+UHtlbefPDL5uJLPijHGEeMm4ybDDYYbL/ofz5QfLkjMSIyZl8CoF5oiNAUv6LaMKBaqbFSCMtExKvGAV7CJLigUkwsL5bpGbFatRoOCliG2wVzD5DIXrmHSSi0q5JeFTmIR6TnukSoj/IJCMVsVmKwOx/F0jSxnzVYHSgUc2jWSNyo89JFrmT4lNR2V55aM7hhSi/kfXHdxxWSCVTSFx1FdktblcxrBjmDRmjWbFRnbVqTruu/72WzW92JTdzXFmppsarKpyaZccM5hsgp1a9wvFVRGrGwqM+wMmOaEoioYv6BYXFxQ4rgiuDfswtKCii1dQQU3ZkgoubxsImY5jFHTp3bFLvu01o7H2CQXFIvbq4KL1ZHLFQi2XL91ajZjizIz3KqIjGXlhZjse6tVnem0SZAXBlVZViXpouEAMsuFwK/MrN0U+DVJ2rB27VpJknzft4SnyqLTgqnJVioInw1HlCNKPUq9lW0mKHMojSiNqNCp0DFnmHkUNyluUjtD7QzDFYYrnAScihWHGV3L6NpmxUYep+wMNkcNjhpcFLgorPxkSrZJkDydM8K5yrnKjRE3RitPTB6JzacCKQAAIABJREFUI44jThxOBWcmZybHMccxZgFmgW00bKNhE2EzFTsZ7GQw7mM0srWJrU1snrN5DnOGOUOWiSwTsRiRJiJdRLort1gmEgSxANEaIk1EmsgpIafEeFLAyWPUO+P+RG8Oow5jhHFzxfcrvwNe7Klzyg8TyXebMud5PCQ8JGyduibnwq1UOo324NRc1rXrmSUdIftHmqW8bAfl546X4jKUG5Eb2ZZLMdMt4beafdsWnudoMjI1q5QXnFQ5cy8oBFurApPVUW+NVd1lbqeoB+0enDyR97BbscsOcS1kYxoZyF9YkvtjSKVSZ/vlnCYzNKtU1C3LkaSLkuaKgnuStG7tRZtLJbNQKIxGo40bNxbySuC10oulqcmmJpuabMqF5lwmq1hBYX6ZMnt+PtvpT5ayWqcFrl23rOiCIkR4QUHcafZGqTStN+D04klioeXcYq0ZYyRsKyiVCowRYopuC3TFQ3poGuyCYgl/VQhrdWTyRqHEZTOyw4FJHMHrrbApNP5CTJZEF7nF47Ojixav1KpdQ6ebN+2YPZ0a9CG9WDp04ArbinpdcBzn6aef3rBhQ73WnlYQXvkzY4IxsWKLxBzE49TmVHAqOAk4jjmOOK5wVOOoxonDicNIwEiwMqejNkNtjiuc2tye5/b8SuSQyxaXE7usRC9Rm6H2d2OVTDB7kdmLKxG5JDp39r3JSG7hJmPkzH4ZYyxx58p7wRWGKzY1bWraetfWuwzXGHWYlWNWzibCxo6NPBt5nArKBBICcQdxD3EviTci2kC0gViEWJTETpFTQE4BCYGEWDmGlU8v8VkyBGNiJd6YcPZnO2UKtRm1k8g5ZQmCU8GpbWObm5RoqDucLKvsyUWNViffeXpBx8HJYvWCcjxfvqDIwn9ybomX4YlTOKcrvV5PLpYE4xR5jij7fogQOZmSNVo9djyTV4KTRmeVtFbFk/loVTxRKK8KBfklwz2RoQuyWyAV7g8Mw5YLuk0tgTlmnoHtheV8fwLp1Nxk/N1VXuc0mWBlQ+fFgnbxoctUBYVBVSlRSdq0MJ8VPOCc27a9bdu2UyfnddWednVhdGqyqcmmXHDOZTKHWgKxpVyRBo05xbn3E3/5S2/+rUuO/tSVP/3mC8rlr/mVC8rFL33lL/7Gb9/20OdOZvxyp6mqqqHpgvFGdaAUiSyrnFtxCwp6cOvdH3vr2/7kyGt/bZX86qo4+vq3rIpL3/DWVfGKq9/0iqvf9N/e8gfveM/Ni7JTMsuFAqqVWy/AZJ/74rXX3IQMz2J1TprPd9o01JCgsNMCSdokWBkZXuC118/sjoKWIpuFQgEhJEkSTIDT2NCcqcmSudgmzCbMxraNIlsf2vrQprpNdRvbNrZtptpMtVWwVbApsilaiewl8cAk7rcSMyxxUeLE48RLti1KLOKsxCotmVoyRV2KuithFtSnqE+tErVKlNQoqa3cnmwnzzo7zokbFDdW4pw0oDRIXpPRs3JDmG4xnXOdM8SpzaltUfI8SYTTwtFZBBYOzjyAWcS2UGyheCVPhBKLEiZUJtTv5rxQ54zJkkyZs1t3Tk025fuxKLMoS0yW/GpMvufYJHFYLqloXha3f/brP/c7N6RlbpX7eRcuKDnnwmJW2rMa/c+/es1tj3yDuL5t+bFXtqljFC1hRrbwMBHfOK383jX33f+pLz9xfBHGsDom41Ux7vdWxWAwWhW17rg2ANlrvv/uj9/96F9mWa2Ebd2gglmMcMpshOzFpeJgDOnFpcn3ZHycw2TErMRhr5hHkrSpHPUoDgs5YvHqRdKWjRu2SZK0fft2hBAlVFdtx6pNTTY12dRkUy405zKZLRxTR15YPbYg/8w7rv3akn06Y2R157lS+QJTuaAsmGJWo99ciH7h7bfnNKNSbhQzpcAOhRmV3Q4yaBhV57Xwzb937deOZ+sDmIwmq2M8WhWrNd9qZ9s+QH0IThe+OSv/6u++P8tqWY1advCvm+wTn/jENddcw5nje1VOy8jwGYktXjU0y7aCpNpVqaj5XkyJa+icEtd1yrqu27adSqUEd5MaH3KReE6NEHLrbTeOxl2AwfjHou7iaNwbjrqDYSd5L0mNj+Wl0rlMRjRwGZTMxbw25zM48SQwK2ZWjHDDRHWTOG5QQ1m4cv9diil7setardS8FoU1IZiBsuWqMA2KTEsuGdh0Tb1SLUM6dyyoaNhoM9wzsF1UsO22ESlTf9EuZ7QSRB4YVM8ruSqH/RtvLPvARUvni8TNpGfBZSA8y6CmqYNrQ2pJdyObR3M8miMI9CxcvPX2K/c9oBaBisBA2VrDOf7ccrsFc4vHg9gy1BgbVYqqhhpiniMib4mWoUeuXdcUq7Q0jCwoV9zTs8+4FCwE2KharM10sBCYumfqnme3sRE5jkMpDfwyZw6lVNf1OI5d1y0Wi553JsZIbUa9lVyPacbHlH9B8nsosVdiNYMHBg8IwoxQWcOpotj3hnf8TbrcAOgOYQLnhyCsTgDCqJb81/XiCcBgCL3+pFbv9AfQ60/qje4EoNUetDvD87XfyhgqAF9Ntfe86m3Mjwi2XCvkhrDNiotrjuULy3tWLR/5T79UBegBjFZJdzhINmqt5ghgMBlXGvXBZDwC6Az67X6vM+gPYdIfj5J7RwDlem0IE8zZCCC5vTca9kbDRqfdH4/a/d4QJpbnJvcOz9SVeIE0+93WoNcAqAFc/rr/mnUamhMh7nAqbOEkhagWF5RWExZnizA6q+7iF7/4xeuvv940KKMeQSEyfFP3NMUWLMpmSt3OUJGNbmc4N5uqlNtR2NA1Fvg1IYTv+6ZpJnUXk+iia1d1Xb/+hg9Ua2G7XWu328Ph8MVz0PkZSbWqpMbHcDhMp7L93uAH1MI/tOeNzOibIhc1WGbOedNrb0XULyrUsvuZrG17FT9qzB8Lf+qyhzWsZorLgtYiv1/Iq6ap62ZGVlOVcoMSlzO3VumrcojNMhZLWCxFPmhyzSQOZp6iea7flclzJfxser5x9JKfxgI5oa0uevs33mgq5VQaxy2k0nmkwMV7/2NeKdiBoykjXW0QVl4upLP6N3k0Z+qjl1zyS8VZoHkwFHD8qmYsY1qo1yalIml1K0VlmeEGJ01N9gVtMLtYVOcCfxD4A2R4jdr45Ze/GZVqspIJI+tVL/3vVBvavENRXc60sNJHhh+HPaVo64rnui7nXJENwV3f91VV1XXdcRzGGEJoarIpL4RzmYwRKhhXDbok2/ve8I6/TsUNgHZ/3Ov3zwsTgFa73R9AvdEYjka9/qTd6fhBeQLQaPYmAM1WfwKAMJ4AtDvD87Xf6gQqAF9Ld/a++u08iJ83mWWUHVS1hceF+5xWufR1v1wD6AF0+v1V0e73bM8Ly+X+eNTsdBKBjQCiSqXZ7ST2SrTU7vVGAMljEoHVW62gHI8Amt1OIsJqszGEiR9HI4BWt1ttNtr9/qrojofd8TAx2RWv/295r2V4ZWJ5yMDIwMjkqswW5uXxCLJp/XtM9uW//uw11727UEybSLUsx/dD3w+FsG1b2A51PZrJzpuoFEZWXPZmZ09FYYMzX5Zly7KEEKpiIsPjNC7mkSozhNAHP/QAwCA5Jxv96I/+oJ10dRkOh+12OymR8gNq4e/e8/BTT0OBT3AMCyk4fOSjRbu3hOunF4HaUG7DkyfAsmHb9vvmi0BCyJ0Emge9CDaD0IV6FXRUNknVlMFnEFiwcBJsD3QEy8+BPA/LJ8GloONOCSO7ysO25xPYt/k+zwQzC9oyXL7/w8UcaDJEPuQzQCkEEVhBVzYDLMP8c2AzaLbAKVcNYQc67JQ+jbOACjC/0FKMdq0CSilwLTj1LHgCCmlgOSidhohB+hQ0WqDqQHXQCkBVKKZh/8zCia9CCU9kAkvLoGqgIdAxxHWwfJhdbmkMFmchcCC/BEoePAxYbxTzxDRNYZl+wMMwdJ3wrNnqeZMFjEzrHE75HlZMRgNKA5sImwhdRLqIbEZdwU2DFkrWnjf+wV+lmm2Abm8Ew8F5IXDsdr2WXCiC4WDU68JoCJNxu15LNmLfS+JpvVYTJuPztd82QA3gq8uw5+o/sIMyRZbPA6ZzrkWWUXaYLYT9rNE48oZfawMMJzAcrY7RZNzqtJPzv3qzEUThBKBcrUwA2t1Oq9Pu9ntjmHR63f5w0Gg1JwCD0bA/HAxGw06v2+52klsmAK7vPf9cTMlFM2snAL3x6oBxbzxodwHqAFe89ufzdkN3K1j4glmCWRRZSpEszKuTMcyeLAZu9/mJWvrSX336be/4lc/8+SN33X3b9dffeNNNt9x11z333HPfTTfdcOttN7z3j//gQx++7wPXvPdjjzx0x50333ffPTfdeOc1H7j5Ax/4wJ133vnAAw9ce82Nt978wO23PnT7rQ/cdcfDn/zkJ9/y67+ysHDq5Mlnjh079o1vfOP0j/g49tS35+ZOzi+cSqfThULh+HOnf3DP6B07H9B0yJJh2ihrBsysv5E3IMtaB4/8+vY9r5I27mY+LKacbdvvO50b7Trympce+l9X7P25i/f+rM0gNUdLBUFFk4pmKdO76pL/fGDXK48ceKtmNrOF9ssufvulO//f1/7ku7dveGlQBplg3VaW1MVSKtq3+b5D266+ePt/iRjsmLnlVa94+85trzty8dWcgGWBJO2M6rBc5Ef2/cyl+//XS6/8udm5PPPDvG4WTwWXbP3LS3f+7P6tb/AD2LHnVXLRdu1+bjm45MBvFjPR/h0/f3Tnz7z80FuP7L7ao5Be1rwAdm25+sCu//KTV/wilmGHdOL1L7lh+4HXUx8uOfKr8wtVHcOVL/0f+w+/fP2WK6wIZDw6sOeXD+x55cE9v7B/18/k5vxyAKbucs4dlxhmUZZlRTbOmq2mJptyTs5lMosShzNksqJs7/3Pf/jldGvFZOPzxGQMk/H6dTMzkrRlw/rklka9tmPL5mGv22m3YDKWJGkyHvXbrcn52ul41JpMEpPtfc0fOmElMRnVGNciocc2tTi3njUal77xLW2AwXgynsCqCONoAiBJ0s5du7Zu33bRzNp6ozEBMBGaADTbrQlAt9+LyvEEIIjC5N6oHNebjTFMuv1et9ebAHS63f5w0Gy1kpPXCYC0Rmq2WoPktOYFMxq0B91GYzCIB4NLr/6ZrKipdmxQx+K27wa+E2PDSaeMyRieOZbWZPf5iVp67POfuOa6PzJMRQjBuUWwhUyuKsiykmWqyESqsAjCGsKaYRiUuGFQj6IoCQpx5ghWNnXX1G2lRDHGj3z8w0nGx3g8Hg6HL+Lp1HkZSWhxAoN2u10ul5NWAj8gunj04rkNa/7x6E98ZM36P7vqSHbz2m9pBHbsu9G2YO4UuBbMrPmcXIJLDn+lmIddO76UyTQUZWDrsHvDndWhp1rZ59LPmI53cM/NmUXIYcvwynt2v18rwrYN98+fgGdST6JA27/9VmFAOlcTHqgZOLjjgRLP0dg89lU4tP2juVJfMWA5Bft33EAVuPzgx7LzcGj3LQ6Fk8cB2VWdx8Rpp3J+zQZJusWrtalfVjOwf9s9IqQ6V4wSHNj1KVWFS6/6/ZJmybrt6rBvwz2CwP7dH1TdyAgqBglUo7xn94NLaaDV0XcW5N07P0QxbN1626k5yGHgFdiw7W0Iw4F9j2aWAFfaeRG85so7CqfAoaCpmDDZC0gcV8px43uzP8R3ebGnzik/VCRrWjCtYFpxke0iWxMVTVQsU3cJIhpSi2LvG9/9lXQPJtDvjZtdOC9UmyNJ2tTqQVzrDwEkadMQIKr2pDWbdewmt1Qaw3p74kWt/vj87LTZhXYfhisme5cfVBi2HcunGuVaIPTQosxm/Dmjfekb3jocwKA/6bZhVcAEJGlm0J+4TtjrjirlBkzAtnyYQLvV7/fGyS393rjZ6CbX7hw7gAkM+hOYQHKv50ZxVBuPoNcdjYbge3HysvVau9OBVQHtHtRbvS7UhnDFf/zvRbtnOnVEXaTprrAizyc6TS3mYQwLc8Vy1Ht+opYe+/wnrr/xTzDRLcvi3BLc89w4DKq27cZxGIQO4yiMXMNUVK3oui5nvqZSjLHneaZp+l5czJPAa/lu3RZlQsh999/V6zUHw/ZwOASAyY/4aLVqk0lyqQxGo1Ehr8AE5maXz2WyjRf9E9FAw5CTwSjCeunrOaW7c/9NmzZetW/3r+zY+rIrLvvO3Gxt86ZPFPOwfevnPQ9UdTj/tHjNS7+gWlmZL9s1QfzwyME7BIa5oi6q7Z+46p5cunvkwKeMEtDYTGvzL73sw1yflPR+Qa2Wbdix/vYSz2lOSU7BK45+kdlQUIb5DLzs8oeWTsWHdj5oFmHvtuv3bHtl4AF2asxvmqKBrWF+lr3qVX+rcffJk/Py0vill35iWU6FDW/ueHRoz2dKpdHFR39nOY8wj2e/Q37m6n84fZzv2na/7pcXNVxQeLUBhw5+ZCkNKcNjtfGRw58u5puHDj1sEjA8+Pap0pUvvz69VNmy6YFiHnLcX8L24a3vFkUoe0CwxYSqmzlV1ZHJpyab8kL4V02mFPjeN777rxY7k/Gk3erXWqPzwqZt+wFANcUQoNZq9fsgSVJ3uKI0ae1ax6kMAZyg0e6DF5XP134bnVF/PP7H9HjP1e983mREJZYRCT0UhD5vsn5v3GkPWo3RqpAkCQBgAlFYrVaaMAHbsmECkiRdcvioJM006p1OuyNJM5I0M7N2Jll5pSrqeASSJK2b2bR+3frxCNqt/o7tuyRp5qI16/q9caVckaQZmECzOVoVickGfWgBvOwNv2xEwMIOFQFD2BWWZ9mGbJ4+lR4NRrmMCePv+kV6/LEv3XjDrZYIQ7/tWp0kRU0purrqYNNl1Jufywz6oKnU0BzPaTRqQ2RyXddd181ms4P+ZO50XrCyqdu2KCOEbrv9pm6vMZ70BoOV9MUf6TEYdiYwSHpGDwaD1GKm2xkef27+XCY7su9j+UUoET9vOrQAh7b+5cKz8NLLP6SwMGxNFheAGLBwCl7xko9kF+HKIw8iJ0wVtZjDznUP5QzbbcZFu2BE+oaZm0MPlkxRssKNm64vZOHQvs/LeSBOrzOGvZvvT58A6nYMXjcKcOn++zXacGJARdi39W4RdhUSCQN2b3hYW4KXH/lKHhdro0auONq/9//7qZ/4yMmnQKVhuQ2ZOTi8596TS8s9ACMP+7beXR0ET89/G+mwfu2juQxI0h3tMcxn84YM26T7lDxsmnmMteNni6naoJHRcpce/KRehJKwTuby+/feqGTh8K6vLD4HqmhZFdiz65rnjsFVlz4W2jBbykeD7k8d+DReADUDgpWDiCFSZNTz3MqZCsvm9/NiT51TfqhIVoNg0sCk4ZmOZzoar2m85iIjoNjSEMqyPa979xdPt8bdfrNcrVcH5wVJ2tSsj2AMBHnDPlTLPUna1G3DxQevlKRNgx5U4q5gEYwhClowhvO133p92O/DP8xP9r76XZ4fM2IlJrNRZJmhRYnN6HGjfenrf33Y7ndqrUYFVsWRi6+0WGCxAMZQyGq99mTQBc8u9ztAkQNjOLjv0ky6tHXT7nqlWyt3YAxrpA0whi0bd8VBo1nr18odzy6vkTY0qr1GtQdj2Lhue6Pa27xhJydevQKrAoLOxG3269AZwCte92vIB+p2MPY8zj3OXcGxrs3NLfS644XFzPjsri6PP/alD7z/ekXGBAUM1wRtWKzJSZ3iKApajHprpI2GTn2vik1fkrZI0qatW3atW7dOkqT9+/fLJV0p8VpliE03DtuU0ptuvq7bawAMBoMB/Ohn4SfRxf6gDQC9Xi+dysIECnn9nLmLuz6UXwQetZFbSz8bXbb7b6kMe7ffRPzGssoxgp1brw4d2Lj2vcyAjRf9icqcEhaO0du3+SNBczxXXFI8WQ+1Sw8/Usz5Be7nqLt7z52BCzPSw6YKS0VXJeyyfY9YOuRUzwoHS6frF+++W2fNdMEROmybudmO+3ndLaZrR/d9xszCrnUf4WWrQEqIAiNwaPctegFk7GdVbpmwbd31lV6/ZJqFxe6RvQ/LLFvAS6Y22bvri4vzvf37P7lUUpDtasXxyw5/4dSz8RVHvvVsMYUbwbKaxR7dteVBU4Y8ZVF/sHvntUoWtl70aVKCPKoYTmffnusEhh2bHtQK5QW1lMHGoZl7ySJwDRiJVD1j4kI5biHTmppsygvhXCYLGYkFs3WMc3zXa9/5+Il6r9Eqe4FjVc4LkrTJsSoWtxq1oe/GgkUzM9tcuyJJm/buPWJotFru2aJcyBWa9VF2OXu+9lup9Dqd0d/Pjfe86p2eH1MskuiiS8o2is422aDVa1UarmiuijXSBqSLfgfkolwrdyhyymHDEdEaacP2LXvXrlm7RtoQerU10oZq3ObEc213z+5DFNM10obArXLiuVYcB42tW3ZvmNl2kbRRkqQjF1+pK3SNtGHUB0c0V0WLRG0c1oNurdV/yWt+SbUGGq3KMuWmSXVdEGxRkssVRkM4dXqx1e48P1Gfc2V05A+XUtrmjXvWrtkaeC1O42Kehn7H1D1b1HSNbdq4U1VI4NdKeduzu5xUGYko5XfccVtyYQn+Xa6M3nPJmzQOi7ITtOGpZ+GKn3hPSo5U0du7+9r9e68/eOmbizo8+xS88ic/XizB7j3vunTvx3/y6OOXXfbbi1nPiut5ExUxsivlTH70spe8b9/264/sv11VwfLg4qP/iQUV4urPzR97/Wvfm10C228WNTOqV2VTP7TjfXs3vxfLsGfHL8X1dqao5rPw0it+39Lhsn1v17JwcMebj25/4KrdH6TMppZM7YxOFrgKr7j8vYqmqkY+KFMNZfZt++TFuz+7d+edhw9fP5+Gl736Haezjsyrpl/fd8UraAglBIePvn3Pvt996UvuXV6CXBEuPvKLhy95ayYDRy97Z7EApSJceuT3du/43csu+VOdDDPF2stf+etLuY5VrmDPP7r3d2kRSpkGNl1h6wbK+75rW0HSrYNRj1H7e2oKv9hT55QfKjTL0SxHtxzKHJ/IPpEVK1asOHZ9I1ssM89cRvvf9K57/67Yh2FGy5kiPi9Ia7ZQt0bdWlZhOguduCOt2RLWhzNb9hk8ki7aavCIujXuN3IqJ071fO03VZJ7AA9/vXTwZ/+ARC3NwgWS82sW8vS8mrZdq1oZfafQ3fWKN8MYkGJQEq8KSVonLJ8LT1ERFx4XnuNGkrTOMBmhtueXJWldGNUkaV0QVj2/rOhEWrvRJNaW7XvSmSK3g0q9ky2o0pr1swvL3QEsZUvVRtdyow2bdxhYYBqvDqOsFkMcDkkTXv7zb80GA93uFBXPwaGFbJswbuL08tJoDPOp/OAsvZzTZBRVN2/cT7EvSZtcu45Nv1YZGZpr6h4yfNMQkrTBdcqBX4uDkSb7U5MlJlMoGBaweDRXQJU6KDpoVh/7E8cCgiBTgpIBaglmT4KqwVU/cVMpBUYOvvrVcqUFPKzKlGmCK4xm8iNDAyULhTQYBjB7xNwRdiMrIshWjz0R+w7Iuu2E5aKucs/xMMhp4DrYDDTMK83uwlwHa0DloZkHF4NlgLEAZAlMxIgoWX7BoItVB578ao9yFpZtZiuquZyZAyUDSwtw/DhEVTid7i6p5agLultFQQP7Y4VAtgRFGVQFltIT1QAdQbEEcQyLCyA4IBMIhvQCEBOKWptYcPx0WGtBAeG5XF5fBi5DLQROQ0SK7W6saYpcMqYmm/JCOJfJBCKOQWLqFmdLO1/3u48+Kfow1ISR18R5QdWEtGaLV+nlNVHQLWnNFmGVU3lTWrMlI9MgaktrtpgiVrCH7YpK/PO2Xy56AI8ewztf/w7Fig2H0ghrrGg4ak5JCZsjM3haGV7802+bjCbcpIburQqE+IaN2wyTmYgjLFQN5/LK5s07KHM0nThuNDOzSTfo7t0HZMU8PZuy3EiS1vlRTZLWeWH1xOlFRG1uBxet3VhtdL/x7aeY5UvSupKKdu09pOhEM7xVoZY8U62odtsZwGVv+MWM3y+SGhXNF2CypKsLIpbwz+7qksuqtWrr+PGThw8f8f3Qtt1TJxfCoGoJP47qkiR5nkcIURQll1UtEXLmMupQZtxx1/UArQk0ATrjSe/FM9D5Gqsz2WX7Htmz6b6jB+9fK73n6J4v7N/0qQM7bzqy/47Ldv7NzjV/fvTgQ3u23Hp091eO7v7KtovuP7jtkUu2PfayQ3+7b9PDl+z88L7N9+3bfNflB++9eNdtR/beeXj37Qe23vOyI584uv/hnetvPrjtwd0b7t62897tu+47esVn9+z78Jp11x696lFp7Q07d39k88bP7dvzlcOH/k6SPrpj58e2bn/48isf27bjoR1bPnFo3+OHDn5s+7b7fvrVJ9ZIH73qqkfXr79u3757JenPXn7VNw/u+avDhz+yfv1Nu3d+bN2ahy/Z8fjBLZ/96Zf98/aLHrp8/2dfduTxfVvuv/zAx3dtvPPgjgd2rL/96IGPvuSST+/f+sChHR88vOvDR3Y/dGj7fXs33vfKy7+0Xrrl0t2PHtr2of2bHzqw8VOvuOR/r5P+8IqL7z6884N7Nt5zZN9tB3f/yf5N73j1T/x+6nTo2W1VlQlB2UyxVu2e6bQpGDeZkJmQGdfPtICZMmUFQ9iGsBF3OHFCpIdIV0RFERWi04B6jukqKbH9Ne/686drXQCdVk1yfuB2W9FDSdq5ZftlF63bb+CKcDqKHu7cc9VyjhdkF7O6JO10g8FTz2YJb5yv/WJW7fTh09/iO1/9Dsp7BJfjuCcXTIoso2j6PFAy5gIeXPG6t0KnzRTZUJxVoRRJOWyvkTbt2HpgjbRp47qdc6cyFos2rtu5Z+fhNdKmg/uOMuyvkTaFXiP0Gpom1qzZEoYtw7AladP27QdnZrYXi1jXLUnadOjQlWvWbOn1IJUqSdImxkIRl14CAAAZHklEQVRNdVaFWnJMrbysxTWA/a98k1IeZ83I9jqJySzKGHreZNkXZLJWc6ipqNXqrF27TlV1y3IwEoZOGXV0jSRtNjVNcxzHcyuGzqcmS0y2+ByQEigZQDp4Bpz6NlQ80AtQPA2+DoUUKBnQ06AsQGEePASZ5yB3AmgRWAk8BCgPTAWqgFmAUhqYDKefBCMHFRvmnwZbh4U0LOdgbgEW07Cch0wBNBMKJVhOr7C4CAjDQgpUHU7NAtIgNQelIigyPPMdKBWBMbAsyGahWIRSFk4/B8UiLCxAPguFDKgpyJ4EMwvLJwDlIX0cAgrqMjgI5p+FigN6Dk49CaQE+XnQMqBnQF2C5RNgZKCUAS6DkgJ5EfQULDwJRAeug5wCoYKDQc1DhQMugi9AV7xyOWKM2JaPkT012ZQXwrlM5nJPaIwp3NHrO/7juz/+raDS6RT1oKh454XUMjk9r3FeL8iuoocJ8ynz2RMFzOrLOb6UZRiXc0Wb221ZO2/7LaluEDce+aq5++rfjsqgyI7rNohpE1M4xA1ESBQrzcaXXP0r0O8pS2lTdVdFMWcqRbK8JNs8VhVaDtvFnKmWaHZJtXkcR61C1tBkNujD4lweGw4hvmWVEXKffXYBIQcht1QiGHsIuZYV53KGLNPTp9OUBt0upFIlXXNXBTFjueDN5Z0awO6Xv4G0oUirhNdegMke+8y1173vjMlCin1GAor9dKpgCY9SKkmSaWJZVh078NzIEv6G9Vtd19U0jXOu6zoyLYzsqckSkwXlnqzb3A1LOrbcNreb1LEUZBQUXm/DUnHJCi2DWtwNO6NBVi6GlbpJnCDqIRLZXk01aFExS5qOuIktnXmqCPSSphLh1FrdfMnUcNMvg8pM4gnsOumiEtZGVtC244oVlbFd6U1Ap1WdVheKs3aVYx67YTsry8K3C0Z2CL1nTy4Lp1VUnP4I5pYWys3qUl7uDCBXCPwQ3LIb1sO8WgxrcU4pFTTFr1SKul5QjVq7Ryy3qJnc84htG4wZjAnX0zFpdLqn5hdGAAVFjuuR8DjhPhVBWPWzpWXbbYZxfy61rBgYq31fADL8fL7oB3Ymm4rCmufUzpiMJKsYpw6b8n8k6WGb1LkOTRKaRGc1ndUCO0IqobojjMauV//xo1+LywMoKv18TpwXGK1raiB4M58TJ08UC3nruWdzjNYNPTL0SJG9UtFJp1BmmZaKTi7Lz9d+M/lG1IJP/7PYd/Xv+TGUch5DTY+2bDMuOw1mct8KTmrlA6/8OQDI54ulgrcqLN6ZO607Vm8pRbPL4tQJhdOWUgo0JXrmqVzgjY59Z7lahmPfWS4VvOU0W0iTk7OarEWqUU4tM1mLFD2WtShbcBQ9PvZMDrNmvuQxq3NyVivIfr7krQpslDNpsqT5DYBDP/VGXJsgp2WgIDEZp4Igml7KjMawmMqOXojJqpWOIhvD4VCSJMfxcrlCOa4TLJLO0blcrtlslkqlOI41lU6ji4yumAyxqKiKsNpUTKoagaL7RV3FFre8RkkTpjA7405Jx6lskbm2wQjmtmYKTONMDquGxe2AWT7mIq5HS4WF2aWno4awPHcpV8TcljVa0qsma7DALphKVlOx48uml1PEQq6Q182oMVoulmQz4l6XRdh0NZOGOvaJbT998tnGoLq4PGfSMF+yVCMwCc+rxXKzmimqOha5QmDihozk5dKyG/s5pWBySh0rrNVk05QNjLidzhWFFwbV6qnFxXQ+H9Zq5Xrj9MKi5fmIcQPjoqo0uvXFzMJyTuV2pJglg2qElbN5UlSNuNashSBnY8eql8vVuOxTZiKTlwp4arIpL4RzmUxgm5nCoVFpyb749dd9+O9ct9lLZ+rZDDsvnDhemJtVsxn2nScWBW8uLxGMKgvz+uKCUSzY6RSam1UXF4zTp+R0Ci0vkfO13/lUFLXgk19jl77xvUS0dTlmqOmSpk9rsV1X8mpgh09m7ave+KthGKqqnl4kq2JhzrR4Z/aUJlj7m/88Lxd91+5/59vp9CKRi/78rGHqlW99Y9bQykspWsg5BdnXUfWJY8vpDC8qwfFTCmbNf/r66YU0SS2zqALPHC8uZUVy+7MnSgtpsioKWZGaN/K4bHjeT77pf5a8NvE6Jg5fgMk+94Vrr7kRmZbFK5zUKaoyXKOoqquOYJGqkDXSxkq5bVsRxb4qW5K0leIoChuMesWCgZHtiDY2ytOMj8RkmmY4jqepiFE7iiJN0wK/YujU87xCoeC5sa4RVdWDIPK9WJGxaTDBoiTfwUQlz2eCu5z5yHA8p1ZvlFWtyKgXBnVFW253Y9dwhSJsnTNZx6UsdMpUXUKlxX61HAvLyOVdhKmSL9vUNpWyTT2i24Zed6o1uxIJU16ahXbLRWbNdYqLC/26S5R0SJ3s6VRsIdss2ZZfKmqTCSwtpZqtiu3QMLJ0o9Bql2UlH4Y+Y0JTcb068JwGMjxV1RuNFiGs1epks8u2LXL5pSj24rjCmEin03EcKyWODC/026osLOHPzy9qesl22MLiaU3TbFGuVfrf0/lzpc3LtILwlO+HU2ETYRHHRY5vCt8UiFYQrRBEGeGW8JfT+n/5zYf/7KEn/+7r+Mt/rz76N4Pzwl98Df7ia3D/58pf+jbc99n4Q19sfvaf4INfaDz4WPXP/xFu+gj7+hw8+Fj1ocdrH/2rzp//I5yv/X7hH/jXnq2+76PH3vC2u0jcNXhkUp8yx3Y8yklRy7OQP63Z/89v/9GXvn7i5CJamCutiie+OTt3qqQU7cU5VS05c6dKX/vHZw3Vnz1ZnD8tL8wqS4vGN79+cmnRmD8tP3MsPTuvnDhVWEjpy1nyxJMLqSXzn795KlfgJ04VvvXE3FIGP3ciN7egfufYYr4onjuRm50vrYrUrJ6eM05l8Rf/4dj/fNsfmkGLOFVkeDbxBXIZtTHii8u5wQRSi5nx9/Yn+z+bjKCw1RjrGlu/bpuuMduK5CLx3dbatTsojlSFeG4FmRZnvsWaU5MxumIyx/Fc1ydYaCpKCr1TYnPmOo6jqqrrRIZOfT9UVV3XsG1FBFsWjw3NrZaHCMsIy4ps2FbEaWjqtqoVTaS6Ttn3qpiWVD3jGm5FVIys2vAiXMoGTBVGNrZ1KhdjYYWMOyaqeULopbpvmYVlnxq2oUc08EzHMoouVpgiW7rmYeSYRs3HREnTklGxAhcrHlEx4lFYTaeXoijQ9GIQ2iV5mQtDVjImUj3PcRwPmVxTODI8i1cIYUkLdl03Pc+xbaHpJWER08SO4yGEbNvOLOnlqKertqm7lNjlclXTS41mBWHNdV3Pqakym5psygvhXCYTzCKIUmKrsvW7t/z9f/2dj/3OOz9+6z3/9Kf3yOeFd96y+P77S9c+ZL7r1tN/dq9y3cPoj+/Kv/9+7X33qe+/X73nM+H/+J3P3PZx++aP8mseNP7ojtz52u9tDz/73pv+98///kd/48bPV8eArLJq2lx4wnI0Q8XCtMr2olP/rZvue89ND/3d10+nFpRVIResJ789v5wyv/XPp+ZOlZZTplK0n/rO4tKi8eS354s5/syx9NKicfpEQVe8k8/lTs2WFlL6E08upJdRvigSmZ08XXzuRK5Qsr72zyfSy+j4ybysuseeTi9l8PyisipSs/rSvPlPxxb+9OYH33ntHU5zYopYU6x/3WSf//wXr7nmOlUhFIecVC1Wt3lD0JquOr5b1zWyf99hZFquU9Y15tr1LZsO5DIo8GuaSm0rQqbVrIGgDUP1A6+FELnhhus63QbA8N/nyuiVzpmUcco41znXOXE4cThDnKGVjppUcCpWumgmj8Exx3Gy6nNlm3icsjP9Nh1OnOQ1V3pUJjnrHDEhM6vArMJ3G1dSZyU6lzxmJXsiCdZ97+pjRhiuMFxhJGYkWDn+5MgpWzmY5CC/S3IkglOx0hc02V7BPgvGKTvz3pNHMk7tf5Fbf6ZecJJ/v3Js+kq6x/c03pwyxebUXmlai20XCxcLzALMAtsWlGJuMdd3TiqVD33hiV/7zeuuesV/v+T1b76gHHnDr11QLvnJX379L/zRzR//+3neKI/6zHU1gsI4MpBOOUHc0C1DrzRTOPrIZ//3L7z5j4687i2r47W/sSoOv/43V8cbfn1V/IefetOVl/2H1//s//zgo4+XiBd3IIraNo+xyqluCRFaVrScL/VGsDC3OB5Onp+opc997rHrrruBEtdzGoLWkB6qJaeY44bm6qoox41TJxfKcct1ynOzy3HYXUppwz5oKk30lk4VsBEwXNNkl9PYMNCtt97c7TVHo95gMJhMJuc60/lRGYNBZzL5vmpV3R9QrWpqsqnJplw4zmUy17UxNnVTY4JqMehl4D6IAHD/wkIGF5agC04TxABcALtZ0whRkGG7jqyWuMWYQwqouEgsPR64DeARkN4q6awO1F8lg9Ux7EKzCnELWiMod0ETkaIwbDgODWziU+qpKj01n+oMxunFJTj7Otnn/uIT11z7x4ahJYXwKbFtK/DcuFyuFotyo1HjnNq2MAyNUkwpt4Tv2KGiKEKIpAtwGNQJdlwnEtzDRLv3/lu6/Xgwqg7HDYDBv3nJ3/M8Wu3amWabL6iC8PfM/mcb6+yZfUUVglNxpibT2e0lkzXCNmNsZU6n9pndeZh5mHmY25jbmAvMBeYMc4a5wMzBzMM0wjTCtIJJDZMa4jayELJ1ZOtJHAZx+wweIm1E2kgIJARiMWLximtxxHG04tQVIo6jM+/lu676HoOuvIuYkXil/u+KTVUm1BUznV0dOLHyyluzV97y8+PFnjSn/BBiEcciKz02E5Kum5pmaJqiIxlRTRFC4Q62Yy9sYsP6kUaWsWlamDkmsRAiHDGBbY4sgW3fCl3bI4jKGjWJ49ix51ZMxFaHaa0KDa8WtiqIGpglt6RZKhIa5hrmlvBrUYMZrkC+gd1swTw5mxoB5DLZyWj8/EQtff4Ln7nu+j81Td2yHEv4jDoYCV0jnFuMCUJQqVTA2HRd23XtQqEklwxKbNd1TdOUZdlxnCTSaOhUkU1MtEcefTDJXRxDazjsvGjtWM7TWOnqMjm7q8vkB3R1mZpsarIpF45zmSwIojD0w7LrR7bpeQp3dOZTEdk8/JGG88Dzqm5QEU7oOF7khoEdcWRFbtmmLjYJQXRlTkC2oXNheatDhKuC2qvFWxUVr++xho59DVvE8pgTUGLrJRMpwiYht8uKLhbSuRHA4vxCFITPT9TSX335sXf81ls/+7lP3XPPPTfecNstN995z90P3nfvw9ddd8PDDz/427/zti988S/e80d/+NDD973nPe966KEPfuiDj9xy85033XTTzTfffOedd95+++3v+7Mbbrrxzttvu+fuux741Kcfectb/8dC6pmTp5849vTXv/HNf3rxemSen3HsqW/Pza+i0+aKCVZkdnYs8fvibCyJN1LqUepRTignlDPKGeWIckQ5oUycuZdRzpL8Y4sIiwiLIosii5KV/37fLdizsJf8za8c20pe+7845oQV0+iMMY4rHFdWpJXoKomLrkBWoohn3h1lDmXirCN0KI0ojajQqdApqVBS+f/bO5MfuY0rjNOIhESCrTgCbEQIkj8wt8QWjMBwAuQa5KyDE+iQHG0gQhJZIymypJ6l95Vkc6sqLsW12fvCnS8HzrRmHI+tAZyhZjSF34FD9IAf31S9r/vNaxYxWGKwxR0dedhhU8cRxe4t9klHv+r4uOJ/MVViFjV8ostEwyoxVezKIpUEQxBlQRrKCo+wgLGiKBLC4oVGE4eEFzEnqTwhoqlKFpZ1JGlYpkQxDXVENV9TDE1ANiZzx9UU8WzI8plQlbMinglpYOjySKNjottI07FuUGIY2KTY862FPVpJ2K62BlEOz5/+B0vyNlEzf/v7X37z2193e01JkjTVsi3ftnxNtRzH03W11a5F8brXb2EiSZLgOB5SdGGIEEKapnmeZxhG8RxhjpWEIUJY+NOf/wiwAlhlsEqz4Ds+7lyIEcVrgCTNwiRJ1ut1pz2AHBr1/pWTXTnZFWXw7U5m0alFp9S0DVO3bM12dEIQxw0MSi40E4u6quGq5oSOPTrTZFsaYkVUiWLqxLHp1DImmmIgVlQGLOZ4WydnQ9POhKWfFXImdHlk4olq+ES3iUE10/JMd2SNKfYcfaKZE14y9urdMMuru3vz8WSbqJn79+9//PHHkohVYiPZlUVbEqwhZ+jqiB2Iju3znDSbrjDSR96sWecIGrn22h8tZUnvtPkhjzU8N9Ql1RauvZJl9Mknd6ez0XozX6/XxRZlF3oc/ZMsAYAkSRr1ThRm31FdPDx/vLZ2vP+iSNyHHee6quqHlQFdRrp84vjEGQXpSlE2PLwWWqho8apRgtCj3g1XJebRVXwV+0jHSMdHj5oenYKPyOErT9zLK6fBJ1znsCpoqsQ8rHAWV9HxUZHTRJRFlC1230DGEBlDpFFEJqqyVJWliiavxJ8oJx6P51WN8YpvUtQSi6o70mWkF07mI2mKpKnA00FfkLiejkSqIlVBJ6vfPzwE0/8rLnGoZGg8paJHsI+0seG7481S80xkaSKyJIla2J1Y84k7dqlz+I759TnRpfX9YGKcEXomxtZGkzyWVfihjAjGKlElBfFIlagqORJ2OZHu1bthBt1mA161LmbMvXv37t69Sw1n5C2oPlOxb2hTiy5kkRq6M+RlUUCGbhu6zbGS762x4vGsjhRqmWOkUIIt14qkoSfytuesNc347LNPiy9gpWkKF78LP83CJAnieFPcS7PRzTNoNdkrJ7tysivOn9OcTORHOllZdGHoDiWypSEdy4ogXnQno5LhYNsjYwdNkOIJisNhmSfKQBkiS6PO3DDGJnIs7OpIU4byRXeyEV1RNMbY0g1bM3REsIGIq7uW6plkrNKpTLz9Rm8RRNXdSpYm20TNfP75Xz/66O7RN6OnRBmraEKU8cSPatVuEgPDXGcHsqF7kmAg2frx9fffYW6+w1y/eeMWz0nsQKD61NAmGvFU7BKCfv+H3wGEOQQAcZYlpbTO/4Aj2OSQQ55BsMmDTc4O5M06Wy7ieq1XCtWDTrvFNRuDdovbefS8Vu32e+KL59Wy9JRFp833usLXz/brtR47kCsv67uVRqfNly7sDaHT5ncrjcrLOjuQ67Xe18/2e13hLYzPi+fVfk+sVbs7j55vF071oFO6sHPm6ZMKxypFotitNAZ9qdkY7O+1Shf2+vorL+scq/S6gj9a5hn8659P4Pie0ac5Wa+jOPaUYa7dufOrYJNLomZo/rs3P+AG2DKn08lyyMu3f/ahY/sjd9Nty5fVyeIIIAfIIY4gTUCW9DCA1TKJQiiFJIYshTwDyGGzziCHKIQ8K0dMiaQJQA5hcBiK4s+UpeULe0PI0ldhyTMIA4Ac0qR8YedMsTS2iyXPIEshicsXds4Utz+fhdtZkcQXKW9sp/FiHgWbPE2yWrX7Wk6mEf+ntz4c9AWGuS4KKsFWvyu/f+vOyF11WsKQl9eriGGurZah7wU8q11WJzuysXwyXvij2f5efcjLzUa3XmuXQvWgubdbK47brX6r2fvyiweD/rAsPWVReXnQbvW3MWk2ur0u99XDJ6ULe0P46uGTXpdrNrrVg2Zxpt3qV14elC7snBn0h19+8aDV7G1ny95ubRuTt4dGvdNu9R/8499FHPb36pWXB532oHRhr0m71W+3+o93nvW6XL/H85zUbHQ9d7LN06c6mWnMXGfWqHffe++2SX3Xmc0mEcPcEHjNtRf+aEawcevW7cc7z3wvcO3VZXWyJE6SOMlSiKMccnBsP47y+WxdOFwpBJtXepIY9vfqJYopi806Lg6yFIJNUhwXzxK74ngoitnyjaC9Vezv1ZMYIIc4yo/PlreNMEh7Xe6omJGulmHpkl6fxXwznSxbzV4SQxik61UEOcRRvk3UpzoZ2yfCkCzmAcNcH3mLVpNFsrVZwbs3P2CYG9d+9BOGuTboDx3bR7KDFfeyOtlyuZ7Pl1GUhGFc/AgAeQ5ZVg4AkKY5AMRxCgBBED1+/LQsMeWyHUUo4jh9+PBR6areEB4+fLQNyzZQpasqhcePnwZBtA1FsXxKV3XOFLlrd3e/CEWWQRQlFygOABCGca3WyDLI80Pxs9liO7dPdTLHWhq6Z1KPYa5Lojafhb63ZpgbbB953nK5CGSZMMw12xrJosX2yWV1su0oojmfL7Msi6I4z6EUtkqKZbnZhC9eVIIgKktPiXEAgKI/NkkyAFivg52dJ6ULe0PY2XmyXgfb4BSBAihf2DkTBNGLF5XNJtwumWL5lC7snClyxe7ufjErijjEcWl57KxkWbZYrPb2DhaLVZp+yxYrpzqZLFpIocVnMsscm9TX1dHt939B9THVx7JEel3uzs9/2ah3eFaDDC6rk8VxvFqtACAMQwBYLpfl6snzvNhkIEmSKIqSJBEEodD2Vo3iYWtRFOV5HoZhGIZBEHAcV7auN2VwHBcEQRGZbaDyPP/+37xcIwxDQRC2iwUALseTzc86iqTR7/ejKIKjdzYXKG+EYbharTiOm81mSZKkaer7/vEX/BeAHcWd4nEkgQAAAABJRU5ErkJggg==" alt="" /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;/div&gt;</description><thr:total xmlns:thr="http://purl.org/syndication/thread/1.0">0</thr:total></item><item><title>Array Formulas in Excel</title><link>http://weareteacher.blogspot.com/2011/09/array-formulas-in-excel.html</link><category>Learning Excel</category><author>noreply@blogger.com (Sepeda ��)</author><pubDate>Wed, 28 Sep 2011 15:14:00 -0700</pubDate><guid isPermaLink="false">tag:blogger.com,1999:blog-3311661884189477798.post-6110418680014653395</guid><description>&lt;div style="text-align: justify;"&gt;&lt;span style="font-size:130%;"&gt;&lt;span style="font-weight: bold;"&gt;Understanding Arrays&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;For those who do not have a background in programming or mathematics, the expression Array may not be familiar.&lt;br /&gt;&lt;span style="font-style: italic;"&gt;So what exactly is an Array?&lt;/span&gt;&lt;br /&gt;For our purposes, an Array is simply a set of values which can be stored in a formula, a range of cells, or the computer’s memory. The size of an Array can range from two to thousands of  values.&lt;br /&gt;&lt;br /&gt;&lt;span style="font-weight: bold;font-size:130%;" &gt;Using Arrays in Formulas &lt;/span&gt;&lt;br /&gt;There are several different types of Arrays used by Excel when working with formulas:&lt;br /&gt;An Array stored in a Worksheet in a range of cells: For example, when the SUM function sums the values stored in range of cells, it is treating those values as an Array. An Array stored in a formula: Instead of entering cell addresses to enable a formula to operate on the values stored in those locations, you may enter an Array of values into the SUM function arguments: &lt;span style="font-weight: bold; color: rgb(204, 0, 0);"&gt;=SUM(1,2,3,4,5)&lt;/span&gt;. &lt;span style="font-weight: bold; font-style: italic;"&gt;OR&lt;/span&gt; Enter an Array enclosed in brackets into the formula argument. For example, use the MATCH function to return the position of the number 10 in an Array of values: &lt;span style="font-weight: bold; color: rgb(204, 0, 0);"&gt;=MATCH(10,{3,7,10,15,20}).&lt;/span&gt; The result = 3&lt;br /&gt;&lt;br /&gt;Excel formulas create Arrays to store values: Formulas such as &lt;span style="font-weight: bold;"&gt;SUMPRODUCT&lt;/span&gt; utilize computer memory to store values temporarily while calculating complicated math problems. These values are stored in an Array. &lt;span style="font-weight: bold; font-style: italic;"&gt;Example: &lt;/span&gt;To add the total sales amount of 3 items when the quantities sold are 10, 20, and 30 and the sale prices are $3, $4, and $5 respectively, the SUMPRODUCT formula stores each multiplication product in an Array (Array size is 3) and then adds the three values from the Array. The SUMPRODUCT formula: &lt;span style="font-weight: bold; color: rgb(255, 0, 0);"&gt;=SUMPRODUCT(A1:A3,B1:B3),&lt;/span&gt;&lt;br /&gt;Result - total sales=$260.&lt;br /&gt;&lt;br /&gt;Let Excel create an Array formula:&lt;br /&gt;As explained in the previous section, many formulas create Arrays when they need to store values during calculations. However, an Excel user may create a formula that deliberately enforces the program to open an Array/Arrays to store values. Example: Use the SUM function to return total sales (see previous example). The formula will now look like this: &lt;span style="font-weight: bold; color: rgb(204, 0, 0);"&gt;{=SUM(A1:A3*B1:B3)}, Resulttotal sales=$260.&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;To apply an Array formula:&lt;br /&gt;Enter the formula, select the cell, press &lt;span style="font-weight: bold;"&gt;&amp;lt;F2&amp;gt;,&lt;/span&gt; and then simultaneously press &lt;span style="font-weight: bold;"&gt;&amp;lt;Ctrl+Shift+Enter&amp;gt;.&lt;/span&gt;&lt;/div&gt;</description><thr:total xmlns:thr="http://purl.org/syndication/thread/1.0">1</thr:total></item><item><title>Inserting, Editing, &amp;amp; Copying Formulas</title><link>http://weareteacher.blogspot.com/2011/09/inserting-editing-copying-formulas.html</link><category>Learning Excel</category><author>noreply@blogger.com (Sepeda ��)</author><pubDate>Wed, 28 Sep 2011 07:27:00 -0700</pubDate><guid isPermaLink="false">tag:blogger.com,1999:blog-3311661884189477798.post-8926027725467150029</guid><description>&lt;span style="font-weight: bold;"&gt;Inserting/Editing Formulas&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;To open the Insert Function dialog box:&lt;br /&gt;Select an empty cell and press &lt;span style="font-weight: bold;"&gt;&amp;lt;Shift+F3&amp;gt;.&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;To open a Function Arguments dialog box:&lt;br /&gt;Select a cell containing a formula and press &lt;span style="font-weight: bold;"&gt;&amp;lt;Shift+F3&amp;gt;.&lt;/span&gt;&lt;br /&gt;&lt;br /&gt; To insert a new Formula into a cell using the Function&lt;br /&gt;Arguments dialog box:&lt;br /&gt;1. Select an empty cell, and then type the &lt;span style="font-weight: bold;"&gt;=&lt;/span&gt; sign.&lt;br /&gt;2. Type the formula name and press &lt;span style="font-weight: bold;"&gt;&amp;lt;Ctrl+A&amp;gt;.&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;img 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" alt="" /&gt;&lt;br /&gt;&lt;br /&gt;To insert a formula by typing it while being guided by the&lt;br /&gt;formula syntax tooltip:&lt;br /&gt;1. Select an empty cell, and then type the&lt;span style="font-weight: bold;"&gt; = &lt;/span&gt;sign followed by the&lt;br /&gt;formula name and a left parenthesis, i.e. (.&lt;br /&gt;2. Press &lt;span style="font-weight: bold;"&gt;&amp;lt;Ctrl+Shift+A&amp;gt;&lt;/span&gt; (in Excel&lt;span style="font-weight: bold;"&gt; version 2003&lt;/span&gt; the syntax appears&lt;br /&gt;immediately after step 1 above).&lt;br /&gt;&lt;br /&gt;&lt;img src="data:image/png;base64,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" alt="" /&gt;</description><thr:total xmlns:thr="http://purl.org/syndication/thread/1.0">0</thr:total></item><item><title>Working With Formulas in Excel</title><link>http://weareteacher.blogspot.com/2011/09/working-with-formulas-in-excel.html</link><category>Learning Excel</category><author>noreply@blogger.com (Sepeda ��)</author><pubDate>Wed, 28 Sep 2011 07:22:00 -0700</pubDate><guid isPermaLink="false">tag:blogger.com,1999:blog-3311661884189477798.post-8971018579355307618</guid><description>&lt;div style="text-align: justify;"&gt;This posting was contains fundamentals, shortcuts, tips, and techniques that are essential when working with Formulas &amp;amp; Functions. It includes the following sections:&lt;br /&gt;&lt;br /&gt;&#1048617;&lt;span style="font-weight: bold;"&gt; Inserting, Editing, &amp;amp; Copying Formulas,&lt;/span&gt; : This section covers easy techniques on inserting, editing, and copying formulas, understanding the correct use of relative/absolute references, and creating power formulas.&lt;br /&gt;&lt;br /&gt;&#1048617; &lt;span style="font-weight: bold;"&gt;Selecting, Displaying, Printing &amp;amp; Pasting Formulas&lt;/span&gt;, : In this section you will find techniques on displaying formula syntax, displaying formulas and values, selecting cells containing formulas, pasting values, adding comments to formulas, and printing formula syntax.&lt;br /&gt;&lt;br /&gt;&#1048617; &lt;span style="font-weight: bold;"&gt;Array Formulas&lt;/span&gt;, : This section provides an explanation of the concept of an Array and how Excel uses Arrays in formulas, You will also learn how to create an Array formula.&lt;br /&gt;&lt;br /&gt;&#1048617; &lt;span style="font-weight: bold;"&gt;Using Range Names in Formulas&lt;/span&gt;, : In this section, learn about range name rules, how to define range names, and how to use range Names in formulas.&lt;br /&gt;&lt;br /&gt;&#1048617; &lt;span style="font-weight: bold;"&gt;Auditing Formulas&lt;/span&gt;, : In this section, find essential shortcuts and techniques on tracing and moving between precedent and dependent cells, stepping into formulas, and tracing errors in a formula.&lt;br /&gt;&lt;br /&gt;&#1048617; &lt;span style="font-weight: bold;"&gt;Protecting Formulas&lt;/span&gt;, : In this section, you will learn how to protect formulas in both protected and unprotected sheets.&lt;/div&gt;</description><thr:total xmlns:thr="http://purl.org/syndication/thread/1.0">0</thr:total></item><item><title>PROCESS SKILLS APPROACH</title><link>http://weareteacher.blogspot.com/2011/09/process-skills-approach.html</link><category>Teaching and Student</category><author>noreply@blogger.com (Sepeda ��)</author><pubDate>Fri, 16 Sep 2011 23:51:00 -0700</pubDate><guid isPermaLink="false">tag:blogger.com,1999:blog-3311661884189477798.post-8864695644239631053</guid><description>&lt;div style="text-align: justify;"&gt;&lt;span style="font-weight: bold;"&gt;PROCESS SKILLS APPROACH &lt;/span&gt;can be interpreted as insight or fad development of intellectual skills, social and physical abilities derived from the fundamental principle has existed in students. Approach to learning science process skills emphasizes the formation of skills to gain knowledge and communicating the results. The approach now known as process skills and active student learning is not widely realized, and learning less attention to individual learning exhaustiveness. The approach is intended to develop the process skills abilities possessed by individual students. Review process skills approach that was taken from the opinion of &lt;span style="font-weight: bold; font-style: italic;"&gt;Funk (1985) &lt;/span&gt;as follows:&lt;br /&gt;&lt;br /&gt;   (1) approach to develop the nature of the process skills of science students. Students are encouraged to acquire knowledge well as better understand the facts and concepts of science;&lt;br /&gt;   (2) Learning through process skills will give students the chance to work with science, not just telling, and or listen to the history of science;&lt;br /&gt;   (3) process skills can be used by students to learn the process and product as well as science. Science Process Skills approach gives students the chance to actually act as a scientist.&lt;br /&gt;&lt;br /&gt;From the above description can be stated that the application of process skills approach requires the involvement of mental-physical and intellectual students. It can be used to train and develop the intellectual skills or thinking abilities of students. It also develop scientific attitudes and students' ability to discover and develop the facts, concepts, and principles of science or knowledge.&lt;br /&gt;&lt;br /&gt;Can then be used to solve the problems of everyday life in an objective and rational. Thus, it can be concluded that the science process skills is an intellectual activity is usually done by scientists in solving problems and producing products of science. Process skills in science teaching is an alternative model of learning or science that can involve students in the behavior and mental processes, such as scientists. Funk (1985) points out that the various process skills can be classified into two general categories: the basic process skills (basic skills) and integrated skills (integarted skills). Basic process skills include activities relating to observation, classification, measurement, communication, prediction, inference. If we examine further below.&lt;br /&gt;&lt;br /&gt;&lt;span style="font-weight: bold;"&gt;1. Observation&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;Through observing the activities, students learn about the world around is fantastic. Human observing objects and phenomena of nature by engaging the senses sight, smell, taste, touch, hearing. Information obtained, it can require students about environmental interpretation and research them further. The ability to observe the most basic skills in the process and gain knowledge and skills most important to develop other processes. Observe a response to various natural objects and events with the five senses. By observation, students collect data on responses to the object being observed.&lt;br /&gt;&lt;br /&gt;&lt;span style="font-weight: bold;"&gt;2. Classification&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;A large number of objects, events, and everything in life around, the more easily learned if done by determining the different types of classes. Characterize and observe the similarities, differences and relationships and grouping objects based on suitability for various purposes. Skills to identify similarities and differences of various objects based on the events of their distinctive properties so we get a kind of class or group of objects of events in question.&lt;br /&gt;&lt;br /&gt;&lt;span style="font-weight: bold;"&gt;3. Communication&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;Humans began to learn early in life that communication is the basis for solving the problem. Skills menyapaikan something orally and in writing, including communication. Communicating can be interpreted as penyampaikan and acquire facts, concepts, and principles of science in the form of sound, visual, or sound and visual. Examples of reading maps, tables, garfik, charts, symbols, diagrams, visual demonstrations.&lt;br /&gt;&lt;br /&gt;&lt;span style="font-weight: bold;"&gt;4. Measurement&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;Measure can be interpreted as comparing the measured with a specific unit of measure that has been previously defined. Skills in using the tool in obtaining the data can be called a measurement.&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-weight: bold;"&gt;5. Prediction&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;Predeksi is the skill to predict which will happen, based on symptoms. Regularity in our environment allows us to recognize patterns and to predict the patterns of what might be observed. Predicting can be interpreted as anticipating or make predictions about everything that will happen in the future, based on estimates in a particular pattern or trend, or relationships between facts, concepts, and principles of knowledge.&lt;br /&gt;&lt;br /&gt;&lt;span style="font-weight: bold;"&gt;6. Inference&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;Conducting inference is concluded. This can be interpreted as a skill to decide the state of an object or event based on the facts, concepts and principles are known. Integrated Skills is a blend of two basic process skills or abilities more. Consists of integrated skills: identifying variables, tabulation, chart, description of variables relations, acquisition and data processing, analysis investigation, experiment hypothesis.&lt;br /&gt;&lt;br /&gt;   a. &lt;span style="font-style: italic;"&gt;Identification of variables&lt;/span&gt;: Skills to know the characteristics of the factors that will determine the change&lt;br /&gt;   b. &lt;span style="font-style: italic;"&gt;Tabulation&lt;/span&gt;: Skills presentation of data in tabular form, to facilitate the reading of the relationship antarkomponen (compilation of data by lane-lane available)&lt;br /&gt;   c. &lt;span style="font-style: italic;"&gt;Graph:&lt;/span&gt; Skills presentation with a line about the ups and downs of something worse. d. Description of relationship variables: Skills to make a synopsis / statement relationship&lt;br /&gt;   the factors that determine changes.&lt;br /&gt;   e. &lt;span style="font-style: italic;"&gt;Acquisition and data processing&lt;/span&gt;: The skills to do the steps in order to meperoleh data.&lt;br /&gt;   f. Analysis of the investigation: Skills describe the subject matter of the parts and insolubility problems based on a consistent method to achieve an understanding of basic principles.&lt;br /&gt;   g. &lt;span style="font-style: italic;"&gt;Hypothesis&lt;/span&gt;: Skills formulate provisional estimates.&lt;br /&gt;   h. &lt;span style="font-style: italic;"&gt;Experiment:&lt;/span&gt; Skills to conduct experiments to prove a theory / explanation based on observation and reasoning.&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;Keterampian process as expressed by the Funk is a skill that must be applied to the process of education in schools by teachers. Learning science skills emphasized in the formation of acquiring knowledge and developing a scientific attitude. This can be achieved when using the approach in the learning process skills good basic process skills and integrated process skills (integrated) as revealed above.&lt;br /&gt;The step-by-step approach to learning the skills that were held in the SD process is as follows:&lt;br /&gt;&lt;br /&gt;   a. Observations by experiencing an event itself.&lt;br /&gt;   b. Opinions expressed denmgan predictions about events experienced.&lt;br /&gt;   c. Hypothesis: formulating provisional estimates.&lt;br /&gt;   d.Melakukan experiments / experiments on respiration using a Model of Human Respiration.&lt;br /&gt;   e. Acquisition and data processing; do step by step experiments to obtain data.&lt;br /&gt;   f. Communication: report the results of the discussion group or submit the acquisition of facts, principles.&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;If the approach is applied&lt;span style="font-weight: bold;"&gt; Process Skills&lt;/span&gt; gained some advantages, among others, as follows:&lt;br /&gt;&lt;br /&gt;   1. Students will gain the right understanding about the nature of knowledge.&lt;br /&gt;   2. Students have the opportunity to work with science and feel happy.&lt;br /&gt;   3. Students have the opportunity to learn the process of obtaining and produces knowledge.&lt;/div&gt;</description><thr:total xmlns:thr="http://purl.org/syndication/thread/1.0">0</thr:total></item><item><title>Testing and the Flux Capicitor</title><link>http://weareteacher.blogspot.com/2011/09/testing-and-flux-capicitor.html</link><author>noreply@blogger.com (Sepeda ��)</author><pubDate>Wed, 14 Sep 2011 23:13:00 -0700</pubDate><guid isPermaLink="false">tag:blogger.com,1999:blog-3311661884189477798.post-4062503457620579701</guid><description>&lt;h3 class="post-title entry-title" style="text-align: justify;"&gt;

&lt;/h3&gt;
&lt;div&gt;

&lt;/div&gt;
&lt;div class="post-header" style="text-align: justify;"&gt;


&lt;/div&gt;
&lt;div style="text-align: justify;"&gt;


&lt;/div&gt;
&lt;div style="border: medium none; text-align: justify;"&gt;
&lt;a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjQ5j0SHWR2_RtrXmZci3D3VwI0bm1ltmVW4xRdLUyw1KhRZUcfu-edVQywdJh7Q9kyCvA5F0jOvPajCX8o335VCy0HrJey69bZ25QR-OCA8v9ychm_Sr_aT423TzOTWRnlgctriiALhQKq/s1600/FluxCapacitor1.jpg" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="200" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjQ5j0SHWR2_RtrXmZci3D3VwI0bm1ltmVW4xRdLUyw1KhRZUcfu-edVQywdJh7Q9kyCvA5F0jOvPajCX8o335VCy0HrJey69bZ25QR-OCA8v9ychm_Sr_aT423TzOTWRnlgctriiALhQKq/s200/FluxCapacitor1.jpg" width="133" /&gt;&lt;/a&gt;Imagine
 having the power to influence the future.&amp;nbsp; You could go back in time 
and undo all the wrongs and make things "right." Essentially that's what
 every teacher has&amp;nbsp;when they&amp;nbsp;administer the SOL test&amp;nbsp;to their classes.&amp;nbsp; 
Of course that would only be if we received&amp;nbsp;the proper feedback after 
testing.&amp;nbsp; The social studies EOC reports are&amp;nbsp;less than helpful and seem 
designed to keep everyone involved as much in the dark as possible about
 what actually went on.&amp;nbsp;&amp;nbsp;For my kids that pass I&amp;nbsp;receive a nebulous 
number which means very little to anyone who lives in the real world and
 not the &lt;i&gt;criterion referenced normed testing&lt;/i&gt; world.&amp;nbsp;&amp;nbsp;&amp;nbsp;I spent the better part of 6 hours trying to determine what &lt;i&gt;&lt;b&gt;pass proficient&lt;/b&gt;&lt;/i&gt;(400-499) and&lt;i&gt;&lt;b&gt; pass advanced&lt;/b&gt;&lt;/i&gt;(500-600) mean only to discover they mean very little.&lt;br /&gt;
&amp;nbsp;Most movies I&amp;nbsp;recall&amp;nbsp;dealing with time travel involve the moral dilemma
 of changing the future and&amp;nbsp;touch upon the unforeseen consequences of 
trying to do right and fix the past.&amp;nbsp; Looking at my results I am not 
sure I would actually know what to go back and do better.&amp;nbsp;&amp;nbsp;For me&amp;nbsp;movies
 on&amp;nbsp;time travel tend to be predictable and boring...my hope is to avoid 
the same fate for this post.&amp;nbsp; My recent SOL results have been anything 
but predictable. &amp;nbsp; The most notable film was Back to the Future.&amp;nbsp; That 
is exactly where we are headed with all this testing.&amp;nbsp; Backwards.&amp;nbsp; No 
one except&amp;nbsp;Dr. Emmett Brown(Christopher Lloyd) knew exactly how the Flux
 Capacitor worked and it caused a bunch of trouble for Marty(Miachael J.
 Fox), these tests are much the same.&amp;nbsp; Difference here is we don't see 
them so we wouldn't know what to fix.&lt;/div&gt;
&lt;div style="text-align: justify;"&gt;
&lt;br /&gt;
I&amp;nbsp;observed recently while my students took the World History up to 1500 
SOL test.&amp;nbsp; It was a painful experience and makes you feel about as 
powerless as one could possibly be.&amp;nbsp;This feeling is one which today's 
teachers are growing more familiar with.&amp;nbsp; As I monitored them with the 
other proctors I could not help but imagine they were missing all kinds 
of questions as they took the 60 question online assessment.&amp;nbsp; Surely 
they&amp;nbsp;were&amp;nbsp;making stupid mistakes&amp;nbsp;on content we have drilled on in the 
previous weeks and more importantly learned earlier in the year.&amp;nbsp; These 
were smart kids and most wanted to do well on this SOL and yet somehow I
 could just sense they weren't....ARGH!&amp;nbsp; Much of this anxiety stemmed 
from the results of last semester's test, which were&amp;nbsp;unexpectedly lower 
than they had been in the past.&amp;nbsp; &lt;br /&gt;
&lt;br /&gt;
So there's your plot for the movie.&amp;nbsp;&amp;nbsp;The protagonist... the teachers... 
against this antagonist testing culture.&amp;nbsp; I could have walked around and
 looked at the test&amp;nbsp;and maybe&amp;nbsp;grunted or found some other way to inform 
them of their mis-steps.&amp;nbsp; But I did not, which is unlike what appears to
 have happened in DC and elsewhere.&amp;nbsp;&amp;nbsp;&amp;nbsp;Believe it or not most schools are
 actually staffed by ethical people who follow the rules.&amp;nbsp; Though these 
individuals are&amp;nbsp;overlooked by the news in favor of the student punching,
 criminal, just plain bad people teachers who do sometimes hold jobs in 
our profession.&amp;nbsp; But back to the testing ...the whole process is cloaked
 in so much secrecy it can sometimes be rather&amp;nbsp;dumb.&amp;nbsp; I'll admit I am 
not even certain what they are being asked and how it is being asked and
 I teach the course!&amp;nbsp; &lt;br /&gt;
&lt;br /&gt;
During the test I sat stone faced with the other proctors while they 
worked and my mind played out all the scenarios.&amp;nbsp; I knew many of 
them&amp;nbsp;were missing questions.&amp;nbsp;&amp;nbsp; &lt;i&gt;Would that mean little Susie will 
fail?&amp;nbsp; What about little Johnny...he's not that good with tests and 
can't concentrate for more than 5 minutes.&lt;/i&gt;&amp;nbsp;&amp;nbsp;I know I had asked 
similar questions of them recently in the run up to the test, but&amp;nbsp;I had 
likely done so in a slightly different way(I'd say better). Will that 
mess them up?&amp;nbsp; For those that don't know these tests are in fact rather 
easy for most kids. &amp;nbsp; Higher level kids know this and as a result few do
 any "real" preparation.&amp;nbsp; I did ask them to take&amp;nbsp;a post SOL survey on 
how many had "studied" beyond the reviews we had done in class.&amp;nbsp;&amp;nbsp;Only 7 
of 29 students raised their hands.&amp;nbsp;&amp;nbsp; Awesome.&amp;nbsp; Speaking generally all 
they care about is the test and yet, it appears they don't care.&amp;nbsp; 
Despite being "easy" to pass it appears hard to receive a Pass Advanced 
score.&amp;nbsp; And what of the kids whose skill set means any form of testing 
is a challenge?&amp;nbsp; I have found too often their level or preparation quite
 similar.&amp;nbsp; But too many of them do not do as well.&amp;nbsp;&amp;nbsp;Thinking more 
globally on the impact the weeks&amp;nbsp;leading up to the test we went into 
test shutdown mode and these weeks after have been like waiting in line 
at the grocery store(all you want to do is get out).&amp;nbsp; Tell me again how 
this is learning? &lt;br /&gt;
&lt;br /&gt;
Thanks to the State Board of Ed what they did now affects how I am 
evaluated.&amp;nbsp; Am I mad?&amp;nbsp; What do you think?&amp;nbsp; All I know is this test 
doesn't really hold them accountable.&amp;nbsp; School yes, teacher yes, them 
no.&amp;nbsp; When they miss a bunch of easy questions it hurts me not them(and 
the scores say they did miss questions).&amp;nbsp; I would be hurt no matter the 
result if they did poorly which was the case for some of them.&amp;nbsp; These 
kids wanted to do well but not quite as much as I wanted them to do 
well.&amp;nbsp;&amp;nbsp;I think that's part of what makes them kids.&amp;nbsp;&amp;nbsp;The only impact 
from recent value added legislation so far is that I am more 
disillusioned with the whole process.&amp;nbsp; And keep in mind this&amp;nbsp;I am 
referring mostly to the highest achieving population at our school.&amp;nbsp; Our
 district ranks pretty well compared to the rest of the state.&amp;nbsp;So does 
this really measure&amp;nbsp;me as a teacher? &lt;/div&gt;
</description><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" height="72" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjQ5j0SHWR2_RtrXmZci3D3VwI0bm1ltmVW4xRdLUyw1KhRZUcfu-edVQywdJh7Q9kyCvA5F0jOvPajCX8o335VCy0HrJey69bZ25QR-OCA8v9ychm_Sr_aT423TzOTWRnlgctriiALhQKq/s72-c/FluxCapacitor1.jpg" width="72"/><thr:total xmlns:thr="http://purl.org/syndication/thread/1.0">0</thr:total></item><item><title>Mr. High School Goes to Elementary</title><link>http://weareteacher.blogspot.com/2011/09/mr-high-school-goes-to-elementary.html</link><author>noreply@blogger.com (Sepeda ��)</author><pubDate>Thu, 8 Sep 2011 23:12:00 -0700</pubDate><guid isPermaLink="false">tag:blogger.com,1999:blog-3311661884189477798.post-7420591289450716289</guid><description>&lt;h3 class="post-title entry-title"&gt;

&lt;/h3&gt;
&lt;div class="post-header"&gt;


&lt;/div&gt;
&lt;div style="text-align: justify;"&gt;


This year I teach a Leadership class made up of mostly freshmen.&amp;nbsp; For 
most of the second semester I've traveled with my class to a local 
elementary school to provide assistance in the classrooms.&amp;nbsp; My own 
children have been in elementary school for five years, but this 
experience has provided a different perspective for me on elementary 
education.&amp;nbsp; I've seen many things go on at this elementary school that I
 would love to see transfer to the high school level.&amp;nbsp; I'm sure not 
every school is the same, but these are the things that I've loved 
watching at Hollymead Elementary school in Albemarle County.&lt;br /&gt;
&lt;br /&gt;
1) The building is filled with adults who all seem to have a role to 
fill hands on with students.&amp;nbsp; If I sit in the lobby for more than ten 
minutes I will see three to five people walking down the hall with 
anywhere from one to six children.&amp;nbsp; When I walk down the k-3 hallways, 
every classroom has at least one other adult than the teacher.&amp;nbsp; I 
haven't figured out how many are volunteers and how many are staff, but 
the impact on the climate of the school is quite notable.&lt;br /&gt;
&lt;br /&gt;
2) The building is filled with color.&amp;nbsp; Most newer high schools I've 
visited are colorful places as well.&amp;nbsp; My high school has several 
additions that feature natural lighting and lighter colors, but the 
older wings are still quite dark and cavernous.&amp;nbsp; It is easy to 
underestimate the impact that environment has on attitude and behavior 
and I would like to see even older facilities kept up to better reflect 
this.&lt;br /&gt;
&lt;br /&gt;
3) The building is filled with sound but not noise.&amp;nbsp; I rarely passed a 
classroom without some sort of interaction going on.&amp;nbsp; Students have so 
much opportunity to interact.&amp;nbsp; This can quickly turn into non-productive
 chatter, but having so many available adults helps keep the activity 
directed.&amp;nbsp; For the most part, teachers seem to work with this sound 
without letting it reach the level of distraction.&lt;br /&gt;
&lt;br /&gt;
4) The building is filled with students working actively.&amp;nbsp; Whether 
moving about in the hallway, or quietly producing something at their 
tables (not desks, I noticed very few desks at the school) students were
 continually engaged in learning.&amp;nbsp; My first day at the school I 
witnessed one class working on paintings of leprechauns and rainbows. 
(It was close to St. Patrick's Day).&amp;nbsp; It was a nice activity, but when 
the teacher reinforced the pattern of colors in the rainbow using ROY G 
BIV, I knew this was more than just a fun holiday exercise.&lt;br /&gt;
&lt;br /&gt;
If I have the opportunity next year I plan to continue this involvement 
with elementary school, hopefully playing a more active role myself in 
the classrooms with my students.&amp;nbsp; It has been an excellent professional 
development opportunity for me.&amp;nbsp; Perhaps greater interaction among 
teachers actively engaged in the work of instructing students could 
serve all educators better if the time and opportunities existed.
&lt;/div&gt;
</description><thr:total xmlns:thr="http://purl.org/syndication/thread/1.0">0</thr:total></item><item><title>Is there a "Virulent Left-Wing" Bias in Education?</title><link>http://weareteacher.blogspot.com/2011/09/is-there-virulent-left-wing-bias-in.html</link><author>noreply@blogger.com (Sepeda ��)</author><pubDate>Thu, 8 Sep 2011 23:10:00 -0700</pubDate><guid isPermaLink="false">tag:blogger.com,1999:blog-3311661884189477798.post-1990335974962917403</guid><description>


[Cross-posted from &lt;a href="http://technopaideia.blogspot.com/2010/11/is-there-virulent-left-wing-bias-in.html"&gt;Technopaideia&lt;/a&gt;]&lt;br /&gt;
&lt;blockquote&gt;
&lt;div class="MsoNormal"&gt;
&lt;i&gt;It's no secret that the people who control public schools are at war  with our nation's history, culture and achievements.&lt;/i&gt; - Phyllis Schlafly&lt;/div&gt;
&lt;/blockquote&gt;
&lt;div class="MsoNormal" style="text-align: justify;"&gt;
I’ve
  recently become interested [again] in the question of whether an  
allegedly liberal bias in educators and academics has had a large impact
  on American schools and…through them…on the beliefs of Americans at  
large.The question has come up most recently because of something my Dad
  wrote in a comment on a &lt;a href="http://www.facebook.com/home.php#%21/craig.cunningham/posts/137520132963691"&gt;discussion &lt;/a&gt;I
  was having with a couple of my (professor) colleagues on Facebook.&amp;nbsp; We
  were talking about the ways in which Kant's philosophy of education  
(especially his optimism about progress through education) reflected a  
modern viewpoint, and that that viewpoint had faded with the rise of  
post-modernism. A colleague asked me if I blamed "po-mo," and I said  
that I didn't, but instead blamed the reaction to po-mo, and then  
another asked if Kant could be called "pre-po-mo," or if that was  
reducible to "mo."&amp;nbsp;&amp;nbsp;&lt;/div&gt;
&lt;div class="MsoNormal" style="text-align: justify;"&gt;
&lt;br /&gt;
&lt;/div&gt;
&lt;div class="MsoNormal" style="text-align: justify;"&gt;
In  any case, we were playing with some of 
the common tropes in academia.  My Dad (with whom I've had a number of 
heated discussions about politics  on Facebook and elsewhere), wrote: &amp;nbsp;&lt;/div&gt;
&lt;blockquote&gt;
&lt;div class="MsoNormal"&gt;
&lt;span data-jsid="text"&gt;NOW I know what we conservatives are up against. Thanks guys for enlightening me.&lt;/span&gt; &lt;/div&gt;
&lt;/blockquote&gt;
&lt;div class="MsoNormal" style="text-align: justify;"&gt;
One of my colleagues asked him what he meant by that, and he wrote:&lt;/div&gt;
&lt;blockquote&gt;
&lt;span data-jsid="text"&gt;&lt;span class="text_exposed_show"&gt;It's not just Big  Government, Pubic programs and Tax and Spend that makes the liberal  tic. That's just the symptoms. &lt;b&gt;It
  goes to a deep seeded need to make  mankind better and socially equal 
 and they feel that they know better  than the public in general what's 
 best for them.&lt;/b&gt;&lt;br /&gt;
&lt;br /&gt;
It all boils  down to an ideology. You guys will never see my arguments 
 as having any  worth to the discussions. I'm trying not to lower myself
  to name calling  but you guys consider yourself to be the elite, the  
educated ones that  knows best. &lt;b&gt;You talk about what you've learned  
and read and have been  lead to believe that there is no alternative to 
 your philosophies in  education and to life in general.&lt;/b&gt;&lt;br /&gt;
&lt;br /&gt;
No, there is no sinister plot  by the Liberal. &lt;b&gt;You truly believe that
  what you know is the only way. On  your side you have most of  
academics, Hollywood, the media and the  Democrats.&lt;/b&gt; There's a new meaning, for me, about what a &lt;b&gt;liberal education  really is&lt;/b&gt;. &lt;b&gt;With each generation of graduates, you're getting exactly  what you want in our children. They will think the same as you do.&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/blockquote&gt;
Now,
  there's a lot in my Dad's comment that serves as food for thought.&amp;nbsp; 
For  example, I'm not sure why he believes that me and these particular 
 colleagues think alike (I don't think we do think &lt;i&gt;completely&lt;/i&gt;  
alike, although we are all education professors with a strong interest  
in furthering our own understanding of the history of ideas and culture 
 in general, and we all know what "po-mo" refers to. Well, okay, I'll  
admit it, these two colleagues and I are all Democrats).&amp;nbsp; For another, I
  don't know why we're more guilty of believing that what we know is the
  "only way" than any, say, group of Sarah Palin fans (of which my Dad 
is  one).&amp;nbsp; For a third, I don't really think that a deep-seated desire 
to  make mankind better is the same as thinking we know better than the 
 public in general what's good for them. (Although it's interesting to  
contemplate the obverse of this statement...do conservatives think they 
 know better than the general public that has been allegedly brainwashed
  by liberals in the educational system? Maybe only when conservatives  
lose elections to liberals?!?...but I digress.) Those questions aren't  
what I'd like to address here.&lt;br /&gt;
&lt;br /&gt;
Instead, I'm intrigued  by this idea that we academics (educators, 
teachers) are somehow  "getting what we want in our children" and that 
"what we want" is that  they think "the same" as we do.&amp;nbsp; This is quite 
an interesting claim, to  me.&amp;nbsp; It seems to imply not only that "we" all 
think alike and that "we"  all have the same desire to produce graduates
 who think in the same way  as "we" do, but it also suggests that we're 
pretty successful in getting  our graduates to think like us.&amp;nbsp; And since
 we have "Hollywood, the  media, and the Democrats" on our side, we 
don't even have to be  especially effective at &lt;i&gt;schooling&lt;/i&gt; the kids in the liberal ideology...we can rely on the culture at large to aid and abet our conspiracy.&lt;br /&gt;
&lt;br /&gt;
Once  you look around on the Internets, my Dad's notions here about a 
liberal  conspiracy that includes the schools don't seem unusual.&amp;nbsp; In 
fact, it  seems to be a pretty common belief.&amp;nbsp; Here are just a few 
examples I  found in just a few minutes:&lt;br /&gt;
&lt;br /&gt;
1. In an &lt;a href="http://washingtonindependent.com/102756/climate-skeptics-sweep-into-congress-but-lack-traction-among-young-americans"&gt;article &lt;/a&gt;about
  the political realities of climate change given the recent elections, 
 it was stated that young people are more likely to believe in global  
warming than older people are.&amp;nbsp; The article included this paragraph:&lt;br /&gt;
&lt;blockquote&gt;
Anthony Watts, a prominent climate skeptic who runs the popular and controversial site “&lt;a href="http://wattsupwiththat.com/"&gt;Watts Up With That&lt;/a&gt;,”
    blamed the “liberal” education system for the lack of young climate 
   skeptics. “I suppose such a group would be unlikely because &lt;b&gt;our children   are conditioned by textbooks and a generally liberal education process&lt;/b&gt;   to believe in the [man-made global warming] premise as factual and   without question,” he said.&lt;/blockquote&gt;
The
  article went on to address the fact that the older people are, the 
less  likely they are to believe in man-made climate change or in the 
need  for drastic governmental efforts to avoid a catastrophe.&amp;nbsp; It's  
interesting that one of the theories offered as to why people seem to  
change their minds about this as they get older is that they come to  
understand the economic costs of seriously addressing the issue, and are
  less willing to pay those costs.&amp;nbsp; They're also supposedly less  
alarmist...probably having survived more "the sky is falling" situations
  in their lives...being a bit jaded, perhaps.&amp;nbsp; But the fact that older 
 people tend to understand the costs of addressing climate change  
doesn't--it seems to me--explain why they also don't think these efforts
  should be made...but I guess I underestimate the degree to which 
people  vote their pocketbooks on things like this.&lt;br /&gt;
&lt;br /&gt;
Watt's  view that young people today have been "conditioned by textbooks
 and a  generally liberal education process" is the core of what I'm 
addressing  here.&amp;nbsp; The implication, of course, is that this has gotten 
worse in  recent years...thus explaining why young people today are more
 likely to  believe a "liberal" point of view (their elders went to 
school before  this bias took hold, perhaps?). &lt;br /&gt;
&lt;br /&gt;
&amp;nbsp;2. In an &lt;a href="http://www.washingtontimes.com/news/2010/apr/16/liberal-bias-has-tainted-schools/"&gt;opinion piece&lt;/a&gt; in the Washington Times in April of this year, Deborah Simmons wrote:&lt;br /&gt;
&lt;blockquote&gt;
&lt;b&gt;Academia [is] leading young minds in a direction that [will] come to  affect every aspect of American tradition and policy. &lt;/b&gt;Pity
  the enemies  of liberalism and our children because, well, here we 
are.  Same-sex marriage laws are sweeping the states. So-called medical 
  marijuana laws are, too. The public option almost made it into the   
health care reform bill, and union demands mean weak-kneed politicians  
 and lawmakers are turning their backs on fiscal conservatism in favor 
of   continuing failed one-size-fits-all education policies. That's the 
  short list. &lt;/blockquote&gt;
(Of course, this kind of talk (that our  
liberal education system is leading the American people to vote in  
certain ways is...well...only really salient after elections which  
result in the election of more liberal politicians.&amp;nbsp; So, after the 2008 
 elections, the liberal bias of schools seemed particular strong.&amp;nbsp; After
  the 2010 elections?&amp;nbsp; Not so much.)&lt;br /&gt;
&lt;br /&gt;
Simmons goes on to talk about an interview she conducted with &lt;a href="http://en.wikipedia.org/wiki/David_Horowitz"&gt;David Horowitz&lt;/a&gt;:&lt;br /&gt;
&lt;blockquote&gt;
Mr. Horowitz talked about how "&lt;b&gt;deliberate liberal bias" has ruined  America's schools&lt;/b&gt;.
  Teachers unions, he said, are the root of the  problem. "They don't  
want another voice in the room," Mr. Horowitz said. "The  teacher unions
  and the Democratic Party have a monopoly on the public  school 
systems.  ... Teachers get paid for showing up. No one in the  world 
gets paid  for showing up." And, he continued, "the kids fail and  
there's no  incentive to teach." "Teachers," Mr. Horowitz said, "are 
overpaid and  underworked, and  protected ... by the Democratic Party," 
and unionized  teachers will  "fight with their last breath." &lt;/blockquote&gt;
Teacher
  bashing and complaining about the liberal bias in curriculum and  
content seem to go hand in hand.&amp;nbsp; This begins to explain why many on the
  right prefer to have schools run by corporations...through  
charters...most of which aren't unionized.&amp;nbsp; By reconfiguring schools so 
 that teachers must &lt;i&gt;teach&lt;/i&gt; instead of sitting around--the 
reasoning  goes--the schools will be less likely to brainwash the 
kids...right?&amp;nbsp;  (I'm not sure I get this...the teachers don't work 
hard...so they  effectively brainwash the kids? If they worked 
harder...they would  brainwash less? Clearly, there's a view here of 
what the "real work" of  teachers ought to be.&amp;nbsp; More on this later.&amp;nbsp; But
 first, let's go on.)&lt;br /&gt;
&lt;br /&gt;
3.  (Okay, I admit, this next one is a low-hanging fruit.) Conservative 
 activist Phyllis Schlafly wrote earlier this year on her Eagle Forum  
about the fight to revise the Texas state curriculum guidelines, titling
  her &lt;a href="http://www.eagleforum.org/column/2010/mar10/10-03-19.html"&gt;post &lt;/a&gt;"Texas
  Kicks Out Liberal Bias From Textbooks." The whole piece is really  
interesting to me, but I'll just include a few excerpts here:&lt;br /&gt;
&lt;blockquote&gt;
For years, &lt;b&gt;liberals  have imposed their revisionist 
history on our  nation's public school  students, expunging important 
facts and historic  figures while loading  the textbooks with liberal 
propaganda, distortions  and cliches.&lt;/b&gt;  It's easy to get a quick lesson in the &lt;b&gt;virulent leftwing  bias&lt;/b&gt; by checking the index and noting how textbooks treat President  Ronald &lt;a href="http://liveshots.blogs.foxnews.com/2010/03/11/president-reagan-gets-the-shaft-in-textbooks/"&gt;Reagan&lt;/a&gt;
  and Senator Joseph McCarthy.... [The link doesn't exactly prove that  
textbooks treat Reagan badly...but does cite one book that gave the  
credit for ending the Cold War to Gorbachev and not Reagan...one  
book...clearly virulent.&amp;nbsp; And the alleged expert who was cited about  
this...a not-so-liberal professor at the University of Dayton who blogs 
 about "the liars in the government-controlled media." The government  
controls the media?&amp;nbsp; But I thought it was the liberals who controlled  
the media...and that conservatives can't succeed in academia... But  
let's go on...]&lt;/blockquote&gt;
&lt;blockquote&gt;
&lt;b&gt;In most states, the  liberal 
education establishment enjoys total control  over the state's  board of
 education, department of education, and  curriculum committees.  &lt;/b&gt; Texas is different; the Texas State Board of  Education is elected, and the people (even including parents!) have a  voice. ...&lt;/blockquote&gt;
(Parents
  actually have a lot of control over schools...everywhere...as anyone  
who has spent any time at all in school board meetings know.&amp;nbsp;  
Principals, in fact, have as their primary job keeping the parents from 
 getting so upset about things at school that they begin to call school 
 board members...who control the principal's jobs. In fact, one could 
say  that increased parental control over schools has had a considerably
  stifling effect on teachers in the past few decades. But that doesn't 
 fit into the "liberal bias" storyline...and it's another story for  
another time.)&lt;br /&gt;
&lt;br /&gt;
Now that I think about it, Schlafly's editorial is worth quoting at some length:&lt;br /&gt;
&lt;blockquote&gt;
&lt;br /&gt;
After  a public outcry, the [Texas State Board of Education (SBOE)] 
responded  with common-sense  improvements.  Thomas Edison, the world's 
greatest  inventor, will be  again included in the narrative of American
  History.[Huh? What's this got to do with liberals and conservatives?]&lt;/blockquote&gt;
&lt;blockquote&gt;
&lt;b&gt;Schoolchildren
  will no longer be misled into believing that capitalism  and the free 
 market are dirty words and that America has an unjust  economic system&lt;/b&gt;.
   Instead, they will learn how the free-enterprise  system gave our  
nation and the world so much that is good for so many  people. &lt;/blockquote&gt;
&lt;blockquote&gt;
Liberals don't like the concept of American Exceptionalism.  &lt;b&gt;The  liberals want to teach what's wrong with America (masquerading under the  code word "social justice" &lt;/b&gt;[on which, more below])&lt;b&gt; instead of what's right and successful.   &lt;/b&gt;The
  SBOE voted to include describing how American Exceptionalism is based 
 on values that are unique and different from those of other nations.  
[Don't all nations think they're "unique" and "different"?&amp;nbsp; What's  
exceptional about the American beliefs in their own exceptionalism?]&lt;/blockquote&gt;
&lt;blockquote&gt;
The
  SBOE specified that teaching about the Bill of Rights should include  a
  reference to the right to keep and bear arms.  Some school curricula &lt;a href="http://www.eagleforum.org/educate/2002/mar02/focus.shtml"&gt;pretend&lt;/a&gt;&lt;span style="font-family: ARIAL,HELVETICA; font-size: xx-small;"&gt; &lt;/span&gt;the Second Amendment doesn't exist. [From the linked source: &lt;span style="font-family: inherit;"&gt;"&lt;/span&gt;&lt;span style="font-family: ARIAL,HELVETICA; font-size: xx-small;"&gt;&lt;span style="font-size: x-small;"&gt;&lt;span style="font-family: Times,&amp;quot;Times New Roman&amp;quot;,serif; font-size: x-small;"&gt;Let
  me say point blank that one of the objectives of this [federal]  
curriculum is to eliminate the Second Amendment." There's an interesting
  side story here about this so-called "federal curriculum," but again, 
 for another time.&lt;/span&gt;&lt;/span&gt;]&lt;/span&gt;&lt;/blockquote&gt;
&lt;blockquote&gt;
Texas curriculum standards will henceforth accurately &lt;a href="http://www.sfgate.com/cgi-bin/article.cgi?f=/n/a/2010/03/10/national/a000529S94.DTL"&gt;describe&lt;/a&gt;  the U.S. government as a "constitutional republic" rather than as a  democracy. [Yes, &lt;i&gt;not&lt;/i&gt;
  a democracy, really. Something to get my preservice teachers to think 
 more about!]  The secularists tried to remove reference to the 
religious   basis for the founding of America, but that was voted down. 
The Texas  Board rejected &lt;b&gt;the anti-Christian crowd's proposal&lt;/b&gt; to 
 eliminate  the use of B.C. and A.D. for historic dates, as in Before  
Christ and  Anno Domini, and replace them with B.C.E., as in Before the 
 Common Era,  and C.E.   &lt;/blockquote&gt;
&lt;blockquote&gt;
The &lt;b&gt;deceptive claim that the United States was founded on a "separation  of church and state"&lt;/b&gt;
  gets the ax, and rightfully so.  In fact, most of  the original  
thirteen colonies were founded as Christian communities  with much  
overlap between church and state. &lt;/blockquote&gt;
&lt;blockquote&gt;
History textbooks that deal with Joseph McCarthy will now be &lt;a href="http://www.nytimes.com/2010/03/13/education/13texas.html"&gt;required&lt;/a&gt;  to explain "how the later release of the Venona papers &lt;b&gt;confirmed  suspicions of Communist infiltration&lt;/b&gt;
  in U.S. government."  The Venona  papers are authentic transcripts of 
 some 3,000 messages between the  Soviet Union and its secret agents in 
 the United States. &lt;/blockquote&gt;
And, finally:&lt;br /&gt;
&lt;blockquote&gt;
&lt;b&gt;It's no secret that the people who control public schools are at war  with our nation's history, culture and achievements.&lt;/b&gt;
   Since taxpayers  foot the bill, it is long overdue for a state board 
 of education to  correct many textbooks myths and lies about our  
magnificent national  heritage and achievements. &lt;/blockquote&gt;
(Whew!  
"At war with our nation's achievements"! Damn, those "people who  
control public schools" must be a virulent, biased, even nefarious  
bunch! Who are those people, again?) But let's go on:&lt;br /&gt;
&lt;br /&gt;
4.  Here's some excerpts from a blog produced by Intellectual Takeout  
(ITO), "a non-partisan, educational 501(c)(3)  institution [whose]  
vision is to become a national leader in  educating and mobilizing  
conservatives, libertarians, independents, and  progressives [?!?] in  
order to play a pivotal role in expanding individual and  economic  
freedoms while reducing the size and scope of government."&lt;br /&gt;
&lt;blockquote&gt;
&lt;br /&gt;
According to many studies [not cited; see below], &lt;b&gt;bias in academia more often than not is &lt;i&gt;liberal&lt;/i&gt;&lt;/b&gt;
  bias. Many professors and students admit to possessing liberal  
ideologies or Democratic voting tendencies. It is natural and right for 
 liberal students and professors to freely express their liberal  
philosophies, but is it right for liberal professors to continually  
advance their ideas in the classroom while squelching all other  
opinions? No. &lt;/blockquote&gt;
&lt;blockquote&gt;
As many of the pieces in this section suggest, &lt;b&gt;universities are the breeding grounds&lt;/b&gt;
  for a variety of ideas and thought processes. Students who attend  
American colleges and universities should be able to gain a well-rounded
  view of their country, its founding principles, and the ideas – from  
all points on the political spectrum – that continue to shape and mold  
its future. &lt;b&gt;Unfortunately&lt;/b&gt;, &lt;b&gt;today’s colleges have drifted away from these ideals and become bastions of liberal thought and activism. &lt;/b&gt;&lt;/blockquote&gt;
I dug a little deeper into Intellectual Takeout, which &lt;a href="http://www.intellectualtakeout.org/library"&gt;organizes &lt;/a&gt;their
  "information similarly to most university course offerings," by 
topics.  I was curious that one of the topics under "Education" was 
"Colleges of  Education."&amp;nbsp; "Hmmm....I thought...this should be 
interesting..." And so  it is.&lt;br /&gt;
&lt;br /&gt;
There are two sub-topics under Colleges of Education. One is about teacher certification, and the other is called "&lt;a href="http://www.intellectualtakeout.org/library/social-sciences/education/colleges-education/education-and-social-justice"&gt;Education and Social Justice&lt;/a&gt;."
  This phrase "social justice," which seems on its face to be a  
nonpartisan ideal (who is against justice in society?), appears again  
and again in writings that claim an alleged left-wing bias in schools.  
(It's also become one of my Dad's favorite phrases when describing the  
conspiracy toward a New World Order that me, Obama, and our liberal  
friends are working toward.) The article in Intellectual Takeout  
explains the phrase's significance:&lt;br /&gt;
&lt;blockquote&gt;
As has been mentioned numerous times before, the American education system has undergone major changes in the past fifty years &lt;b&gt;as the principles of teacher-directed education have gradually given way to student-centered learning philosophies&lt;/b&gt;.
  [The history of progressive education is certainly an interesting  
one...but this quick summary seems a bit...simplistic to me.&amp;nbsp;  
Anyway....] Although seemingly recent, the changes that have occurred in
  the classroom were actually initiated many years before in the  
classrooms of education schools. [Okay...progressive educational ideas  
certainly achieved a sort of critical mass...say...in the 1940s. So this
  makes a bit of sense.] The training that occurs in these education  
schools has a great influence on the social, cultural, and intellectual 
 path that a nation will choose, and due to this fact, &lt;b&gt;it is important to understand what exactly our nation’s education schools are instilling in the minds of our future teachers.&lt;/b&gt;
  The “latest and greatest” education philosophy that education schools 
 are pushing is the central focus of this library section: social 
justice  education.&lt;/blockquote&gt;
This is truly interesting.&amp;nbsp; Now comes a bit of a doozy:&amp;nbsp; &lt;br /&gt;
&lt;blockquote&gt;
&lt;i&gt;Social justice education is also commonly referred to as “critical pedagogy.” &lt;/i&gt;[Oh boy!] &lt;b&gt;Although
  its ambiguous titles suggest virtuous American ideals such as truth 
and  justice, its core principles revolve around a pervasive Marxist  
ideology. &lt;/b&gt;Championed by men such as Paulo Freire, Henry Giroux, and 
 William Ayers, critical pedagogy seeks to turn students into activists 
 with an anti-capitalist mindset. &lt;b&gt;Education schools are increasingly 
 promoting this idea among their students by encouraging them to reject 
 their “privileged” status, recognize their own racial biases, and focus
  on the “oppressed” facets of society. &lt;/b&gt;Today’s elementary and  
secondary classrooms are beginning to reflect these ideologies. As a  
result, American schools are slowly moving away from &lt;b&gt;their old purpose of instilling academic skills and factual knowledge in children&lt;/b&gt; and toward a &lt;b&gt;lopsided political indoctrination&lt;/b&gt;.&lt;/blockquote&gt;
Wow!
  This is beginning to get a little personal.&amp;nbsp; I work in a college of  
education. One of my occasional duties is to teach courses in the&amp;nbsp;  
history and philosophy of American education...to preservice teachers  
(those who are just getting their teaching credentials). The course that
  I most often teach in that area is called "Social Justice Perspectives
  on the History and Philosophy of American Education."&amp;nbsp; (Yes, it is!)&amp;nbsp; 
 Here's the catalog description: &lt;br /&gt;
&lt;table border="0" style="margin-left: 0px; margin-right: 0px; text-align: left;"&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td&gt;&lt;br /&gt;
&lt;/td&gt;&lt;td&gt;&lt;b&gt;FND 510:&amp;nbsp; Social Justice Perspectives on the History and Philosophy of American Education (for M.A.T. students)&lt;/b&gt;&lt;/td&gt; &lt;/tr&gt;
&lt;tr&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
&lt;table border="0" style="margin-left: 0px; margin-right: 0px; text-align: left;"&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
&lt;blockquote&gt;
&lt;blockquote&gt;
This course critically  examines
 the social, cultural,  political, and economic forces, and the  
philosophies of education that  have influenced policy, laws, school  
structure, and practices throughout  the history of American education. 
 Issues addressed include ability and  disability, race, ethnicity,  
gender, and class. Students lay the  foundation for the development of a
  personal philosophy of education and  reflectively examine issues of  
education from legal and social justice  perspectives. This course  
includes a field project requiring at least 15  hours of work outside of
  class. 3 semester hours&lt;/blockquote&gt;
&lt;/blockquote&gt;
&lt;table border="0" style="margin-left: 0px; margin-right: 0px; text-align: left;"&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;tbody&gt;&lt;/tbody&gt;&lt;/table&gt;
Notice the key phrase "critically examines..."&amp;nbsp; On the very face of it, this seems to confirm ITO's view.&lt;br /&gt;
&lt;br /&gt;
What's more, the National College of Education's conceptual framework includes the following:&lt;br /&gt;
&lt;blockquote&gt;
&lt;br /&gt;
&lt;div class="MsoNormal"&gt;
NCE Faculty and candidates &lt;b&gt;&lt;i&gt;use scholarly habits of mind and methods of inquiry in order to affect P-12 student learning by:&lt;/i&gt;&lt;/b&gt;&lt;/div&gt;
&lt;ul style="margin-top: 0in;" type="disc"&gt;
&lt;li class="MsoNormal"&gt;Envisioning,      articulating, and modeling &lt;b&gt;democratic and progressive education&lt;/b&gt; &lt;/li&gt;
&lt;li class="MsoNormal"&gt;...&amp;nbsp;&lt;/li&gt;
&lt;li class="MsoNormal"&gt;...&lt;/li&gt;
&lt;li class="MsoNormal"&gt;Advocating      for &lt;b&gt;democratic values, equity, access and resources&lt;/b&gt; to assure educational success      for all &lt;/li&gt;
&lt;/ul&gt;
&lt;/blockquote&gt;
I think this is what &lt;i&gt;we&lt;/i&gt;  faculty members in the
 National College of Education at National-Louis  University mean by 
"social justice."&amp;nbsp; Social justice, to me, and to my  colleagues, means 
working for a society that is democratic...where every  child has access
 to a quality education.&amp;nbsp; This means paying attention  to the social, 
political, and economic conditions that affect the  quality of schools 
and that impact the experience that children have in  school. It 
involves attention to what has come to be known as  
"culturally-relevant" pedagogy...which suggests that teachers must be  
sensitive to the values, traditions, and perspectives of the families  
that children come from, and the effects that prior experiences have on 
 their experiences in school. (&lt;a href="http://en.wikipedia.org/wiki/Culturally_relevant_teaching"&gt;Click here&lt;/a&gt; for more on this approach.)&lt;br /&gt;
&lt;br /&gt;
The thing is, none of this suggests that what we &lt;i&gt;want&lt;/i&gt;  is to 
create teachers well-versed in what has been called "critical  
pedagogy." Rather, our goal is helping new teachers to understand the  
broader social forces that pertain to their work in classrooms with  
particular children, so that they can be more effective teachers.  
(Although, we must admit, colleges of education aren't necessarily doing
  a great job with this; &lt;a href="http://www.home60515.com/9.html"&gt;see here&lt;/a&gt;
  for one take on how poor they are.) We faculty members also want our  
teacher-graduates to be true professionals who use their understanding  
of history, sociology, and cultural psychology to further the profession
  and increase the effectiveness of schools and of the American  
educational system in general.&amp;nbsp; We most definitely &lt;i&gt;don't&lt;/i&gt; believe that teachers should just &lt;a href="http://www.themoralliberal.com/2010/10/15/do-american-history-teachers-value-feelings-over-knowledge/"&gt;&lt;i&gt;teach academic skills and factual knowledge&lt;/i&gt;&lt;/a&gt;...we
  expect them to know and care about the larger context of schooling and
  about the daily lives of their students, now and in the future. 
Thinking  critically about education means knowing that &lt;i&gt;education&lt;/i&gt;
 requires  more than just getting the kids to be effective in 
computation and  decoding and memorization...and, more importantly, it 
means more than  just teaching lower-income kids to follow orders and 
upper-income kids  to be creative and problem-solve. (Which is what 
tends to happen in  schools; see &lt;a href="http://cuip.uchicago.edu/%7Ecac/nlu/fnd504/anyon.htm"&gt;Anyon, 1980&lt;/a&gt;) &lt;br /&gt;
&lt;br /&gt;
Certainly &lt;i&gt;some&lt;/i&gt;  of us do talk about critical pedagogy in some 
contexts. Personally, I  don't think you can teach a course in the 
history and philosophy of  education without some attention to thinkers 
who are considered  left-wing. Some of us even assign readings, in some 
contexts, from  Freire, Giroux, and Ayers (and...gasp!...even John 
Dewey!).&amp;nbsp; But we also  assign readings from John Locke, Thomas 
Jefferson, Horace Mann, James  Conant, and Diane Ravitch, the books of 
which do &lt;i&gt;not&lt;/i&gt; appear on the list of the "Ten Most Harmful Books of the 19th and 20th Centuries" (&lt;a href="http://www.humanevents.com/article.php?id=7591"&gt;Dewey's &lt;i&gt;Democracy and Education&lt;/i&gt;&lt;/a&gt; does, though.) John Locke's &lt;i&gt;Two Treatises of Government&lt;/i&gt; even appears on the &lt;a href="http://geekpolitics.com/ultimate-list-of-conservative-must-read-books/"&gt;Ultimate List of Conservative Must-Read Books&lt;/a&gt;. He's no "critical pedagogue," as anyone who has compared his &lt;i&gt;Some Thoughts Concerning Education&lt;/i&gt; to Rousseau's &lt;i&gt;Emile &lt;/i&gt;(for
  example) can attest.&amp;nbsp; Actually, I think most teachers of the history  
and philosophy of education in colleges of education are pretty  
balanced, overall, because...&lt;br /&gt;
&lt;br /&gt;
...um...&lt;br /&gt;
&lt;br /&gt;
...well, because in many of our courses (especially those in the Foundations of Education), we're trying to get our students &lt;i&gt;to think&lt;/i&gt;. That's right:&amp;nbsp; to think. &lt;br /&gt;
&lt;br /&gt;
"But  what does "to think" mean?" you ask. "What does having prospective
  teachers read left-wing ideologues like Freire or Dewey or Rousseau 
have  to do with teaching them to think? Even presenting these thinkers 
as if  they are &lt;i&gt;worth&lt;/i&gt; reading is introducing a bias right there, is it not?"&lt;br /&gt;
&lt;br /&gt;
Hmmmm....soooo...let's see: having them read Locke or Jefferson &lt;i&gt;isn't&lt;/i&gt; introducing bias?&amp;nbsp; Or..are you saying...it's okay to introduce &lt;i&gt;certain &lt;/i&gt;kinds of bias? Or are these thinkers &lt;i&gt;not&lt;/i&gt; biased? Some of the other readings I assign my students &lt;i&gt;are &lt;/i&gt;clearly
  biased toward the right: articles by people like William Bennett and  
Chester Finn, who are known Republicans...and such documents as "A  
Nation At Risk," a report issued while Reagan was president.)&amp;nbsp; The goal 
 is to help students to understand the wide range of perspectives on  
educational topics...not to indoctrinate them to think a particular way!&lt;br /&gt;
&lt;br /&gt;
But  as I'm writing this, I'm having an internal conversation that is  
flowing more rapidly than I'm able to write.&amp;nbsp; I'm thinking about what I 
 consider to be the purposes of education, of what it means to be  
educated...of what it means to be a thinker.&lt;br /&gt;
&lt;br /&gt;
And yes,  in my conception of an educated person is....a willingness to 
read the  works of people across the political spectrum, and a 
willingness to  think about the variety of perspectives that exist, and a
 willingness to  accept that each of these perspectives offers something
 important  philosophically, historically, and educationally...and that 
the only way  a reader can understand a reading is to understand that &lt;i&gt;any&lt;/i&gt;
  reading reflects the values, experiences, social positions,  
and...yes...biases of its author.&amp;nbsp; This is what is meant by critical  
thinking: gaining the capacity to critique without merely  
condemning...to understand without condoning...to compare and contrast  
and contextualize while coming gradually to one's own conclusions...in  
short, to &lt;i&gt;think&lt;/i&gt; for oneself.&lt;br /&gt;
&lt;blockquote&gt;
&lt;b&gt;Critical thinking&lt;/b&gt;, in its broadest sense has been described as "purposeful reflective judgment concerning what to believe or what to do." (&lt;a href="http://en.wikipedia.org/wiki/Critical_thinking"&gt;source&lt;/a&gt;)&lt;/blockquote&gt;
&lt;br /&gt;
"But wait! Then you &lt;i&gt;do&lt;/i&gt;  have a bias," you're thinking.&amp;nbsp; "Your 
bias is that multiple  perspectives need to be encountered, understood, 
digested, and then  synthesized in the forming of one's own viewpoint.&amp;nbsp; 
Your bias is that  education is about teaching each person to think for 
him or  herself...rather than to merely accept the values and 
perspectives of a  particular group (their parents, their peers, their 
community, the  government, those in business, multinational 
corporations). In other  words, you &lt;i&gt;are trying to indoctrinate teachers into the view that getting their students to think for themselves is a worthy goal!"&lt;/i&gt;&lt;br /&gt;
&lt;br /&gt;
Um, yes: guilty as charged.&lt;br /&gt;
&lt;br /&gt;
&lt;i&gt; &lt;/i&gt;&lt;br /&gt;
&lt;i&gt;"So you would rather have a young person form their own political beliefs than just vote the way their parents want them to?"&amp;nbsp; &lt;/i&gt;Yes.&lt;br /&gt;
&lt;br /&gt;
&lt;i&gt;"So  you believe that all young people should be exposed to a variety
 of  values, beliefs, and perspectives in school, and that they should 
be  taught to evaluate these different perspectives critically rather 
than  unquestioningly"? &lt;/i&gt;Yes.&lt;br /&gt;
&lt;br /&gt;
"&lt;i&gt;So you believe that  there's no right or wrong...that everything is 
relative...that  capitalism is not always great...that Communists 
shouldn't be ruthlessly  investigated and "outed"...that students should
 understand why the  Constitution prohibited the establishment of 
religion...that they should  understand that the Constitution isn't 
perfect...that it allowed  slavery to continue...and didn't let women or
 poor people vote.?"&lt;/i&gt; Well...maybe.&lt;br /&gt;
&lt;br /&gt;
"&lt;i&gt;So you admit a virulent left-wing bias?!?" &lt;/i&gt;Um...if  by that you 
mean a set of values about what education consists of and  how best to 
move young people towards a broader understanding of their  world, 
...then yes, I do.&lt;br /&gt;
&lt;br /&gt;
"&lt;i&gt;And you admit that your colleagues have the same beliefs about these things that you do?" &lt;/i&gt;Well,
  for the most part, yes...we pride ourselves in our commitments to  
democratic values, as shown in our Conceptual Framework. &lt;br /&gt;
&lt;br /&gt;
"&lt;i&gt;Okay, then: case closed&lt;/i&gt;."</description><thr:total xmlns:thr="http://purl.org/syndication/thread/1.0">0</thr:total></item><item><title>Why Great Teachers Quit: And How We Might Stop the Exodus</title><link>http://weareteacher.blogspot.com/2011/09/why-great-teachers-quit-and-how-we.html</link><author>noreply@blogger.com (Sepeda ��)</author><pubDate>Thu, 8 Sep 2011 23:07:00 -0700</pubDate><guid isPermaLink="false">tag:blogger.com,1999:blog-3311661884189477798.post-590742404569696018</guid><description>&lt;div style="text-align: justify;"&gt;
If teachers, parents, school boards, administrators, community members, and lawmakers can listen to each other and work on this problem together, we can lessen the tide of teacher attrition, ultimately improving the learning and working environment in schools for everyone. (p. 156)



Those are the final words of this new book by Katy Farber. Depending on what statistics you use, we lose up to 30% of new teachers in the first three years, up to 50% in the first five. Some clearly should not have been teachers in the first place. But others bring the passion, knowledge and, at least potentially, the skill we need for all of our students. Some of those we lose early in their career are already great teachers, others are potentially so. The reasons that cost us these teachers also cost us those later in their careers, who all recognize are great.

This book can help us begin to address the problem.&amp;nbsp;&lt;/div&gt;
&lt;div style="text-align: justify;"&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style="text-align: justify;"&gt;
Katy Farber was mentoring another teacher at her school in Vermont when that teacher quit after only two years. She was stunned. Her mentee was enthusiastic, creative, and the kids loved her. Farber decided to study the issue of teacher attrition, why we lose so many so early, and in the process began hearing consistent messages from teachers across the country. This was also at a point in her own professional career that potentially represented a cross-roads for her:

    A perfect storm of difficult parents, a new principal, and a new teaching partner brought many of these issues to the forefront for me (p. xiii)



This book is something you can choose to sit down and read through, but the design makes it clear that there are other approaches you can take. After the various introductory materials, there are eight chapters, followed by a brief set of Final Thoughts by the author, a list of references, and an index. Each of the eight chapters focuses on a specific area that is a source of tension and possible disillusionment for teachers. In order, these are

1. Standardized Testing
2. Working Conditions in Today's Schools
3.&amp;nbsp;&lt;/div&gt;
&lt;div style="text-align: justify;"&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style="text-align: justify;"&gt;
Ever-Higher Expectations
4. Bureaucracy
5. Respect and Compensation
6. Parents
7. Administrators
8. School Boards

Each chapter presents a real-life scenario, drawn from Farber's contacts with teachers through conversations, posts on blogs, emails, and other forms of communication. The scenarios are followed by discussions containing thoughts from additional teachers, as well as a list of suggestions Farber describes as "practicable, applicable recommendations for administrators and teacher leaders" (p. xvi).

It is fair to say that while there is no one single reason causing teachers to leave the profession, a large number of the reasons that influence them, and which Farber explores in this book, could be generally classified as experiencing a lack of respect. That lack of respect applies to skill, knowledge, work conditions, salary, treatment by administrators, and treatment by parents.

Let's focus on working conditions for a moment. Teachers have far less flexibility for things like bodily functions and meals than do most menial workers. There are also issues with unhealthy buildings, use of toxic substances to clean. There are real issues of safety. Imagine you have a college degree. Now imagine you may have to go three hours without being able to take a bathroom break, or that you may have a lunch period as short as 15-20 minutes to yourself. That is the real world of conditions for many teachers.

Or consider this.&amp;nbsp;&lt;/div&gt;
&lt;div style="text-align: justify;"&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style="text-align: justify;"&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style="text-align: justify;"&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style="text-align: justify;"&gt;
A significant proportion of teachers, particularly at the elementary level, are female. If they are starting families, and wish to breast feed an infant, is there any provision for a teacher to express milk during the school day? Or is our solution going to be that we are going to exclude nursing mothers from being in the classroom, even though we might thereby diminish the pool of highly qualified and effective teachers?

Farber offers thoughtful comments from teachers on all the topics she covers. Because the impact of testing is perhaps the most covered of these, I will not explore the valuable material she offers on that topic. But we should not avoid exploring the related topic of ever-higher expectations. Even without the imposition of such higher expectations, responsible teachers already feel crushed by the demands on the time they have. Increasingly, the demands “are not directly related to teaching students” which as Farber notes, is often the main motivation for teachers to be in the classroom.&lt;/div&gt;
&lt;div style="text-align: justify;"&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style="text-align: justify;"&gt;
She also writes:

    This state of affairs is exhausting and dispiriting. Many teachers shared that they simply don’t have enough time to do everything that they feel they should be doing. And it is eroding their personal and professional lives. (p. 44)



The advice offered by veteran teachers is to set limits, as one experience suggests to no more than 9 hours of school-related work daily. Yet this can create conflicts for those really dedicated to their students. If, for example, I were to limit my workday to 9 hours, of which 7.5 were in school, how could I conceivably read and correct papers from the vast majority of my 192 students in order for those corrections to be part of a meaningful learning experience? Do I limit the amount of work I assign in order to keep up with it? Do I shortchange the feedback to which my students are entitled? Do I allow the responsibilities of effective teaching to consume time that should be available for things outside of my school responsibilities? None of the three choices is truly acceptable, yet in reality for many teachers such are the options from which they can choose. Choices like this are just one example of the pressures that many good teachers experience, and that can help drive them from the profession.&amp;nbsp;&lt;/div&gt;
&lt;div style="text-align: justify;"&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style="text-align: justify;"&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style="text-align: justify;"&gt;

Hopefully by now you have a sense that that book will connect you with the real experience of real teachers. The structure provides not merely their reactions, but a context from which those reactions flow, as well as material that can help ameliorate some of the problems that are contributing to our losing some of the teachers we really want to keep.

Just that justifies purchasing the book as a valuable reference tool. But that is not all one gets from this book. The final four pages of text, 153-156, are under the title of “Afterward: Final Thoughts” and these pages bring together final conclusions from the wealth of material Farber has provided. There are three sections, titled respectively, Why Teachers Teach,: To Educational Leaders, Policy Makers and Politicians; and To Teachers. In the first, Farber tells that most teachers look beyond the challenges discussed in the book.

    They tend to be idealists. They strive constantly to improve their teaching, public education, and the lives of their students. It is our responsibility as citizens, educational leaders, parents, and politicians to support them in doing so. (p. 153)



In the 2nd, directed to those who are not teachers but have a great influence on education, Farber offers 4 points, the last of which is this:

    Elevate the dialogue about public education by infusing your comments, thoughts, and ideas about education with respect for the hard work that teachers are doing in America. As you may have noticed from this book and several others like it, teaching is no easy task. Before making broad and sweeping pronouncements about education, think how your comments will forward the goals of educating children and supporting teachers. (p. 155)



Speaking as a teacher, were the public dialogue about education more respectful about teachers, we would likely be less resentful of others who do not understand the task of teaching and seek to impose “solutions” without regard to the real welfare of the students who are our primary concern.

Farber concludes with words directed towards teachers.&amp;nbsp;&lt;/div&gt;
&lt;div style="text-align: justify;"&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style="text-align: justify;"&gt;
You have already read, at the very beginning of this review, her final words. In this final portion of the book she refers to words by Jonathan Kozol about making the classroom “a better and more joyful place than when [the students] entered it” (from his Letters to a Young Teacher). Kozol also reminds us that we cannot let our concern for professional decorum overwhelm and suppress our very human need to reach out to and comfort our students. Farber concludes her quoting of Kozol with words from p. 208 of that book directed to teachers: “A battle is beginning for the soul of education, and they must be its ultimate defenders.”

Farber wants teachers to remember why we got into education, to reconnect with our beliefs, use those to fuel our energy. Or as she puts in the final sentence of her penultimate paragraph on p. 156: “Remember your core beliefs about life, learning, and teaching, and then let them guide and refresh you.”

For public education to properly serve our students and our society, we must focus on quality teachers. They are the most important in-school factor.&amp;nbsp;&lt;/div&gt;
&lt;div style="text-align: justify;"&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style="text-align: justify;"&gt;
We certainly do not want to discourage the best of them, to continue to see them leave the profession out of frustration.

This is a book by a teacher, with words of teachers, about teachers, and about the challenges they face. It can remind those of us who do teach why we do so, not only to reconnect us with our core beliefs, but also to motivate us to speak up beyond our individual classrooms on behalf of the well-being of our students and the ultimate success of public schools.

The book is also something that others concerned with education should read with care, if for no other reason that no meaningful improvement in public education can occur without a solid and continuing cadre of dedicated and committed and highly skilled teachers. Insofar as politicians, policy makers and others ignore that, they will undermine the possibilities of any meaningful reform.

We can no longer continue the ongoing loss of skilled teachers. It costs too much financially. It costs even more in lost learning and benefits to our society.

I highly recommend that anyone concerned about the future of public education read and absorb this book. That would be a good start towards turning our discussions about educational policy in directions less destructive of the core of skilled teachers we have but we are losing.&lt;/div&gt;
</description><thr:total xmlns:thr="http://purl.org/syndication/thread/1.0">0</thr:total></item><item><title>Teacher, do You not care that we are perishing?</title><link>http://weareteacher.blogspot.com/2011/09/teacher-do-you-not-care-that-we-are.html</link><author>noreply@blogger.com (Sepeda ��)</author><pubDate>Thu, 8 Sep 2011 23:04:00 -0700</pubDate><guid isPermaLink="false">tag:blogger.com,1999:blog-3311661884189477798.post-5698958023242823976</guid><description>&lt;div style="text-align: justify;"&gt;
&amp;nbsp;On the same day, when evening had come, He said to them, &lt;i&gt;"Let us cross over to the other side." Now when they had left the multitude, they took Him along in the boat as He was. And other little boats were also with Him. And a great windstorm arose, and the waves beat into the boat, so that it was already filling. But He was in the stern, asleep on a pillow. And they awoke Him and said to Him, "Teacher, do You not care that we are perishing?" Then He arose and rebuked the wind, and said to the sea, "Peace, be still!" And the great wind ceased and there was a great calm. But He said to them, "Why are you so fearful? How is it that you have no faith?" And they feared exceedingly, and said to one another, "Who can this be, that even the wind and the sea obey Him!"
&lt;/i&gt;
    -&amp;nbsp;&lt;/div&gt;
&lt;div style="text-align: justify;"&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style="text-align: justify;"&gt;
Mark 4:35-41&amp;nbsp;&lt;/div&gt;
&lt;div style="text-align: justify;"&gt;
In the past couple of readings, Jesus has been introducing us to Parables, and using them to teach about the Kingdom. First, He told the parable of the Sower (in Monday's reading). Then yesterday we read three more parables about the Kingdom and its growth, how it works, and how so much depends on how we hear. See To what shall we liken the kingdom of God? The lampstand, the harvest, the mustard seed.

On the same day, when evening had come, He said to them, "Let us cross over to the other side." Now when they had left the multitude, they took Him along in the boat as He was. And other little boats were also with Him. And a great windstorm arose, and the waves beat into the boat, so that it was already filling. But He was in the stern, asleep on a pillow. It's interesting how Mark's Gospel will give us these glimpses of the days in the life of Jesus. Between His ministry work, and all the fame He has garnered, He travels over to the other side of the Sea of Galilee. We know that there was such a crowd gathered where He preached at the sea (telling the parables in the previous two readings, mentioned above), that He had to stand in a boat and teach. So they set off, and they are also accompanied with little boats of those who wish to follow Him. Despite the windstorm, Jesus is taking time to rest. We read often of His time out for prayer, which always occurs before great decisions, and also rests and renews Him. Here, He sleeps. The disciples do their best to follow as He teaches them -- and now He commands to go to the other side. But here the forces of nature seem to beat against them, while Jesus sleeps.

And they awoke Him and said to Him, "Teacher, do You not care that we are perishing?" It's as if they are exerting all kinds of effort for this ministry, there is tremendous effort, and the waves are filling the boat. They ask Jesus, "Don't you even care that we are perishing?" Does He care about them, is He concerned? They feel they are about to drown! How many times do we feel this kind of anxiety about something we undergo in our lives -- even, and sometimes most especially, in the context of faith? Even Jesus will pray on the Cross from Psalm 22 the words of seeming abandonment (but in the context of the psalm, one reads of faith).

Then He arose and rebuked the wind, and said to the sea, "Peace, be still!" And the great wind ceased and there was a great calm. But He said to them, "Why are you so fearful? How is it that you have no faith?" And they feared exceedingly, and said to one another, "Who can this be, that even the wind and the sea obey Him!" My study bible points out that the same Greek word (phimoce) that Jesus uses to tell the storm to "be still" is the word used for telling the demons to "be quiet" in chapter 1. Its root is from the word for "muzzle." So we can view this storm as part of all the things that seem to conspire to knock us off the road of faith, to fill us with terror and fear about going forward. Jesus actually uses a word that expresses the loss of gumption, a fear that produces cowardice. It also teaches us, of course, about Jesus' power even over nature, another attribute of His divinity. But the important words to us here are those that emphasize faith. Even so, we observe, the disciples then fear Him after He rebukes the storm! But this word for fear is one that is also used to invoke reverence and awe -- and involves an encounter with the power of the divine at work, something beyond the "worldly."

So, in some sense, when we encounter life's hazards on the journey of faith, we make a choice. What do we reverence most? Where is our faith? The storm bears a similarity to the demons (from chapter 1) in this sense -- what is it we choose to put our faith in? It is the courage of faith that can give us strength to go forward when we feel threatened in some way; it is faith that can give us courage to face life when we are asked to go forward into new and unknown places. We are reminded that Jesus also taught, when He proclaimed the great value each disciple had for God, "Do not fear those who kill the body but cannot kill the soul. But rather fear Him who is able to destroy both soul and body in hell" (Matthew 10:28). We make a choice what we will reverence in our lives; what we put our faith into most. Does He not care? The answer is clear: yes, ultimately, absolutely. But He asks us to go forward with His courage, His strength, His faith. And so, we do.&lt;/div&gt;
</description><thr:total xmlns:thr="http://purl.org/syndication/thread/1.0">0</thr:total></item><item><title>Software Education Genius Maker</title><link>http://weareteacher.blogspot.com/2011/08/software-education-genius-maker.html</link><category>Education Software</category><author>noreply@blogger.com (Sepeda ��)</author><pubDate>Fri, 5 Aug 2011 13:57:00 -0700</pubDate><guid isPermaLink="false">tag:blogger.com,1999:blog-3311661884189477798.post-5088539791034327329</guid><description>&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgFvGmxfmKMBIoQg4jtqc1D5bY5gz2h8rd2hOX4oEvlKujrbXk6d15fKE0WGPjDn875fxE0M3z5Obo2xol54bXKjbShsL0hznYUgCVhpsLP-70dW-W0BzDcgOrudj3cASeJJ75wDtJn-5Fw/s1600/Education+software.JPG"&gt;&lt;img style="float:left; margin:0 10px 10px 0;cursor:pointer; cursor:hand;width: 320px; height: 240px;" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgFvGmxfmKMBIoQg4jtqc1D5bY5gz2h8rd2hOX4oEvlKujrbXk6d15fKE0WGPjDn875fxE0M3z5Obo2xol54bXKjbShsL0hznYUgCVhpsLP-70dW-W0BzDcgOrudj3cASeJJ75wDtJn-5Fw/s320/Education+software.JPG" alt="" id="BLOGGER_PHOTO_ID_5637480939710877442" border="0" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;div style="text-align: justify;"&gt;&lt;span style="font-style: italic; font-weight: bold;"&gt;Software &lt;/span&gt;to complement to your child who wants to learn math with this software and you can not learn to teach him this software alone but complete mathematical formula by studying the physics and chemistry, but this software there are free and some pay alias registration you are looking for a free, Fair is free, this software helps you learn &lt;span style="font-style: italic; font-weight: bold;"&gt;Math&lt;/span&gt; and very easy to use it you simply fill how many numbers have been provided. You can learn it quickly, complete and free. This software is provided for those who want to download it for free too, please go to here for more :&lt;br /&gt;&lt;br /&gt;&lt;a href="http://www.goldenkstar.com/GeniusMakerFree.exe"&gt;&lt;span style="font-weight: bold; font-style: italic;"&gt;Software Education Genius Maker&lt;/span&gt;&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;For more Software, you can look here :&lt;br /&gt;&lt;h2 class="post-title entry-title"&gt;&lt;a href="http://weareteacher.blogspot.com/2011/08/download-education-software-microsoft.html" title="Download Education Software - Microsoft Biology Foundation 2.0 Beta 1"&gt;Biology Foundation 2.0 Beta 1&lt;/a&gt; &lt;/h2&gt;  &lt;div class="post-body entry-content"&gt;   &lt;div id="summary4996577907452613686"&gt;&lt;span style="float:left; padding:0px 10px 5px 0px;"&gt;&lt;img src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjhORDq5zcAhEIzMAY2pj62CpwbLIlPFRnGwsFaI0RYz09nmqkcd2ZBEavLC3NKmlubOkiNE7z3b6doGUBoEWaNa15TnumVB9G7HyExBS3nK7ubcrmCuI8KA8mix0jKtEvjNi5M4hwO9GBS/s320/biologi.jpg" height="100px" width="125px" /&gt;&lt;/span&gt;&lt;div&gt;One  of the subjects in elementary, junior high and high school subjects are  biology, these lessons on living creatures and the natural  surroundings. This lesson is very important for students to broaden the  environmental and development of living things. In this article , we can  Download Education Software....&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;span class="rmlink" style="float:right"&gt;&lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;span class="date-header"&gt;&lt;/span&gt; &lt;a name="3996331906184377640"&gt;&lt;/a&gt; &lt;div class="post hentry uncustomized-post-template"&gt;&lt;h2 class="post-title entry-title"&gt; &lt;a href="http://weareteacher.blogspot.com/2011/07/download-learning-media-macromedia.html" title="Download Learning Media, Macromedia Flash type."&gt;Download Learning Media, Macromedia Flash type.&lt;/a&gt; &lt;/h2&gt;  &lt;div class="post-body entry-content"&gt;   &lt;div id="summary3996331906184377640"&gt;&lt;span style="float:left; padding:0px 10px 5px 0px;"&gt;&lt;img src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhVnvveeC9loMtkiCEgfr8xCsGJ-UL6TXVEvYaP6tuXBEya7zQh1QBrLm4OX6Jfss-jawrFajx-K6HtjErFN3Z2cx0uL7L1ZYCrUU2wIAK8oUqbkeHCSxHIOY-xXBasnHoG1R3lJPMb7cM/s400/4.JPG" height="100px" width="125px" /&gt;&lt;/span&gt;&lt;div&gt;To  find a medium of learning, you need a variety of keywords to search on  search engines, like Google, Yahoo. and others, including the  proficiency level keyword "Online Learning Media, New Media Learning,  Learning Media Flash, Macromedia Flash, Download Flash Media Interactive  Macrmodia Learning, Learning...&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;br /&gt;&lt;/div&gt;</description><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" height="72" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgFvGmxfmKMBIoQg4jtqc1D5bY5gz2h8rd2hOX4oEvlKujrbXk6d15fKE0WGPjDn875fxE0M3z5Obo2xol54bXKjbShsL0hznYUgCVhpsLP-70dW-W0BzDcgOrudj3cASeJJ75wDtJn-5Fw/s72-c/Education+software.JPG" width="72"/><thr:total xmlns:thr="http://purl.org/syndication/thread/1.0">2</thr:total></item><item><title>Download Education Software - Microsoft Biology Foundation 2.0 Beta 1</title><link>http://weareteacher.blogspot.com/2011/08/download-education-software-microsoft.html</link><category>Education Software</category><author>noreply@blogger.com (Sepeda ��)</author><pubDate>Fri, 5 Aug 2011 07:18:00 -0700</pubDate><guid isPermaLink="false">tag:blogger.com,1999:blog-3311661884189477798.post-4996577907452613686</guid><description>&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjhORDq5zcAhEIzMAY2pj62CpwbLIlPFRnGwsFaI0RYz09nmqkcd2ZBEavLC3NKmlubOkiNE7z3b6doGUBoEWaNa15TnumVB9G7HyExBS3nK7ubcrmCuI8KA8mix0jKtEvjNi5M4hwO9GBS/s1600/biologi.jpg"&gt;&lt;img style="float:left; margin:0 10px 10px 0;cursor:pointer; cursor:hand;width: 217px; height: 299px;" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjhORDq5zcAhEIzMAY2pj62CpwbLIlPFRnGwsFaI0RYz09nmqkcd2ZBEavLC3NKmlubOkiNE7z3b6doGUBoEWaNa15TnumVB9G7HyExBS3nK7ubcrmCuI8KA8mix0jKtEvjNi5M4hwO9GBS/s320/biologi.jpg" alt="" id="BLOGGER_PHOTO_ID_5637471841686227442" border="0" /&gt;&lt;/a&gt;
&lt;br /&gt;&lt;div style="text-align: justify;"&gt;One of the subjects in elementary, junior high and high school subjects are biology, these lessons on living creatures and the natural surroundings. This lesson is very important for students to broaden the environmental and development of living things. In this article , we can &lt;span style="font-weight: bold; font-style: italic;"&gt;Download Education Software&lt;/span&gt;. You can read it carefully and thoroughly for &lt;span style="font-style: italic; font-weight: bold;"&gt;Download Education Software.
&lt;br /&gt;
&lt;br /&gt;&lt;/span&gt;Often students complain that the naming of biological strange and difficult to remember, with this biological software hopefully students can understand more about biology.
&lt;br /&gt;
&lt;br /&gt;&lt;span style="font-weight: bold;"&gt;Microsoft Biology Foundation (MBF)&lt;/span&gt; 2.0 beta is a language-neutral bioinformatics tool kit built as extensions to the Microsoft NET Framework .. It implements a variety of parsers for common bioinformatics file formats; various algorithms for manipulating &lt;span style="font-weight: bold;"&gt;DNA, RNA&lt;/span&gt;, and protein sequences, and a set of connectors for biological web services such as the U.S. National Center for &lt;span style="font-style: italic;"&gt;Biotechnology Information's Basic Local Alignment Search Tool&lt;/span&gt;. MBF is available under a license approved by the Open Systems Interconnection-open-source model, and executed, source code, application demos, and documentation can be downloaded free.
&lt;br /&gt;
&lt;br /&gt;&lt;span style="font-weight: bold; font-style: italic;"&gt;features :&lt;/span&gt;
&lt;br /&gt;
&lt;br /&gt;&lt;ol&gt;&lt;li&gt;     Increased capacity for de novo assembly of the complex species are larger and more from version 1.0&lt;/li&gt;&lt;li&gt;     The addition of the assembly function of the comparison to the characterization of genetic diversity within or between species&lt;/li&gt;&lt;li&gt;     Core object model improvements for smaller memory footprint and increase the parallel processing&lt;/li&gt;&lt;li&gt;     Parity with all the tools and features of version 1.0&lt;/li&gt;&lt;li&gt;     documentation updates&lt;/li&gt;&lt;/ol&gt; &lt;span style="font-weight: bold; font-style: italic;"&gt;Download Details&lt;/span&gt;
&lt;br /&gt;File Name:    &lt;span style="font-style: italic;"&gt; Bio.msi&lt;/span&gt;
&lt;br /&gt;Version:    &lt;span style="font-style: italic;"&gt; Beta 1&lt;/span&gt;
&lt;br /&gt;Date Published:    &lt;span style="font-style: italic;"&gt; 7 April 2011&lt;/span&gt;
&lt;br /&gt;Download Size:    &lt;span style="font-weight: bold;"&gt; 15.77 MB&lt;/span&gt;
&lt;br /&gt;&lt;a href="http://adf.ly/2MIDi"&gt;&lt;span style="font-weight: bold;"&gt;Download Education Software - Microsoft Biology Foundation 2.0 Beta 1&lt;/span&gt;&lt;/a&gt;
&lt;br /&gt;
&lt;br /&gt;or, you can download other here :
&lt;br /&gt;&lt;h3 class="post-title entry-title"&gt;&lt;a href="http://weareteacher.blogspot.com/2011/07/download-learning-media-macromedia.html" title="Download Learning Media, Macromedia Flash type."&gt;Download Learning Media, Macromedia Flash type.&lt;/a&gt;
&lt;br /&gt;&lt;/h3&gt;
&lt;br /&gt;&lt;/div&gt;</description><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" height="72" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjhORDq5zcAhEIzMAY2pj62CpwbLIlPFRnGwsFaI0RYz09nmqkcd2ZBEavLC3NKmlubOkiNE7z3b6doGUBoEWaNa15TnumVB9G7HyExBS3nK7ubcrmCuI8KA8mix0jKtEvjNi5M4hwO9GBS/s72-c/biologi.jpg" width="72"/><thr:total xmlns:thr="http://purl.org/syndication/thread/1.0">2</thr:total></item><item><title>Download Learning Media, Macromedia Flash type.</title><link>http://weareteacher.blogspot.com/2011/07/download-learning-media-macromedia.html</link><category>Teaching Media</category><author>noreply@blogger.com (Sepeda ��)</author><pubDate>Mon, 11 Jul 2011 22:30:00 -0700</pubDate><guid isPermaLink="false">tag:blogger.com,1999:blog-3311661884189477798.post-3996331906184377640</guid><description>&lt;div style="text-align: justify;"&gt;To find a medium of learning, you need a variety of keywords to search on search engines, like Google, Yahoo. and others, including the proficiency level keyword "&lt;span style="font-weight: bold; font-style: italic;"&gt;Online Learning Media, New Media Learning, Learning Media Flash, Macromedia Flash, Download Flash Media Interactive Macrmodia Learning, Learning Media, Steps to Creating a Learning Media, Power Point Learning Media, New Media Learning, Download Learning media Pengentahuan Science, Mathematics primary School, primary School, Class VI, V, IV, III, II, I, 6 5 4 3 2 1, Macromedia Flash For media Teaching and Learning, Sample media Learning, Learning Media SD Flash, media Multimedia learning, Media Technology-based learning, studying Electronic Media &lt;/span&gt;". Some of them are just a description of the use of media or sejeninya, but some are deliberately fraudulent create keywords without any "object". Well now the keyword or keywords above are not merely perfunctory, below are some that you can download to allow you to perform activities of teaching and learning in a school. May be useful.&lt;br /&gt;&lt;/div&gt;&lt;br /&gt;&lt;span style="color: rgb(0, 0, 0);font-size:100%;" &gt;&lt;div&gt;&lt;table style="border-collapse: collapse; width: 592px; height: 4495px;" border="0"&gt;&lt;colgroup&gt;&lt;col style="width: 175px;"&gt;&lt;col style="width: 463px;"&gt;&lt;/colgroup&gt;&lt;tbody valign="top"&gt;&lt;tr style="height: 198px;"&gt;&lt;td style="padding: 5px;" valign="middle"&gt;&lt;span style="color: rgb(0, 0, 0);font-size:100%;" &gt;&lt;span style="color: rgb(0, 0, 0);font-size:100%;" &gt;&lt;span style="color: rgb(0, 0, 0);font-size:100%;" &gt;&lt;span style="color: rgb(0, 0, 0);font-size:100%;" &gt;&lt;span style="color: rgb(0, 0, 0);font-size:100%;" &gt;&lt;a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhVnvveeC9loMtkiCEgfr8xCsGJ-UL6TXVEvYaP6tuXBEya7zQh1QBrLm4OX6Jfss-jawrFajx-K6HtjErFN3Z2cx0uL7L1ZYCrUU2wIAK8oUqbkeHCSxHIOY-xXBasnHoG1R3lJPMb7cM/s1600/4.JPG"&gt;&lt;img style="cursor: pointer; width: 171px; height: 201px;" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhVnvveeC9loMtkiCEgfr8xCsGJ-UL6TXVEvYaP6tuXBEya7zQh1QBrLm4OX6Jfss-jawrFajx-K6HtjErFN3Z2cx0uL7L1ZYCrUU2wIAK8oUqbkeHCSxHIOY-xXBasnHoG1R3lJPMb7cM/s400/4.JPG" alt="" id="BLOGGER_PHOTO_ID_5480189899527312098" border="0" /&gt;&lt;/a&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/td&gt;&lt;td style="padding: 5px;" valign="middle"&gt;&lt;table border="0"&gt;&lt;tbody valign="top"&gt;&lt;tr&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td style="padding: 5px;" valign="middle"&gt;&lt;div style="text-align: justify;"&gt;&lt;span style="font-size:small;"&gt;&lt;/span&gt;&lt;span style="font-weight: bold;"&gt;Download Flash Media Learning for Visual Simulation Microscope&lt;/span&gt;&lt;br /&gt;Microscope simulation that I created with Macromedia Flash 8, this simulation is basically a virtual microscope that can replace the original microscope, if we do not have a microscope, or is also useful for teachers who want to provide basic knowledge about how to properly operate the microscope.&lt;br /&gt;&lt;br /&gt;How to use it, simply turn the on / off the microscope and set / slide player coarse and fine up to get a sharp image, there are also options as well as the observed object you want magnification choices.&lt;br /&gt;&lt;br /&gt;&lt;a href="http://www.ziddu.com/download/13433836/mikroskop.swf.html" target="_blank" rel="nofollow"&gt;&lt;span style="font-weight: bold;"&gt;Download&lt;/span&gt;&lt;/a&gt;&lt;br /&gt;&lt;/div&gt;&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;p style="text-align: justify;"&gt;&lt;span style="color: rgb(0, 0, 0);font-size:100%;" &gt;&lt;span style="font-family:Times New Roman;"&gt;&lt;strong&gt;&lt;br /&gt;&lt;/strong&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;a href="http://www.ziddu.com/download/13439307/momenGaya.swf.html" target="_blank" rel="nofollow"&gt;&lt;span style="color: rgb(0, 0, 0);font-size:100%;" &gt;&lt;span style="font-family:Times New Roman;"&gt;&lt;strong&gt;&lt;/strong&gt;&lt;/span&gt;&lt;/span&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td style="vertical-align: top;"&gt;&lt;br /&gt;&lt;/td&gt;&lt;td style="vertical-align: top;"&gt;&lt;br /&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr style="height: 176px;"&gt;&lt;td style="padding: 5px;" valign="middle"&gt;&lt;span style="color: rgb(0, 0, 0);font-size:100%;" &gt;&lt;a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgDBPftWihNWkN-yRo9rjON7a289hL433tqOJ4tQfOlpLf7y09wTTGnsbTsBrQy2cFsDWJZzNz2mZuCV88q4waXx_VY0aq-qXBE7ti3w7sZJTSOMABsiVvXjfTO7r0K1_gqUyBKy56nLJg/s1600/2.JPG"&gt;&lt;img style="cursor: pointer; width: 175px; height: 129px;" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgDBPftWihNWkN-yRo9rjON7a289hL433tqOJ4tQfOlpLf7y09wTTGnsbTsBrQy2cFsDWJZzNz2mZuCV88q4waXx_VY0aq-qXBE7ti3w7sZJTSOMABsiVvXjfTO7r0K1_gqUyBKy56nLJg/s400/2.JPG" alt="" id="BLOGGER_PHOTO_ID_5480187467203781970" border="0" /&gt;&lt;/a&gt;&lt;/span&gt;&lt;/td&gt;&lt;td style="padding: 5px;" valign="middle"&gt;&lt;span id="result_box" class="" lang="en"&gt;&lt;span style="font-weight: bold;" title="Klik untuk terjemahan alternatif" class="hps"&gt;Download&lt;/span&gt;&lt;span style="font-weight: bold;"&gt; &lt;/span&gt;&lt;span style="font-weight: bold;" title="Klik untuk terjemahan alternatif" class="hps"&gt;Flash&lt;/span&gt;&lt;span style="font-weight: bold;"&gt; &lt;/span&gt;&lt;span style="font-weight: bold;" title="Klik untuk terjemahan alternatif" class="hps"&gt;for&lt;/span&gt;&lt;span style="font-weight: bold;"&gt; &lt;/span&gt;&lt;span style="font-weight: bold;" title="Klik untuk terjemahan alternatif" class="hps"&gt;Simulation&lt;/span&gt;&lt;span style="font-weight: bold;"&gt; &lt;/span&gt;&lt;span style="font-weight: bold;" title="Klik untuk terjemahan alternatif" class="hps"&gt;Learning Media&lt;/span&gt;&lt;span style="font-weight: bold;"&gt; &lt;/span&gt;&lt;span style="font-weight: bold;" title="Klik untuk terjemahan alternatif" class="hps"&gt;convex and concave&lt;/span&gt;&lt;span style="font-weight: bold;"&gt; &lt;/span&gt;&lt;span style="font-weight: bold;" title="Klik untuk terjemahan alternatif" class="hps"&gt;lenses&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;/span&gt;&lt;div style="text-align: justify;"&gt;&lt;span id="result_box" class="" lang="en"&gt; &lt;span title="Klik untuk terjemahan alternatif" class="hps"&gt;simulation of&lt;/span&gt; &lt;span title="Klik untuk terjemahan alternatif" class="hps"&gt;a concave mirror&lt;/span&gt; &lt;span title="Klik untuk terjemahan alternatif" class="hps"&gt;and&lt;/span&gt; &lt;span title="Klik untuk terjemahan alternatif" class="hps"&gt;convex&lt;/span&gt;&lt;span class="" title="Klik untuk terjemahan alternatif"&gt;, the same as&lt;/span&gt; &lt;span title="Klik untuk terjemahan alternatif" class="hps"&gt;the previous&lt;/span&gt; &lt;span title="Klik untuk terjemahan alternatif" class="hps"&gt;simulation&lt;/span&gt;&lt;span class="" title="Klik untuk terjemahan alternatif"&gt;,&lt;/span&gt; &lt;span title="Klik untuk terjemahan alternatif" class="hps"&gt;you&lt;/span&gt; &lt;span title="Klik untuk terjemahan alternatif" class="hps"&gt;just simply&lt;/span&gt; &lt;span title="Klik untuk terjemahan alternatif" class="hps"&gt;shift the position of&lt;/span&gt; &lt;span title="Klik untuk terjemahan alternatif" class="hps"&gt;objects&lt;/span&gt; &lt;span title="Klik untuk terjemahan alternatif" class="hps"&gt;in order to obtain&lt;/span&gt; &lt;span title="Klik untuk terjemahan alternatif" class="hps"&gt;the shadow&lt;/span&gt;&lt;/span&gt; &lt;span id="result_box" class="" lang="en"&gt;&lt;span title="Klik untuk terjemahan alternatif" class="hps"&gt;correct&lt;/span&gt; &lt;span title="Klik untuk terjemahan alternatif" class="hps"&gt;or&lt;/span&gt; &lt;span title="Klik untuk terjemahan alternatif" class="hps"&gt;change the&lt;/span&gt; &lt;span title="Klik untuk terjemahan alternatif" class="hps"&gt;focus distance&lt;/span&gt; &lt;span title="Klik untuk terjemahan alternatif" class="hps"&gt;on the&lt;/span&gt; &lt;span title="Klik untuk terjemahan alternatif" class="hps"&gt;glider&lt;/span&gt;&lt;span class="" title="Klik untuk terjemahan alternatif"&gt;.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;p style="text-align: justify;"&gt;&lt;a style="font-weight: bold;" href="http://www.ziddu.com/download/13439305/sim_lensa.swf.html" target="_blank" rel="nofollow"&gt;Download&lt;/a&gt;&lt;br /&gt;&lt;/p&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td style="vertical-align: top;"&gt;&lt;br /&gt;&lt;/td&gt;&lt;td style="vertical-align: top;"&gt;&lt;br /&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td style="vertical-align: top;"&gt;&lt;br /&gt;&lt;/td&gt;&lt;td style="vertical-align: top;"&gt;&lt;br /&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td style="padding: 5px;" valign="middle"&gt;&lt;span style="color: rgb(0, 0, 0);font-size:100%;" &gt;&lt;a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi2tEy8oN72eN2F_W34z7I39RXOyYHpdI1cyEa6_8Xvk01JysOs6WIT3nGlfbh86WkC0j4Z-F2aJO9u5OvL8JTOhK2A9y2uSktoafCZFz_Wf2eAJJUbYNZMowyTEac4JOU2D3RM-8zPwtQ/s1600/1.JPG"&gt;&lt;img style="cursor: pointer; width: 178px; height: 124px;" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi2tEy8oN72eN2F_W34z7I39RXOyYHpdI1cyEa6_8Xvk01JysOs6WIT3nGlfbh86WkC0j4Z-F2aJO9u5OvL8JTOhK2A9y2uSktoafCZFz_Wf2eAJJUbYNZMowyTEac4JOU2D3RM-8zPwtQ/s400/1.JPG" alt="" id="BLOGGER_PHOTO_ID_5480186103761752402" border="0" /&gt;&lt;/a&gt;&lt;/span&gt;&lt;/td&gt;&lt;td style="padding: 5px;" valign="middle"&gt;  &lt;p style="text-align: justify;"&gt;&lt;span class="fullpost"&gt;&lt;span style="font-weight: bold;"&gt;Download Flash for Simulation Learning Media Style Moment (High School / Junior High School)&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;Moment of force simulation that takes into account the string tension, stem length, mass load, all values ​​can be adjusted by moving the glider.&lt;/span&gt;&lt;span class="fullpost"&gt;.&lt;/span&gt;&lt;span style=""&gt;&lt;span style="text-decoration: underline;"&gt;&lt;span style="font-weight: bold;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p style="text-align: justify;"&gt;&lt;span style=""&gt;&lt;a href="http://www.ziddu.com/download/9522059/momenGaya.swf.html" target="_blank" rel="nofollow"&gt;&lt;span style="text-decoration: underline;"&gt;&lt;span style="font-weight: bold;"&gt;Download&lt;/span&gt;&lt;/span&gt;&lt;/a&gt;&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td style="vertical-align: top;"&gt;&lt;br /&gt;&lt;/td&gt;&lt;td style="vertical-align: top;"&gt;&lt;br /&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td style="vertical-align: top;"&gt;&lt;br /&gt;&lt;/td&gt;&lt;td style="vertical-align: top;"&gt;&lt;br /&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td style="padding: 5px;" valign="middle"&gt;&lt;span style="color: rgb(0, 0, 0);font-size:100%;" &gt;&lt;span style="color: rgb(0, 0, 0);font-size:100%;" &gt;&lt;span style="color: rgb(0, 0, 0);font-size:100%;" &gt;&lt;a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEivfx7XLdln9n8wbhxfYJMnhpdPVWc2W1VB88hViiQfKDXqbRlrEw6HZEvYYKwv7UMhIMVxjYBeL3H0fgiHXhTQdfbMfLjdriQ3lHN56HNt91aCf2MVrRFpH2IQ7b5F3CngatsqPKtIo8Q/s1600/3.JPG"&gt;&lt;img style="cursor: pointer; width: 171px; height: 124px;" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEivfx7XLdln9n8wbhxfYJMnhpdPVWc2W1VB88hViiQfKDXqbRlrEw6HZEvYYKwv7UMhIMVxjYBeL3H0fgiHXhTQdfbMfLjdriQ3lHN56HNt91aCf2MVrRFpH2IQ7b5F3CngatsqPKtIo8Q/s400/3.JPG" alt="" id="BLOGGER_PHOTO_ID_5480188715164138802" border="0" /&gt;&lt;/a&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/td&gt;&lt;td style="padding: 5px;" valign="middle"&gt;&lt;span style="font-weight: bold;"&gt;Download Flash Media Learning for concave and convex mirrors Simulation Part 2&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;div style="text-align: justify;"&gt;This simulation will help to understand the concept of an object when placed in front of mirrors convex or concave mirror, you can simply transform the position of objects (the space I, II or II), then automatically the shadow will be formed in accordance with the positioning and magnification, are also available from gliders to change focus distance.&lt;br /&gt;&lt;/div&gt;&lt;br /&gt;&lt;span class="fullpost"&gt;&lt;a href="http://www.ziddu.com/download/13439313/sma3.swf.html" target="_blank" rel="nofollow"&gt;&lt;span style="font-weight: bold;"&gt;Download&lt;/span&gt;&lt;/a&gt;&lt;br /&gt;&lt;/span&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td style="vertical-align: top;"&gt;&lt;br /&gt;&lt;/td&gt;&lt;td style="vertical-align: top;"&gt;&lt;br /&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td style="vertical-align: top;"&gt;&lt;br /&gt;&lt;/td&gt;&lt;td style="vertical-align: top;"&gt;&lt;br /&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td style="padding: 5px;" valign="middle"&gt;&lt;span style="color: rgb(0, 0, 0);font-size:100%;" &gt;&lt;span style="color: rgb(0, 0, 0);font-size:100%;" &gt;&lt;span style="color: rgb(0, 0, 0);font-size:100%;" &gt;&lt;span style="color: rgb(0, 0, 0);font-size:100%;" &gt;&lt;span style="color: rgb(0, 0, 0);font-size:100%;" &gt;&lt;span style="color: rgb(0, 0, 0);font-size:100%;" &gt;&lt;a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhQiMH5XLhJ2o8tqeVKHqPnZUkAIHVmHRWZFICqSxvFPtEQiCm2Sf2zlC6JmRbichwfhnwQgz1hGKbO-Hkq1cu34Fn-nX-ijSNEd9r9F1MYUmqgFxgT9tzpYqipb9DZQqN8PSBg2fYHZF4/s1600/5.JPG"&gt;&lt;img style="cursor: pointer; width: 174px; height: 128px;" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhQiMH5XLhJ2o8tqeVKHqPnZUkAIHVmHRWZFICqSxvFPtEQiCm2Sf2zlC6JmRbichwfhnwQgz1hGKbO-Hkq1cu34Fn-nX-ijSNEd9r9F1MYUmqgFxgT9tzpYqipb9DZQqN8PSBg2fYHZF4/s400/5.JPG" alt="" id="BLOGGER_PHOTO_ID_5480190515754402674" border="0" /&gt;&lt;/a&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/td&gt;&lt;td style="padding: 5px;" valign="middle"&gt;&lt;div style="text-align: justify;"&gt;&lt;span style="font-weight: bold;" id="result_box" class="" lang="en"&gt;&lt;span title="Klik untuk terjemahan alternatif" class="hps"&gt;Download&lt;/span&gt; &lt;span title="Klik untuk terjemahan alternatif" class="hps"&gt;Flash&lt;/span&gt; &lt;span title="Klik untuk terjemahan alternatif" class="hps"&gt;for&lt;/span&gt; &lt;span title="Klik untuk terjemahan alternatif" class="hps"&gt;Simulation&lt;/span&gt; &lt;span title="Klik untuk terjemahan alternatif" class="hps"&gt;Learning Media&lt;/span&gt; &lt;span title="Klik untuk terjemahan alternatif" class="hps"&gt;Hydraulic Pumps&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;span id="result_box" class="" lang="en"&gt;&lt;span title="Klik untuk terjemahan alternatif" class="hps"&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;span id="result_box" class="" lang="en"&gt;&lt;span title="Klik untuk terjemahan alternatif" class="hps"&gt;&lt;/span&gt; &lt;span title="Klik untuk terjemahan alternatif" class="hps"&gt;To use,&lt;/span&gt; &lt;span title="Klik untuk terjemahan alternatif" class="hps"&gt;simply&lt;/span&gt; &lt;span title="Klik untuk terjemahan alternatif" class="hps"&gt;slide the&lt;/span&gt; &lt;span title="Klik untuk terjemahan alternatif" class="hps"&gt;variable&lt;/span&gt; &lt;span title="Klik untuk terjemahan alternatif" class="hps"&gt;mass&lt;/span&gt;&lt;span class="" title="Klik untuk terjemahan alternatif"&gt;, area&lt;/span&gt; &lt;span title="Klik untuk terjemahan alternatif" class="hps"&gt;or&lt;/span&gt; &lt;span title="Klik untuk terjemahan alternatif" class="hps"&gt;density of&lt;/span&gt; &lt;span title="Klik untuk terjemahan alternatif" class="hps"&gt;liquid&lt;/span&gt;&lt;span class="" title="Klik untuk terjemahan alternatif"&gt;,&lt;/span&gt; &lt;span title="Klik untuk terjemahan alternatif" class="hps"&gt;then one&lt;/span&gt; &lt;span title="Klik untuk terjemahan alternatif" class="hps"&gt;column&lt;/span&gt; &lt;span title="Klik untuk terjemahan alternatif" class="hps"&gt;of the&lt;/span&gt; &lt;span title="Klik untuk terjemahan alternatif" class="hps"&gt;pump&lt;/span&gt; &lt;span title="Klik untuk terjemahan alternatif" class="hps"&gt;will&lt;/span&gt; &lt;span title="Klik untuk terjemahan alternatif" class="hps"&gt;go up or down&lt;/span&gt;&lt;span class="" title="Klik untuk terjemahan alternatif"&gt;,&lt;/span&gt; &lt;span title="Klik untuk terjemahan alternatif" class="hps"&gt;to&lt;/span&gt; &lt;span title="Klik untuk terjemahan alternatif" class="hps"&gt;mengulan&lt;/span&gt;&lt;span class="" title="Klik untuk terjemahan alternatif"&gt;,&lt;/span&gt; &lt;span title="Klik untuk terjemahan alternatif" class="hps"&gt;press&lt;/span&gt; &lt;span title="Klik untuk terjemahan alternatif" class="hps"&gt;reset&lt;/span&gt;&lt;span class="" title="Klik untuk terjemahan alternatif"&gt;.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;span class="fullpost"  style="font-size:small;"&gt;&lt;span class="fullpost"&gt;&lt;span style="font-size:small;"&gt;&lt;br /&gt;&lt;a style="font-weight: bold;" href="http://www.ziddu.com/download/9235512/PompaHidrolik.swf.html" target="_blank" rel="nofollow"&gt;Download &lt;/a&gt;&lt;/span&gt; &lt;/span&gt;&lt;/span&gt;&lt;span style="font-family:Times New Roman;"&gt;         &lt;/span&gt;&lt;/div&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td style="vertical-align: top;"&gt;&lt;br /&gt;&lt;/td&gt;&lt;td style="vertical-align: top;"&gt;&lt;br /&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td style="vertical-align: top;"&gt;&lt;br /&gt;&lt;/td&gt;&lt;td style="vertical-align: top;"&gt;&lt;br /&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td style="padding: 5px;" valign="middle"&gt;&lt;span style="color: rgb(0, 0, 0);font-size:100%;" &gt;&lt;span style="color: rgb(0, 0, 0);font-size:100%;" &gt;&lt;span style="color: rgb(0, 0, 0);font-size:100%;" &gt;&lt;span style="color: rgb(0, 0, 0);font-size:100%;" &gt;&lt;span style="color: rgb(0, 0, 0);font-size:100%;" &gt;&lt;span style="color: rgb(0, 0, 0);font-size:100%;" &gt;&lt;span style="color: rgb(0, 0, 0);font-size:100%;" &gt;&lt;a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiBR6FV9kU7KirJSBk6-ODtwjGgv2prtF6_2B0FurncBcZcXZhr69yP7L2BQ76ld3EpFzLnSfrw6S9l3l2ZDSEwinZs-okhyphenhyphensgxi6qJg3SYWvijKHP-JtvYbg4eiNLTv2l-p_sK4Pykks4/s1600/6.JPG"&gt;&lt;img style="cursor: pointer; width: 174px; height: 128px;" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiBR6FV9kU7KirJSBk6-ODtwjGgv2prtF6_2B0FurncBcZcXZhr69yP7L2BQ76ld3EpFzLnSfrw6S9l3l2ZDSEwinZs-okhyphenhyphensgxi6qJg3SYWvijKHP-JtvYbg4eiNLTv2l-p_sK4Pykks4/s400/6.JPG" alt="" id="BLOGGER_PHOTO_ID_5480191289078262194" border="0" /&gt;&lt;/a&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/td&gt;&lt;td style="padding: 5px;" valign="middle"&gt;&lt;div style="text-align: justify;"&gt;&lt;span style="font-weight: bold;" id="result_box" class="" lang="en"&gt;&lt;span title="Klik untuk terjemahan alternatif" class="hps"&gt;Download&lt;/span&gt; &lt;span title="Klik untuk terjemahan alternatif" class="hps"&gt;Flash&lt;/span&gt; &lt;span title="Klik untuk terjemahan alternatif" class="hps"&gt;Media&lt;/span&gt; &lt;span title="Klik untuk terjemahan alternatif" class="hps"&gt;Learning&lt;/span&gt; &lt;span title="Klik untuk terjemahan alternatif" class="hps"&gt;for&lt;/span&gt; &lt;span title="Klik untuk terjemahan alternatif" class="hps"&gt;Vibration&lt;/span&gt; &lt;span title="Klik untuk terjemahan alternatif" class="hps"&gt;Simulation&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;span id="result_box" class="" lang="en"&gt;&lt;span title="Klik untuk terjemahan alternatif" class="hps"&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;span id="result_box" class="" lang="en"&gt;&lt;span title="Klik untuk terjemahan alternatif" class="hps"&gt;&lt;/span&gt; &lt;span title="Klik untuk terjemahan alternatif" class="hps"&gt;In the&lt;/span&gt; &lt;span title="Klik untuk terjemahan alternatif" class="hps"&gt;following&lt;/span&gt; &lt;span title="Klik untuk terjemahan alternatif" class="hps"&gt;simulations&lt;/span&gt;&lt;span title="Klik untuk terjemahan alternatif"&gt;,&lt;/span&gt; &lt;span title="Klik untuk terjemahan alternatif" class="hps"&gt;we&lt;/span&gt; &lt;span title="Klik untuk terjemahan alternatif" class="hps"&gt;will&lt;/span&gt; &lt;span title="Klik untuk terjemahan alternatif" class="hps"&gt;learn to&lt;/span&gt; &lt;span title="Klik untuk terjemahan alternatif" class="hps"&gt;calculate&lt;/span&gt; &lt;span title="Klik untuk terjemahan alternatif" class="hps"&gt;the amount of&lt;/span&gt; &lt;span title="Klik untuk terjemahan alternatif" class="hps"&gt;vibration&lt;/span&gt; &lt;span title="Klik untuk terjemahan alternatif" class="hps"&gt;mencoban&lt;/span&gt; &lt;span title="Klik untuk terjemahan alternatif" class="hps"&gt;and the&lt;/span&gt; &lt;span title="Klik untuk terjemahan alternatif" class="hps"&gt;time required&lt;/span&gt; &lt;span title="Klik untuk terjemahan alternatif" class="hps"&gt;by&lt;/span&gt; &lt;span title="Klik untuk terjemahan alternatif" class="hps"&gt;a&lt;/span&gt; &lt;span title="Klik untuk terjemahan alternatif" class="hps"&gt;vibration&lt;/span&gt;&lt;span title="Klik untuk terjemahan alternatif"&gt;.&lt;/span&gt; &lt;span title="Klik untuk terjemahan alternatif" class="hps"&gt;Provided&lt;/span&gt; &lt;span title="Klik untuk terjemahan alternatif" class="hps"&gt;two&lt;/span&gt; &lt;span title="Klik untuk terjemahan alternatif" class="hps"&gt;kinds&lt;/span&gt; &lt;span title="Klik untuk terjemahan alternatif" class="hps"&gt;of&lt;/span&gt; &lt;span title="Klik untuk terjemahan alternatif" class="hps"&gt;pendulum&lt;/span&gt; &lt;span title="Klik untuk terjemahan alternatif" class="hps"&gt;and&lt;/span&gt; &lt;span title="Klik untuk terjemahan alternatif" class="hps"&gt;spring&lt;/span&gt; &lt;span title="Klik untuk terjemahan alternatif" class="hps"&gt;experiment&lt;/span&gt;&lt;span title="Klik untuk terjemahan alternatif"&gt;, record the&lt;/span&gt; &lt;span title="Klik untuk terjemahan alternatif" class="hps"&gt;results of&lt;/span&gt; &lt;span title="Klik untuk terjemahan alternatif" class="hps"&gt;experimental&lt;/span&gt; &lt;span title="Klik untuk terjemahan alternatif" class="hps"&gt;data&lt;/span&gt; &lt;span title="Klik untuk terjemahan alternatif" class="hps"&gt;with the table&lt;/span&gt; &lt;span title="Klik untuk terjemahan alternatif" class="hps"&gt;provided,&lt;/span&gt; &lt;span title="Klik untuk terjemahan alternatif" class="hps"&gt;and then&lt;/span&gt; &lt;span title="Klik untuk terjemahan alternatif" class="hps"&gt;try to&lt;/span&gt; &lt;span title="Klik untuk terjemahan alternatif" class="hps"&gt;calculate the&lt;/span&gt; &lt;span title="Klik untuk terjemahan alternatif" class="hps"&gt;period&lt;/span&gt; &lt;span title="Klik untuk terjemahan alternatif" class="hps"&gt;and frequency of&lt;/span&gt; &lt;span title="Klik untuk terjemahan alternatif" class="hps"&gt;vibration&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;br /&gt;&lt;br /&gt;&lt;a style="font-weight: bold;" href="http://www.ziddu.com/downloadlink/8943077/hitung_getaran.swf" target="_blank" rel="nofollow"&gt;Download&lt;/a&gt;&lt;br /&gt;&lt;span style="font-family:Times New Roman;"&gt;         &lt;/span&gt;&lt;/div&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td style="vertical-align: top;"&gt;&lt;br /&gt;&lt;/td&gt;&lt;td style="vertical-align: top;"&gt;&lt;br /&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td style="vertical-align: top;"&gt;&lt;br /&gt;&lt;/td&gt;&lt;td style="vertical-align: top;"&gt;&lt;br /&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td style="vertical-align: top;"&gt;&lt;br /&gt;&lt;/td&gt;&lt;td style="vertical-align: top;"&gt;&lt;br /&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td style="padding: 5px;" valign="middle"&gt;&lt;span style="color: rgb(0, 0, 0);font-size:100%;" &gt;&lt;span style="color: rgb(0, 0, 0);font-size:100%;" &gt;&lt;span style="color: rgb(0, 0, 0);font-size:100%;" &gt;&lt;span style="color: rgb(0, 0, 0);font-size:100%;" &gt;&lt;span style="color: rgb(0, 0, 0);font-size:100%;" &gt;&lt;span style="color: rgb(0, 0, 0);font-size:100%;" &gt;&lt;span style="color: rgb(0, 0, 0);font-size:100%;" &gt;&lt;span style="color: rgb(0, 0, 0);font-size:100%;" &gt;&lt;span style="color: rgb(0, 0, 0);font-size:100%;" &gt;&lt;span style="color: rgb(0, 0, 0);font-size:100%;" &gt;&lt;a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEje6FJhfqqgBwV_D9cbebjz9syT7Vptbn9Kukb79_elR-r6dhJPecAAG_wE5xSo6QqmD-2PaOvExyNWPTp6SSaxbT02a9nHE8RaUxqnhdU7W-aDd8zK_PFjrtDtgokUKybIgUjNsWNe27g/s1600/7.JPG"&gt;&lt;img style="cursor: pointer; width: 172px; height: 128px;" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEje6FJhfqqgBwV_D9cbebjz9syT7Vptbn9Kukb79_elR-r6dhJPecAAG_wE5xSo6QqmD-2PaOvExyNWPTp6SSaxbT02a9nHE8RaUxqnhdU7W-aDd8zK_PFjrtDtgokUKybIgUjNsWNe27g/s400/7.JPG" alt="" id="BLOGGER_PHOTO_ID_5480192131072637378" border="0" /&gt;&lt;/a&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/td&gt;&lt;td style="padding: 5px;" valign="middle"&gt;&lt;span id="result_box" class="" lang="en"&gt;&lt;span style="font-weight: bold;" title="Klik untuk terjemahan alternatif" class="hps"&gt;Download&lt;/span&gt;&lt;span style="font-weight: bold;"&gt; &lt;/span&gt;&lt;span style="font-weight: bold;" title="Klik untuk terjemahan alternatif" class="hps"&gt;Flash&lt;/span&gt;&lt;span style="font-weight: bold;"&gt; &lt;/span&gt;&lt;span style="font-weight: bold;" title="Klik untuk terjemahan alternatif" class="hps"&gt;Learning Media&lt;/span&gt;&lt;span style="font-weight: bold;"&gt; &lt;/span&gt;&lt;span style="font-weight: bold;" title="Klik untuk terjemahan alternatif" class="hps"&gt;for&lt;/span&gt;&lt;span style="font-weight: bold;"&gt; &lt;/span&gt;&lt;span style="font-weight: bold;" title="Klik untuk terjemahan alternatif" class="hps"&gt;Wave&lt;/span&gt;&lt;span style="font-weight: bold;"&gt; &lt;/span&gt;&lt;span style="font-weight: bold;" title="Klik untuk terjemahan alternatif" class="hps"&gt;Simulation&lt;/span&gt;&lt;span style="font-weight: bold;"&gt; &lt;/span&gt;&lt;span style="font-weight: bold;" title="Klik untuk terjemahan alternatif" class="hps"&gt;tranversal&lt;/span&gt;&lt;span style="font-weight: bold;" title="Klik untuk terjemahan alternatif"&gt;.&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span title="Klik untuk terjemahan alternatif" class="hps"&gt;In the&lt;/span&gt; &lt;span title="Klik untuk terjemahan alternatif" class="hps"&gt;following&lt;/span&gt; &lt;span title="Klik untuk terjemahan alternatif" class="hps"&gt;simulations&lt;/span&gt; &lt;span title="Klik untuk terjemahan alternatif" class="hps"&gt;we will learn&lt;/span&gt; &lt;span title="Klik untuk terjemahan alternatif" class="hps"&gt;about the&lt;/span&gt; &lt;span title="Klik untuk terjemahan alternatif" class="hps"&gt;transverse waves&lt;/span&gt; &lt;span title="Klik untuk terjemahan alternatif" class="hps"&gt;that propagate&lt;/span&gt; &lt;span title="Klik untuk terjemahan alternatif" class="hps"&gt;along the string&lt;/span&gt;&lt;span class="" title="Klik untuk terjemahan alternatif"&gt;, use the&lt;/span&gt; &lt;span title="Klik untuk terjemahan alternatif" class="hps"&gt;various&lt;/span&gt; &lt;span title="Klik untuk terjemahan alternatif" class="hps"&gt;facilities provided&lt;/span&gt; &lt;span title="Klik untuk terjemahan alternatif" class="hps"&gt;such as&lt;/span&gt; &lt;span title="Klik untuk terjemahan alternatif" class="hps"&gt;a ruler and&lt;/span&gt; &lt;span title="Klik untuk terjemahan alternatif" class="hps"&gt;a stopwatch&lt;/span&gt;&lt;span class="" title="Klik untuk terjemahan alternatif"&gt;.&lt;/span&gt;&lt;/span&gt;&lt;div style="text-align: justify;"&gt;&lt;br /&gt;&lt;a style="font-weight: bold;" href="http://www.ziddu.com/downloadlink/8943054/gelombang.swf" target="_blank" rel="nofollow"&gt;Download&lt;/a&gt;&lt;/div&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td style="vertical-align: top;"&gt;&lt;br /&gt;&lt;/td&gt;&lt;td style="vertical-align: top;"&gt;&lt;br /&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td style="vertical-align: top;"&gt;&lt;br /&gt;&lt;/td&gt;&lt;td style="vertical-align: top;"&gt;&lt;br /&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td style="padding: 5px;" valign="middle"&gt;&lt;span style="color: rgb(0, 0, 0);font-size:100%;" &gt;&lt;span style="color: rgb(0, 0, 0);font-size:100%;" &gt;&lt;span style="color: rgb(0, 0, 0);font-size:100%;" &gt;&lt;span style="color: rgb(0, 0, 0);font-size:100%;" &gt;&lt;span style="color: rgb(0, 0, 0);font-size:100%;" &gt;&lt;span style="color: rgb(0, 0, 0);font-size:100%;" &gt;&lt;span style="color: rgb(0, 0, 0);font-size:100%;" &gt;&lt;span style="color: rgb(0, 0, 0);font-size:100%;" &gt;&lt;span style="color: rgb(0, 0, 0);font-size:100%;" &gt;&lt;span style="color: rgb(0, 0, 0);font-size:100%;" &gt;&lt;a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhnXHYXE2fRG2yuLnvrQDHVtiuYxiG-5-5k0rL_csiHkuuoReYRNuOk4qFbv7Bdlth7Bo-74IFKJRzr9gPyoSETfHg3YQm7uAqrz-1QhBuClgJJrQDJUY3lcwrDEWCLXBw6pKWdM8CZa-A/s1600/8.JPG"&gt;&lt;img style="cursor: pointer; width: 169px; height: 147px;" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhnXHYXE2fRG2yuLnvrQDHVtiuYxiG-5-5k0rL_csiHkuuoReYRNuOk4qFbv7Bdlth7Bo-74IFKJRzr9gPyoSETfHg3YQm7uAqrz-1QhBuClgJJrQDJUY3lcwrDEWCLXBw6pKWdM8CZa-A/s400/8.JPG" alt="" id="BLOGGER_PHOTO_ID_5480193093631319314" border="0" /&gt;&lt;/a&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/td&gt;&lt;td style="padding: 5px;" valign="middle"&gt;&lt;div style="text-align: justify;"&gt;&lt;div style="text-align: left;"&gt;&lt;span id="result_box" class="" lang="en"&gt;&lt;span style="font-weight: bold;" title="Klik untuk terjemahan alternatif" class="hps"&gt;Download&lt;/span&gt;&lt;span style="font-weight: bold;"&gt; &lt;/span&gt;&lt;span style="font-weight: bold;" title="Klik untuk terjemahan alternatif" class="hps"&gt;Flash&lt;/span&gt;&lt;span style="font-weight: bold;"&gt; &lt;/span&gt;&lt;span style="font-weight: bold;" title="Klik untuk terjemahan alternatif" class="hps"&gt;Learning Media&lt;/span&gt;&lt;span style="font-weight: bold;"&gt; &lt;/span&gt;&lt;span style="font-weight: bold;" title="Klik untuk terjemahan alternatif" class="hps"&gt;for&lt;/span&gt;&lt;span style="font-weight: bold;"&gt; &lt;/span&gt;&lt;span style="font-weight: bold;" title="Klik untuk terjemahan alternatif" class="hps"&gt;Longitudinal&lt;/span&gt;&lt;span style="font-weight: bold;"&gt; &lt;/span&gt;&lt;span style="font-weight: bold;" title="Klik untuk terjemahan alternatif" class="hps"&gt;Wave&lt;/span&gt;&lt;span style="font-weight: bold;"&gt; &lt;/span&gt;&lt;span style="font-weight: bold;" title="Klik untuk terjemahan alternatif" class="hps"&gt;Simulation&lt;/span&gt;&lt;span style="font-weight: bold;" title="Klik untuk terjemahan alternatif"&gt;.&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;/div&gt;&lt;span id="result_box" class="" lang="en"&gt;&lt;/span&gt;&lt;/div&gt;&lt;span id="result_box" class="" lang="en"&gt;&lt;br /&gt;&lt;/span&gt;&lt;div style="text-align: justify;"&gt;&lt;span id="result_box" class="" lang="en"&gt; &lt;span title="Klik untuk terjemahan alternatif" class="hps"&gt;For those&lt;/span&gt; &lt;span title="Klik untuk terjemahan alternatif" class="hps"&gt;who struggle to&lt;/span&gt; &lt;span title="Klik untuk terjemahan alternatif" class="hps"&gt;learn the&lt;/span&gt; &lt;span title="Klik untuk terjemahan alternatif" class="hps"&gt;concept of&lt;/span&gt; &lt;span title="Klik untuk terjemahan alternatif" class="hps"&gt;longitudinal&lt;/span&gt; &lt;span title="Klik untuk terjemahan alternatif" class="hps"&gt;waves&lt;/span&gt;&lt;span title="Klik untuk terjemahan alternatif"&gt;, I hope&lt;/span&gt; &lt;span title="Klik untuk terjemahan alternatif" class="hps"&gt;the hang of&lt;/span&gt; &lt;span title="Klik untuk terjemahan alternatif" class="hps"&gt;this simulation&lt;/span&gt; &lt;span title="Klik untuk terjemahan alternatif" class="hps"&gt;can&lt;/span&gt; &lt;span title="Klik untuk terjemahan alternatif" class="hps"&gt;help&lt;/span&gt; &lt;span title="Klik untuk terjemahan alternatif" class="hps"&gt;students and&lt;/span&gt; &lt;span title="Klik untuk terjemahan alternatif" class="hps"&gt;readers about the&lt;/span&gt; &lt;span title="Klik untuk terjemahan alternatif" class="hps"&gt;concept of&lt;/span&gt; &lt;span title="Klik untuk terjemahan alternatif" class="hps"&gt;longitudinal&lt;/span&gt; &lt;span title="Klik untuk terjemahan alternatif" class="hps"&gt;waves&lt;/span&gt;&lt;span title="Klik untuk terjemahan alternatif"&gt;.&lt;/span&gt; &lt;span title="Klik untuk terjemahan alternatif" class="hps"&gt;Turn&lt;/span&gt; &lt;span title="Klik untuk terjemahan alternatif" class="hps"&gt;the&lt;/span&gt; &lt;span title="Klik untuk terjemahan alternatif" class="hps"&gt;vibrator&lt;/span&gt; &lt;span title="Klik untuk terjemahan alternatif" class="hps"&gt;to turn&lt;/span&gt; &lt;span title="Klik untuk terjemahan alternatif" class="hps"&gt;the wave&lt;/span&gt; &lt;span title="Klik untuk terjemahan alternatif" class="hps"&gt;machine&lt;/span&gt;&lt;span class="" title="Klik untuk terjemahan alternatif"&gt;.&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;a style="font-weight: bold;" href="http://www.ziddu.com/downloadlink/8943071/gwl2.swf" target="_blank" rel="nofollow"&gt;Download&lt;/a&gt;&lt;br /&gt;&lt;/div&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td style="vertical-align: top;"&gt;&lt;br /&gt;&lt;/td&gt;&lt;td style="vertical-align: top;"&gt;&lt;br /&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td style="vertical-align: top;"&gt;&lt;br /&gt;&lt;/td&gt;&lt;td style="vertical-align: top;"&gt;&lt;br /&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td style="vertical-align: top;"&gt;&lt;br /&gt;&lt;/td&gt;&lt;td style="vertical-align: top;"&gt;&lt;br /&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td style="padding: 5px;" valign="middle"&gt;&lt;span style="color: rgb(0, 0, 0);font-size:100%;" &gt;&lt;span style="color: rgb(0, 0, 0);font-size:100%;" &gt;&lt;span style="color: rgb(0, 0, 0);font-size:100%;" &gt;&lt;span style="color: rgb(0, 0, 0);font-size:100%;" &gt;&lt;span style="color: rgb(0, 0, 0);font-size:100%;" &gt;&lt;span style="color: rgb(0, 0, 0);font-size:100%;" &gt;&lt;span style="color: rgb(0, 0, 0);font-size:100%;" &gt;&lt;span&gt;&lt;span style="color: rgb(0, 0, 0);font-size:100%;" &gt;&lt;span&gt;&lt;span style="color: rgb(0, 0, 0);font-size:100%;" &gt;&lt;a href="post-create.g?blogID=625094727131577069#"&gt;&lt;span style="font-weight: bold;"&gt;Pesona FISIKA&lt;/span&gt;&lt;/a&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style="color: rgb(0, 0, 0);font-size:100%;" &gt;&lt;span style="color: rgb(0, 0, 0);font-size:100%;" &gt;&lt;span style="color: rgb(0, 0, 0);font-size:100%;" &gt;&lt;span style="color: rgb(0, 0, 0);font-size:100%;" &gt;&lt;span style="color: rgb(0, 0, 0);font-size:100%;" &gt;&lt;span style="color: rgb(0, 0, 0);font-size:100%;" &gt;&lt;span style="color: rgb(0, 0, 0);font-size:100%;" &gt;&lt;span&gt;&lt;span style="color: rgb(0, 0, 0);font-size:100%;" &gt;&lt;span&gt;&lt;span style="color: rgb(0, 0, 0);font-size:100%;" &gt;&lt;a href="post-create.g?blogID=625094727131577069#"&gt;&lt;br /&gt;&lt;/a&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/td&gt;&lt;td style="padding: 5px;" valign="middle"&gt;&lt;p&gt;&lt;span style="color: rgb(102, 0, 0);font-size:130%;" &gt;&lt;span style="font-weight: bold;" id="result_box" class="" lang="en"&gt;&lt;span title="Klik untuk terjemahan alternatif" class="hps"&gt;Learning Media&lt;/span&gt; &lt;span title="Klik untuk terjemahan alternatif" class="hps"&gt;Download&lt;/span&gt; &lt;span title="Klik untuk terjemahan alternatif" class="hps"&gt;Flash&lt;/span&gt; &lt;span title="Klik untuk terjemahan alternatif" class="hps"&gt;Charm&lt;/span&gt; &lt;span title="Klik untuk terjemahan alternatif" class="hps"&gt;Physics&lt;/span&gt; &lt;span title="Klik untuk terjemahan alternatif" class="hps"&gt;and&lt;/span&gt; &lt;span title="Klik untuk terjemahan alternatif" class="hps"&gt;Mathematics&lt;/span&gt;&lt;span class="" title="Klik untuk terjemahan alternatif"&gt;.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-weight: bold; font-style: italic;"&gt;Elementary&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi4BMj6Xd-9LtHAa9DzvBW1VSHVrFqUdWGp8USdgAJ9IClHsWQ9-nSA3OtSrhvg0dHLNuoh8E7qifFHmTDg2F09r6fvrmupHDpaG9kEZsNgBGsXnUSqaVbHxQlFtjUCKge04WfbCKmmeYGb/s1600-h/asosiatif-perkalian.jpg"&gt;&lt;img style="margin: 0pt 10px 10px 0pt; float: left; cursor: pointer; width: 117px; height: 117px;" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi4BMj6Xd-9LtHAa9DzvBW1VSHVrFqUdWGp8USdgAJ9IClHsWQ9-nSA3OtSrhvg0dHLNuoh8E7qifFHmTDg2F09r6fvrmupHDpaG9kEZsNgBGsXnUSqaVbHxQlFtjUCKge04WfbCKmmeYGb/s200/asosiatif-perkalian.jpg" alt="" id="BLOGGER_PHOTO_ID_5342118989593549170" border="0" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;span style="color: rgb(153, 0, 0);"&gt;Associative multiplication&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;a href="http://www.ziddu.com/download/4984327/AsosiatifPerkalian.swf.html" target="_blank" rel="nofollow"&gt;&lt;span style="font-weight: bold;"&gt;DOWNLOAD&lt;/span&gt;&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg8ImN23EHn8FUff4sSAG0Kmg3LoklvAIupPCp2ueVLAX7-lEombO8zzQaKu8dlTp8pRISKx1PIJhNjfnrmlr5YjjuWFCyA5geUguap0XEa8PPqmr9hNdggJU-AES1tR5BYmXOnZX3uXRnT/s1600-h/mari-ukur.jpg"&gt;&lt;img style="margin: 0pt 10px 10px 0pt; float: left; cursor: pointer; width: 117px; height: 117px;" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg8ImN23EHn8FUff4sSAG0Kmg3LoklvAIupPCp2ueVLAX7-lEombO8zzQaKu8dlTp8pRISKx1PIJhNjfnrmlr5YjjuWFCyA5geUguap0XEa8PPqmr9hNdggJU-AES1tR5BYmXOnZX3uXRnT/s200/mari-ukur.jpg" alt="" id="BLOGGER_PHOTO_ID_5342119268143848146" border="0" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;span style="color: rgb(153, 0, 0);"&gt;Relationship between diameter and perimeter of a circle.&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;a href="http://www.ziddu.com/download/4984236/W_EMariUkurPI.swf.html" target="_blank" rel="nofollow"&gt;&lt;span style="font-weight: bold;"&gt;DOWNLOAD&lt;/span&gt;&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="color: rgb(0, 0, 0);font-size:100%;" &gt;&lt;span style="font-weight: bold; font-style: italic;"&gt;Junior High School :&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhkcHxpP6AQ2wNIQiWWFHXOWEulLV-zFrxp6gzfsrPJ-4eTxpYWJr0fJiJI_MMVMB7o5MJ09bHqyU4VXNkI8AJ8PATNIG8gy8JcgGOEFm-512sqCeosi4Kq899E9Fg_E86rNyaaZYrwWPId/s1600-h/micrometer.jpg"&gt;&lt;img style="margin: 0pt 10px 10px 0pt; float: left; cursor: pointer; width: 117px; height: 117px;" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhkcHxpP6AQ2wNIQiWWFHXOWEulLV-zFrxp6gzfsrPJ-4eTxpYWJr0fJiJI_MMVMB7o5MJ09bHqyU4VXNkI8AJ8PATNIG8gy8JcgGOEFm-512sqCeosi4Kq899E9Fg_E86rNyaaZYrwWPId/s200/micrometer.jpg" alt="" id="BLOGGER_PHOTO_ID_5342119784926123010" border="0" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;span style="color: rgb(153, 0, 0);"&gt;Micrometer&lt;/span&gt;&lt;span style="color: rgb(153, 0, 0);"&gt; Caliper&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;a href="http://www.ziddu.com/download/4984292/micrometer.swf.html" target="_blank" rel="nofollow"&gt;&lt;span style="font-weight: bold;"&gt;DOWNLOAD&lt;/span&gt;&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi9aI0tUX5BJe55BpywcVQzDb3AqFviYMshEh4OLZiu9tcQ2kwREzspED7uGxysnuY_GbhMyu7zUTw8eLaK-UtW9gCrxE0aHyulJa1lQ_2gVL4uay8Rq69gnanm9ThbDF9uz1P-jHhgW78k/s1600-h/pemantulan.jpg"&gt;&lt;img style="margin: 0pt 10px 10px 0pt; float: left; cursor: pointer; width: 117px; height: 117px;" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi9aI0tUX5BJe55BpywcVQzDb3AqFviYMshEh4OLZiu9tcQ2kwREzspED7uGxysnuY_GbhMyu7zUTw8eLaK-UtW9gCrxE0aHyulJa1lQ_2gVL4uay8Rq69gnanm9ThbDF9uz1P-jHhgW78k/s200/pemantulan.jpg" alt="" id="BLOGGER_PHOTO_ID_5342119891988782930" border="0" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;span style="color: rgb(153, 0, 0);"&gt;Diffused reflection&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;a href="http://www.ziddu.com/download/4984290/pemantulan.swf.html" target="_blank" rel="nofollow"&gt;&lt;span style="font-weight: bold;"&gt;DOWNLOAD&lt;/span&gt;&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhMcAy0YOgxTotujK3yBVvM4uUMfbh6_x_SPwQE2rwDOnZaGYGXDPLHsHG7wF7_0zFPbYr1gPeNiI5IUC5sjp078GVQ1T72xBclSXcJ9gwPwqMvBmDJEQ5870HdNHmfy_ISaalmDiNvfzZC/s1600-h/cermin-lensa.jpg"&gt;&lt;img style="margin: 0pt 10px 10px 0pt; float: left; cursor: pointer; width: 117px; height: 117px;" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhMcAy0YOgxTotujK3yBVvM4uUMfbh6_x_SPwQE2rwDOnZaGYGXDPLHsHG7wF7_0zFPbYr1gPeNiI5IUC5sjp078GVQ1T72xBclSXcJ9gwPwqMvBmDJEQ5870HdNHmfy_ISaalmDiNvfzZC/s200/cermin-lensa.jpg" alt="" id="BLOGGER_PHOTO_ID_5342120112164707330" border="0" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;span style="color: rgb(153, 0, 0);"&gt;Reflection on the concave mirror&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;a href="http://www.ziddu.com/download/4984324/cermincekung.swf.html" target="_blank" rel="nofollow"&gt;&lt;span style="font-weight: bold;"&gt;DOWNLOAD&lt;/span&gt;&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgv0L5yfKKKbOnJX4ZdaSBvdpq9-scgxTngenzDmLQxk29KvsBcK_vDLr2_QagVdZrcGnQMzHz5N046JaIyQS6wvViBsPhRefgiGrOTILiWKh2I5YP643vwLKnQO7vKHZ-GUVWOJtr5r5VW/s1600-h/perbesaran.jpg"&gt;&lt;img style="margin: 0pt 10px 10px 0pt; float: left; cursor: pointer; width: 117px; height: 117px;" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgv0L5yfKKKbOnJX4ZdaSBvdpq9-scgxTngenzDmLQxk29KvsBcK_vDLr2_QagVdZrcGnQMzHz5N046JaIyQS6wvViBsPhRefgiGrOTILiWKh2I5YP643vwLKnQO7vKHZ-GUVWOJtr5r5VW/s200/perbesaran.jpg" alt="" id="BLOGGER_PHOTO_ID_5342119620344819218" border="0" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;span style="color: rgb(153, 0, 0);"&gt;Magnification&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;a href="http://www.ziddu.com/download/4984288/perbesaran.swf.html" target="_blank" rel="nofollow"&gt;&lt;span style="font-weight: bold;"&gt;DOWNLOAD&lt;/span&gt;&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgSPFwMqmun9YRb7_P-SJEORMli2aG0YinrH0XOYjyr-9XmxNrRgMRVCdgM0roPWa3wzTCivpvlpybRzTC4qCeSqdzQQU7s4NZCaojvbeC1PEHY1mVHRSnaLFet2jsdlJ9d_Sc71luCzQ1s/s1600-h/sudut.jpg"&gt;&lt;img style="margin: 0pt 10px 10px 0pt; float: left; cursor: pointer; width: 117px; height: 117px;" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgSPFwMqmun9YRb7_P-SJEORMli2aG0YinrH0XOYjyr-9XmxNrRgMRVCdgM0roPWa3wzTCivpvlpybRzTC4qCeSqdzQQU7s4NZCaojvbeC1PEHY1mVHRSnaLFet2jsdlJ9d_Sc71luCzQ1s/s200/sudut.jpg" alt="" id="BLOGGER_PHOTO_ID_5342119466764361122" border="0" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;span style="color: rgb(153, 0, 0);"&gt;Angl&lt;/span&gt;&lt;span style="color: rgb(153, 0, 0);"&gt;e Measurement&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;a href="http://www.ziddu.com/download/4984267/sudut.swf.html" target="_blank" rel="nofollow"&gt;&lt;span style="font-weight: bold;"&gt;DOWNLOAD&lt;/span&gt;&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiSuOVELqVA_iUuWcRJKUhlsTvsZfLt6eSD0pe28ZgWfjrT5Wm7M86KGM2b5cADbc4EOGNEsaVHDr7AOwfLHGIZtqR79ZDY3ePvls8FjNxfncoE6IQgsSTfpoNXCCG-UkCjtzKdKdGFp0Wi/s1600-h/skalarumah.jpg"&gt;&lt;img style="margin: 0pt 10px 10px 0pt; float: left; cursor: pointer; width: 117px; height: 117px;" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiSuOVELqVA_iUuWcRJKUhlsTvsZfLt6eSD0pe28ZgWfjrT5Wm7M86KGM2b5cADbc4EOGNEsaVHDr7AOwfLHGIZtqR79ZDY3ePvls8FjNxfncoE6IQgsSTfpoNXCCG-UkCjtzKdKdGFp0Wi/s200/skalarumah.jpg" alt="" id="BLOGGER_PHOTO_ID_5342118428781200770" border="0" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;span style="color: rgb(153, 0, 0);"&gt;Scale&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;a href="http://www.ziddu.com/download/4984273/skalarumah.swf.html" target="_blank" rel="nofollow"&gt;&lt;span style="font-weight: bold;"&gt;DOWNLOAD&lt;/span&gt;&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-weight: bold; font-style: italic;"&gt;(High School )&lt;/span&gt; :&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgIGLhzuV2VK-dhCp8w-t9ILYp6j-QYY3C3fxuj7Lvmj4scBT5CLvjYSIHxGYE0A0F1MmhDD49S4RmbfSPG6FuOruw3dGB5tpWl7D5Tx7ZUsMMkBDr8mUT_mMSi7zdTCgCUPSOD40g5yuC7/s1600-h/gelinding.jpg"&gt;&lt;img style="margin: 0pt 10px 10px 0pt; float: left; cursor: pointer; width: 117px; height: 117px;" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgIGLhzuV2VK-dhCp8w-t9ILYp6j-QYY3C3fxuj7Lvmj4scBT5CLvjYSIHxGYE0A0F1MmhDD49S4RmbfSPG6FuOruw3dGB5tpWl7D5Tx7ZUsMMkBDr8mUT_mMSi7zdTCgCUPSOD40g5yuC7/s200/gelinding.jpg" alt="" id="BLOGGER_PHOTO_ID_5342120356891134034" border="0" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;span style="color: rgb(102, 0, 0);"&gt;Translation and Rotation Movement&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;a href="http://www.ziddu.com/download/4984252/w_egelindinginteraktif.swf.html" target="_blank" rel="nofollow"&gt;&lt;span style="font-weight: bold;"&gt;DOWNLOAD&lt;/span&gt;&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj1OC4WJdf0DUR_AlGTOoNNx7ayqCO2dOVjOlMQVBUNl60k5icMWT3_no_J_F3iELkqArEWnJr6cieEPMZLFpQwk8OFn0KXB_OXpFTKkDk_fC47EnMT-6JK1aLRfmyNZRxdMo6mWSYsvkPh/s1600-h/friksi.jpg"&gt;&lt;img style="margin: 0pt 10px 10px 0pt; float: left; cursor: pointer; width: 117px; height: 117px;" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj1OC4WJdf0DUR_AlGTOoNNx7ayqCO2dOVjOlMQVBUNl60k5icMWT3_no_J_F3iELkqArEWnJr6cieEPMZLFpQwk8OFn0KXB_OXpFTKkDk_fC47EnMT-6JK1aLRfmyNZRxdMo6mWSYsvkPh/s200/friksi.jpg" alt="" id="BLOGGER_PHOTO_ID_5342120471807044386" border="0" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;span style="color: rgb(153, 0, 0);"&gt;Friction &lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;a href="http://www.ziddu.com/download/4984316/friksi.swf.html" target="_blank" rel="nofollow"&gt;&lt;span style="font-weight: bold;"&gt;DOWNLOAD&lt;/span&gt;&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh5-eseJQg7oOarRBorOiWDGZ16HY0QD6jhe3Eoi7c77-5tuJj0M8OGZIgVDEdUjkvRCIqEX32tGeKFis-mDgxYhXOQo4TId7xjat9HP6jeYh-Qsh0yvYKDHyddq3Z735_6ojf96snYs5vn/s1600-h/electricity.jpg"&gt;&lt;img style="margin: 0pt 10px 10px 0pt; float: left; cursor: pointer; width: 117px; height: 117px;" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh5-eseJQg7oOarRBorOiWDGZ16HY0QD6jhe3Eoi7c77-5tuJj0M8OGZIgVDEdUjkvRCIqEX32tGeKFis-mDgxYhXOQo4TId7xjat9HP6jeYh-Qsh0yvYKDHyddq3Z735_6ojf96snYs5vn/s200/electricity.jpg" alt="" id="BLOGGER_PHOTO_ID_5342120592304386578" border="0" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;span style="color: rgb(153, 0, 0);"&gt;Electricity&lt;/span&gt;&lt;br /&gt;&lt;a href="http://www.ziddu.com/download/4984222/w_evoltmeter_interaktif.swf.html" target="_blank" rel="nofollow"&gt;&lt;br /&gt;&lt;span style="font-weight: bold;"&gt;DOWNLOAD&lt;/span&gt;&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;&lt;/p&gt;&lt;br /&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td style="vertical-align: top;"&gt;&lt;br /&gt;&lt;/td&gt;&lt;td style="vertical-align: top;"&gt;&lt;br /&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td style="vertical-align: top;"&gt;&lt;br /&gt;&lt;/td&gt;&lt;td style="vertical-align: top;"&gt;&lt;br /&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td style="padding: 5px;" valign="middle"&gt;&lt;span style="color: rgb(0, 0, 0);font-size:100%;" &gt;&lt;span style="color: rgb(0, 0, 0);font-size:100%;" &gt;&lt;span style="color: rgb(0, 0, 0);font-size:100%;" &gt;&lt;span style="color: rgb(0, 0, 0);font-size:100%;" &gt;&lt;span style="color: rgb(0, 0, 0);font-size:100%;" &gt;&lt;span style="color: rgb(0, 0, 0);font-size:100%;" &gt;&lt;span style="color: rgb(0, 0, 0);font-size:100%;" &gt;&lt;span style="color: rgb(0, 0, 0);font-size:100%;" &gt;&lt;span style="color: rgb(0, 0, 0);font-size:100%;" &gt;&lt;span style="color: rgb(0, 0, 0);font-size:100%;" &gt;&lt;span style="color: rgb(0, 0, 0);font-size:100%;" &gt;&lt;span style="color: rgb(0, 0, 0);font-size:100%;" &gt;&lt;span style="color: rgb(0, 0, 0);font-size:100%;" &gt;&lt;span style="color: rgb(0, 0, 0);font-size:100%;" &gt;&lt;span style="color: rgb(0, 0, 0);font-size:100%;" &gt;&lt;span style="color: rgb(0, 0, 0);font-size:100%;" &gt;&lt;span style="color: rgb(0, 0, 0);font-size:100%;" &gt;&lt;span style="color: rgb(0, 0, 0);font-size:100%;" &gt;&lt;span style="color: rgb(0, 0, 0);font-size:100%;" &gt;&lt;span style="color: rgb(0, 0, 0);font-size:100%;" &gt;&lt;span style="color: rgb(0, 0, 0);font-size:100%;" &gt;&lt;span style="color: rgb(0, 0, 0);font-size:100%;" &gt;&lt;span style="color: rgb(0, 0, 0);font-size:100%;" &gt;&lt;span style="color: rgb(0, 0, 0);font-size:100%;" &gt;&lt;span style="color: rgb(0, 0, 0);font-size:100%;" &gt;&lt;span style="color: rgb(0, 0, 0);font-size:100%;" &gt;&lt;span style="color: rgb(0, 0, 0);font-size:100%;" &gt;&lt;span style="color: rgb(0, 0, 0);font-size:100%;" &gt;&lt;span style="color: rgb(0, 0, 0);font-size:100%;" &gt;&lt;span style="color: rgb(0, 0, 0);font-size:100%;" &gt;&lt;span style="color: rgb(0, 0, 0);font-size:100%;" &gt;&lt;span style="color: rgb(0, 0, 0);font-size:100%;" &gt;&lt;span style="color: rgb(0, 0, 0);font-size:100%;" &gt;&lt;span style="color: rgb(0, 0, 0);font-size:100%;" &gt;&lt;a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjxj0juzJRlMcAxXfA5Av2Yh5KnmCTe_zaoUkW9vc5vsAD84fUup1UoA1EsYmru1lfdKi-U4xiY7P4qsSKw0FSSqrGH7z3Y2FdUyR4p7VXawSOn6VoX6fg_82b6r5eyCfCK-EvdtXHlZiE/s1600/9.JPG"&gt;&lt;img style="cursor: pointer; width: 168px; height: 114px;" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjxj0juzJRlMcAxXfA5Av2Yh5KnmCTe_zaoUkW9vc5vsAD84fUup1UoA1EsYmru1lfdKi-U4xiY7P4qsSKw0FSSqrGH7z3Y2FdUyR4p7VXawSOn6VoX6fg_82b6r5eyCfCK-EvdtXHlZiE/s400/9.JPG" alt="" id="BLOGGER_PHOTO_ID_5480436195870444034" border="0" /&gt;&lt;/a&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/td&gt;&lt;td style="padding: 5px;" valign="middle"&gt;&lt;span id="result_box" class="" lang="en"&gt;&lt;span style="font-weight: bold;" title="Klik untuk terjemahan alternatif" class="hps"&gt;Download&lt;/span&gt;&lt;span style="font-weight: bold;"&gt; &lt;/span&gt;&lt;span style="font-weight: bold;" title="Klik untuk terjemahan alternatif" class="hps"&gt;Flash&lt;/span&gt;&lt;span style="font-weight: bold;"&gt; &lt;/span&gt;&lt;span style="font-weight: bold;" title="Klik untuk terjemahan alternatif" class="hps"&gt;Media&lt;/span&gt;&lt;span style="font-weight: bold;"&gt; &lt;/span&gt;&lt;span style="font-weight: bold;" title="Klik untuk terjemahan alternatif" class="hps"&gt;Learning&lt;/span&gt;&lt;span style="font-weight: bold;"&gt; &lt;/span&gt;&lt;span style="font-weight: bold;" title="Klik untuk terjemahan alternatif" class="hps"&gt;for&lt;/span&gt;&lt;span style="font-weight: bold;"&gt; &lt;/span&gt;&lt;span style="font-weight: bold;" title="Klik untuk terjemahan alternatif" class="hps"&gt;Simulation&lt;/span&gt;&lt;span style="font-weight: bold;"&gt; &lt;/span&gt;&lt;span style="font-weight: bold;" title="Klik untuk terjemahan alternatif" class="hps"&gt;Factorial&lt;br /&gt;&lt;br /&gt;&lt;/span&gt; &lt;span title="Klik untuk terjemahan alternatif" class="hps"&gt;These&lt;/span&gt; &lt;span title="Klik untuk terjemahan alternatif" class="hps"&gt;media&lt;/span&gt; &lt;span title="Klik untuk terjemahan alternatif" class="hps"&gt;tend&lt;/span&gt; &lt;span title="Klik untuk terjemahan alternatif" class="hps"&gt;toward the&lt;/span&gt; &lt;span title="Klik untuk terjemahan alternatif" class="hps"&gt;game&lt;/span&gt; &lt;span title="Klik untuk terjemahan alternatif" class="hps"&gt;to guess&lt;/span&gt; &lt;span title="Klik untuk terjemahan alternatif" class="hps"&gt;the value of&lt;/span&gt; &lt;span title="Klik untuk terjemahan alternatif" class="hps"&gt;factorial&lt;/span&gt; &lt;span title="Klik untuk terjemahan alternatif" class="hps atn"&gt;(&lt;/span&gt;&lt;span title="Klik untuk terjemahan alternatif"&gt;result&lt;/span&gt;&lt;span title="Klik untuk terjemahan alternatif"&gt;)&lt;/span&gt; &lt;span title="Klik untuk terjemahan alternatif" class="hps"&gt;of the&lt;/span&gt; &lt;span title="Klik untuk terjemahan alternatif" class="hps"&gt;matter&lt;/span&gt; &lt;span title="Klik untuk terjemahan alternatif" class="hps"&gt;issued&lt;/span&gt;&lt;span title="Klik untuk terjemahan alternatif"&gt;,&lt;/span&gt; &lt;span title="Klik untuk terjemahan alternatif" class="hps"&gt;very&lt;/span&gt; &lt;span title="Klik untuk terjemahan alternatif" class="hps"&gt;helpful&lt;/span&gt; &lt;span title="Klik untuk terjemahan alternatif" class="hps"&gt;for those who&lt;/span&gt; &lt;span title="Klik untuk terjemahan alternatif" class="hps"&gt;want to&lt;/span&gt; &lt;span title="Klik untuk terjemahan alternatif" class="hps"&gt;exercise&lt;/span&gt; &lt;span title="Klik untuk terjemahan alternatif" class="hps"&gt;more in depth&lt;/span&gt; &lt;span title="Klik untuk terjemahan alternatif" class="hps"&gt;about the&lt;/span&gt; &lt;span title="Klik untuk terjemahan alternatif" class="hps atn"&gt;ten-&lt;/span&gt;&lt;span title="Klik untuk terjemahan alternatif"&gt;digit&lt;/span&gt; &lt;span title="Klik untuk terjemahan alternatif" class="hps"&gt;factorial&lt;/span&gt;&lt;/span&gt;&lt;p&gt;&lt;span style="font-family:Times New Roman;"&gt;&lt;a style="font-weight: bold; font-family: georgia;" href="http://www.ziddu.com/download/4038107/faktorial.swf.html" target="_blank" rel="nofollow"&gt;&lt;span style="text-decoration: underline;"&gt;Download&lt;/span&gt;&lt;/a&gt;&lt;br /&gt;&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td style="vertical-align: top;"&gt;&lt;br /&gt;&lt;/td&gt;&lt;td style="vertical-align: top;"&gt;&lt;br /&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td style="vertical-align: top;"&gt;&lt;br /&gt;&lt;/td&gt;&lt;td style="vertical-align: top;"&gt;&lt;br /&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td style="vertical-align: top;"&gt;&lt;br /&gt;&lt;/td&gt;&lt;td style="vertical-align: top;"&gt;&lt;br /&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td style="vertical-align: top;"&gt;&lt;span style="color: rgb(0, 0, 0);font-size:100%;" &gt;&lt;span style="color: rgb(0, 0, 0);font-size:100%;" &gt;&lt;span style="color: rgb(0, 0, 0);font-size:100%;" &gt;&lt;span style="color: rgb(0, 0, 0);font-size:100%;" &gt;&lt;span style="color: rgb(0, 0, 0);font-size:100%;" &gt;&lt;span style="color: rgb(0, 0, 0);font-size:100%;" &gt;&lt;span style="color: rgb(0, 0, 0);font-size:100%;" &gt;&lt;span style="color: rgb(0, 0, 0);font-size:100%;" &gt;&lt;span style="color: rgb(0, 0, 0);font-size:100%;" &gt;&lt;span style="color: rgb(0, 0, 0);font-size:100%;" &gt;&lt;span style="color: rgb(0, 0, 0);font-size:100%;" &gt;&lt;span style="color: rgb(0, 0, 0);font-size:100%;" &gt;&lt;span style="color: rgb(0, 0, 0);font-size:100%;" &gt;&lt;span style="color: rgb(0, 0, 0);font-size:100%;" &gt;&lt;span style="color: rgb(0, 0, 0);font-size:100%;" &gt;&lt;span style="color: rgb(0, 0, 0);font-size:100%;" &gt;&lt;span style="color: rgb(0, 0, 0);font-size:100%;" &gt;&lt;a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgmF-masUY3DY9pGsvqy9AIyqvLOGMrJHib5bfBCulEwCS0AdaD2NcE-jn92bKefpnQHeK3rAaTplz6ttFuuzQujV5_rE81zm0P069M_YDdU3nmSB52rLIYZFFPXNeiymOLmScKviHIKjA/s1600/10.JPG"&gt;&lt;img style="cursor: pointer; width: 173px; height: 126px;" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgmF-masUY3DY9pGsvqy9AIyqvLOGMrJHib5bfBCulEwCS0AdaD2NcE-jn92bKefpnQHeK3rAaTplz6ttFuuzQujV5_rE81zm0P069M_YDdU3nmSB52rLIYZFFPXNeiymOLmScKviHIKjA/s400/10.JPG" alt="" id="BLOGGER_PHOTO_ID_5480435686391140930" border="0" /&gt;&lt;/a&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/td&gt;&lt;td style="vertical-align: top;"&gt;&lt;span id="result_box" class="" lang="en"&gt;&lt;span style="font-weight: bold;" title="Klik untuk terjemahan alternatif" class="hps"&gt;Download&lt;/span&gt;&lt;span style="font-weight: bold;"&gt; &lt;/span&gt;&lt;span style="font-weight: bold;" title="Klik untuk terjemahan alternatif" class="hps"&gt;Flash&lt;/span&gt;&lt;span style="font-weight: bold;"&gt; &lt;/span&gt;&lt;span style="font-weight: bold;" title="Klik untuk terjemahan alternatif" class="hps"&gt;for&lt;/span&gt;&lt;span style="font-weight: bold;"&gt; &lt;/span&gt;&lt;span style="font-weight: bold;" title="Klik untuk terjemahan alternatif" class="hps"&gt;Simulation&lt;/span&gt;&lt;span style="font-weight: bold;"&gt; &lt;/span&gt;&lt;span style="font-weight: bold;" title="Klik untuk terjemahan alternatif" class="hps"&gt;Learning Media&lt;/span&gt;&lt;span style="font-weight: bold;"&gt; &lt;/span&gt;&lt;span title="Klik untuk terjemahan alternatif" class="hps"&gt;&lt;span style="font-weight: bold;"&gt;isobaric&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;div style="text-align: justify;"&gt;&lt;span id="result_box" class="" lang="en"&gt; &lt;span title="Klik untuk terjemahan alternatif" class="hps"&gt;The following&lt;/span&gt; &lt;span title="Klik untuk terjemahan alternatif" class="hps"&gt;simulations&lt;/span&gt; &lt;span title="Klik untuk terjemahan alternatif" class="hps"&gt;will be&lt;/span&gt; &lt;span title="Klik untuk terjemahan alternatif" class="hps"&gt;closely linked to the&lt;/span&gt; &lt;span title="Klik untuk terjemahan alternatif" class="hps"&gt;thermodynamics&lt;/span&gt;&lt;span class="" title="Klik untuk terjemahan alternatif"&gt;,&lt;/span&gt; &lt;span title="Klik untuk terjemahan alternatif" class="hps"&gt;we&lt;/span&gt; &lt;span title="Klik untuk terjemahan alternatif" class="hps"&gt;will study&lt;/span&gt; &lt;span title="Klik untuk terjemahan alternatif" class="hps"&gt;how the process of&lt;/span&gt; &lt;span title="Klik untuk terjemahan alternatif" class="hps"&gt;changing&lt;/span&gt; &lt;span title="Klik untuk terjemahan alternatif" class="hps"&gt;temperature&lt;/span&gt; &lt;span title="Klik untuk terjemahan alternatif" class="hps"&gt;and&lt;/span&gt; &lt;span title="Klik untuk terjemahan alternatif" class="hps"&gt;pressure&lt;/span&gt; &lt;span title="Klik untuk terjemahan alternatif" class="hps"&gt;conditions of&lt;/span&gt; &lt;span title="Klik untuk terjemahan alternatif" class="hps"&gt;an ideal gas&lt;/span&gt; &lt;span title="Klik untuk terjemahan alternatif" class="hps"&gt;in a&lt;/span&gt; &lt;span title="Klik untuk terjemahan alternatif" class="hps"&gt;fixed&lt;/span&gt; &lt;span title="Klik untuk terjemahan alternatif" class="hps"&gt;volume&lt;/span&gt;&lt;span class="" title="Klik untuk terjemahan alternatif"&gt;.&lt;/span&gt; &lt;span title="Klik untuk terjemahan alternatif" class="hps"&gt;Enjoy&lt;/span&gt; &lt;span title="Klik untuk terjemahan alternatif" class="hps"&gt;...&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;span id="result_box" class="" lang="en"&gt;&lt;span title="Klik untuk terjemahan alternatif" class="hps"&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;span id="result_box" class="" lang="en"&gt;&lt;span title="Klik untuk terjemahan alternatif" class="hps"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;span class="fullpost"&gt;&lt;a style="font-weight: bold;" href="http://www.ziddu.com/downloadlink/4332595/isobarik.swf" target="_blank" rel="nofollow"&gt;Do&lt;/a&gt;&lt;/span&gt;&lt;span class="fullpost"&gt;&lt;a href="http://www.ziddu.com/downloadlink/4332595/isobarik.swf" target="_blank" rel="nofollow"&gt;&lt;span style="font-weight: bold;"&gt;wnload &lt;/span&gt; &lt;/a&gt;&lt;/span&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td style="padding: 5px;" valign="middle"&gt;&lt;br /&gt;&lt;/td&gt;&lt;td style="padding: 5px;" valign="middle"&gt;&lt;br /&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td style="vertical-align: top;"&gt;&lt;br /&gt;&lt;/td&gt;&lt;td style="vertical-align: top;"&gt;&lt;br /&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td style="vertical-align: top;"&gt;&lt;br /&gt;&lt;/td&gt;&lt;td style="vertical-align: top;"&gt;&lt;br /&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td style="vertical-align: top;"&gt;&lt;br /&gt;&lt;/td&gt;&lt;td style="vertical-align: top;"&gt;&lt;br /&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td style="padding: 5px;" valign="middle"&gt;&lt;br /&gt;&lt;/td&gt;&lt;td style="padding: 5px;" valign="middle"&gt;&lt;br /&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td style="vertical-align: top;"&gt;&lt;br /&gt;&lt;/td&gt;&lt;td style="vertical-align: top;"&gt;&lt;br /&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td style="vertical-align: top;"&gt;&lt;br /&gt;&lt;/td&gt;&lt;td style="vertical-align: top;"&gt;&lt;br /&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td style="vertical-align: top;"&gt;&lt;br /&gt;&lt;/td&gt;&lt;td style="vertical-align: top;"&gt;&lt;br /&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td style="padding: 5px;" valign="middle"&gt;&lt;br /&gt;&lt;/td&gt;&lt;td style="padding: 5px;" valign="middle"&gt;&lt;br /&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td style="vertical-align: top;"&gt;&lt;br /&gt;&lt;/td&gt;&lt;td style="vertical-align: top;"&gt;&lt;br /&gt;&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;/div&gt;&lt;p&gt;&lt;span style="font-style: italic;"&gt;Resource : &lt;/span&gt;&lt;a href="http://www.papantulisku.com/2010/06/download-media-pembelajaran.html"&gt;http://www.papantulisku.com&lt;/a&gt;&lt;br /&gt;&lt;/p&gt;&lt;p style="text-align: justify;"&gt;&lt;span id="result_box" class="" lang="en"&gt;&lt;span title="Klik untuk terjemahan alternatif" class="hps"&gt;Similarly,&lt;/span&gt; &lt;span title="Klik untuk terjemahan alternatif" class="hps"&gt;some files&lt;/span&gt; &lt;span title="Klik untuk terjemahan alternatif" class="hps"&gt;had been a&lt;/span&gt; &lt;span title="Klik untuk terjemahan alternatif" class="hps"&gt;Learning Media&lt;/span&gt; &lt;span title="Klik untuk terjemahan alternatif" class="hps"&gt;that&lt;/span&gt; &lt;span title="Klik untuk terjemahan alternatif" class="hps"&gt;hopefully&lt;/span&gt; &lt;span title="Klik untuk terjemahan alternatif" class="hps"&gt;can be useful&lt;/span&gt; &lt;span title="Klik untuk terjemahan alternatif" class="hps"&gt;for all of us&lt;/span&gt;&lt;span title="Klik untuk terjemahan alternatif"&gt;,&lt;/span&gt; &lt;span title="Klik untuk terjemahan alternatif" class="hps"&gt;on the other&lt;/span&gt; &lt;span title="Klik untuk terjemahan alternatif" class="hps"&gt;admins&lt;/span&gt; &lt;span title="Klik untuk terjemahan alternatif" class="hps"&gt;will&lt;/span&gt; &lt;span title="Klik untuk terjemahan alternatif" class="hps"&gt;post&lt;/span&gt; &lt;span title="Klik untuk terjemahan alternatif" class="hps"&gt;later&lt;/span&gt; &lt;span title="Klik untuk terjemahan alternatif" class="hps"&gt;describes&lt;/span&gt; &lt;span title="Klik untuk terjemahan alternatif" class="hps"&gt;how to&lt;/span&gt; &lt;span title="Klik untuk terjemahan alternatif" class="hps"&gt;create a&lt;/span&gt; &lt;span style="font-weight: bold;" title="Klik untuk terjemahan alternatif" class="hps"&gt;Media&lt;/span&gt;&lt;span style="font-weight: bold;"&gt; &lt;/span&gt;&lt;span style="font-weight: bold;" title="Klik untuk terjemahan alternatif" class="hps"&gt;Learning&lt;/span&gt;&lt;span style="font-weight: bold;"&gt; &lt;/span&gt;&lt;span style="font-weight: bold;" title="Klik untuk terjemahan alternatif" class="hps"&gt;Using&lt;/span&gt;&lt;span style="font-weight: bold;"&gt; &lt;/span&gt;&lt;span style="font-weight: bold;" title="Klik untuk terjemahan alternatif" class="hps"&gt;Macromedia&lt;/span&gt;&lt;span style="font-weight: bold;"&gt; &lt;/span&gt;&lt;span style="font-weight: bold;" title="Klik untuk terjemahan alternatif" class="hps"&gt;Flash&lt;/span&gt;&lt;span title="Klik untuk terjemahan alternatif"&gt;.&lt;/span&gt; &lt;span title="Klik untuk terjemahan alternatif" class="hps"&gt;So is&lt;/span&gt; &lt;span title="Klik untuk terjemahan alternatif" class="hps"&gt;this post&lt;/span&gt;&lt;span class="" title="Klik untuk terjemahan alternatif"&gt;.&lt;/span&gt; &lt;span title="Klik untuk terjemahan alternatif" class="hps"&gt;Wait for&lt;/span&gt; &lt;span title="Klik untuk terjemahan alternatif" class="hps"&gt;the next post&lt;/span&gt;&lt;span class="" title="Klik untuk terjemahan alternatif"&gt;.&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;/span&gt;</description><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" height="72" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhVnvveeC9loMtkiCEgfr8xCsGJ-UL6TXVEvYaP6tuXBEya7zQh1QBrLm4OX6Jfss-jawrFajx-K6HtjErFN3Z2cx0uL7L1ZYCrUU2wIAK8oUqbkeHCSxHIOY-xXBasnHoG1R3lJPMb7cM/s72-c/4.JPG" width="72"/><thr:total xmlns:thr="http://purl.org/syndication/thread/1.0">0</thr:total></item></channel></rss>