tag:blogger.com,1999:blog-70459275393981528632024-03-12T21:15:48.951-07:00TriumfeminaeThree Latin teachers, colleagues, and friends documenting their adventures in teaching and learning to use more active Latin and Comprehensible Input through a variety of techniques parvaluongohttp://www.blogger.com/profile/06542224156619746850noreply@blogger.comBlogger27125tag:blogger.com,1999:blog-7045927539398152863.post-14146761062009609372019-09-17T07:50:00.004-07:002019-09-17T07:50:57.282-07:00Time and Energy Management The last two administrators who have come to observe me have commented on the energy that I give to teaching an engaging language class. I have noticed over the course of my whole career that I have to "gear up" to get ready for my classes. In recent years, as I've attended a variety of professional development experiences, including a Rassias method class that talked about Rassias' own background in acting that he brought to teaching, I've thought more and more about how important it is that I continue bringing energy, enthusiasm, and playfulness to my classes. However, it is also essential to practice self-care, as the energy to teach by regularly varying activities and using methods to engage students in actively using language can be exhausting. Here are some things that I try to do make sure I can continue to maintain the energy needed for teaching:<br />
<ul>
<li>Prioritize: I have a practice of making a daily list of the six things I'd like to accomplish. To be honest, it is rare that I get through all six, and I also keep a running list of the other thirty things I need to work on as well. However, the practice of making that list each day reminds me of what is really important for that particular day.</li>
<li>Practice self-compassion: I often cannot do even my six main priorities each day. However, I remind myself that it is more important to put the students and adults who are in front of me first each day, rather than focusing on accomplishing everything on my list. I take a lot of deep breaths and remind myself that I am doing the best I can with the time I have and with everything on my plate.</li>
<li>Time for myself: At least once a day, I forget about all the "to dos," and I do something for myself. It may be taking a walk with a friend, doing a meditation, practicing yoga, going for a run, or treating myself and my daughter to a manicure. I have found that putting these events on my calendar ensures that I actually drop everything and do these things for myself. </li>
<li>Family time: I also prioritize spending time with my family daily, usually over a shared family dinner. Now that I am done with graduate school, I find that the time I used to study has been taken over with preparing dinners, but I am glad to get back to doing that with my husband. Cooking is also one of my favorite ways to nurture my family, so I am glad to be back to prioritizing that. </li>
<li>Sleep: For me, sleep is a necessity, and I seem to need more sleep than most. With rare exceptions, I am in bed for eight hours a night - even though that means going to bed without finishing my work. Notice I say that I am in bed for eight hours - even though sometimes I can't sleep. I used to have terribly insomnia, and one way I got out of that pattern was by forcing myself to stay in bed for those eight hours even if I am not sleeping well. On the rare occasions that I can't set aside eight hours for sleep, I am sure to get no fewer than six hours. For me, it makes a huge difference in my health and energy. </li>
<li>Time management: I am a religious user of an electronic calendar to organize my work time and self-care. As a matter of fact, the first thing I teach new advisees is how to get their Google calendars to sync with their phones. In the first month of school I teach them to get their classes to sync with their phones since we have a rotating schedule. When they make an appointment with me, I have them create the calendar event and share it with me, so that it will appear on both of our phones. When I have an important task to be done, I block out time on my calendar. I have found the calendar to be an essential tool for sustaining my life as a teacher.</li>
<li>Teaching students self-efficacy and responsibility: Finally, I remind myself that students don't need me to do everything for them. They are responsible for their own learning, though I may need to instruct them on how to do that initially. The more I can teach students how to do things like manage calendars and utilize learning tools, the more they will be empowered, and the less I'll need to spend my energy on things that students can do for themselves. </li>
</ul>
What tips do you have for making sure you have the energy to teach? parvaluongohttp://www.blogger.com/profile/06542224156619746850noreply@blogger.com0tag:blogger.com,1999:blog-7045927539398152863.post-75011313602572797832019-02-21T09:05:00.001-08:002019-02-21T09:05:07.784-08:00Rassias Method Workshop Experience
<br />
<div class="MsoNormal">
Last month I had the opportunity to attend the Rassias
method class at Belmont Abbey College with Nancy Llewellyn, Jason Slanga, and
Carson Thomas.<span style="mso-spacerun: yes;"> </span>Here are some of my
thoughts after the weekend:</div>
<div class="MsoNormal">
<br /></div>
<div class="MsoListParagraphCxSpFirst" style="margin-left: 41.35pt; mso-add-space: auto; mso-list: l0 level1 lfo1; text-indent: -.25in;">
<span style="font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span>It is most useful to learn new skills and then
have the opportunity to practice in front of and get feedback from colleagues.<span style="mso-spacerun: yes;"> </span>I have too few opportunities to do this, but
whenever I do it results in powerful learning.<span style="mso-spacerun: yes;">
</span>This was a great reminder to me of how I need to be more intentional about
creating these opportunities for myself as a teacher and learner.<span style="mso-spacerun: yes;"> </span>It also was an important reminder of how imperative
formative feedback is for my students.<span style="mso-spacerun: yes;">
</span>The Rassias method drills provide great ways to give non-threatening
formative feedback to students during their process of constructing linguistic
knowledge.<span style="mso-spacerun: yes;"> </span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 41.35pt; mso-add-space: auto; mso-list: l0 level1 lfo1; text-indent: -.25in;">
<span style="font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span>Observing other teachers is amazing professional
development.<span style="mso-spacerun: yes;"> </span>The opportunity to see
Nancy Llewellyn teach a class to her seminarians was essential for helping me
to build my understanding of how these methods could combine into a
lesson.<span style="mso-spacerun: yes;"> </span>We were given that opportunity
to see her teach early on in the workshop before we had been taught many of the
methods.<span style="mso-spacerun: yes;"> </span>That observation was important
for building my own motivation to learn the techniques.<span style="mso-spacerun: yes;"> </span>Motivation is essential for all learners, and
I need to make sure I am paying attention to that with my own students.</div>
<div class="MsoListParagraphCxSpLast" style="margin-left: 41.35pt; mso-add-space: auto; mso-list: l0 level1 lfo1; text-indent: -.25in;">
<span style="font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span>Language learning should be fun.<span style="mso-spacerun: yes;"> </span>Nancy’s students were clearly having fun
during class – at the same time as they were being challenged.<span style="mso-spacerun: yes;"> </span>This made the challenge feel non-threatening
to them and clearly amplified their learning.<span style="mso-spacerun: yes;">
</span>When we were practicing the methods ourselves, we teachers also spent a
lot of time laughing together.<span style="mso-spacerun: yes;"> </span>The fun
we had learning motivated us to be more creative in our linguistic production
to keep the fun going, contributing even more to an already powerful learning
experience.<span style="mso-spacerun: yes;"> </span>I want to recommit myself
laughing more with my classes.</div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
Teachers know that it is incumbent on us to model lifelong
learning for our students.<span style="mso-spacerun: yes;"> </span>Attending
this workshop was a great way for me to experience being back in the classroom.<span style="mso-spacerun: yes;"> </span>If you ever have the chance to attend
yourself, I can’t recommend the experience highly enough.<span style="mso-spacerun: yes;"> </span>I know they already have dates up for an
October workshop, which you can see <a href="https://belmontabbeycollege.edu/rassias-workshop/" target="_blank">here</a>.<span style="mso-spacerun: yes;">
</span>My recommendation is to start thinking now about what grants you can
apply for to get there.<span style="mso-spacerun: yes;"> </span>- Parva</div>
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</style>parvaluongohttp://www.blogger.com/profile/06542224156619746850noreply@blogger.com0tag:blogger.com,1999:blog-7045927539398152863.post-3143267683905331132018-12-20T14:49:00.001-08:002018-12-20T14:49:23.962-08:00MentorsThis year has given me lots of opportunities to think about mentors and mentoring. First, I took a course called Mentoring last spring. Although I had been asked to mentor fellow teachers many times, I had never really received anything more than a few cursory instructions about how to be a good mentor. On the other hand, I had received very good mentoring in my transition to teaching from Gaylan DuBose and in my transition to college counseling from Darryl Borges. I am profoundly grateful for the influence of both of these gentlemen on my life and career. In that course, I was surprised to learn that there are well-researched, agreed upon practices for mentoring. Unlike my previous experience with mentoring programs, most experts agree that a mentoring programs should extend over a period of years - not just one school year. However, I was not surprised to learn that both Gaylan and Darryl had been using many of the agreed upon best practices, whether they were aware of it or not. <br />
<br />
After that intense semester of learning about mentoring both in theory and in practice (since we were assigned undergraduates to mentor), I have had several moments to reflect on mentoring during the second half of this year: as I received my silver bowl for attending 20 NJCL conventions, as I prepared to graduate from my Master's program this fall, and when Gaylan passed in September. I couldn't have been more thrilled when the Texas Classical Association began a teaching award in memory of Gaylan or more humbled to be the first recipient. I hope that I can help to carry on his legacy of mentoring. Now that I have a bit more time since graduating, I hope to work to help set up mentoring supports and relationships in a variety of ways. We all need to be asking these questions, among others:<br />
<br />
<i>In what ways do each of us as teachers, JCL sponsors, coaches, and classicists need mentoring? </i><br />
<i>How can we set up formal and informal supports for each other?</i><br />
<i>What organizations can have a part in creating mentoring relationships?</i><br />
<i>How can we support younger teachers and more veteran teachers through each phase of their careers?</i><br />
<br />
To help continue the conversation, I'm pasting my own personal mentoring credo below. I'd love to hear your thoughts about mentoring as well.<br />
<br />
<div class="MsoNormal" style="line-height: 200%; text-align: left;">
<b>Mentoring Philosophy and Credo</b><span style="font-family: "Times New Roman";"> </span></div>
<span style="font-family: "Times New Roman";">Mentoring
is one of the central foci of my life.<span style="mso-spacerun: yes;"> </span>Like
my teaching philosophy, my mentoring philosophy centers on building
relationships.<span style="mso-spacerun: yes;"> </span>If I am a good match to
support a student or fellow teacher who seeks mentoring, I believe it is
incumbent on me to do so even if no formal mentoring relationship exits. <span style="mso-spacerun: yes;"> </span>Part of my role as mentor is to serve as a
model for others.<span style="mso-spacerun: yes;"> </span>I must model a good
work ethic and cultural responsiveness;<span style="mso-spacerun: yes;"> </span>I
must model both giving and receiving critical but respectful feedback.<span style="mso-spacerun: yes;"> </span>However, the most important thing for me to
model is mutual respect and valuing of each person for who he or she is and for
what he or she has to offer the world.<span style="mso-spacerun: yes;"> </span> </span><br />
<br />
<span style="font-family: "Times New Roman";">My philosophy of mentoring is focused on
the idea of collaboration.<span style="mso-spacerun: yes;"> </span>Mentoring
relationships must begin with a discussion of the needs and expectations of
each member.<span style="mso-spacerun: yes;"> </span>My preference is to move
each mentoring relationship towards collaborative co-mentoring as each mentee becomes
ready for that phase.<span style="mso-spacerun: yes;"> </span>Mentoring
relationships exist between two people who both have a great deal to offer, no
matter the situation.<span style="mso-spacerun: yes;"> </span>The mentoring
dyads I have been a part of have taught me a great deal and will continue to
enrich my life and work.<span style="mso-spacerun: yes;"> </span>Mentoring
should not be a one-sided relationship.<span style="mso-spacerun: yes;">
</span>If a relationship is built on shared work, learning, and respect, then
both parties can benefit fully without issues surrounding power and
accountability.<span style="mso-spacerun: yes;"> - Parva</span></span><br />
<span style="font-family: "Times New Roman";"><span style="mso-spacerun: yes;"> </span></span>
<br />
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<br />parvaluongohttp://www.blogger.com/profile/06542224156619746850noreply@blogger.com1tag:blogger.com,1999:blog-7045927539398152863.post-26140761703405625012018-11-10T08:54:00.000-08:002018-11-10T08:57:05.816-08:00TCA 2018 Presentation: "Ludi Romani: Bringing Ancient History to Life"Here is a link to a Google Drive folder for Jennie & Lauren's presentation. It includes our slideshow, as well as numerous files covering the three different versions of the game that we've played with our students, in class and at our annual Latin Banquet.<br />
<br />
<a href="https://drive.google.com/drive/folders/1RpCc_YTnKQ-u1R3qJlArXnBKc8qquyov?usp=sharing" target="_blank">Ludi Romani TCA 2018 Presentation</a><br />
<br />
Jennie and I welcome any questions about this game and its variations. The rules are constantly in flux too, as our students find loopholes that they want to attempt to close or exploit! Lastly, many thanks to Mark Damen for the original inspiration of these iterations of his game.<br />
<span id="goog_441545324"></span><a href="https://www.blogger.com/"></a><span id="goog_441545325"></span><br />Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-7045927539398152863.post-89217776344456036242018-11-09T07:38:00.005-08:002018-11-09T07:38:58.491-08:00TCA 2018 Presentation: Opportunities for Inclusion in the Latin Classroom<br />
<br />
Here is a link to the digital handout for my 2018 TCA Fall Conference presentation, <a href="https://docs.google.com/document/d/1aZ1WGwVOQ-kqaos8S8NBJFV4foS3WK2sWgJNwo09Z50/edit?usp=sharing">Opportunities for Inclusion in the Latin Classroom</a>. On it, you'll also find a link to the slideshow from the conference.<br />
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I welcome feedback and follow-up questions about any of the topics from that presentation. I would LOVE to know about additional strategies that you and your colleagues are using to make Latin more inclusive!<br />
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- AshleyAnonymoushttp://www.blogger.com/profile/15153248799118637136noreply@blogger.com1tag:blogger.com,1999:blog-7045927539398152863.post-50673579918831839832018-11-07T10:23:00.001-08:002018-11-07T10:23:21.307-08:00Declensions Roundtable<br />
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I have just recently taught my Latin IA students about the first three declensions. We are using the textbook <i>Latin is Fun, </i>and it introduces the cases in a piecemeal fashion. My students were doing great with the nominative, accusative, and ablative, but weren't going to be able to do much without learning about genitive stems for nouns, so I decided to go whole-hog with them.<br />
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After doing two days of talking about case uses, applying them to some short Latin compositions, and writing the declension chart in our notes, it was time for my students to do some declension practice.<br />
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For this "Declensions Roundtable" activity, I made large-font pages with 2 animal words on each page. They were from declensions 1-3, but didn't include neuters (for obvious reasons). I had each kid get out a special pen/pencil/marker color and told them they should write three answers on a page before heading off to find another page. Their answers could either add to the paradigm that had been started or make corrections to previous answers. There were a lot of corrections to be made! I put on some Taylor Swift and monitored as they moved around and declined. I had them turn in the pages once all of the answers were written correctly.<br />
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Pretty fun lesson, and a very low-stress way for my sixth graders to get in declension practice.<br />
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Here's the <a href="https://drive.google.com/a/sstx.org/file/d/1iady_W22ye_eYPHODC5f6WzeChYQzUBN/view?usp=sharing">list of vocabulary words</a> that we declined.<br />
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And here's a <a href="https://drive.google.com/file/d/15YiKpu82eWXzQwCvPn9MZ5oviP8PGDh1/view?usp=sharing">short video</a> of my students during the lesson.<br />
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<br />Anonymoushttp://www.blogger.com/profile/15153248799118637136noreply@blogger.com1tag:blogger.com,1999:blog-7045927539398152863.post-89085749407169909802018-10-31T19:13:00.002-07:002018-11-01T06:10:39.471-07:00Monumenta FunerumEach year in Latin 3 at the end of October and beginning of November, we do a unit on Roman funerary monuments. Although it's a bit morbid, the students seem to enjoy thinking about how we memorialize the dead versus how the Romans did it. They make great connections between Roman customs and the celebrations we have at an Episcopal school such as Halloween, All Saints Day, and All Souls Day.<br />
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I start the unit by using <a href="https://drive.google.com/file/d/1pgqRtTYVP-fchCBzxVnWSbWYxYf2wO0x/view?usp=sharing" target="_blank">this Powerpoint</a> to introduce the concepts, to get them thinking, and to start looking at some simple Latin epitaphs and talking about the specific vocabulary need to read the next epitaphs we'll look at. Students really enjoy reading and learning about people they would not hear about otherwise. Another plus of the unit is that we get to reinforce all of those praenomen abbreviations that we talked about in preparation for our Dies Lustricus celebration last month.<br />
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After the Powerpoint, we move on to looking at several tombstones, for which I have created <a href="https://docs.google.com/document/d/15fFn06yfFdYD3AD43inmzUCl9Q2CgHe7o3iAb313DPk/edit?usp=sharing" target="_blank">tiered readings.</a> I introduce the first two with a Movietalk for each and then a Dictatio with a simplified version of the Latin, i.e. the first tier. Here are those materials:<br />
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<a href="https://docs.google.com/document/d/14DVeVefCxOeWUYK54ZHXy9pxMXYsko5jLAfXk5cPNcc/edit?usp=sharing" target="_blank">MovieTalk for Monument I</a> <br />
<a href="https://docs.google.com/presentation/d/1u-mmRlCoVLA7c5xiuDahEgvzIiqfKDmLEzD3lQ3rehE/edit?usp=sharing" target="_blank">Dictatio for Monument I</a><br />
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This first monument is a riff off of <a href="https://sententiaeantiquae.com/2015/05/11/here-you-find-the-poets-bones-pacuviuss-epitaph/" target="_blank">Pacuvius' epitaph</a> so we take a look at that too.<br />
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<a href="https://docs.google.com/document/d/1CMUv4x68xseyIrq_Le8NLDwpCGKM2Gp6BNTPkyZ_qwE/edit?usp=sharing" target="_blank">MovieTalk for Monument II</a><br />
<a href="https://docs.google.com/presentation/d/1sQpj7XLe5YOwoth4Y9P3FXOll2L5ldpXPcj3VBGDd_8/edit?usp=sharing" target="_blank">Dictatio for Monument II</a><br />
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(Many thanks to Bob Patrick and Rachel Ash for sharing the templates I used to create those MovieTalks and Dictationes.) <br />
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Students have lots of fun with this unit, and I supplement it with the singing of <a href="https://drive.google.com/file/d/0BxzSzE3Cyv8pSkhxZkluMFRYY0U/view?usp=sharing" target="_blank">Parvula Arachne and Arida Ossa</a> which both reinforce vocabulary. "Ossa" is used in that first monument and "parvula" helps me teach about diminuatives, which is also reinforced by the word "saxolus" also in that first monument.<br />
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Following the reading of these epitaphs, students are tasked with creating their own epitaphs in Latin, which I display on the wall in my room. They create a first draft, and then edit that with peer help. I then proofread the second draft for them. Google classroom makes that process pretty easy. Then, they simply use an appropriate font, large size, and all caps to print out the tombstone. After cutting it into the shape they want, they add appropriately an spooky black paper backing with glue or double-sided tape. Assembly takes 10-15 minutes since there is a printer in my classroom for their use.<br />
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This unit ties in nicely with the season of Spooktober. I find it also has many connections to the letters of Cambridge Stage 35. I'd love to hear about what others do for Halloween in their Latin classes. - Parva<br />
<br />parvaluongohttp://www.blogger.com/profile/06542224156619746850noreply@blogger.com0tag:blogger.com,1999:blog-7045927539398152863.post-86029666065174121192018-09-30T20:20:00.000-07:002018-09-30T20:28:03.373-07:00SALVI's Rusticatio VirginianaThanks to the generosity of the American Classical League scholarship committee, I had the opportunity to attend SALVI’s Rusticatio spoken Latin immersion workshop for the second time this July. My first time at Rusticatio was in 2014, thanks to a Parent Association teacher grant fund at my school, which has since been discontinued. What follows are my observations and lessons learned from both experiences, since repeated Rusticatio experiences are truly cumulative, and in no way redundant.<br />
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Upon arrival at Claymont Mansion in rural West Virginia, the quiet and solitude of the place is striking, but also intentional. The “dux,” “repititores,” (i.e. instructors) along with “sodales,” and “curatores” (i.e. support staff) greet participants warmly and casually. Though we are still speaking in English until bedtime the first evening, the nervous anticipation of the first-time participants and the excitement of the staff and returning participants is palpable. Accommodations are cozy though a bit spartan, and always with fellow participants so the immersion may continue even between programmed activities. It really is like summer camp for Latin enthusiasts. <br />
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After my first experience, I was lured back for a second time by the incredible warmth, camaraderie, and joyful attitude from the instruction staff, which filtered down to all participants. Expectation to speak or “perform” your Latin skills is minimal, and nervous participants are often treated like beginning students in order to ease the transition to a fully immersive environment. </div>
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To continue the immersion, most meals for the week are prepared with the assistance of participants on an assigned rotation, with the “coqua” and “subcoquus” overseeing and teaching “kitchen Latin” along the way. My first year I was terrified at this prospect (I do not particularly enjoy cooking), but during the meal prep I was surprised at how easy the coqua and subcoqua made the process, and I enjoyed the hands-on aspect of learning the names for utensils and foods.</div>
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The lessons I learned at Rusticatio for my pedagogical practices range from the philosophical to the practical. On the philosophical end I have internalized the importance of providing input to my students that is comprehensible and compelling. Limiting all the Latin a class reads or hears to stodgy stories about dead Roman men is rarely compelling for all but a few. I’ve learned to season the selection of Latin stories in our textbook with personal anecdotes about my life or my weekend or my dog, or through relatively simple conversation with students in the class. I have also been introduced to the concept of sheltering vocabulary but not grammar. Bombarding students with new words to learn while also learning new language structures is far more frustrating for them than being exposed to new ways to use the words they have already learned. I have also begun to shift my methods of assessment from verbatim translation to assessing their actual comprehension, often in Latin. I.e. many comprehension questions are in Latin, and their answers may be too. I do still occasionally ask for direct translation, particularly as part of an all-class reading of a story and for particularly tricky sentences or phrases, in order to check for understanding, but that’s usually as a last resort.</div>
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I have picked up a number of practical techniques and activities as well. I recall from my first Rusticatio learning methods of interactively practicing morphemes aurally and orally by establishing a comprehensible noun-verb phrase and then asking for one-word student input - a verb form - prompted by an instructor-provided noun or pronoun. I have used this method in my class in addition to or in place of grammar notes and worksheets. </div>
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During Rusticatio this summer the “repititores” (i.e. assistant instructors) introduced a number of methods of practicing and reinforcing vocabulary which I plan to use this school year. One was a simple listing of known words by alphabet letter, an “abecedarium” As the students during the activity, we listed either words for things in sight of us at the time, or just words we know or had learned, e.g. under P, I wrote “pictura” and “phantasma.” A partner share followed, which included an element of competition as well; if one partner came up with a word the other didn’t, they got a point. Another activity included looking at a work of art (not necessarily ancient or Classical art, but could be) and choosing from a provided list of words to describe it, as well as the open option to provide our own known Latin words to describe the art.</div>
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Probably the most simplistic classroom practice that I picked up this summer (although the instruction staff did this in 2014 as well, it just hit me this summer how useful and helpful it was to me from the student’s perspective): keeping a running list of Latin words on a large-sized sticky note pad. As I talk about the weather, or my weekend, or my dog, or ask about how the students are doing, I may use Latin words or phrases that are new to the class. They aren’t going to be in any official vocabulary list in our textbook, but I still think they are good words to know and reinforce. I write the words (often with English meaning written, or a rudimentary illustration) on the large sticky note pad that hangs from my dry erase board for all the class to see. Things may get added throughout the class period, and maybe the list for a particular class continues onto a second sheet if the conversation or story goes for awhile. So far with this method, I’ve reviewed impersonal phrases like “me dolet” with my Latin 4s (upon the occasion that a student complained that his back hurt from a fall in dance class), and comparative adjectives “maior/minor” with my Latin 2s when we were talking about siblings and our age orders within our families, and many other random but useful words. By putting these ad hoc terms on the large sticky pad paper, I can keep each sheet after each class, instead of erasing it from the white board, with the intent of reinforcing these words and phrases. Students are also writing many of these words in their personal vocabulary lists that they keep in their class spirals for continued review.</div>
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Rusticatio has been a very eye-opening and mind-changing experience for me. The first year was much about simply changing my overall mindset about how to approach the teaching of Latin, and I’ve been on a journey since then. My second time this summer I was acquiring and refining the applications for my new mindset of teaching Latin. It’s also important, as it is for any language, for its teachers to simply have the experience of speaking and living in the language, even if it’s just for six days. Thanks to my time at Rusticatio I feel much more confident launching into a story, or discussing a Latin passage, or asking questions about a story in our target language during class time, all of which provides more input of the language for the students.<br />
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--Lauren Dill</div>
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For more information about upcoming "Rusticationes" and "Bidua" (Latin immersion weekends) visit <a href="http://latin.org/wordpress/" target="_blank">SALVI's website</a>.</div>
Unknownnoreply@blogger.com1tag:blogger.com,1999:blog-7045927539398152863.post-77526610566714049102018-09-30T10:31:00.002-07:002018-09-30T15:54:05.050-07:00Grex Latinus: Encouraging Community and Leadership <br />
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As a Latin teacher who grew up in the Junior Classical
League (JCL) herself, starting a chapter was a no brainer for me.<span style="mso-spacerun: yes;"> </span>However, when I first came to my school there
was no formal or officer structure.<span style="mso-spacerun: yes;">
</span>Then, when expanded to start an upper school, I found myself in that
same boat again.<span style="mso-spacerun: yes;"> </span>Both times I chose to
create a leadership structure for our club, partly because that was familiar to
me from my own experience.<span style="mso-spacerun: yes;"> </span>However,
someone recently asked me to post about our Latin club leadership structure,
and reflecting on why we are doing what we are doing has been good.
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<b style="mso-bidi-font-weight: normal;">Why Do this Work</b></div>
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First, let me address why I believe that being a part of JCL
is important for my students.<span style="mso-spacerun: yes;"> </span>I want my
students to understand that what we do in Latin class is connected to the
outside world in a panoply of ways.<span style="mso-spacerun: yes;"> </span>As a
matter of fact, we have a r<a href="https://docs.google.com/document/d/1mMT2Q7Fb917CXJVPBNl4gRlc-ZpTWZPmmCKXADllgFk/edit?usp=sharing" target="_blank">equirement that each trimester our students find away to connect to the outside Latin community</a>.<span style="mso-spacerun: yes;">
</span>JCL is an easy way for my students to fulfill this requirement (though
not the only way).<span style="mso-spacerun: yes;"> </span>Additionally, the JCL
organization (especially on the local and state level) is student-run.<span style="mso-spacerun: yes;"> </span>By its very nature JCL is
student-driven.<span style="mso-spacerun: yes;"> </span>Additionally, the
officers who run this organization get some of the best leadership training I’ve
ever seen or experienced.<span style="mso-spacerun: yes;"> </span>Finally,
collaborating with other teachers and students through JCL has been an
important part of my own professional development over the years.</div>
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<b style="mso-bidi-font-weight: normal;">Our Club:<span style="mso-spacerun: yes;"> </span>The Early Years</b></div>
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When I first started our upper school club, the students and
I established leadership positions for the organization that made sense
according to what we wanted to accomplish:</div>
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<span style="font-family: "symbol"; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span>Senior Consul:<span style="mso-spacerun: yes;">
</span>basically serves as President, running meetings and following up on
plans.</div>
<div class="MsoListParagraphCxSpMiddle" style="mso-list: l0 level1 lfo1; text-indent: -.25in;">
<span style="font-family: "symbol"; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span>Junior Consul:<span style="mso-spacerun: yes;">
</span>takes minutes and runs meetings when the President is absent.</div>
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<span style="font-family: "symbol"; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span>Proconsul:<span style="mso-spacerun: yes;">
</span>plans activities surrounding our trips to conventions.</div>
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<span style="font-family: "symbol"; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span>Quaestor:<span style="mso-spacerun: yes;">
</span>serves as treasurer.</div>
<div class="MsoListParagraphCxSpLast" style="mso-list: l0 level1 lfo1; text-indent: -.25in;">
<span style="font-family: "symbol"; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span>Senatores:<span style="mso-spacerun: yes;">
</span>represent each Latin class on the Latin Club Senate.</div>
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Unlike my own club experience (and the state and national
organizations), I wanted to use Latin names for our club positions to reinforce
the language and cultural concepts from class.<span style="mso-spacerun: yes;">
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Because of their exposure to the state JCL organization, our
new officers wanted to write their own <a href="https://docs.google.com/document/d/10XRnpo5uctCYAcrcROwtcmpZIWjPUS0QlE5rWM4TZhA/edit?usp=sharing" target="_blank">constitution</a> and <a href="https://docs.google.com/document/d/1ykv8p0_kWasQr3YCYqCS3HOQCpPtIHABbFLhs7U9OBg/edit?usp=sharing" target="_blank">bylaws</a>.<span style="mso-spacerun: yes;"> </span>I hadn’t anticipated them wanting to do this,
but I loved the idea of them establishing their own governing documents.<span style="mso-spacerun: yes;"> </span>The many meetings that led to the final
product took a great deal of time, but the students learned a lot from thinking
deliberately through the organization and its functioning.<span style="mso-spacerun: yes;"> </span>I wasn’t sure how long these documents would
last, but definitely wanted to encourage their work.</div>
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<b style="mso-bidi-font-weight: normal;">Twenty Years Later</b></div>
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It has now been twenty years since our club was originally
established.<span style="mso-spacerun: yes;"> </span>We are still using the
constitution and bylaws written by my early students, though they have been
revised several times by the students who have followed.<span style="mso-spacerun: yes;"> </span>I believe the documents specify a revision
every five years or so, though I hope there will be a future change to revise
them every four years so that all students will have the opportunity to
participate in constitutional revisions during their high school experience.</div>
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In the ensuing years, we’ve also added a couple of other
positions:<span style="mso-spacerun: yes;"> </span>Historicus/Historica Libri
and Historicus/Historica Peregrinus/Peregrina.<span style="mso-spacerun: yes;">
</span>Both offices were established to take care of perceived needs.<span style="mso-spacerun: yes;"> </span>The Historicus Libri makes our club scrapbook
and enters it at JCL conventions.<span style="mso-spacerun: yes;"> </span>Our
Historica Peregrina was added to handle promotional and social media duties in
addition to planning community service projects for the group.<span style="mso-spacerun: yes;"> </span></div>
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<b style="mso-bidi-font-weight: normal;">Conclusions</b></div>
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My commitment to continuing to foster student leadership
through the Latin Club at my school is stronger than ever.<span style="mso-spacerun: yes;"> </span>Students are expected to be leaders – often without
any training or direction about what that means.<span style="mso-spacerun: yes;"> </span>I am proud that we started this year with an
officer retreat just before school started and that part of that retreat was a
discussion of how to lead.<span style="mso-spacerun: yes;"> </span>I firmly
believe that the leadership training that students get through JCL is an
important part of what we do, and I think it is important that we share that
work with prospective Latin students.<span style="mso-spacerun: yes;"> </span></div>
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<br /></div>
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Additionally, the community that JCL fosters among Latin
student beyond our school walls has been an important networking tool for my
students that I see benefitting them during their college years and
beyond.<span style="mso-spacerun: yes;"> </span>Coming from a small school means
that these connections are sometimes even more important.<span style="mso-spacerun: yes;"> </span>I’ve seen tough adjustments to large
universities made easier by meeting up with friends they knew through JCL.<span style="mso-spacerun: yes;"> </span></div>
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For these reasons and more I’ll continue sponsoring JCL and
working to encourage student leadership and ownership over our chapter. - Parva</div>
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</style>parvaluongohttp://www.blogger.com/profile/06542224156619746850noreply@blogger.com0tag:blogger.com,1999:blog-7045927539398152863.post-2266919254150259032018-09-18T11:10:00.000-07:002018-09-18T11:10:14.128-07:00tempestas<br />
<br />
salvete!<br />
<br />
I recently had the opportunity to read Zaretta Hammond's book <i><a href="https://www.amazon.com/Culturally-Responsive-Teaching-Brain-Linguistically/dp/1483308014">Culturally Responsive Teaching & the Brain</a>. (<a href="https://crtandthebrain.com/resources/">Here's a link to some of her resources</a>.) </i>In her <a href="https://crtandthebrain.com/wp-content/uploads/READY-FOR-RIGOR_Final1.pdf">Ready for Rigor framework</a>, she talks about classroom rituals and routines that can prime students for learning and create positive classroom culture. I was thinking about my own classes and how I don't really have set classroom routines. I usually have students complete a "Do Now" activity that is written on the board, but it usually involves short, independent practice over something we've been working on in class. It's not much of a ritual, and it doesn't do much beyond review the previous day's lesson.<br />
<br />
I've read about some daily and weekly rituals that other Latin teachers do, and I was recently especially impressed with <a href="http://pomegranatebeginnings.blogspot.com/2018/09/report-from-field-my-daily-routine.html?utm_source=feedburner&utm_medium=email&utm_campaign=Feed%3A+PomegranateBeginnings+%28Pomegranate+beginnings%29">Miriam Patrick's post</a> about hers. Her post about the weather was especially appealing to me. At my new school, I don't have my own classroom, so it would be very helpful if my daily ritual was a low- or no-prep/prop activity. The weather, obviously, is always available and more or less accessible to the eye in every room (there are <i>four</i>!) where I teach. I like, also, that the grammar for discussing the weather can be simple enough for my 6th grade IA students or complex enough for my Latin II's without me needing to modify the materials.<br />
<br />
So, I developed <a href="https://docs.google.com/document/d/1KY1ukBpRYoRxMGuZps38rrUl0vMz4M8QPfESXdwJalU/edit?usp=sharing">this handout</a> with a list of common weather vocabulary. It's adapted from the chapter about weather in <a href="https://www.amazon.com/Conversational-Latin-Oral-Proficiency-Traupman/dp/0865166226">Traupman</a>. I first introduced a shorter list of new words with this <a href="https://docs.google.com/presentation/d/1jzSl_88jLpe18rSNIR3AZXACXQPWorlEnlqmyplR3JM/edit?usp=sharing">slideshow of images</a> and captions. I plan to begin each class day with a discussion of today's weather here in Austin until students are comfortable with the routine and then add discussions of other places via images. Eventually, I'm going to have students write captions for these <a href="https://docs.google.com/presentation/d/1TotX8JOQjW_KOrDvWgmcsOJ1IXJc2cCNwD-cbfO9pQQ/edit?usp=sharing">14 images</a> in Latin in pairs as a class activity.<br />
<br />
I already do a lot of Picture Talk activities in my classes, so adding weather vocabulary to my students' bank of words should be great. I'm also hoping that it will structure the beginning of class (perhaps after that daily Do Now activity) as a time of speaking and hearing Latin.<br />
<br />
What do you do as a ritual or routine in your classroom? Have you tried a daily or weekly discussion of the weather? How'd it go?<br />
<br />
- Ashley Schneider<br />
<br />
<br />Anonymoushttp://www.blogger.com/profile/15153248799118637136noreply@blogger.com1tag:blogger.com,1999:blog-7045927539398152863.post-53857550452648639342018-08-20T15:50:00.001-07:002018-08-20T15:50:24.148-07:00Goals for 2018-2019<br />
<br />
My department chair encouraged me to share a few personal professional goals for this academic year, so I thought I'd share them here:<br />
<br />
These are all ongoing goals that I've had for much of my teaching career, but they remain central to my focus this year.<br />(In no particular order)<br />
<br />
<br />1. To improve my Latin speaking and writing fluency and improve my listening comprehension. This is a goal because I wish to be able to facilitate class discussion in Latin with greater ease. I know that, at some level, my students' range of input is limited to what they read in the textbook and what I am able to produce (write and speak). I plan to work on these skills by listening to Latin podcasts (shoutout to <a href="http://quomododicitur.com/">Quomodo Dicitur</a>!), committing to writing passages in Latin that are interesting and relatable to my students, and (hopefully) attending at least one immersive Latin conference this year.<br />
<br />
<br />2. To plan and implement lessons that are engaging to ALL learners in my classroom. This goal is important because without lessons that have understandable and interesting content and activities that make all students participate, class time is boring (for all) and requires the use of discipline measures to make students comply. I hope to work toward this goal by paying attention to student interests, integrating technology, and holding space for each student to have a voice in the classroom. I am always open to new ideas and am eager to hear about what works well in other classes.<br />
<br />
<br />3. To facilitate a collaborative department culture with the colleagues in my department. I have mostly been a "lone wolf" at my previous school campuses. I was usually either the only (or, at BASIS, the only experienced) Latin teacher on my campus and have sought out collaboration and mentorship from a variety of sources. This year, I hope to be an engaged colleague, learn from the other Latin teachers in my department, and share insight from my own experience. I know that I have much to learn from both members of my department about different aspects of teaching and school life, and I look forward to developing a positive culture in our department. I know that I benefit from clear, direct communication and face-to-face interaction. Meeting with my colleagues once per 7-day schedule rotation will help us to work well together.<br />
<br />
What are your goals for this year? I'd love to hear about them!<br />
<br />Anonymoushttp://www.blogger.com/profile/15153248799118637136noreply@blogger.com1tag:blogger.com,1999:blog-7045927539398152863.post-63972291650733949232018-08-20T15:43:00.000-07:002018-08-20T15:43:28.344-07:00An Update from Across Town<br />
Hello! I hope your first days or weeks of school are off to a great start! I wanted to write a short post today to give a little information about the new position that I have taken on this year.<br />
<br />
I left St. Andrew's, where I used to teach with Parva and Situla, to join the faculty at St. Stephen's Episcopal School. My position here is different in many ways. I'm teaching three sections in the Middle School (Latin IA, IB, and II) and one in the Upper School (Latin I). The chair of the Classics Department is now teaching 7th grade English, and he will be mentoring me to assume his chair position in a year or so. The teachers at this school have used primarily the traditional Grammar/Translation (GT) approach and use <i>Oxford Latin Course. </i>I have never used <i>Oxford</i> and hadn't even read the textbooks until this summer as I was preparing for classes.<br />
<br />
I plan to begin my year with more G/T than CI, since it's what the veteran students are familiar with and it's how the materials in our shared resources folder are written. With 4 preps, I won't have a lot of time to write new lessons that adapt each chapter of <i>Oxford</i> to fit with a hybrid G/T-CI approach like I did with <i>Cambridge</i> in the past. I also want the students to feel a sense of success and progress as they begin a new year, and I think that moving to a heavy CI-style of teaching would throw them off.<br />
<br />
My Latin IA class, which is comprised of 8 sixth graders, will be the place that I plan to implement CI the most this year. The curriculum that I inherited doesn't use <i>Oxford</i> in Latin IA, so it is very open to student/teacher interest. The students will take the National Exploratory Latin Exam and the National Mythology Exam in the spring. Their previous teacher used <i>Latin is Fun</i> with this class last year, and I also plan to use this text as a source of vocabulary and grammar concepts, but there's no pressure to move at any particular pace or in any particular order. Latin IA is the class I'm most excited about, as it offers the most freedom.<br />
<br />
I'm planning to use an Interactive Notebook with my Latin IA class so they can organize their vocabulary, writings, drawings, and grammar notes all in one place. I would love tips and ideas from other teachers who use Interactive Notebooks or Journals with their students!<br />
<br />
<br />
Oh, and one final note about the challenges of this year: for the first time after 7 years of teaching, I am now a traveling teacher! I will teach all 4 of my classes in 4 different rooms. This is going to be so challenging for me. I'm working on developing systems of digital record keeping in place of paper systems I've used in the past, and I'm relying extensively on Google Classroom to post assignments. It's going to be a year of growth!<br />
<br />
<br />
<br />Anonymoushttp://www.blogger.com/profile/15153248799118637136noreply@blogger.com0tag:blogger.com,1999:blog-7045927539398152863.post-82343378811757389702018-08-08T12:40:00.001-07:002018-08-08T12:40:21.653-07:00Novus annus, novi statusWhen we started this blog two years ago, the three of us (Situla, Magistra K, and I) talked about wanting to use this blog to share teaching ideas with each other as we experimented with a variety of things including injecting more comprehensible input into our lessons. At that point, we were all working for the same school, but on different campuses. We realized that we all had a lot to learn together and from each other. We also knew that our situations might eventually change, and we committed to the idea that we would still be willing to blog together come what may.<br />
<br />
Things have changed a great deal in the last two years for us, and now the Triumfeminate is separating to teach in two different schools. The change has caused me to start thinking about all that's changed and all that has stayed the same, so here's a list of a few of those things:<br />
<br />
1. As mentioned earlier, our Latin Department was absorbed into a larger languages department. As predicted, that made it a bit harder for the three of us to collaborate - in addition to causing other turmoil. Now, we'll be at two separate schools which will make it even more difficult to merge schedules, etc.<br />
<br />
2. All three of us have been through changes in our personal life, which always impacts your professional life in a job like teaching. Speaking for myself, my home life has changed a great deal as I sent my first child off to college. I think that change in the end made me a better teacher, but it does sometimes feel that my life and family are more scattered.<br />
<br />
3. Our professional lives have changed in various ways with shifting duties and responsibilities.<br />
<br />
4. These changes have made it hard for us to maintain our commitment to posting every few weeks. However, our desire to maintain the connection between us has made us recommit to each of us trying to share something about our practice at least once a month.<br />
<br />
5. Nothing has changed in terms of the respect and admiration we have for each other. We still have lots to learn from each other and hope to use this forum as a way to do that - in addition to sharing our journey with others.<br />
<br />
So, we start this new school year in ever changing circumstances, but I for one am recommitted to the idea of sharing and learning together. And, I feel so lucky to be sharing this journey with two other amazing women. - Parvaparvaluongohttp://www.blogger.com/profile/06542224156619746850noreply@blogger.com1tag:blogger.com,1999:blog-7045927539398152863.post-54554980601736563732018-07-07T12:30:00.001-07:002018-07-07T12:35:20.525-07:00Curriculum Audit RecommendationsI'm finally getting back to posting the findings from the Latin Department curriculum audit done during the spring of 2017, and I'm hoping that this will be the start of more regular posting on my part. Although the trimfeminate is splitting now between two schools, my hope is that we'll use this blog to keep up with what we are each doing now that we'll be a bit more distant.<br />
<br />
So here the the follow-up recommendations to go along with the other post about the findings of the audit:<br />
<br />
<div class="MsoNormal" style="line-height: 200%;">
<b style="mso-bidi-font-weight: normal;">Recommendations</b></div>
<div class="MsoNormal" style="line-height: 200%; text-indent: .5in;">
<b style="mso-bidi-font-weight: normal;">Recommendation 1:<span style="mso-spacerun: yes;"> </span>Issues of curriculum and pacing.<span style="mso-spacerun: yes;"> </span></b>As the Latin program has been working to
incorporate new research about CI into the curriculum and moving away from a solely
grammar-translation method of teaching Latin, it has opened up broad questions
about pacing, scope, and sequence of curriculum.<span style="mso-spacerun: yes;"> </span>The department has a relatively young group
of teachers who need time set aside for collaborating as they work to innovate
their curriculum.<span style="mso-spacerun: yes;"> </span></div>
<div class="MsoNormal" style="line-height: 200%; text-indent: .5in;">
Next year, the
Latin Department will be absorbed in the Modern Language Department.<span style="mso-spacerun: yes;"> </span>One danger in this is that the Latin teachers
may have less time set aside to do the work of collaborating and developing the
Latin curriculum.<span style="mso-spacerun: yes;"> </span>One teacher mentioned
that she felt that she needed more guidance in developing the curriculum for
the classes she is responsible for teaching.<span style="mso-spacerun: yes;">
</span>It will be essential for the Latin teachers to find time and ways to
continue to work together to ensure the mentoring of less experienced teachers
and to work on curriculum alignment.<span style="mso-spacerun: yes;"> </span></div>
<div class="MsoNormal" style="line-height: 200%; text-indent: .5in;">
<span style="mso-spacerun: yes;">(Note: we have definitely experienced the problem of having less time set aside for collaborating with each other. This problem will continue to be an issue, especially as we work to incorporate a new member of our department.) </span></div>
<div class="MsoNormal" style="line-height: 200%; text-indent: .5in;">
<b style="mso-bidi-font-weight: normal;">Recommendation 2:<span style="mso-spacerun: yes;"> </span>Professional development.</b><span style="mso-spacerun: yes;"> </span>The Latin teachers are experts in their field
and have shown a real willingness to innovate their teaching practices.<span style="mso-spacerun: yes;"> </span>Because of the way Latin has traditionally
been taught in this country with a focus on reading skills, it is important for
Latin teachers to improve their listening and speaking skills in order to
incorporate more modern techniques for second language acquisition.<span style="mso-spacerun: yes;"> </span>One of the Latin teachers mentioned that she
had been discouraged from attending a spoken Latin conference more than once
because of the financial commitment involved in sending her.<span style="mso-spacerun: yes;"> </span>As these spoken Latin colloquia are the most
effective places to hone fluency for Latin teachers, more money should be
allotted for the Latin teachers to attend immersion opportunities.<span style="mso-spacerun: yes;"> </span>Regular attendance at spoken Latin
conferences is important for maintaining and increasing fluency.<span style="mso-spacerun: yes;"> </span></div>
<div class="MsoNormal" style="line-height: 200%; text-indent: .5in;">
Additionally, the
Latin teachers can hone their fluency through other, less expensive means.<span style="mso-spacerun: yes;"> </span>Listening to some of the many podcasts now
offered in Latin would be a low-cost way to boost listening comprehension.<span style="mso-spacerun: yes;"> </span>The Latin teachers at St. Andrew’s can also
be leaders in helping the local and state organizations incorporate more
opportunities for both teachers and students to hear and speak Latin.<span style="mso-spacerun: yes;"> </span>The teachers should work to find creative ways
to use the Latin community in Austin to boost their students’ and their own skills
in hearing and speaking language.<span style="mso-spacerun: yes;"> </span></div>
<div class="MsoNormal" style="line-height: 200%; text-indent: .5in;">
<span style="mso-spacerun: yes;">(Note: this summer two members of our department were funded to attend <a href="http://latin.org/wordpress/rusticatio/" target="_blank">SALVI's Rusticatio</a>, and we are excited about that. Hopefully, we can follow up with a post on their experiences.) </span></div>
<div class="MsoNormal" style="line-height: 200%; text-indent: .5in;">
<b style="mso-bidi-font-weight: normal;">Recommendation 3:<span style="mso-spacerun: yes;"> </span>Adding images and stories of diversity to the
curriculum.<span style="mso-spacerun: yes;"> </span></b>To many, the ancient
Greco-Roman world appears to be one full of white, marble statues.<span style="mso-spacerun: yes;"> </span>However, often the cultural artifacts that
teachers show students give them an incorrect impression about ancient statues
that were typically painted and colorful when ancient people viewed them.<span style="mso-spacerun: yes;"> </span>“<span style="mso-fareast-font-family: "Times New Roman";">Romans
had a great variety of skin tones within their Mediterranean world” </span>(Bond,
2017).<span style="mso-spacerun: yes;"> </span>The teachers in the Latin program
should make an effort when possible to show students modern reconstructions of
ancient marbles and bronzes that have color reapplied.<span style="mso-spacerun: yes;"> </span>Additionally, paintings from the all over the
ancient world, including those from Roman Egypt, do a much better job of
showing the wide variety of skin tones in the ancient world.<span style="mso-spacerun: yes;"> </span>Finally, the teachers should seek out images
that depict other ethnicities from the ancient world, besides the Romans.<span style="mso-spacerun: yes;"> </span>As Bond (2017) points out, “<span style="mso-fareast-font-family: "Times New Roman";">[Classicists] have known for
a long time that we have a diversity problem, and one way to address this might
be to emphasize what an integral part people of color played within ancient
Mediterranean history.”<span style="mso-spacerun: yes;"> </span>The teachers in
the St. Andrew’s program might want to set up a shared Google drive folder to
collect and share the images they find to make sure a variety of skin tones are
reflected in the images they use in class.</span></div>
<div class="MsoNormal" style="line-height: 200%; text-indent: .5in;">
<span style="mso-fareast-font-family: "Times New Roman";">The Latin teachers should
also deliberately work to bring other ethnicities, besides the Romans, into
Latin class.<span style="mso-spacerun: yes;"> </span>Whenever Dido, Hannibal,
Septimius Severus, Darius, or any of the other various non-Roman leaders can be
brought into the curriculum, they should, and the teacher should take special
care to mention their ethnic backgrounds.<span style="mso-spacerun: yes;">
</span>Additionally, teachers should work to make sure they are bringing in
images that reflect the diversity of the St. Andrew’s student body and greater
Austin community regularly in class.<span style="mso-spacerun: yes;">
</span>This could be through a regular “Quid non accidit hodie?” (“What didn’t
happen on this day?”) daily trivia quiz with pictures or through a unit on
important African-American classicists.<span style="mso-spacerun: yes;">
</span>Students could be assigned to make children’s books in Latin based on
important figures in world history, which would give students the opportunity
to study the lives of influential people of color.<span style="mso-spacerun: yes;"> </span>Whatever strategy is used, there should be
deliberate attempts to bring more images and stories of people of diverse
backgrounds into the Latin curriculum. <span style="mso-spacerun: yes;"> </span></span></div>
<div class="MsoNormal" style="line-height: 200%; text-indent: .5in;">
<span style="mso-fareast-font-family: "Times New Roman";"><span style="mso-spacerun: yes;">(Note: I developed a unit on diversity and privilege in the ancient world for my Latin 3 class that was successful this year. I used some of these <a href="https://docs.google.com/document/d/1OHr12KRhbWPtivMk9x_SAfLjLsYQauer040ti541J4I/edit?usp=sharing" target="_blank">diverse images from the ancient world.</a> The students seemed to be interested and enjoy it.) </span></span></div>
<div class="MsoNormal" style="line-height: 200%; text-indent: .5in;">
<b style="mso-bidi-font-weight: normal;">Recommendation 4:<span style="mso-spacerun: yes;"> </span>Cross-curricular work.<span style="mso-spacerun: yes;"> </span></b>Latin is an area of study that connects
to almost every other curricular area taught in a school.<span style="mso-spacerun: yes;"> </span>One surveyed student mentioned that he wished
he had always been able to recognize the Latin phrases that come up in other
classes.<span style="mso-spacerun: yes;"> </span>The Latin teachers should work
with the other teachers at the school to identify instances of Greco-Roman
culture and the Latin language that pertain to other courses at the school.<span style="mso-spacerun: yes;"> </span>Then the Latin teachers should make an effort
to make cross-curricular connections for their own students and to plan lessons
to enhance the other curricula at the school that pertain to the ancient world
or to the Latin language itself.<span style="mso-spacerun: yes;"> </span>This
outreach would help both faculty and students understand the relevance of Latin
in the modern world.<span style="mso-spacerun: yes;"> </span></div>
<div class="MsoNormal" style="line-height: 200%; text-indent: .5in;">
<span style="mso-spacerun: yes;">(Note: this is an area of my focus for the 2018-2019 school year. I've already emailed the upper school faculty to ask for areas where I can support their curricula and where we might be able to collaborate more.) </span></div>
<div class="MsoNormal" style="line-height: 200%; text-indent: .5in;">
<b style="mso-bidi-font-weight: normal;">Recommendation 5:<span style="mso-spacerun: yes;"> </span>Recruitment.<span style="mso-spacerun: yes;">
</span></b>There is a clear need for incoming students to be better informed
about what the Latin program has to offer.<span style="mso-spacerun: yes;">
</span>One parent stated, “The Latin program is the best thing about St.
Andrew’s.<span style="mso-spacerun: yes;"> </span>I can’t think of any other
program at St. Andrew’s that is so all-encompassing.<span style="mso-spacerun: yes;"> </span>The problem seems to be lack of interest
coming up.”<span style="mso-spacerun: yes;"> </span>The parent continued by
voicing concerns about how hard it was for students to make the choice to take
Latin knowing that it might isolate them socially.<span style="mso-spacerun: yes;"> </span>To some degree, this is an issue of making
sure that all students have equitable access to knowledge about the Latin
language.<span style="mso-spacerun: yes;"> </span>One administrator noted, that
the Latin teachers were “dealt a tough hand with Latin, trying to keep Latin
interesting with kids and compelling for kids in the 21<sup>st</sup>
Century.”<span style="mso-spacerun: yes;"> </span>He added that, “[Latin] is
compelling to lots of kids who wouldn’t think it would be so.” Because of the
fact that education in the Latin language used to be an exclusive privilege for
a few and because of the fact that Latin for so long was taught with a
grammar-translation approach making the language accessible to a limited group
of students, many families need to be educated about the fact that the St.
Andrew’s Latin program is both inclusive and compelling to a wide range of
students.<span style="mso-spacerun: yes;"> </span>The Latin teachers should
partner with the admissions team to find opportunities to educate parents and
incoming students about the reasons for and benefits of studying Latin as their
language choice.<span style="mso-spacerun: yes;"> </span>Special emphasis should
be made on the diversity of the ancient world and the connections between the
ancient and modern worlds in government, literature, language, and art.<span style="mso-spacerun: yes;"> </span>Raising awareness of the richness and
inclusive nature of the Latin curriculum should be a priority.<span style="mso-spacerun: yes;"> </span></div>
<div class="MsoNormal" style="line-height: 200%;">
<b style="mso-bidi-font-weight: normal;">Conclusion</b></div>
<div class="MsoNormal" style="line-height: 200%;">
<span style="mso-tab-count: 1;"> </span>The
vibrant and active Latin program at St. Andrew’s does a good job of preparing
its students to be culturally responsive members of the global community.<span style="mso-spacerun: yes;"> </span>The teachers are committed to their craft and
to making Latin a place where all students, regardless of background or
ability, feel welcome and wanted.<span style="mso-spacerun: yes;">
</span>Although there is work to be done in continuing to innovate the
curriculum and to broaden the reach of the program, the students who are in
Latin classes are served well.<span style="mso-spacerun: yes;"> - Parva</span></div>
<div class="MsoNormal" style="line-height: 200%; text-indent: .5in;">
<br /></div>
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<br /></div>
<div align="center" class="MsoNormal" style="line-height: 200%; text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span style="color: black;">References</span></b></div>
<div class="MsoNormal" style="line-height: 200%; margin-left: .5in; text-indent: -.5in;">
<span style="color: black;">Bond, S. (2017, April 27). Whitewashing ancient statues:
Whiteness, racism, and color in the ancient world. Retrieved April 30, 2017,
from
https://www.forbes.com/sites/drsarahbond/2017/04/27/whitewashing-ancient-statues-whiteness-racism-and-color-in-the-ancient-world/#5fead26375ad</span></div>
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</style>parvaluongohttp://www.blogger.com/profile/06542224156619746850noreply@blogger.com0tag:blogger.com,1999:blog-7045927539398152863.post-75431286178266982832017-11-25T15:47:00.001-08:002018-07-07T12:40:24.496-07:00Curriculum Audit Findings<div style="text-align: left;">
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Last spring during my practicum in
instructional leadership, I was asked to conduct a curriculum audit with a
focus on the cultural responsiveness of the Latin curriculum in grades 6-12 at my
school.<span style="mso-spacerun: yes;"> </span>In looking back at it this fall,
I realized there was a lot of information in there that might be helpful in
thinking about Latin programs, so I’m sharing an abbreviated version here.<span style="mso-spacerun: yes;"> </span>This week I’ll post my observations about our
program.<span style="mso-spacerun: yes;"> </span>Next I’ll follow up with
my recommendations.<span style="mso-spacerun: yes;"> </span>- Parva</div>
<div class="MsoNormal" style="line-height: 200%; text-align: left;">
<br /></div>
<div class="MsoNormal" style="line-height: 200%; text-align: left;">
<b style="mso-bidi-font-weight: normal;">Background</b></div>
<div class="MsoNormal" style="line-height: 200%; text-align: left; text-indent: 0.5in;">
The Latin program at
our school was added about the same time as the seventh and eighth grades were
added in the early 1980s.<span style="mso-spacerun: yes;"> </span>Until two
years ago, Latin started in the fifth grade and was required for fifth and
sixth graders.<span style="mso-spacerun: yes;"> </span>The administration made
the decision to cut the program, and now Latin is only required for a four-week
trial period at the start of sixth grade, along with Spanish and Mandarin.<span style="mso-spacerun: yes;"> </span>At the end of this carousel period, students
choose one language to take for the remainder of the sixth grade with the
expectation that they will continue in that language through the seventh and
eighth grades.<span style="mso-spacerun: yes;"> </span>Most students choose to
continue to the upper school after eighth grade, and the majority of students
continue to study the language they chose in the sixth grade.<span style="mso-spacerun: yes;"> </span></div>
<div class="MsoNormal" style="line-height: 200%; page-break-after: avoid; text-align: left;">
<b style="mso-bidi-font-weight: normal;">Findings</b></div>
<div class="MsoNormal" style="line-height: 200%; text-align: left; text-indent: 0.5in;">
<b style="mso-bidi-font-weight: normal;">Finding 1:<span style="mso-spacerun: yes;">
</span>The teaching staff.</b><span style="mso-spacerun: yes;"> </span>The Latin
teachers are experts in their field and have an excellent understanding of the
Latin language and appropriate pedagogy, but do not reflect the racial, ethnic,
and sexuality diversity of their students.<span style="mso-spacerun: yes;">
</span>All four of the current teachers in the program are White, cisgender,
heterosexuals.<span style="mso-spacerun: yes;"> </span>Although they do not
reflect the diversity of their students, the teachers make a point to teach about
human rights, social awareness, and equity in the curriculum.<span style="mso-spacerun: yes;"> </span>One teacher observed that, while most of the
literature remaining from the ancient world is from an upper-class male
perspective, she makes an effort “to turn students’ attention to the ‘other’ in
the account.”<span style="mso-spacerun: yes;"> </span>Additionally, while
reading the Cambridge Latin Course text used in lower levels, she tries to ask
students about the motivations of the females and slaves in the stories.<span style="mso-spacerun: yes;"> </span>Another teacher mentioned that she plans
research in order for students to gain a better understanding of the lives of
slaves and women in the ancient world.<span style="mso-spacerun: yes;"> </span>An
administrator remarked that he had heard the Latin teachers mention that they
viewed teaching about privilege in the ancient world as an important lens
through which students can view the modern world in a more critical way that
tends to provoke less defensiveness.<span style="mso-spacerun: yes;"> </span>One
student remarked, “Teachers do a good job of offering different perspectives
and pointing out that sometimes we are looking at just one person’s opinion.” </div>
<div class="MsoNormal" style="line-height: 200%; text-align: left; text-indent: 0.5in;">
Additionally,
students feel that the Latin teachers make a point of being open and accepting
to people of all backgrounds, sexualities, and gender identification.<span style="mso-spacerun: yes;"> </span>One student commented, “The safe zone sign on
the door gives a message of openness.”<span style="mso-spacerun: yes;">
</span>Another student said, “[This] is one of the more inclusive private
schools in Austin in terms of its faculty and the environment created on
campus, especially for being a non-diverse school.<span style="mso-spacerun: yes;"> </span>The Latin Department leads the way for that –
even before there was a diversity director.”<span style="mso-spacerun: yes;">
</span><span style="mso-spacerun: yes;"> </span></div>
<div style="line-height: 200%; margin: 2pt 0in 0in; text-align: left; text-indent: 0.5in;">
<b style="mso-bidi-font-weight: normal;">Finding 2:<span style="mso-spacerun: yes;"> </span>Diversity in the
curriculum.<span style="mso-spacerun: yes;"> </span></b>The teachers in the
program are aware of the need to bring in diverse perspectives into the Latin
curriculum, especially since much of the literature from the ancient world was
written by White, Roman men.<span style="mso-spacerun: yes;"> </span>There is an
effort to incorporate diverse perspectives through several means.<span style="mso-spacerun: yes;"> </span>First, the textbook series used in many of
the courses in the Latin program has a variety of characters that exemplify the
non-upper class, male, Roman perspective.<span style="mso-spacerun: yes;">
</span>The teachers interviewed all mentioned how important it was for students
to have these varied perspectives.<span style="mso-spacerun: yes;">
</span>Additionally, other perspectives are brought into class via student
choice projects.<span style="mso-spacerun: yes;"> </span>Teachers mentioned
various projects on the issues of homosexuality, gender, and slavery in the
ancient world, among other topics.<span style="mso-spacerun: yes;"> </span><span style="color: black;">One student stated, “</span>The teachers work to make Latin
meaningful to students of all backgrounds.”<span style="mso-spacerun: yes;">
</span>Another student observer noted that the curriculum serves students well
by “<span style="color: black;">preparing [them] for a multicultural world by
teaching them how to understand other cultures and giving them some degree of
freedom in how they learn.”<span style="mso-spacerun: yes;"> </span>That student
continued, “The curriculum prepares students for the world because discussion
is not just limited to Latin and ancient Rome; it’s Latin and Roman culture
evaluated through the lens of our own society. [The teacher] encourages
students to take lessons from ancient culture and apply them to their own
lives. She makes an effort to help students see how the Classics are still
relevant.” <span style="mso-spacerun: yes;"> </span>Finally, different
perspectives are brought into some classes through the reading of funerary
inscriptions and other evidence of daily life and historical fiction written in
English that offers opportunities to view the Roman world through different
lenses.<span style="mso-spacerun: yes;"> </span>One measure of the success of the
program in this regard is that 73% of student respondents on one teacher’s
survey identified Latin as a class that had changed their worldview in some
way.<span style="mso-spacerun: yes;"> </span>This is a clear indication that the
teachers are bringing in different perspectives and views to challenge students
beliefs and long-held viewpoints.<span style="mso-spacerun: yes;"> </span></span></div>
<div class="MsoNormal" style="line-height: 200%; text-align: left; text-indent: 0.5in;">
<b style="mso-bidi-font-weight: normal;">Finding 3:<span style="mso-spacerun: yes;">
</span>Serving students of varying ability levels. <span style="mso-spacerun: yes;"> </span></b>The Latin teachers are making a clear
effort to serve students of varying ability levels well through a variety of
methods. The teachers in the Latin program are working to serve all their
students by offering students a variety of ways to learn, to assess learning,
and to collaborate.</div>
<div class="MsoListParagraphCxSpFirst" style="line-height: 200%; margin-left: 0in; text-align: left; text-indent: 0.5in;">
<span style="font-family: "times new roman";">Recently
the Latin teachers met to talk about recent changes to the curriculum.<span style="mso-spacerun: yes;"> </span>Most</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 200%; margin-left: 0in; text-align: left;">
<span style="font-family: "times new roman";">teachers in the program have
been experimenting with a technique developed in response to recent research in
second language acquisition typically referred to as Comprehensible Input (CI).<span style="mso-spacerun: yes;"> </span>The teachers using these methods provided a
great deal of anecdotal evidence about how students who would have struggled
with a more grammar-focused method of learning were being successful in
learning Latin.<span style="mso-spacerun: yes;"> </span><span style="color: black;">In
an interview, one teacher stated, “</span>I strive to make the communication we
use in class comprehensible to everyone.<span style="mso-spacerun: yes;">
</span>I have taught students strategies to let me know that they don’t
understand.<span style="mso-spacerun: yes;"> </span>This is done without
judgment.”<span style="mso-spacerun: yes;"> </span>She went on to share the
story of a student who came into a class with no Latin background while the
others had previously studied for a year or more.<span style="mso-spacerun: yes;"> </span>The teacher reported that by the end of the
year that student was on an level playing field with the others in the class.</span></div>
<div class="MsoListParagraphCxSpLast" style="line-height: 200%; margin-left: 0in; text-align: left; text-indent: 0.5in;">
<span style="font-family: "times new roman";">There is
also an effort being made by the teachers to account for variations in interest
and ability level.<span style="mso-spacerun: yes;"> </span>An administrator
noted that the way the Latin teachers structure homework and quizzes to allow
students to retake assessments suggests that “all kinds of different workers
are welcome and celebrated.”<span style="mso-spacerun: yes;"> </span>The
majority of the teachers offer a great deal of student choice in projects.<span style="mso-spacerun: yes;"> </span>One student observer noted that during class
a teacher offered students different options for completing a certain assignment.<span style="mso-spacerun: yes;"> </span>The observer wrote, “<span style="color: black;">[The
teacher] offered several options for ways to complete the work depending on
each student’s skills and abilities and difficulties, e.g. for the reading
homework, [the teacher] offered the option to listen to the book as an
audiobook (and provided information on how to access it) and advised students
who have a hard time staying on schedule to get ahead on weekends. She appears
to be very thoughtful about the ways students learn and understands that one
size doesn’t necessarily fit all.”<span style="mso-spacerun: yes;"> </span>One
teacher reported in her interview that she </span>offers ways to let students
perform in different ways depending on their abilities.<span style="mso-spacerun: yes;"> </span>She continued, “Writing is a way that
students with really high ability can show that off.<span style="mso-spacerun: yes;"> </span>Students with low ability can still make
simple compositions when given a glossary of vocabulary to choose from.<span style="mso-spacerun: yes;"> </span>Repetitions help students on the low
end.<span style="mso-spacerun: yes;"> </span>I give jobs like ‘quiz writer’ to
students on the high end.”<span style="mso-spacerun: yes;"> </span>Another
teacher mentioned that she uses collaborative work to make Latin accessible to
all.<span style="mso-spacerun: yes;"> </span>She said that pairing students of
high and low ability together is most effective, but added that “pairing low
level kids allows for more intervention from the teacher” and could be
effective at different times also.</span></div>
<div class="MsoNormal" style="line-height: 200%; text-align: left; text-indent: 0.5in;">
<b style="mso-bidi-font-weight: normal;">Finding 4:<span style="mso-spacerun: yes;">
</span>Students enrolled in Latin.<span style="mso-spacerun: yes;"> </span></b>Every
Latin class observed had an excellent rapport with each other and with their
instructor; although the percentage of students of color was lower in the Latin
program than in the student body at large. The majority of students who sign up
to take Latin (75% in one section of the sixth grade) are students whose
families have a deep connection with the school community, and thereby a
greater knowledge of the Latin program at the school.<span style="mso-spacerun: yes;"> </span>Sixth grade is an important entry point at
the school when another section of students is added.<span style="mso-spacerun: yes;"> </span>It is also the starting point for students to
enter the Latin program.<span style="mso-spacerun: yes;"> </span>This year not
a single student new to the community signed up for sixth grade Latin.</div>
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Once students
enter the Latin program, there is wide agreement that it is an inclusive
community.<span style="mso-spacerun: yes;"> </span>One parent mentioned that all
students feel welcome in the Latin program and are treated equitably no matter
their background.<span style="mso-spacerun: yes;"> </span>A student observer
noted in one Latin class that <span style="color: black;">“everyone in the class
seems to be very close with everyone else and they are always joking around
with each other and with [the teacher].”<span style="mso-spacerun: yes;">
</span>A similar <i style="mso-bidi-font-style: normal;">esprit de corps</i> was
present in every class observed for this curriculum audit.<span style="mso-spacerun: yes;"> </span></span></div>
<div style="text-align: left;">
<span style="font-family: "times new roman"; font-size: 12.0pt;"><br clear="all" style="mso-special-character: line-break; page-break-before: always;" />
</span>
</div>
<div class="MsoNormal" style="text-align: left;">
<br /></div>
parvaluongohttp://www.blogger.com/profile/06542224156619746850noreply@blogger.com0tag:blogger.com,1999:blog-7045927539398152863.post-88603939487221930872017-10-30T07:45:00.002-07:002017-10-30T07:45:26.293-07:00Another Way I'm Using Loom<br />
salvete!<br />
<br />
I am loving Loom lately! I recently had my 8th graders, who are reading Cloelia, draw a number to choose from a pile of famous paintings, sculptures, and other depictions of the story of Lucretia in art. Each student took their painting and was given the following directions:<br />
<br />
<span id="docs-internal-guid-7604e753-6dba-59a0-60e8-3b804e66545b"></span><br />
<ol style="margin-bottom: 0pt; margin-top: 0pt;">
<li dir="ltr" style="background-color: transparent; color: #595959; font-family: Arial; font-style: normal; font-variant-caps: normal; font-variant-ligatures: normal; font-weight: 400; list-style-type: decimal; text-decoration: none; vertical-align: baseline;"><div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: #595959; font-family: Arial; font-style: normal; font-variant-caps: normal; font-variant-ligatures: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Analyze your picture. Look for connections to the </span><span style="background-color: transparent; color: #595959; font-family: Arial; font-style: italic; font-variant-caps: normal; font-variant-ligatures: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Cloelia </span><span style="background-color: transparent; color: #595959; font-family: Arial; font-style: normal; font-variant-caps: normal; font-variant-ligatures: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">novella. Which sentences or phrases can you use from the text? </span></div>
</li>
<li dir="ltr" style="background-color: transparent; color: #595959; font-family: Arial; font-style: normal; font-variant-caps: normal; font-variant-ligatures: normal; font-weight: 400; list-style-type: decimal; text-decoration: none; vertical-align: baseline;"><div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: #595959; font-family: Arial; font-style: normal; font-variant-caps: normal; font-variant-ligatures: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Write a Latin description of the image. </span><span style="background-color: transparent; color: #595959; font-family: Arial; font-style: normal; font-variant-caps: normal; font-variant-ligatures: normal; font-weight: 700; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Use at least three sentences from </span><span style="background-color: transparent; color: #595959; font-family: Arial; font-style: italic; font-variant-caps: normal; font-variant-ligatures: normal; font-weight: 700; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Cloelia</span><span style="background-color: transparent; color: #595959; font-family: Arial; font-style: normal; font-variant-caps: normal; font-variant-ligatures: normal; font-weight: 700; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"> </span><span style="background-color: transparent; color: #595959; font-family: Arial; font-style: normal; font-variant-caps: normal; font-variant-ligatures: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">in your writing.</span></div>
</li>
<li dir="ltr" style="background-color: transparent; color: #595959; font-family: Arial; font-style: normal; font-variant-caps: normal; font-variant-ligatures: normal; font-weight: 400; list-style-type: decimal; text-decoration: none; vertical-align: baseline;"><div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: #595959; font-family: Arial; font-style: normal; font-variant-caps: normal; font-variant-ligatures: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Go to useloom.com to record a 1-minute video of yourself describing your picture.</span></div>
</li>
<li dir="ltr" style="background-color: transparent; color: #595959; font-family: Arial; font-style: normal; font-variant-caps: normal; font-variant-ligatures: normal; font-weight: 400; list-style-type: decimal; text-decoration: none; vertical-align: baseline;"><div dir="ltr" style="line-height: 1.38; margin-bottom: 16pt; margin-top: 0pt;">
<span style="background-color: transparent; color: #595959; font-family: Arial; font-style: normal; font-variant-caps: normal; font-variant-ligatures: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Send Magistra a link to your video when you’re done.</span></div>
</li>
</ol>
<br />
They recorded their picture talks on Loom. They were able to use a written script and read from it while they recorded. Some did a screencast of the picture alone while others did a selfie-style video and held a printed copy of their picture.<br />
<br />
Here is a <a href="https://www.useloom.com/share/69519d9fcfd44a85bd3e28be260825f9" target="_blank">sample student</a> video.<br />
<br />
Things I noticed:<br />
<br />
<ol>
<li>It was easy for them to find sentences from the text to use.</li>
<li>This activity was easily differentiated. Some students stretched themselves to include passive verbs or tell backstory. Others picked 3 sentences from the text, wrote a few intro/outro sentences, and called it a day.</li>
<li>Watching the videos in class was fun and got in extra repetitions of targeted vocabulary. Every student was included.</li>
<li>They really liked this project. It felt like a creative opportunity, but was not overwhelming.</li>
</ol>
<div>
- Ashley Schneider</div>
<br />
<br />
<div style="height: 0px;">
<br /></div>
Unknownnoreply@blogger.com2tag:blogger.com,1999:blog-7045927539398152863.post-75032341473700035292017-10-19T10:26:00.000-07:002017-10-19T10:26:20.311-07:00Draw 1-2-3 Mini-Project<br />
salvete!<br />
<br />
In my 7th grade class, we just finished reading <a href="https://magisterp.com/2017/05/10/agrippina-mater-fortis-a-new-latin-novella/" target="_blank">Agrippina Mater Fortis</a>. I assigned my students a "mini-project" to wrap up after we read the last four chapters in class. Here's what happened:<br />
<br />
<br />
<ol>
<li>I assigned each student a chapter. In my class of 15, 3-4 kids were assigned to each chapter. The students could collaborate, but everyone did their own work and earned their own grade.</li>
<li>Students first did a <a href="https://www.google.com/url?sa=t&rct=j&q=&esrc=s&source=web&cd=1&cad=rja&uact=8&ved=0ahUKEwiU0Jmqmv3WAhVF7WMKHfNsD8cQFgglMAA&url=https%3A%2F%2Flatinbestpracticescir.wordpress.com%2F2016%2F03%2F23%2Fdraw-1-2-3%2F&usg=AOvVaw12Ej2n0wl4YA_Z4VdKoD2v" target="_blank">Draw 1-2-3</a> to summarize their chapter. That's ONE picture, TWO Latin thought/speech bubbles, and a THREE-sentence caption at the bottom.</li>
<li>Students practiced reading their chapter aloud in Latin with expression.</li>
<li>Students used <a href="https://www.useloom.com/" target="_blank">Loom </a>to record a video of them reading their chapter in Latin and showing/explaining their Draw 1-2-3.</li>
<li>We had a "film festival" the day after the projects were due. Students got at least 3 repetitions of each chapter.</li>
</ol>
<br />
<ol></ol>
<br />
<div>
Thoughts:</div>
<div>
<ul>
<li>This was a great, no-prep 2-3 day project.</li>
<li>It was accessible to every level of language learner. Even my new students who have never had any Latin were able to complete this.</li>
<li>It is naturally differentiated. I challenged my more advanced kids to compose their own Latin captions that didn't come right from the text. I also let them write longer speech/thought bubbles.</li>
<li>This was fun for students and low-stress, but really showed their understanding of the story.</li>
</ul>
</div>
Unknownnoreply@blogger.com1tag:blogger.com,1999:blog-7045927539398152863.post-66243955133927094162017-09-12T06:33:00.001-07:002017-09-12T06:33:29.366-07:00Movie Talk: Home Sweet Home<br />
Happy new school year! This is my first post of the 2017-2018 school year. I'm teaching Latin 6-8 and a 6th grade Mythology course, so I've had a very busy first few weeks.<br />
<br />
The 7th grade class I'm teaching has a wide range of students in it. I have two students who are completely new to Latin and our school, 5 who came from another teacher's class last year, and 8 who did CI with me last year in 6th grade. We have the entire bell curve of exposure and processing speeds.<br />
<br />
With that in mind, I decided to start the year with a brief overview of declensions and conjugating in the present tense to get everyone acclimated to the concept of inflection. After a couple of pretty boring weeks, we moved into a CI unit based on Movie Talks. I recycled my La Luna talk from last year, and even though it was something that my 8 kiddos had done before, it proved to be a great intro to speaking and hearing Latin, as it focused on words with cognates (family members and stars/moon) and had a simple story line.<br />
<br />
Next, we did a Movie Talk on <a href="https://www.youtube.com/watch?v=aKRZn0uS6eA" target="_blank">"Home Sweet Home,"</a> a heart-wrenching (aren't they all???) digital short about two houses who become friends. I have one stellar student who is an incredibly fast processor, and I emailed him before class to ask if he would be willing to write a transcript of our Movie Talk while we were doing it. He agreed and sent me this Google Doc after class. I had written target vocabulary on the board before the film started and had students jot it down in their Interactive Notebooks. Then, I circled around on that vocab as the film played. We watched it a total of 3 times, and I encouraged students to do more of the narration each time we watched.<br />
<br />
A few things I've learned after doing Movie Talks fairly consistently for a year:<br />
<br />
<ul>
<li>Students get frustrated when you stop the video. I promise to show it once through without stopping, and I usually stop it very few times in subsequent times through. They can talk over the action in Latin just fine, especially if the volume is low. </li>
<li>I don't need to write out the script in advance anymore. I just need to have a list of target vocab or structures for students and me to see, and I can usually hit them all. If the words are on the board, students will use them.</li>
<li>My classes enjoy talking over the film. I just keep them in Latin as much as possible. </li>
<li>Students like to make things up that aren't in the film. We treat Move Talks kind of like <a href="http://todallycomprehensiblelatin.blogspot.com/2013/12/one-word-picture.html" target="_blank">One Word Pictures</a> and get creative. </li>
</ul>
<div>
<br /></div>
<div>
Here is a <a href="https://docs.google.com/document/d/1CJy1KuDVGOsB6GI1wESR7WPaxWN4NjTTCmdfAoGFMrg/edit?usp=sharing" target="_blank">link to the transcript</a> that my 7th grade student wrote up. I made minor edits to adjust things like noun endings.<br />
<br />
- Ashley Schneider</div>
Unknownnoreply@blogger.com1tag:blogger.com,1999:blog-7045927539398152863.post-6300708590471691622017-02-22T06:35:00.003-08:002017-02-24T05:33:53.711-08:00Read Aloud Homework<br />
<br />
Echoing Jennie's post below, I'd also like to say that I've been thinking more about what to give for outside of class work this year since moving toward CI. I'll admit that I've given a few worksheets to be completed for homework if I think that they'll help the kids get in more repetitions of new vocabulary and forms, but I've really tried to move away from giving much homework, because I doubt its effectiveness and utility. Also, many of my students seem over-committed with athletics, service projects, and other activities.<br />
<br />
I was inspired by an activity that Jennie has done at our Upper School with her students. She has them go home and give an oral summary of the story they're working on to their parents or other care-giving adult. I liked that idea, but I knew that my beginning Latin students would have a hard time remembering the details of the story and communicating it clearly. So I changed the format of the homework assignment to a read-aloud assignment.<br />
<br />
I sent this email to the parents of my students before I introduced the idea to the kids:<br />
<br />
<blockquote class="tr_bq" style="background-color: white; color: #222222; font-family: arial, sans-serif; font-size: 12.8px;">
Dear Parents,<br />
I wanted to take a moment to explain a homework assignment that will be coming home with your children soon. They're being asked to read a Latin passage aloud to you (or another adult caregiver) and try their best to communicate its meaning. The purpose of this assignment, as I've explained a bit in the attachment, is so that students can work on their Latin speaking skills and practice using Latin as a communicative language. In our class, we work on all of the modes of communicating (listening, speaking, reading, and writing) in Latin, and I hope that this assignment will be a great way to ensure that every student gets to practice speaking Latin. We also know that we learn best by teaching.<br />
I hope that you'll find this fun and use it as an opportunity to see your child's progress in Latin. Don't worry if nightmares of conjugating <i>amo, amas, amat</i> flood your consciousness. But I don't think they will; our class is a lot of fun!<br />
Feel free to ask them questions about the language or the story. Try reading it aloud yourself. Even do some acting. They'll love it.</blockquote>
Then, I created <a href="https://docs.google.com/document/d/13qWaZGtEogs6Ym6K96YTnAnJRZq7TP-nRrr_itP5bmU/edit?usp=sharing" target="_blank">this document</a> (attached to the above email as a sample) to use as a form any time I want to give this assignment. It explains the purpose of the assignment and reminds students what to do. (Sixth graders need a lot of that.)<br />
<br />
I ran off copies of it and attached it to the script of our most recent story, <a href="http://www.magisterwebb.com/tprs/tprolcch1.pdf" target="_blank">Apollo and Daphne</a>, which I'm using with major props to <a href="http://www.magisterwebb.com/acl/tprs.htm" target="_blank">Magister Webb</a>. I made a few edits to the story, but basically used it as-is.<br />
<br />
I had the students practice with each other in class, because I wanted them to think about how to communicate the meanings of as many Latin words as possible in the story without using English. I also want them to think about which words can't be communicated easily without using English, e.g. <i>mox</i> in this particular story.<br />
<br />
Here are few comments that I received from parents:<br />
<br />
<blockquote class="tr_bq">
<span style="font-family: inherit;"><span style="background-color: white; color: #222222;">I’m out of town and traveling in California. Fortunately, FaceTime lets me stay connected with my awesome kids. [Student] just shared with me her Latin story from her homework, along with translation. </span><span style="background-color: white; color: #222222;">Makes a daddy smile!!</span> </span> </blockquote>
<blockquote class="tr_bq">
[Student's] drawing of a stick figure girl and his gestures helped us understand the story he told. His expressions made it easier to follow. Many of the words sounded similar to Spanish, which helped us understand the story. One part that we were unsure of was ... [...] but then he retold it with more gestures, and we understoon. Sad that she turned into a tree! :(</blockquote>
<blockquote class="tr_bq">
I enjoyed this story. [Student] clearly takes pride in his knowledge of Latin.</blockquote>
<blockquote class="tr_bq">
I did have questions, and [Student] was able to explain. There were words that once [Student] told me the translation made sense.</blockquote>
<blockquote class="tr_bq">
[Student] did a really good job getting his points across non-verbally. I think I understood the whole story. Couldn't the gods have just told Apollo to back off instead of turning her into a tree?</blockquote>
<blockquote class="tr_bq">
Great job! [Student] had enthusiasm and was very dramatic! </blockquote>
<blockquote class="tr_bq">
</blockquote>
<blockquote class="tr_bq">
</blockquote>
<blockquote class="tr_bq">
</blockquote>
<br />
<br />
<br />
<br />Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-7045927539398152863.post-4337637624496176032017-02-21T13:16:00.004-08:002017-02-21T13:16:45.252-08:00Quattuor Verba<br />
salvete! Magistra Kruebbe here. I just wanted to write a quick post about a new activity that I tried recently with my 7th grade class. Inspired by Keith Toda's <a href="http://todallycomprehensiblelatin.blogspot.com/2017/02/4-word-picture-stories.html?utm_source=feedburner&utm_medium=email&utm_campaign=Feed%3A+TodallyComprehensibleLatin+%28Todally+Comprehensible+Latin%29" target="_blank">4-Word Picture Stories post</a>, I gave my students 7 Latin words and had them pick 4. They then wrote and illustrated a sentence for each word. They did this on a blank piece of paper that they folded into 4 quadrants. Yay for a no-prep activity!<br />
<br />
Here are the words they could choose from.<br />
<br />
I took the student responses, scanned them, edited the captions, and created <a href="https://docs.google.com/presentation/d/13YDw2q1QOWryIor80npyn3dStpLdfFNBttWI8GQJVOY/edit?usp=sharing" target="_blank">this slideshow</a>. We will read one or two stories per class for the next week.<br />
<br />
I was impressed with how creative their stories were, especially considering that they could only write 4 sentences.<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
</div>
Have you tried this activity?Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-7045927539398152863.post-52075613009295517472016-12-09T07:01:00.001-08:002016-12-09T07:03:12.785-08:00On Being Flexible<br />
salvete! Magistra Kruebbe here. I'm making a short post today to reflect on the 7th grade class I just had.<br />
<br />
I had planned an <a href="https://latinbestpracticescir.wordpress.com/2015/02/05/embedded-reading-acquisition-and-literacy-in-the-latin-classroom/" target="_blank">Embedded Reading</a> today on the birth of Jesus story from the Vulgate Bible. I had created a document with three columns: original Latin, simplified Latin, and vocabulary glosses. I had worked for a few hours on making the simplified text, and I was excited for the chance to celebrate the joys of Christmas.<br />
<br />
But then, I was chatting before class with one of my students whom I saw celebrate becoming Bat Mitzvah last weekend. I told her about the day's plan and asked her if she was excited for the reading. "Nah," she replied. She's the slowest processor in my class, and I realized immediately that I needed to change my agenda. I was going to lose her today.<br />
<br />
I wrote: "Vote for today's <i>fabula nova</i>: the creation story from mythology or the birth of Jesus from the Latin Bible." The votes were unanimous. One student felt kind of bad for me when I told him that I had prepared the Vulgate reading for today. "Well, we could do it next week," he offered. Baby Jesus and I took the backseat to the new plan.<br />
<br />
And just like that, we set off. "olim erat Chaos..." We've been working on the imperfect and perfect tenses lately, so telling a creation story helped them to hear a bazillion repetitions of <i>erat</i> and <i>erant</i>. Sentences like "Uranus erat in Gaea" and "infantes Urani et Gaeae erant in Gaea" helped them to hear how <i>in </i>functions with the ablative to mean both "in" and "on." Writing the dictionary entries of the names of the gods and goddesses allowed ample opportunities to work with the genitive, something that they've learned about but have never seen in our Cambridge text.<br />
<br />
We got as far as Zeus freeing his siblings before class time was up, and the students were excited to continue to describe Zeus' children and their realms.<br />
<br />
It was hard to scrap my lesson plan. I think about those teachers who were still using the same overhead sheets from 20 years before when document cameras were introduced at my high school. I remember feeling distrust about those overhead sheets. My teenage self wondered how my teachers could be so changeless.<br />
<br />
I know that I'm guilty of being resistant to change sometimes. The way I was taught Latin was repeated without any modification from my high school Latin 1 class through the end of my graduate school experience. We always spoke in English about Latin, and always focused on how the grammar was working. Expressing my own ideas in Latin was never provided as an activity, and I can almost feel nostalgia over the lost experience of having communicated with my many witty professors in the language that they loved so dearly.<br />
<br />
<br />Unknownnoreply@blogger.com1tag:blogger.com,1999:blog-7045927539398152863.post-86840859318220893402016-11-27T07:07:00.001-08:002016-11-27T16:43:34.580-08:00Labor DomiAs I moved to more mastery-based grading this year, I really wanted to change my expectations for outside of class work, but I didn't want to eliminate them completely. The goals I wanted to accomplish were:<br />
<ul>
<li>Eliminate unneccessary, outside-of-class "busy work"</li>
<li>Encourage students to think more deeply about what they personally would like to learn or about what they feel like they need to work on</li>
<li>Encourage more Latin reading</li>
</ul>
In the first trimester, I tried an experimental system. I gave students the freedom to pick which twenty assignments they would like to do or felt they needed to do. In the end, I did require about five common assignments that I felt were necessary for all of them for one reason or another. <br />
<br />
Additionally, I required each student to read twenty passages, chapters, short children's books, <a href="http://www.legonium.com/" target="_blank">Legonium</a> stories, whatever they wanted to read in Latin. For this requirement, students could reread something we had done in class or branch out into something new. In preparation for this, I organized all the books I have in my classroom, some purchased, some student-made into 5 reading level boxes to give them some guidance when making their selections.<br />
<br />
I asked them to do two things after reading:<br />
<ol>
<li>They had to post a picture of themselves reading or the reading to the class GroupMe text group.</li>
<li>They had to record the reading on the same spreadsheet that they were using to record homework assignments, but reading assignments required a summary in Latin. </li>
</ol>
<a href="https://www.blogger.com/blogger.g?blogID=7045927539398152863" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><a href="https://www.blogger.com/blogger.g?blogID=7045927539398152863" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a>The purpose of the first requirement was two-fold. Primarily, I wanted them to encourage each other to read with these little reminders that came in the form of pictures in the class GroupMe. A secondary function was to remind me to give them feedback on their Google spreadsheets. One thing that happened that I didn't anticipate was that students sometimes used these posts as reading recommendations, so they actually ended up starting a great conversation about what each student chose to read. For instance, one student started reading the stories at <a href="http://www.legonium.com/" target="_blank">Legonium</a>. When the other students saw those in her pictures, they became interested and brought it up in class one day. After her ringing endorsement, the <a href="http://www.legonium.com/" target="_blank">Legonium</a> readings became incredibly popular in that class. <br />
<br />
The second requirement was designed as a way to keep records for both the students and for me. Here's the <a href="https://docs.google.com/spreadsheets/d/13DT2_X4QOqYghzVk3xXIqEJhVnBHWnz-uzQuOR9_PHE/edit?usp=sharing" target="_blank">spreadsheet</a> we are using for the second trimester. We are hoping it is a little more refined, plus the kids requested that we change the color scheme in order to make it easier for them to locate visually in their Google Drives. I didn't realize how powerful the summaries would be as learning tools.<br />
<br />
Here's a screenshot of the log of one of my most advanced level 5 students:<br />
<img alt="" height="265" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAABNYAAAIDCAYAAADIVpMZAAAYLGlDQ1BJQ0MgUHJvZmlsZQAAWIWVeQk4Vd/X/z733MnlmudZZjLPJPM8z0Mq1zzTNUWRkAyVZEghhUSKRlNChpRkylCKFEKpVIZMeQ+q7+/9vv/n/z7vfp59zueuvfban73X2nvfdS8AHKykkJAAFC0AgUFhZGsDbV5HJ2de3DjAAEbADCiAJMk9NETL0tIUIOXP+7+XpSEAbb1fSGzZ+p/t/99C5+EZ6g4AZIlgN49Q90AE3wMAze4eQg4DANOLyPkjw0K28AKCGckIQQCw+C3svYM5t7DbDpbe1rG11kGwLgB4KhKJ7A0A9ZZ93gh3b8QOdQjSRh/k4RuEqCYieK+7D8kDAPY2RGd3YGDwFp5HsIjbf9jx/m823f7aJJG8/+KduWwXvK5vaEgAKer/uBz/ewkMCP8zxi6kUvmQDa235oysW5l/sMkWpkJwQ5CbuQWC6RH8xNdjW38Lj/iEG9r91p9zD9VB1gzxM0ABD5KuCYKRtUQxh/vbaf3GsiTydl9EH2XuG2Zk+xu7kYOtf9tHRQQFmJv+tpPs42n0B1/yDNWz+aPj5atvhGAk0lD3on1sHXZ4otoifO3NEUyN4N5QfxuT333Hon10zP/okMOttzgLIHjBi6xvvaMDswaG/pkXLOlO2h6LFcGaYT62hjt9YUfPUEfTPxw8PHX1djjAHp5Bdr+5wUh0aVv/7psUEmD5Wx++5BlgYL2zzvCt0AibP337w5AA21kH+L0fydhyhz+8FBJmabvDDY0GpkAH6AJeEI5UNxAM/IBv91zNHPJpp0UfkAAZeANPIPFb8qeHw3ZLEPK0AdHgM4I8QejfftrbrZ4gApFv/JXuPCWA13ZrxHYPf/ABwYFodvRetBraFHlqIlUWrYxW+dOPl+bPqFg9rC7WEKuPFf3Lwx1hHYBUMvD9f8hMkLcnMrstLkF/5vCPPcwHTB/mPWYQM455BezB5LaV31oHfePJ/2LOC8zAOGJN//fs3BCbs3900EIIawW0Nlod4Y9wRzOj2YEEWh6ZiRZaA5mbAiL9T4bhf7n9s5b/Hm+L9X/O57ecWoxa4TcLt7+e0fmr9W8rOv+xRh7I2+TfmnAyfBfugB/BT+EGuAbwwk1wLdwFP9zCfyNhcjsS/oxmvc3NH7Hj+0dHukJ6Vnr9f4xO+s2AvO1vEOZ5OGxrQ+gEh0SRfb19wni1kBPZk9coyF1yN6+stIwiAFvn+87x8cN6+9yGmHv+kZGQ81tZFgCC9j+yYOQcqMxGwvrCPzIhZG+yqQBwx9o9nByxI0NvPTCAAGiQncEGuAE/EEHmJAsUgRrQBHrAGFgAW+AEDiCr7gMCEdaR4Cg4DpJAGjgLssFFUAiKQRm4Ce6AGtAAHoHH4BnoBYPgNRIbU+ATmAdLYA2CIBxEhBggNogHEoTEIVlIGdoL6UGmkDXkBLlC3lAQFA4dhRKgNOgcdBG6ApVDt6E66BH0FOqDXkHvoFnoO7SKglFUKEYUF0oIJYVSRmmhTFC2qP0ob9QhVDQqEXUGlYsqQt1AVaMeoZ6hBlHjqE+oRRjAlDAzzAdLwMqwDmwBO8NeMBmOhVPhHLgIroTrEV+/gMfhOXgFjUUzoHnREkh8GqLt0O7oQ+hY9Cn0RXQZuhrdhn6BfoeeR//CEDGcGHGMKsYI44jxxkRikjA5mFLMfUw7snemMEtYLJYZK4xVQvamE9YPewR7CluArcI2Y/uwE9hFHA7HhhPHqeMscCRcGC4JdwF3A9eE68dN4X7iKfE8eFm8Pt4ZH4SPx+fgr+Mb8f34afwaBS2FIIUqhQWFB0UURTpFCUU9RQ/FFMUagY4gTFAn2BL8CMcJuYRKQjvhDeEHJSXlLkoVSitKX8o4ylzKW5RPKN9RrlDRU4lR6VC5UIVTnaG6RtVM9YrqB5FIFCJqEp2JYcQzxHJiK3GM+JOagVqS2ojag/oYdR51NXU/9RcaChpBGi2aAzTRNDk0d2l6aOZoKWiFaHVoSbSxtHm0dbTDtIt0DHQydBZ0gXSn6K7TPaWbocfRC9Hr0XvQJ9IX07fSTzDADPwMOgzuDAkMJQztDFOMWEZhRiNGP8Y0xpuM3YzzTPRM8kz2TIeZ8pgeMo0zw8xCzEbMAczpzHeYh5hXWbhYtFg8WVJYKln6WZZZOVg1WT1ZU1mrWAdZV9l42fTY/Nky2GrYRtnR7GLsVuyR7JfY29nnOBg51DjcOVI57nCMcKI4xTitOY9wFnN2cS5ycXMZcIVwXeBq5ZrjZubW5PbjzuJu5J7lYeDZy+PLk8XTxPORl4lXizeAN5e3jXeej5PPkC+c7wpfN9/aLuFddrvid1XtGuUn8Cvze/Fn8bfwzwvwCJgJHBWoEBgRpBBUFvQRPC/YIbgsJCzkIHRSqEZoRphV2Eg4WrhC+I0IUURD5JBIkciAKFZUWdRftEC0VwwlpiDmI5Yn1iOOElcU9xUvEO/bjdmtsjtod9HuYQkqCS2JCIkKiXeSzJKmkvGSNZJfpASknKUypDqkfkkrSAdIl0i/lqGXMZaJl6mX+S4rJusumyc7IEeU05c7Jlcr901eXN5T/pL8SwUGBTOFkwotChuKSopkxUrFWSUBJVelfKVhZUZlS+VTyk9UMCraKsdUGlRWVBVVw1TvqH5Vk1DzV7uuNrNHeI/nnpI9E+q71EnqV9TH9/Ludd17ee+4Bp8GSaNI470mv6aHZqnmtJaolp/WDa0v2tLaZO372ss6qjoxOs26sK6Bbqputx69np3eRb0x/V363voV+vMGCgZHDJoNMYYmhhmGw0ZcRu5G5UbzxkrGMcZtJlQmNiYXTd6bipmSTevNUGbGZplmb8wFzYPMayyAhZFFpsWopbDlIcsHVlgrS6s8qw/WMtZHrTtsGGwO2ly3WbLVtk23fW0nYhdu12JPY+9iX26/7KDrcM5h3FHKMcbxmRO7k69TrTPO2d651Hlxn96+7H1TLgouSS5D+4X3H97/9AD7gYADDw/SHCQdvOuKcXVwve66TrIgFZEW3Yzc8t3m3XXcz7t/8tD0yPKY9VT3POc57aXudc5rxlvdO9N71kfDJ8dnzlfH96LvNz9Dv0K/ZX8L/2v+mwEOAVWB+EDXwLog+iD/oLZg7uDDwX0h4iFJIeOHVA9lH5onm5BLQ6HQ/aG1YYzIV52ucJHwE+HvIvZG5EX8jLSPvHuY7nDQ4a4osaiUqOlo/eirR9BH3I+0HOU7evzouxitmCuxUKxbbMsx/mOJx6biDOLKjhOO+x9/Hi8dfy5+IcEhoT6RKzEuceKEwYmKJOokctLwSbWThcnoZN/k7hS5lAspv1I9UjvTpNNy0tZPuZ/qPC1zOvf05hmvM93piumXzmLPBp0dytDIKDtHdy763ESmWWZ1Fm9WatZC9sHspznyOYXnCefDz4/nmubWXhC4cPbC+kWfi4N52nlV+Zz5KfnLBR4F/Zc0L1UWchWmFa5e9r388orBleoioaKcYmxxRPGHEvuSjqvKV8tL2UvTSjeuBV0bL7MuaytXKi+/znk9vQJVEV4xe8PlRu9N3Zu1lRKVV6qYq9JugVvhtz7edr09dMfkTstd5buV9wTv5d9nuJ9aDVVHVc/X+NSM1zrV9tUZ17XUq9XffyD54FoDX0PeQ6aH6Y2ExsTGzabopsXmkOa5R96PJloOtrxudWwdaLNq6243aX/yWP9xa4dWR9MT9ScNT1Wf1nUqd9Y8U3xW3aXQdf+5wvP73Yrd1T1KPbW9Kr31fXv6Gvs1+h+90H3xeMBo4Nmg+WDfkN3Qy2GX4fGXHi9nXgW8+jYSMbL2Ou4N5k3qKO1ozhjnWNFb0bdV44rjD9/pvut6b/P+9YT7xKfJ0Mn1qcQPxA850zzT5TOyMw2z+rO9H/d9nPoU8mltLukz3ef8LyJf7n3V/No17zg/9Y38bfP7qR9sP64tyC+0LFouji0FLq0tp/5k+1m2orzSseqwOr0WuY5bz90Q3aj/ZfLrzWbg5mYIiUza/ioAIxXl5QXA92sAEJ0AYEDyOAL1Tv71u8DQVtoBgD0kCX1CtcEJaBuMJlYYx45npeAhqFOaU/kTz1LX0czRSdB7MhQzTjCLsUSxNrHTcDhwlnD94NnDm8j3nJ9OwFrwtNAzESAqJ+Ylfn53p8SylIi0lUycbIXcoAJKUUZpv3KqSrXquz1EdeW9rhopmre13ujgdRX13PXPGtQajhlDJgKmBmZ+5ukW9yxfWv20YbaVs7OwD3Q47Vjp9Mz53b55l+X9aweBK4HE5ibhruVh7XnQy9Ob5GPju8eP1x/yHw9oCrwclBDsE2J5SJnMG4oP/Ro2FN4YURaZeTg2KiDa6YjRUfUYpVjFYypxWsdN4h0SPBPDTpxIyjpZknw3pTm1K23o1NvT02c+p38/u5ixdG4xczFrNQd9nil39wWDi+55x/JzCyovNRU+uzxwZaRovHi2ZKEUvsZUJlaufd2lIvJG1s07lX1V327T3ZG7a3Mv9P7Z6vKa+tpHda31zQ8eNNx/WNVY3lTcXPAouyW19WibX7vNY8UO1o6VJ+NPezofP2vtevS8obuqJ7c3tE+nn9j/4kXegNegwhBmaHi47GXEK80R7EgHEl8Kb6ZHM8bUxibenh5XG//0rvC99QQ8UTVpN7kylfVh94emaevpyZkTs1Kzkx/LPgXNyc0tfq764v6V7uv9ecv5D9+Ofmf5/vhH+kLQImnJC4mjydX2DcnNzW3/80O3UH6wLDyDvo2Jwzri1PESFMIEYcpdVNJEVWorGnfaWLpC+kaGWSZaZmUWEmsy2z32MU5KLjnufTxxvFf4mna95l8UpBTiEVYQMRJ1FYsSz9x9W6JLckYaLcMnu0fOWT5MIU2xRKlO+bnKe9WFPVh1jr0yGmaaAVrp2rd0enU/6+MNuAxljfSM7UzcTYPMDpvHWiRYnrBKsk62SbU9ZZdqn+gQ5ejjZOusu0/DRX+/84HIg9mut0gtbp3u7R73PfO9jng7+Ej7UvnO+fX61weUB+YFpQfHh5APuZA1Q3lC18IGw29GJEW6HdaLko4WOMJ1lC2GKZb2GPbYUtz7453xtxOyEyNP7E8yPqmbbJpCSj2edvXU49NjZ76kL55dzlg89yNzPutz9lzOl/M/L9BeVMkLyi8t6L40UTh7eerK26JXxX0lT642ljZc6yz7fJ2vYv+N/Juvqhhvmd9ORk6vlfuS1R41ebX99ZgH8g0HH55oLG1qaG58dL3lbGtMW2R73OP0joInxU8vdZ55Ft5l81yiG9090nOnN63Pr9/qhd6A3qDVkNtw+MvEVydHYl57vdEZZR+dG6t7e3Lc8Z3Ee/z7DxOtkwVThz5oTlNND8wUzx776PvJY87nc+CXkK8h8yHfyN8jfkQtRC76Lhks0yzf/an389mK88rn1d51qo2Rbf+LgzbIBHqJ8oSxcDpaHN2DicZKYWdxV/E+FFIUK4ROykKqSKI1tSwNNc0S7Su6ZvpyhkzGGCZvZmsWdVZRNia2dfYZjn7ORq5K7mKePN4cvqxd6fxJAhGCJCE9YV7hnyJdooVioeKGu/kkUBKzksNST6TrZa7L5srFybsqqChiFXuUspUdVdhUXqkWqHnskVXHqo/trdZI1/TR0tUW0qHVBbo/9Kb1hwweGOYYeRoLGo+b5JpamOHMWs0TLIwsWS0/WjVaZ9r42KrZEe3G7G86HHU0dmJyeutcti8Yuf9X9j88EHdQxxXv2kfKd/N33+NB5THiec3rkLey97pPk2+cn6Y/8G8OOB6oE4QOag8+EaIV8vNQBdkJubPLwyzCFsJzI/ZEjEXGHeY6/DDKNZo5euRIxdGEGMdYkdilY61xmce943UTxBJZT1AmgaSFkxPJz1OqUk+lkU7Jn8adHjlzKz31rH+GwTn6c48z92XOZUVna+Von0++gL+YmjdZwHZJtlDlssoVhSKpYpESvqtspXTXCGUU5TRIJKnfcL15svJm1Ytb63dE7jrfO3e/r4ax1qkuv364AfNQtNGgya352KNLLY2tb9s2H/N16Dzxfnqq8/azoa6NbtGefb3n+8ZeyA6cHvwybPOyboTvdfao1Fvqd5GTaTNRn82/L61Ybfl/53e4rYJFstNMJM+0P43UWQAyapA88wEALAQALIkA2KoA1MlKgDKoBJD/ib/3B4Qknngk52QGPEAUyCOZpilwRjLnwyAFyShvgEbQDz6AdYgeEoU0kfwwFDqN5IPt0AQKQvGhtFEeqJNIltePWoX5YTM4Gi6Dh9F4tCo6EF2MfoWhx5ggGVkrFsJqYuOwLTgMzhh3FvcSz4cPwNdR4CgcKMooVglmhCuEZUpzyjIqNJUbVStRkJhC/EJtS92AZDoZtID2EO0knRNdD70+/UMGZYZqRlXGViZrpgnmcBYsSw6rEGstmznbDHsyhwzHBGchlxu3OPdPnse82Xweu+T5sfyvBe4KpgsFCJuIiIsSRefFBsUf7L4kESvpIqUizSg9L/Nc9rpciryPgrGipBKT0qbyZ5Ux1X61zj3t6m17OzS6NUe0ZrSXdIEeFjnn8IZ4IwpjKhNGUz4zeXNziyDLLKsG6ylbop28vZNDjONlpzbnaRfK/dIH7A8edS0hdbv99BDwtPE64d3gs+qn438hYCXIPbj/kD65IUw+vCpS4vDt6D1HemOCj3HGDcVnJZqeWDqZlbI7tf2U5xmm9LcZzzNHszdzeS+q5JteOng5quhyycg1ifLLN6Qrx29fuXeghrKusmF/k3gLT7v+k6Iuqh6RvqWBjGGRV31vLr09/77/g+vsymf6rze+gwXpJZXlzZXU1dq1gfUHG8W/QjaVts8PaPs3B3rAAYSALNAAZsAFBIJYkAFKQB3oAVNgA2KGpCBjyAtKgIqgR9B7FBoljDJFkVEXUa2orzAnbAIfhavgSTQ72hqdhm7HQBh1zBHMA8w6VgObgH2Ko8U54a7ivuO18Jn4DxRqFJkUcwR9xOfrlI6U95BMmEw1QFQhXqampD5MPU3jRNNNq0/bTLeXroleh76TwYZhFMlMV5nSmcWYn7EcYmVmrWazYvvAHsVB5Cjh1OSc5MrgNuah5hnlvct3Zpcvv7YAq8AnwYdCZ4W9RLRFBcXoxfG7MRJ4SWopemk6GbzMiuyM3LB8p8IjxUdKncqvVb6rUe+RVrfa66sRpknW8tF21DHQVdGT11c2MDA8aBRrfMWkw3TenMNCz9IfudOybM7bZttl2V92aHL85qywL87l+QHug2GuPW787l4e2Z73vbq9J33W/Jj95QJsAyOCLgY3h3wks4Tqh0WEX4sYOUwbZRadfuRljFBszLGJ494JtImdSWHJ2JSTaehTyWc40lsz4jMds3XOq11Qy1MrUCkUvYIuelwSUcpx7WG5WwXTjdHK9ls9dxbvy9QcrXvWQNOo20xuKW2b7dB+eqdLpju/d7R/YeDb0PTLiZGZNwtvoXeECcYpgWnD2Zw5pa+pP0qXA1a61xLXWzcWfq1s+x+F7H46wA0kwF5gBbxADMgBt0AX+AhRQOKQGUSGcqFm6COKGaWLCkOVokZgOtgIToSb4Q20GjoaXY9ex2hhUjHDWFHscewobi+uCI/HB+MHKFQoCggogh9hkFKX8gGVCtUjoiXxA3U8DR9NM60L7RLdWXoJ+ucMQYxExjImbaY3zFEs3CzdrGfY3Ni1OcQ4GTnXuEa5a3nO8Qbyme6S5mcVwAqsCH4T+ir8Q2RDjFpcYLemhKtknFSBdK3MC9kf8uwKRorxSq0qVKouarfUcch31UatXdqZusx6lQbORnTGfaYXzYMt7axlbUbsnO27HA2dXuzzcvl5IMEVIoW4DXooeeZ7U/gc9yP4FweaBYOQGnJwGHd4a2R4lMeRL7ElcVHHh+LXE1En8Em0J+WSQ1MG0uxOzZ5JPiuZ8SozOVst51tu+cUD+YSCa4VKlx8WaRQ3X9Ut7SyzLB+osL3RW6lfVXdb5M75e/j7MdXrtSn1Qg96H8Y3KTbPtuS3WTxGdzx4GvpMvGuy+1KvYz/ji/7B9GHjl5sjN95YjM68DR/feB8/CU/FT6NmEj6iPx2b+/JF/2vUfMG309/Df+j+WF64vmi++HrJZ2lpOWJ59qfLz54VnZWKVeJqyGr/msJa7tq3daP1ovW1DduNm7/gX46/bmxCm3ab17f8H+olJ7t9fUBU2gBgxjY3fwgBgDsHwEbG5uZa0ebmRjGSbLwBoDlg57+d7buGFoD8t1uoU2ww7t//sfwX6g3Nl3t0R/QAAAHVaVRYdFhNTDpjb20uYWRvYmUueG1wAAAAAAA8eDp4bXBtZXRhIHhtbG5zOng9ImFkb2JlOm5zOm1ldGEvIiB4OnhtcHRrPSJYTVAgQ29yZSA1LjQuMCI+CiAgIDxyZGY6UkRGIHhtbG5zOnJkZj0iaHR0cDovL3d3dy53My5vcmcvMTk5OS8wMi8yMi1yZGYtc3ludGF4LW5zIyI+CiAgICAgIDxyZGY6RGVzY3JpcHRpb24gcmRmOmFib3V0PSIiCiAgICAgICAgICAgIHhtbG5zOnRpZmY9Imh0dHA6Ly9ucy5hZG9iZS5jb20vdGlmZi8xLjAvIj4KICAgICAgICAgPHRpZmY6Q29tcHJlc3Npb24+MTwvdGlmZjpDb21wcmVzc2lvbj4KICAgICAgICAgPHRpZmY6UGhvdG9tZXRyaWNJbnRlcnByZXRhdGlvbj4yPC90aWZmOlBob3RvbWV0cmljSW50ZXJwcmV0YXRpb24+CiAgICAgICAgIDx0aWZmOk9yaWVudGF0aW9uPjE8L3RpZmY6T3JpZW50YXRpb24+CiAgICAgIDwvcmRmOkRlc2NyaXB0aW9uPgogICA8L3JkZjpSREY+CjwveDp4bXBtZXRhPgo5dLZqAABAAElEQVR4Aey9C3xV1Z32/3A74ZJwCRcDSCA0EERKoQ6gko4CWhMdDGMnsX2hjoR2VEarVsBXEZsWxRHRojiItUD/Sv4zkuoQ+RSwVcAalEstjBUEoVwlRC7hksMlByHvs/a5X3LOPgmJIXkWH3L2ZV2/e++113r2b63VrIoOciIgAiIgAiIgAiIgAiIgAiIgAiIgAiIgAiIgAtUScDqdYeeahx3RAREQAREQAREQAREQAREQAREQAREQAREQAREQgZgEJKzFRCQPIiACIiACIiACIiACIiACIiACIiACIiACIhBOQMJaOBMdEQEREAEREAEREAEREAEREAEREAEREAEREIGYBCSsxUQkDyIgAiIgAiIgAiIgAiIgAiIgAiIgAiIgAiIQTkDCWjgTHREBERABERABERABERABERABERABERABERCBmAQkrMVEJA8iIAIiIAIiIAIiIAIiIAIiIAIiIAIiIAIiEE5Awlo4Ex0RAREQAREQAREQAREQAREQAREQAREQAREQgZgEJKzFRCQPIiACIiACIiACIiACIiACIiACIiACIiACIhBOQMJaOBMdEQEREAEREAEREAEREAEREAEREAEREAEREIGYBCSsxUQkDyIgAiIgAiIgAiIgAiIgAiIgAiIgAiIgAiIQTkDCWjgTHREBERABERABERABERABERABERABERABERCBmAQkrMVEJA8iIAIiIAIiIAIiIAIiIAIiIAIiIAIiIAIiEE5Awlo4Ex0RAREQAREQAREQAREQAREQAREQAREQAREQgZgEJKzFRCQPIiACIiACIiACIiACIiACIiACIiACIiACIhBOQMJaOBMdEQEREAEREAEREAEREAEREAEREAEREAEREIGYBCSsxUQkDyIgAiIgAiIgAiIgAiIgAiIgAiIgAiIgAiIQTkDCWjgTHREBERABERABERABERABERABERABERABERCBmAQkrMVEJA8iIAIiIAIiIAIiIAIiIAIiIAIiIAIiIAIiEE5Awlo4Ex0RAREQAREQAREQAREQAREQAREQAREQAREQgZgEJKzFRCQPIiACIiACIiACIiACIiACIiACIiACIiACIhBOQMJaOBMdEQEREAEREAEREAEREAEREAEREAEREAEREIGYBCSsxUQkDyIgAiIgAiIgAiIgAiIgAiIgAiIgAiIgAiIQTkDCWjgTHREBERABERABERABERABERABERABERABERCBmAQkrMVEJA8iIAIiIAIiIAIiIAIiIAIiIAIiIAIiIAIiEE5Awlo4Ex0RAREQAREQAREQAREQAREQAREQAREQAREQgZgEWsb0cUk8VAKvPwOUX5LIgNbtgY5dgZ7pwLeuBnpwvym78weA5+eTS0JsChX0cvdjQK8Av9HCR/IfO5XG5SMaHzslPUdPP/g50K+J36d2WMmPCIiACIiACIiACIiACIiACIhAZAIf/iew7gj7/pFPX9qj1HFSbwfuuO7SRuuNrdqyMN2kW4BJN3p91v739CmgdCvwycdAGbcjupqnW0/CGnO9/o1LJ6yFQRgK/PRXwJiBYWeaxAEX1a8tS+0X9RRFHgQIa7HCh/q3n1Lj8BmLj51Sds2hsMb7VE4EREAEREAEREAEREAEREAEREAEakLg4Br2/TfXJGTNwqz/DLhlOdCuZsGjhopWluRv1U5YO0Hjo+3bgK0U0j5ZRS2KYqQdV8N0609Yq1NFlTfWa2OBt34CvPgY0MoOsUbkx1HLstQ2fC2Tb/DBLwWfVgFCZoMvsDIoAiIgAiIgAiIgAiIgAiIgAiLQ8Ah0qOcs1WU/tg7KspsGR49TE6pn17jmWCv/LfAoLePkREAEREAEREAEREAEREAEREAEREAEREAEmg6BC9UN86xbBI1LWDOsSgto6vfNwKzbS6XYRUAEREAEREAEREAEREAEREAEREAEREAEGhKB+hPWzATu9eUKi+srpYaRjqthZKPR5kJ8G+2lVcFEQAREQAREQAREQAREQAREQAREoDYE6klY47jca+px4vbStcD52mC5zMK24wqpPWqR51jCUZu6HFddi3zXV1DHpZhkrb4yq3REQAREQAREQAREQAREQAREQAREoIETcJ2sPoPdu1V/LtqZ1jUMFy1OG+fqb/GCSb/nqg7M0X/zz7K1NrJGL7cyzF1GkOOyp8sLgEK7K1/yAhmxqMksYkBh7YW/s8AcAjuZvMq5GY9rx9VU3+CKGc1DBLSL5G6OtYgnskbot1U671sP35+Tb6nNMv5fLqoxpL1Nz/ImAiIgAiIgAiIgAiIgAiIgAiIgAjUkYPU/GdZ2n5V929eouSTVUEeoYTZ9we5i2j/yaA6+g9wwOkRNF//rdTv77vwf6OLRoALDxbFdf8JaHJnye/UKPfwd+xhX/aSwZmtI6ZcUl3gx2nnD+2P0bZnlVz/5GNhJ8eOLnfTPMJajSJXMcN2uAYbdCAz/Lm+0KPGYMOd5I5YdBg4yjtKtwH7+Hub+OfOf5894lnZty7iNgtotHbia8V49EOjby8Rgw7E8n7wL/InL6+5nvs8wiImv/yjg5lzGZeJhPuNZffUAxbTDjDeWcHaB8Q5hXo2/0yzL9l3cjpFQUBiyXv0O8DHzXhrA+do84Af83zUGXyOsxiw782arPLwgra708GKYuFysfIZEdimE3dO8t7b/lUsqfwz8/RPgBPmZa29cW5ajez+gHyvEa65z30uxrqUVsKHwtDKjPyIgAiIgAiIgAiIgAiIgAiIgArYInKzeV03EKGsMI/u50br3Tvbntx+NTzfY8i6No5ayD0t9BNQtkrtRu2CfNY/9/z08FktPMEJK56uBXpeHoUrL6q9KQzvDi53MPNm1FqpOYDhAgeKVh4HdHrErrJg8btIopeC2hauMvsbta58B/p03QKhQ8uF/AgtfsCn2MZ5zJs1tjHst4+am5SiKTP01hZEoAtsR5vmBCd4A/l8T33rGt5756PHvwLP8H+2B8Id0b615FFjB8DEdRbWFyylU0uNb+fbDvMEwKwpoafhGhBSY97U8Z/7/lA/dmPQIfnjIdtl/Avx6rL37o/XPgd+RVUN2p1l5vVbAa7u2+lya61/O+3QrK6xlxhsrrPG8l8aywqrONVWe1fHQcREQAREQAREQAREQAREQARG4XAh0HMScfhne7zcGPTWewSiBohd1CZ+xUQCMc9Qp/jAZ+KNN3eANWqG99i/s5wf6Z7+1lPula2mwMwCY+68BCUTZvJlxTWK+LgPX8jLIYw2ySEueDrw5Qt3yx+IYThoQeD3Draf4M2+hpV34zuyhBZa5gWvlKIw8dyOtzpbwpokgiJzmDRhJVAtNs5Ti2o/5Px7n6EbfgTd8dYEDWNoOw3gfNUKXjfhfu4VWf2uBrBBxsa7KbiwSG7IzQtlM3nNxO1ZYhRRg3/ox79UCWlqGRNBUeYZg0K4IiIAIiIAIiIAIiIAIiIAIXJYEsgrYb+b/al1ltWeinriXIta91fgwQylt6QbUF17/vyGiWkicbeJQ/2pigReSXH3t1tPiBTUsTiDz03+3Z41kJUWBJjCsOfY6VVPbc7RFyu9aCly8oSoCzjk6BOzUcvNPFETWUxgJcnwonqY4dbk6O6Kat2y/K+AwU++O+a3DstdaDA3M5yXe3kJxtEaiWkA+ztFC8Kch92pT5RmARZsiIAIiIAIiIAIiIAIiIAIiIAJ1RWAtp656p64ib9DxNmxhbe9HHDJJi64PacHz73EITENygodt7qTQsILx1Nqt5ZBI/q8rt4D5DHSlazlkNfBAY95mWdcf8BewlPtNpuyeYp+ndd9/cGjxJXFrgWf43Hhd6dqmx9Nbdv2KgAiIgAiIgAiIgAiIgAiIgAiIQB0RaNjC2pZnKDTQ0uw/OSwuHiujvOsCcJ3inGoFAfu13Fz/fLDVWi2jCwp+jtZKO2mp5XV/DhBGvMca8+8f3vWXri7LHs88dP4c1f3WW09e2jR287nx3k9NkeelpanYREAEREAEREAEREAEREAEREAERCCMQMMW1sKya+PArRwb3DdgDq0Dq+IYQmojfjO2eO0uOx5r5mf/YU84DgtdtbZmcdgN5fKmZTcA/dUkTBzRu73WcdnjEWnjznsNA1zgPbXsUlhVhqT/30asbII8QzBoVwREQAREQAREQAREQAREQAREoAYELqUGcNZVgww0/CCNa/GCu7kKZdbAYOqbAqyggs8E711bANw4iMPlioGlIUMyg30Cx703w0n/mdZcrWIAw/f5FtAznRPHd+AqmpzorTVFvmNfUiSjpZsZ1hrLHfRM4naaYogtAagrcPcrXMWDERfexxUiGc6uy54PZB4F5tAqsNxmIBNmMMvxHw/bCHAjVzx9hEvpcojn3Mmxy1P6MRcx+AnFuzosu1kkIu+7NvJez152s+x2XDIXJniY8/Edo/+5BbFDbOX9fJL3Y13dSw2VZ2wy8iECIiACIiACIiACIiACIiACIhCLQE10gyE/pzYzCuicxL4oNY5j1AT2Uj/59jBg1lrgC/bLf/fbWClfNudbXjY5tZPR7ZyT7VoKax29niuBv6z17lT/m8yL/hAFC+OGUCA7/gkn3aNlWnVuC8/fxXR+sAgYzpujFxdLaFWN5ws83oPnh9Dvzxl3aTX+Qg9Tk7PlxvOGzEp3e51RBPzwRlvBLE9dma+u3cKX6o0WgwmT7BH/ovkz52ZShOtHYRFkNYvbP58cIwRZGs2yLsv+jxTVkkyeGpj721obGSLHZwvcq3324zWf+iVXlI1VGTHerx6wETe91OReaqg87ZVYvkRABERABERABERABERABERABKIRiEs3oOHPjD8CV7cPjrEf+7LXeg71paZwgf4akWvZ4Msy5EZaeq21l831z3AC/GJgwXK/uGbHUqd8FVcNDUji7zGsvs5RsDOuFW+WvgE3zPlTVF63An+jNdGnFPl227BQc8cU/vcAxTs7bgBvSp+jSNaDO3bFO1+4ODcu2vF/I633AgQs8zDadXVZdpe5dgH5spunuvZnBMWY7hqgbYCn9jYro/2bAgJF2azJvdRQeUYppk6JgAiIgAiIgAiIgAiIgAiIgAjUAYGbfx0uqtVBMg0tyoYtrI2jQPZDKpvGLX+MQx2Xurej/t1Gk8K1tEC7kb48AlhU/+Ykw6zg/5q6nRTS/kDLofVraxpDeLgLNvPeYIUNj/VZdZZ84SX2H7nsy+4viv0t8orlelzJYbWxPEU4f9GWakdrwQYqOkYokg6JgAiIgAiIgAiIgAiIgAiIgAg0MALXcoRYE3QNW1gL1APGUlhbSWGt3MZVMlZjuJHmhRQr6tR6ixZqM78f37xmNrIvL42QgBELz1QnlvJG38thnbGcHevLSHEk1ESNixSRjomACIiACIiACIiACIiACIiACIiACAQSaNjCWmBOzfC9VA59K48xTNOEMQsGGNcijqGRrW0OqzMrLHY08VMk+Y86FNUCRUWrME3oT6MrO++VGbS83F3dNeS5cVfHHvLcurrwMY47L8TwoNMiIAIiIAIiIAIiIAIiIAIiIAIiUBsCQ4Ong6pNVJdZ2MtLWOtvQ3wwFyBeyx6zeMH8f4/v0r3/GIUQimyx3M0FwDWcG6sPhbu3uGrnn2zOu9YtPVbMnvMeEdGm78vCW2Mse9R7ktfwjI2hoKUfu1dN9Q6vbWHz2iem2bzsNuOzGZu8iYAIiIAIiIAIiIAIiIAIiIAIiEBjJ9C83gvoiCPFUL92LZm8FmteK7dYSZa/AHy4q3pfpznkcycFsbfp7+6HgdO0QPrIznxvtwOTfswVQWmRlERl5UMbopq3zB1pbWfHvV3s93XgXXtDXx2BAkrgtj+q4K0OwSuH2rprahGmLsseXLA49+ywCojSx9lGuNRBAQGr21zLRTF4L3rdmoBr7z0W9st7b2CfsKMRD9TkXooYkQ6KgAiIgAiIgAiIgAiIgAiIgAjUPwEbfU9fpkL67L7jkTbsxBtHfHaMRLzaSKTsxHMsnnh8WlI8CQDNqujiC1IT3xSiXn/GPT/aF6vsDee0kqGV17VZwIA8IIsCwX9PApattZeBIRS0smiFdoxi2Gt2RDBG23ooRTAjcDC/FRTCjlNsK90Wkh79LCx0D+0rDTkVadeKsx8XNrCZh+QbgcH8fxet3PLHRoqxmmNmKKsNCzoTui8FvwE5QNpWYB3n9tpiI29X8xr0uAXozzBr/8p55daamKK7HgxzF60Bz1EA+tPH9sMMvgpY9cvocQedjaPsMzbHv0rJ+QPA8/Pd4qLd62jy15fl72YqIN5PUcPxnnrqp8ATk4NKVe2Od9jyOTvXm8/BG8zHj+voXqoJz2oLphMiIAIiIAIiIAIiIAIiIAIiIAJxEziwlos40tAmiSGj9j1DYu7L/mI39leT2NefdGPISc/uh/9pXzew4mM4M2Ir7zH2iU1/OMB5+9bnP6M+sC3gRKRNjz4znvH0CoknknfvMW8aRiQz0yl9Go8GNZAaFLUY485RZ3iEmlIr9673r9Pp9G76futvKOj6N+wtPODLmtmgcGDCbWGBjLAWj9vCcNsZbh5FJLvC2jmKLuv5P5a7eNieZZiJx26c3jTL11K44v9rN1AA4sGt3hOxfu2ILJ44dr8DnGDkjjVka6O8JtjWpcChbwHtGGarzTClDPM6w2SyEHaEOJOOCXNuat2V3aQRr3NV2BMfQ+PdzbJUO69aiOfu1wHJPFYecjzSri1BzRPw1hxWBLwGdXUvRcqfjomACIiACIiACIiACIiACIiACNQfgVM0CjJ99njdbuomps+azD5jdcLawTh0A298Jh9d2RftS3Es0MXVt6buYPSKsTTWMaMR7bq40giNlGLfeq/gx7y7/j1MWAsNYfZtDeqLFDDuYzWdeN0klBwHxMCMmXBJFCxuHhh4tPbbzbvReqv20USNoRXtFW+kelynrkMNYo8zTKeaXDvqvXVe9jiKHo/paBzRBnttz4qMD+0ldawI/tlUZLwGDYnnJS2jIhMBERABERABERABERABERCBJk6gTvuscWoA3kvRKoIWUKf59CRcH2l4y+j5rT9hLSThuHaNGWFNnDfcXc/WJHT0MDURCr1D+KLH7D97bZ5/u6ltNcWyX0Nhre8lvNDj/8NtCmyibIo8LyFKRSUCIiACIiACIiACIiACIiACIiACkQhcHsJapJzHc6wVLdaemx9PiBh+qbyacb7xOCPExTOEz8Rt8j2eQ1mbomuSZed99ct3gxeKqOm1v5b3+9iAlWWbJM+awlM4ERABERABERABERABERABERABEbBHoGkIa4ZFr1uABcsvwRBOLkRgTAuv/kl8Q0zb0vrs6hoMSR1Lq6NrOVecHXdzQZzlO2kn1m/AT6U7zTotexzFsrsabRxRVuu1FcWw33Ec+Y1mCGcN3d28zx/i/R7qGgrP0HxpXwREQAREQAREQAREQAREQAREoIESuIS6QX32reuRZj0Ja7TESa2BqOQF4R126eA8VPE4bzhvmI7Mwwt/B6b+mkPu4shPa/q9kRZqM9ZyZdJn/JPXTaKAMZX7oel407N+KYqNWwLMp7/rzYqj8Tqye+gDrqhBIa9aRxHmobWcoyuOOdnMChkdKRLG47p3i8e332+rqID8/rxbg7/r2Yqn7BQuvUN/vfFcqt/WXFolziLEl3TomHXe5/f+nlaWvG+uvdFeVOYevZX39Wu8v6td6KOB8LRXIvkSAREQAREQAREQAREQAREQARGwRYB9vdq41F7Vh45XN/DGFGmus9aRDnoDRPqlntKmlmWLFK2dY62v4eKNdjwCzaro7HlthL7O0zKqjELEYSqwJ44A500ZedHa8X9bih3dunDhBIpJZj+WO7AN2HuA8TBOsxxrO94APa8EevMGbRErsM3zFxj3buZ3P9MxeW9FASaNq3f0jfIQ2Iz6svBWypVO9pvrZMrOa5J6NS30PGLrJy9QiPrPGMXgNXmOImU8S/XGiLFeTpvrXn4YOPglcOyUu/wmYXOPJZv7jNe/o417NDSzTZVnKAfti4AIiIAIiIAIiIAIiIAIiIAIiIANAk6nM8xX0xbWwnDoQMMiQAHx7htpiUbxqO8oYABFxE4UOjtSTGtLIcmImO0oNP3pNS4tTGEzpmNcbyz0WxzG9N/YPIhnY7uiKo8IiIAIiIAIiIAIiIAIiIAIiED9EYgkrLWsv+SVkgjESeB0hWd4J63Udi/l/zjDh3pPvq4Ji2qEIZ6hd4T2RUAEREAEREAEREAEREAEREAERKBWBOppjrVa5VGBmyqBeIdfx+KUfUssH437vHg27uur0omACIiACIiACIiACIiACIiACNQ7AQlr9Y5cCX4zBG7npP5NZC66egEsnvWCWYmIgAiIgAiIgAiIgAiIgAiIgAg0aAIS1hr05VHmLhmBhx5v2sNALxlIT0TieamJKj4REAEREAEREAEREAEREAEREIHLkICEtcvwojWZLLsuUUl/+i5wLRdAaOpOPJv6HaDyi4AIiIAIiIAIiIAIiIAIiIAIXGICEtYuMVBFdwkJtE4ChgyteYRX/xyYx9VCx6TXPI7GFFI8G9PVVFlEQAREQAREQAREQAREQAREQAQaAIFmVXQNIB/KgghEIVAJnDgM7P0SOLALOMzfI6eAUzyGk+6VQ1t3ANpzDrU+3wL6XQP0529SQpQ4m/Ip8WzKV19lFwEREAEREAEREAEREAEREAERqBkBp9MZFlDCWhgSHRABERABERABERABERABERABERABERABERCBYAKRhDUNBQ1mpD0REAEREAEREAEREAEREAEREAEREAEREAERsEVAwpotTPIkAiIgAiIgAiIgAiIgAiIgAiIgAiIgAiIgAsEEJKwF89CeCIiACIiACIiACIiACIiACIiACIiACIiACNgiIGHNFiZ5EgEREAEREAEREAEREAEREAEREAEREAEREIFgAhLWgnloTwREQAREQAREQAREQAREQAREQAREQAREQARsEZCwZguTPImACIiACIiACIiACIiACIiACIiACIiACIhAMAEJa8E8tCcCIiACIiACIiACIiACIiACIiACIiACIiACtghIWLOFSZ5EQAREQAREQAREQAREQAREQAREQAREQAREIJiAhLVgHtoTAREQAREQAREQAREQAREQAREQAREQAREQAVsEJKzZwiRPIiACIiACIiACIiACIiACIiACIiACIiACIhBMQMJaMA/tiYAIiIAIiIAIiIAIiIAIiIAIiIAIiIAIiIAtAhLWbGGSJxEQAREQAREQAREQAREQAREQAREQAREQAREIJiBhLZiH9kRABERABERABERABERABERABERABERABETAFgEJa7YwyZMIiIAIiIAIiIAIiIAIiIAIiIAIiIAIiIAIBBOQsBbMQ3siIAIiIAIiIAIiIAIiIAIiIAIiIAIiIAIiYIuAhDVbmORJBERABERABERABERABERABERABERABERABIIJSFgL5qE9ERABERABERABERABERABERABERABERABEbBFQMKaLUzyJAIiIAIiIAIiIAIiIAIiIAIiIAIiIAIiIALBBCSsBfPQngiIgAiIgAiIgAiIgAiIgAiIgAiIgAiIgAjYIiBhzRYmeRIBERABERABERABERABERABERABERABERCBYAItg3cvzd4/3Pv5pYlIsYiACIiACIiACIiACIiACIiACIiACIiACIhAAyCwdk6vsFzIYi0MiQ6IgAiIgAiIgAiIgAiIgAiIgAiIgAiIgAiIQGwCEtZiM5IPERABERABERABERABERABERABERABERABEQgjIGEtDIkOiIAIiIAIiIAIiIAIiIAIiIAIiIAIiIAIiEBsAhLWYjOSDxEQAREQAREQAREQAREQAREQAREQAREQAREIIyBhLQyJDoiACIiACIiACIiACIiACIiACIiACIiACIhAbAIS1mIzkg8REAEREAEREAEREAEREAEREAEREAEREAERCCMgYS0MiQ6IgAiIgAiIgAiIgAiIgAiIgAiIgAiIgAiIQGwCEtZiM5IPERABERABERABERABERABERABERABERABEQgjIGEtDIkOiIAIiIAIiIAIiIAIiIAIiIAIiIAIiIAIiEBsAhLWYjOSDxEQAREQAREQAREQAREQAREQAREQAREQAREIIyBhLQyJDoiACIiACIiACIiACIiACIiACIiACIiACIhAbAIS1mIzkg8REAEREAEREAEREAEREAEREAEREAEREAERCCPQMuxIHR3IGNUdjw5PAC4EJHDhAkpLz+KNN49iR8BhO5sZw7ogL6MFNn34FVbtsxMitp+8O7pjVL/W6JLQDK4z57H9s5OYuepU7ID16GPao/2Q3dKJUU8fiiPV1si/oxO6nDmN2ZeiPIO6493JHXH0o4MYv6Rh8YkDiryKQKMgELFuZckqTlZi5WuHsKqeSmnqpryu5/HElL1YVW91RCJmPNwFPY45cd/rR+uppEpGBESgKRCw6tbrW6FkyX4sqkU7M1J7Nai+rAXMHLZbs0y7tU0z4PxF7DlwGsWvH8G6WsTZNIN2wqLZV2Bwe3Kk2/PpUeTOPxKAgu+a+7sgrXXAIWvzAvbsYF9hef20hUfe2QcvjmqF4oU7MXNTeyya0xNpR05g1LPx9AlCy6B9EahfAtW3W89h6Wtl33j9NXlyGv6h8gTyFx6vFZiRY3ti0sDmKH72AIprFVPDDWzqpOdGNMOvfr6n3vobDZcGUG/CWlqvNhicRmHNuIvuH9BebnBGIrJuSMbqd0oxbZXTcyL2T9pVHZHDBk/CjksgrPXuiqIH+cJs60nX5K95AjLSE5E9sgOmzjjwjT/kXiIJbVoiqYV3z+6vA9nf78iXb/NLI6wx2SReu1PNZfBo9wrInwjUFYHq6lagDUYOTcTg+Tsx+7O6St0fb0ICK6a2/i8npo6oTKjrOqI53yFtWLed92dEWyIgAiJwCQhYdWuvBJR2Y2S1ENYitldbsr5MrIKnVVyD3CbixZlXYmRXtxDkOl8FR6tmMHkefW1HrCo6gCfWnKtBvE0zyIzpXS1RrXRXBfYktEZS5dchIDzvmlY87O3DGB98xQ1mXyEzoy1umVMWEubS7ya1Mu/UFp775iISeAMlta/r9+ylL4dibNoEorZbB7fF/Dm7a/Uxo7Z0O3dvjcHNjShQG2EtEZNuaI/BiXxGJ7RHcSM1REliO9/h1U9qC74RhK83Yc39IqpC8cvbMdPXyWuNvAldcV9mIkaPuxJPObfjiRJ7VPdUmjdbFSoP2/Nfva9OKJpCUY0vyz2flOOJ175yW8/17oQXJ3bFyJREPDXlCoya81X1UdTrmaoapOaCi/1OF79myomACDQyAtZjHVq3gnVrH0zLbIO88b0w+7ED9Vvozw7h+mcqkAH7H0tqnEFTt11Q3VZjfgooAiIQmYCnbq2MfNb20Ujt1dlPb8e6Qa1r/NF25J1sn1JUK/3sOKa+XOYb9ZFzRy88dFMbOM5LVLN9gdAaA1IodNLy6/Y50S2/XGUncH1BgB/2FRbdm0JxjX2GrBN4cFX9cHffk06Mf2APRva2X1L5FIEGQaCadmv+pDRMHtYaP5nYE4sKDn5zWb1g+tq1bFeO6oQBFNWMSxvSERkU1uIdnecO3cD/1hJTAy9d3NmrP2HNm7U23g3zS5PPJQewdO+V+GhCErJuuZLC2peWh4zMKzD5hnYY0KklHBersGdvBZ6d7248GNPKh4Y46K8ZMif2RdHZSsx99qC7gcKX3OzcTvhON4bjQ1G6/zTeeLn64VCTjWm3EdU+OoTc109YaVt/9h3HgwVn8eLTvdDlsMt3PGNUCh79XiJ6Jhqz+wvY/vkpPLjEOwSJItyj3dDj0HE8+3kCHr3N7a/yVCWW/X/uoQTTaF46pi8TpMh1cJcxM3WHHZnFMg1vgaK3y5FxY1dkpvLS8ME+uNuJZ2kWG/1hTMS0n3ZBJuNNYtRHj5/Dmj8ewPxNzPagrlh0Rwf0YJvB0TURRU/2xZ7NhzFtubvDm3fnlcgd3MYa/lrhdGETxcVQk/aHftoHoxm3MUg5esiJ+X+iJYqPiDZEQAQaBIGguhWsW/fS6nYAclJaYzIzON/KZJS6wlOIaHWvr5ysnxeNTnLXg/yyX/LuEVT6jdWA3l2w6F/bo3Qj8AQtPbz1Yv4HLfDiD9tjQGdWJqw/N60/jCc8dZE77vZ46uHOGNbdvJpY/3GITf7Cr7HoyQ74y9t7Md/3UcaXE9sbVl03qA3a8wt/JYf6b1p/lEP9g4W/LL5bfjzcXR9WOs9jFdM8+N0+yEk4jfzXAocF2U5WHkVABBo5gWh1ZnXt1YxJfZDdiV8FPmPn0bT/rm2FooK9wIReyL2qNdqzLXfq8BnMneNp24YwHJlOD6wjNy0Pbh8Wv80hR297PZsPw2yTnqwIqb9MW7UrHNuOWG3BfCsvlXhizllMejQZ3/HUzyUfHrbqyJw7e2HSNW1oJVXFPDmZp0Oe9jbr+YntseeDUmzq1AWThrF+ZdV+iu3Eub82fjrixeldMLgTp1fhC2IT43vCV+e2xkOTKA729Uy/ctaFktVlmOmxsrPaxB4miXf1Qna/ljh6+AK60Cra1973FhOetnd5aDl9HlB9/W+mE0hBhsHZLhGF0/vC8XVAn8IfReQt9hXy326NjyZ1xID0JPpxC2u+voKxJjv/NfsKFXiQQ3R9rndHPDW2Iwanst1OLxVHzmHJf7M/FGQZ2RGzp/B6dCNU9ge2bz2GlbRM9DvP9T1+CusWnkMgs1j30eRJqchKT7Da9eY+WzjnGIZN6Y6kHe57wp+GtkSgDgmEtFsXLdyDAX2uwuhuCchhssUUveOtJ7469DWu6FSFuU9/GfLhohNeebITKqw+8NdR4zV99IoAwSiPdWAuP4S0N0Puz57H/352AtPejG7NNoMahuNiJZaur0Le9e0weRTw4Bo/S3v9fk/dRl1h4QG25Ucnsr/ONizbp6a+nF3iEfJNm5t1cSnr4pUJnTB5ZBsc3XgYD7J97auLIugW0+5Pw4BKZ8j7gXnM7I6imxKw5vdsd1fYqav85WrqW6b38s07imkrR7MD2KMNHuKXl03XpnEOAU5kcJFzF+yjqNXegcGDO6HwmVYYT8uLYelt0JMvauMciS3RpdXXMK8zjOqJNXe2t7aPlVXiaIsWyBjEG2JeO/Sdswvzg15YJkB7jMwggjNnMTdQVDOnLHcOD07f6d1Bzl1pmHG9e4KFY8e/hqNTAkZmdsVH6a0xseBLil/NkXFlAtLSrkDh9cwfO47HKpujRw8+UA+k4TvHW2FkrxaoOPU1Ejq1wuBhFL0oguW/7UQSK5G0HgmYdn87Kz3jB4n0cw3L3deBJx7bX83YZVrcvZBiDWOtOF6J0lPNORQgEfmTBiAj5Us+VOdR+aPm1osbF5qhS8eWqGjLtzjdU0/2R5ZR3M58jT3Hvkb7lDbIua0nhvVOwO0vmwZAaw416OMeamDKchbIyGBDKcMKDq+c6N7TXxEQgYZG4JjTtAyaIXEQfz6LVVc4MfLO6HWvEfgzsnph8bhEfrhgZ8DUUx1bI4edQcuxn2i5bqy7WJ914QcO89Uvg3VKGofcf3R9C0+4C0jqnICs23rg1KdfYLapm3n+HVoP92AHx8U6qeJiS9aRXfDRVRdYz7dAaUgDzJ2Qvb8zpvdHDute8045drIKPUxdN64XBvc6gtzX3DVZ/uR0TB7s7qweO84OHN9H+fcPQMX5Zkg64S2YvfTkSwREoGkQiFVnVtde7ckhm2kpzdGFmCpN+y8lAffNGYAk0/k5cwEVrVogLZ0fGh79mvNnfRUG8+hxCiy9mmHw9xmDpw4L82TapH0Z97HQT6E8zsnCEo66uwA9e7Vm+m2weH5HOJpX4djxi+jM+jlnXHd06XsBIwezJ2flqSXzxDb1lIvuURys5wcw34Pv4McHDkN1Ob/m8H/6YTvxqUdbopQfcznbC98TF6z4shjf0c93Yu6+RCyax/qX1W0F87aHzc20NNbJfP/0SDyA+9gZtNrEgUzwNc45GXdaS+RlHcO6QMswWoZkcaqZPYfKwxHwSNT6/+OWGNazOcznczOUtksHfpSnEGb1KSLGFuHgpouonMTw7fiOocub1BfThpGZ6cOUnUdCIvsK1/NdlsG+wvQD2DEoBWvu78Q0qlDKvsqeiy04VQ4/ej2Wji7PePoqoe/D5i3Z30jBSCsFr7jmvb5Miy6MWcT7KLxdb91n7Ce5eM8dPd4wuoVWgfSnSRI46hOPa1ZPnDzOurNXK0wYS4vg5X4L0qwJnTCM7dJNGx0x65+ZT3+BmR76k+/vh/xBLeE6dZ51FeuGrq0xmkY2RQkXaJBTzdyKvVMwOqUZKnZUYPbrX2PM9SkY9r3uwJpDvmtqr9/v1RVS8KIJ6emL92D7NG8CRbFuB6khMA+eunjAbRTM2V62XIfmMXWL9ldwyGvXlpjMD8fuj+/uoDNGd+A74QLWgHXVYzHqKncQ/fUQaDA16OrdLgprDnbEgHVbnViVeAZPLPQ3JtydnkS34vvrXVjJF3DhqASsnseb3xLM2qPwDopqF89jyfxdmOu1bBhFa7g7k5D/k56YP+NgyIV3WBZeFV+eC1G1Q7yZXU7G/ZAR1c5XBoz9bs0Xdio7bEl46q6OfMAuWi9n05GtoDXaKI9J+Yzp/einNUYmXsCqN/e4570Y1h1rzBeuwXx9U1jzWZyeZ/5f9ed/xhSGTW+Hh2lZt+rlcClrxpNXWKLaJlqo3WfisVwXFM3jl8DsFOQt34X7pp9D4bw0zkNUgVG/cj/UWRP6WqLasR3luOXXfs6zCwZg9KDOmJ15BKv79LBEtYqyCtxrCYeGA+eju8dt5edJTD8iIAINgUDYsPhOGNWbL1gOCVrH+tBOXbE0Vt27hh0mWuI6uArN6mX7OS+mu9Ey+ad9kX+Nu3FvoaAIbzoq3u6cy1izsdEOLjLwBDsWq7jrnoS5DYZxDgqwcTLjXztbotqeTWXI9UwYOzKLUwSMS2J6HPZvRRz/nyy+K4yoFlSPgR8s5tBK4ZoueGrLUTyB7viJ6eWdqcTsn+/GUiuZRMwu6MHGUQsNo48fu0KIQJMgULP2KjCMIzFMu8+q1zyWEUkUodb98SAeNB0lfvg1E9MPvrIdsrhn6sxAt+jPFbiTH5zTrumKvwxOpkDjwqf7TqNkyxGs8rZ/TQDWvRGHyps0vd8LLpodfvTgR+aZXHzGTLKdxU7bU5lstw5uyREdrJNfN9YZnjz19uSJ9bzJvxGkPi05hPwlZtRHR+a7uyUUZZw5h9n37rHq06wJfRgf5/1kfT+X9X3JplP49PODmLuJQSzXBe8s6IphnB8OxorZ8KFzMzlEJiburnh3QReMHNmZQPzt+RnfMx+kz6Mowgfy2PX/dtw+5YSvjXyLp41s0o7oPNcq8FzeT5MsIW7HXuabbfuHjKh23IkHaQiwzuMxj+/Iadck4rlJnXD7wjNY/QmZcXEh34Tmo3rhL3dyzunvd8L8147734ef+D/+mPfhc9b7MCD1wOtr4z7CXZ52fekp9gc8DM080/yolcZoK733REAS2hSBOiMQ2m7tfQXGUJACp/c4yqlEalZPuOuS71zDemK5t57gB+AhfC5Zxy1ZxZFh3dpEr398BW6PUQMplRw7heune+MC8id0R+st1YhqDJt3m6kTOEXLn4yRCvD+nq7Io3hujIfmWpoFD3rrkqj9fk7lZMUAlH5ajtvne/rrtCh79//Q4vX73SxhbZGnLk6iqOab1oq6xZr7Y+gWq53IYr0zinrE/IXeUXscNdeDOsaeCo4SOYPOMeoqT/b04yHgNl1qADi6eCa5thoZnx2xRLWsUV3w0B0cEprVETs+P2fdXGm9+NKlS+OL3HJmUlnjRnWwTLn3cGiRT1Qzx9d8ibmf0qqiaztMG2QOBLpm1gSgrorYXba869pZL851bwdOqHgOM58+jD18EaUNbs/5hNjAMNFTfDOm8l63epd7EtQ9m2gG751MdtNpHI3wAlv3tl9UM+FnMp5PzwCdM9pbjStvnO7fLlTf+ZWQcz74RTVzhqsZGZGteSt+AWRLjbmy8hVwtUdfxQqGJqq/DhDVTMhpBUdxzAyxvSGFk7GaUF/jDa+oZjzw2uS+WWG25ERABBoMgWYY9sNUvPJwHyya4v59dx4tWVsBOzYcZ+PeZl0Rq+7lfJg9Geexz8p9oppBMP+13Vjlbj9EJOKrFz2imvG0bmulp8FgKiZ+STSNKXZGvKKa5WcV6+9NESpKc9KmGz2YDQt+cHklsB7jhLTj3zzB9Juxo3cFcgbTZJ/xrVvuFdVM5E7Wh4dRaho/AXWnOSMnAiIgAhaBWHUmPYW1V6tBV/rJVx5RzXg4hT2nKC55jA/CgnxWhlue4TQnO87h2HmOjKAFXFYmPxTcfxXWzOQH37AA0Q6YCq6KH37doprxuWrLOZiWnqvslEdUM0fD88SWpNUGdYtqxs8JbKfFrxXf225RzRxdtSWwvgcWvU5R7XB75I+9Ag+N7YqcQefwaRnL28nhybu7jb/no1KPqGZiOYKVexh3UHve0wnkogPuDyLGn9/Zqf8jtZH9MQRvOdq343s2le/ZPu7fJ/tRMONLkSLiG286kTfEvEvYoS70i2omhqV8R66jNtljSAdanZ3CTIpq24dxyJbp44ylWHjkLC3XeD61LX13wmDzPjzF92GANeI6vg+ftfE+jHYfZfYzb7rzeMMrqpnM7VO73mCQq28CIe3WKWl4l0OfO7M6+rSk3BKla1ZPHEUJ6wlHSjtLyLJKNawzvsPucOnWEzbjDWBhqrNObfHinXxOKYwZt2jJoShTk9DQ5iqKcTRm8c4pP/sPFWxvtsRoCuehLla/32o/s23sE9VMBPyQ8asPqKahFbLv4sdpOlMXV5SeYJ3hnivelm6x5rilMaRdzTngrFiAnEkd0Jl12DoONTV1fvS6yhNIPz4CDcZiLWjxOH7xeYcWYGZIUKirTgLLotmncWnX98Rf+D+Sa98m9GglaNmJtJ7ma1f0sdIZPYmKgtnKNaFxnMCmMnZgeX6A55SLYyZ9X6F4LMkSAavw6QavGmw8soHi5DLZQY2mKhylHhbsnNh+rAqDIxWJX8W60LMjpSP+ssAtOAaHNV/7zCX2yuLes1wh1DyHXPn0qQVX4Snv4cDf1q2R0Zkv9mPnsCjwuNk+ccHTIQ49oX0REIFvikCPtHboEZQ465w1ZcingMSxLvbqihh1bxaHpZuX/PatR4NSMjuVxnw/qD4L9mLqxaCOz2fnrY6baQxgWFt0YWOqlHNKhrpKa6Ga0KN29xORZBIITdsE38TV3/ieyaC5/GBTT1J8WxdWv3OIj2lUyYmACIhAJAIx6sxIQSIf43xpHwe3Qw8eZeWTEtm3dXTfCTzxa0+7sjenALkmCdnXcggPhadHuWJo8YzqLSrCYr3IOc42BR81VedBClaBbgfnLwrN08FdpwO9cN4uVuYmvpKAw6zvzVvDqu/5O2NKOkdjRGjks03ub+fzHfbX4DLMZQc17/6OGMO5iGdT1My5K8nqBK76wD/ywp+qvfrf7z/6lmU5wilahlkTsgX4PX4aMz3TtcwwfQV+sMmhwBlR3Lxohv/Squ8ZLnjgmdImICa3dSHfhxyditK9puMc7GK/D6PdR3zfmXY953NTuz6Yq/a+GQKh7VYXh2FvKjmK+950P/c1rSdmrzuNcezoGiFrLi1AHzLzndFQZJXHKstevIbJKcz9Y3s8+f0kjBzFkWD8b6Yq2b71FJ7lqLodEbBl3ME+tqnaurbHmhfaIYHblfz4YdrOPQZ3pJHM8QALZHv9flfYKsWej9OjjLDBysLjju7218X2dAsniree57QrbTBpFI1r1iQi52pmmKL+E9b7IEZd5U1Yvz4C5g3QABzVXTMMh0OWNm0yY6opqvHVumRhKa0V3EONMmgCvZgm0NW5CmsuIfafdpxA8b6LnJ6MLw/LVcF5ko2Tts2wO9TklA/MjhM92Ajh5IDDOMl2SKPCBB+ZxXHRnNiv8izFKQ5lCu64ulPowriNub2/MeA+HvY3RNirqAzviHobHYFhzUNpXNg5TuRq0nTwpb7oo0okmnx4nHnwzXwJ5w4Yfpbe7T3FX85fZAK2Oo/iP5xEZVt/b9jF8dunWAG0Zif521xZKq0N56mj10iVR0CE2hQBEfhGCQSvCjrt0f40OzfPtUdUt1VXNMci80EjSt27h3PvGJfUyVjCBotgMes/K2TgHxdOMTqrXjvMOsnEa30ICPTDL3DsaNXGWR9tgr7ceGNzL/Zihqla7w9aCJgPFcHOPbw/tAYN9qM9ERCBpkmA7dUYdWZcXELaiKWcmyygzxQ9qn1OLDL/3z6OV2anYVhnr+UXg3leA/4IHIhYJfo9+Lea+ztt5uAp0xYOPsT90AP+4P4tF8w3ElPfm3npjKgWNLSJc/rOnsmFsjr7Q1hbIUzw2SGUHOuI0QO54Bkt2LLM8C5fJzAkLHft1P/hoSIfsd4DHCHyD95VQb1zpbVq7mv/u/siLSgOlGMH5+f0vztMX+Qih81+jWu5yBlH8QYM+2V6nHz8HS4oYb2DvO/DJH/b3JsjW+/DEGb+++hrHOUImLQ2nLeJEapd76Wq32+GQHC7NTQPtaonSo5h0+2cR31wB0ZbhdHpnNLjwHFrHrG44mXodcu/xC3LWW/RInj0VW0prLejEJWMBXyGR835KjTbXNXUPIAXsGMX6zzvI2xWru9g5jNrjTzO/bYqYO43qw0cEktov9/hjSfQH59j44LCB9TFdnWLVQtPMs9cAHH4FRTdOT8yjWZ3rDlpxT0tVl1l+dKfQAJ23oaB/mu/HfYBhi/Tgm6Wulu65QRVXE60b1I5wQUFPKKa2d3BL0DuF1RIC8ET37q3z3III4dMcrLs+W9/hdlvcrUM6/9JdL4q0eosrtpnYgp2T7xjzDObIetHnCMo+JQ1V8KT4zphQm43HNlmvlW1xJ0P88YLdJzI2zQEXGVnAxToQA/xbDfD6NuvDA5ASxMzASK4Asj24DM036bJvenb0nQeywPLXIbSbm3xbT70iwIY+htXTvzloBme2gpdzh8JYFWGuWdaIjO9JXavOoy/GT9t2+DJCW4zU2/yOd9t7b4W1rwc3qP6FQER+EYJBDSmZz97xBqiPngUh5mYTNmqKzwTNkepe3csd9ezgzkRc1ZQYTviOx3dHxiCDtvd2XcSu/mBMomTXocO2c++yt81sRud3x/rulJ2Ttsn4hU2ZgLd5Ps5pxsP7Pn8NFZyOJWp33MfTQn0wpWR3F8eLUuF4DPaEwERaCoEwtqt3oLXrL3qDV2b3xkcgvjO/SHt0WoidHRM8A3zMV4e4nArU/dVfkNtuKQE90fgT/8c2Ck9h4SW9t4h0z6kVQZHXEy6vw++YzqBnwRb+vkx2Kv//f5jbwW9Czgcd+4mflJKbMN5kLtagVfucPvo2/Ei5vr6IaY/cgHf/g5f0mXHccbqEH+NpdZcep4093FqGm+PzLwP2bZPSuuAGYOC8zSa7XPLVXtPBvsP3nO62/WJtGi0ponxn827rk2ACOg/ri0RqFMCAe3W0HRqV0+cw9JP2a5r1RqLHnbXdyUfmKGNfK7irH+yMt194HW0pJv52n7OybiHojnj4UInYY59do7wRsWBUxg/Zy/yn/X8n7Mf+TNOWjrF4GsDP+HG7vdbNUrXDlzUMTi1GdnuKUwOchHESK7Ytm5xBCUHquDonYRX7mCFyqHixR6LwYRYdVWkhJv4sQh3RV0S4QpGN3Iy6utoQ2W+XFEQGszV4pJokeXiBPlTrQmrE3GUL4w03kSL7uKL5/PznOC/I/IsBZhhuEKo5awXEOO7+Uq8mMNjnx/FmzQ1nzwoER9xfokl757AwVZcZegmzlVA0+c9XC0zott0EM+y42ZW+5y8YACydzjx6RGuGtebk2pbw0tpVv3eYSymWj38e72oVCfj3ekOvL+LK/10boNsM38PlellxYf4GyxARUwvxkFH1yR8xK+NK9fTSo4v6+zrPXO7rT7i/7pEP69M4mTclecw9z0nCrlCX/68dHT+41EOSzXzo3XmMtqtyJQdSsux7FS7HR3bYDaX2E7rWYWFvzqBUjMJ7LgBeKXbMRQHcHZwyGsxw83nZLE5j3VBRmZPFDHNNZwrLoNzyY3s5b5tunACW2MmKycCItDQCBzHE3/sgMLb2mDCk90xnxMyx64rOFlszLr3KxR/xnlxBrXBU3P6IvOjChxtyxWSRvDjhWVZyxXWMjmfTtzma6zLOImqqcvyJvdH2vpT+JuT859dw7kzzdAVfnGM5hzMw1N39YTD02Dy+72Av5SwMZOejGG39UFhr5P4X36B6Zme6K7HnGc5Lw4tl/l5Zd31aRiZ1glrChxY+clZJHB1ZVO/mzeOK+R7jj9+bYmACDRuAgHt1qCCcn7bUy4bdSYDRWivHg1skgZuB6VR3Q7rW1r39uiRjL/Ma48du89hO1erozKFwVe1A+fIxjEOzyxm+yzDTFXC+deem9ITq3dzhWYumDWMC7IY17Ov+YzNNlzc6VvBgSidYo+PiD9ey+fRP+qDySvL/W11dkjBoZJ9+bM7Wp44+finN9FqhO8hM0VLMec2q87NLzrJdmz0+r82bfdijqzJyqCFIBf9emoY54deXuZ+lwyiBdrDLbGw5DTfJUmYMKo935FccZXmJaVmFE1KKzw6pTsWfnAanXl+HM9bxnq8hhng+5DHC29rxyGl/dGDCz387Tjfh8P4PvQMHx3wXU7/8lnIiykaMw+g+Rw6nDW/CwZzsYSiHqc87XoOc/NMp4NvSGyt7vrpeNMlUNt6Yh0XUykdwSHXGXzoTp3ms+hmaSdeH3UuAPDUhI549JZkrFzH+dm+vIjvfDfZMgZynfP2sX2+MW20e45Fr4jnP2O2vkJJaScu1JiIGRwl5x0kF73f7/2wzOf/zgEovOok1lEE+/Y17d31OOdeu89YvzG+ULdjOTWBmLqFO9TMD5zInsB3A7+4HNtx3Ddty7GYdRXDW/WO+dBxJUZz7pRizh+5LjQzTWi/3oS1ijPuF0DaoCRr5RkvY7M896ZNx3Hf62b2BeN4k7xejqL8ZBiriMHXm2NV/CLFl/9VXCDgCrfR46rPz+BhzjGWluGOr/R4Ah58eRfaT+6LPE5EnT/BiD7GXcCnH5UjP8JqQe7zQPHre7jEdE88egPjMvFluM9UcDLR4nf28ouUe/++aQfxYgGXu2aHK6+XJ/QZKrtccGD2Z2afjSx2KCNNh+bxHeOHK+2tqcAAWknkfN9jXcHlujd9cBgPelbfO3iQ2jWXIB82LMkSzqYtOYAn2vbCw6M4Lvq27r45HUr3nMDUZw950uM8cLu7cpn0BIw2qxVxBZK+vQ/g9pebo+guThpOzsMszlTZORfRb3/jmcCWE5resrAFiu6k1QYXT/By2fHJCVT25WokPSlcMgUjwsmJgAh8MwS8dWto6juW8zke2p8v8Q5c5fcQFxuIXVfYqXvnv7wTiff3xbhBCVzBzF0f49Q5FG+qQs71/CBBqzO8d9Ea2unOk716cQfz9yDrsidZlw27nvWSCcxVOtd91hwjB1X3qmI65st9+9bIMqs2h7kLqPj4C9Zjzax6LIMfaTzVOyqOnMbcGfs9lsbnrBXcXizojpGc8DaPHRrj9vBDC/pywQYbHZawpHVABETgsibgrVtD263eQrkOnMD1NWyv7jAdFs/iW96OnjfeoN8Q7cR9ju3kaZ9j8qQ+XOmuDTIyEvnfE4qrae7hlChPeBammr3k8dulTwAAQABJREFUOIY9yBUf09tjQrrxwzblmqNwUQgaybakacNZnSfvQmCeaKL+ePN0OLCeDwkR3uf0eTDvpkW9OEpkcBu21T0tZr5DVnH1uaxrKBiy8n/fM+2AL1DQhpPWKJXsHyTgGFdCXRp0LmRn31c26v+QMBF3WdaIH4zO4b6iE1jDVfVG386y8GP9g4+xr/DkFRjJd+EM8z40jn2FVW9/iSdM554Tj2cUcHXOdJ7nf+OOHXCyM8pVUym4DeB+8fL9Vtv+0Rv4PqQJjPU+vPg11pWcYR+BfaF+5h11LKjPYe8+OsJJ0Nn2v5sryvra9ewnfXqaRgyMM2AomcmXnAjUBQFv3Rot7trXE5zLbHcX5Ge0xI5PT/iMU+zE61O9PjuOJZ9y+CZF/Lxx/O/JsOs4+8pLykKyT7HrSn604NB0r4gX4gEzaW1rFhUcNqQTNllWp7H6/e55jV2lFVhZwZVNTRt2sDtWdxv2gHsnYl1s3hOxdAtPDmmN97+3U1hrfwElnpVMzZn5v45dV20/4GJ7n3qM0Xf4oWO1J8qm+tOsiu5SF/4f7v38kkQ5clhHzjdwEdv5tWaHJ8aM3jT73hcrenayhjnY4brIThk7RvE4TgA7Mokvr88im1ZaUdFPDq22Kk+wIRDNXxzpZk3oy6XIHSh+ebu1isjIYe2tIbF7AsoeKzoTBizzUZbZyytWGHM+YxBFM3KuqOCLvRq2lh9+HAzMj71rYScH8iMCIlCfBGLVFfbqXnc9i7Mufz3Ym+LWvih1Z5RCZmR2wYADRzlHJueyYJ3ETwdWvCPvSseL17fkpLPbI86DGSXKsFOmHhvQsTmOskMcXNe1Rn4WhwysOsG5bhKRxU7mnk2mHm2PovlcZIZLrf/DjINh8emACIiACBgC9urMOmJltVtN3NW3XbP4wTaBE2AXs17zum+8DedrS3MamM+8ubL3+9CU/hQKm6OY74WZno/fsUJWX//HClnD8553ScXZyNfFnR/wfXQq5H0UnJ67P3ARq3zXjouL0aotnna+L8beHZHfi4sXlJxj2z+R863RwtzEO4gLv93fHqWbDuF2zwTvvjDaEIFvkkAt6omo2Y4zXtMu7cL246Xq+9vr97MNOs+0QT1zO1p1Cr/0nj0VX53pK2vNdAu7dVVU3o3w5No5Xisrf+EatLDmz2bj3/I9YHE0Eho/FZVQBESgaRAwi9b0wmDO7bD0zS8xm41+47LG9sKjt3FlNy5sM/OBPXVmHTvyjjS8SCvhUn6dnPpymafD0h6zn0zB6B4tsOejQ8iNYvXcNK6RSikCIiACDYBA7yvwLod3duYwqH94zGOx0QCydTlkYdr0AdaIm3VcMfzBN/khiS5j2BV46k4Ob0vkMK6FX9gWKi+H8iqPItBQCdjr97uFtZ4U1q73LprSUAvUBPMVSVirbnxNE8TzzRa5wkq+WfDqHt9slpS6CIiACNQTASfy2ch/l3NZ5E1IQ97/YbLe4Zcc/lL8Zt2JaqaA695m/P36IWdQJxSapZ7MUCdP+sc4rF6imqEkJwIiIALfLAGzot+Lo9zD/j/lNDJy8RGY/XQZBszmlAejuuMv/B/4rvv0o8MS1eLDKd8iUGMCtvv9HF3q4MrDcpcHAQlrDeQ6rVtyGIvOt8Puww0kQ8qGCIiACNQnAc47c0tJBSZP4ATNNLc37ijnuVz65tGaDXmJM+8zn92J1ZldkX1Va3Tm5N9m/s///fy4NWQmzqjkXQREQAREoA4IHD14Fut2ce5MLiP9xNv+Ya11kFQjjfIE8qdxYbKxFNd6t7SmnKk4dR7ruGKimYZBTgREoH4I2Ov3s577/zkXZmJl/WRKqdSagIaC1hqhIhABERABERABERABERABERABERABERABEWjsBCINBZVtYWO/6iqfCIiACIiACIiACIiACIiACIiACIiACIhAnRCQsFYnWBWpCIiACIiACIiACIiACIiACIiACIiACIhAYycgYa2xX2GVTwREQAREQAREQAREQAREQAREQAREQAREoE4ISFirE6yKVAREQAREQAREQAREQAREQAREQAREQAREoLETkLDW2K+wyicCIiACIiACIiACIiACIiACIiACIiACIlAnBCSs1QlWRSoCIiACIiACIiACIiACIiACIiACIiACItDYCUhYa+xXWOUTAREQAREQAREQAREQAREQAREQAREQARGoEwIS1uoEqyIVAREQAREQAREQAREQAREQAREQAREQARFo7AQkrDX2K6zyiYAIiIAIiIAIiIAIiIAIiIAIiIAIiIAI1AmBZlV0dRKzIhUBERABERABERABERABERABERABERABERCBRkLA6XSGlUQWa2FIdEAEREAEREAEREAEREAEREAEREAEREAEREAEYhOQsBabkXyIgAiIgAiIgAiIgAiIgAiIgAiIgAiIgAiIQBgBCWthSHRABERABERABERABERABERABERABERABERABGITkLAWm5F8iIAIiIAIiIAIiIAIiIAIiIAIiIAIiIAIiEAYAQlrYUh0QAREQAREQAREQAREQAREQAREQAREQAREQARiE5CwFpuRfIiACIiACIiACIiACDRRAuV7N2Pl0kIsXrgYhctWY1tZ+GpgDQWN64si5E0uRNw5dG3D9LG3ovBzd8hdS6fj1ilFtuJxMs1bb5qObd5EnWXY9vl+OC9UT2X/B0Uo/ngDil4pxH5X9f5in3GiaMqtmLp0m9uraxem/2gqNnvzElIu2Mhb7DSbjo+yvduwK/B+D+XZdFBcspLG82xdskQVkQiIQJ0TkLBW54iVgAiIgAiIgAiIgAiIwGVH4MJ+vDr5JuT9ZCqe/81iFC0rwuKXZ+FnE8Yh/8US1EoPqiMYrjPlKP/CqyrFk0gldp51wVnpCePaCdeWMlsROEjChQ2o8Ph27irCzx7Ix9az1Qc/tqUI895aicVvFeNQrUAy9YMubN7vTb0Cm4/sC7o2h1iuMs9pO3mrPtdN7YwTxT/5Ge59c2tQwQN5Bp3Qji0Crgo+WzvKbfmVJxEQgcuHQMvLJ6vKqQiIgAiIgAiIgAiIgAjUB4FyvDohH0VHHBg/cwEmXpfqTvRCOVb/5nHMeqsA03svwnPjPMfrI0t20kiw4ym2n/QJS7EiD3DE9gpH//F4b0Wuz3Ni20SGSkZSmyiBHYlwOJKQyH+1c7w+//UecgOs44JidAzEondXMAl3SWzlrXYZakSheXW68komJvnLFMLTf0Jb8RGw82TFF6N8i4AIfLMEJKx9s/yVugiIgAiIgAiIgAiIQAMjsP9PL1FUA8bPWYqJQwKkmhbJGH3fAuD0dBzqE3CcgtuG5cVYuXEXzrdJxpB/zEbODQN9wlTZRp4rTcXEcVdj2wfc/vMWlFN8Gn5LLnKG+8U5V/kurPyfldjIoZTokIrMm7Ix5rp0xkObsGUcNnnFGOR6RT6LGY8vLQKuy8WIXvY76/s/LkbxextRdrYVBmbmIfemBObG79z5TcH4cUOxeeli7Oo0BuNvTvd78ORni2sgxv8jUPSHMoz5cQ5SvtqAxW9+SH9OLKWVX+/OPJ83wsfBG0FSUndcfUUy2vXvjiST7QtlKP7NSqTeORH9Tm1A4RvvYD/zlp6Zg/G3DmV4J0qWvIriLeVol5KO7AnjMSLFBHRzKetB3sNTvNH7f028v1uJlNvGY+j5zdXnzXf9tuE0UjBk1Gjk3Dw0SPYr/6IExSvfw64Dp9Gq1xBkZ2djRP9Aav5kA7e81378rd1Rwmv1/rYytLqCZcjmNevvvYfiub5ObFjBe6hkG86be2icuYcSUbzwfQz9cS5SHeaeKERZ/xzkfNuFEloFvreF91NyKrLJN/A+2b9xNe/F9znc04V2vYYjj+EHmiK59qP4jWJ8SOPH8pKl4JXEwO+TeY9yH08v/10frGQcG7H/JJB6VSay/3kM0pMj3Iuea5xi8oBtKHpzJbYc4FPAdHMn5TDfAdT4HBSb5+DvZJWcjptuy0bmVd7ra798ATHC1nUIyONQ12bmcSN63zERmebZipqnwJQCtk+S4++L3eW4YiDy7s6FI8F7zQP8WXHT3+e0Eu2QjjFjszF6iL9esHy6ylCybCWvJesYXveBmZnIuXVEyD26gffoSuz6ij7MPfrPORhoPSeMIWbZYqQfkF1tioAIhBNoVkUXflhHREAEREAEREAEREAERKApEnCi8EfjsLjTPVgxnx3hWAhObsDUH0zHZvpLH56Jzic2YsMXHN/YKxdLFt9DmQbY/Eoepr4FDO1Vjs0HKEAMGQFs2QDKHbjntyuQ24epHFiJWyc+D1fXERj/z0OobWxE0arNcPzgOay4rx9eHTsORTc9jfceZFifc+LVm8bBOWsZHqG44vz8VYx7AFj23j1BHW6fd26UvJiHguUcitY1HZlpSSjZaHLuduPnLLOExM2vcN6yt3KseMpXTEf+CxuQyzTuYRrG7fcdW4rxjiKMm1KMp5etQPc/z8OUF4opGpLFkKFIShmNX0zJrjYvVmTmj3Mz8sZNRXlXqjpHKLaQT++DGzisk8z+rQBDNhZg8RYHhlKE3EzxEpRmFr37NFJbsPyBXCiG5N36DB5ZthQjTFYZ762MN5vlyildHDlv5Rtwb9507OKVzvxBLnpznrbC5RvIJweLljzANFjePxUg/9kSJA+nWDUkmSJNIVZucSGX8d4TKLyasoQ497X3Dv1Lxogb+mHnBxssRpn3L0DBOCNYhpTDF0fw9QWHJ8+jJWUxuST3H4F+bQ9hA0Wz5CHpKOevuQYjEp1YTCaFSEfq2V28xwy3q8nNXOehWPDuc0hv4ULRxFvxKu/FoVm5GE5V6/3fFFoMHlm8DNm9XFg5ZwqeX0XWvE+GdkpC5kO/QE6PnT6eD7Dcq2feilkfuDBi7HgM6ezCxjeLsPlsMp5bsRRDQx8czzV29k+H6wvG2yYdIzIoSFMsxZAHsGJOjvWsObcU8n5azLw6yGo4jm0swS4OK079wdNYdJ+59+2UzwfQt2HrOnjyCN675VsMLwcmzluKnMriGHnyJePfKCtB3oQC97PAeiHpUIn17Fseuo7Hsv+aaD0X5RsXI+/xQotH7rjvwfV3it4b+QxkFWDplEx3fL571FvHbGMdQ24B9+jmJVMx9XfMM7lmDu+MjbzHzCjr3JlLcM91rIWqKVt2BedljJW+v1TaEgERIAGnM8KUC0ZYkxMBERABERABERABERABETAEDlXNGTOm6p43d9rAUVG15L4xVWPG3FO1/pDf+7HNS3hsTFXu/L9aB7f+9h5rf8wPX6raWeHxV7mz6vEAP3+dn0s/L1V5TxtflYd2Vm09ZI5UVC36oT8+TwzW8QX/NKbqpc3uUBXbFjCOBUFx+P0ylm2LrHzcM3+9/3DlvqoFd5syjKla5Iln62+Zl39a5Ivnw+eyeT63ar1JZv8ydxxvbLXicMeZW/VXb8Z3mLLnVm392p9EzK3Kv1bdw/RNHpZu80ZUUbX0EZMuj9+3pOqYJ5KKbUutYwusvIZwYTy53nwa/9b+mCq3X+6H5Y3Xz5T9n+ZU7av0JGB+jq2vmsh0s+caTkyDjLOfC2DGo4e2/TU4jAkXwXmv/cS5H1b5k6ioWvaYKVt21fvWfRNSDl88FVWB1/evv51olX3RBi8Nc4+s97Cb6LkGnjIx/7nPve+7hpU7Arkx/5vXV+3zorbSc9/3YwLKucTcc791X2fLSyDPCsN6TNWcDYGRVFbt3LzVl6avGGYj4BrP+aP/2dr5P4+zTJ68V251l+XuBVWHAu6fv74xJeiaW9csRvmC0uaOresQkMcFH+1zR2ErT6Gp8Xpaz1RwvbDvI/N88n672/NskaF1n/3q/YB7g7efx99L1nX2xjWlar3/sle565jsqqU7KqoqrPuadVbgc80nZskj5pma6H5uI5XNVvqhZdO+CIhARQWfu5D/zSU5ioAIiIAIiIAIiIAIiIAIeAm4rIn4UzhUMaYr34LCL4DsGbM4NNHvO3nIeDz3o1SUv/V77Lfm/zK2I8l4esEDSPeOBHOkIJ1zWHldgmXh8yGKP9gFp/FO5+Cwx4Ep3gDuY7X5u/WPKxk8EwWW5Y8nJkcq7pn7tGUt5Ek2LInMKYuQ06acK27mI2/iPKD/PZgzYWCYP3PAecEdSyWtjOJxJlQqrfNyr/KWNxFDreFwqXj6mfG+oaqJ30r3bccTv/Ebljdz/Wi1lTvznuChiMkjMGdGJlzLOQzWZIxZcn3wDkq+KIPLM59bylVDg8NUmxkTQTZmPZhpMXZ7S0TOzDm0H3Nhwf/4LQarjcI6Uc6hgLRxvKEAE4f7701HCvM6K4c+/BYU1hXomosFU0b7rAUdfYK5pdAqMLWNE2UH9mM//ztdybTYY7wfbPHE5LQsnuDyrmgRkjuPRdr7y4oDVg510FJxoC/NkBBWfMljn8YjAcOKUzPcFnvGb/knHMZISgXP09KTloJeN3TCLzC+F4ccL/nQOmSnfN6w/l9718H4Sv/Rc7Tycg/FtJsnfzrcOrkVK3lfZT5aEFQvpF53D54eS3Dn3L7L/7aaFoWsFx4dHXBvsKagv4IbgOJX3oerfKN1j+bM+gVG+C87rRQ5t+F7tHblcOKt7xiLtxzMCnyuGe/4gueQyhR+/56xjTUDp0PKZid9K6T+iIAIxCKgOdZiEdJ5ERABERABERABERCBJkQgGb0peBVu2kkRwww9q945929lZ5VDCK8J6PF6vF/9vTHAf3HVSwpMSUaqaJONqzsExpWIftSmiiyVABj44zmY+HcOeZx5L+e0ous6FOPv/BfkjgueRykwBrNt9A1PFKGnQvad2PIeh49l3WQNTw062cYRfizIQwoeeO1xrJwwi0PbHHh6bm614klQsDh2jCw05sZ+QSFclcxvKDdHdw4EtVvmoOjCdtzXj9dgCofZhp01Bxw45krE+NlPY9+06SiYzCGidMn9MzH+7vyg+fGsExH/mGufHM6rRTqG8D7bGjGM/6Dv+jp34kPeSzk3RRA0k7xipCcchZvkf/xesABJbiak917Ztux5/OzllVYAXxpmz+5cfY6hmDNzIgpmLMa9E6w7FkNvGI9/4TxtI/qE5MdKxS39jfn+1Z4994/jit7WhsnXPg6PBgVBjrYNcYn43phUFL5JAdCcsVG+kAi4a+86WPfh9f770G6eAkvs3GPmUHTgpmsC1HZPhpISecwqhCmvufrlmHrrTeHZNUcoZjuPGjKpGFPtkGMXyjlHnuOm4cHX24RPvBpjTF2275jZs5IdE1S22Omb1M39IScCIhCdgIS16Hx0VgREQAREQAREQAREoEkRSMTAa9mzX/4qNtw7wj1XV0j5XWW7UEZLr5S2RgFw4bTpKAf2rM3RYxSF6KJ1SpO7MLxX6WB842ctwniXE/v/vhUf/uH3WPzydBSWmPmnKNJZkYUu++lEOcWWaGm4A1qBkZrB393uTrb/uNkKjTf4rNnb9t5KT1Y5If4H+zHi5pDJ1cODxH+kGuOo4IgSkcwVRz3aRPCpOPccHd0KTubPX0L+wES4XL6LAUd7Uj3nstJyJI5AAVcfdZ0sw65tm7HyrXmY93gJSu63uzKsN97ADLo4Tw/3fWly2xF6HQKub5vuMHLP/uMmkDvf3LCco4V3K/A3FGYienu4ub4otES1nBmL8MAN/uu4gfPvTX8vMI7o26nXjcei98bDWbYfW//6IX7/ymJM/6DQP29gpOBh2erkK01SZ5bryD7r2oY8TjhWxon9EwPv9LCIfOWLlKz7WKzr4Ik/IOr48uROJbGzEdRcOHSK6YUs5BBYgs7dO9NfGR6ZtwBXc947f+4cvP946jxXZr3wPjf2Yx+rk4HhOh3P8Vk4w9S+Om1tB//h/cP5+KrDZiv94Ai1JwIiUA0BDQWtBowOi4AIiIAIiIAIiIAINE0CIyY9Yg2hmj5tMbu9Ic65Db+ccC/y/7UQrm+N4HA+YNZLbssfv8/9eHVWMa1/cnB1qELg94SA/jtc3smQHYlcXZELGEx5Dgvupuixg8MPPWHKP6EVXYDbT6sjk3JiqB4T4Me/6cDVo0cAX8xD4efBspSTYpEZLBam63gCO7csxs84MXo2hZiX/i0dK5/Nt4a6+eMO33IPbQ0/fimOeHlEjiu4bJH8ePPm6EPhlB42flKG1D6pSOfE+u7/qTj21w04RMknkaKV86Q7TkeHFAy8LhuPzFmBibQE2rrvUKToQ45RLDpbhMUfB99Jzi1FKDoLDB/Y3ec/6vVtwVVih3MhjBdedQ9P9YXisfc/5F6UG83j18vNdcaUx4HhnuGO3qhOn6J6ExpNdTcF70rvLZuYkooRt3L48/IFfG4oFZ3wpuSN2d5vOtlyeQ3MW+EeuugLVbYav1zlQupt0a03o6dq/zr40uVGjfLUa6h1X736cnGIAMwVXT9h2TyMU68xixNwldMvaZPmu/fMPejA1j/TmqxTMrz36PMvFfvqAXf+uOLtwkJs2MvFI77PWmjjrLBncv+fFoO1EHLG+C3w3GHdf+2kH+hf2yIgAtUTkLBWPRudEQEREAEREAEREAERaIoEaKH00pyJFKEKMeGmfCxesQHbPt+AlUue56qIP8MGCi6PzBtP0SUVD/ycneONz1sr623maofbtqxGAeciW0nR5J7H3CsdVkbv8ZMwVzocNw43TZ7H1f7KON8Vh3cd2IDiP7ATTqs2B3vi37st3RLFnl/G1UT3bsPKV6Yi/2X3/FwffmSGdNFZSl0RCv+0ARs+3hbSEWfn/ZZ7OMMasPiBPLzKMpm5tUqWFHhWPKRVmke4C8ovVz392ZRCODi31yO0bhqYxyGr/YHnJ053zx8X5NnkwRS2HB++twGrl7yK1XtjC11hGWUMNXIWZxcWv7GS5d+AslAjnrC8JeOBR7M5f9os5L+4EvspoDnL96N4Tj6mvjAPWw4zF2al0R+Mw70vuucScxmLwi3FeJ+WQCmdjcURub3CuedeiT5XWvGMCZi+pMRivmEFV28lUzP32r2W5Z+965v9s8d5L3AV0x9M5aqkXPFz72YUMq/T3woRoqxcVf/Ha1H1KsUaf5nzuMInwzjLefXcjkXlvGcfYsPGlXh14Wrf3H/mrPPzxRg37ibM4/1YRm4uhtvA+dZMTpLbBtplueOydY17UbQczhK+wDKR1S4+T5tpAZfHIcguStiP50UYBuuJ3u5P1OsQ6TmtUZ44b+GjfNK2vIq8KbR83ct57D4v4TPD1Ya/YE6PbMPOk/yl8P74DQ6UUKiet2KztdJg+d4N9DcBz/9mMQ5Z8/mxjuE9io3zMO7xxXDXMSauCZj3X5wDkPVM6tgHrOf6+Yl5KPxgM7lts57r/GdXcsXVe5DDedgi8reVvr372y5/+ROBxkpAQ0Eb65VVuURABERABERABERABGpMIJGTg69YnI5XX3wehS9wSKYVkwNDx96DByblItVrdXJrARa1ehVTnl2MqRvdc02hzVAKb79AtunQ0nXuHdlixG9oxnm8fluAQ7+chemTjY2Jx/XKxNPP51JMMZOOP47cj/JRxOGh7C6bI3hk/iIkrZyCgmWccH4SrXlSh/AoLaGenY6iruOx7LqBVljLu/lDIbBg2QK8WvA4ilgm97xiDkyc+RwS35uKeW9uhHPC0ID8ulD0GAW0rjlYwsn83Y55nfsSttz6M9z76w1YcWfw+LTE9DHI7Mo8MH7jcihMjO7jgeWOIPxvm87WMMfwEwwXIajh4dZAEpHSMyBUYneMMZPcv/U8xaZUPPdWQVC8EfN28yNY5EjGlJnPI3/5857I0nHPnCXItea1GooFMziX2Jx5uHc5F27wuNQb7sGsH1HstNx+lJ+OpMqYk5Speo3HgmnJmPVAAfJ/ZwWAo38O5sx+wDe3na3rmzIay37rwC8fK8DzU+51R9Q/FwWPDkXBs15hL4SJ25f118eNgsqiGWXInzkP+avcZXIMn4inZ7rwyxm01KOglpqYiDGTMnm/FWH64wzOMNk/zvHxTLxqPAruPoRZvB+LX/Ynkvlvz2E8La7CXLXXONCnA9mzliLhlV9i1u8KsOF37nOG1UvPcOEPK1ob5QuM0rdt4zpEzKOdPPkS8W2k3lwAPml4/Fny+4nnSSPjlx5MxJQp81Cyw4mhwxMxesZSOHo8g4IXpqL4BXdwR/9sPL30EYzwzMmY4rtHC1nHuGsitEnHA3NmIcda7CPR91wvnjnVPUcjoxo69hH84sFs9yMUsWywlb4Zilr9/e0rsjZEoEkTaGYWS23SBFR4ERABERABERABERABEYhGgCtdui5w3qMIekFgMGvIYAvalwVNahTow8Y2rdWcZynSVBNPxDSMZUvEebaipEdzJLP6aCIFFJ+rSTy+wJf/hpNjGx28yOZ/JGes1Vy0EEIbzn0V4GXXknz8rGIKVtwXblG1bWEefrYsG8uWT7QEDpOGGYZZ3T0S9fpyjjcnJ783w1OtvDBGkw/Xlnm4dcqHeHrZ0ohzAkYqi3WM97XT3AQh5anWfzUnzDBms1qqg/dS5PneqgkY7fAlyps3iXivgzdc0G8N82Rdcw7x9t0zkZ4zEzfvLff9F5Rq0I65Xub2rO4epemgO554r0WU9KPd30GZ044INBEC7no8uLCyWAvmoT0REAEREAEREAEREAERCCZAkcuOYJDYIUCkCo7B/h57zYnVCDsmkohpxCuqmYgCO/pm37iaxOMO2Sj+BomMEUrkILNIlyZ93BwspdWbHRcrjeqvL60H751AG6gcLFhA6y3ea0bbcx4owS+n0Mqx18So8/lFzJsRbzsEKIQRPcU+aAlqsb3F5+MS5a26RGNdh4jhapinsLQiPWcmbhvVR3WCrC+/kZ5r38koG1HSj+f+jpKCTolAoyYgYa1RX14VTgREQAREQAREQAREQAREoE4JJHKRg2gJnDVWarV1DuQueA5bOL/avT+gkNaGYi8tG2lvxu0ReG4u5/yrbRKNPfwluQ6NHVKE8sW6vyME0SERaGoENBS0qV1xlVcEREAEREAEREAEREAERKB+CFwox66/u7jSY/BcdDVP3MWJ8LmK65enKao50Kl3OoZesrhrnqsGH/KSX4cGX2JlUAREoI4IRBoKKmGtjmArWhEQAREQAREQAREQAREQAREQAREQAREQgcZDIJKw1rzxFE8lEQEREAEREAEREAEREAEREAEREAEREAEREIH6IyBhrf5YKyUREAEREAEREAEREAEREAEREAEREAEREIFGREDCWiO6mCqKCIiACNQlgf0bV6Nw4at4dWERNnxeFjWp8i30u2Kze1LlqD6jn3SW7ce2LwLTcqJoyq2YunRb9IA2z5bv3YzipYvx6iuLUbisBPvLrWmgbYaO4c1Zhm2f74fzQgx/9XHatR8rlxRjVzzzZ7u2YfrYW/H/2Hsf4LiKK1/495YwWSdyWMZhkbPlwbsRTiEX9aRKlfR5n4zfWkrIKLCjxIwSr0R9lsgiQSHzbSwthfT5WcRrUcQSGySeLflhDa+sicsSXjT4Q0OC5V0jLfaoyh59xafhYSnBHu9GwxIN8DTE0STUfL/ue+/MnT+auZJlMOQ2WHP/dJ8+ffr06e5zT5/jfnMphT6OxlxFHbnaFBb8MATPsCfp36kzM1fNy1eB9cdedGagBRWMMriCo+Fja8PMYBsqm4dwPXNt9MIQKivaELiekTTcY1F4muuXJSdCFwOYCV2/REiff4wQJUL/ZwGsRLOud/oYoUamPNdqjEZWYlwZmLfF+K1+2B2XMUn15ppjMhHEfGZSwKTAZ4ICZlTQz0Q3mo0wKWBSwKTAtaRABJ7WKvRMsI5bbLBFghg62gfLt1ox3LyVrpPT06UznXAdd8BRWZzxfXqJzE+mj9Wj5YQDwyeb1GhnFkT/PQp/cD5zAaNPPwrB/Vg9XJOK6sB6iwXhd6NwPQuU7tiPfbXFRiEtmi8yM4SdVE7sGz6J0k84VFtwpAddz/thW7Ch/wGjbVvANCPO2RYWbeKn8EX2NkWCE+g5NMR2MdreKqV5UdJApnVODDzXgPwblNvP7N+IH63kldIfNl3V2P2k6BOdn0b0LdsnVb2heqMfRai0nMZVSjFDdV37TFGE3goiumQ5wXnlBzsxdO8+nHy09NqjuYwa0ucfA0AiU2hsakN5xzB2lVyN4L/+6WOAGpmzRDlGJ1cqkEOiCq4O+J/vqsaVkXk7+pswwhcWqzf7HJMoZV6ZFDAp8FmjgKlY+6z1qNkekwImBf4AKRDBzMQkpn41B8sX87GxpBS2m5LJEL3sh/vYC/D9cg5r/qIUf32fE6Xr0xf94Qt+XPpoDYrvSGxMgyNPSqVaTccA6kqUxXDojAu1uzvg+nYJGu5Ih/N5C5+tyqRyS8Yr193qNcRjVZ5ug29BzdGTcF6VFVgE7qZauLgwdu7uRcOWAgWNaBinDrai4/kWtFh6sb9afZ4LyUXe531B0MWK1aqCZpFsH8PjEIYO+2U9waMvILijGLbPunJouVT9vOBZK/aPDKJYx76hCTdqW13YeagIgw9dn0qA5TY5tVzgWA/CKENDZUIGpOa5/u91nXcdI/vpwPJaETAPebdwtOWtvlYVXDXc9PnHAMhVqyFmSevqq+3d658+BqiRMUtB7SBGqsXni5VNlg01ODnivCrAhubtzyfjnVSv+h0mOYd5Z1LApMAfAgVMxdofQi+bbTQpYFLgM0uB8OQQGpv7uBFOTnU9w6hRFV6RSReqmt3MYEXpltsx/Yobbfzn2DuApk3qV2OGoT91iEql4zNUZDkxfKJBtRCLwHvQB8u2/XGlmqgpf1Md+jsKkbchXamWjEn2u8hFH7zecUz+gsc9byqA/XtOlG2wykLBCQ8GRvn8ig+uw6yzsBwO4usbdiP0FTscVPKFmMf7KxvqqjYicJrXr02SFlaU3O3k+8yKgdDpPkWp1jGIhhKlLlmhxYqtj/bii6hGG2nhu3sQpTfx+/cg69tA67tC0mLQi/A6O2q2EPYHQZw64cXoJI8JWr7IOmvhVJV00cvE+dgYwUYweMiF29YUoqa6VNlIkNa+E8R1Yga/W2VF0V1sy5bC+CZD3yb/yBDGw7fhLuslXLh5M5ybUtr0URCeQ6PIv6cGpesyb1Mik6zrihX7ntsF1w/aMDQexq4tunarXRQ8w+OPJycQunIjCsuq4az4PCmppg8CcP90CpsfcMKWUk1gxI0pFbds/QlaCXoOeZH/vTqUIoChY15MXmZvrSuB8wFHEtxoKADvy6OYIF/caLWhlDSyJ/VnFDNnvAq+HwAFReWwV22FLYUds7ZJa1umX7E50rUzv6QG++7luBmZRISKtTxaHPlOeTH+z5MIMa+thDyxrQxWncIyfGEcHu9JzFz+EDeuK4LdbkepytugXcXMaS/5dQJB4m+7owz275SjwKpWmoW34ujSctTLI6vjAUEjMXbIA1+agutn0QSviczhGXhe9GBCHN/mGCu/146tRSl8FAcaxODRIGw7WpHIsTiu0ZAP7pfDcNxfjtDpIQz+c4A8nY+SCvL0plTFtLE+C1/wwfOSF4HQh8j/agm23mNH8brkjg29OQ7vz0nbd34H662FKPuug/yvy5NHi0O2yf+qGx4Vp/L7arD1jjhHx1uc7SJ7H7JkfCwHQGxR9Fdb4fhGsSo7NcjkleEhdbznQ+BRcoOOubRs2q86Tmzsz9veGYf7hVE5JgvIY857yXsqj0navxiC4yEHrX9OwXN6FvaHauQ4kjT0ehX6CN77jgOF+Vnq5EcF34gik8itKCrjeLu7NM7PWce1hnf8lzKTMjp4a3mKvBKylNagm/hR51bKgiMejPEUaHh8EJSQKPxmQoZl5YGQH0NnAUdVBmtog7STMvZifvI4If6hM0MYo3QScjbz/MNRkW3s88i95/AgONIw9oIL+Ar7+35Nthnjf0lGAScTfb4SVmTod0grfX+KeeB5H4rv18nnOG9mnmfi3ZV0EeU8yjmNcknMA7bCu9LlqpQnXlU2F6Di23aU3aFZn+nmyzujGD/uwcnJIJceNsonyn11jlLmONK/ih8phAwhH5enzQF8/hqS+ijCedXzT+MIvMN5g7LBSdpaA2J+K5Z9psgjworTPKlxyk0WeZh13s4ASnuUVK/60PIFXsh1AMdh+Hdcv5TBUW1PmudE1my8nm2MK3J9sX4QkBeX2+KtmUwKmBRYeQqYPtZWnqYmRJMCJgVMCnxsFPANUqnGI2q9x0/i5En+G9yHUlpIuX7sUfx/cMH9pFCq8Uvu4MlB7Nu9j7/DaCgCPLvbERAKhKgf9XdXK0o1gfmXdRswHmsZvQI0lK/BqcPtqKbPrertjeg6fAp5tIzTKxKW2uiZwUZUUdHj+gWoyCmBdXYI7Q9Xo/1VLsSJ/cyZcYxfFgiGMfOmj5tEiSwmD7vRc+aSrG72nBvuZ59ES10ldu7twxSVFLPcGPS01mPoosifmiIY7fUC6+qoKMy8yS59qB0FrLPvhPDjxo3GEdb3zJOor6znccohTL7DY1wX3KjYVo+OYzNUqpSg0BpC395GVO49JSsMvTGB0dOiHTwm9YsAAsEwr5g+8KGFtG57lso6bmAxO8pyO1FZ1yc3YyKL0qYe2aaWp13wTM7iP87RD9zu/ngekU+k0Hg/eo57YblZ12fKK/VvFKPiaGMRNzXrS1G7BfD2qryhyzf+TDXqd/fAE5gjVh/C9TRxqtwJqllV/dI83Mf70HNStEmXyDvtxHHyPSB7f7LMlVnCcOOJ/7sRFdU70TcyTfJMw3u8B/WtCX9eoTN9qKzdiZ6j7CfrjQidG0IX+7P6mXG14jBcD1eikfhOU/1TxE3d6PMdqK+qxinJL0q23G3StcPA5Zo8dfMYnUHj3VVoe4p0XVeIEiprPIc4Nu7uQlC1pAy+yvuH2+F9Zw0KS4qw+jKVcuTtvknFn9SpvVVo3NuD0JcKUEIlV3C4C43VtfCTSXLxlkQ1NM72Cn70QPbYFOFzDLTsbYP70KTCa8wYnnCR1o3oGSal7ihC/pVRdNAfVnWnRsvkhkep6BZvnBUJpVhWXEOTcB/tQnUlx99TLsnTc9zo9uwWY8Eb90EkxrCRPvMdbiTdqPz9JWVCUSHCr/VxHFShS8oEBVffwUbUNrXDfVIoFEEltYtt51F1Od5EHirY3h3DE3UVaJE48dAlle4dtFI9JTQeBlOuPkTYRz4QY1nhg8Jb2canWlC1vSfOB6D87dlOXuF4D7zPij8YIx7VqHqYSpcU9VscLXWctFRT1jZ1YGyWb+i3yf1sG6qq2jGjirWooD3HzpPN1aht7sAQ5ZXgLj/94wkaSvpwLhjluN1ZW4m+M4s0nji2V4p2eLHmq4UoWge4n25DdZVLwss5ruOIaxdRKaP7JgTi+sTn/MgwPssG8COG5b0pzHBuwW/pi/IcfZKpR65z8UAk6EHfs6fiPK6vQZMxuWg3e64vaZxoMGYn6EP0XwXei8w/OcZ+9FdTGH9tXOIWmZ2RPjaV7jLG/xoei9KHvNFHGTohtPn6JJ4fdUGQViYD84y+uHLNOUzOoz3wkgQ3rqKlsypXx9X6IpOc94Q8EbJ5FWXzaTfaOa7q+fFNSep8ubuVa4patB/ycDahgu2VIY7RNsyo8lHS/1lFTil83JfAXYMUmmAfTcT7OXS6B1WE4TrBusjXU0c5b3BOfuKpHrhUXpOw6KYiTgcVlvaTSx4uOm9rABb5Ta1XqPi9h5pRQXyHfvk73BidpeKzi/i2wM81ipZy8fpiYzx3PwDZ5LZWv/lrUsCkwApTIGYmkwImBUwKmBT4VFNgIQX7sz+xx8rLe2PzfD4f6Od1eWx0LiXT+2djTj7f8/PZWOz3c7HRF0dil1hg+khdrPyefllWlJgPDMjyAkZ5eUNsgPkGD7Sqz/bEplMrV6uZes6ZBCeldnm7MHs+dv5tgWUije0XuHfGNHQ1fBLVzMf6v18ecx44LwtNPdeg4PL97ti0BmphOtZKfLU8CejiajbWyXcNR6aTHyfdzccGWIdd1sHrh0Tby2N1z43F6RJbuBQ767uUVGr2XzqZzx4b05B/S9DOGZv6vZZNg9UQO0uya2nOr9BYw3fqiNqmHf2yT2S+2VGJQ7dPa6R4qtCifP9ZDVT675xSrj+glFt4e1DCGQ4msmo80nBAB4ft692htLvfr5Qd+xHv71H4Sit96WXBC82xabYxZ38unI81SD4qj3X+PEH/6RcFjLrYeVHN/PlYncizayDOA6Ku80eamadV8tvUc+RR0nnk7QRXiH7tZZ+V39Mtyxltk9YO7Vcpp+8z9c3vL8X23EP4OwZjC6T71OvnE7wgssyNxezEu/N10fnsF+a1p/TLbOB87JJAmW0UY68zqS8XYtP+KQVmTt4ifNk3zbGzGq8R7OzrvaQLcfy+On5VWtp/NEqcE2lOzdft0xVWX8/7BYzm2CWNZ3PgqtG5fEe30jYVztSLeyQuUr7w2VL6bM/LyePq7AHR387Y2fdJOr8iz5qPKONfqW5OGaO7hmU74+Pn+70JnCjvBO/VPTelYpjrJ0cfsqcGRB/c05moQ4CcOyv51/4TZSwp7S6P9b6eGPALs0qeOM+nohIfJ3Wx0WBivM8HhiWPlbM/RUrI5rrY2NtKvnkpcyjf9GOZI2JgF3HlGDubABevVelze/K7hdnY+YCCc85xTVr0kt+7VTkh+V8no+MVpeWLSTnr1PWJxk/ZeEDK3tcT8iMBn1cGabfY/HT+gDNm/0mCtzLNP9nHvsBmWvJAfyAx6ozwf1I71BsxD+npI9onZEdvnNZqRvmcY0T2r7F5JrW+81KulscG/Dq5wHHTzPqaj5HeC1OK/N7RG5vV5AOBKLJZw0kdFyzj3D/KHlfSwlvKvKPhrae/JnOl/NchNR8Qskidb7R54aF+3bywEDt7QJkr655T+mwxWBKsUXmYNm/rkFIvk3Djs6R64zxIWgYStFx4e0T2XfnjIwo66tosG69nGuOG+iGH3E5vkfnEpIBJgaVSYH5+Ppb6z7RYW2FFpQnOpIBJAZMCHzcFErZKPHI00Ia2E1EU7Ngs7SGCr/M4Io92phln3bQRdvq3mZjhp+kbeASyikcU+Jk1uqBY1MTboB1tW1XHAAK9PLrB40gP0dm0q5XHBMfRGv9SHS9h+MKSX4zi9XkIM/Jn8GIQoQ+iKLzLwfI+TKtoaPhoH+LTgYs3PObY24QC7SSYJR8FbFvGxCNPU3xx+1czW6tpZSKsXwMXFVYV62rQ/UBZ/BksPJ7Io4mRcEjiHmQIOOudPArI7+v+oIJ85CMF6wVRXqQwLUwuAHb6pivVTs7wsbWoBvu32xA+Tv9n4ov+gihXgP09dYmjjfllaNpAK8OD3vgXfITG4H4XaLqvmPkzJ/+xXtn/TvVYsGW9A3WkTc8xzcKAX/5/TusD+tRq1/sOY/safrJPWqsprQBK7m+g1dkQRi9qT9RjwvfehwLyiaH+ZE1WOivf9Y2ERZTta+JaoVnonAdB0Z+7a/g3kYpr99Micx8KLCF4eVTRum0f7OsTnM+Dwmj4763Ej8eCLkQNtylRg/4qTCsfHtPk0TjPMH95rK2tth7j7MeGx+2kSR4KN/G4XySs9P3lEKJ5BXDQimJ0glZ4IomxdPoljDOibVS10si/g77tBMoq2qM8xpmIiGjhcVYerRZlc/HWB1MYuswe270LpToi5W9q4HHVBE3Cb5xSaPlYcoARK/O103LRc3A0wUuiXpnYt6sKEwEacuGqlmrtako64lRY1YqGDcB4v7BaM9hnL9Pya1UNmlN8u5U+1EHuFBakM5g8QetbyrM9ScFFrKg5QGvdTodCWjl+bJQJDQmcKO9KyfehpXjYz9aHYiyzD5x7dXUIWlhL0bm7DFFa0c1Q1owN08KzhLTQjtwziyW/FN0dQs6pQk6US0lihJVRTmzVHW/Nu8OB7gc51k8PwC+LKuOwprMbZesVaTX1kqCPAx36scyRVNO+n7adQbyQanEq6pV+BaN4iVGRhQyWiTK0WD3eZ2RcK4WW+lcEcGDS9cmUAR6Q4yPtmHGibmO0S+TPdpU+/xgY+5F52bNRyYcCujH+T8cjnT7peTI8MTrPJBUN4ZSQq5TNNUU6oXJTKfbTEl74Gw2f45FGjrD2ruQALsW1e1CzDhgaGJMQZZ/eQit6BjZSuJI8v74gSZ4nVW3gJhJgxG7ma/2HOh0cC0of6pRyN6KybTZQRuVh2rydDegi7wQ6xY/00x1HgpaW9XZ0PsLxOzEkx68hXlcltH6MG+oHg3J7EfTNxyYFTAoskwKfW2Y5s5hJAZMCJgVMClxHFAi86kL7U25uP0VUy32MalkosVuIcgdGf0OZUoRKmXzL5zO9ij+zWERZLqb/Z018kSxfrtuKx7f1okX4nGJEN20BHS9o4CLypgf1TcJROhOVEtAUUNwCZsY4E1C2b5UdG2/Sv8vD7Wz+UKbFNpUWm7nBdv/rNHZtKtUX0l2LyGLc9kZVAL/lfrkipY2RALr+die8pKGgD3eH4kKmxXCPBKeYy4KyrycW21qZjZvLgaMezJIGq8W27BY7bk8iqgXlTTXoaerDaMgJOxVz/hd5nIyKiPL1i9T40QxeOC6oy+ikD/tJX9ZOOs8InF9xwb+zlA76I5g8yTzfqpAOtzV85C+DT+j0f9wcUam6ikelXvDD0UzaXfRiiPju+p5CRyP9KfQB5d/cmFSN5dbb5L2k+TviuNrmlP7UZY9ckorR8PEWVBzXPdddht9/z3CbdMWSLj2HupLuretKsatnF+zSpyCj9fH4buLoYSKrTY6XPNT8eB8u/X0bjzYrCkzrhjLU7KhX/P5ZitG5tw7tu11orBVHArkJ21KD++gfSQYUycFbkbfFESoL7EX63lFwWC2OqwoiM12aFCrkMFoqK+R92p9VyvHkZO7hHX0aBqN1VGKyRC5cJVAr0k8iW1D8l/RHdYwZDPZZ4Bw54IobVRVUDmVIlrl3MMsjotYq5aNBhizqo8Vlgm6YLl5cvsneh8pY5shqruLoypQsmHtvWh6jt9+tyOKkXKuTBnfSK3EjunDtn6bnsVH5ykNmIouaeBS6UMsX5UcKckYFj9Vrr7XfvI0oF3Lv0hyfsF90Ke8O+g/ccQltz7fD97x4YUXZ9jrU38ePLZSrRsa1DlzWS8FSCUmZmjXCI6G5eEDgLxTxiyfjtEuHkX02FPlzjX1mSR5QBvlfUCW1oKhv6cnoPJPkj5LrBPFJwJ4im/W1X5qkLKPCTK93U97nYXO5jcGRgoro+S056K7NyTxoWQvBuYv3vb6m9Ovpc1TaUWGcXjeXNxr7pxdLemJUHiYVWuaN4MHSr6WNQvpZ08avUV4XCOjHuJDrBvrBQiVetjlmme0yi5kUMCmQnQKmYi07fcy3JgVMCpgUuM4pEJGbu75JbjfubULnDjpK1imZ1oqF3PEAwrSa0ZxeKw0K0zdT7hS9IpaIebgxw5pf2YRkeJEbLB1Az6CZSjXc247hRxOWYKEzPYw2qnz5NgJmsTzWL3NRm3EVT6Xb14kzFUsBKpYKM6AfYUAIDxVGjk23J8DrrCoE4KEmKtXgRP8wLVa0hT2dMFfXtiXKpFxZviAW2lF8qJA06W10TqoXE1srkSclCYsVB+jv7Zgf9kfX4KdUmpU+Zl9UqRkaH6DtH9vxoLAmorJQ0oMKmf8aRB993/x0JIjiqnzYvsZMjBabnlK3mXlwkGZD9FsVpGJtVjjnpq+6cqHfWUp/LqTUlHdzfBNmoVpRWHgIamhkTcq9ag3W8EFwyy7079iIqOqXSeSxMHosaCVo+fLN8BtuUxJ09SY9Kqg+18xgM5VqQPtzw3FLIRGYoaeqlo7PlWShIq6d0WujH4QwE/BLP3I9rfQZSCuG/VU22DbVoP9kDSK01pw6P4YXDtJPGP0VNRAmnsjOW3lrBMHpu+9/80c31kXNenZes1ZQKkSFYC823qAoi0UekcvyJf78jlEH5X3iT96fCNgzoEtAFIhLpsVxHYFdyZJxqM3PCyYm0xnsM9+fMfu7dnS7nLDo+5XKSssNhHRjHvxvUVX4C6F8FRvUpaXFZUJmONn6cJ+6wy/7YTfqqdiKakp4SVv2wm+jsN5My1iCDknfkMl1iPZkS6JfkkSOmjn6G0WoJUQbaSxu1I6P/Ia373yYAXQEYSrUM39joeVPbTtO1pKnLs7AP04flfQHNX70FHpHGtC5XDmd9tGGOFCu6nk0GVELrDl5IF1ZkQxDkRu5aCclWyrzE1D412R8MTYWSUbGflpRQ/yfAZk0QLoHqaI58qHygYpZljTPaCDJj0LyzrzN9qvWzdor7Xf1GtL+3UtSeZaK7VyIYzKJudKEPG5bpSiMNXjJv4SYwhjR/5il7Fgrs61Zy48vV0Ky7mQOUIKUZJguk8Hzzqg8NAIrDbjBB9H3Fejiw4ghXn9P+HlNHuNG+yGb3HauTyG2QfzNbCYFTApkp4B5FDQ7fcy3JgVMCpgUuK4pEBx8gg7RLWg6MIzeR5OVagLx/DsruITz08G9cEOfSMGRfh7kpNLlm8kbVHHMTSRt2ZW3YTOKuWR/olfk1iU6vPaOcBH+tfy0zbkuVxyO/pm8vjIvNwKbtxQll48IBU/qsj2BTxqcRR6kLuv12cr+dg8VOTPY2apY+OnfCYfkzc20QeGX+cWCG4idbOS3LPV/lCSUahJIYnOjhylPWvGB5au0EONvR7fe4kTkpKKrw0MllQMb05suMqjJCudjpTxm9lPSnsdJaLlRs0XVfmhZ4r88pin6bF0DGqqpkKtywlkt/vG6uglNDF7hf9bDPrBg49ZS4EIP3G8mbykiVAiJ4zf6/XE+LatspF0/jzG+8EoU9gfF0UimJfZnHM2UC9umMj7xoU8codMnETluwIvglQJGtOSL09xwrLOhYENB/F/erB9T/0Ge5wZvKW3SVxO/Tmgu4o+0i3mpBC1GyXpdZ1FxNUelgZYiHyi0tNyUz2OjduzqHJFHcKcucbMo+EcldV4+jxRX8ijwiV5pRxR6/8PcvLWuGOwxBtRIBHxQ6uUR1nHSTUXL9nVBS0bp+zcqx3R0KthgwdRrtGa7OXmLKmGsL+axS6BzQKhkRcqGq0YkHtM8rOVXSiHCPhTWknfeToW+sT4rFnwIRsC8MblfbX88B98bs7DmW1F8D/NMdMBzUatbqU9EGXSP+BSLGRWF1J9sMiE1r7jP1oeW9aWyDybOhWBbr8fXhrnzPhBb6hlsKBPj7FCPEiRGV8nUhNgws6M0Qat7p116nhEBTvSJH1GeEfZxhVirY71EDirIvimOmnXAeznxVFwFadFMCQNHue5jgZaF1koReVyZFqrrC2Gv3YWRA3V8e4lWd8bkdKZmhM8JG6hEEgE6vLzNS1UKxQUMrRxz8kDGhicqUa9y045w3uUHJ13J6EUP2qkwz09DMNFNRsa+BtKiCX5D/K+VyvAbp4/yTlBg5o0kzOHpaOfTPKxmRyxrnlFx9D3dFw8woNRGacyj8N6JIAoox3i4Gz38IJOUQqfwBOcC27dTrLqTMglJki0FMfMr3Xt+qHlyL+cv1RzN9vWtfOlDz2DyOgYf+DEqFMa6ootdLlUeat23GLxszwU+niNjKW0Ow/2PYhSW4jbOUcvldWP9YERuZ2uB+c6kgEmB5VDgj5ZTyCxjUsCkgEkBkwLXAwUY4fJFHvErciL/N9PwnfHp/vmllRqsZdhzr5Wbu0a0HfYySlkApwbaUf80F61bWuGgbxSRRMh33wT/SWuQGYyLay6mwQV3A/36RF9hmc4hBOhPKjh5Ci2MSOi9YkFrs1hsZ0pcWl5R4SThRbinGeEzukZac22xQVUAAEAASURBVHie6YOf/skitOzxceNV+xTx4nbyPVXxIN3U8GjaKGEMHXTHI+JpNcbd2GgPjPzSb0z3Xicw6UJ1RaPckAfe9MFzuJ0Rzxi5jOov4Z9p8cU6N6B/zopOMIrmJI+/UEsSpN+U+toOWXvkXT3y9LN00kea9zFipRVNP6TaYoJRFKnU819g1DjSsn27oKXw36X4iMrWpvytjO5JlVrX0176w6nLaHEnkIhe8Er/a46HyjPu3Tc/UMNc9CFGZZrt7gapTHExWmEflRPBy0GMD7Sjqlk5phjQb5AthWggP40/20MsyuDUnPfRKkNs2bP2Z/adFUszUbnYusUC37P15NdTmCGNfKcFbRkNjhEwBWXtza1skxf1dcThMnmHvs4E71S3dsF1TiiuqEhaSptkCe1PbiTX3CZbykibftn3oYs+dLEPBedGfv0eie9H9TZG/aTiS/hQi1JxEZz0yA1g/po1PFrnYnTHCpb30acV30v8hW85HqH6whcN8JYNTbRUxCSj5DX3wXeRPgrfHEdXXbX0vYY/VtUcKi3Hn6rnZljBNSxwratFF6MzzkplitZu7deGxsfoI+yVLvg+YHuy4qrWw6LBE4wiKXiauMxMeikfxDiifNgpNsQG+6yygRZwUXTQn503Pq54XLy2BT1HJiUcm8xDpeIPquB61U/+CGB8kHKjlZEBh5RNd7bxI4EY+ZOjD8XxLNEH0dOMRvsMFb7sx0g4CE9nPVqe7sEkFbwi2R/dRSr4sZPRAL0TtAS8yOiee5nnecpt9nggoMoKmTvxR1L28hBqt7dj/E3hg5KKSkaVFX7d7Iy4Kg9zZmiojVbLlDCSF9ynVfoMUHY/RZVWUQMc8ihzoh5xFTjMKKV3N8JD/CJ0VhX5gO14SSgArFj9JQPjWgChsPQccss5JBCyYPO3C6Syvos8LtrsPdiC+mdFm4Gx16nUVZPwVBDmMT/fhJfK2VOwGuABwZMVFfWqnzkNUuLXCO0KxNF79kt7J8coedY3wrH0A1pQMwXHfXGFmySxbv758M9yjH0BQLVe9P3LKHyvusmnQUMySxRNTan0iVjoG5Vztv9Qu+yvIOftvocZEVcOjyDGJqlwu4G8aWCeSa1LkauMdMuxe2oyICNxD5Gf2551YegCO2odPxCUUDY/zWcD41I2+2llW815L8o5s7U6+SNdKnz9vZ518/jBidyCvicocy5wTFBJ3kJ+lNzC6L5TQofIusW8INYxLfQzOsM5StRdv62No4jspykf9YD1FYpro/JQwtDN2xczjFGppR+C+1WuZ84E8Dt9vZxCBA9GOc9L+cw2iX6S8plKQGdHnXSxoMiy7PJO8bea0hAD/WBUbqdA/phv6RN4eAhD/EjnSfrHdapeb/wxY6VUJ06CMMr2gPgAsnIpTFk4wzXL9ZaCZ+jWI6kP1D4ZHOK8lfx5Z/m4U7HMaO5tqcrx5QNMKanwUxIvjZyiTMmAf2SGvnPHs36ISwFu+PY/iQgIhnObGU0KmBQwKWBS4DqiQASuuiq52UpHqgDdI72q4iWC8YNPoP24srEReQvu3YXOR7VjhISznXC46EtKGxpoucBjWXzop+Ki5Vlhb6CmW3jU7cnHE0fhtOfqb3C4jRupFCsWXZ66nmE48yaxs66dG3A1rSLMvXZ4mttR2DmMuqI8RC5wY/2w6oeN28n2gX7Md1bA9dX9GHyoGMER1nOwAMMn6pIUYYGD1WiOPo6RR4s16Gm/EbFZfZZWFGIzoqZibkybHqLln9ydKQ+9zYn6tHyI0srs/6rnhkN7YkXd3l3AkTa4v7aP9ZZSKzGD9r9txLhKV8fufjRtoQvxV/vQ/NRQfPOGVcXY9eM9sKtHcBZrk1aT/yA35seDaHKdjCtGtXfab+BwPXYetfG4YbuyCddexH/D6Lm3Gt4txFX4SyOufe2tGIrTwsL27EPeSSo1Jpykr07ReNmLyrou2HZ0o1f15SfARi+PZ+/PO8Nou7seNvZtA/s2noQSo/JJ7BoeRKl8TH49/CSPUib4x7LBgX3/0IRi1cgqcnEcTz7eDl+cZ3nE9UEGRajW9fdS2qQiI6xWKn/gwf7hfhTrUIzjKi+iHE87OZ7inEu/hu1UCtHiZbQQw646hLnpa+/kkdkriZK2LQ3oaKUS/Aa2b6ATHc+PJ1k0lD24H+0CfyO8RbDB0y40701YXRZs28WjwkPoGtmsGw+ZaGnHnn9IDnyQwFJcBdFOxcV40S4GBNicFVe5gWvyYd+BBozvofJI649VBdjV1an6pFOgG+oztt3V3gz3RGJMFnyrCe1/50gEVFgkT0ezQx4pXmz8GJEJejoEs/ahkjO1D4T/r4bOdjh1/u8iF2jRs6sDfo0XhJz78V/jZFMbJugsXsoKfcUcD/VUxG3u6Eb+a53oekWoDkSywMGjp02VQg3BdNmDijo3eXUwmVfT+J4+/Cjv98TlvVI8/peKNHd3B1ynE/wsFIcNHZ1ScZ5zXHMs+w7yw406HpxifHOs9zXp5SP54UArVnub0X6yPC5PZobb0fjsuIIKFR/9z/HYOq2hs/FA9IILlQ8PYd/wiCov4i3h2DFIO448H8ewhrOAIGjr+OIo6veOEbYii9Lnn17gxexjn7MWvFSedp1WeNh2bzv66e7AEP/rmiIuM9Ln3XH6ZtTNm5SN3f/NgdG/pUK6IsFPueaZlKrkbUYcH6FcrdLkagSnuJbo0K0lhGzufLIJhTcpEDPOl6SJ694qRPYO01o6L23eDp3powuIoThKBfe2ovW7FjRzfbC5g2VKhDAWclesY7R5wQLnD1vp6LAdoyXKemDRMRGHbEAeLjJvx0GIC1q2N8qPcLy+pQbDP7aiShuLq4Kc5xpRsHcPolwPJNYINs6p7ajZpPNxuIgsi8u7xcY46Zm9H3LMMUmN+YRuPvChkopR8SnLQn+uSqLLAikni7l+3b/oh8NrjnGEa5IqIYM13luBGj8KoP7unVjzQ7qDSAnQswLQrwJEhGvBKun+JNEPCjjhasOxdxBNmzJYty+1RsrmSs5rds4PQgaseErjJ42XyF9FdRjoTATEikzwQ0qrN/McsgTExEf1tLTU0KJmfpMCJgVMCpgU+JRS4PcLsfn3GR56Ybn4q+WXDyBjxRKnFYaZsaJr8HBBDbedBPr3SXeL3iyv3Qux4V3lsfLv98fmF4V8FS8WlPDhSRAMtkcrs7x2aaV1v4JfFxZi/H/RJOi/kC2DKLkCbcqIgIDL8bSQhT4Lap7F2FvyzyIwsvHW/OxsHCVJAxWH8z+xx8rv6U3nDUFLIpGLVBrQ+bfGYqO+S9qt/M2E63ygP1Ze7oydV/soI85JUER3GOwz0fdZaCv6VfR91jwpdS/nNlcfCpjzBtqk0CYLM2vILZyPOcvLY71+dYSr/GugpAZB+TXAn0kFtPmB/JgpLWdcZyyTrU/1FQv8M/Xv/NmYvXxPbE6fV7teIu00ntaKy18j+C2VtroKDPG/Ln/mS+NzecY+yAw0/jQnjhqvLJkp41WkX+Sg6eysypeqLFMAzMd67ymP2X9yNh1etidLlIfZQOV6p4z7zGMqXnYxXo9nWOTCQD9oPH6t5eQiGC76eN7fy7nDHjubQpp5n5hTdPJvUQjX7sXCWwMSt7GMQmaZ9QaHZbtWFOYyUUkqNq/MN92+lI5IyrRCN+Tza8WHGfnp9/Oxs881S7o3HJmKN+L8ASefdaevk+I5jF2IeT/13+fSNG3mA5MCJgVMCpgU+GxS4AZ6ULtJ+zK4nCZebfnMdebddA2+XmWuasWfWugDJo2idARtJC2n3dGLo/LYT1mWoAVG6l40j4UO7VMbZLA9GszltEsrm/Qr+DVH3YL+OdMKtCljHZngpmS0MI8MFJryXLvNyD/qy4zvBD3of2hnbSMitOrof2Qr3RApNAiecaHlBH0dbS9Jst6U4AQtDZBKwyuPUUyVQ5zaE371zcTr2mtpdpAjj5rXcJ9psBf7FbRd7N0KPs/Vh6IqrQ+yVZuVftkLpo/JbPm1dwb4U8sqf3PMD8sZ1xnL5BjTcZwE/vEb3cWqjRgY3CitE3VPM1/moEHGPjGCXw64mZFRnhri/2wA5Dvjc3HGPsgBPyeOOXglB/jMr7PQNHrRjdofuOB4rBdN3yhQZRmPfh1+QkamrtmyMTPMxZ4uUR4uBsbI84w8llpwMV5PzZd6b6AfDNWfCvdjuA/+f8LysDwl+jllKQNupcr1aJhH9170YoLH4m/ML0DFXztRtkG1oqL/VdfLYTh22BHhkXLPv9LFQng1yqrrGDlbZ2kVpbuRES+PNvLo7qp8FN3lgHOLav2b0t7Q5Bif0IeurriwmJzhkUnvyQlaot+IgqIKOLeVwaqTFyG6FPH+nMek3wnjxlsLUf09JwrzLQgJvH7mlbV4+vsw91/sDI5lhY9HLUPreV2i85Ur2vNiEOUPOGG7IQTP86OwfceBNTOjGPrZBAPA5NM6v06eFhGnLoZe4NFoGscW/FUt6jg2lpqilyelr93igozSVgXHsTbigXdcoZ39ftb/pSm4joWIZ+KERzTEY/8vj2JCuJQhjcvvc2LrHUrbhB9Uz8V81FWXGoapwBuD/xcz7DP6LL3bAXuJzuJT11iNn27TN+OGPJQ+sA8N5yrR9/IYIjxhISyKA8Ii/lvFmecXHczlXJqKteVQzSxjUsCkgEkBkwImBT5mCswMNqLxkDiuVYr6rbqF2MeMh1ndJ0wB+j3s7mxAdXMHqk50yGM0WnRUS0kDuh/Qjm1dezyVDVBYHue59rX9odSgePenuzMzZaIAN0vWpA2vPpNJOz01PivXlvU16H4wgJ1P0RfgU8rRQU3mlfIIvXAbYaZPEwWimHqdR9zpHiF1KPsOd3E+KUb5nUqfxo9D02WG83tFiEzSzQKPgjcwYJdzA48Vv+aC++gMfdl2IUhXBNZ1VoQv0+/qBI/An9wl/dkljnTTZcS2GuR9OIm+vY2YeKcX+6vTlVFTk1xnFVFhpJE0EqAv3J0Y5zHV4m85UfSVCNz0czj0L5q7FN3xbwYXsv8F4D3hwviJUew73o/b+DFsSBy1v6UAlhB9X75TTvcbU3iCfinLO+jvV5dmTvbBfXwtyh9yInpxDD1H6etW/GOysW3By/Tr93YUrd+ZR8ehcVgZmAjCF+3EBApLeDxePZKtA5n1MviGouAsTO0IrRQDhLRta4HIZSsqxZpZuryguwzrKp6IvkKl4ENKxpmRLjTS969wI1D2LRsCr3joH9eD6Y5BNPAo99jBHgyt2cVgWsxiAGbkTTeqmthuRlivsxchTMVcVyt90aa6EpHVq/xUUiv7W8FI+8ugPgx61Pe0D9ORBhSvCmHsMlfRfxPvXS3jivyairUVIaMJxKSASQGTAiYFTApcWwrk00/Erh/+Dhv/Sxm/ZF7bukzo1zcF8hiwZGTEzuAXUwj9ml9fv2iF7WsbUZD/8W4wLXfUoP9AuVxkX98U+xRhxwAh/a5eRG7+ePvyU0ShxVE1abc4bT7lbwqr6T/ubgYtCAQRfi+K1TffjILCYuQvUZHwKSfDZwP9j0KYvMCmXJmA99UPwegPsl3BcSpfJqKo6+xHAdc4wheW8MFYvGM/9teqH4xqnbBur4TLO0XFWilm3lJ8Qwa/vgvDDKYlpGZwkMFSDvlwiS6w8j/yKX56uX4afIp+tuTaqQblN1fzQ+UoIlSsJUvaEC2aaAH2oAhUIhL9RUqlGoNaDe5HqaqAqtlsRcXDLgZRoWLsiOJTsaZjgNHklY+eTfd7GBClD8F3IijdVIeaW2jxVbET+x5QgnxE3xRRYy0o+5q+diqIGLgHJbRWY83BgBroZQNx71FwDw7Sr/AhL5VqBcTnpMQnMtnHQBlDmHyLdUl/hBJxQ3+mhRKRflW9rxbDqvaD+FKW//XNKF4XRQ+DB/noO7Td1Y2ydcqntADpu/OQH5ZvlUrFaGSiTyrVirfvY/tKFYvDv5uRvgaDF7k++XoEk1RmFTuEZSn9++aESZ+MP6JSraQVJztU2/nqGjgm/chTFa5JjVP5qfiRdCWpzHfjjfyxyKjJ+NWU9Otsv/3afJw2FWtJPWPemBQwKWBSwKSASYHrkwJ5XETaN1yfuJlYfQIU4PGhwpJSGI/Fdy1wtMC24dp8+b0W2H5aYOatS93sfVow/+TxNGn3yffBtcLAcpONSgpT3lwr+n5scN+dkVFfrb8dg6t/TK02gvC7wkzXhkJ5LDGITloooWRXQqnGt0FaLg3RMq349rW8CzE6LH+YZ4RKtfgRUunP4naspVXVqd1tVOWUol/vvF4ctzxKhQ+PFerVWoREa6pLGOWP805F8RJ8tVseN25yJZRqiAQx9PwQcxVjbYQRyo+zhkf640o1Acay3oGRkw5xSQ2hXwb22Xxngnc1S7HbkhTDbA8j/BY8KBRQbOs5avgYFqn/QMLxvoKwBbv48UVT8kEa6lpwuy2tNRLO4n8YhfcNvr0lD57uTh6SVBODFpQ/thFr/1e/DGpQdyChVBM5CrfVwUbF2tr/LNV/7CfSQvQTlWrxRMv6fSdPKrchRufkVV1hPkKvdhiAyYO3Apn3L8mI2zbVXYytaBFrfPKTBj9ev+4iMsPorqvs4KlchP6Xn28KsPErcW7R5bz6S1OxdvU0NCGYFDApYFLApIBJAZMCJgVMCpgUMClgUsCkgEkBkwJZKBB+20+jKEZ5/5/9yZE/qYBqYTTOJ4/4Mfg3UdpRMU10oaKiKwmabUsTHheRNRkJUijBau7fnFCq8X42QOXJujpGkg7D+7YoSqu1igpxkUjr7Oimr9rUFHl7krhZUbROUVLN0kJSpJ66CvQkZbahqedxWIPimKYNNVkifUZ/FaByz4KEHzNapk3QUqyE0a71MMNBCFVajfQNF6bSkJhst0vrNS1bULaNFnfrtCfU2/3bLG9syF/sOGcia/IV6xvl8daaH9PS7o50RZPvGWKzipZiG1Le/YoKL0JyCKsvHuuUOLMPFkvht4XlnQ3F6y245DUAk7SyNzvhYdTz+m1ulrXCvqMRNdVbpXIstR7BT1IhS/jpKQQvFZ9gpG7Ro1P/L+u/hdHZM2VNL7zkJ6ZibckkMwuYFDApYFLApIBJAZMCJgVMCpgUMClgUsCkgEkBkwJLocD0BO2LVpXDlqrcyNuIoluo/CAwoeAKUsHS1NmL4i9EEfmIBydX5SF/Ha3M5HFOJY9eCabgwGOHQiFVtRGWyDRGad1W9sh+1BetRoSWWKCPxvyv2GBdxLgreE7YPm1WgyoQ1kliQUVe745iRK9EEP2IgUNuzWdgAwWA/6CwuNucVVGjBUMoiCu+FMu04kcUyzQFbx6SpL8zoXAs/AphR3wQkMu/nrByE8copbKtKjnAwyWpLKpJp6cGeJHfyIxQcFpRqB7xTM5GJ/9nSa+S29Ks+sK/pAUYrb5up9VXJCAUkbSWu3URgjLnJREMQvZ3BEMGYAo8bPS/N7KlDsELfoy95ILr+Q74FvIxqB6lFXm0pPHT7an8xAzB4R4Iz29Nj5Tzr8IblsqitDZpsK7294+uFsByykfpeG+IkTCGRnwJs8PlALqmZSKYmWR0j2EPTp32YSYUN5C8prWawE0KmBQwKbAUCszQ30IlfSustIQKT56inGYUH8pA/T8fozKZ6ZOnQPTCEKofdmft99DFwNXPXdEA2u6thPvNLBxmJE8WkkVCPI5wgVGkPtUpAk9zJVoGxIJzZZJ/sJ1f6ivkv5aD4ysDdClQwj6011WqOLBtz3i4rDeeBI9WVrQhkIV1BLQ0Pr1KfjKOoZlTo4CyLh/PKk+0vJ/Z37AfHu5N9POduD51JvCpo0sk29j7tIyvFDxXYq1jdK4JT3J+VWVv5cP0k/XR8rk+Tb4tH9RnpKRQ2NB+qzI9enX0ghcuKsJsq1cjz0bFGFU2M1foP5QO+gvvKETBehuib3jgGlHm2WQlmEoeoUyjFdZmoZDKu42HQGn0NkN11XoFRiFdF1ijfrgOexFO61dako1TkXavhlseirYQi9NBBkWwoWBDIfEooFItCs9hN/ycEG+jQ3/AIx3iJzqIlnKHXfBdFJOfZp12V8I6LTIHqZr6WlzTRp3ZOGr3UgW0TlHqRS4rVm5Ff65TWEUuYUy07U7N/5uoUVUk3iUiXi4tBd9QlIK3ZyzItt9F/E57k/k/OsPgSQqeQjGq9ZPnteS9QWDEjaEz4hnxe439XSGUWcZgRj/QFg3C1UQpapo7USYgReczNHBxfgq+2oP6Z330BdcOh7BmU3mjvOi2DHBW5tEnYrE2+kwb+niGWKbCEThFY6+ndHkcjXXt0rmdHq2CbfvQ+5AYQGYyKWBSwKTA9UGB6Pw0om/pv2itDF6XzvSiT5hPr7JwcaMkLQqXZcsuDO5WnMSuTG0mlKVSIPqbMMIXspWioucHOzF07z6cfPRq5q0FTPMrr03xLbxohbPMY8205lm0ROLF9LF6tJxwYPhk05IXhgkon/xV+N+5gP5qDkIZRDNywY0WRvwquLeJEe8ijF72RYMlVypbCF3VbSAGaNhdhzXvTaL38ATCjzhU58+564l+xK/7mEZ2tsjMp1fDT7kxM3MkUyAKr7ouj9w5zCNBGXdZyUU+g3eR4AR6Dg2xZZzzVikN1OY8rCpD7/F2FGiT4XXefqGQiPL422Jj79MyvpLwjHKtM5l0cG7JvWBorqFCr7W5D+ENDuzbsRETZ+biFlJLrpBKhZWZh5de83VbIhqEj8oz/Jp+1ibJp8KtGhVc4cti/NGnGlUordsLaFmWDyet19y7d6LwQCc2f4WWbCddaHvWCyv343WkrZ9KMGypT1o3RC9PymOXJVIhlYet22w8CtiGnv/ci7ot+QhPjqK9tQfBW3jE8YFUKoUwdZmqsLUB+CbXYGMRfXFVOIBXhrDzmY3ofKCEeE/B9XgbfabZsO8++j67k8GkaBPV83Ab1nQ1wPZREP0/bsc44dT9pZOKvShC/856/uwSo2QOIfBhMeoqPi+d/g/1uLH5cTvmz3nYLtF2prXKkcWZc0LpVQ69D7aI1jZ9wIO4IlEo2yLou7cK0d3DaMoZxEDQj2v8LQxaIOrNkG5jAAMc96C+qQ/7iSd+ySile13yGKhlo2rJZi1S+unZRrhu7kT5bQsYO9IDF5WRBbTyczJwgejvElWZlRMm/bFV1HagYFsrWv+mhLhFMP2vQ1yL0NtcYQaFmI6ffAx8IdKH5K3RI1Rssl7bt1rR3SzUcuxXVVlZqldoyjcr9+fjV6zRtHFIU6qxHUMeP5xXtehfBjGiYcwEphH8VZiTzudhKyziuV+NrbiY1CnVtDC2ZD3McGD2bRpGgxnWeRlEN4uYFDApcO0osPKr/c8LkPStMHyiLmnREhhux85nu9B5VzHauUgx0ydEAemsNlvd/DbIRak1b3W2TCvzTkTi+9kIYS2PD1evoWKYRzyWV3plmrBSUFZKJRGaGCVKTnQ+6pDj72pUo8tqG08W8Js0mugg2bFOQCjF1qplQcpRKAOfXiU/5ajQfJ1KgfAE3Oq63H14jBH5uIH6Q0xy0rNi/8gginXCKPymB7VNjE741DhO7lY2aNc7eSwbanByxJlZJH9axlcKngW1gxipztwko/1haK65yFNKnI32/aQJpeSDUupSlp8yyLflA/tslHxH8c8VPd2HFhF4QJcKvtWA1p2MiHmDeJiHut79uNTYgq6Hq6F4WbOiZjeDBGwRH5NDCFF5VepM/rAcepu+y3QKqeKHOtHw62b0PdUIz1MCLstsb0f3A2VJa1vljZXKNCsm3nCjbWIM+4f7UVzUgP0PzvJDVweqT6i5ShgN+3/Qgb+c8EvR3dOAnVQ+tT/sUzKsK8M+VzNKpZ+2KPILheUXYVLOlj7SSyYuRO236GNOKOzqhDLfhgZGQl17uhntZ0NUJbF1b1NpWFKbsHLjs3BK20RlUSqR4v7baIknrPXqjAQx+CiM6Qz0EzC1ZC1pwr7tQbQdHUKLxNMC52P7YD/7BPqmZqkyFOMx0U/uvTvhloVtqNvbjxoRaISKMtEjjr9Q9gs5YeY7SG872kjv+uMaJqLeXjRk2nPo+KlNx08F9F/X/t9qUHaHpt8RNA0QYAktDjW4K//7n2JMKw92cYjBYYaJpVleIhWj92f7ZVhd8UyYo7v+iY7l8grgfMCualH53WXQhYlZMmeRA045oJiZUTm8x6jFfDOEqCUfW6ud2EimEuaIBd+ugV1HTKU+ak0HOtH2vNB7JidhgTFMCwwLHSfW03GiMF4sZoSP/VVkCn69aKncqUQw4df/wY9bEZiMqnlnUsCkgEmBOAUCh6uxk5GHRo464R92w0uHqL9blY+yex2wFykLDmGSPXXzZjhTo2nxy5qH4cbz76nhAkC3kyB0CXfYnqZYE1/EXNur4P5zXRhsTtC+EwwlLuum09e77HBsSfiACDGKk/dXnGirbqcsd+MlhhO/0VoAR20NiulBNHJhHH3Pi2NmX4SYDGuqihNKFlq9+E55Mf7PkwhxFreV2FGzrSxuNXNVsONUTFyE3hyH9+cnMfPO72C9tRBl33WoiyM1j+G2bkTgNNv9mvh6akXJ3U44GIFKS9HwDLwvejEhjtYy0llZhR3lmwrYbs537MfgreUp/SXmQS7ANvELKPsq8ibDqzeBVl4N6YtDfsHzHGHdPMY08+Uy1JTdhsJvJvo4fMEHj9ertHFdEezfcaBwMU+unFOrK1tgPzCCui9PwU24AdImv7AcNbVblTmaoc49z3uRz3m3VIUTZp96vKTj5Q9xo6jDbkfphvTVjIjw1X+wj193bXBuL5VwHZvyJZ+EaDHgKIzAO8gjG3Q0XCPnfh4N4dEE72sTCF25EbaiCjiqytL8m2Rto8CX4ept36vBbe+Mw/3CqIRVQN5y3luaZJ1gtB3auPBW9GJwh4XwhzBxOYwbyUOO7zoZtj55fEn8XvIiEPoQ+V8twdZ77MyjqOXCb3rR2tSFmVVcB32PX4wX8mC/3yH9pxhpV/736lDMfhs6NoHbvluHMlE3+c3zoof8xiO3NxWg/F47tqryQeNJ7VeMqd7nezB+gQ6Et9dwYU+rAqF0IB7lKh4ib4TrNc8/jZMfyOFsg5PvrAHy3RV+paasibzpIo+OoXukH/mBU3CfUOhc+FfVqPlGIddWi/DpV8I6fqLbacoMyQt3RjHOr+cnKT9gtcHOdibLLcqKEdY/HgBHL0qqxJhjtLPDoyi+n5u15C7QmrvoryZbairXYpxjbzQQYn8WkJc5Bjckq1CDE6fIk6M8eh3FF9eVoJr1ib2USFFGoHO/GILjIQctbk7Bc3oWWyrW4oz/ixxDpQlZJ3OLI0QeWLXxmkPeiCLGeVRWkPbHf7AaLSN29O61oLHZjfbBEZTphqpGhzr6LPKPcM0dvg0NtWUSb+PyMgByOor+aisc3yhWZZaQaWrfFoQxRNky+Qvy0h2UWTsYwY2b6xluRl0nuBu9KZ8ylBYmJcrmTKNp+QPKuNAaJZ+/Rmfc1Spd+SFd8gTnJkoiFJXZYb+7ND5/aOXEr8KvXm6mqVhL7l5IGh3nB4ST7dwCi5RdDin4heHgBjEyTtc3P1PmgbJq7k3oRBsfzMD9P1yY5Ff7fG7Ca7jfiYtgw3Pe4nOMrP/lUNJ4lWiLPynyOtG/S5uflTrYxvvLEaIlzuA/c9xx7VHCuczBuSw5kV5nvPCcpNz+gN6Zisphr9qqKia44Y2vEXQ8Rqslr25eUfLkc32QOmYSNWWTq5nnmsScLKCIOjTZV7aN8wP7uVBbH0kZyjn7F5QDXL9UfNvOTbvCj4If4ryszVlrefTt4kT6PCzkG+ef/O8k5kvZArEee96nyiodvBxyL7fsWSYfJsj6iV9FI8L6mSocGe1zmegwzGSEa8i8vJTBbRQcfbxFPqIi6QZatErFX3rBCCuwWPje4FyzIu1KR2PlnwjaUWGXp0bnXKwC0R7ReEGDnMkAzIg4Ekp6X1W/50Rk+Rkior0p6Y9S7q/xLRcMxxSlWumOJpTxazqorvJMCHswJUXnJjHEDdrQURem4/hGEXiRfg/E88CckpG+P+qr6tF11EtzTT/8E150Ndejnuadnld4/vrn0xrIxG94El1xpZqFgl1sYpQUPd2l+JCxfD7+7BKdK4Y4SMQZ7ik13223ifC+ZjIpYFLApMD1QgEuEt4dRdv2SpqSD3FheyNmuTgU8rBxQETK4cbrnAt9/MqX6sUqNN6PnuNeWG7WJKGRNtHx658x3/tzXOgwMSpTy93VrJsbJG5cMDuKPn61qqzri9c3e84N97MtqKaJehsVeVjFDfIrPOpW+wTGT3Pz/XA7Rt8H5t6mkoP52oa5cRaJvhwa72aZp6hQWleIEn4s8RxqR/XdXXGfD8uGrdSQ9Nd3sJGWCe1wnxQLZ27oT/DYQV0VemjSLpPhtj7Jr3uV2Lm3D1PcRMxSEdTTWo+hi5JiwGUvqqob0cN6Ckr49WxVEF27G1F1UPRXFJP03dE3IaI86ROfH3JhnB+YciaLFZb3puibhDl/G0LgXICKI6Wcf4D9wCMLso2rgNHjfdhZW4m+M6nckahFLEN9x55ARXULXPyaGn2f8zYdyVbvPaVkujKLvqNuTAjNJ1PwVfYR+9T7zhoUlhRh9WV+qeUX577J+KSulKOSdubMOJVqohwtyd+kpcA74ppz/hE3ep55EvWVnOcZ1n7yHVE2DDf9mDXupTNakudGctgQ+aG2shE+Hfo520h83cfJf9WVqG7qwJggNT+guZ9tQ1UV3UAozVhCO1ieyfLHxHC8j/xZj56RadxIPp8gDwlecOva7jvcKPtg6JcMW19UiPBr/HJPPut6VfAZlUM/H0dUrI+uCOv6APxUvgqUjLarq6MFlbXsK66ZLnENE55wse/Ib8PTsN1RhPwro+igfKjuTP/IyGqQ9ycWaQkg+mHqzQACv5hBYJRjmH2ssV/odA+q6tpYB9d05KOpo/Rlwr564ikeAUni3RDc7ayrWaHz3BvjcD21E+2irYvxaRI/qbywuxX1d9einUeFPiRe4/zS38b6Z7jRkYmb0h4q/NuediFAWYLolBxz1c2t6OF6UsNbzW3oR5MtlZW16Hh+TLYzcELwchXah8U3eJGiGGK0uPrWDn6Vt6GkpBChExxT5C2v5GvmCE2S33rwZHM1akmHoRNUMn1AJfXzbRilxYA+RWgd1UU6h2+kTDYgb4yPNX0tuuuPZvBTHvkvfqica2IqCtie7heVeUPLpdChR/JxC+nrmVQsFXLKS67TG+XcoMjvwlvD7PsWVG3nMSzZb2Jtz3He3IjKqkb0vSYG8TS8R7tQ+5gb45RVjTx2NMdN2rSUobXwXFQGp0LTvrR+jYZofXdogq1gIk+0V4q5yYs1Xy1klD8eK3u6DdVVLmkRorXPyO+ateIIEjlPAs4thxT8utD4A/IG54EQx8i03KfUwn36FFq28djU6TlYeLzRe5ztbfUoOBue87LPMbL+o+n0kW1NGl+cn5Y5Pyt1dPHDC+e6p1xy/p+jYr2Hc1klfUUlpD37/WHK7d097F0biqiMGuX8UV9VjVPqGMnIY2l49lFGC0fpmVMuuZp5rkmGJWTfh1fEeoh7v19Q9r2hzJ2RSbciQ7nnBNdYISp825tqUX+Q8k+mDHPW3Ocyz8OiXZx/tPlSBUB5L+ZRTVYZkXtGZc8y+DCO1PVxYaEy7KqVKxYBY5lKNUEGoeARSqNFlGoii8DRiE5J5BVpRdqlgLq2fwXtcijVtPYYUqopmXPCFHVedb9fW8qkQxcWax9benswVl5ezn/O2NmFWOz8T5zK/UODMd7KNB/oV/PUxc7Pa5jNxwZ2iHLlsboD5/lwPjb4kHIvn/2oPzb6cn+sTsLW59PKJ37n3xqMOXd0xy6pFc77e9X6ymPdPqXCSy/viT9T8NXq6o7NJUCZVyYFTAqYFPjEKTD1XIMiryhH4yKTVyP7Ffk6EiSKs6MyjybjFKTnY/3fp2zbfzZjG6aeY/l7+uOyOZ5p7mzMKWTxkWk+omyWsrghdnY2niM25x+Q9TmlvI7F4jjuGo7jOB9Q8ggZ2+/XJCtl+y7i9P1+Nd98bOr18/Eysoa5sZidZTpfV8osH3YCX3E171fmnuYjYo7R0pzSPuK9sNS2fr87Nq11yMJ0rJU4a/Q4f0D0TXdSuxZmp2NTs6KA0i9aXg0T8bz3Hs5TfgXofEDMXb1JMBJ5lasB9q/zuan44/m3FJo3HND3OdsoaF5eFzur4RsvwYuF87EG4i76qftfLsXfnJV8x3lazKXMI3iiV+JG/ImnPYWvZgPn4/NuHIh6MX2kLoXXNL4inz03Fm/j1BGF13tf1zPb2VizwE/lGUNtjLepLjYaTDR6PjAseav8R6PEbKntSKxTmo/peGjhUqxTjLPyPbFLvydUdY2z5+UELQUZzh4gDcTa6H2FKKk0WVq72Bevq/Dnz8u1kZ1t0tZZooa515W1T7dPG3tKvfG/b4nx4IxNEWeZ1Hu5LlNhlj/Ur1sTLbANSv/UPae0PzHGnbGxOJ3nYv1iPff9gXi/pvJpKj9p6z/n/tF4mQWu5QRPKjzH9eRzgn6UJbr2LMyeVXlXv56MtzDnhSZb6n4ypqPdfGz4cTvrssdGVTac9Z+NXUqwEeHOxjoFT6pjIEGHutjY21pGJY8zaSzGYiNiLD5kVN4slUfTmzz3L2K9q45jvp4+JvqwVfKqllsbd+U7+uPtNCQvRT/f05k87jl/iLW6/SdCBunGzIsJOTV1pFX2ZXk55xWNPeen5DjX5KIyjpy6fYKCrV4uKut7e7JcW5iNnQ/o5IfWSIGNHJs6no+/m4v1ijG8Y0DygUaPrHIovpdpjU1pXc5xI2UV29/wXEIGTx1rVvpA5lvCnJdljtHakthHxRuTIq+XPz9rsqxct6cStUy9qOyh9vxcofOUHJv22Mjbegk0q9D0HmVfpdFUz2PJckDgqaxJNHLqWrRsuaqHEb9OlX0LU4oc2dEbm9XkITOfPyL6TZNBmecsATO7fIvXqvYL5wCVD4zIvdyyR9tTL5UPdXiZlyYFTApkpMD8/Hws9d8fpavart0Tn0ecI2Yqofk+PwgUf7dGuWf0Gp3RmvIs21866vNeUDKII5z9dKy7tbIO/cf30c1u9pS3wYlBV5M8EiCOMXQKSwiZLNgozyRHMMWv+5mTn8c2Mr8xn5oUMClgUuCToYD4fluK3h6n7kggj479XQeK+cb1/9D6IL8MTRsYt+igN/G1NzQG97v0oXSfyJUp8cvelQA8Izx2JyKDyl8X6unQPExJ21RFaUsrYDdlsX13B48AJmBYi2qwf7sN4eMvxC0ThA+Jfe2KvyiRM++rxVJeSye09GmhpDxsFEf445+681C4iceGImEELwYRvExrKboJcPDr/+iEZpUs2r8c2GqV6s8kLVGwyok9tXp60J/HgZM42emAZUlttWJfbxMKtI+jdFVQIC20lcqkKx8GUvecnpFHE8RTSz4jVuVrBVSkrupHHJ1giiac6U+9JNroQEdSEB62sX0/KRjECwwrnylJCtNZcJPmhoGZiv+ylH9Zh6wkpRSbET39Eo8Ssr9Ui6L8O4oXPYoXXVA6XA8qKqzt1tXo/KCEaeVAzzff2ocGHhWNJ2sp9nRyLfGum9Y/tLAy2EZRVxn5dqt6/FLAy7vDge4H2f+nB+AXKC21Hb9lmSL6JKnW8ZDFhl1PNvAFjxi/wfXFy1xz0Hdhc6WNzxKp9KEOWguF0XdCsYRKpclS2lWwfT9ppMAPv3GKPUt+fGxr3Bpf1Grd1EAfiUImjCZkQgIdeeRF3C6IfmASR2C0FAmMS3cZrf9QpxwFli8sKKUvGzE2xXEbJSkXzo5+HkfVeNuKUnHOMJ4pnU+10tqvhHKLE73NW+MyzrK+QFd3GOPCynVLO+pKNFkixlQpOjscBBMXKBpIg7+iZjs6HlWOPSqF8uDY20nZGkWvatmVz6hwtlURWvkJGRVk06wo20Y8Tk+qNSt0qOnsRtl6jQ75PCZYoJORhE4fxC6eenTsKDcub5bIo8kNp2P13nFGwGuI+xQrqNpJWUBfyPpF+YLAvwD7ezSfQoAheUlrPOdeOvMWBkBa4njt3E27OFpyCstQSRmO8z1VPBqspgJa/Ynk7OhEqdadeTYU6mSomjX7jxS0Ubw0PM7jh0ofkClQHD++l6k45QytuL08UuwZFr9DjIxbjSHOlXV/z3mAY9SIHNIgOzsfR6HW5XkbpdUcyMudDwj5qaSCO0V7NR41Oudln2M02MZ+BW2WP4e2dil7Kq2uwqpWNHC9Md4vrNZCtECkBOL8YV+vZ4R8NPz3Vq4xeHT7AuvPwGMaPCO/y5WrmWBrsk6TfeFzdJvAnm+nY3pxPFlLxbV7UEMryKGBMfkofc4Sj3PLNw1e6q/k2Kxyj0u7nLJHgbp0PkzFxrw3KWBSwAgFPmck04rkobn5CyfUI58TnKj20nz2A20RH8bAyAzKanOpxVRMKJs18ey8b3MCvZuKsZlCboaTedZE32zuf2yXESu0fE462dvKtXr0As3wTyt4lj3SjXZO9lGasz/xf7bBd4Vm5T8awsgBZ7x+rbz5a1LApIBJgU+GAlyQ31KQtOCTeNzAIxfciEzJGwvKm2rQQ+eqoyEn7JR1/hddcoNfnrTY1bdASFk/+p5OPhYkoqN1H22Xm4XI5BQ3RhaUfV3b/STKb9xcDhz1YJYb89Vi07DKjo3aBkNmW+AWhS5m/+vGRCFe5RdywzEsl5S848aPx0rjRzF1OW1xe/vlwtYBYytmeSzPWrU5vnHXvxXXkeAS23qTHkIebufeaUhtVuH9naj7BeegvTwOJLLdUoya790HJ33HJJFID4LXokc0yqS8MnDLI4E8qmmpEFGWUhI3fOXkFfcl4WohWeEjcootX2o/WW4WR6MypTzU/HgfLv19W9yRr3WD8JlUn+RjLlPJpGdUUlkrdPQQYeaZwV6RzC+iTB55xkaXucG5CCyG2qi0ae2fplPbxqOZkG77l9cO6x23p68PvrJRpeqHPJbLHrziRlUFlZwZkmVO9EHqWsho36l99Ze3xyFf4hgVR2hbKiviz5IuVoUlT2lrqqR3i9xMi2hlVNDG9eG6fOknbejrLCXgk7VA0HgJnCx44a7NyXxrWYs4FH5sHaOccVSIJylpdXofp+TIcitkizV9TN5QoJOt9Ec53MWALl4JJ2mMJvnVozyOa1iUKgvupmLyUJtUYu3aZEWQEe/CVK8Kv3DGZOvyeDTe4Iuj8uMKTjyBxrdsEIoBC/lBrMyD9AHVsKlGbTvpcIsdt8dJaVReUuY1V2EoXqH+woI5wQKyb3XjnI+i9GXEHk/hGyqc2L2aDNVDWuw6744aRnW8RL/K7fA9L3JR4bm9DvX32WFLks/JEDyHupIfsFzTgX44hF89+mHOLYeI/+eV+kqS+py+CmV7S5J4ynKrGK/aR68lzHlJbUieY1IakOP2auZQK9I9SVj44YXzyDFWS7ktJdDxFlQcz4xG+H3R36k8ljlv5qeRZcrVzNBSn16a5H6VCq50eZeHzeWceY5RmS4Kpc5ZqYCWep9L7hGeMdnDsbRkPlwqsmZ+kwImBQQFPvdxkSFM3wKJ7VmQfnU0pZqCwcwxD0K1u5ImGyFqtSQmI5noA018gdfezbzNrVk8NLgyaWllMv1GL9K3zQ+64uVtW+rQ/nc1CQeaM5oVBFChLtIs/ML21yUWhsllrVeUrw9LWYRmwsN8ZlLApIBJgRWjgFzVpUKjo1XxXDUpEtY4Diofeo75YX90jfSrU/qYPUnmJkOgbKUF1/AJzTl+FB76t+qZ/F38y4blC0JFE8WHop74pkuBEp1TPlDklJUJgypZ0PInBMQNnkgzg81UqgHtzw0nLD3oeLmnqlZubpRcWf5mgZ1aykJLmzCdEtPrVeoreX+1bbV+mbTSJi5aMdXQiqeGzluDv5jC2MsvwEX/Xu7xJox0UiEpkpjrklIEYbHxTXq2tJvIb4jCOx9mKETY77ILswFPoSWsNycrOnRQLetK0X70JKIfhOgjzE8fQj30d0VfalpAIF3erJc6aztYVsv6Qu9mYLYr89Kfn0DfaBsFu+rBa3hEf6N0kvi7rHZkBDovN15ReoWT/gnftaPbxQ90qt87Ubd0eHwDcRLO/TIko+2SRXV9tWbtGj4KYVdPLzbewDVSHDZ9wXyJN7+jD5P4M2MX0t/UFSVyWTK2hEkQaeJIEjMB2/qna+NjPPE015WuUTJrHm7jmJV1rVoLoZoIvifuUjAiTa8uJSiWgJOQrdELbqlUc9CHpd6i0/cMfXudTJSQmKbQATeVopERBzvod3LXJjs8z9JL245mqYSNGpSty+JRFa3xI328KkDdI5wHOE9I9OhLJ/q1U7ScdNEClMEC+LFappROzSkv/0Tph7IfdqOem/po3LRV8B255LdRWNl/yvmQ1L5V60yh12q9DJVZyLkpMiv6H7Oct8hfMtGKsrYdJ2ujCF2cgX+cvi6f78L40VNJQdPUzOpPclTQmUH6eTvkT4wbg3IoDjOlDfHn+ou8L8a59mrmvKQ5Rg//aq5TukY/P2tgRRNT0/y8YBi+WbUGQgIFxemiHRupvE3ktjASNKhEtXw5D+E3mCmFx1JhLn5vgfXP+HYZcnVxmIk3q9eQl9+9JNFLlZVzIa4Z9BNnJvmfAJV8lTbFfyg/NiZnSukASmtN7hmXPYS4RD5MxsG8MylgUsAoBf7IaMaryxfFKKP9yHSLA72DgxgYGMDA4DB6H3Moz694MfomvzbHZ0keS2Gggwg3Hr6BJ5WvaswZfHMKkbw18W/qvqeb4Z7g1wLuIPX5FKCpf3nMgpG24mK9hGF9d2xG9Fd0UEkHvTOhCPL/PPEVvrvDjQCPHgVe7cMTQqkmkqbgU+7MvyYFTAqYFPiEKcCl3hVGrLsYl2wSn/AZF4aoiCkp1GSaleGqS3kE56fyeIufG6qaTKGrk1qj37VY4Ni9jxsAH3a2n5K5LF8tlcdNO7q9SaUoqdHXQZm/zpFipZaSLcftvFTOFaNkvW45S+XAnKp4y1F8Ca/5hf2eUmCiI+4cWyssooS5R3yIXmVb9ctjGTlJVMBNrO2OUtQ070fvDn7hf4tHJ9WKw+cSH3nEoyCtYgSV81IX42r+RX/iCjpuMr/JI4pso/dycu7gq3RIzkeO8oSlU3KOpd3JSE4sYmEkv0IqDHZ1MqIoLeKmLnHTmyXpuS0tm4XRGIsYROGp3njgCi3Pqe4nSLcCbGYYxqW00fOMCLihTxEMPSPsawqxliy31HbI4AU8QqY4Zk/A9R3u44aJ7ibyrSjeSj4Do2PeaEPBhoL4P9sfz8H3xiysGY8DL7/vbF8vY32MMPdvtEXU1VewwYKp12hLcnOyIiqB9eJXtq9v5UsfegY1B/5q3g/8GBUK2sWLyjcajydli/Np0tOsN3E4tM4to4LK/3RfPPCEVtA/OsbLXBhpuVN/SRvKVldKYI/IJKM8UgaVFK5F9DdCG2BBiXr0VoPw4f/mhwUD1ZbdX8dgJoTHyM0ewmm4t0CCMCpbl8qjGn7i2Gk/17UFVOTVVPGjS7UTTv5zVDEy7qNNdC4A9KnBxuJl4hcG5OX6Uglj4lwItvV6Xrdh7rwP5PSk6Ltx0Fku9DJUyRbEzK90BXgy5sm946S7SngRde4j8d6C/PWFsPPj/cgB0huXss8hccai2rH6cTgpu/oe7pSWfDAkhwx0vA5t/eXVzHnp9NFDvlbX3FcdpkWXPpG3+hgQA3fezj4uYPRhvjxNFeo6PR8UIG/Wj6n/oJX68sml1kp+XKJczTrX6NvC6wLOYeIof89IskEIQqfwxCtR2L6dbHGZUly5TZFvoskzbygfH5UM/HDZ0c7LPKzOgZzGnlcre5R6zb8mBUwKrCQFPh7FWngCrgsK2sXfc6DAakV+fj7yrXko+IZDTr7irfuFSVg2lHJ5rCT/UUboqmSUp+d1QpsLmqmIjdHWVIUcl6suRlurqkrJp8JI+rlInzZcDMXTRB8a6xg57+Gd2NnEf8emYKFVh5hERRKRtHbW1TLazVB8s1PzmN6PkZLP/GtSwKSASYFPjAKqH5meH1Shb9gnffz4BhmpazdVJTy+sPMb+XHU8rfSvyVth7ue9sJ6bx0Ksy3gtNVbvDQvaGHR+UNuuaiccYkoh9zQNv2QG/cJ1tfqhv8CowdOnkL79np4KWsbHhc+aVT3KXo4Bq/X3CYUPYwyNuyXH09CF33oImxunRD59XsSinTNYhBetmy2ygZ6UwIEHV2v+jFzIYBx0rGWkaZdQ1QgrFhbI3Bxvqp4uAc++iCL0JIjTH+fnpe5aKdFBuNOYfO3OQte6EGX6M+LAXgPtqD+WcXme+x1KkNEkruoIbhf9cF3JhCfo5SXyl/uKxkRdgw+Woz3HT7FPmc0br7qos8g92m1jQPtqH/KS99gDcpRJz0AcZ2JD7LlifpRva0Kjc945MeqqLDKm/RIhUv+GmG7kJ5kH17xYfQMfTsddKcpR7QSjkd38XIc9bRCGZ+cYRRRP9x7q9FBBUHxg82Sn20G2yhZnwqN2u2ExaibQfJWHyOXuql0tDOqnW0Z7ZB4XiF+VS2Mdj7DsRjAUGc92k4IH0N7pLsJhc+i6KjlGJlUPgoGqbytZxTPniN0sLVIMtSuTH1F5XbrFgvGnxKRSpVxFBbjiGubLkaZnZWKh0UqXezxOruE6T/UiBb6bZyhXzE/o+TVb2uTyoc8bRNpcHCm8mnc/dpi9Wd4bt/ZyrHDKJTbWkhX0v4ieUPQ/njKZjhD2VyPPLtr0TZAv3Jsp2+kD1XNbhaxo/EbNuStEfI1ir5uKlQ/oCInHISnU/AkH9M3pNw6Z6GD5Q47HLdQOfE0FbolVGjdpGJjRN7k5FHKmu0VtDJONwWaGaH/Syq36lRFnlqr+kOL2u08GvpKn/Q1mAn9nPKSn7+baBEdPc3oj894dbSpR8vTPZikQuVqUh4/dIi9Qt8TXZSjQQQ4hlrublROxrw7hikSPnC4GlV8JsZihEwVofsZz0viE4J1EeVFpgFkRcOPm1hmHO2HFRlsRA4pPsOW3sIVm/MydZqGTkozs2XVimT7DZ5gpFUx/1+konPSi5YqRuvlaGzduVUWszMyr4WfherreuC/zDHCceHjh6Lq1i64zikfWzLisAQ8jcpVWY+BuSapvZR3u8SppacpTygHZrjOEfKuuraDI78YrdWZrdw1GGnyzbIRdlqC+g+1K/PEBTH3MPq4FP9BjE3qFW4alPTfq5U96RA/5ici6nEF/RdeSJdPHzMmn2x1nDO8gy50dXbBzTXfHzg1Ptm+WIHaP7cCMHKCCL6m+Q6w4b6/4lf5pGTDX2+jq1QufqIMpz3Tug+tu50MTy2+GivJtoWWZd9bg46HO7gQUD5tWDc1YbAzn3n5hVIqyyywP9hANwU9aV/jNThigZ8tbZRHJjiJDgwg/x+70POKMonKMvSB0/TY43Ck+ArJBs98Z1LApIBJgWtNgTxa8GLDZuz7TuT/Z+994KK6zvz/T9c4CXVMVqwRUyTWoDG4cSX+KvVbE7tC/0A3hTSBNoXuZmgrNKumVVy3shgSFrKuYlthEzGJ2OjEhNGEiQnkD9iopAbyJVJdiX+oiUgLmApNHGoc1y+/z7n3zl8GGAQMmuf4krlz7/nznPc599x7nnnOc5C9hv56jAJDuUnMurxUTiG8An89vs8Yb1O/SwVZH8E8iZZuAX5Jjkj4BVJtSbDmWJHIZaIRCbnYPLoEWWtKsYI/RmghJJpLzx5GvPJJw6BPFrRDnz8Bstevh+h3bN1wAABAAElEQVQfEQkPI/fkUuQWc7JcrJ+LeSAXfB1FbrW+NONS8/YRRPtCJ/MVmxGaSyvoNSu4aFYPkd9agoIsfdMF8yDq6jE0o1+kp3LR+kgBsh9UkzwjTJ6P/ELdf2fk/auQ/Lt02Lg8lCovhkgsp4+fsZVZyC2nQ3Q6vjZHzOZZWrqoNp+QivJ5UZy8eAczYn80n3nYkL2K56lgiX9gIdNvREnuKvp3W6H7d+Ol6LuX4+GHelkWzKU8/dqxeccxRWMjNxTKXVeEzF1FboHUc7zgfjUV7hmmxbKfcrloYU42L0Yg955Ufcmkf1ROcMqfuhaP/KIAuVk1xlVaUnK52ZIEI28qJIKpo5qzpRZsQNjedchdku6V10Yu6VPKkrAB1sOM0PEmRMauQuLZbShclWnkya1FHsjnphiu+83Tzwqz0uHy5qT62bafezb30G4+7xskmHp5t4O7dGBhThlMNz2G3PVU+K3XL5imxyO/bLlHkeMV33PoLYA66/m+MKecS7geQe7OQmRqvpNMSF6WixhbLqqN5VD6xM+Tm8+RcY+rPHv00x8mevU5c+C+wMxUf3fPvcMWsm+Y2DdyUZhlsOdmVbkro5G7xutdzkeI/r5wgkvH+hv/NRQFS6iA3qLHN01PxDoqW1QvUffV5pw2vrMWIf1Vvb+bOPbm5znxSA4ts/jaGaEp3/S0Pf+GIvGH89kuNbD88E6fy/2Prf3dayw84GuvA/vUxgtzV/Xa/lH3pMO0PRe7aVWTrP3A4SMav3j6ca/j5de5/M8Uiqy8QqTvcvd0ZKzbhmTjXVpbGu2ftfbd09dclz1jKM+YouirORlpORzfHjRGybtXYfN3Tciy5KKuyYElP9gIy58LuAw9E14jETIKCgL+qGQKUS3as1zVxmvvp8Jo+2Oova8MMUGMQ332fVeFAnwO5pnnzafP8v3GicE9QyOR/3gGah5egRU/dj3/+bwqXKf9kKBVkfdmGe/Nx3hvrrC4nnlqzrYWy42NXgLKEKScOkZPf+xrXA30rInUbmT/xvDuB5S1oAzXPvEICra4/PWxC3Ic2PAYNynSHry9jVMBxjc+h5Mf4ziZlqv1Ta1klde2RFT/JB32/ceRMTem/3Fv0GOPf50v73fH0TpNEf6Dm7xZX14ZPu3SmvfwuZHHeyIkAjG3U/1MX52lh1ahKkdXSn/a8kn5AyfwObV/6MCTXYYUVII5zrEcrsH3Xr6Oizw3iu8Kx/gL/D46FOUEwz2ZoPbb9Ytp5AMbsDGt718R+q0F1/47lD8ALtfxkaHfhBJBCAgBIfApEOh3zDL8pP2RipjtlkBTiEEJrS1LGkWbq6EeMI3ngYlLfEwc/4c9sDx6fuGzhs4JeilvSOpKazXtGdMLs4BlGM/AQTO4DEzVj1naTmn+z/FBC0+FCt0/qB1HzTf08VLeWx2VpU/CCsSuK0eGmuCreNqjnv0rgGyXVA9Xnqx7b31IK5clmvroZwHE0eXl+9GA7wdtfGA6bvzh3vsjYAH9n2xTrjPUGi4jT/2ed6Dk7iTY4/JR8ZBLkdh/XkMSg/78HOYwbXmh1l4c3dQw5GwoQkLWPuSXUyHSR1cJJIOyeFpaTmXuLn2sVC5HSC/w+KY4qE40DH1dyRZwLPAS+pL6qFf6QR2q+7y/8ZLs9H4X6A4bROm93ePeWbrahuf6HC+80wR5HNQ4FGRePtGCqZdPgsv/xfFeKZKWVGJtRZm2q6zGgmKYXUtxA4ikuUHQxp8h7gfeZSl2lzKueufR27GrLw3Jfa6sKIdgzBhSmXqr+NCf18fXWC8/vkNfxojOke8hCXwPieZGifnGrsgde2jJmXcYa8s3I3qAz6sRXderVDj9ncC3ctf4fh1B33pTZqlJDv0oZD1YSFNjGqiVR9InBHdyc3DJxS76wdGqEEHz9kEq1VQ+vUx2tCLkjxAQAkJgpBHoZ8xychc4tdxgfp+bFlx6pYZ60uKWpLfngTvCEB+wvP5e+4ekrpxgmPvQcAQsoxdF34AJXAamJsWxP5ADFlxPoCmV+ksbbB37iXdJ9egnT010Fae/OgS6HkzegdJp40OgCwM75/zAijRapySupHXf1+krSasE/dw+/Yjmeyx1wcyBZTjo2E7YMtNQwu1ZNm6kBQmVrarbOU7V4JEsWgNMtgzK16NLvL4UBtr74g3D1NkpQMCxwCUYPy+pj3qlH9Qh+2N/Ne+T3WAKD+ZeUP1+mNomqHHoUuoXTL0uJd/hSKMmXuwAwbBQcYY9KHbDVciQ9qUh6pdDKtNwgfPP18nNROh5NGE2TB81wfasHQ2nOrgr/HdgoXW3d/t1cKmsvZIr2tovIPSWuUimS6kI7wjMuu29WlS+zmW67R0YPTEKKd9LRlRY76NSM91j2F+rQdu50Yj6ZjpS55tg507IYf+YSotUE5Rv3co/TaMugSvqdtlRc+g4l/XfjPv+JRXRoXq+B8pL0TaFKwEiHah8vhK1f2jGWK48SF0UjzD3e5oTTfsrUVlVp5UVOZc+LF27v9O6v4y+5s10i+UK5hv1NSaahxfXSfm8ogiMXMVaXxi5nKlgXQYys+gQ+FwT7NuVis0V6Nfh8Q29mre7YsmnEBACQuCzRKCpLJO7m6mxMgbpCwOuffgs4ZC6fqYJ6IumLsWX12cam1F505RUbFjUSP+z9F+1hhPqEJN7t78YLu+yXHaXGVyGunEtGuhfLfNetayGFnlcbaD90BoSg7W/SvWZqA2oDbkTvAQhIAR6EtDVCx2GQUPP63JGCPRK4GIzFWm0KD71CBJ2Kqs99ia1QqyuFvi7cizRniEO7F63FAWv0k8m3THNjzqLyu1097S9Dhsr8o0luFRq5dGlwh61bD8a8VNpcMMdjWt2VSN/5+YAugBuULQqBSV1LIvxY8a30i1GOqz0re780ITcH6jNTZzY90QR/a2Gcmmm8pNpQgSvN39YQy+e07hMk55qaeBTUkx/sBP2ofBDyhcSSrcrjEv5z0bR/YByJ+FsRtE/c2nvh/TqOHs+pv21DtbiGmP3d93/sLdSDc4mFPwrnZBMXxJwqXqvLOXCiCIwcpeCBoPpIp0iHzqMpg+7GNuEcTdHYOb0iH5/OQsma4kjBISAELiaCDj4q9++pguY+dX5iLjhaqqZ1EUIDJyA4xQdmo+LHIId6QZe9tWSwkln8Acam9HR6cTYceMQyQlF2Kc6tji5c/wBNLd0cWqk3gkjET19ED8iXOxA0x+4c+Zg8rhaGlvqIQR6EOD9xg14Qm/hJh5uC50ekeSEEOhJ4FQlEiyFmlJ21VPlWDiFVltcGpnOpZGOe9ei7KfROPAENzqh//XknM3IWKD7Z3c0WLl5TCl3M95Id0+RqH0ihRvUdNBf6jZY5upjvfMDO5J+XALL42VInu6xBlNC1P6a8XfRb6R3nu8xzyX0DxiSiG276DuTSr9cWrHVMH48rbKX0ypbBXsWN4I5mqwvXaX8cZRf6R6Wsxzdn3ATN2PIxOG7lSuEmdw4hr6IP4xEbuk6zJ+sy3FgG30RbjlA2SqQOt1lUedEI3dmVxslYkI8Njy5HFG+Ymvly5+RR+DKWgoaDL9RZkTMjqELVQlCQAgIASHQFwEzd1yOn95XDLkmBD47BMyTuYTxs1PdYamp6QY6XJ43kt7AaFlwG98Jbxui6o4KpVJtiPKSbITAVUeA9xuNGSQIgYESaDuhdjKnUqq0Agsnu1LrluQxUZO4tnO3plSLXrTRrVRTscyzE7ngvxT7zp5lnEpNqRazeLNbqabimLg8s6IqUR36BuaplGrKB7tLUacimG9LhmVyKUonzdQ3pPmwCXU8r/Jdzp2fXUFza3E7lcg8oeRXSrUlVArGTzEUZBdpKc2z0dMmoe2NdVSqARlcQTefS0tdITrpPpioWHP8VdlTq/MOWLkjbOkxIHnlBli+7r8JlSulfF4pBP7mShFU5BQCQkAICAEhIASEgBAQAkJACAgBISAErkwCJxuqaZ2Vili3Uo31cJxFGz/CJpnR8T53LabZjCVJtxbzr6VaoO9oVq5NIpCa4FF++cfz/u5oPsyvocgwNgpwX7vYhkYuS42eq5fV8f5hKv3886X1MrVtEVH6Huku+d1KNZWZsuDmR1RkKE7+npEnWJDotkpzl+Zz0FzxGJVqodyhuwoZolTzYXOlfhHF2pXaciK3EBACQkAICAEhIASEgBAQAkJACAiBK4KAAw1VToTe5Wud5aDmSim0orgs9GQDfa3RP2aEx9hLr5nzOJR6LGLsWByv38cjuh/wj9MLAz1+FMb7m6pTIcbSMDtKX0p6soH5htzpW/ZHx1HJOHfOUXF6k/+AIT/QsIf2eF+J1GzSvMVRLiiUrZr587rQjg66Grj/F4jR9yzwjirHVygBUaxdoQ0nYgsBISAENAIdB2DbVom2i4F5dDTshrVCPfAvb3AcsyEhLhuN6qdFZyOy706A9b3BOwJvKsvGim3KDJ+BDmSz4xJg++By104vXv4KASFwFRPg2Govs8Febvf5v3t/I6dWV1PgDn0VdtS29TKO+jxj6Pw7KwEryowx+FPC4GhrRiP9ew02qOdJQpZt0O3Z9kEjmtouX69wej9fKf1IaJPBtsVIST8UbanaJ+VBq7tf+bwPjZSKflpyUDlWe04pqXTrL5cYmuKLyrRp1DlNioziZgY27PO5xR2wr1qBJkRiaUokbqYrKHo+wz5am3lCByqfLkXtBz3vxWnzYhmNGxB84ImtNiqo/O8CnoikQk8pu6g028vtCuKifFxFON5vYMxQRClfaf3Kb8a0uYy2qxLc1sAT+B78mPLlNjmDvt90xVpkylps/FG0J44cXfEERLF2xTehVEAICIHPMgFHcx1KthThJF9UAoWT+9ehdL36JfDyBu4TyH/cIUkr9jyOc8cnx/nBy3D2zAEcPmNkNCoMc2c7UfLI4CdGg5dMchACQuBqIqDG1qJNJSgqLkHJ0/r/ouIiFOQsRdLduWi63IPqcMF1HEb2+iLUNQeukO8zhiP7H6mIa9ZH9uESqb98jz+fjqUPDn7cd549DudR7ig4qMAJ/4+XIvN5ZUtzeYKTm7c5cdx4vo6MNrk8NR/uUoamLZ1/5Q6RxzzKHd/3oeGuw8jO30kldDNtuaIjvU3HHGikQgsLZmsKrbC58VRjAYU/yUbNsWZuSlODQksSihqA1HXrtF0zQ2/nRlyMU/SgJ06uJQWF27lbZ4D3YfOXZmt5lvx4BXa/58ozgTuKctwLmYlJStfFnTxr6Rtt7uybfSA21yubtjsxTenVgpB/7jeTGb8GmasoSxuXmu6xcWOGpXwjjkT+r5J1SzZHLRIS4lDr6SY+ZcqXK5PANVem2CK1EBACQkAIaASuVW8D5h4m5y4615r4JqC2Mr/MwTQ9FVUVfLnQXlaGsnDvlzEzEh9agiJLEezHkr12WRrK8iQvISAEPpMEtLE1FGsryhDtNYR2vGdH2pIiZK6pQVXO/CsfDeumFjhpzrkD1cbnGWNC6vYqJPdiIR0o+XCcGzueU+qQ3p97AyvTq3EHltCIbYZ5Ar03mcdeUurBJNIlHxltMph6jJy0Q9SWuh9+d7V83ofcZz+bBx2tx1nxuYjwXv7IHZgbqdCa/2VDoXVDDDauy0BmVglyH1RKLYbJ85H7VBbmc6moFswx2FCUgaVLfOPkl2YhxtiFU49o/GWeG/JSkZ5jRcGSdO1k9L2rkB9fjexNh8FVmQjraKNFHJA4VV8W6kp/8g+0PVuQrinm2oKQ3zw3A2sXtWLFplJkptFKjSFigQWbf56KCEN8xyll9Tsfk0K0y/LnKiEgirWrpCGlGkJACAiBoAjwl+7a3ZWo+W0D1MqfCP4ymHrvfISO0lO31dlR+SflNHYmf2Xj8d4GdPB1Qv0ClzhXdxIbTBxnWy2sr7Qh9oeJ2q+KKnfT5/nnVC1Kn69EU8cFhEXNR2JKvJ8vi2bspgl9dQN9UZjGsNw0JC8I7MBWk3hyLFInFKH0pQNIzVJLAyQIASEgBIaQgDLk8tK9hN6WiPx7rdy1rgrNVKzpo6ITTXsqOV7Woe3caO5YH4fEpPlu/z/aePhiBxIXxcNRY4PtNX1cnZ+SivjZnMR91ATrk6VooNFGGCeQqT+Kd6dVNWmu2828q2n94MSYyXOR8sNkRHlPTBmn41gt7C9VorGtC2G3zMXCf4xHdKAJpsrQLwRvNEE75HIr2m6K5/PAM/lso0VJ5etVaGq/gNCJUZj/3cTAk1tXuZxI1+7i86WuEZQWs/9hIRK/Hu2z/KrjWA3slczzVBdGT56N+Ph4xEwPJQs7tlVzjdg5PkueJq+oWCT2tjutu5wmXAgJxey7KPcCX99OMKvd/PR6VdapeGGYf3ci20VvWV1kT/s2f8Tn5m3zEX9PLCLNbbBv5XI0AuyoKeN+hTcj6huprDs7zBA8a/Wy+cwut5GVLlvsfamYO8qrQxqyu9pE72t89v6Iz16vaNr5vbT4SYmBiQ7b7ZsqEfE9C6Z9zGf11pfQzH4bOT+RzuCjycOBmm0lsLNDjgmLRHwa66Q5s9KXDTvvYPsGcG4VzLuBP8/e75c2JP6Uuzuyb9le4b3Ge0O9r1iSKL+rHwX67GiC/UU76t5jH7khErF3x2Ohd1s62fe49FnxZM/C7PnxiP9mDEIvNvfelv7l9NO2/tF93odG6ezD7nExNWKr8rfUIpr3tt5uvfS50D5r71/0iPsetiAXVQv8xBoVgfyqKp+TobOTUVaVDMdHvLmoROdt2iOoHT03qzgO+jTjLwO9/jhgpAybZ0HFa6l6fDMV89p770JU3csI6jiMx1ULe5QTX1CFeFceQcofncJ63utgWXx8uMvyZG2+zcKyPN/l6Oog8DdXRzWkFkJACAiBzzaBa3v51ct0rZeFl7MJmd9MQvYaG3/9i8Lc20L5cp2LlG8WotmwQGitt8Ja/BhWWBKwNK8EhzmJaOWEsWhVutuXWTBxnG0NsG4vQaualDIoKSo3ZSHOkg3biQsY7WzlS2QhzeNX4ADLUMF5zIq4e9NR8HwTX6DncuLYhpK8TCTk7dYjBPxrRuz36KPiVU4MPmUrioDiyUkhIASuOgLjJynLii44tfGtA1b6HcvMK0JlKzhVb4ON42paQib9lulV18bDnYXI/HEc0jmutnG8Pl5XicKsNFj37MaKezNRuucMTPTfU8l4aavsVJeo4ITNwjSrCmhJEYG5c6PQtquEPoYSUHnKGFwZq/bpTPp0UmMrd6WbHYWOvSUcw5NQ+AYtLYIMJs0yrWdks/Gji37FiYanrSjaf9IdsfaJTFrw5cJa1YbRVPbV7ipFtlq2taeXsjtq+RxKQXax/hyKmtiB0jUrkHR/kXsMb36Dz6UHc1HZPh5Rc2dj7Ckrsh9MQUlDO5r216BGqzt36nuvlso8Dwe3UOrgo1qs0MqhIpCtgtZqPk+WIsFC/u6IfDJ9SIuV+xM0eS6EjEYrFXeFWenI3Kb2+NPD7rwkrX3bro/kMrEINJezLVPSuAtgKEydh/WlZ59wyVd9IxWrlGeInrWgsqXofj6zi61o/Atl+WgfrW1SkPSgsoJxPdt920Tva55nr1EFONvqYN1kuIU41wrrTiqH/4V5/Tgb1XwGO9+vgXX9CmSX8TMrCblbqqkROIOaV8k+7RGjbZzYvb4Ele8HZh7MuwFVkEHeL0VYlZWCFPYt+wnea61UsBVnU75e+hUr2lFXiriUTBSVH6fyczbCzlWjgG2Zsq5Gx0CeuQmq71Vi/C1RmD0ZrHM2UpJK4TD10pYugK7PINrWFdX16fM+RPYlZF/n79NQnd9e6n5n6rXPBUbvKuqq+zTfEFip5l1Rs1KOB1C8ecdxH1MprfLUlWrGWZ8xzh1z8AejKLt/WYPPVXIYwQTEYm0EN46IJgSEgBAIjgBfVItL+et5z9gn6/kS6jpvCqOybC0i5nksA5LviUECf1mz1VmwfF4oruXLJTiFO/BJIjaWL9Hz5ItkNieJtsrDSP5pdFBxGIn5eJbqqG8dtEKzFJUhlQo9FZwfVCLtx4VYsaYSVQXxME25E/kFdyLGsIwDkhH/ZU4y89ah5l8WYr6eTEvr/SfsVjq65Z5NrfSr4TKz974ux0JACAiBSyXQ80cLOsh+nkqXyRbNsqRx2yqU0vdPct42ZMwzrLioPFqRQiXAz0tRvt0CfTzkGHiKy5HK8xGlxuSfH8CKpBUozSvgznD5qPqRbnHbWLYCSzfZcdiRiGhOGO98KB8xkdwhzxjHk2nlWxiXhkLKEE8rXcd7VGRtb8L8ZZupNIjQq5lmQe0T6fwRhUun5pYh5oa+a6+y3rejBLjJ9bDwxHf+qZZfPOeVd4FQYxbraGDZO5sQ/cBarE3jDxwqZPF5RCVY6a4DyFgQ4Wdd5IB1eTaaQuKxeedyt0WV5Ye1SCevzOK5qHhoJqo31MD0rXyUuayQadmX+h434bllIq0B+QwbT8XX83xerLP45a+LoJyQW3+RTcUXfRpt20jrKv18R4MVKVmlWPrEXJTxWaabIvJ5Ny6D7ZRs1NKBynXpKNyyApULaKky7gA20g9TfEE5ls/VOSSTbxOfZ2GEEZ21ER31cbDHLcXaH6lnkQpD86xt3EKlEpfIefctZf2UmZbt4xjdu038n726PPzrrTjlA1k9Tjs+7EBGUTmSb1P1UpsgUHlJpfCB6RZaC6VqcRzv2ZDE5XaVhxzImG1G8rp8OFyd0Z25fhDM+8NA7pcm3lernirHwim6fHYq/IperIYjxeLVIw0hHAeQRZ9WpgWrUJ6z0OgX7Df7S5CSk4uiu8pgMdFan1fyy3lP6E1J69A2HPiD6uFm3k+B2tKvkkG8R/mlMNgb70Nkr4pW70Q+gfeUkkELrEvvfc4nlXwRAkJgBBH4mxEki4giBISAEBACl0jgOLcI31fT83/NMWZ4nStTM6KUUs3RgeYP6Lz1VBuc5kgk0nqiuk75vVBB/RwaivyNhlJNneKLZCR9yHhCMHE8sdWRShG9eLNbqabOmabEY91iTm7qbDig1iKZIjSlmoN+LjT5uMuaclAbytQHmlWEwMF0k9/SnsDR5KwQEAJCYIAEOlC9k0s8uXTMXq4+bVAOsm1Udlj+NZGTY17f0qQpgdxKNVVCaAweXpdKaygrqr0sy5LX/UJXqqk45pmaxQwmJGOdoVRTpyNvV8oZz3gXxt3vIkIcaDulxuxmOJyhmH8v1SJ7GrRYh1+h5VdIKrJcSjWVCUPMTwvowacDJbuU16D+Q3PjgYDPEPue3tM37LKy7GQ87FKqacWEIvXxKlStU3z8QgctmU8pRVGGW6mmJ4nBupz53EmvVN8UgvoF556X6LiczyjDEjnstmh3Gud5nY96rgQMqpxjQHxOgVuppuKFzk7F2vsj0LFzh9sCi6SwscilVFOxqGD5eQGU2q30ZSpQjUpUc3dYz86fJkTSMlBXg6iNBBic3rvzDMWztgP7yvnD2NxVHoUtizGFUTlbkMgjTx9RxQ80KJkj7l1rKNVUaioJtSWTXJb3mK5U087eEqkp2NSxChHsj/7LkPUr6q/Kta/3h4HdL4l5Gw2lmsqbuy2qH+V6qXbHod1UNrLslS6lmkpDaeZlIJdLD+1PVOOCplx04qXyGrR9pLWaAoro21zLmgO1pZ6P528wbeuJfUlH/fa5S8pVEgkBITDMBMRibZgBS/ZCQAgIgeEnEEqnrpsRFcCcvelp/rJf7pKAO15xKUygJToRbjt6vrXSmmCmj4UDX2g517MZ76Ham22/cVxl6p/qXTjm1p4mZ2FRurWZFsvRyF2glqKSk1Z9NuMu0DW30aL5/3H8qVGf2PhfkO9CQAgIgUESsG8q9MshFEse34zE6VSr0LJkH6/Gx830i0M1QBQVYrCi+QzHMc2ZOX1VaqZqrqjcOfkTTvzvmmsoaPTzponTeFDpHtMauexwKZeuqaDm2+5RUfnxopahsZ5nzlmRFEclV4BgOnOGZyMDXPGcUuNz8uqNyLjNmNF7LgHHuLzuQb1879NKklYuPQ1NutNHft84vt8czYc1+W20PKI6MEAw4YzTjNT/ysfJf812Oy4PnU6/cw+ku/18Bkjoc0ovx4T5c3o+c2beGQtst2sWzmOVlmZCJML8n530+TSbPyYdVrmaorEuz4LcHI8j8ugFqbiPvrBiphgWRj6lqy9D8Kx1HEc1rbDjv+mygvMqZGxv5XrF6edQtXns11Rf8wTneToy83+2myZR9ejV7zzRAxwxV//0SiHmen9wnBzQ/eLffqGRioX7DvAp/2SDaq0OrOBOiwFDSAdG069V/gMnkU1LwNotKhaV1PdbkH4ffb36vPMEzME4GUzb9pU+iGuX1OeCyFeiCAEhMKwERLE2rHglcyEgBITA5SFwni/ggWY3Tq+fd5vKsqhUA5Vw5Z6dlejEuCgpTXvZ7UvS0C9wghL4fdadLJg47sjGgfMv6vVeZU1fQkuoVOPyz83ltGZwzRu47CWFy176Cs2/U1NbfSv0vuLJNSEgBITAwAj47graxGWamZu4JNGViWmsZs3T9qEax1yDlnHx3FnNl5ePqkol9Dnhysjr0zxGy1OdUX4nlVItMWczlnBZpSvU/pp+ojTH1yaEfpFnP4zHhtJkmJR/LyNozrypMHIqx2fBhPOBhXMYFmOBsjDR2rnjD8pjWQDlT4AEpr/VZZm/bAPSqWR06k7qGJM+kq4nmE+cCGWeJu74l8vdR50fcZc+WtJV7iyin0/6VqPV89okD4cARWinTJ9X5TjRFaBZnGeoPGJwN4P+CNLOef7wyanOG/JFzEulk3Q6PW9rxuF392HHE1wCu8eKjKcqkDzFk8p1NCTP2pBJUGqvtgA+5Hz8Q7kK9flkX3RXUL/gPE0HgMzTJ3gb2flc8P5i1tokICbvaH0cu98NBnm/mG+k/OpdJ0AYP2k8z7ZhedFGzByl3ihcQfUtHl9QCy1NiEmjU/k0J9o+4BLgGvqPpa/Xmu27sfG1tYj0V7C6svD6HEzbemVjKNu9zji6qBb0hL77nF/jepLJkRAQAp8iAVkK+inCl6KFgBAQApeTwFltQhGNuVO8JoB8AT3Ty4uqt2zBvH/3FUeVaN+6z+tlV+VOXzy/tPMzBjebOZGh9Qa+wm3YvcRTDsK9Xzb9drFngmaUbW/mUqxo92SUJyUIASEgBIaGgGeGjsiUXyCZlkwlD67TfVyZuGPibDrsX7PR7XjfVejuDY9wvIvEnT5Waq6rwX06/6rUGSbM9dv1sutjjoraOGlC9EJlT1SNttERiJwe6f4fcd0Z1B5qRWiYz4AaXMFBxWLZ/8iy6wpg/8ALEtOq3SGtFbVeP+voGZqmxHC0Z5L6NkRM8ZY3AmferQWlhdosQdsJkPFMN4TRfUE8lq+rgEVZkJ2kcsgr9KZeMN0Soy3lLNhQ6RVbHTajpIDPnMmJmKlh4Z9zNlT7yd+xvxS2c1yFGaU2qTCUbDwyh9FdQQKXk+7aqO0G2/YXr3qbPE+nIXnW0mpuPvvWgU1FaPQqRtXiMHdT1TpAbwBYz6Y/qZhGuNiEx/JqmOTS+oJf8a5cg/50vxsM4/0SMWc+5eHuri1crup1H0RON+HwXlqzjVM/DnKXRk1RbELYlCjudrocFY/TByJO+r4HebWlfyUH07auvFQrNB3yfrNxwl6Qy7NmjNXaNMg+58pQPoWAEBgRBESxNiKaQYQQAkJACFwqgWBeefU4429Wv3/buWPWAf4aT589H9Si8P50OvPlRObPnZoAmtFCP6IEEwfekVi8eld01hUiKasEtcfoK+gYyzZ8FSUXWOjqmS+6X2KkXUWwN9CPEOVrpu+19LQCTRqHZhECqBd0565nUVlXi9r32tC2x6Y5I16Vrl6qJQgBISAEhopAoLE1FBn/tYQF1CD36QNaQYkPLde+p9MSpoYO7ZvoZN+al4ICOryPXpSFKDX4eY+HWqrg/pjHhzGiEyUb7Gj+iEqBjmbY16m8eZq+MtXUPCIhA/GMU5CWjkr32Gnn2LkCRVvp/V1Ffa8EcXeX9FB0aReD/BOIhl42UPTjJJS+cQBNxxpRU6Z2NS1CqS2Qb7YILFlJafcUIP3XlV51SseK9UVoOE1hnAeQci934fy17tPMSWVIc4Md1XQREDZeWSUZOM/Vonp/LWxPWHW/bNoV4w+VUkuW8ZnAZ04KHdofONaExobdyOXzrpIKs4xfGP7fDJ9bSv6S8lrNh10t5U/JofKNvu+Wfj1M2xwiKSmOz81a+uWiDy5yr6W/NXo/Q+jnNS2I0tdwA4N9qOVOryVP70bIED1r49m3TNyCYSl3z66sa6Lv0Ub2LbLaovpeMxobe9qRmalUjOTVkkcKtWdtI5WcK76ZyVwYPtyHw6rTBGpMdb3fwE0huEttyhN63/ePHkw3H7b7hcrSVQtMqFmTjqIK/R2nQ73jWLjRxybutkmFWuPT3AWVLOxk6XBQefUR76eX1I97oYZCi2j82tKfcDDvUdqLChc7W9/ge8r+RlzwBmOaifjJSmHKjSlUm/JdqORBbsqg3arN2NfQEVSf82cv34WAEPj0CVzz6YsgEggBISAEhMClEjCFqIlXH79CX8trk7mNPGNFJDyM3JNLkVvMl/RivcSYB3LB1zvkVp/UJl36S2NPaTy/xQPBxNEnhEY+IeMxnhLE5D0M51bulPegy7tOBCx5uUidqy8Pis/djOaf8aU4i/+1pKG8ng8wjbXxJJZzkjNpdiyw04bCVQcQ+t2fIfSFSs1xeG87hvasiZwRAkJACPRPoNexlRP4tfdXYsX2x1B7H3cXnByP8qeuxSO/KEBuVo2RsQmJXO64JCFS++4zHvZftCcGy9qc04b0vCKkv6qPiqa59BOV58QjObTw4qw/whyB5RWbEZqbhUKOnS6PcJHfWoJtP0/Ung7+ygFPAfpRH08Q7dkB3Izxmg7JjDC19NQdPGVb16ygRzk9qLILsvSy3VGNg7CvL8dm7j6dlVeI9F1uaZGxbhuSueskt7nBxhz6NFtXhEz+0OIKEQsyUHC/znNaLJ3rc3loYY5yExCB3HtSEakehV4hIiEXm0eXIGtNKVbUlepXQqK5VPBhxCv/eAxmMxV107m76D0O7qCa7fb7FkrG6/IMB/63pSL3gVYUFGfDbjw3Vdr5i9YildZQ6mej2B/Nh63YhuxV/Mo2i39qaJ61YN8qe5x9a3kBn3mZqlgu5+Qy2aIMVC3hc3HPYaRyMwGfNjFFITcvGWk5lMfwjRd59yps/q4JWZZc1DU5EDNnvLbMVM/Q+y+5BOgMqpa6Ls4E5ykqEWlJFygE826g6jSo+4VLhXsLC3PKYLrpMeSuXwH7ej2WaXo88suW6zvj/mAjLH8u4LLiTOMdQ8WJQEZBga4AZ+V7tOUDCzUrSleZwbxHmSNmU7lpg031qQmpKP8v785pQvJjuahO406lrjadnogN2xJR/ZN02PcfR8ZD/fU5lzTyKQSEwEgi8LluhpEkkMgiBISAEBACw0xALYfgr/YmLgvp31fL0MvipDWaekk397IsJeB1tXyDS4R8gwO1Ffsw/q54RAaYDPjGlW9CQAgIgeEloI1dHKvMNwzxgHRRLQ3jqBlCP1GagquXeqixnYoe0yj1v5c4w3WaZTuVGm4AZSvLZM0XnHvzHF/hlLWak8+qfuvtm6zHN21pKeUy9wVPMVY+6ky9M3a1b9DPziF81urPxX7q4F3zISzbO9vavAS8dNc25C/QfxDzvjbQYxfPYblf1DsO+1XAruW6nyjwJZc9aL7KYq7/e9rFKOg+N9BGkPhCQAhcEgH1/PIPoljzJyLfhYAQEAJCQAgIASEgBISAEBACQsCHgLOjA84bdF94PhfkixAQAkLgM0RAFGufocaWqgoBISAEhIAQEAJCQAgIASEgBISAEBACQkAIDB2BQIo12bxg6PhKTkJACAgBISAEhIAQEAJCQAgIASEgBISAEBACnyEColj7DDW2VFUICAEhIASEgBAQAkJACAgBISAEhIAQEAJCYOgIiGJt6FhKTkJACAgBISAEhIAQEAJCQAgIASEgBISAEBACnyEColj7DDW2VFUICAEhIASEgBAQAkJACAgBISAEhIAQEAJCYOgIiGJt6FhKTkJACAgBISAEhIAQEAJCQAgIASEgBISAEBACnyEColj7DDW2VFUICAEhIASEgBAQAkLgyibgOGZDQlw2Gh1GPRxtaHyvGY6Lw1kvB+xZCVixrXE4C9HzDlCfprJsJGTZ4KrywIUYGvkHJocDze81om2AQjvamtF4rG3gVXSlcDYi++4EWN8bYMGu9J/m57DI7oBN9d2yy9B3+2HXvMcG+/5a2J6wotnZT2S5LASEwBVFQBRrV1RzibBCQAgIASEgBISAEBACn2UCJjj5rxZnDQiOJhuWLknH4XPDS6Xjj04cPnt+eAth7gHr4zwOZ8MglE3Md0jkH4gcjsPIXLIUVrcGNDh0x59Px9IHB6NEBFrPOdHm6iDBFTtiYg297Lxj2HcPNH/6QM402FC0sxKlO+1oFcXaiOlzIogQGAoC1wxFJpKHEBACQkAICAEhIASEgBAQAsNPwDQ9FVUVyYBJL8v8eTMPQjE2ZPjLViUNdwhUn8i0MlSkuKt8ySIMVv4ByREyFmGUNHSs0VBBSj12fAQQYnY1b5CpvKKZorD5tQqeGFi5Xjl8eofDIrsJqdurkDysFp1BIjOxXU1jYeY/CUJACFxdBEblMlxdVZLaCAEhIASEgBAQAkJACAiBwRJwomn/yyjdshUv7tqN909/DjdO/RJuoL7CeaoWT23Zg8/fNgsTrvMqp60WpU+/AucXZyH8hlE0k2qC/dlSbH32ReyufR+fu+FGfCnsBiMB7c7KnkH9hZsxI/RDVG5/DnWdN2LWFF53tqFmpw2brTvwRnUD2s6PwtRp4ZqqxMkyntnRgPF/NwMhf6Ic1hfQeLIDZ2ml9P77TsycGY4P6+ywvfWRdkwp3KFtvw2VLWMxc7Iug5PyvfyslfLtoHxH4TSNx82TQ+GdRk/sRMPO59A07W4k33ERu7eV4qnnXsK+/2nDjf4MLnag9qXn8NQzlP13DejA32LalAk+efZW7kXFtZf6vPAu6zMj3Ccfd8XUgcaaddlBuQ4045pxkxAxwaXAcMl/L5L/nstCS57C1hdf0eS/4YszMEm1lRF6k03FaCNXbzl6jetshv2pbdjDJbodf3VStD9q7aUV81Ezdu9QfJ7Hq2/+Dh9dE46ZU0K10puZ/2/K9qD5jAPOCx/ij+fHY4bRVi759E/2zT0vw7p1K3awbx495cT4KTcjNIRSXmyDfcsL+OiLMxFu9tTLlc7d5yZ8hJodVvaxF/HmgSaETDb6rLsgTxkvvbYPTWeuQfi0CLiy1Prh1nrc/OUZOPdeDZ75zWa8+PKbaDobglkB28mB3U9bcXoC5fLirYpzvEcrrtc6MGvmNXjZS3bF2/bOOUTPGI/GPS/gma3P4pW9DXCEhGPGF133kcrByesv4zny0GRt/X/ue1Vdqy1/Bg2OSUxj1tpQz3Ms779SPMH6q/5yw9SZmMTKOY7VoKiwCK9U/w7NZ29gn5uk9znFtcSGjyb7cb3Iti59HZ//u5nQq+Xh5t82XUfr0Pw3X8QXcQF3fDsWE/ybR1VFghAQAiOegNPZ0+RUloKO+GYTAYWAEBACQkAICAEhIAQuL4EOlD6YgMycIhxHBGbfFobqLQVIT0rBbioxTDdNQuuuUizNLKHiyAicYOemZcP6NjBtsgkddaWIS8lEUTlzuG02ws5VoyArHSnraowEVAZstaLo148hPSEdhVtsaGinX6yOWmQmpCF3kxVtGA38hcq69dlIur8IzbS6cbY1wLq9RFtK1naoDtV7mpkfl/79oRGNzR084lLA+hJYNzVox0Zh2kdrXQlK3mrVT52qRJKSr6oNkXPnIiKkGYU5mUh64oB3Es8xFYgd9Vakx6WhYMs+nj+DGsXg3lwoCbTwUS1WfDMF2cWG7K3VKMlbigRLCetihD7K7bM+xT3r48rS0WDVWW+vpLXXaLTtsSJ3SRrSn6h1RYFJyV9TgpRvpqOo4jhGhzhRR/lXWOiPrMHwR9aHbCojjatLjj7iOv90GDV7azT+jtYmzQeeahfnMcp5bzoKnm9CBJlHhbaRTyYS8nbzqoOK3BrUsH9RUjS9V4um9p6TN17E7rwkZOYVoe36SMydHYHm8kJkpqThgIp+rhUl262oawuU1uhzOauQ/k3Vx+zoopQ1r9qQbclGk9uqqwNW+iVTZVSyu5AobJtykZaQiVqjIbV+uLMIq7JSkLIkF/YTzKm1BrbibGSXuXuEEtcIXEpMubJ/Xe06YXzSB9qjhbA1dsHkJ3sr+5u1+DGtjZbmleDwR2yDPZUoWpUO2weu+pEh23CpS9YQymrcqzUaAypVqdAr2n9SK0/PcwVS7k5C9ibKwn5Q86oVK9IeQc2eUiQ9mIvqv7B3v1/Dslcgu9yoi5JtZwCumsyl7qWdfbVNZFo+1j5kQe7j+Yi6Ag0K/RpOvgoBIeBNoFuCEBACQkAICAEhIASEgBAQAm4Ch5+ydMfGxndXvH/efa67u7V74/dju2P/cUP3GXW2dV93fGxsd/Kv3tbilC/ntdiM7sNn+fXsu90WXot/tLrbO4czv9vIOLHdG2pVDme7t/1UpYnttjy1j99UONu9+QF1Lqv7ba0Q7WT3mQPbeC6+u+zo2e6zjZt5nNz9rp6gu/uoupbcffh/9bjq7+GnkinnZiNPz/l3H0/ujv/Vu9oJdRwbu8EnzvnW492HW10Ze9J5y5r8q33uOp2pVbLEdm9u1Cpt1Cej++1WT1pddnJ6PMhyB1AfrZTzh7szKEPsAxu7W70YvLs1S5Nt4wFDNo1rbHfW87ocetqT3etUm8Y+3H2Saftj4s21v7jd3ce1PrC50asHnD/Z/XbtSQ8cHrW+uY7lx3fvM9r7+Fb2PbadVyqf+KpvJbO+62q92+l89/EDh/W2PK9f1+vtm1RrR4ND8tpqd9ufP1rmxYr9Z2uG/v133g35dneW4vx9vV/p/VCxS+6uft8ly9lu7T4w4viX3vrmw1r8t13RVYTmCq2sMnWv+cl++Cldjtjvb+g+7kpz/nj3Ksrh7k/avRrbve2A1w3zF13WrOePswDeU2xjV3x3nsvL3fU/26juIVUX9mV3Pme7y9Q97aqLn2zuumnnk7u1OvXXNu5EciAEhMCVTODsWT6L/f7/jbeSTY6FgBAQAkJACAgBISAEhMBnm0Abl2U2I/TefMRP8TYrCUPGf6+iRZAdlcdoLRM2H9ty4tGxKxvplhQUNQCWonWI4urDjkO7acUVivyVC308XYXOy0DuAsD+RLVmzeRUGw5MTsWGH83XvS511MF6CkgseBgx+upArSlCZ9OvWlUFkqe7ljZ6WshxUbfcOT/AzQuu1aq2D/Y9TXAYxj+msEhEhfUsQ5WmyTohGZsfmu+uU+jsGNaS19SeBh20pDsGxOcUIEY5FzOCkn3t/RHo2LlDs7jrr9yB1qejvhJNlCi3MANhXkvrotMeRupkwLZNWddRxk/4Z/YS5KdEa9+1P6YILH8sg4c1qDzkQH+yeRKi/7iOs9oups7zBlyVmOXFzI2Ao6MNzR80o5lbhobePp8MlXN93WrOed749C7M+9joktXldjS5txw1IXJ2VFCeuzRp2I4bsxa645umRGrtqBfTQetMEv1WPjLmeTdkDB5elwp8aEW1ZlWnx07M24iFU1x9xoxpt7FHGAaA3mKr47D5aYikNd6OKo9FW+0LpbQaS/a711wplbS8jzYuQaSrCFMYIie4rrdht7pX785H6myvG+aGGKytqsLalEhXRK9PlWcE8nMT3fU33xJNuVgS73mLOx8zZvZRF68MPYeDbBtPRnIkBITAlUbgmitNYJFXCAgBISAEhIAQEAJCQAgMGwHHSRxm5h07VyBuZ+BSOv6iJucmhC5YjlV7ucRzTwdMd69F6m367P9kg5YDViTEBc4gRF+yCSp7QuNi3BN855/VMs0IxM52aRECJ7/Us9d6JYz64TpY/pCLUi5FpGoDmBCN1O/dh+Qkjzxe0aHJetedblm1a6ZQRPFA0XA0H+anCfPneCk4jAxm3hkLbOdOiFT+xQy0XCOP3j5ONnC5JxVFbn2IO6IZd8ZGwPp8s1vPE3rbNLdS0B3tppkkroeBMOk3rrdO1lWYoxGFP1mKyg/VCRVBkdNDoOiuaz6fpmisy+NywpxSZKZpLYfoBam474fJiHEruHxS+H5RfY7t6NNKpknudgT7v1JFxsfN9E3Hb+aoGLKy0gcc5dY6U2iP9g6NdPWIHsmBUZGw3B3KpcJ2dCQtQejFJvqI60DMynjffuVOSg1dSDxmertTY8xpLMKm0DkdXKpNWb/RU1Z3Fj0OjDx9brHz2pLu2K/55hPG+qLc00Y9svI/Mdi28c9PvgsBIXDFEBDF2hXTVCKoEBACQkAICAEhIASEwLATCBmP8SykmUqzzQ/MpKWWZ2Jt4m6NoIWY6QvGrNxxAJV79OvOt2vQ/FC0pqQZP0nl0IblRRsxc5TTR31iup6XLnjtC6iZexm1Min1SjO4FwEtx4xzl/rhozjQM+n4MzNW5atA66nUgs1IpXKi+Q+Hse+VHSilfyxrzRJUrEvsqYDSEinTNO9gxs3cjVQZKJk+r1Q1TnSpL35lO8+wXAZNedRPuVrEAfwZO57lfnhSk8GvWJxpo0Mws5fKypu1qwynYVmmvg9Etn7iepVqlOSEbQmVaqDVX3kGIlzCcjOKFPrmG0iImJeKzVWpcLQ14/C7+7DjiVJk069cxlO0arwpmJx6b0dw10rVkm0fBmjIc2c1X3k+dVPd3+uE+cZJtOrsXYaY71mAXYW0eluC+FY7DtBWbMMCl2qz93TeV0K/QAlVubRQHMuPpvfZvwyltne8AR/7YTH9LRvJvy7e2mlVgKPL42eRX/tsmyleoAYsnCQQAkJgJBOQpaAjuXVENiEgBISAEBACQkAICIHLS4BWNQtns8g9jVymGYHI6ZHu/+bWAzh8mkvaNKWIA6VLVlAxEI/N29Yi+kM70ldVarJGzJnPT+5G2MKJtlf6yOkmHN5La7ZxSnXRM5imxIA2MijcYPdSxql43JGQDthrP1DKjsBBX8boukYBP2z0mfA7P7Ajd4+SXdcMOB1GXiYzN1eIQWrWWmx8gAqOo21+ZbvyDPypqxWpW7klBmqRZcEGnYEndjNKCuxkmYiZFCvYcn3r48nN/yhyXjxPcSfHCs/yQi1O22488qoTEd/WLfC0zQsq7NpyVO88ap9WG1CYMJONGqxsKn2wcU3uijjhoLUYvsKNIrT+45LCVzHjOtu7Cob5GE1nDuPS0gQutd21UVPotmmWlK4cBvbpakeYIhHP/l+7ZmMPVrs3PMK+EYk71XrnSw1hd8LCJbqlz9tgK6vkklPLgB35u/Vfxr1au77Ea+MFXbDacisq6/z6xKXKbKRTtW46pCuJ9VNO2AtyeWjGWK3Bhqdt9LLkrxAQAiOZgCjWRnLriGxCQAgIASEgBISAEBACl51AfNYqqloq6TutCAdOOajI6EAtd15MWVWI0vpWTZ7aJ5bSH5oJq7YtR0RYNB4uoiVOXaG+iyCVSKsWmFCzRu1AeYDpHej4oBaFljQUbuIOghd7q1IElnBZHOqKkLSqFAeOcUfJhhotXdH2UjQp6xlvn10qG+17B/ZV1WL3thLspvItUi29pMovdx39cNGXV20F8/txkYqN5ppaKpKoFExKQtyDRag91kYfa050nKqF/RUqImgN1LtSR8si8J9RlH0ZFYpkkLLKasi+G7n3p6OScmf8QlnBBVFugPr4V9lHgMnxWD7XhNr16cjeVoMmMjtA662UtAIqgaKxKkUtTTTCuRru7LoC9romNJ9qhG0d0+xS/vQexsKw/mXzyNF/XJCpCrVvVqP2DStK32hH2Jd4YlcR7A1cnso+0VxnQzrlVMGhWYgZzXmuFtX7a2F7woomt8ZLiwbHe9y5MimOu83Wou0jBxV8qm9SYcjLoZ9ny/nF11MN7G/iQ8uZgKzSclHT0MQdSg/AmpfCJc8kuihLV4R5YAwscyqh4hclwvkqd66lX8Il31OqZCP4yR5MEfq9yp10k7Kxu6FR201Va9fiUtiO9VREB5OnSxyfT9NMxFMheIC7o2r951gtSh5M0nwrKivTfQ28q/prG58M5YsQEAJXEwFZCno1tabURQgIASEgBISAEBACQmDwBMIWouwpEx77RS5WWGhtpQUTFQJrsZzO750f2JC9sxmJOduokNGvmm9LxcZFDcgszkTNXRVYmFMG002PIXc9FTnrjRymxyO/bDliNJ9RZoR9UT/v/Tfs61yCSt9lWXlWrKiz6pdCIrFkXQES1XK3U75rRM2RsZg/gdY/6/XlhIlUNC1ckIz8e/dRxiJkvqpnkbhsAxLHVCM9rxLHHRakPpWL1kcKkP2gq36MN3k+8guTAyjWAsuqclZKOJc+JCIhF5tHlyBrTSll1/1/ISSaS2IfRryx8UJ/5ZoC1Cfx5mmqqF4C26WgDNc+8QgKtuSidosezTQ9ERseo9N7TUtoRuh4OviPXYXEs9tQuCrTnVfMA/l4OE1X7vQn23i3HOb++ZlnwrIgFIU7qWxlaRF334zNuZvR/DMqW7P4X5MgFJa8fGArl+A2nsTyr4dhWmwqQtluhTlaKuTek4pIryZX/Sz3gVYUcNmuvdhdDcxn30ylRSQujkfvtIJrR7APlT91LR75RQFys2qMQkxQfWhJQqT23TzeSyiPGPoRlwf3FULnJmI+7KiZbsGdVFa5A5dhe8vu4e2OoR34rMb0ulcLsmqNiOwTi3mvJulKVe/7rLc8e7XBc9fFhOTHclGdlosiV/9RfWxbIqp/kg77/uPIeKiftvGthnwTAkLgKiLwObXN6VVUH6mKEBACQkAICAEhIASEgBAYMgLakj/6PjNp/s8uIVv6ZHPQYkulH2gWDm7XqdJcatlKdiet48w3eKkN+F35pnIHWlY5lB+5USaYvf2RuSNc2oGD1lR95jkc5SrWaotT+sLrsyr0K6eiKZ95Jm8WrqoORLaBxDXy19qFx2ZzH+3ikqWPT1f7mphPwHr0kTbYS64yfPpQsIkvczwlq7phLvV+CU5c9rGP+u9jLm7D2TbBySuxhIAQGGoCyuLYP4hizZ+IfBcCQkAICAEhIASEgBAQAkJACAgBISAEhIAQEAJ+BAIp1sTHmh8k+SoEhIAQEAJCQAgIASEgBISAEBACQkAICAEhIASCISCKtWAoSRwhIASEgBAQAkJACAgBISAEhIAQEAJCQAgIASHgR0AUa35A5KsQEAJCQAgIASEgBISAEBACQkAICAEhIASEgBAIhoAo1oKhJHGEgBAQAkJACAgBISAEhIAQEAJCQAgIASEgBISAHwFRrPkBka9CQAgIASEgBISAEBACQkAICAEhIASEgBAQAkIgGALXBBNpoHEC7ZIw0DwkvhAQAkJACAgBISAEhIAQEAJCQAgIASEgBISAEBjJBMRibSS3jsgmBISAEBACQkAICAEhIASEgBAQAkJACAgBITBiCYhibcQ2jQgmBISAEBACQkAICAEhIASEgBAQAkJACAgBITCSCYhibSS3jsgmBISAEBACQkAICAEhIASEgBAQAkJACAgBITBiCYhibcQ2jQgmBISAEBACQkAICAEhIASEgBAQAkJACAgBITCSCYhibSS3jsgmBISAEBACQkAICAEhIASEgBAQAkJACAgBITBiCYhibcQ2jQgmBISAEBACQkAICAEh8KkQ6DyIihftqHil78dvVAAAQABJREFUosd/O88fPO0clFjtzUdx4nRX73k4jyLv+ymwHe0jjl/qEy/mISXHDleKrtMtONrU7hWrC/acFKx+8ajXuct72HnIDktSEpL4PyWrFC0X+y7f2WRHSlIeBoCh1wxVXpYsm5tPrxGH8ELXEMo/hGIFl1VXO44ebUFXP20UXGafgVh+96z//dgXAf9+0vPe7Su177WBlOub8nJ+60L9KzZUHfIen3qWf/RNO+yvH4Q+2nbClpWCvBdP9Ix4Oc58fAL2siq0X8H3w4k3rSjeVm/w7A9aF/bzWVff27Pu46N8NtZf1vG0P4l9rn9cj9VJFtib9Ceis9P/eegTe0i+iGJtSDBKJkJACAgBISAEhIAQEAJXC4Gulnps+k0pNj25BVu2+v4v5flD7RcGUdUuVCxdiWUvHOkzj/ZPnGh3acn6jGlcvHACTq+J6h9eWIyVWR5FGzAazj85cbDFEUxuQx9HKR5yStEZmYCc1csQFxmKMaP6LubCRQcngScwFBJfONeBzqahyKlvmb2vkjj/1Q+J/N75Xo7jrhN2rFy5GEc+uRylXQ1lnMcJ3rMOl87d737sq4b+/aTnvdtXat9rF7o4Dhzv8D050r59fARrnqSS51cVvSpm2t8qxspflaL0910wKfmdp2BrcmJi5MRPoTZOVKxdhtJni1FhKGo+BSEGWWQX9mykMpNDoMazv9zYRr/ksy7vvyoDKuI6j77B5+MaHBnIM6q/MofwetfJgzjI3hU+aQxzdcKexefhbw4NYQk9s7qm5yk5IwSEgBAQAkJACAgBISAEPsMETGrqMQ6PlpViVlCzkIGwGgPzeOZuNveeyHQrineW8XrwhU9NKUVZkieFOTQcuG4M1WmuYELy0+VI/LQsLpr/L1VkJuQULMIcVmvOHS65LtNn8CiHTCBTZDLKyxI9jTJkOQ9/RmNC1IR0HMzXDX9ZV2MJ/vdjX3X07yc9792+Uge69il09kBi9HKu6+QRXVlzphIHOy2YN84v4un9WLK2SjsZ93+m6hdNs1BWZoVzlOqXlzd0vWvFJkMn03KyE7j18ssw6Bo7W1BPJXnCXINnPxm626iplJbTcUj1q/OpQ/V8vsRjxghFMeZ2C8qsqTBp8p3GoTPAvPQ5/dR6cJdH5TIMLoueqZ1Ol6q+5zU5IwSEgBAQAkJACAgBISAERjKBC2cO4YWqE/gHLlmc2Nsc9WI7KrbY8fGUWfjC2YN4YWsFPg6bicnXj0JXcz0qd74A2wsvY2/9BzBNnILJoSH84bwFFdufw97Dx9Ha0YWLHSdxIXQGbmIan6Dy3v4yPr6J12jW1f5uBezvnsOs6eNw9K2X8dzzNrz2u0PoCrkJ0yZdryVVcV7+/ceYMf0mtPL4ufK30MIynP/7Z7SeD8W0L17H5VfP4VDXRKYx63m+zfi33QTv0tvfsaP6T2bM+OL1cJ6uZ1mNmDxrKs7st+OZLSx3zyHKfDOmTqRikMujbJuK8fxre3H4Dxdw88ypMHtnZlRKyfbfpVspzyhcOA+cPNCACxP0ere8uxc7dzyDF1+uRt2xjzHhlhn4AlGpoLdDO779/QRc/H0Ftjz5HMt/G6fPX48pt0w01I60CWO93vkoVJNZT6n+8vyLL6B17DSN74UzDWxT4N7vR3vUlR+3YK99J5557kVU19Th42tuwowIv1n+xU7UV76Arc/twOt7DuPP3ddhyhRX2UD7oSq8/ccxmEqm/kHj99IhhM6Yhuvh6S83fXIUdvYD267XcOgPXbhpJq+T24k3bdj74Q1+9WCuXHZltb6F0JkztHjoPIGKnTa2cQXePtiCUX87EZO/4Fe+sx37X7LjWZsdv2WbnT4/isxuCqruTlpsPmPbhaOn/oIuWmGd/OBCj36i6urpl2aytuJp28uaPNd/aQYmst92Ne3HpuIn2WZ1aHFcz745Uetrer9qYH30eru4aedfb/Uqi/aKb70G2/PPwf7qXhz/0wWMmxyOcSFGJ+uz/VT7P4eG/52MaeZW2LdZeT+SN/PQ+inXbZ14y4biJ5/nPXqY99LN2n2h1auPNnXJ2vIO77Fnn0NFteqPEzBtyjV4y1aFiQvvRTQHDff9OOX/4eXf7MTpsdNxc6jXYHKRY8GzO9HItFNHH8dzRj/5mP28572r3+Oust2frH+F7Tm9H7x3GhOmT8Po93+L196bjHvvm+Vpa62/WPEc20eNR5+7fgJunthLnu7Mh+/g/T1buAyUCipcxCc3zseC6d6ytKD4R9k4/r+qfBMSfmDBVF5WPG3vfIJZUfp41X50P+w7uFTUzj537M8ICZvC+9zDt7OpHi+UbcUO+29x+IO/4AscV8Zdq9fJ1W9nTAHe4j3S4PAfO/R4+t8W/PKnvwTuy8GPJ72NF87MxvdjbvKOwKGmHfWv2rUx4rd1h8HSPOMIx1DrixxDOTaeqa/Ccy/YUPEax7/QaRxDjYFO5dZXHkZpLe8yPfux1ueumYKZXzynP4OMsVTlsf/VSjJ5AS+zX/7Za5x0sl88/fpRfPeBf8Jkr2J9K+L55mkjoPHAKNyd6NWfaAlWVWxF09wUpLpYsC9W2Z+DdSfHpPf+gim3zcDF/2Ff5jNmpnrGGM/Lc1NuAZrfhv0ldf/PwAevWlF/fjJuNjXj5e2vocuoi3qG2rdvxQsVv8XRdhNmzJyIIxzn3+Y4P7X7OF549SSmzJzs6eMU/cTrHD879PHz4CtWvPNX/d564Xk79nJZe+tZmtedG4VpfEYGeEx5Kn+JR7IU9BLBSTIhIASEgBAQAkJACAiBq5vAtX1Z63zSDttLnJivX42URath5YSmpesCTry4DKlL82B9H5jxlTkY127HmiwL1rzZwnniOJg6j3DJGLmdow+rhqNo/yTAslLmvWWHDfXGktP2BhtsT/4SqxenYOXaUhz5mBPNt6qw6dHFsDfrP2i3N2xhnIO4wEnPibq3sb9Fne/E+0fr6c9NHV/Awa02bKqjHAxa/N+o+L6hvZ7Lr95u105eaD/IOhZj2UNJWMxyT3NCdoKTu+KcDNje2ovV/7QM1rc6MZrL3qoYLyOvIuCyITMnvF2fqEmvE6feP4Kjjaref4V9MfN9dD3eRzgt2G5F+6ulWGlJQZUmu0uuFljzLMh4dBOOcBp1QU1UH1+NVLe/NL1epfW6zK5UWn1/Y8X+0/411GM4m2xI+qfFWP8CS79jDm4d145SLvdKWbvXk0VnPZbda0Hek3Yg/FbcemMnrL9i2T/a5PYP1/JmMYqrdaaehPqRxm/HFmjNaPSXNfnLkGRZidLX6StK47YJiw1unUdsKM2n7zm/jI6+9J9sh4Oa5VvXIcptWYZNO6glDKECh8qhNSszsHgzLUhcQcmdkoE1v7FRnUfu9DdkfTzPLXd/dT/dWI+9bykpuBz5/aM42tLZo5+oovR+uRqW76ci7zfkFnIB+6ttWL1oDfa/ZWUbrcFe9tXOk/vZN1fjP17Ra6b3K4OLS2Z+Xmivh+039e6y9q5Nw7K1m9A+dirm3B6OlpfZFy0ZOMju3F8dVPsfeZn9PYdtmsplfG+dZgnspzvYT3Nt2F+2mnlb0Tl6NBVs6l7KQIVxL/XVpkrc/RstWJy/CRVHOkm3i2xXIiVlJXPXmkhF0e8vdT+absSYFjvWZ61EPVnowYmq/MVsw3p2q3DWm/eZ1k96u3dd6bw+adVlYf/dtKOCdzml+B8rVv5TCpY9S8ZeVkSdtLbS+svLJ1jW7Zh4bi/W5yyGpWi/V2aX89CJI3W0XY1dhEVfNVFpvZ8EPWF/0TJUfTILlvuUddEMKqzVNSfe3ryJPy6omgJH2XYZK9nHTpswi+NG1ztW5C22aP0CzK1irYX+FPNgp8L7dvab06+XYtk/rcYJbahkXs9uYn/8D6TxHlnPe+Sgz3ijyvOEo9v+E/sxC/+WNoeKsBupiVMLDD2hq6kCFuajxogx4bcj/LrT2jiy+kXdF1wL7wMb+1zOIo51+cXYf/QI6rUx1Mp7Uw/95aHqZH80hWMll6Ke5Hh24RSsaxfzuZOBTVQMOpVC8eODWK3u+Sf3wHTzLI5Vql/y3tzMcYPh9FFlcnc7f/jRvvbzR28jxOagODsBOGOD9R2lCDWCsn6jBdicO8K1E11H6QuTfbH42Qrt3j3FcXxxaoo2ZtvZHbWR/49vU1Yb/oPPwoyV62Gj77yuiyf4YwnvUY6JKWpMZF1a+Dw8Sn+h2jP01VPM/wIV0GuQ+v0MrGbcU+zc2jPg2V/6LkOlorr4cSrpNH3tCS5T5fOTxyb2nYqX9vPvOMwYTcu1E4HHMlfVBvN5zWASS1ohIASEgBAQAkJACAgBIXB1EuhEOSddU70NgbgqY8ytC5DwZU4ouMZS2TadOHQQidnFsKhzDM5xD+DRObdgVoQxu/12IuYUpWDNr8rR+bXFiFuyHp0NSaj4hww8mnarlqbHH+atUruWcV5LhZxSChw8l4D11kWYqi46TyAvZRnKq44gMX0WrlVrXq5TU5gxuCvzUYSHLqYft3n49zwuh+FZNTlTUcaZ9Fw98bWLnj9K+ecqWVsSS8VIyxysseboK6Ae5AQulYrEtesxlVYc5ZxwqnD0xdX0YVPByU4CZin5vMKYyDg8+rN2JGVVYUku8zHMBdozcjBn6hyEG/ET74lDcVIGil88RE6eZTsHD03Go89wWa4xKWx5vRiLOYla//o85HyD8nrVy6tY8uDEygXR5wLPRzDt6nnuySGQiLg7qHRZy8nvj+/i8rQu2HLycOI6yvTMYoTrEJH6vXostuRh2ZNzUJY5BzPueRQ5XZP9cje+avyM5biUQ7ViZ9MJxP1sPRZ/baoW6cQrKi+d25zvLQZeXY833u2C5Q4XxBaU7ejE1H9ORTj91C3LsVLJl4iSX1sw0eB4kIqG1c/mofTLVlhuB6xKbioDckofxRxVKEMnFXKWHE42309FYn91/8YilE4dx/aqoBLqUXd76Tl5/ur9shOd0xZR+Zmg9dmu79iQutKKNWvrkZxXitTblQBq44xUlL6wB13fTiV8vZ/2aBrvxuo6SGWYE3GrrVhssEhMSeX99r5mRdp/+7GYECVrJ2b8ZA0e/bZ+rx0ty8PKZynfoankU67z6TrKPr0SNt5LCbyX+mrTrqNM+yrb4zs5WO9aWkZFQ+kyKrl1vaEGyHN/mViHEhyhYiDv56WwPm1B5ytrUPwukLpmDeawT3e5efR272pZev2h0uTRNawZ67BpPeZQ36NCyztUaOTbqeDUv4MMcx61wfTVZdi24i5jHEhGMuNZ8tdg01dLsegOo4MYSYb94+JpHGyiyuwbs7BgUhwVnzb+UJCscVB+1dZUO2HZsBLhdgv7eTLCVR9Xach2VvwMjnsH8Z/PHsScB6ms+oY+5ibek4SjtIC7ld2qfiOVjVT2p7LvJWt9D0i+9//Acu9KVP1PFxb9fSeOsHylrFP34SLjPgxY7869WLmjBXHZeVT9s51u45j0ySEoPZwqSymsF2dtQuft7Nu5yRin3Y/JWDDOgmW/YV+/ZypO8H5XoWX2YliXxGn3SAvHysVUILdQQzfxYv95HGGdSt91InEFnzNf1evcdVS/z8DxSVn0Hd32S/oUm4Pi8hxNVjWeJf0jf8AYo/f7E41UsEUuwo3GmKEJ1dsfo41m/cNEhH85FQnXcROfQisSn1sM5eHO2cYfh/iZcDO/KQYrS+HkmFS83mKMk8b9Tl1enKF8O31E9ynq7IrD+mceoMwE2FKl5YNPurBsXSnuihyHznc2wUI24d9Zyftrnt5n2Y/VM+cgR9A5jDP6rGLgRKdSohnDZBctPak6xpqv8VprhfbjREIUb4wbw/Fv943Dypfj8O+rXc9CphuGIBZrwwBVshQCQkAICAEhIASEgBC48gkceXcP9uz1+v/bKtSr2ZARlAHE1PsedSvV1GnTjbM0pVond+VsaW5B+8dOzPhqPK/QckxLyuWZKqKTayKDDirFOOT80lCqqXSmiZg6vvcMLjh1OQPba/WeLtCVxLxlHrdCY2aARiDA+ETkGUo1leZLUWoC52GjznkH1+6S572c4U+8nUq167rQ3kJW/N/lHId53+FE388qZNGGf3cr1VSe4VT8LKICqf55Tl69CxnIsUlZyYWjq7Nda6cW7tI6LmoeKTtxSLUxd4a1cTKfmO2aLBqZj5uDvBXz4OQSJmUBMyZ8FubcGpxyQmvFb+W4lWoqx/BIpWAzajHuK7BEAvZn9xiF8QqXwNVTqtRvTEXn79/g5NGElbTgcynVVMRZtJZKZpvYy/ZTblp9Ue6E1SvdSjUVZ9zt9PdWXobESM5E+6s743dd1HopvNtL5eMbVJxw5PybrlRT18Z8aRbVPSyPiiddqaadxQzFaCCNZWjd9r7MCbN7B10Tpt5+qz6XDqIOWg2onFlpKNWUJF+6g8oZhsTVeR4+Y8Jxq9e91FebHuEYQG9NWOlSqqnMKIulIEdTAujU1EnvMBGLn1iJcWe4M+3ixVj8ZD2m/mANkv38VrlS9Hvv0rF8Fdt43s/YxoZSTaUN/7IFOd+iwuKcnlNn414qGMbh3x9yKdX08+MYb+VXgYrNe/WxSD99ef6eOcH+TNupqeEYE/UV9h5aFKlloR/rftUUl8QI3ttUsI37yq26YsWV5lZW9oI+onWePoVON+wxuFUNSqerkEelp1K6uZRquMgdSF8qoxKSY/WN7PtGXnE/K+5bqUa57PnrKegiLP6yfn+PCb+FuZwAV0hrYe+v8pgvlVl5LqUau7iyqKUiHHdMZj9tx8G3GPWOxSgzlGpawjGqc0/FRCr++83j9F6tToqLS6mm8hhzayJS1TgcxWXX/DivsejEqWZVUz2MoZUt9eMMVCZSjvC5t+g8jeu9fnjzZi1S/zWRCkVadb7OTsdw+oiyguN9TmvCvSVKwTsLa9xKNRVjDBL5Q4AKM6Yp6YBTv2erqx8pnuMzTCnVGNpPqp5gwrLiMk2pRk0brdcqqAC0eJRqKuKYWXjgB6qyMzCZ9TGFcTk4v53qdA0otFL87wqYvmXRFJ7tJ6nRI98ZN6pyuvB/f0tLx6/NCK7uTHGp4ZpLTSjphIAQEAJCQAgIASEgBITA1UtgHP7t18W9WuuoeqvX+jlfVpMtT+g6WsFf8GnFoE5x4gS3IincZQfmiRz0EUvipGQGLRM8gX69qCPock8uPVcGc3Rtj8S0EvBRAFyAkxP3cV+doys4jPimG3ULrIEo8o6+wp3/nlSKCjW9UjYIRnCZh2lfwxEepk/EXJdV7BlqIn3ccybQkUrVqzy0Uirm7qxVZ1RKn9K1dupq0R2sK0sre6DMmaZTZe4vWsC4+knVX+76B12x44pmulG3dtPlpHXTDxJQ+ugWLmNKoOLHiT1cXoU7lmEOdQIHlcNwKjRnaZNlVw7qcwzm3RVOH2Kn8JczysQyHAv+zjDl8I7mOu6n7q5o/X8a/dKnqPNa37/rq771vPHWOcDL7hbuP2s6q8/LTsV/5luxbJFViz/rq8lI/F4S5ihr0GDqoPXT/8+nn17QFIbs0z58xmAGxbX3K14XDr7JOzv2Lk2Z4VOJ60bDS8flc0n7Mm4e/vNn85DxKyo/aU2Ul3JrzzhBnlE7HqpFkXf9va608E5mNlMK1dEYTh1SVkKdXCLIXU0Ches6tPtjAF04UC4DOtdJ2VX/vFUt8Rw1Awm3A5s2c5k77ZGc4VxSrLjQCkpRmhelj62d3OxApZkVQUlNM7DoO1Tk7KCiaQdPj5+F1B/SCvNrt+JCyymeoFLu8cVIelw7dP+Jo9ViHIeMznfUfR2Or/8fpajpPXS+swWlTeo6lzbT0rZDHXbq1menlOL9Rif+cFKdpMUWfXH6hPA4rPlZnFaPvbyQ/D3D8sqI1K6WZbKuN47qxBv95NHVtImpxuEBL+Wwlg2tyo5QzzUrXh93Z/DHhlmvr8GapRbt8qzYVKSmJXKJO5nRFyZHESTc1nedtYT842ojjTe/j7mDvtTC7VxaymXq38hBO90LKPnDKf+eeipAv3OfbsHnyoCfLSdUm9H6U1NYd+IQrU/D7/s6yXtCizaeJeMrrpMf01cdLyf+c1yPYfWEquztCfo9ZpqMedcBh5q4mPb2qeg6VAbrGWDZ9zjGMLjy1fyj0pp0P6/dNUfnpEUYpj+iWBsmsJKtEBACQkAICAEhIASEwJVNQLPW8VEaBKiP92ScPmNyqFTDt1bCmjnPPaFv5/KWjHw1VRzaEDqeGhbv8geafYC6dZyh4mCsX0bBKJDGjNGsCPxS9vpV+chSSrUELm9aZCxvUpHr6b8q703vZIaWwPsUjzs7lM8sr8qbrvWL4UAnlZqBlQa0RllJpRoVHMVWWqS5ONDaxLIoT8tn9A2h2ue8B+nfh1vfeTZnM8F0PS1O6AtoHCd3Aw5eImtpx/ytD7cxd1Chxmlw6ZstmPNt+trj5D51nT5hNI9je59pgYMJXSK7yu9sJ48xSvGgatyiWdUoA5+eof+690xzCWf86vn/s/c20G1WZ7roMw0W5iqLUyU0HqgCjZKOPfRYdKJmFm7WmPRimGAYbKbYTBFTKjg4HUZlWt9wxRkqz6k1nEEN13BBlwPONCIlyoAVkiiHOCkxq4nPNc4qo6xgn+FYt4nSxOow8iKISfMdgnwyc5+9v++TPsl/SuLwN3tnRf5+9u/z7f3uvZ/97nfbLmeO+T2KjveE0ery77IM1cVMO1e1cWtbG7WAMhg7TGP1m2hLa4hbWp8m0fbj2b9fMd4ZNEPL6vTCitpSFZZ+mTGLkyGnuPL6V+5Bw8HXBW0g3CCSEz40FouqP67w1+4QhFoeE78hyII4sTgrpItqRB2egD/cg7oFeUtrEXWYr/L2KfXIEtVFuUwniUF1I5bLCmxDw1puB+UJoCNC6ynWJvOjvTMmiUOP0K6kGx+l7GQYnW8niXxfN7eg0x7df0/S/laEdg8DyF8ZQ/1hQWM1oPtpLxZy2/7k2UnY7UvgdBaZaD2upsLWbplA+Y+w1yU0p0jk+P+AWq20nSkqa5WN33BjDINvZ+CrPY1BEjYND3RTM3MhtA/ohyeWLrmS2lR6tkn4kCxk664vCBiREMlZkkyO26hBpaXnjGOE9V5oai0y4hQxSHdqXJJQXqOR25ws90s7oWWoEfhGP+2d0ebe4Ty3HnuJAbcMPxyEq2SBxIxo6l/zGxXXN6iB9n0fYutpf3PHMJyHWe2+QW1CbRyDbNN1rqkEr06++fStpyynKEXjdSaDJtIUJDVxuNnQShRPSLoKsbG8pryw1Lg7RC7vblPrzI6aK4ABubKRpc3PBLA6gEb5mfV4bYxXxCK2rZKSQ/s1xTrA24viPndRYlWRKgQUAgoBhYBCQCGgEFAIKAQ+7QhYZ6mVlOUMyRz6a1jtLp2wauJp2WRhChFUSQKlfmagDEo8zVwE5udkSubXDJA/0Y/wEJUxFs5FEpghzv/v5AeCHrJR48862eLk6jfEqgSqHPaQZCpx3O4Y3ZuHzVNX8Jo7fLTES2b3/0PiTOeaSl7Im0mcpjYTVhXtu+l+tAIetqs9JLhI9L2VhfNqJ1zcsqn/d+K9w0lu8nKAB19eBOdEO7c9ZV7eiYG+GCeazWgyCAbXqiamx5M2jS1ZhcS5XUzYpnL+4dfweSPfkefKD5LgqaRbaGPtxD/PWfZCvLy4dOYKZPV2HtcZHPsnSzCS0k9u4PTbbho1zJPQ0N/baSfJc3MbiYMeqfGS/ef/eU5lsKQy42UlbUnU17o/YK2gFlE8VUr4aqkROYGXvOY0qYxsoXH2UWrVRGgna0UOPTzgIXN2Go+WRzNCL7Yf01904x5TOc0IxW2Ph9lWjPbjvO56PufpqO+QlCjUX1GPq7g1cIzsyMUnGyzF4aWGMRrBt1nko+OrDfKbesOBwnbz7FuShoFTkH8MM0qbabY1ukzVTBVdGlZ0rWyE/z8HZBLk0bCUW8uFBtnkYr291tbWSlJNnBCpn0JqxlWUGzJw2c/I5scZC7feP9yBppub0XJHC/83o/lW2oKjuMqljpKTZJ0UqaUnKR9cEGnVriCpRhtwsS0DyPHbZsT2RxJ9OoloJKIdlWRUgyCZKohj+apGBhxmuzXCyz88/OJvn+QV0xVafNz2b/LYdqcLje1+BFbytYnVWaHhW1/OwVojtFwb38jA23xhW9FCW4c8bGJzGAkSio1Cm9C+HI2LmbsCYaz7zp8YoDxinbteJ8KE9q/QsHRfYxHs+aNIkpRr+CrjMZzd5ZaLDANvlsr7zGu9UpY3FDQ0WR7aBsy//fcY7OMhFuJbrWswEtfjbfrqUnk/IbTi+A2mX2QwEp6nP4pYmycgVTQKAYWAQkAhoBBQCCgEFAKfJQQ4CXsjieSb5f85yTlC8kcoMZS76kWc6tB20fNRjNAulCa2tnC7o779awLvG3NxYf4sd/gNeTpcdMtg2eSYEZTFrdvPKU+s9L7cj7w/w9Mdmf/EprhxIl4xzLLrb+ANDYE/QxtWtAWX5OTlnod6pYfMwb/XCSYxW71IztS6iT5PQ9OniFUug/5naFuHxB5vDIJL18YZ5taurk3MJ+2wpd5MyMMDMpyOB+Rkihosf0jUSXZEdtMg+IkUBjbRODhPZBRumFu/pJNFSaBvv/iev8Lia/h0L092HKVtNzI4mUOMt6NHetVOCtLPiQ5u58oP8aCB5wYseWRenu3FyLvSK42Gc9vZ/bGp31C8tuJX9k310NP/1tJWkIM2jSLb0rQX1Swnm9Int5jJyS3xCNGemjCMPjJEDS7mO0+Nn87WWnrT841D/J7dMRqKT9Ow+zAifp4guI124T6oQs2cZWc0Mu85vEG8BvuiGDxRSiSJ/JTXOfGsEmdf9jXZTqI/jrAt8ZvSjlzXNztZG+lODoOHbXKnJ08V9bail980y/qRZ51I7taNkjsu+98qK0MlmZnGz2zf1Hmjj9N0HhAR8PFkV9Y31slhTu694lAJutRbR+VfKzbaoSi6aAS/4fvPoNHpRMuPwiz/MA8aGNAJEWs9Yei52q74xj5uK8UoDyEIRkm60EZhSnxjL2JHGAEJ86On+NfZjE6evDn8FA36i1MYWc9zJ5KyLkR4Ym6W5M9H6oxteeZpkjJtuzC4v9Nib442DsXJxfW67TAwjDyBklu/s/uJM0+bjO5PUbayLJQZA5uijIZEC7WchI1EYbMtRK3hFO1v6TKF7VWcJinanyWuGctNg/pduzJw38uDVSSxV+pzmTjsYTRN+VSDxtuZ2ush9O5Pk8MSMoRmAHxdiP+cWxQXUHPqIMuxut7kOWVE+cwow3JBQZJMc8VB7oonfAr6M/pQFwZT5nduR4Rab6gmRrYMwjzUo53aZKmJnMQlM0qNV2p42bgdm7q2SHRyW2i3WGaowJnfSBrSLPXf9F0/cy6cA+5lgiSzwy3sz432opP2+tInqJnWF0H7QxFZr+uWfV76LiVK5SPkKaczjK1exqM/AzXrBFE3spGHNewnUX2Edi6foU3CZwXRSvuKpiog75bUs/5T67lnK2XkA7SXaHyrYrw6afxedpy+8+w3Bkl4TtPXGknPx59L5iMSFYdCQCGgEFAIKAQUAgoBhYBC4LOCQNVl4mTMPOI0Tj2dc93Lk/iW6SRayfsFJHsiATziD6Orw5jIVHtobD6APcEwxrMkJ2hA+4Y/bUBiYwKhbobm5PembzWWaj8ZBJ0Z9yJqIUznLrU8LPezvJEGtXeRbHpMlIH5uq0NNVcVAwgNhODtwwjRTye1C4Rr5rbHZvsB+Lk1K615aeNr6hYf3ef5/lo0FljuyMNZptUL/+u9MkLbSi+Cj+YRfoxkCqFycnupsNMT6GpEvDuCzl1Guot5ouePflCYTLlIyrT8gqcybgxJzQahyeF/IgL7QBDhV0ko8JAFYZDeRWtpCX7TxOI2xP5LBO/8JQmHIP/LaHlAwKNB4OUQ4rTn419Tgxqe4hqpojYETwr1740YibvgCz2Plnq9LFXcaoeTnORO43Ty0HhR9k2n8V58dLkHXmqHRA7VoX0NNVsKTpwwGYVtU5gTyjCSW/UXthXNCHfRKLg+67Xkm/ahDsV1T9UudISCaK7lZPeRCMbnKLvddQMaFhOvZ/U20PzFm9BonnRr5Ke8zpnZtHxl85GRB+PWVovAoy3cHs02QPtVwrnWdiJyWxWCbDvJYxoPlmhH4O4JPMlv2r/RCMc/Dfd2o01o8M1ZBk9JfS/GIK6m5tDalmb7phBtPNaD6OOsR8QmISO2se50w76/C73bk9Da3ShgQ028cHcCDm4PD7BOSceTGh9/wkcyJMITLOvhF6crWtx0bddVtm3UuYanJiKK0FPE8CEjF2w/4XV2BIO9OHhEg5unqTY+HEXVlT0IP9uF/mf1RGw8pTcY9RfajyXpi3vJAweELlJrWXlLExWHmbA+3GXIvPezPC5AP4GyZsl30DGaRS+3fuol5otqEspPhNEg8eHpxTzYw0+yMeDjVk7hFlP+Ps33ou5OjBbi0l+W//IghefZzqub8ec80XM6J7Xido1J+eS+LwTfySCiT3Wi/yndt+fOAML3CDMAWVkOz+1LS6KZOC5Kw22tBhE0exz0Slnw+KNt+N5jJJECfhmX+/ZOBG88gNDmMbyf78B3WObsYyxzRwEVCD9hnqrJJRyZD/eDbhl2zp/ZvtGSRgTWss7tp6avQ4/J88DjaPv19xDf1WPIZzf8PDglyVNr07/WyfjscX5QtmdrLc9lBQ4eeRhBMU8O+P4miGMPsV091SW/sa2e/dSjN7FPoH03kqmi/xTOfrmeAQdPvA3cWpSR5fEuctJ4IknsHvYptpUdaJOhL87Pb/0r3XxHffq0WOVRTiGgEFAIKAQUAgoBhYBCQCHwbxMBoVGBBVW0b2OwHZ9QGPLUYpmk5opd2MAyHe+xwLy5yH9pTF7aMKqmvac5oBIaN8LW0UyYTov5HGWR5WesdkniGWWdJoxIu6qqiibMSjOpHaIWzauN2NklJrEfoasQN7F1jtmekm+R00rLftFKRS0fjdvBqoi9bZb6ZtbR6fxdjDJU/E1F/qkJNVfduWj4GRHLdlFlaT/T1F+I+iKwrqJ9tdIqfLGzN//xm3V/Fvmq1/uPqKzT1YNzLfVccRhlLmkDZd/ZbAtVlKWztadzzVol/vW0Z5bNlcRh9SNlubVPKCur1e8n5VoRa5+UL6HyoRBQCCgEFAIKAYWAQkAhoBBQCHy6EJDbVh0Fg+Wfrsyr3E6LgPqm08KiHioEFAIzI6CItZmxUW8UAgoBhYBCQCGgEFAIKAQUAgoBhYBCQCGgEFAIKAQUAjMi8LkZ36gXCgGFgEJAIaAQUAgoBBQCCgGFgEJAIaAQUAgoBBQCCgGFwIwIKGJtRmjUC4WAQkAhoBBQCCgEFAIKAYWAQkAhoBBQCCgEFAIKAYXAzAgoYm1mbNQbhYBCQCGgEFAIKAQUAgoBhYBCQCGgEFAIKAQUAgoBhcCMCChibUZo1AuFgEJAIaAQUAgoBBQCCgGFgEJAIaAQUAgoBBQCCgGFwMwIfOTEWiaVRKIvhtiWGOI7BjByIjtz7i7wTT6XQeYE/+fE0dzKKQQUAgqBzzoCeSR3JzB85OOWeRoSwXZ07UjNDng+hdCftCOemiW/9NPV2o7+E3kgn0bo/i6MmN4rCT97Dj69b88SC+KSELgopxBQCCgEFALzgEAeI68lMDB68eYmF5rJ9I4Q2oMJmN3gucR3IWHPJZ1Pol9tIoPUkYv/XfMZznN3DJ/X9/kk4nbR8qSNyLHdrOO/i5Y4kDuRQjpzPq1onjN1Kk1eZADZs/Mc70cdHTmXgR0xRJ6JIL47eV71X8ukGEcc0U1RxjGIzKnzKUQO8fXtCO1Izxp4cIMPXX1zzFFmjWH6l5dM//giPD2bQfQv/EhkyuLezPtqD4JPB+FZUvbuAm/HdgTRtSvH+FsQe8kH+wXGp4IrBBQCCoFPNAIn9iC0MQosPo3YT7wfo8yrQv4fOUFZcnoOuD5E+kwezlm4oZEtj2ME9ej4og04exqjJ8fRbIk1y/COT8DYyJKlj+ZyQQ089Xn0/jiBpkjbx/itP5riqlQUAgoBhcDFR2ASyWejSKx1oqm+5uIndz4pTKaRHz3PvF1I2PPJ6ycozNHtfnTtbUZsZ8dF7C/zGHg+hOgocPraGLy1auY5UxXQSECO8GXLlR8DRmdTCD4UwKIHI+h2fgzpF0DJo39Dp6wv713XAN+ntL5khnrh39BPvsUJz7U2DGwcQOztTux8uLFQ0lkv8hnEQp2Ij4rJgA2OxSQ+T+YR2xhBxxNRNK84h2+UH0f8SB5N984mIzMYHsrhvWtmzdV5vfzIiLWRzY8XSDXbYhfqWZj0oTRIewFn2ElUnVf+Zw20cKGD75nCFQsrEKIa0qNHcRqXoqa2FjWcw1mdlklj7HgGufdPw7bEifrr3HCU+bH6V9cKAYWAQuCjRmA4sVNP8mQcB060ofnqj0tI2dD2k51oudAVuPwIerk44nnQB+cCFo3xlXSvtlpEXunji4+rnKVfOHdkBONnF8Fd6yx9McOdNpHGyGH2g5NAzdV1JMrKw2nUntiJxH9LsSerQv31zWi/1WNgYEfzug70+nvRf6QFbSs+GRjMUFT1WCGgEFAIfCoQsHFS57BdhEnJPJXe1R5FX+v59XoXEnaesv+xRbNwEfvXajt70ovockmSA3r88S3D8IaaLmJin+6os28lWYAmuC7/GMrxzlEIPR/vqvIx10ebF+1QDL1GfckcJ1/xaSTWOE7vJKnmeSCM4K21EsDcUAS+DX0YebAR7pJB+zT4aty54g0gCSc6QkE0Gwsa+Ykk/rojhN71PXC/EtTnANMEn/LI5kYfd0bmF8yScG6c6ZHUvW7+v/9HRKxpGB0SVZhucQuiPzG1x/JI7+eW0AkPGgQHZrpTVCfc24/hsQwmJ6vgrG1A8+1NcBqNL/NmAjsPvoeGu9pR80uyoq9T5ZD+lq1sQuvtDXBwApY9lMALg0aamTjCz52G5xutaKq1JqQnmJ8YwQvdXeg3vDtu70b0Prd8qZ1IIvKjEIZPmpkz/zrgf/p5NH1sE1czH+qvQkAhoBAgAlSr7309h5auHiza1IneRBLN32uYCk0ujf7d/UimJoDLl+GGtTeh0SR0zmbRv3kANXd44UGK2xn2YSSTg8PpQes9zXBauZuzOSQppweSKap8L0F9YyOa17gN0kdsSY0je2UTmlcWV40yb/ajf38S2Q9sqLu+FS1rLsVUiVzMcvaNBAc/LnSumaHzE/n9O+b35jap8ZykCnl2RTOar81jeFc/Bkcp1B3UPBDlKck8+543B2ReJqhqvqz+Btx0ayOsC5e5I8PoHxhE+tcabF+sR1NTEzwrZsgtsRjcHELPLqqeV6IhzXwneriqbfaLZpFXeBF7wtQ+E+rsPsSOsAgrPKi7jNsFNoaQ2N6C59mHSlSdN6BtcS9ie0bR9j2PGYv6qxBQCMwTAnPJgcyhQewbOoBjE5Owf5Fy8q4WyGHmqRTi28bQcE9LqdxkvlKvxTHmaEALJ3VijDkwMIyRY7o8brqjFQ3lcmY2mT2lnJS9phx05ZB4uZ9xU4ZzHN32rSbUcHycHoojtpezucuXwHMjF2AsMpr77WeVjWKyE381h+Z7m6Ad5Fj89RGS/g403NGma3hxW1N8cwyjnCMucTLNe5imtd+QZRlAMp2FzeFC481NaKg1+whL3ms1DOzch9wXb0LbaiH/Z89X9hD7onec8N66nOXvQz9lv4j/lrva4F5ig0Z5Ht26h3m1w+W5BW23uitajtHLm8UNZf2ffD4EtN3hge28+k0qFFzmgPvrN+GW1bWFvBTLUYfU0B7se0PH13NjK7+T3g/qfmpYBqYtvn+effE+0Ren2RfbuADThKYbPXIuVF49SsJa8l0/OcK+hVPb27xoYF85Y70WyV1oHSjLVH6C279eO2DUCWq8rL4JTUZZda/89kMDGHhDHzs46znWuLWhWK8s5Zhp3JJh/YgPso2dSdIUEReyam9A86olxbZSVt8qapdl5RC3Izt6katuQ8+jNnQGezGcY/0uHzbMOnYS81ezLs9cBwq4zDGOAefTg3v34cDoMUxW2WV7b1ntMnJuaW9zjpmMIPP2J4+xX3B8trq9dAyYz7Iu81tzXJm/bAnbRzOK+RWJc7FxP8d2g2O63LnLh6YrjyK2LYMb7uUYVSzA0mUOcXz3+rA+1rzRi7brq/SxLceKzolBvhuQ/vZsiSJ3/U2sCw7WhZ3IXlM6ZgXreuxVxm3I8ZHdMUxcLb5pBjtpzipNOVcn4hcyilj3c9wpZJvDdQO832qctg3KhOVPBpHuBJx3BtGeC6MnxW3KN+ttvOhHl3sDHDdnOG5exrpv8hyQ9X4QzjtasPw3o+jvH8bYRA7O61vgu1nnMPR4ZonDSGg2vMyxc56ye2A3ZXeKsnXJMjTeYvRVJLKi0RjsjiKRZb9Cr/SXzsli02zMXwlSzY3un3bDbSFZbUs8+OETXrSvj2Hf2xp89XYI/ufAhLMo+0T+zfYv5gGUXaL99B+vgZeyWXcakq+xTR0cY52qQdNd34H7A16z5tVbB/2G7wv9c8mFRnDO4U8OYuf+r6P167Ww22xwrfEhYIlESyXgC0RZ4KIbGU2if1svfOEoWsjmvje6DwOvk3x7PVH0xCvhL7G5AT19AZz+RYwTQjMWTrL20u7QpJvEmgm0HjTd14XOrUIZteiKVQMY648USDWb0wXnB2mkJcmWQ4RbcBrUFpwicOpKIaAQ+NgQyOzfxoGGBzetdMH+QQOiGygD72soWS3KcXXM1x0n+eNCy20NmEz3o4e2WqI3BhAVJNyZLOK74tDeTiJ/RJBELni+nMPALk7+jgF9oWZ9IM9V2U5fCGneNdzOiSRtn8We6kLsxWZEejs4uJnEyItxJNbUFSZtw8/5EN7LUQg1lhuuWYjYswH+1+EqlcomhHkcfJVrSis74bJOzMzX4i/z+8K2OJqua5XE2tjLccTZRfdTC5pdP9wr6zDCfmL49WPoeaUbLjnoyiFGwip+BHCtbuGkbhL9W3uQ2BpFZ+R5NIpJxf4w/E8Nw7GSJB3xzB6KI8TOvSVE/Ni5lziu1vnbu+Tqp3x+xUyZtYR6Z1SSas3f70HHGn2QO9IXQtfWGHammuX2kczuJyWp1tYVhXelPkgR/aOX/WOo7+uItIuVQTtu+GM34hv7kXnQUxhUWlJSlwoBhcB5IjC7HKhCwt+OKOeG7htb4Flpw4HNUQT2xuCPbEHT5acpS6MY5aJEt3WyRHnx+LMxuB5sQP2OTnRuphStb+LEz4Psz6MIr+e48vsRBIzFhDll9pSyTWLsVcrBkwN4gT1CfrEbnqvGMbCNMjyVQ6B+FGGOeV0rPciRrEjyP57uM7Sb55aNk9kRlos2yA5FQJM6cK/2YFzEw4ls7uFOjG7owUhJv5Ev9BvaaBzeYIw5tpE8YXlJ8IVfj8N5exCR+0QvwLwLGX5FigvdI1Kmuu/9OtpYjrlkdvYww1G7eeBF7lM542D8Syn34/yfRuBhF8Ib4rCtcMOZG0b80DCXjbgF7NbySewUMKGXdw/q7ipdWJrMkmCkKZtWQaxV2m+eSqLr2yG5/c21kkoA2UH20wOI/h0XSyL6YoleDpKve3KcwwDOeuIyOoBeYjzJ79TCxfzs4RdY1lvQKog1mtkJt/vB3grNdzbDxb44/mwIsU1tNIEz1RxESVgj3zhGjehRMQ+ywfuNO2av1+wfL6QOlCOcfTOKdY+JuRzrBMnA7OEEIuyzY2s5JvmuWBjkAlOQC0yj9MEFJs/lXJTaHOZ/F4K9PboJoTnxvwHpXxzEsJwT5lhcKmOQ2J6pvnkqaJfl5ZD3tHu6jXXQ/eANcHGc0ABqI+0eIbluITnmHDuRWJN1efY6IHCZq03kj8QlKYFqN1ruYl3JHGB960TsjU70yS16Rnubc8w0bWkv7OHZCSQ5BnN/wyT5SJkd6Yd/PYlJ1oWm29uwROM4iflNTvSg+w7642JFqIMkzBm9XSzKDSASoHLNYqJxshmt94kskajp9iF6iPN/J2WfI4vYBj/i9JM/aUPgTi/wDhcphzi+5Vi0amIU6YkbGGwM4c1xNHZRFdTi0vtp62tXDW64r4UEThovbIxz3Bun9BBrtlwYyWQo+8Zgm+QW46eoJcU4XfSRPJSE7VoPOlaWjRctcado5mSYhFLkHrbxPtrC2j4CjQukhRDU5ArfH8Awyyv6mPorNcoc1v0hH/qeYH5+fZA7OmJwkEjKcQHctpjjxJMk2Q+NYvmqPjSKYeMccXDJYW68GE16dxidG4c5J2Bd+uN6CFku+irfExwXc5umlVQTtpCf/CvOM1Z0oHaO4bDQ2IuyHrSFAiWkmgmTbUUjdRpjGHzrKMfey7HvMW7TvzEIfsWCyx8bJA5x+LkoIBZgDm7qRcLhh+8O3p4aQejbXazhRp2Z6Ef4oX44qvmAi+DLC2Dzfp7cR0Ss2VFHNhhiUiWE5FMB/tdX4Ztvbi6urPBj9Jik2mIPAv+xA3U27rv9cQgDFIjRAIUo1QEvJSFXcFwR891Sh/GfxzDAPbVgNX3k+ST67uuB99cUIGK/Lm24+f+PZjgcdYVg5sXp0+P6ZTXjpK2ecuf5LtUZf+3H+I0h+NeITlhD9H4vEoJc+2Au+0Hlsal7hYBCQCFwMRDIYufGETjuDENOFa5vE3pe2LY/A7c5eaBGW5Ckmm11J7ZwUKVL0Ta0cWDreyyM3tVRdPx7ymVmL0dSrYmkj98gfdK7Q+xU+zGmNZOoY+ceJKlW3YTIT/0FbQzvXUn4SbZ1bvSg77t1sLHDMrfTaKmYJNVcnED1yAkUE6FNhWjnNHY3C/BM4jQnFq4/LQ68Cq/MC66GiX7RXBSzXcEbbtvXbqTs/16jfJc/kuDgMooDXPESg93UliBJNRs1jjn5NTSO27gaGb1/HXrWv4B6TkYOPDcMGzvvqKkFRm2MttQIJpdN0wsvWIr2B/xcJGpCfrcfndvNzM3y19mEnX1NYi5RcO5bSVpu5YBf2ovTcICDLKwOFEg14dFe24Lg2p0IbeXKansAQs9jyQpBsNHwrRhsTpM9EU45hYBC4FwRYBucQw5cv462gV0ktI1213IHZWLrOkR2jKKJsuMHq4Hwpn3QbjZ3aVA87U9wFOyG90YnnCe/g27PcrivNiK4lQTdM+0IP7UTuTV+2o6sQGYbpLu1dLbLxF0Oddya021szUmRuA+QuA+PkpCI7uSEk1446eriFpz4wBiauUtjbtnYAZsx/s5lPAjHgvrOpQdphNzLhRWSai5qX+wUE0W61I4uBDYb/UYVbRoJUs1JEun/JolkaJaMcHG7ayu1d1eJRQuKRNGBcUs97uTCyz0NUoantnBiPKvM7uC8QPZcyH25g7Z6mmU47XYSeQGWeUOSEzcuUNTLQvNgHS+i2w9Au3Uq8SQzbv2R5Z1m+6B1qyg7IJn6XP1mtyDVLIQQ08lxguojLo9s8sidMno5aCLgg2b0xDrgElWDc6NQO+0V8Tu18DtdKjpXMWeh097ex1mPDcFYFB6jGrXdk6WWYpnZBOkbJWFFxynynSap1vIo5zrGtrjsHPWalUDGds51wMifkRVmnpNeQarV83uE2mRexDu9TlAbiAuDkztJEo5yy9ajzzN/hmYjyakujjVC/5EH4QlbshXg3/jdbjgXif65AT8MeY2ul/p909S3/MQc7bJQgNKL3ME4v68T3XKuSLLgXo7CNlPr/lskdGV9r2Ts5DHq8ux1oJK26ri6AcGuBpL+clTIzLZQEzCCdRuoMPIfGqUmXSVjptJSztMdNVsF2eGrNYyrk3SWpJqoC/+JdUHi1YYbHD5iyLZ6hwMxSaqJ9vM4CVW9DuoyhmPftTohlXzOL0m1lodZn6WmqxBzuhwAx6xi22nNKmqYLaYG0zfWIXiPvnUxzzFqnrWiocSWF7XqxK6Hla36uJqEHOk4Ohe6o9yeKBrPiQRaH4oiSlLN2/U82oT2bz4JXzt3uh0eI7Gmy0IZzPqTG0SAWnZNj4Zk3Nrv0t+ZUQjuVyejchyTClLNTXndrctrhm+73oFWLvKOai2oGRuTMYp22MOxuNxSa+Rn7JhGYo28yRxx4MW58dIO9UpSzX13N7rbDZK4vQWO+9sREzKJhLfu8khxF2LgKbbpxU0I/6jZeD7TnzwO7KBdNqcXreUL1oUgC6W9NU3QM5wziDrTXNC41D1NpCggqFRQt5h/SNiKBQk3eSHRB/Z2CFLNhUDkcamJK0KYdcZ2o7nDRjydP/e5+Ytq9pgEQdV5u/FBDK+5I1Sx5MqK75ss+ClW/mPDEjTxuvk+n1Tfxufr0HovmVnpklId0Ljhh2vmKk8ALRyM+GnczrtCf5PnakdaGNAztzddUYfGVVzpKGkwut+aVT74Hw2j7yVOLo3whfjlhZ1aCtECqZbsi+ikGt/Z6upk513qX90pBBQCCoGPFgFtlIMEDkv9d+iDBCxwYd2dToxs5ATNyErubZ6wQz8//AuTVNNfOCgDA5wA9m8alJrCov9yrA0WSDXhy7lCkFvGCQE5aiyw42p5lHbPLMQQHB6EHm5Anhob6bI1irGfDzB8AwImqSYi5YjW95+DcoBb5l28lU48ry/fFmW8m+6PjIfmBnoMUk34sV29rDBg51ow9nEw47j9hwVSTY+nhitvnRzYEEexQMMJQH6I5gh4gljesBNXU8vBsbW8ZgYWONB4K00VMMxkvuwUhbMacrlc6X85QhAZMyMgsjTiG/KGiL8b1wsbG/mjUlO6ZW1pnylC1H2jib9jMA+zsl1JErMYlbpSCCgE5guBOeRATT1JtWoNWWotZPhfy3NL5O2cbQ1R84B58HCbEs5w60rh5F4N+zZRk2Fti9SetS1xS1Itx9MKxQn22VN51K2+hSGTSDOCSmV2eXGlHHS2IWCQauL9MmrvCtfSFSpM0mB3olZMRqSrUDYavltCnUVzQPY6bqnhC8rekEGqCW/LrhX9kS4Tc2/tkxrOgVCRVBN+3FwgaGPYRN+wuEWeCwRg3sMGqVaxzJa9lxPBR3RSTcRlX+bmlIr9GRd0dFJNPkWd2KtbJqrFmwtxAvM5+80jtCj1cOlBbY76NnSzr85RCzAj+xoZE4JPGqSayJStBq7CdyrLpSS5aAB9N7e9sf5IR//uwvbaMv9ltyKE687uAqkmXs9Vr80ozrUOmOHMv9nDe+SYJPhwkVQT79zt3di5M0hN9RwObKVGJxe5CqSa8MCxRoBEHIQtWWNn0pz4M5jZP0+KOAw3tb4R7jnapRm29K/GMRQpzrWcuxodsuvWdSRNkth5yBiFVTx2mqsOVNhWOcYSpJqWy0r5kpnQ4LiWmpJsK6PGAELWmFnHTKWlnK877ZgghZyoMxY3B58KcazqQUQQrAbproltmNuI3cqlOL2ftmQpG3xPFEk1kZfa272SmKoTAohbPENU4HHdHS6QasKPWJD0Cvl0bZ1cjIR2FANUjmm4VjzUXYa7NACaAyHxVnQTGCVn46rXZWf2uPDDLb7UlJSkmvD4ObK6dELLWJJq8k5/Vjejrd08Eo/1cHDbAb9QOqKzO5fzN43x9+UtF2CodcXydkSKpBoHitxZQdKKh3nVsG8alzbquEvvFYNUE0E/xxd0riXcNjlXHFoleIntqiS/VvqLpBrjzxzaI7mQepdBdlOgipM4BanW8n1yKj/xF/sHmaPpfiaR+yWb8/WzEFwk04QprqavLkf+hNBi5lb3ZTpmZozpJBdiSO4tEfXmpE7Y1pOwzRp1xss6I7a3m86sM/UX6XCaS8yELv5fOxrv60bjPcIH7NUAAEAASURBVDwk4L+P8DSGPYjTNoPuRhDZxpULF2drhuun6iY/5RRnFYhOTjDMTypmQs1U1Y49JkK9R1VwYKGUGLz9IE8F85J5TCHeGu5X1uPQcJphZnKZoTge59aqQg5XtOEZTiKVUwgoBBQCHy8CXPXpE50ttSMCnXKQgWpOyo4IaUWbDymf3Fo4PjrG+xy62ktV3UU46arfo5xcJucbjd/QBxLmK9uSpfJSyFEtI2wTcCLEVX89VdOX+dcmjfGbd2IGM7Kfg6MbTVlbfIPqKlpnm9mJrnD4rSxXNWfRWrMG/4Cd9OqvW4g0vuQkQ5RG9h0cmEgUdnWhdZc1YPE6d8qG7/woiMxfhajqvk6+cKygraC7vQUbN0Xfs19pb1MLI1jak9low7OPWgfS5VKIPfM4tyYRn8VcXf4bqsOLcREnfXLeVxwLFBOSKm12LNTHbtDe0b9H0YO6UggoBC4cATva5pADqd3cssnTz4QTTdUccpoMvI22eFqqo3ghMUp7lx5qNwzIyZL/j3lNp6W49Skgtj7RUWajMAZ1Si3cymT2NGNbKQe/VrLwO3lW5I5bJP+9PvESSYpxM9eHkRCvKpKNlKIyOOMRCwAFN4m8TNOyjYnvbEt0uS1k7zhNtQjirTAhLYTllrlGJ+LbxynzOKYW8XzDkvdK8yUkJjVS6qzZwocS28bVpf3ZEmES5tXC1yrk5EIuhLyeu9+kRsxXSyeFIs2667kVbVu/1DpeaJajZIJPu3AsgrkmY82nvbYNwbsz1GIOY91W8YbkLre7eS12qa3+y69Fvj2rxKS+6Oaq17rPc68DxRT0K22CNqX4zetKymrxpY1TG4+TapqUKHf22q9xrBNHRpz8w0HEXPiXhy/cl9c3vpirXRbCWi9OHOD2az7Yyy1zR5ySILZV5+ScMUO7tb5VbRyOVTZ2mrMOVNomtGOI8ORLQSKVSaiClr9sb7ONmaxlnMfro4f5Zdledb4jh6PHReTUWmstG59Suz/8/SZkNvdKzaam8kOajEMIWq+poQgTI1IHvmNZUJBZphYTTbZTi0mXR/l3xGFQgqAxhQU103iYImj6o0YGMH4MA/dtUtOVn0/KsDZcbxm05o4LHTYXWv+gSNLh/fel3HHVTG3rIubcmy/I7Y9g/e1aP0DGQjzUdeHGBeFJUiw7Ni6e8nCqVrDkFkcD/2Exzs+hf4hWwu5sNUyc6F5yHA+K/CxlHrOvzh6HIxOj3znwOpWFjIVb/1tbxQbYonOu7kDnzXq5M6/10HSJg9p11JydvtjFgNYr8QnyH1qflFxn39wnyTQvv9XEG2Q5SSouLZEX3DJ/iFXjbn2BOXdclN/JBSuadBlgn0N7h81T6sy4bJfNLsuHLEn1wm4uubDglYfOjQ5i7DIeUkCtMWFbQPz33meeBME6NTSKS2lI0nQestCiA85TZtqqxJCliv8mUeMwZhN8kjk8ivw9LjmgEeGOShsB4qrMXWYrCpGyV8XbqkI8sF1afExxPUCSL8JjWXVH46iPPoK2j/kkEUsG1aVCQCHwbxmB3EG8wP7GtZbEz1I7B99iGkN5efMkDj5L+xDGyVSLahbx+QT84R7ULcgXJ4GUfDbRUeVpJ0HvQi0zRANY++fZ/equ6t+JeDgcfjAML2cx+bw5QRHxUD6fmZT2C0T3prsqLP0yr8SJR1OcVdaWv6yCg+EyYkQk9Q7K3890X95JL6RWiT7wRrUDIveZ1ZTp36rj4NfMO/sZnhaGf5lE1WI7t7FyRZynmuY5qDhGNfN9u3rR2z2Mgw9UZpfHzJn9Wi+e720xb+XfhYv1oVvR3pALHdQiMQ1TS0/2Gq7d0rTO28SsZAILnD5VimPmTTH1YJ9qjhFlBOpHIaAQuFAEbLSPNpMc+GHtsCTVmrnlqMPYciTSS9KWZGi/mTIXfL/rQYLbhDIk1rKJmJwcNoqhLu31BEmqgbakYrQlZTbf7Ju9tDkl2jRQmcyWXqf5KZeDhhfRPVgI+4XCLo8QgxXKRjkjEVGVxSMeTXF2e6HfWOhgOiczEAZUzLKa/nNZGpW3WzJlnWhVmK/33zZjm+ZvUczLl7bLmYMCiTmN/ymP6L+q9GH+Xea5ujhnkW/L0oG137xM9Dx5fat/GQCT1GoWriwJ+cz8WWR+J/NB4S9tk1Hrb2d7HtkTxzB6cB96t3Kr37ZBi13RgufpLyz5Fna5BFk8e702ojnHOlCeuA0L+SgrSYgySHSvVdwGJnycnKbWnDnN0UwZZpZyyAgs+OsRzvBrrW8VtMvpYhl++QU+dsH7QBPsHIPJURi37E6uoB09avEfyPBwjwrHTmLEM50r1IGK2gRtQAZIqnH7ZyTG3QUmwNQC8/GkxVJXLissY6ZSj/N0p/FgDlJbJExltrQ0Bkn+NTzQTc1S0oofED2e6LjkSid0e/g0wUQSybaG9oPLcpA9LsgWaqZeSQ7gNSE367Co3NMp/QRIr7HtdGJU+PPAZQ5qWZOEZpr7gVICNydsDZOkqb1SRCgWiElk3Vw8aIQPuY16UC4YmIcmiGe54yP81ckdcV/iaBMxIhSA6pvhJxmnabKmoMqm4eBG2hJ7OwMftQxH9lM3i8RVD7cR589omDxbBfuSGjjNAwJoE06UorHsVMt00sgP4+ubI44RaljOhZd2XCe2OkLU0ruM8ussx8iX2VHzRSfsC4ol096fpObrD86NVDOC5zKGmp5xL8y33LP+AOcqNMtCG5TCJIo4AGRQaKbV0/yMJV3kxljHuUX2On1cPS6+bTU1D1n+nW9SIHiWTqkzOvnmwvLftvQ5xaJc8NXnLjiGiiKg8UCqPYbXe+Hv7sXAmyNIU+195PDfG/uVyZl+tQ5fcOhaESLKbN6JFmHXpl2c9vYeT11KIkd1c/N0CpnskSjtEgxzIpnnSREx/PUuQxw5uQLCdvChOeHLDPN0uBSNtPKUkSn51ZBJpZA+MsrTQ/SXGeYrRVsJWRLHOdofKpJqVEPt6kRDDfcRM0wqRVs+xjahKdGqBwoBhYBC4CNAYIQnoOU5oPM/wIEb7XS18ISgljtodP/mFnTQoD1GxclU7Oavu5654SlQ7/CaWztdhf9VGBsiDSYmPhU429XcVk9/SWqSOa92WuJx4r3DPLWLQ2FrhytmcXV/wBBHehFPiXXlotNot0xIbcNkS/GFvBLGjBsArpQJUwFFVxpH8fnMVwW5zy2yjfX0J8pLw7NFDDhgmxjF2LvcBsO+Qzulp2G7vAa1q5rgD/XBu5gbMMfFCvvMjkMf+bIwQeLgsIaDIet/iQ0H72Ha1REDp9jOnlJSTcZAYu1GG9JcpS3dVpvBCzxUAfWthh0OnkzFra22G+sLE9iZc6feKAQUAueCwGxyYFLa2KWMKltk1X5DYauLAZlUzdfbOcXi4S48iTnxeh5N9zbpvBaJAUGnNKwu2wajiad6BPMls2crc2FKXaFsnC2u2d65KEeFDeTe18poA27fChMX5x9atNSsEV3kfFmTmvk6g2P/ZHlL+f3kBsphuyCGKnO2ZR5O/4Ge58Q00Opoa/T/4kTb2VymbWf1w/lM6W3xjuYH9HmIDTVX16KJBxn08SQ96gjKnTtFj5VdVVqvK4ttdl/OVWJMkkR0d3md4MEQfQPITLp40ix9PPWCsU22GN/g82E57vl62cJT0cfMV4X+eTovFbTLKcE0blkk8eO628/TCjn2kmOwFp5cSo3V73bI8dILO7gF/JzHTqUpFepARW2CNmrFnJZmkAqkmoyO5ilKo532rjBmmvbtBT7kyZ9ye9/vG0QWt6TLMWV6kmNKF2pra1G7gqQaD3qJbeGhKGftcK/hBlaeQl9SU/Ip9Ip26KyXZMvyVY3MGE1KnbDmL4+Bv32SDxiv3HZqaqfxVFnTm/ae3MmwzGp2hIecrBOkDvkEaeCe5jnEoQkN3JJYdBrG9pPwW1VqFkpq51Y3mIrLRe+8Gtn8OGs8Nbse7kATbcwXxuu3ihMtyTmkjrJes7yrbTRHQrMlcpxKPLhrw0mbaf1baMePH1DsHBFad+5rLJ0Nyb8xkkl6fuaOoxK87E6hCcZTRXkgjJg3iG/j4rg//3Y/Yq+lCmVb1tqNHushHYU3s13YUf8NFvoQDw+TNvJ1v7YVTbilWtjcDxEr2vL8iwa+0DDOxRPHsiJPJEj53j8L8x23FMtKrmFUEraiT2XcqzmnGaKtRitPQ3uVvc/o39WyO3S2TJ7zu4+EWMufOIgBVkjhxJHHkcd4EudDfnTxlB6zgTcKY3RU+QzeTpCFP6rTtrb64Lu/Ff4NtD1Ae2yJ1HvynfUnvYtaE+3t8D8W56fXXct9uo2FpbUm+5xGJBhAaMPjGC2ZoNE/Wd8gWf3O9TwggYy5dGLFZn0nHnn5EJK7+AEsLtrdCf9DnQgwTCDwCMaMclm8qEuFgEJAIfDRIMBOYhsXFGzUVtNPvCxN1rmmhV1OnpM6rvRw4N7Jznr4KT8nN7QBxC2FuRNJRPw0tr05hqzofMTi2ZyOquhUzc8P8XADThIyJKE0Hg/X/wxl+rO9GCE5Ve6cN/rEJh/EAjyt6TUeG057RMN9lN3yhDgaE+WJP9O5mjVehssjQqP+0sn8sTwv8xS6N0ninTvHRqPinRwoDMDvZ16pdq9xIpvkli5fdwSxwyTOOJjzfduLzuf6eVqURo08Lr7Qht0B9g9LFk1PPgp7oeIUqGRarKGncVBcHyoZApYUTzsyLE+Ga6Ex5qPCL8ui/+eg8IheqIZ7fsDh1wg6eYrcwKERpLgyGr5fnP4G+Nc1yfiyQzt5b8MP7hHoKqcQUAjMGwJzyAG7Q0zLaBz6eU72CjLQh54hPqZMMce2sNXCt9aB4Y2UN5RmreZhA9WLONWjbcvnoxihnNGoHSvk0DpBnFOD4n0hBiqR2fQ2X25O2SgSMheszzVRju/9PDk1+ayfpxoPczGbxtmHaLi/o4coutHZWjtjjJXk60NzAjBjLOf3wr7sa/I7RX/MBR6aV0hxDtP1zU4pv3FyGGPiQ1fSby5gv8mTYMVCkTiZe4TlN2W6mB/5vq+fuF1JOax+Ulto6oH56edWNo17RbVT7Iv3kKhj72GaC7CW3Bp2unxXVK/Ptw5YMyKujfqd3Mg6sWVQ1onkUAJ+alTFtvZzKk172+v8/B3mszCGR2k8notx8Q2inbHW3Es7TkLppBL86U2W/UwSg+xvE5t4uuN0daaSdsm4rC79GueoxNu7VrTocudEO23o5V9nO9cqGzuVfKPy6Iz7udtEFWquoee9tE1GA/xivJc5JLDtkTFoUgtwhshLHmuIcR7eO3oeg62SeCw3E/ohAFmOm0ZSYrGyBo2c++dfD6F3P+uxGHOxnfl9XYj/nO+poeTyiDEOT6PnmDHF8ePIfsoOamqKkaGz0c1REHnua9z8CkD0oS4Mpmi3MjXM8W07lWP4oatpX00qKE0i+4/0NEktNta12Gvcgll1qQyX2Ngn407u7kWrTxC3dFwYFdRV/kSK39i6fVQ85DiWbbfRY/3uJrlTSraJqLg3EV0cr7vvpZ1FsUukzC0TfQPruBApdWtu4W8/As8NImeO1e/3oXfbAUwSj+xbop8oswkn8sNxqpmfueKoCC8HTwHlovLAY9R+PJIrjpeDVJLKCE1SOhLL7TQxkzyPKuJu/55ccIiuvwe9OwblOLp/C23ZG9yK+0Ff4WTRhaSHcruexyDlcJr1o5MHBQm7e8BS1FTzD8ufZPlN+/pLvyrqDMfQPBRzxKgzfh4CI76ZjfbvrJSkiGW+3CXzFdFs8diubsHOaD36d8TRT1XNjAGYCGPjUeDeP/9ztBiDDc993GpT04sneQKdGJrkCJLoIJq4EtDRLjjtonOu7UAzJ0i9e/W9yUIzovn7j1ONUp/8OK5vRbNzgMd262Fsi5dyaw+byuWydekPq7jdiFeFQVAxemqm/y+qpFoeTLmklsCsSx9TAqgHCgGFgEJg3hAQB76QMuMx06WysZCAzQ0fNZ9Crx5EjqtJjQ9HUXUltYef7UL/s7ovsToUjPr1jv6sPtkrhJ/hooYn1kWquOrG06X8e027Cy74Qs+jxTjdp+YqS2BOKgKxHkQfDyHBA2sS8pWN2+q7Yd/fhd7tPA2Tpw1N7eic+M73GzjZJLl02040OTkAY+ea2BVBaBdP3/rpI3LSo6dE7TBrmpbkhcQvjL2XNCL6dBV6fhRGl19MQITj8e73dvPwB6FTQK2Ch714/BmehMRBqemcq30IftM6gDLf0Gjx34R0+yryURI93RzureCR6FTpt/Q2ZgAOAPTLOMsVLz6VV04a3vWIkz4dDYg83Ynw/9lD47GMT7hqaiY+ESIOvBZab1xRFYadhZq8cgoBhcA8IkDZOascoNZI5OEsF3574X9dlxO2lV4EH80j/JhO+puaIp7beAoh5aTzbp4uZ25jETKRh2894qcc6jAWcHmCfSAUwJ5gGONi1YC2duaU2VOKPLMcNDXhrEEutd5UIBt14sUaqNJrytiuKGybwuihPbDkVj2cbUUzwl001C8F5Qx5ryBfi5zTyebpSmzkV0zEpnWcE1j7ERKjgUdbuD03gRDtIQnnWtuJyG1VCPLbJXn6nue6yvpN580BRGxRBLk1uOtQTE+92s0tTwE0GYerzVQO63ey+qm9swfekz00VdBpscXEg4G6eGLrNJ2PNSwMEknPiPFLsmvOei1J5ZJQ531TqN/bepDcpkcj6kT3ox26FQR7E2JP23jCIMctQUEmCMe5Hk1RdNxsfPPpyqF7LPld3kjD+DTrEHksxOdsf7e1TR0zVNguixFrGH6Vo7CVndOSJcJfLU+ftW0Lc5tfjodCzT12KvlGxYRgrQOooE00PRLB+F9yITXI/zIekn+PBoGXOe6giQ3/Gs/U8hvpiapTGDOdB2FiyfbUS9rsdfNU29Gt/OY/a5Mnu7rv40GGJ3kS+1MkiZ/Sg3h4MnDhEJNVHbQlmKUtQSq++MWoyc0FXh/9RuGmdpt0l3vw+KNt+N5jcWo7CUKWvm7vRPDGAwhtHsP7HHfV8DTfmjoOmIbiCI2ShHmARCPbeNuNTmrOJhi3GJ2y/YQiWDIURPjNrCR4T2cFz+DBUutYa0LY6rKh/RrLw7NZpMhbmOSWyIPuqG32PMfK1c348zuml1VLeRgOdo3JBeOaeh+6751A1+Ye+PbqMThWtnFMyMMaOFAePk5iY2V7UetOeDHzY2je2eeIQ5Rnbrzs8D7ZjcwPuhBZ74M+2negjSYQvOapq9SeE+ZIJLmlZ7XyX2Lf/dMwNQ8fRz/Lqo/IHWh+oBM1aZ62umknsjf7WU47rudOnOiGfvSs17+t2Drs//xBdG4YwXvklZxalsvaJONpb084x0rWmTtZZ7YlONYX39XGgxWCuGGQxP3xCTkMn0ZEyrAX8vNb/0p3IRFMF/b0aYPFnO6leMbVDm1yEnZh08YcZEzjVzDsoBaFXdhDsLjUFmqMbUvDeXsYkftqGR9X+ygBqmjPYTqQ8iKeKr6b7qUlXnWpEFAIKAT+TSBAQ9YaO6Iq2q+8ULko5HQVFyhslUZkyGs75XXBCW25GfsCDlx3J7H0JmE3oRBiXi70vmHmvAtttUniBPZVVhNA85L4OUQi8ikGuSWYcbiX5EKVYzWPkLdAeQ7RKq8KAYVABQjMKgeELBUD0AuQEXLL6QJuJJ9NyMyjzK6gyBxWi3HzzLKxkjhm9HMBmF3UfM2YYb4Q/ZboM8U8Y8a+arYISt9V9M1Lg8x+Z2JKX+VzptkDzvDWjO8C6vUMMU//WKTHcQBr3IxjEtkPTjMnnD7CC38679+oLEvnPHYqC2/eztUmJG70XDJ+mHXMZcb8MfydbnzIZ9kzJN2FlpesJzY5HtPeJLnDRYzgT2kw36oBZtTdkrZaQXl1nOaQwx81JGa7WMB2cb5yZ644KsTrouPDfOTPztz+JfTT1Y+5vq0hu+dFLlbw/T8eYq2CjM3mpUisdZNY0zUMZvOv3ikEFAIKAYWAQkAhoBBQCCgEFAIKAYWAQkAh8OlAILWpHYFdHvTEAoVFxMybcZqAitEMShB9PCBGOYXAJwWBj2Qr6HwX9sO8vnFzQp5+N9+xq/gUAgoBhYBCQCGgEFAIKAQUAgoBhYBCQCGgEPi4EKi9g4TarhA6va3UDOa2BeM0d+daP8KKVPu4PotKdwYEPpUaa6BxztQ7GuwOJ5y0QaGcQkAhoBBQCCgEFAIKAYWAQkAhoBBQCCgEFAKfIQTOaki/RftjH9BQms0OcTih02ov/TNUVFWUTzcCn05i7dONucq9QkAhoBBQCCgEFAIKAYWAQkAhoBBQCCgEFAIKAYXAZwCBz30GyqCKoBBQCCgEFAIKAYWAQkAhoBBQCCgEFAIKAYWAQkAhoBD4yBFQxNpHDrlKUCGgEFAIKAQUAgoBhYBCQCGgEFAIKAQUAgoBhYBC4LOAgCLWPgtfUZVBIaAQUAgoBBQCCgGFgEJg/hDIjSDRN4jc2RmiPJvF4I4ERiZo9+cT6NI7QmgPJqAZedMmaJ/4SHaWnGpIBNvRtSNlhkAmlULWjGCWkBf8Kp/BQF8/0h9FWhec2YsXQfZECumJzzoIeYy81o/khbYbLYtUKgPN0j7L6/zF+1Iq5ouNwMiWLrR39xfk13ykp43G0P4nIaQLIltDsi+M9tZWtPJ/uz+MpH4+4nwkJ+PIiTadmaVNayPoam1HPDWLn3nLTXlEmpTxmVPlzy/SfY5yfkcMkWciiO9Ozuu3vUg5PudoFbF2zpCpAAoBhYBCQCGgEFAIKAQUAp9lBLRMEtGtPVjXMzh9Mc9kEdkcxcHM5PTvP+6nk2nkR4tE2tHtfgTWF4m2qdmrQv4fSXpkTuuvtDF0BgIfyYQvs68Xka296NkxMjVb/2aeaOh/KIDO7WOf7RKzXv31s71IXmC70dIJBAJ+jJ2xwFVW5y1v1OWnCgESXttGkF/ixHweUXj0zQTyZ5yo4eGiwiWf8yO0dRieuzsR/L4Pde+OI6cVWDfd04X8nk0hyDb9wtszs3WinxFSz3XlfJa0skznj/TDTxlf0oYqC3rOvjJDvWj1+RF5eRi5XBqxjSF4N8zQt55z7J+cAJd8crKicqIQUAgoBBQCCgGFgEJAIaAQ+AQgYNNnX/mhHoSudSJ4q6s0U1WQk74q/v0kOld7FH2tPETPyNzCRU6g2o6Zs2tD2092osXUAKpeiCUM67DPHGJ+yp3Fzhd1Qi2zLYHMt9xwLpifmD9dsdixcDHxXrjw05Xtc80tq5OoVxfabuyXCSLCgYXVxQyU1/niG3X16ULADt/OPrTnTek1P7l339eH2F15naw7NYzQ3hyaHo7Cv9ohE/CsaZmfhMxY3jmKDK+9qyh7Z3DZt5J80wTX5TN4uIiPJ1KjMm2PaJAX0+VH0LmhH54HwuxHa2VKuaEIfBv6MPJgI9wfPad40Uq74D/RzXfs+fw8sr3znTkVn0JAIaAQUAgoBBQCCgGFgEJgFgQmT45i+8DbcDhtSO/vx4Lf+yN85QrLRI9bQRPxn+Oa//2b+D1DBUI7kcSeV7Yjvv1VDCZ/BVvNl7B00WV6KvTf/0ICp77kxhW/GcH2F/tx6re/AtuRnyFx6AO4f8fBLXLbkUieQv1XlmLBWWptDO7B9p/G8erAIH75zza4fmcpLuNeE+3IIOID76LuK1ehlIPKYWDLduQW1WEB4331rVOo+52r8M6hfry0cwiZ9zTk/9e7eOfDRfjyF8tncnkkd7+EUa0GX178PvpfjGOIW+1yH+SRO/YOFtV9GZfLxPJIv/kzxLa+hFf3DuJX7/4WvvCla3C5AU1+IomXXj6Mpb/3ZZwaZT53/AJfcH/FCDsVcG00jif2TSD49MPI7HkJ2Wv+EL9/tYFZwXvlaZ5JDeOlv9uKV382hPTpy/AVlt+KUe5IEttjL2Lbq6/hH351CtVfWIoaM/MivVlwL2QHs+en6M96NUsYboXt/7uXMPgPv8Q7/EZn3zuOSX7Dq3TArZHIa6Hlkti6Hdv7f4bRcQ1X8dsseLsfe05chrrCd50lPcZi/U4zYWb6WfQV89vrWZHPX3sHdb9rYJvPIbl3O158KYHXDhzEux9ehqu+dJWsq1Myz3YQL2s3U/yIB6cyGEy8gp++tAOv/7+/wKlLrkLd1ToBkmf5fxr/r0iNvw/tTB7HfzUp8/Iu67lZ589a6uFM5ZPpXrTvPW2p1EMTgXwWw3v3IJHYjldfF3XmcnxpeY2+EJBLIvZ3o6hxF+tdhrLklT7KHLbrzIdfgHv5Agxsoqz7ItuJfQFGdscw+uFSuBae5LbyVxDf+SoOH53ENW4XFlJmwpC/Z774FcrGn2NrPIFfjuew8PKFeDf9Nt7+h7dx+P87U6zTRhuPU871vz6IVPa34PzyNVhoESaZQwN4aUuM7w9i4pIv4Stf/ECX8V8Q8vfniO/6GetoDr85/QE++NwXppW5w9GfIPm7fwTf6mtMZJCnRtfPXonjJebx4D/8CgsWW/oR4Utj29j5Cl565VUMjWTwhd9147JfDSD+33KW/LP/eC2BF2Pb8fNfpGBbWoel/zJKXA9j0VeuwS/ZXhM/H2SfcBza/wQWfOHLuKr6HSQ2/1doBqZmhrJsV/GDp/AV0d4Fjlv34IOlX8Lk/xjAT7e8hJ+9zviXMf5/Z4PoA+M/fREJ8Z3+9Sq4v8Q2u6AGzX/4R2hyX2lGiQUf/JJ9WAZr/6QZV1gwLXj4lF6IqqacQkAhoBBQCCgEFAIKAYWAQkAhUIKAE4+En0ELtWJigSDIec3o0js64X0ohNgxoO56DxzZBMLrfQjvFzoLdNw6Gt8VR6SHtoM6uhDjpDKjTSJ7OI74xl50+Wnf7FlO0kYnMJlPo/ObXoSe2gk46+CpdaB/cxi+b0aQERplp8YQ3xrCoBG1jJ8/WqofkW1x5Khtlz38AuMdwSQt2aR/cRDDGbHoncOxVJJ2vKZbAJ/ECMm03l9kkP+nMRwcGubUknFmj0lbVnqIHGLr29H5WC/ScKK+tgaD3C7r9/qYF93HZHaE5ezFk0Ef1gV7kNg7NostnTwObE4A9V54rvagbTU4WS63q1R5miGm6QuEsee4hsmJYSS43eivdxRBSm7phG99CInjQG19LXJDUeLuRcT8RnPhLoGeOz/SW8nPHGFsDthyY0iLbY0f0HbYYdq2OzP9FuMst1R5/axne6npQv5xbFsv/O1+hJ/qRSxpbv2dIz0mY36n2TDT/byAbFlWJrOcPG9Osm7Rnc0g3O5DaOMAHK461FM5J/5sCD5vbJbvLgLO7PJH4mj9th8924/BudKDWkcW0Q2daDe2jk28ncTgkPiueWSPpZDK5GReinW+svLhon3vmcum3hCBU7Qr1r4O4Y0HYLvGjdolGmLPdsG3SddcTe+PUoawfkuynrYfu9vhF7KEdshsk+OsXwHaQ+tEZBdlRzU9nU3jhY2UrU8F0erldsNXBzHGOjKwK4IXDuptIv/rQfRS/grZKPz3D6WBxS5UTbDdjR3gQkEM8SN5I8k0Ivfrcm74lI1p0r8wC/BnUUpQ4Yw8dUfQf5ytgHmKbfBTrq9jGtxuKoh6ppEopDE6vcw9O4HkEcB9bVEbOr2bNt98neh9NQNnfT3sE3tkP5I4ottg01IJtLOMPVu5rZ/tf/z1OALfJj6BCBJsEhIy4htqZf/B/mRcZO94P8IPeeH7sxBxTcMuMBjvxzDL61hRh4m3R6W80VL7EDUxleUUP3kc3NSLxCixF3e/PojebTF0+bzwd/di7HgaSRJv4R9FaXM0LPvAgeNZpA8NI/7UI4U+0+6wqKWx3T35V3FgRTNqZYYLiX3qLy751JdAFUAhoBBQCCgEFAIKAYWAQkAhMO8IaPiwqga+XpJq3w4h9INePP+TDtRMk45z9XfQ7VkO99XGBOLWFnieaSfhsRO5NX44uAVO6NukR0fQ8ii3wRjbg1Jvyae0s9OGSMwLpwyuYd2j3XCuchdsDLXc6uGEK4ydhzihWdXCzUP9iL2WRNN9nkJuhreIyUoHGrm155iNEYlJJ2No/C7jWuSn/a4G/DDk1SdfhVDFCxHEYauC7eomdP/EBX9rJxoe+CG8xuwntSXIyacN/qe3oOlqfUbUdk8LovevQ8/6F1D/UgdsNn0r48ioHYGnI2gw8SgmU7zKcZLGiWVbuEE+89zlAx6K4kDGi2YSNMJVlqaelzR3NnU+HUOjTJM2y4JeTlAPQLvDy4hiCG1Lo+HBCAI3G5G3e5HcRDtLnJA3rIzCc3nNHLg7KsqP+KJWV0kZmr7Xg9zhVvR/Yx2679G3S1njkNc0dB7iliqsaEP0Ca+sT3iYmoabHkFoFznYhfq23UrSsxlbnWfFTPqZZvsw64jptLf3YZg1KhgjfrLu8nvek8UICWbj1vRa8V/b1Q0IdjXAs9L4TmB9XxnBug0RDP+HRjTc3IGoy4HW9f1Y95+6UWtovFxaqPNMqoLy2W0X53tXXNB/ox5Tu56kvPMgsjNIel64FrTeRjLZrtf79CEyRPWt8p2wgxY9lEcbZaa5pVKQS95AlPKtRd9CmUmT6Kc7OQH/EzE0rRA1L81DATqRHGVcq2swMSZsF3pQx+3WNUu8aFvcj4HV6xC8T6SZIRHlB1Yt5XUO0Yc6MXDSjWDvD+FZosuWzO4Q/Bupwcv1gzRlhshTy8OU46v1EmipOPMUY570bZ01q4w02J6DM7XnUySlmKKvlgKbTjvUi86Nw3Df3Y3udrd8hvYWOEjyxQbG0EJvfpY7z/YfCbOvEPX+YXHojBdRyr7m1YKgy6GXCzdJuBCIPI4GalwLl9rRhcDmEdhu5KIP7z33/QCOvV1opHz3FeT7NNtSBflHCD236+SfjiMjWME0w21wMA8ZHpTj3zyAns0uBKM74WEC2mgUXh6eM0JC0LPSlAR5pPbHEHgqQVKziWRcs8jaZ8opjbXP1OdUhVEIKAQUAgoBhYBCQCGgEJg3BIRazuUehENtnLj143umwWXx3OJsS9ySVMvx9M3MiQyyp/KoW30LfVBDzDjwTeh0ue7sLpBqMrg0n+JCt5gomfMPUhK1glTTcjKuTCaLvN2FW6g5N5gUU0hurbnXhRy1C6QGm4hI4/YpMbm6+4ZpibPJvJ6JsmzLLEz7o52WGkf5vBkii33bMnDc/sMCqaaHI/H4RCc18jhRpQaE0HAQri0Unp1Uo5+RHfrkuLVWL7jt6lvg5cS3d4eY4AlXaZq67+ZHewxSTdzbsZyafqba1Bi3RaG6DX6TVNODcIJJUk1MpvcKXOfC/dzyoydRaRhu0xUB8h/qwab51VIHSQGQPHzUINWkHxvLEEIz64Zud73S9PQEZsNsmixMfSQJrDz6dw/LOq9nqQZuajOet7M5Jamm5bJ6/edJqY5rG0gI5DFqnLCondXr2YfWwwumSXD28l2M7z1NJtSjEgQ+lJ8uh/ETRaP+dmctyJXSZTFGOeZaSSJnYlDaQXPf21Mg1YQPey3lhOCzPHWSJMoeF6SZDR2C8JekGm/P2qQ9yXqXXg/HhS0zpxtLBBmlHSVxBjR81SBuM2OS4PK4liCzn9pZfNcR6S6QagwB561B7CQR6Hpfz5PrbmoQG6SaeG+vbdHzdG2dvvBipkH7nDM57ZjIt5NbnAX5lUGEp6Bipb9Iqomnh7hdlvkR5Rh8PkRJ5UaPSarJiO245V6vvKpzOpBl/vvZJrxPFEk18bL2dvYv/FtfL8hDQkDN5RzRcxvEm5DbYwcFCVkvMZWexM/JMZKg1Kqr08k/iSOXdSJP6KSa9CfFNxdcIj2SVJPPJJ9nw/JCp6YhTm1nQaq1fD+Mvp/4YYh96f2z8nPJZ6UgqhwKAYWAQkAhoBBQCCgEFAIKgYuBgJ3bFXvuTaFzMw8zuI4r8zdfWpKM2IbpD/RyskInDKoXJvzOwoEBgtryrFoufFgcny5uwPICqSZeUdtqQwC9crubxSsvnYa2kOtGkiubQ9Rgy1GDzcEJYYxpN6C5oB1QGu6c74pKSXpQ2vUR08Dcri60UjtqOpc7RRJOlkNsEy0p0FTvYqvULoEWT3dcz5k0bWXZiFuak0i8HsPIOg/ck+eSpgPXXydn5oW0Pk+7PzrRp2HsMGfzZ6hV0hovvLde2N4TeZkD90oxsFKbFYex5mb666OHh1m3mlFfWkzp2W7CXWl60v9smE2fh/Kn9to2BO+mxs/WMNZtFW8daLjTC+/tTXCWm/ErDzzTvZZChKcpCvJD39ymk2jirrxaimczu7nKdxG+98yZUW8MBOqoceh+LcztidRQpXNTlnmp+VrrIBsjbOvxWcu1NchxCyMpNnjLD46hFtWY1KLSSSJhfw2L20oJ/1PjoFRBm2TrchgdYs28s062zPw7KcpKG+qX6Y0mezwp01n+29xC38/rxV40zcCHaSThRB3/jmGEnze6M/LkvoWEIF15Grqn0l+9PbOdCBLqVBbj4vWhCFpbIyUenas70HmzndtlKf/v9sIlyEGLm0iLPHng4qJEZoz55wJC8wrJbBV9vTMuSflmkofCZf+HKHMDXKbcKGim6ZhKT/zJSdLShTpiI7ThRoe4ffTOmwxNQ93XuDgEwdmGRgtmp9+Z4EuewPp53U/mtR7Ejjio0UbN1mnkl+7r0/+riLVP/zdUJVAIKAQUAgoBhYBCQCGgELjICLju+CH8o/cg8mwnEldwK42ZHkmiIEk1rA0g9t0GnVviu+ybvVj3GMkQqytyBMWnhkab+SC9I0hSDdxKGStqfdFodK93HbfdGY5adL6V4PabQRJr3Bi6kVbP7vaXTHhMr/Pyt9qBRYwos5o2jL5VhzyJMNPZeNoo/mUSVYv5lxNeQVBJo1dlczvTv/ibPRiXWiLN93ZwYjlJu3LiaRWaVmfwwuZ+bNuXgXvtuaTJ4EK5zpLmwis4iZQEZxUcV/HdSW4/irSiypp3alxVfY5BaedsTtwrxYBJFVzFYcoqQSGC4sWiGk56aatP+CzUPfma23f5V8ZQaXryOzHQjJjJiPnDb1rGZuXf5aS5Wp+gC8A97QHsbKe9sxPHMHpwH3q3csvmtkH0vNI9hQQwY535bx6JAEk1bg+MxHxFLU4eRuDrCM0cbKY3s5TvonzvmfKhnhcQsDkb0P3STtrg51bIN2gXkvbNAiS+Yz/xAsdHqDvlQB01ncZfFiRRo048FULzwtxCKbWoNIzsZ4iba61NH9qxUcbjRK3YFq6NSbnZeJ3O/EyMCinqwVKjEWVGBZnWwnQ09DEuG7dUWsSINWVIMgx1WMRoSxyJPEFVeY1tnWYauhZeiU/jRkNqiPTemjrZX2gsd4apdoR64L4sD+0s5SlPvq35ohM8m4FlSMoyNKywsFdGTFKLjCYAlizQcOBNClLP0kIfZKZsEmSCPBSLDaO0pYnV7UU5cjItNdM6rjXbtR5ybP+AJC0l+aelS3DUfRhk222l+OuYthW+nfb+JLW1f/CZJtUEHuxKlFMIKAQUAgoBhYBCQCGgEFAIKARmR8CGpq4eNFXnEe0OS7s+cgJ25rTUVGtYXbSJJuPhVk5DhWv2aMvens6JcG4a9LfM3hZMIidJoqLn6+/iRDSzE4nX+mhxzQbfWl1bouhj6lUZRzLVQ9kTm2lPa4ELjfV8OUTtCKcTrhWuwn/7xCjG3uUGVUt2y6Ipu9V4SAEnt04fvnNHM5ppj67lDvGf13d0oIPpjGzsR27e0rTB/Qce5mEQWW4ztObdWf0ekm9n4Vhix5y4n09+zjWM7dIyrIq3zusaeZPkVllpUar44tQoDpw0atq5pleMZYarDI79k+UVSeQnN/Db2XVbeuAWY+2seG9DzdW1aOJBCn20/0br6FPqqyUWep+pJk6ChyjS3pWnSKrJgJpsYyVx8ObSmaIp9zjN/UX53tOkox5ZEGB9MSl5u5MyhfUlwAUCYx8zMmLLJjWp6ihLln+VthfPJGhz0RJeaJU+IzS6DC2q/FEkKRcbvrrc6kknwKo9WE4BLbTMhIaa+xpdQI0dYvupZ/2SIXRizsYtkHb+c6+2If96v74+YMbIwwDiW/qRPsU8rRJtcBjJE+ZL8TePgb99kn9dJPJ04kqmsbJhWnucMqQ4FZVttun3hVYtmxMPqWHKPMDEASdla20tt8Ze7USep/3GXkvRA7GiRm//DkEKFp12hAcHDDHl31/O8HbUryZbODRQNBEgvPKwgN5nSJCR0JQEGbXTRo4I7enaQkRa9iivmbZhU068EAtDIm6nxGYqjjKwNo5hgf+1VvyJqdBsW11bIPiWtXaj5x7DbpwM+Nn8UcTaZ/O7qlIpBBQCCgGFgEJAIaAQUAicNwLm9K88Aif8/8U0ui2mVHTVizil4qTn+ShGaA9K47ae5G4aW39KTIIm8L5QJRKaM9M43d5Q6YtFnHAyNvTuHoGmadQESvKUOr/UFtBOvl/wbKttQvNi2gd7NkHbPB00vl94hfJ45f0Znqb4ZhKJTXGkZyqeGcWknuHk0CCS++OI7c+g6XudnLwNwO/vxQhtXWkkDkU5fTwdL3bYOJFS2owzI5n+b/7IAOKcVDbf18j4prqGe9r4sB/9PAVwvtJ03uyjZaA8ejr8GKBBc4FrhqfZ+Wnou/flEZmJSnCvKD9lRao0jDCDlzv8Bk/ZG0B0y6CugWaNy9mETk78RzZ3omvTANKZDCewcfh5sIbgHuwGKVdRehV8J/uyr8l6Hf1xhKcXZpAiXl3f7JSaLTg5jDHyv6ktPnj5rJ9khUYjbxq38vXv6WduHDDOUrCWQF4LeuPYWwdZziSSrI8l/w9NoOYaethLW1GF75Tgd+qRYbWTp+VfyPzn8MZ+1uk+nkh4ggeNWOt0BeWbr++d2uRD+3N6HdIzp36nR0CcIOtF+/ooUhM51hW2wdF+HgRAnnW10NwiIWPY+RJ1xL5MN7Tf6+/CYIq2K7nlM3w/DyThwQEmSZQ/kZKaXua2Tj1dXRsMxkJHVpJ11HyT8jHDAw1IRAkbbsIZxFyjYXusbo1uF7MzGONps2b74inO2wZwmppjdp5iKhTdog8ZeUoNI8ITnSMkklBN+2pSoPG053+kJ54WmhxKkBgrI8JFuhP6gQvZI0mMpCg7HW60cCvnwGPU1jxCbEzZGuzFQEbUedpDW8OURyNs+4PIMG+DfTyFc32viA0eQxtvqSAj2ULFIQcjZv7bOyX5Zaul9pvwfOY9uSg0mUlheEeM6WnUjhNEeQ4vUO5kqEnY/1wnta1FO+aCiXOR/Jt9S/RnJo7yEUnLUUlaekzbduIx7csNWslOatu1t7ciKVVq9XCf1d9LPqsFU+VSCCgEFAIKAYWAQkAhoBBQCJwPAlWXCaPXuobDlPAO/TADbzCOhZfx7QInT2AL4BF/GF0d1AwQjtoSgVAAe4JhjGc5o7hWJ9/0l8VffXJfvBdXzpsDCGQeQXhjFwY26u88d/MZ9iA8OC4JFz1nDjTf1YD+Z4fh5V+rK493eSONTe/qReSxkEgBgdvaYJjbMYJx29FVlhjsdfBS+yGyKwIZYq0T3jWNiD5dhZ4fsZx+fdIlNJWa7u2G/w63DGx3zG20/hi3CwqtlOaVYoo61dlrqblWHacm3hi837vANKnloTsSon0ROB4PIhLkdlbjqevGDjz/YLP80vZKcF8yd37MFAt/Kwpjxw1/2oDExgRC3QzpbMZN32rUt4EVIuK09uEt3HJL+1T8Lp27xAsbWh4MwLMrjEHz4IMK0pv1O5mY2WoReLSFE2zmab1er11rOxG5rQpB1vXkMQ0dd9Kw/Mke9HZ3Qp/iizw54esKwjhsUDwocYJ7GNnaoxN0JW944/SiryeC8b/0o5ffSY/TAe+jwf+fvfeBius670V/retJVOO4GcU1SquRkyClRi93wfVaUN/i6FbgOEOtQq8yJA7kPg1ODfIyShvB9TU81eNoQa4LuDH4yuDK4LvMXD0z1g0TLTNJLHQti9ga3pLgPV9G14LEYtSGcV0mdhjV0XG15v32OfPnzDDAICFZsr6tJeacffafb//2t/fM/s73B3hxLzx0rvXwv7+NCjxbcNdaL7z7FHdSSPsH9zCSbExYwvtsxpfVOssCS50A+ZMFAn+IHXudeKe1H488yJcBsfRv/vy7eKJW7V/v4B1KiO/8c5o8q8R99r/8TTX+8/fcePIRRu1kKv/Lh1H+P2hq/H98Xl+z77yjhFZJs0690IVf4X9TcH9XLKrsOzMs828rY0EFwrqvyDL6cFNJC1FgxzVUnWfsRTd9yYkn/s9/YgRNDx552KOX+cM/qcbT34mbNZKmFgcaWj0JmhT9e0qPYu9/+994T6MgitqYt/0R2/uZB3spxLvzLw2hsN5Y/M/vr8e/YdTmN7kOTvzEoZvBVv/d9/APf/03eLrRGdufPg0HI49Wx4Ik3Fn/X1D9T/8Z7h89iYfV2s+rwHf/sgxP/v0J/NG62DcCX7Ds+Rp9Hr7k5R6tMOb+8Fd7cM//8wT63/on/UWQhS+C/ohr/I2X1Bqk+SkDEVg+x/14rRvD8bYpxN/TVYcTjz+CN/4hzHb+EO/McHL+bVWKFt6vFLZpwjZt7m1d2BYXdhp+6ai9F99XWOPjmn4ryrTag4tEYm8TVrthaU8QEAQEAUFAEBAEBAFBQBC4ShFQWhi44UbcdJOuunBpVCozO775v5Ge6S3UlriakkaNL9xI3156VMgrQ9mq9alwpeOwG2+wZMY1S9wvhp6LqWNG9x1qRN5Gs1UwKqbiDYPPzqH/G9Xw/fs9GKxXJq/JdKn96S1lg4ei55yh5XjTp4xDfpKKi7tStKsWb0pEZuCNMjtd7bWQzfjY7apgyXYkGViqub2R/hkz72302fdPHxq8znJKG1Ln9V+/gcr/+ATK/8aNB1crUEumCVH8TF5bdI+I8XvK3rxKvGnwfep3iEYt6A9vokBZ8T75VbvBwO1EdyX2/qwC7v/bqQsaE0OJ8fRK16LS5OUXDrVfEy3JxQoQ+O0VlJWigoAgIAgIAoKAICAICAKCgCCwCALqILMqQjXVvoVtsb3MB89FCLhC2RYl7LuCQjUDjlXqU+FK2hfFNUvcLwaDi6kTn1It6EHdgzSFe5VaIhQKxoVqJwaegJdCtgqa06WnS+kv0VY2eCh6FO+vklBN9a1oTxGqqczVFqoZHWW1zlYFS9WfpMTcLrYGz73l1nldmSmqpHj93D+cwF4K1VRk3IrLKVRTHSp+XmqPiPF7Cv2rxJsG35slW+fg/o91qH7ysGEezvVINHBicC/2jlCLb7ehcavITqTYmk3cZ3mh1psI1bIEK0Mx0VjLAIpkCQKCgCAgCAgCgoAgIAgIAoKAIHA1IfDWD/fSTE05eKfgiaZk8eisd9Icd0/MHPdqoldoEQQuDoFfwU2TSA+d7CtzRuXYn1aWuon0k088iM+vjlKkavGaSL866aYvS49Oq3ndlz/0JB78StIE+poYzMeYSBGsfYwnV4YmCAgCgoAgIAgIAoKAICAICAIfHwQ0Bgh48y1G3fzVh/Ql9nv4/Bf/DW7THbN/fMYoIxEEFALvTP9/+IXyUUnR2m0b/gif/8PrTKJmZgOu+xNc9youh4U+QD9PP3OfNiu2mcvK9UeCgAjWPhLYpVNBQBAQBAQBQUAQEAQEAUFAEBAEBAFBQBAQBASBax0B8bF2rc+g0C8ICAKCgCAgCAgCgoAgIAgIAoKAICAICAKCgCDwkSAggrWPBHbpVBAQBAQBQUAQEAQEAUFAEBAEBAFBQBAQBAQBQeBaR0AEa9f6DAr9goAgIAgIAoKAICAICAKCgCAgCAgCgoAgIAgIAh8JApfFx9pHMhLpVBAQBAQBQUAQEAQEAUFAEBAEBAFBQBAQBAQBQUAQuEwIRCKRBS2LxtoCSCRDEBAEBAFBQBAQBAQBQUAQEAQEAUFAEBAEBAFBQBBYHgERrC2PkZQQBAQBQUAQEAQEAUFAEBAEBAFBQBAQBAQBQUAQEAQWICCCtQWQSIYgIAgIAoKAICAICAKCgCAgCAgCgoAgIAgIAoKAILA8AiJYWx4jKSEICAKCgCAgCAgCgoAgIAgIAoKAICAICAKCgCAgCCxAQARrCyCRDEFAEBAEBAFBQBAQBAQBQUAQEAQEAUFAEBAEBAFBYHkERLC2PEZSQhAQBAQBQUAQEAQEAUHgOkUgdMoPz0A/ep/ph3voCKbD2oqRmB5sQdNAIFFPO+1B1UNuxOOKRXhfXtaCQDwjUfISL7QAWraVw31KNRyBp7EcTYNJOpZsPaXukiU/uoeREAKngohcWJwEhX15oyeB9eIlP6onEQRPBRBa7blfMJwr1c+CjrPI0BCcGNXXWf9zbnhf8V8BPLIga5WLpPDiStdXevkseH8x8tX+c1n2m8U6lHxB4DpA4HeugzHKEAUBQUAQEAQEAUFAEBAEBIGVIXAhiN6GWnhOq2oWWG8Fwu9q6H8aKLy/Fe0PFGfd3vzcOCa1ryXKa/8SRlhv18iyQOM/P+YTJVbr4jymPtBgO6/aYy//qGE8mH0vs6xrzb74ahGddTuRaQ92NXrROnQYxTmLVNOmoE3kLvLwKsiOTKK+oQWlbUPYXbTYIFaBzivVzwpJ1c6OYpfThWm9ngWWNVwLHwDdvK/Y04eGLbYVtnj1FtfmyYtvJcez0vVlLp8V7y8ChXYhwv1m6jLsN4t0KNmCwHWAgAjWroNJliEKAoKAICAICAKCgCAgCKwEgTB6ayhUe9cCZ1sPqotih2EeSP3PP46WAy1oWdeH1vLkIXnp1tMEJp9ILW3ZVI3Dww4l+7qMyYLqA4fhWEK7K6VzSz76fjLMrMtKVEqXK73J+V2FqxU3r1m8Zl7NIIarruJRrLkZSuxnvfky43yl+ll8KhY+ed+PegrVgihG6/5HUXy7sU6096fR/2g9PHtrYfv8MCrWX2ZsFlJ2GXNiY1np+kornw3vLzeIjxOqy41VngsClxsBEaxdboSlfUFAEBAEBAFBQBAQBASBawqB4CtdFKoB1R2DqC4wCcVuyEHxA+1wRVow8xlT/vtBHDnkw8jENDTLTSi6twaOLXlZj1kL+eF+OYTSb1XAFjvtBseOwPfaCKZDGm5aX4SqbzmQb126yeAbXngPjyH0wY3IL6mCo+wTFDvFE3XihtwIfdaOCmpGHXnOg5u+Uo3iNKFF5JQP7hNWOO/fAN/zPuT+GcvkGkSFT4/C6zuM6bPncOP6AtjtdhRvivWghI5HfBj9nxMgybAV2VG9vQTWG+L9Z/rUMP2Gz6D5fSCvoBT2yq2wmaDVwtPw/dCHMZp84hYbSsrsKL2L2J71o//FY2w0gsFn+7FhbT6qq4oXiAFDY174fpmL6ko+uxCC91mO6etOinIC8Lzow8TZMKzE1/FAEvsUSmN1bF+vxoZ3RuF+aUTHN4/jc2wrRo55fEvyAfEfJP6bKlCRH4Fv0IfwugLknPYhxA6PvdQPfDY3hQfCp/3w/siHQOgccr9QhK332VG4PgnOYtgsEJhoQXifG1zQj2VCYWODs3Izxoc9GA1vQF1NiY7hqvWdAmbqzZGuFgrV8tA+1IrC5LBguSUPdd190B7xIPem2Giy4q+L56c4ZkutO32d/jCEip0V1II8Au/RWdh3VifWbMroyAvel7wY+3kIN96Wj6odDlg+YRqk4qu09QXqkQWOch95zVjDtvwvJ9eDqXzhh+NZ8b5BD9flkAe+sWl8uIb89bVqFN0QH62J4gth+A+RH8YCILeh4E+3ouKeQpgoNhWWS0FAEEhHQHyspSMi94KAICAICAKCgCAgCAgC1zECEYz0jQKb6lKFaiZESr7TSi02Q6CknXajbHst2l6cpjCpiMKvEHr31qN87xFTjaUvtdCY8UHDAABAAElEQVQE3Ad6Mau7b9PgcZahtrmN5nE2FBXlI3SoF7uqyuE7qxfI2NjoU1Wo3dMNb2AON/Jo3P/kLpSX79JN7IxjtIYJ+q/qfmOG9TVMHnCj5amRtLboh+17nfAEzsHywSx6WWZMScmYgq+46BfOBd87a5FfVICbz7L+Q1XonaBzMG0a9fdWouUJD7A+H0V3WCnAYvl7OxFcVEMujP6HylFPmqc4zoI7cjHyfBtqK6twJD7Osz5UVtWj+3AIecTWtiaIzj31qHxmHKE3xzBylMI2jiX08wACwTCvFqbZE71wPz1hPOOY3AfdePz/qkdZ1S70Dk+x+hR8B7uJtzdjfcTqNBH/qoY2HJtVXQbYZgsqK2nCGOt0eT6g0OQF4v/U91FbXovO5z04OfW/MPraqN5vZHZa9xcXH4P/uXri3QLPL4D8gnyEX+tFk7MSna+oMTMtgY1RIPlX++Vkxn5mT7g5jm62S997T/bDOzGr07KafSepSLvSxjFwlMLUBxtThGqJUjfY0NCxG8VqmWXFX5fGT4qPllt3+jolr3y/sQo1jW3wHApk9t0XGkUV94TuA17oq3GiH7u2k9ef59zFJVVp6wsUe/ZyHnbt7YaPPHbjmhA8sfUwqtagqXy2vA+as3ffz3X5tBuB94jj+8fQ1lCFyocoxE0QwsswNQfvrWI5Y/3m30Ysn2hC5f3dS6xf1pMkCAgCSQSikgQBQUAQEAQEAUFAEBAEBAFBIIbAbLSjtDRa9+JUdoicn4ke98+klJ19tSNaWmqPHpszsk/uc0TtPziZKDMf6OHznuh8LGc+0Md7R/RkLGN2/Hh0Jv5QL2PQVNp+PNGG+cKoT5r3mZ6Trp4dpWy3NNo3rhqbj/Z9ozTq2GfQMfvqY3qfx839BIf18oNvn49Gz5+MOli3J173vtKoPa3/2cDJ6AyLqrYnXz+ZGI9O29yxqJ31O16PgaBnJv9M7neyL3t0WPWVSLPRHtJYel9XVNVSuJWWdqW0e352Kjo5GyP6rQF9DJP/mmhgwcXkfrZxX5/RBsdUR5oUJh0/Tc7v1A+bmedM4J/SSKKOMzoSTII1HxjSx1f6vRGj+LJ8MB8d2Gn07dx/zDSmqaiT9PQFkjjE5/Oxl1P56vg+hZkjevy9LLBJGYS6WdjP5At1OhalO/oS/HZ5+l5ATDQa4w+d1zI8Ts1anr9Wg5+WW3fzAcVvag6d0WNvJ3khndY+fd3VRY/PJp/MvK7WPOsSa71myvrifOrroTQ6MG5aL+8djzayTqPai9LKR7PifcUvXMOvJwk5P3tc57ckv5MvFb33dcTWcozmOaOc/QemPSU5HLkSBK5rBObn56Pp/0VjLSljlCtBQBAQBAQBQUAQEAQEgesdAS2MSWKwcX3SiNKAhNpcD5WhrMz4X/5Qr25aB4sNxfTBFgmHEDwTRJDhHa1fogkkNWDGg9TmuoiUW1BM7awIQmfZHv9HNCtKtpOeoxMZNWQmf+pjLyVw7TQFVCBddT9o1c364lpQZlJyS2pohBfGS4djGlB86P8f1GRZ44D99gymYtS00Y7+CKOnQ9BiWmi5dxTGzOBykH8XzcYiYQODsyyTk4cK+j4bGaNW2IIUgu9AENbtrWl95aLuvzZTO4cmaac1fEIn4xhN7qaJgdGIJTcP+bmG2k/kgpF5ns7us02qhnVbK3bfkzTVtX1RXS8+V6pOyZ42bDWZYebcUYGuBws5JwMYV1Wz4APllB/rq9H1QElSXygyr/esnY8NkEUmX6bm0JpqNKb58Cve2cZZpv+/Q9PLYsNmUlOGfqD3SVPMbmfC/Pay9J1KiXGnzXOFWLDuUxl4bUH55fhrdfhp+XVnzFF1RxdKbo+rnqUR+/4kNUvJL4+4aEKdfGa7qw6t2zjW3yTzklchHFHrgXxZXWDad24pRvvhw2ivSvJqvM7yvB/GsSGu7aJm1N2VJMSSW4yutgo2E+P3MLVlSa9jb12qSau1GB17SqAd6k9oZcb7lk9BQBBYiMDvLMySHEFAEBAEBAFBQBAQBAQBQeA6RYACkrsZAdT9synsvsskqKIopOJvemCjWda5oy60HRrBTKSO3ogC6PzLXfDRJ5vhIj8pIMlGZJAJ5cBQJ3Y97dMfqTYSLab5QzPqRjBxOAx8tUx3gp/S3hrLwrx4gRvy4NxmpfmXF+HKBlgvTOOlQ2EUP2JPCn3iZZlT/betmPlPLXA95NdzrZtKUL2jlv7aVACHCLx7d6FbN81MVNIvbJYMKERmdOFl+GATyg6mlo/fhd/TkP+tDjh/7kI/TWuV8RpuLUT1178GB/2lLSLWiFdf9FOJE0q/sjnlueW2Dfp9AueUp4YIYt3vL+zRRhNNwJgnRLLgAwpVrGVptC+AJ4LACVLygRuVZe40Soxby9wc8neuEJsF/ai2iMatdmxMDO0y9Z1pFDm5uvDZ/1YYJXeZhEmZyi7HX6vET9mtO5ot5ycAW0Bt5O0Jij4tKLszKcyKF7qZY47Ls+J5+qcWoTk0YE/jy5QyK72JTGGEglz7vYpH09LNSfojwUl9f/E0VoLi3AzJgjmyY15G/slQXLIEgesUARGsXacTL8MWBAQBQUAQEAQEAUFAEMiEALVj/pgHfWpqjO8qRqHpQKm0pXQtlN+roGDNy+Mz/TI1UKgGB/qGqPERP68yGEFVTUumxpfNU766lFCtYk8fGrYooZWR/PSh1nI4fmf+tMD2Rd7/Ys6cGbtOCz+aVqKYTvxxqBMjZxtgn/VinDpsXaY+zcUt64vhYlRR7f0QpgPjul+y7uZRjD7chzqtjUI1wLV/KKnJQ2fr3ZU1UOEFFqQ1a7GWmcEtu9G3YzO0D5IiLcsagkhNNIsKDmGhQK+tD9UUPAR/PoljL7+Efvo2c482YLhDad1cZDqfVi/n06YgD2nPeKumVUuvo/L+xaBbWwkfZGoopUsLrH/AjHft6Oqnw3szNhRSWhgsQbuR/LkMNia2TWl9wU1MccnIv4J952xAKQXYni4vNaqcGQWl4dPTwO3UqxxqXJq/VoGfhh6MZLnuCJia9kUAzlmrBGoaZn/NQtbUQql3ppngnN7M2+m3KSC/I76JmJ5fzOWaddjIeqF3kmsr3ozioXiy/J4h1Cz5bhdqKTDUtHh58prSJvyNBusSUXfj7cinIHC9IyCmoNc7B8j4BQFBQBAQBAQBQUAQEARSECh+YDfd6U+j6a/6EUp3vk9H6t2Px51/a4hQCwl/TMf6Kefhc9RaSaalxVvJcupK+xcl6bCg6K6kUE3ln/s1W0zpQ+WqZMHmrdSsO90N96kUKQmVqMYZdZElFiMg924414MRBj3wMEql5atO5C9y+o+8b7RtuSWXZp927O4YhpOCkcmZWczPqdEWouh2E4E3aJijxkzGRG25rQV8cjRA00gb8jblJf7nzI5j8p8AZe2pRWLjoRDJdkcxqhvb0bODuLxFU1NTw4bJqCnjMlx6n2JEz5R2aRr8lNLxyce6nOz4IKV62o0lMQgLCtV8gtFHb0zFxvbJOfjfnIWV4GSLTVo35IVFJlgveHn7TqXFiupHHBQgutH4jKEFaX4eOeVh8IZ61Dw3vjx/rQI/nVvxujNTa7peX8iIs0AvNUHTViP8J7gaTUskUStGv//JXkyn7Tcqkq9vTK3izGnR6WTwhxKusfFnuxEwLxY2M8nInzohZAXL7cU6vWMnQrDdbuY3G+ZO+kFuS418m5kMyRUErnsERLB23bOAACAICAKCgCAgCAgCgoAgkIJADv0QdVCbi9pjNffWon9oFOMT1NIa6GSkzXp4z8ZL09Tyc7w+xGicE/SFRkFQcMyD2po2vUDkXeNorZSdtEP/nQdkP/ynKJ7RtZ88cL/C+zcC+NDkXyuu8dJLTZ4ghVmRcBDejiq0USOMNykCO70T/rHdW0ffWxSQMeJf77Bf98s2OuBCZaNuQEnTwkx+zlTtHNgfrID2Y0bOnAAavq5EArFkPowzgmPV9krUP+XFNH3IaUqDbMKLEZq/5q6l9tkGpRvjRffQuI5B6IwfnffXYpS5kX/+VbzFlE97YzNFgj7UOrsxfpbj5Nj8NIGtau5E/4lZVRP9lZUoe6gbfvp1i1CTJnzWD+/LFDJ8xmooDOm40ZfUYT+ODPTiyJlUUYbq0AStUiS6qKSLos56UHO/C6On6PeO4+tlRFTlm8rOKKU2UpMNH2TsPKYh5H91BP5X3Ohn1E9beR3sJLatpha+BF95yVdN6H6BE5UNNumdZegnBZtY+dXoO/BMFcqfGtdbNF+nk5RTUIf2HYWYPtiCMicjzr4xznXmh7uDkV8benUz1Z4HCrPir0vlp0/HNM2WXHeZAEsfFLmh7hGuxoleVDX2wq/8Lp4aRScjuvafZuF3A5h6n59pvGjQz+iclS04MhHA9Ck/PB21NNXuh+c0+TqtvMHYS/O+/Tu7yZnj2FXexL1nmnzLaLZ7a9H0vJqbIAIBtV4YfZXm39pRRuR9ymfac1juyW5MUMgtSRAQBJZHQExBl8dISggCgoAgIAgIAoKAICAIXGcI5BRUY3ggD70dnXA/7ULc21XJjlbUFwVR85CPiFhgd/Uh+Fe16G7kfx0jK5x7W4EXaLIYmKGT/FysKygFDnrQ2TxOh/3tGPx6AY0uqSX2RAs8t1Zj6G9N/pjWV6BvTwi1e7tR+2OjRUuRE617NTy+hxokPAunasexU2qnuIZ60OtqhudJtqnTYSEd7cg5TGHMi2OI1BQiV5kYpiVrUQWFcl6MbnLibmqvJRLN65S4TE+WQvTsccLV0Y16ChHjybalDm335yH3hsfgmtkF19M8wD9tPC3e4YKL7bpGZnTNnQWKOrlbMbjfgu8/6kKT0xtrkng+2I7dVQwKwFS934XZx9vQ8lD8OTPXl6C1kyaSvLTklaLkVuLIMatUsd6OrWatOeYZQj/9MQMCmMYUy8rmQ8k0qtu6kPtaB1wNtbEqFlR8t4fmusbcLc8HxRnxR85mOLdY0XmwE2oUtm0b4LynBLuH+2B1NaKTfNUZ6zHvqw0Y+OsKXelpOWxiVZIfGfop3ZiY4WQ5ClpWvW9T6+mXhTXt6NvkQfff9aJzjxLFqmRDxYOtcFbF/NGVZ8Ffl8pPtIhcdt3pwjeDwqX+2u5xgasRzU940PLt2GrkGu76Tg4aG7sx+lYEhXem8aKJ/rbGuAYf18PDXA+V9JN2IZhcj+w8JwveB9fD4L5P4PHdbdx76g2S19Cku7sOhxu4Px2dZLAE8uU9NMm2WNG4txO1NA03Uh7qOgbgKFiwcmPP5UMQEATMCPyWipNqzpBrQUAQEAQEAUFAEBAEBAFBQBAwIUDzLE35/crkiD9WTJnmKQFMTo7pIMp6MPkzMrW4/CX7i6hQmPQ5lqOrTC1fRS9BbTJVbdXoSOtWaavp0S0z0aX6/oACL2Jg9uOU1sSCW92sUfkPWwxfaltFlK+xGywc10rAWNDVyjOUth41fko7hlCnhAwxfPUxZmht1flA9UcxooVjz4jp5cTmSvfNsWiLjVNhnSV/XRI/Xey6y8ALKktpsSp/eAm2zWJPWJb+RfpaKtvgy+XXj6JXrcNF1+JSncgzQeA6QUBf12ljFY21NEDkVhAQBAQBQUAQEAQEAUFAEEhBgMIxJdhYKmUUtFysUE11pIRItyzdZ0Z6zIf4eIFLoSPeRuzTwvYXk3+lCBDS6i11q7BbMrHDnEU7XbLm6j/MhK+pl1XnA9Wfqf0Fl5cTmyvdN8eyJMcvg30cm0vip4tdd/HO0z5TBNzqWRZrcVn60/rI5jYjX2aouIDeDGUkSxAQBBYiID7WFmIiOYKAICAICAKCgCAgCAgCgoAgIAgQASPyg9IClCQICAKCgCAgCGRCQExBM6EieYKAICAICAKCgCAgCAgCgoAgIAgQgcjZaUQ+TV9yS6qOCVSCgCAgCAgC1wMCmUxBRbB2Pcy8jFEQEAQEAUFAEBAEBAFBQBAQBAQBQUAQEAQEAUHgkhDIJFgTU9BLglQqCwKCgCAgCAgCgoAgIAgIAoKAICAICAKCgCAgCFyvCIhg7XqdeRm3ICAICAKCgCAgCAgCgoAgIAgIAoKAICAICAKCwCUhIFFBLwk+qSwICAKCgCAgCAgCgoAgIAhc+whopz2ofGgCHUOtyF/Ml5gWQMv2RuT/7SCq71is0MVioSHwig+T5xiBNa2JtV8sRskduWm5S99OD7agV6tGe03+0gU/Zk9DZwKIfNKGvGUcwo0PutD07Kg++sLtLrTvLLlIJCIIngrCsj4/4YMuQl6qWo6XsuotAk9jFcaKOtBedX3NY1bwJApF4CVOowXE6Zrg9wj8Qz6Qa9LWugUbv2xHvjUxsI/gIsZzq4xlmOsyfAPX5frV3jdXBlHwDR/872hpuLMNjXm33w170cr22ZTetTACPw/DtikPOVlEv02p+zG4EcHax2ASZQiCgCAgCAgCgoAgIAgIAoLApSCgXYhAwxTml2lk9gMN1uUKLdNGxseRSbie6EaYDy1rkqI1jf0B3Sh8sIfClbyMVTNlzs+NY1L7WqZHH+M8Cli+vQueba04/J3iRccZOe3WhWp52xrgLIhg7J2bFi277APOW31DC0rbhrC7yBAaWMhJGvzL8tKybfP4r/2jhvHg5WC45Xu/lkqEidPkF85fGyS/P4nHn+4lj5jXOnnmA2Y8fQRdw+3IT24BV3ZMkSl4JjTcXWVbvX4vBNDIdbn2u31o/0gFa9wf2jrhJc7mPVYNVO2zJY8Uw34Jo54erMeu5zei73ArPlrx4SUM4hKqimDtEsCTqoKAICAICAKCgCAgCAgCgsB1g4AlH30/GeZwL8OpN9ako3sIdSnacDwMNleh+9kOBCp7VnDgvh6PdjnIuRWw5ty8JEuGxkb43IGO71ToB+DFRXBLNmM8XHMzlI6L9eYkT1g2VePwsGMV2MSC6gOH4biQBR1S5JoRZkTenqBQzYLWoWEUm5ZpZKwflc1uHAtEkF9genAF51b7JTXLSFth3ir2/8spaucBtX+8isK6i8GEQsNjFKpVUAjeEBOCX0wzi9WZep2vRbbY8RGPcjHyLnu+CNYuO8TSgSAgCAgCgoAgIAgIAoLAtYcAzZWGvfCNBvAhrCiqdKCChxHvcyMo/JYDtrgc4UIY/kMsNxbAOYoYCv50KyruKUw75GqYPuqD77UxhD64EbaCMlRUliA33kYMnOCYD96f+FkGyCuyw1FZjKkhN7Q7HSheD/gH3QhtqkBFfgS+QR/C6+2o3sJjzPtBHDnkw8jENDTLTSi6twaOLXHtLuoOxerZbSF4XhhE4J0PkfuFIti/VoG8W8wzkwMlHwlPHIH70IhOa/6fVqH6npgZ3oUQvM/7kPtn1SiOER8cO8JxjWA6pOGm9UWoIjaXZMq1QOkmBxU7qtE95sW8ruISozcr3M1jU9fZzWk2Ywqf9sP7Ix8CIc46sdx6nx2FS2ijaOFp+H7owxjNJnGLDSVldpTelaeLKEMcm+9MLqqrilNElqE3PDiGYjjuskEL+eH+YQgVOyuAU6PwvHwYQZ5jbeQTJ/nEogXhfcGLYxHO3+gg+rEB+V/hPK1PZbLwKR86nicN1Ap0D7iB8zmwf6tC52d9TD4fpskf1vUFsP9FBfLjTKrm/lnO/dedKNTG4XlxDBu2lWHuJ4MIEdljL/UDn81FKdvKDZPWl0P6tbFOkvwffJ8031HCtkuRZzVoWxwb8i75P/RZO9debgyDMCoetCMy6oHnJxMUglhRUlUNewHFe+9Pw/33/ZggLrnrS1D9gD25xqiR6T/iw+j/nABZVcetensJrCkma6STpnLew1ynpDOvoBT2yq2wLSNjCXE+vLH5iK/b8CsezP5RhbFuOYbgbaX6PCY5Uq1LD3CXWtvxOUritNQ+ETnjh8drzFPuF0pRvaMIOZ9U3H1tpOD/8pPQUmxMwzUnPz+F/9VozLxxY24eyv7cgZJNMVtRron+l8kPO8gPau/8GffO8M3kByf5wWRPqoW4l3P/5R794Rru0V+uMO2PqZiFJo4xowg2U3VSofOFj3wR5P6dx/3bkcY7oVN++H46yrUTxo235aPq69wHuXZC+p7u0zvx9vVi7k/Iy3dZ9bkP3W7wdYICNZ4fBlH6AL9fblB77QhsXINrp0fI62MIf5AL+4NOlNyeA50HXiIPkNfz/rQGznvi+32itQUX2lm1XpYWGup70S9tqC5fh1Ga686tj/Etv2N8/J4bDYQ4vgLUksacgBce7lvOynX695HvLLs860XvwBzsVdxTuA+s9vwsGNRVlCHBC66iyRBSBAFBQBAQBAQBQUAQEASuAgQuBNF9fyVanuxH4D3So02iu7kWVY3N6D7Qj1kl4FGJB4f6e6vQ8jQPyPQxlX9bGP1PNKHy/m4EE1o2Ybgby1G/txu+WeBGiiE8z7pQU14Pv5JIxNLoU7WobaaZjjq4UETnfroFlc4mfP/pfozpHdIH2QtudD/1fdSW16LzeQ8m3qH5Js36yrbXou3FaQoLiijUCqF3bz3K9x6Jtcx6P2Q9+mAqr9qF/uOq/Tl4D3Sjfns5vGfMx/EQ3C41zjYcI61zb45yPLvgekXpWzB9MIveA26MKckED5seZxlpbgN7RlFRPkKHerGrqhy+s3GA9For+/OJuJAhWW16YoI3OclDd1a4J+vrV1nNaXZj8j9XTx9iLfD8AtSsyUf4tV40OSvRGccprWuc9aGyqh7dh0MUmPLQviaIzj31qHxmXC85e6IX7meVFk9qmh3rRe/POBFMWmgC7oPdaOY8VjW44P3FOWizFLCRT1oGOT8WKyy/msQ0hbL4TQiBEwEKRtNbpHCJh3+NWm34IIzpQADjFPSpUuMDTfqY3KTxxjXAyEHOZU05et+IMSnn3n3Qjc62JpTXNKGfh+xfnHkTo6+xPdaPzE4jEGtLp/VAb2KdHNlbqfN/6FN5KCqwITjUifqqGoyriktio2HiOfLuGzMsGMeAdb9NvtvbixDpnKLgorOxBu6jR9C0vR79R+coZJyC72Anapq9BqbaNNcp1/MTxjotusNKIaELVfd2pqzT/oe4Tvd00yDahgL69Bt5vg21lVU4sgQ/K16o4Xx4jgaJW2zdbuNafqIXY3NqgMYYeseMedQHov9h/rP9GE1uJlntE6Gj3aj8dgsF3wEKRzlvB9o4jkr0UqgRl4Em+7gar2iy+jr5dQuFmmnk+Z/rJFqFKP2SIXGbHnJxz+K6GQryZUQBbg554XqoCp7Txp4VfK0f7gOdaKwhP+zpxLHJAPw6P/Trwl7VfOS0F1XlNfoefTOFxbY1xv7YNDid1rtxO8mXEygoTmpdRQJwbTP4IriGfPGFmw3eafAYvEVxpm9vFXmAczIRgnWNhtFD/Vw73N8pnMWFafIG27yVQvTQOAVv5AmaTz/+rJv7Zqpkcfow94GD3Ou4BWpnj+nfNU1VldxjuzH5iymOjeN/tBdHBl06D/h+ESL/j8LNPVrvK+OIkpnBN/28KV3ixYeGY893G989xKyNNE6Q9yOnPCjnd0zn88Z6CnKfr60s5/rqhkdtPTdYEHzZo+89eV+0YHrC2FMux/wkR3MVXkUlCQKCgCAgCAgCgoAgIAgIAoJAAoGT+53R0tLSaJ9/LpF3fvZ4tI55paXO6Ml5lT0fHdjB+/s6ojPnE8Wi0bnjUSfL2X9wXM+cfKFOb6vn9dlkIZZpVG19o4+tsKXxPr1M3X6jjl7wX2eifap9lusZ10tFB3Ya9879x/R6ernzM9Hj/plk27yafbWD9ezRYzr5MTrZTterpnLvTUYfu0+11xFVlM0HBvS+Sksd0WNBfYDMnTNo+MaA0d/5k1FHgh72M348OhMvqlMwG+1Q42o3jUPPz+IP21a4Ne4bjI68PBwdjv0f+EGjTlfji1OxRrLD/eQ+B+fgZKLj7OZ0+THNB4y5euxlE5bs5fg+xTOO6PH3El0mLhQtpaVdyTnjk/OzU9HJWQO8yf18fp/BC4lKvDCPId6v6mPk7Tjo89Gh3cQ7xkeq7sA3SqOO/ZPmZhZcT71AWtlfnG3n3zLmvm6fed7mogOqbfL7cdUd58fgf/Lj6+axT+nz1heIt6Z4SWHkMNbJvMEzHf44zYqc89Gp8Ukdj6WxmY/2qfHsM+YxiUFzdDLeHNvX1xJ5x7x+Jl9UfJNcq5Ovn0zBPzp3LGpnnY7XjTU+qa95e3T47eQ4yA3RHvZfel8XV8LCFMfN+YNjCSzVmjFw4/4RW7fmMSRbmY/2cP116WWi0Wz2iSjHqtZI6c6+6Oy/xls6H+O90qhzf5Lf40+vuk/ua81qDDu6osM/HUms855H7Zyv0uhADI95f5d+3/iCeUzndX6I760j31P8yf/tw4m5ndHnnetQ8cd7x/X9qnT3QHQugVc0OqXWW2lPok4SI2P/qkvsNXP6HJWWNkaPmxngLcXfdr2P4/raVt8Vyf39/NtD5C17dPAtRUSMh01r8ry+Plg/Za84b6zlR4d1cmZefswY284k7TMvNht5pXUJeubHe/S8npT1lRyR+Wr4UYWXI9rzwkB0IPG/L9r34nGDfzk3jyk8+b/rp7H9No7hjh7T99x8dFDfG7h+XjXGbYzJEZ004bz682MezUd7PT8/H03//9tXoaxPSBIEBAFBQBAQBAQBQUAQEAQ+IgTCNIFRGhUuOIuSOhWW3GJ0tNEML25wFaYGEbVEHHvrkmahimIry+0pgUathWlGSRt5fhqWr7ai7i5TtDWWeayjGnjXjRFqBEzSTBR0G+16oFi1YCRGkHP+oDWppcVc3bn3+mp0PVCS1HWw2FBcZEMkHELwTBDBUATWLyltEOX03dDs0H7DyhxPgzIbjadb8tHcWcc7mlBNqHJKu4bjaetDScKk0YriEmIQMZ7pBUx/cpVmx5oIQmfZL/9HNJrlbWf5oxNxlEyll79Uumrj1JTqeaEf/bH/3sOGVtfM3JxBYVa4p/eV5Zyy2nJjmqRmBtZUo7HchCXrFe9sQwkNrXoPLdSEMZTwjsFLzZU4lBaateUvE7kzfRTqvmJvD7bSFMxIOdhI7ask2CoABZO2wJ42Vt740M7H+CKWO/kjmoSuqUDbThP/kYOqXe3U3AnipcNcD0yq7bz728nLprFH5vXutfOZeSTOwCNDXpoLG/0qlZw8avqpUVwMNo6OR5ORa3M2o4Bm0riVPuNM6yfvS8p8Od5fDvLvonl2JGyskbMhaDl5qKDG18jYFMuF4DsQhHV7K+y3mzUmc1H3X5up3UdT3dMLxzfp87JuCdq+UxIfJu8Vbq26NtbCGnycMWW3T0QCo7qvrua/cSL3hnhDFvJelz6WOG/Fn1yVn+9OQ61o62+Oob+vJ7bOqfk0ptCyIV/3bRZEB7UNUbSbUU4LE8MIUmPL8y5QuHEd80IYP8oPlhlutCf3wxw1fxuxjnN75IkWrshi9HGvjZv8RpS55QHaT3LPjK+iRAfvz2CEN8VfMvbq4Ctd8FADtKG/HcXxr4JIEB5qC5MKrIv40HKQPTzcx++K5P5uub0Cw4eH4djEHujXzEea7/5Scs3ENcc23JLomRccD5XV8go265nBE2P8tKNvX5J2g2ALdvf3JOn5hCrOaKrL2SuTcwJs0rLeivGREYzE/79Mc9L5WHRWzo3e6yN9aIiZlh7pepwYFqKr1/w9lwMHTVJVyv+iMe7JV/kdtqaUJqx6Nv9chvmJN32VfoqPtat0YoQsQUAQEAQEAUFAEBAEBIGPAIG4g+cydTBPSzcnj2KR4KQuaPA0VkIdsxYmC+Z+NUMfWTwelRmHJXOZnHxlbkTfS3O/QugwPd9so881cwF1TT9YKXm/4YG0rDj1QEhTpc6/3KUf3tQBKy4gU9XNIgLrZ25SWSnJcvvmpMmT/oS+5NKchlvzFA6ZRQQBmvTtepoHKqaUnhM+o/RHWf/hcReO7mEGLzBTziPaG/2o2dOC7oJB1K3JAneSm9JClnOqCF16TBGaWLLxD9yoLKMwKkOyUADI43HKk/xvdcD5cxf6aaJLT2QUAhWi+utf033oJTkqpYp+o5+ZU7IpuLwzfsI3Hiw1PylVF73REKZpr6WsSBcGpRSj0KqUZqPuGTUmQ0xV+u82phRJBTr1kX5nKUTHXidce/pRX6OPHoVbqvE1+uIrvp0CrxVjQx7NN6PGaJJqXXyZfsZM3VtuU3T6YpzLABh7d6Gb5prpyWYhp0RmMMkH4YNNKDuYXsK4D7+n1oCZqyKY4Lq1bqdPufQqbNNMS/rj+L1qTV9Z7H/5fYIxe0/opSiQjbeQ/MzJpsNk8Y/sKvz2OMdsg+u/9aUGIomMo6mSpu8vjGPwm5ouQMRYJ8rKOlNotW1pwKNKqP2+XxeCVX/r7pRZmQ1QbLdeCR7D8L2tqvpRW1aW0gbom7LrEXtqHu+MoApWCmoNMGcDBr900+S9O6W0DQ3dj8IaVPys/JElhWYpxXizMBgCX6SMUfhelMY34aAu1KrWfcOFKTRk9OX7UwMBBPWxVaNUCZJjKfIPysTYhtzUbSH+OPnJ9pXQ0PGfuuBM21/jhcJvq73VBnviBUyYpqakY/s3U+eKFYLTNEWmwG2zMiunADswxt17S0GS72NCytWcH9XT1ZxEsHY1z47QJggIAoKAICAICAKCgCBwZRFYs476Djw4/Eppu6SeViyJt/E8Yv+e8azku12o5UFf0/QjMuvw7f+neGT+DQ8kn+J/5oTeVW2lnXw/mOc7fVWawQy+yAPYWSVWSk8LRSup2kj0CdZAoRojPPYNUaMg3gW1MqpqWlIay6jNosW0jcwl0+QH1t+ndgi1NtKT8u2mhGoVe6jdkDiI8Rj7FH3OHU4vvYJ7XfPJLMCgFhkdvFdQCHlsYgYN9ixwp7aK0kNKpCzndPkxWWD9A7b6Lg/m/Q5YTD7MLBSmKP7QbkzlGZ0GahVWUxOwWosg+PNJHHv5JfTTN5p7tAHDHRUGmfG5SxBNQc8/kyc+ZcpQl2nzk7PI/KTVWvI28i9s9p1zGcpEEH6XnGuejqWV4TK0wWP/XdXoO1yNSCiIyZPH8NIz/Wg56kbdfmr13L4UNqUZ20vHIGOhnJsSq3d6sJFCNcC1f0h3/K6XZzCG7soaXaCFNWuxlpnBLbvRt2MzNUPja5nrcw0n5gIFj59JnyAKvbluw9R+W5gyrFtLeh6x5brSobXcnMU+Aaxdt4FdhRC5wA/TXqTvOcyK6+ctpOfqyZka8xuaTWaeUuQpzUMKaZSAUwm4gkSmoaMHhb9LH18Kf85D7npqmcXGnS4EM0ZIYacSSFVuhoXC9BHybsnD7agtuBkRNac3sI3P2hg11yid/jd4grTh7lhQBSU4JRUU5PXsKCRPUBv0AgWmt+UysIHRwPgzx/TyS/m2iwdDyEtsC4ZmWuHDqS9bwvR/poRa+Z9l2xG/zpeld5oFdjFhW2VqgIeZ/5c6ZrdWp2pNpw+M95FpJdC0In+Jlx4zKnDDGgrz4nNDge8IeTQ/T2kIpqbZALFaX2doTnItHTtLrL+p+NNIl2N+4m1frZ+/fbUSJnQJAoKAICAICAKCgCAgCAgCVxwBmmCWFNEk8clemnKm9j4+og5SxqHKcnsxjYyAsRMh2CgcyNuUF/tvw9xJP2Z5iMlZk8fodBQ2PdFjcpJutKlMbDRqNt3NEJqbt7KliU465U7tMEwNlYU6NmaaeOiktg7+mA7xUw6L52i+k0yWT1Jwcqgbo+ZMPh5/sV8vl7c2pXKyIq9SKUo+0v5FHeMtKDKbBTLn3K/ZyeLNJRtY7CpD8ALQGb06cKuUFe430MTQKG78zXJOlx8TI+qpuaLuR+hG85znwfbJOfjf5KxnMO/UIjGRhyWHETGLUd3YzsM6D81v0SRRp5CAvRtImTPtDB2VUxiUm5MyEvOoFr9eIMRZvKiaw+Kv0NxurI1BJ1LLBV/phzJ2rChN01JLLabfWTLNm/6EPBobfk4uzZbLq9F+qIciBIqIqAW2PDYZOlth1vycYvxCFN1uYswbNMxRaKCnG/KwlesUR6mFQ+FNci3nIWd2HJP/pOYhVjbxQV4oUbgx4MiZRKZ+EaRpd/q6DZ9IEfXqARx8LK1PryWbfYK8c2cJa4yj9yDpNCc6w5+gECl3RfNubuBKXVOz6Ti1c8tTtQtV79ppH/o5BtvNNyPHRsEYV8b0B1bYuK/m35GPPO6x2pte9A8bY08VgsXoV8I0zundSiCVs8HYn7mJ22432sjfRKEaI9r2P8eIyko4mZKoSTZKQdq2OG05KNhCKqjlaNV5gsFp7uA6t2qMDO3GOFlqA03hwRWihErJRE255/rhP6OYPq6d9uWkVmNkDmoEeV9MSNoonR1FzV5yw3pDqBc5q/YCCwo+Z2I6pdWoxvYl81qMCRK/bJhVJ2lYeBV8k99dNNXcbGoytRTbeo29UlM7USRno66xOspI1eaknfHh8R9zrkrUPDH9kkFT+BE3oVVZqz8/qtWrO11xwVqQoWg9A/SbQIZzD/owfiaTlH91QNOo8qj7mgjHdvNLaZYhmsePcjGT7v4BL/yn036ZXErbUlcQEAQEgYtFIDwOL8O1e+m7JPF/+Aj3qEx7KyPDvUL/FOaysevRU5nKK6IiDDF+BG7ufb38733Fj/BipyzTGPQodWUtCw6lpiJZXvIHDKPpNamIZ5IEAUFAELhCCNh3NfPAwIif25vgY5S44JlxuDtq6U/HvBfRHIjmRNpRRg58igfp9yP0cxaEl+WanuzGBA/jKlV8Zzf/jqK2xoVRtjV9im0xilwbNSsKH2zUTWxs5XWwrwF6H2J0v2G/7q9sdKATVXs8ehuLn5epNfM5FqHQzMtIbBFKMIJjHvbVpteL6Jpy+iX/BOGqqmL0xHG2Pw3fM01oOkD/b1tcsCvTosV8ZMWrq0/T/p+zVtmjaejt8prGrsbFbPqyUr+UI6d6UbatN2tNGnWgC54Ypa8hPyPgxf4f9TDaY5N+cHPoAp7scFeKVdqh/w6faoffcdnMaTZj0ueK426rqSVvxDH3EvMmdL9AJ0kLUgT9lZUoe6hb/26OULMxfNYP78vkpc8wkifL591dyr/jcHXQD9mZIPzDKvKjYXwWHOX3rmozm/lhMSrFQQlkVXTE3ueOZIW9bVsDPYUBnU6DP6ZPBzA64GJkSx72C+pQoXxFmeaeRZMppqnpf3UE/lfc6FeRUU20Rk71o7KSpnRDfoS4RjTyhp+/PdRKsv7uh8tik+yIV6Z2U/KXuVm7QQkjvKRhXF8joTN+dN5fy1VJHv3nX+m17Yz4a6HuZ62zG+NnuZZ1OrkGGam3/8Rsxh4ULygPYN3fjq2rMwEcea7FwI35huJPDu7+M5oGn+5GJzEIsoxae7VP02SR6djrhsg4m30C6yvQTGHP+LO70PQMfWPRr2GAmn+1NKFUrQVPTWY133rHH8UfjbxN4Rn+mX7W4mv8DT98g+R3rg/lr675fmJlLYCD2mu+PdTG5Zk7MReNjKw8M89yPJdTCIYt9JtnGod2dkIXSBXpAqlcbN1OYdyPaUL+ivJtqPZGrtOqJqjIt6kaf6qRECYpINPeYWRR7tNKerC5TGmTerHrqSMIc28N63xTxWidI9BuIJn0ZakExN2MEDx6mnKHU6NwcQ11MnKyHp2Xiyb0jyygzcDPfax/mOInbuZKpObpdiPA+fMPdaOsymUsr3W5+nhCuslvKcw+2CLxsX3RNOKEIFHxdwS927jOxjLJPRRe3EU+owR93A+JefL/qCHXiM1NUUFS60y9ISn4Y1I7wQjSzxzh3jTNfaET5d9W0VuJT0wNLzKnzhAWhBhFWgkdp4nV6s8Pu7jK05UzBWWI695v18JDhk1Jz/JuTTFa/74Vxer7eRUTo8GgiQ4FscaBoUN1KQtvRd3Qhrtpe4u+YSXqMRStlaqhfXsqLr7dRGNyIQgIAoLAxSEQCY6h+1l18KIJCg9lKiVMGNYUxvZW46edCu/teqJb/4Fuod+eeDLKd/OA14P2Kv6giSXt7Ch2OV36YQZrrPwhwIMS35Z1PwFU7x2A0+yIO15J/4zA/Rj9TtChbEKdPOX5Sm4s2Mw3Yt1PtyFQ2bPAx8NKWpKygoAgIAhkjUDuVgztt+DxR13obKw3qm1ywPVIIfdR40CsMnPvoemYxYrGvZ2oPRT3BZSHuo4BOOK+yujPZ2j/J9hWG1yNozESLKigCWlDeXzPtWH3wT5YmxvhfrIl5rOtEA17dtM3FA8xuvkdzZiUGWJKssDu6kPwr2rR3cj/+jMrnHtbgRdoahiYwe57aNr2G2oX3N+KhnWjaNrbZPj5Ytm8bbvRQcfrKhlCJf1y4Z/Y94symVNHOD3xkN+3J4Tavd2o/bHRs6XIida9Gh7fQ409nu9MOhnxWkt+qm8m//NtFGmmJfoka9j7qCHg4aNscF9XQGHVQQ86m8fpI6gdgzuzmNMsxmTL4VwNc65cjeSNWiRm/asNGPjrTOeCHFTvd2H28Ta0PKT0v2JpfQlaO2lOqm7JW63bj1FwywPsj43nij8qbhohvj5MRZwo1gWZsbrpH/H54amklIEtPE970NLMQhyPfcfWhPlcshoP56bzOajR5xrqQa+rmX7gkvxRSP547Dsxx/DmuU82xHY2w7nFis6DnWhhvm3bBjj/Q/JQl3NHNVw7ZtFG01fv08mKJQ+2o3rTpxFZBhszzy/Jo8mmF1zZyh+Da2YXXE9TUB6joXiHCy4KTVwjM7oQJYdrfpBr/vtc803O+DxxfZHO3VVKfJYhUdOsfbAVrt0tJtwK0dzRjMHGtoQsMu/+Zjhe5zmYGFBUyZSH3fv6cLOvkbgz0AeDLuRktU8AW/cMUkDyONqId33MH1zxDq7tHB+aOO+TEfquM89tBrI/sqx3ZnSBqna0F01KAG9KeV+tQ/MuR8z5fQ6cPe2YqW9C50MUVOnlGBSCZudO3ew8xIAp1JByKLFWMoXeVnpTSYFU4c4O1P1zI3qfqIeXv11VKr7flRr8xcjmX2oO07/Z2JtutIwdQ/tQHwopVG5/cBZNz7ah6pBR0FpEs+a/d8Y0hIvR1V2HXQ29cD0U27XUuu5vRLHup01DLjWSQeFnC2XuxQ/38Od6Pmq+yvX2Yw9/Y6vf7zZ+X/Rh3VHywnGa+TIn9DaFhkU1SS035oXTxqao0SigVJpthSrgAzXxlLaeM1V1WRWjKTN9pf0zPxmEo0UFhUhLhQy+UPypkP57v+LzybWrihU/3IXqs7VwH2yL8Vshdre54G92YYoCaJVy1lITkNzufsLFu2L0fKv0MsyP6unqTr+lApVeCRLHn+Hbu9hbPsuteSjk27UpOu7T38BwKlyDg1BBh1YzTQ/Uo/55LjA6MDzcX71M09TKmJjCPBXH1+XnU5U2XpxvmZyVetQndXAt/qod+IWPkl3jtY1z3xC/FK7W3Ss+BvkUBASBjysC+pvgBh/ahwdRmNi3+AV86giaG9r4JWlDKw9rxbcQAX7pVpU3obR7iI6hzfsWnfo28w3cmA1dwzHhFV8o1PKFQlC9+Nj3aOwHAtt4P8gfj/yC5Q+E3f2HDS2HNHANmtzYPcDnpu9nTflWoYPkjV+iaQXf9GVOdFg7QeepazciLx6Vji9mmu6txTwFfz0mwV/m+pIrCAgCgsAqIPA+Dzg51B7gXqVR00GjFEL5mdL45r688RhahwYXHF6VtpjuZ0s5Q18kKbM37QIPIreY92AWpmVEKELBmb5X03SOPzNz9A79KC9vgb1tCA1FaXXS+tDbZl6O2Ys5+8IN/C17PwMsfLkdwzspIKC/It3fEM0SU3xnpbWX9a1qTxFMH0ir0l7WHRsFs8FdL7mSOc12TOQNzjp9qxn+1ZYlndpdhq8n+mrKAFZG/tDncNmWV6+AGhMP6Bbykdmn4Gp0EB9fxraXwWY1+lfqfNmMTdHJxayv52z7jY9NX9sXAqi6dxdKO/h7Ky5gZ0MRauyBvJIy9xnmN6WtxQiIrWPleywxTxnaWqz6tZKvY8E1loLZSolX867vqUvvoYs2q7Amtkutc7UHGvv/oq2kPFiVcaW0eHlvLiu9lzo/l3foGVtX3zvp6XfSMy7PvbLZVQq/TAyFPHggrj1G22na7g+8U5QqVOPBzXfIi1FG4tA0C30RlKDia3Skp35sMAXf8MDzszBKaqqx7i0f+n4yhnMsl1dkh2M7w4vzR1CIavC9I7E+z7rheipC/wEO2FVI6rSkhWir/mgTvJR8q2S81Yq9mTgzEhOqUbI8wPDj+iGxAcHhTvRF7CJUMyCTv4KAIPBRI6Bk/aaznPWOreg5eBOqKBx7/Hk/hr9TnKRwgePhHFTsqKZgzYv5WDtHuihU4xvV9gOtKDT/DrnFBiffrEUa+bb+pmST5quxF9x8oVGHUpNQbfqVXtQ/YWjWtQ4NLziQ6vXfn+ZeXE8fQxzKttYkzXyT7rzfhl3PehGu2r1iDQgzbXItCAgCgsDyCDAgQH0Neukuv6enAXkUgqntNUIt3scb+bafL2wz+alJEWgt0okuUMjwbPrALr4MjqCZWixb+cJWl7lE+CLD1UKhXh5KUqIgZmiAWRnbNr3ESGzl6Qf7zM1ln6vau8X0BZR9zVUpmQ3uFImubE6zHZMSTq5kFCpa5BKC1+XmcCVdXXTZ1RK4ZiAg4/ji5ZbBJl7skj6zHJuic6UpZWwfGD+0dEGaiUMWCNRVJ6Y1Gu8zpa14ZvpnpnWcoa30atfafVZYLDeoLOd90WYU1stgu1LB36qMa1GCV//BZaX3Uudn9Yd7US1eIcGaibZ3R+B55W44ttAxHjfQvHvqqIabTJFTHlRRnVKd7eJJ2WB7D3SjrnsQDmpZzE344PsxhW9UoTQnVc7zbAl6hl2YZ1ju8bPxVjSMHvJg9MMCCtZMh0tWnh5o4g+ZpEq/as+8lQZGfEYXjCY09TKFaYdpB//ptbj7vm+iuSrfeCZ/BQFBQBC4GhG4pRiPUiDVdOBHCD5crPuB0MnM4GB4ekL5hTEOj0qzbYAq+nn0/ZMiVEuMkf5tOlyJu5SLC/TbM0ZF8EeKY3I+Q1PC/W68VK5Z/hfPpB8e+mBpoEAulnLT3uTnf6UC4PeA/+zujFpy8XryKQgIAoLApSNggYNmSBP061W/nYI0ms6r6I/6r0pq8bb/oDrlt+Kl98f9tqYLdQH6J6OPtTbukpY17I9aQ+qNSV1HxyJ78Qp65sv18Ln47+IV1PvYFL3yc/qxgU4GsnIEYmazvr0e1NF1kPlsufLGpIYgIAhcCwhcIcFaDvKV47tDyvAzTPvbXfxPzbBNxai4789hv7dY1zKDNo3vx4VqtxbD9XgD/enMoP9x2qNTSNbb8H0U/6QVnzC/6aEdc13FZgR/2k/nhuoHA30CdVE7o74HzrP16J9gHn8E7W7+c1jXbl4wJ/PzM0ae8jdkCq28oOAHfrgPxHLfDdL/BR3PvuDAALXvTEoZC6pJhiAgCAgCHyUCm//d3RRI+TDLA5ryd6Z+3E2/6sWRt3MQV1wLTx1B/6Fx3ceaLkgLn6MLV/ppKEj1XZHVOD6Yh9pVHRvjO2MOimu5l29kJCLNS+e0PKRmSDm3FaPh4XyUMkS6j+b3/ennv9s26oLB6TmeDuMmohnakSxBQBAQBFYFgVvoo/LwMJ1R09H/P5yjUM2CT2+gK5NN8b1tVXoxNZIDR9sw7IwGN/m/Q7qrFOutNmxe0nTeVH3JS/orotXF3Yywd12nKz6n1zXa1/fgqWn/GN1wBH+1Qo3G6xs1Gb0gcE0jcIUEa9Re+E4fmi3K0WJSOyx82o/+J9V//ng52I7Nv2QEmxicFfV1KLhNBdrdDMeDDkYFUdppjBryZgQ8Jhrp1goM9DcYgq1KO3L5lq//NJW9f/wSpv+6HcU8FPYzqgc+w8PaXXHtiXhl43PdXfXYXZDL5zZ4VSQm1l8sWbc48ejXCxHydaHzENt9lw5Rh+xor7yIw+dinUi+ICAICAKriIA2b/gAiBvpqM/xg72YudV0wGLkK5Vm5ua45+YxWtOMfohc95l4Lf0xN9cAmsp3JQK55G1vRc/OVC1gZW6jHMDmfTZZN/8eapsxRU6lS8v0bOOPNR8VlXopRH6TqjmsF7Dk6pG3TDXkUhAQBASBy4yAckdCbd87LnM3puZz1ufTp+VlsIigGX/eLaaOrtvLKz+n1y3U1/nALbLmrnMOkOFfbwhcMcGaOiZt3dmOrQ+oIAETOPaaF+4fx4Vs4+j87+PoyItpj3EWvHSOnUmvwXwss5VRmJaYMfoI+lYF+veoWnOYo3bGzXF1jN8Y6vvJY16iEnILtoLhCJgMZ5bJJ2lXa+hnY0+14dtnUw/wTjk6xxiy9k0K2ESwlgaW3AoCgsDVgoBGh6tmMZUSoTm6hxm8IHVHDNF8vmYPQ5IXDGL3nfnc6zT436Ivy7tMAjhGMtq9rx2zbHPse4xaN8xIVhSspZo4qHbDCJzRqNmR2sclYcJQ5cfYQOLFyiU1JpUFAUFAEBAEBAFBQBAQBAQBQUAQWB0ErphgLTxxBIHfZZCCTTkMMlCi/3fWB9BSuUvXUgu/NoFP3LUuMari7U4UrKXuA8+EKsKG8jGh9Ndy1yYPasET49AeyGO+kaYm4oK6RDPGxSdV3eWSqYzlE4nC5xUBKqnIOMaV/td6mzpKGloepmy5FAQEAUHgKkIgAk+XT3e0vVFtWfE3E+fVhXlHA3LvctBNtxvHJviC464NuHsNX3A860PdXam+hHI3FeovNNb+mQ2eF1Pb0AdOvyIbeBGY4f64iiZT2s8nuONaUPS5VDGe3qf8EQQEAUFAEBAEBAFBQBAQBAQBQeAjQuAKCdZC1CRrg0/5+CmqgGNbCTauW4v5GT+mYgO3UkPitrVJQdWstgGtVSX60+DRXrheDDJgQDUq1lsQiIN1uhe7nlmHjgeKED7hRsvBWBTQ9Xfr0Zqm4kKxs8cwMlEI6/tAIYMmpB4FI/SfweijN8wjRPMjlYIn/AjcbYH1s3nY+O+pH3GQDrXfdeP7A/l0BE5T0CO9aNH9xfEw+tmkzpxRW/4KAoKAIPARIJC6sekE+J9phIdBAyra7KlaZRmCF0CbAkOzxJIVzr0OeBv70fhM3gJzz8gZH1zPc7+9NV7e9Em/IvYtQBsjgIbvaUiJ4JkIB5+B1mQL8ZccyRcc6tnoS9yHqTm8QUyZklDJlSAgCAgCl4hAJBRE8NcW5K/ii5BLJGkVq2sIvOLD5Ln0V0k3Y+OdRci/Hvx1XohgfPQYAtNB2ubwbLOOpsZ/UgjbZYji+vHmJRNbRkLwv8Gz4jS90TKa4YYvFaOkKKnoYSp5zV1GTjOI4EMT6BhqRRaBiC9tfBqjHjc3wj2hzv827N7fA/vtS/5AzKq/8eea0PLzEgy2VQCn3AyKGFjReMJn/BhhFK7gOQZZ/BM7KuguSpIgkA0CV0Swpp05pgvVFEHBMS9NKBcaeZZ+eSO1Kqxo3e7RBWTBQy6UHbLCemsY4Vg0OU/ADmd56rCmD7pQeTA1z7GzQj9EbshnsAJd2DaNzsZdLMT2aeZUbD6YRSbR2NCSqnt22o1dD7lh3d6OwZ0OODe5dd9t/udbUPm8ua9CNH7rMvjBMHch14KAICAILItABBNH/dCUMhfDgZ/7ZQC+F90Y595pox+0hqKkOacqEjwxivHzN+kawXrTHwTxUkcvaNiOulLuxUw5BXVo3zGNJu57ZWMlaNhh5w9xaqIdfUkPdKAX+qT+d8GfrX/ZjLajbXCPOdl3DrTwNMbfmsO5n6se4rRasLFoI7w1lYg8MoSGAgumx8ZpyH8OAbqFi5wdh39sHvi9jSj+DH8UHQXse6tN5v8LupUMQUAQEAQEgRUigRnC3AAAQABJREFUMPViLZoOVWDo8McxciFdGvR1Q0WltqggZXqKR1sFSh7ugasyb4WIXTvFtbNHUO9sg1I7sDAQRi7DEgXfZTC4J+n7ekcrWmuKV3UwH29eMqBSyh61jPSpkkX5qn03DO1AP+/oL3yA/r2vcX0LZR3GVQP++rrMKQL3X9XCfdqGuj27AbqJsn4qvkYvpesIxg7Qom3bN3VZQIDBujSUwpaVsYOG0afq4ToUhGV9IQrXTKL7xx6MP9IH1z0iXLuUWble6l4RwZrldgcODxbC++IAvMOjCFJzLZ4stxbC+de74Ygd/Ip39qF9XTe+/7SXwq64UM0K+47daEj7ArBta6Dpkg/dKpCAniyoeIThymNtWUto2rTeB+/Z2NNbN+DDX9MEyvyWhmam6siZ1JUzyqq/Ofr6zkF19wAsbc3oPRrTiOMza0EFXHtU1NJkebkSBAQBQeBKI2BZY+U7aI2RlltSurYWlGD3I/WwMziLOakty/98m26Cb84H9+KGvY+igub68VRY046BTXwZ8nfd6N47Gsu2wdnWh8Iz3dj1Qrxk2mfuVri2tMHV/H1UMJLz3IvNfGGS3GUNWgvR85PHlJzNSHzJ0dxseskx1o+WMSDvwW6EXnVxhBVwmv29pXUpt4KAICAICAIrR+DmtTwwrkl1d7LyVq7uGtbtXXxRbnoRfiEMb1sNup/ehSN/PIytqV+TV/dgsqZOg/dvKFRjoLeenoZk4ApqsI0+24i+uawbyrrgx52XImOGUM1SVIeeZkdCWBM5M4rHv+1CS00L+vibx8YXnNdqsmyqxuFhB6WGl3kEZ0d0pZXq7h44lM/fLasl5M1BHaM5V2tqANTWHONvz68WpFptLDI07VS/LlRr6B5CxR3Gb+HRjnK4+kYQuceZVRuLNC3Z1wkCvxVluuJjpYlmhP9z+EWutCsWS5EIT1wXKOC6JXnQU2UDz9Vj14FpamJ0oU99UWoMPEB5mSXND1q8XU21Q1Vd3VVbPPNiPlU/SihIug2h28U0InUEAUFAELgGEWDAAu0CzTSz/bEVmYbvtXncXV54yT9GgmM+BH//bpTcnvpdcA2iKCQLAoLANYJAiNYVvl/yRULlZmrq8pq+gMN8FVt0L1/aFqVqL6go916fD9PvfAjr+gLY/6IC+bmxzfJCSPdXmft1J4rpzMTzog8TZ9nS+iI4HqiAbbE9VQvDP8x+x6apx3sjCkrssN9bDCt/N2shP9w/DKE0rb6e/xpQXVUMSxb9KiuSvmd6MXrWBsf9xcjNL81g9kT9lUE3QpsqYLeF4HlhEAGOM/cLRbB/rSIhsInTVEGrEY1+lb1HZ2HfWa2Pb0l8lH5MFu3H2UZv60c+BELndBq23mdH4aImnRH0318J35eVBUphvAnjMzKOqsombKQ2SmtcG4Xa1d4f+jD28xButOah7M/sKLkjLnVL0lmRFyYOXkz8nPN4RwmqqdGdy3mZPkoLl0MTfIGfSz6h+5qieF0e8Wle5vONsg7NB2/Jg/3rDvqdjmmTx+bKRh7Z+GvO7Qs/ohLCjcgrqUA1v0MtFBCMDvTCS5O5m3JZt6aamlGLMU5smIziXc8o3tqOHvTVLK6VF5+3a4WXkOUcLcWrcUZYGS8F4SqrxegmJ4b2pfqe1dsLHUFL1xx2tzmSLjAowPUfUms4wDWci4I/3YqKe+K/iUz8lB+Bb9CH8Ho7HF+c5doOo+JBOyKjHnh+Yuw7JVXVxovS96fh/vt+KOvJ3PXkvQfIeyZWCI4d4V41gumQhpu4x1R9y4H8GJtls6fp/PAy9xYGBDT2Jo187WObNI2kSyUb+d3+F6XIs5o6jQOa5WeIv+m8P/HCc3QahduqaXKaw/4oqGSTap14vVzfao/Jp6VaTRGmhtyYvq0UjrhJpkZT3GHSxL3xQ+6N+X9aBcc9MVdPYT/6X4ztjTfQ6uLeetz0yAA1zpJrMb4fBc6qfawAFd90xPYxyic4xhyTAk7guSrsOkyN3gMZ5jzL8UqxjycCupwqbWgfjWAtjYiV3iYFa+0UrKV9Ua60MSkvCAgCgoAgIAgIAoKAICAImBAYf6YKTXQ1Urg+jPGzPFAWUKNiwq+b1dXtH4Yj5gtofKCJJvPjfOmaRz9LazGmzPLZjmPvAIO/8DAXE+BENuVBO00LC5Yr/iIP3OpkXNCA4Y6KhcohF3iIv5eHeB7RK+6vgJU+MN0HR6GtqcbQISfp6EVloxetQ8MoNr1viEx0Mx+GWeey/ZbS7OlxtB0i7eynsMCK3JJG7F5gGmkIp5Q5pZ5u5Tg/R7+XPNQqtZaG/YOo4EuPiE6TR29nXI2NYsSu4VacH1wGHwqNlPBrufZV336+WG/hi3XLphI4/t0GTL/shp902Skc2x0XjqmCibSEYI0z2URByfyDPeipyiP9bmKnTPosKN5ShLmxUUzzZbpyp9DH6NdK+8WgU2mJ0/yPWt7FfzATm0cnXAUT9D06zuBsxQiP+XVLmAbyScXtdHMwWI/6Z0l3gR3VJTaEftoL32maosZNzGJzFY6ZFlrJaxv+0a+7cyh80IWCMRf6JywopEB3XMe9OAvNqBA6y2rgowbSQLdTF/wlYDFdGPN2bfCSLZDtHMUGuAivqqcr5aUItZkqG9yo28e1vykLoRIFPPVVLXSxYUHJdgc2aBSIHfLTN20F+gYaqNVGftpGvv8M/d3R9YWyiSp8sAuPbTpGPvRQ8E5rKu47hdTkmuGeolaUc08zJva2YTzjHqLBQ39JvarOVx0oopRq5FkKpNj/7v4h2OmjPJs9LZ0fjuwtp2sPDcUUgBWsZUT4F2ka+YEV7cODKMwCBoV1egq90c0o9F5iwb3wczdzXyvCo3scCA22YNezxIj+1oq5l/rpHgS0ysAHYboCYcR6Wi1ETntR+1C3jkfhlhJq29C1CfcAK9fpINfp9GAt19o69B2m5uBZH8qcnWjo5zrk+NUa9u6tRfdRhsJSa7EgBxP6eGhBMdyOvLTxaPQnXPntTtge7kNPZerLlPQxyf31h0AmwRqUxtq1lk7uc0RLS0uj9h8cv9ZIF3oFAUFAEBAEBAFBQBAQBK5yBCb31+m/NUu/0RWdmo8Re34q2szfn459J/WM+bcG9DJ1+8y/R+eiA7tLme+MHlf1zp+M1rGO+t3a8dOpxKinftislzkZbzvxJBqdH+/hM7tRP55/fjZ6MjCr380H+vjcEU2vOx9Q9XqiepNZ9jv1gjNael9f9Hy8nwWf89GBHQb9Xa/OJJ++Nxl97D6V3xFVVM0HDCzUuI+9bQwqK3xIbXbtqzGXRh972UQD+z2+j/QTi+PvJUlLXs1H+77B+do/mcyKXc293qW3N/AWR35+0pijHT3R2X9NFj35QqNepmdcjSdJZ+MPk+1NvqDmUeFQFz0+F6s7PxltZF6cT87PnoyejGESb/1Yu511OqJ6FdNcDQbiDDEfHdytyrDtnQNGOUVFYFDPM2iKt5b50+AxY+4av9cVHXr1eHRmLt6+Ueda4aWVztHSvLpyXpp9tUOf4ykTf2RGXeXGeOW+juiMeWHNHY86OZ/G+ZVldhpz49x/jDWMZMyHym+OTiYyT+r8pHihbn9yr5l8UfGnM7EPzI5zfuN19OZmox2Kf9qNOlntaea9Zf5k1MH6HX5zo+ejU+OTCXpjZK/wI7Yu9yXXUXw9OvcdS+5F7F+tI7W+j6mF8t5xnR61HpLr9Hx0+FGuk91DOk3Dau/dPWyM/tXHUubs+A8M+cHAeHyhsti/TuptdpnH+K9z0ZF9xtp3fG/4Ese6Qmik+DWDwPz8fDT9/29fi/LFwm92oKu7Cz1f33wtki80CwKCgCAgCAgCgoAgIAhc1QgovTMGvVL+qeJaYZZc5JmiIU/+yIhW3KZrNMUHY0W1q506FwwKc1jpodB0k/+t21qpVZU0ybN9UV3HnUyqUqakR27W8KOhUYTeV7WZ2HdhwizRyFrubzb9aucNGmK9ZGxS+w2zt7jQsMWktXFLPpo76/iAZl0Tqg2jheqOroTZftb4ZNH+5Mseaq9Uo7HcRAN7Ld7ZhhLqr/Qm/C0zMy2FT43AR9Mx7xDN8vjpec6FKqUxQ7O+CmofhU/QjJeaPS6OR5l0xlNhzWOopuaQZ+CYnqWPcH01HqtM+mvLKzKuHW0dKI6Z3CHHhnwTn1hy6QidWn1hFYH1TFCf0/wvV7BNP6ZiLKDatjFomiPm24kGadT+U2O1ofX71Qnzwpwv5CWudaKW+JNX2Yqh/a1wbiuhBp6XvlJbUFtVibJtTfCdWoT3FmlP0bccD19OXsp6ji4TL4XPThKBzbopthkijQHvysrKYv+pMfYGTX3DE3BTc8yxty7V1NtajI49JdAO9WOagGrKvRD5qeuBEs52anJ0PJqMypmzGQXkQ9zqQMcDSnvSSHlfUryXnMdcajra1kQQOks+4/+IZqW2HJny6ESslD6LS+5p8bb1z5gG1wjXzXQo3g8jZRbkL6A3pd5yN5Ep+Khldved8bUcRJe+Hum7bmcJV2Is5RSibocqkw8bh3GEvoTD1ITt62Ygq8Q6tcDeNozD1PzNYXCOAC2x84qMIFwzE2PE7G6jbMiHlkOs/d0+aqrFFir9DfoPunXtt7x1sRl4fxz191ahjdrKzd2DGNxjv7Sxxscin9cFAr9zTY7yFn5h3XJNUi5ECwKCgCAgCAgCgoAgIAhc9QjwILnGjs0pvzdzsJFnWY86n1KQFKYfI0tZ0UJBBw/CpRSsuGcMD/HqSFr6ldSXwZbbNugI6E3pV8k/OXdUo3XHDFqedzHYjMrnAfl+J2q/ZkRnTpZc+mql/S7VmvUzNy14bLl9M8U+5mRDQX5cRJAtPsYhd+n2GS36BJH6gKaAZRRmZkiWOYV1UnAZL2JR0asnGISHB25zsmzZnTg0j9PEVwkt4uftZLkc3F1qg/tFCilUJoU21i8Xpxy0NfofVfNTRLOyZMpBfoJPKPo4RfO1/5+994GPsrrz/T97aR5hE20TWoK7Y1pjLCzeZIVUMMWiW6M1sTXx2qRrh22duCVcX4PtjeGmK500MgttFkgVcq3EldGV0TWjJYM64adDKxEa0TtAk5UlNg01zFaGFqbSzKqTF3d/n/M8M5OZySQZIMi/7/GVmefPOd9zzvt7nvH1fPiec5YZ09cwjbmUoKKnvJiIoPvqJkMQiN4Nf8QJgMljULuc0kJUxozmHPs763MLYP6u+mOZ9w/jba5v9aNmJ9Ytq0FOezulovTS2R1LwLvp+ojdORNjKa/4S8CTLvz6/WVYEPeboHHtwcfWFnAXzWP4Uf06iszvwczdJNWocNVXwpUSr4ajKoMaT6WJ48nIzvEUe47UFa5xq4+9+QljT8tV46UzImlzVmTHOtzf2qmbUOKUqkJP+jRIdUQvJo8nWhz5TTOyxz61uVhr5zRnmwNLF6tp0mpqqhlf53poCz4XP95jJdI6CHPnek7GxNzov1i8/x4ogaGK68rFRLWIpV/v5z9OXFvBFeq44UgvZea7uW5jTFRLqu79d7Fd2Smcyc8h7Pfy97ncEAGHBo1/5NjdUoPSlsRyZdb1nCprXPt583L0T6tC+4u1o3/XE4vJmRAYReD8FNZGdUMuCAEhIASEgBAQAkJACAiBM0sg59MUgiJvrEP/ycNAKEWFQzj2++ju8pHbHyVly8oe58WN63wtboJ3cRiHf9uPvTs7seHJddj57M+5m/IavmSqxBfbpLfQ8JH3+OJ8eWJFJ1VvYtH4M7VJ2KgU/pMuOI3c4ou7Oom062T4jG8/AzP/knZ/X4b1jipoH4zUqHFHHY0v2uGMSBRKUiOVIKExEswTXZOZa10tL1+Kve8rqchIl05n2d+/q/clWS44epgRSAk7liUDjRiJ67e6cml0nJzoRz1FNXytCR3fHYlMMtaZej1SOPI1hunETFnIoTg30vrEu+OdadxUYS53N2yfPVNfe+rN/iFcc6kqce6PpZPx0ZkYS1m5c/i8hrHx+b1YcG/8+t5ZjOAyosgqPrMOSvbVPmWMxRvq1qOGAlmYG/YZiWP1Mj4cH4Z1H+5XF8NjOD1pPEUMJH5lZcZ+Q1TknBLVKmybEiJLdz9SjRXexGLJZ/G/acn38krMXK/MjCFGW76953U8/1Pu2M5NOuLXmUwuM9H54X1q3M/nBghGzqGD+/SfjatnJj99x7CfilvePddAY5Tb6xSkF8wxfv1S1WHYycEctZkJN+9Q+cuKDbH61z4lud2ANf9cg0vpDyWIZ2XNRN4V8b8bQzj6R0Yc20ciRFPVI9eEwFgEzsupoGN1Rq4LASEgBISAEBACQkAICIEzRWDkNZji1618wX5zNToPJdY2+KoDnGiIipsTI5ASc41zpnahP6Hua5j5uTncBfIBeB7lpgV4F0f5smikQfT/LnrMbwo4P7LvpEaS/HIal2ecwySNLiGnivoKv7gBO9UK6nFp73MOYxrV9FR1ps9nYvvcXOHLSrzYjsMZeSjgRhDRv7ypR7G79z3kjHopH2loQuu0AvyQOzeqDSDWvmpEsRSUlDHzTmzwGOexktzp8aFtYeTdniqqKJYr5UFsnHygYpk47e3Ga5V8NZKGVIRdwpWRexMcRWWacbO9vxsr6jdicBwFbmSX73N9LDEWMU0fnbGxxGmc/3AXJ3g/u9yY7pkEf/DVDXBQTFeyj8YoQTVa3/QdRt7n4sdrHo7u2Q2OVmRRDJ7MFP5P5WgN86M7Z0aMh45z9E0wzGJjdVSDuEtmZPxkzeSGAuVmrHnxMT1K9fAf0xqFoyyqC2+rDTgoRkYlsqyCa3WBsPONxOdv0LOe8XhqyihzZl2NL1FQ7nxhd4LNoX2dcLTv1oXmQZ+69yVcw/6Gf6s2hCCPSOTfZ3Xx802EP234Y85fcXopRbW9HQ506putsOgJDRWc/mlJiD5NqE5OhMC4BERYGxeP3BQCQkAICAEhIASEgBC42Ah8lMZ7Y97XljEGAlhnqYZzx170v7MfOzc3oaaZr4PX1nL9LvWGd/Lk9j9RjcqvLIWbL6BDDL8Zen8Q7q1KqsvBpVTAsq5aoE963PjQOux+Z5BRHW4sZ/69qqrfv463lZKTZr16Pz/Yje3du+H6KXcRHLMcdyqtNvo5eKgfnT/lbp9qh06uvaZPo0oBLC0+qs16Gt9+Xnktytip1Ytr+CLMqZl84x9kv2sWL8eGp5PmeUZNjvGdNb8WD8ynlNbMqbZKOLiijOca1DSxFZu5G+g7jBJkVE714tWscS4erOa8zlNN06ZDyavuRzZiL9epGuJ0zN2csre4mSIo14QKqvrHZD5RpWqn0lJs0Ne4S8wbpqCye58LNZWlWPGIk7u47sV+NT47NqKaOyWqXVvLCrPOm7F0cj46M2Np7v9cD8vnOcXTthg1dofOdG83o0nvK+czr55PJl2hzsOyBo7WHatR80gnBhkdOXSMz/DaGixv2YB9R4ysKT9TPEcp8yVdzJquZCpG1K13x9XHtcJ28PLQMV3cTct0XCZ9J1SOnw0du7ku4BDCtLOb660p+Svnz9nR8F7UlNYYz1BSe8Y+TVwHTc9H0UxNnd/bWoONr1IQe2cvnGRV06KeEQ1XZytlkNPh1fqK+9Zh+RM79TXk1G9tJaffOl+jUEdpbe9OtuzGubqOePjdX/Map8fyd63/0BByCm+gIBjGCkaP7j8W549WJwYjz9+QbwPKv7LhlKJB9crk46InIFNBL/ohIACEgBAQAkJACAgBISAE4glM/2zqaLNL4jNNyUNTx2PY2PQgHPblMFYh4jpEX3sAP/xuZNHriLASX2yi4znffAyWP6zGhgeXgpMIIykPtatXY47+4j4HTfYqLLa5sOI+FdPBiJ6vPYhN/0NDvaUJaorfgmJD0IkUHvPr6ps57emFDVhnW8E87M+dZhREQ0kipdR0yry7V2HZ5TuxPK6fBeznWk5vVMl4sY8UiH6lw4d507Gv2vaAZxNymuqxrr4GShpSqeC2Zdj8v9TC5amShhw1hTRFKntwDdyVy7Huid1o5xpkZavbcclPH8LqJ6Pr2vGVnutnrf8RN6/QmWcZ01FT2EoVEhQbJ2TwQ0cT7qdfli82fIVpC9C0tgnu+ia8qxaFLxzLV+xVio6p5sS0uEhEUXKzNIqF3o5r4H56Iza+4MDuF0dy5M2vQlMDF9ZXUVNTzpOxRIFlYh+dybGk+GXB/KgHBRQn11GQaaL4qqcrbsAqRw0OP1IDZ8QxM295AJu0HNTb16HmxdhoRe3azaiKRETp05sNC7HPlM9R7O44B1dUYJPtMAW/DajZZvxqaPMtWGUP4yEbo+Q4Ti5P4zctvn611mPTPe9hdesKuFtH6r5hyRqYuekHGFV7WJfZRu5NeJSwDlo0dw5qf7IK/d9ZARfXOFPr0mnXVrHtZWz7Rrx7fAg3MCJ17v9ci2V/qMeGZ/mPF88aZW+4ZxXqF6uI0sPctIFycZWx6uPMz17DDDvh5IYHr9+9Hpu46cP6tbWoYRTn/dUREfQzfA7/eWSzlcHetzlDdXGqRy7aUPkWAuMS+DO1p+m4OeSmEBACQkAICAEhIASEgBAQAmMTUNM3P+ALIadiqjW/JiVxHSAVsaZS1idTKCxnos5RDVdRUVyEfVFknTLVJrXGmcZoJ11wGlUg9YUx23oK9pUtCi3aFGN9tdQVnuLVKPNpJ9m/NKobUuu6sc1ZJwUuDcNpZImu86XWpEuZxvRPytynePEUfJ2qpjF9dAr2T2csqbW61DgcA2m06Sq6Ul8LcKKM0QKn8z0mm9MxSsGSfQhTSEv4feP085qvrEY9BW9D8J+4jiFOwa6s3441He2Ym+InTX9G4p89NSU++feUPjO4TwB+jOao31TDH2NkkMtCIA0C6rlOThKxlkxEzoWAEBACQkAICAEhIASEwMkQOFmhKR3bSoT55Dgvj2eizjHaFXsHPlVhaIK2npR9ZWuMdp725YmYn0YFKcXR07B3MkXHFNSiRibwTzTbZHzHfHeqY2kCH52U/dMZSxTKxnk6Y6iyTnHdw5iBkzmYgM3JmIrPqwtq8RfU8ZQCrN28HjnpQIiUja6DdnXMSYlGRz0jyaKayk6fnUSViRXw7GwI26MaIRcuSAKyxtoF6VbplBAQAkJACAgBISAEhIAQmAQC/If5Y6HY5MNJMJhk4kzbT6pOTs8igTPt6zNt/yyiOxerHm/TkNHtHeIabSProI2+L1eEwPlNQKaCnt/+k9YLASEgBISAEBACQkAICIEzR4CbJ/R/kMO118YIMzndms+0/dNtn5SfPAJn2tdn2v7kkbgoLQ0dHuRGCjnIO1O/JRclVen02SCQaiqoCGtnwxNSpxAQAkJACAgBISAEhIAQEAJCQAgIASEgBITAeUUglbAmU0HPKxdKY4WAEBACQkAICAEhIASEgBAQAkJACAgBISAEzhUCIqydK56QdggBISAEhIAQEAJCQAgIASEgBISAEBACQkAInFcERFg7r9wljRUCQkAICAEhIASEgBAQAkJACAgBISAEhIAQOFcIiLB2rnhC2iEEhIAQEAJCQAgIASEgBM4FAuH9WPG1cjj/ndssnm4K92PF3cuxN2YqDHd9zeTYPt22fRzlhw5j/78PYujEx1GZ1CEEhIAQEAJng4AIa2eDutQpBISAEBACQkAICAEhIATOWQIf4dcfhDH00WQ08E/Y+/t3EY6ZCuNwH3cHnBTbMaPn7MFQvwv3L6vB2x+cs02UhgkBISAEhMBpEhBh7TQBSnEhIASEgBAQAkJACAgBISAExiaQNfatC/5O1p+r3ufg0mkXfFelg0JACAiBi5bAJy7ankvHhYAQEAJCQAgIASEgBITAmATC2L/Djc6ufTiGmZhfWoGKkhzs3LwdedUVyNPC2N3hxGDuzagqyYuzwuvtLqCkCguu0CLXw+jf0Ulbb+LwBxnIu7YUFZU3YGb0diTX4X/fic5XvOgPDCMndw5u+B8VtKGEmfTqOvwm2/u7PFgqr2YbnNi6bxAZOQWoWGzGXFY29M5ObHzSzf5komB+BcyVc5HUhLh+ANqf8/TQbjie60T/sWHMnHMDKqrL2Pf4bOxbdyfcXvbtfaDg2ptRVvll5J2kmjb45s/JZzv6D4eRecV8VP9dFebkxNcz+njwTdb7/+0mU9Y7vwxVlQvwa/okXBzH/sQx7H6RXN7cjxD9eO3ffBkVt8xFtHkjzK7BXo8LO499FrV3F6CzrRMz7zRjQbyTTgzC/eRuzGXbdP+T8eHPc1wUhrHzBTe85I2cPJR9w6L7Pqyze50NH0J7mwOfnT4H5uoFKZkfo2/cnfT9oRAyrrgWZWVlWPD5CIATQ9j9807s/MU+EA/y2FfzXTcgZ0o8k/H9ED68G86Xj6Hi727G4R0utP9iP4anqXFdxnFdEG+Ix+PbSsosp0JACAiBi56ARKxd9ENAAAgBISAEhIAQEAJCQAgkEjgGx33luN++EdsHqGS8vxcbbDUot9Sg6cmNeE+f1xjGviec2Pjme4lFKUrso4iy08jEe8fgrC/HUvsGdDJrBg7D1daExeVLsfvwSNHdP12Kxcua4PQephgGikEOrLBUYsMOijXKZhp1vedzwtm6HNVfq8SKtu3ANAo+25xYvvgh7NzhQOV9Tdj+R+DowZ16vhUdynbqpISnzrZ6lFpWwDUwjIzwexSV1qGmnOulUUAzksFpqW0Dfo08XPtXM7H9ydWoqazGzw+NTP6M5k79HYbLUoqaB1ejnzbmz5+Dwy9uxP3V5egcx8bOR2pYZh3c+8mLkpmzdQUqLcvxo1YH3oyyP7YbS79SjRWtFDqvmIM5uWxv83JU3r0Bg5E1zwxmG7DcUo7lLQ64972H8AfvYeMLTrypVKz4pK4/64j5f//TTo6LB1HzlcVoanOzFYq3i35bgX7aP9z7JrZH/Hf4N/uxf/AYc4xOg682oZq+6QxMx5z51+LSQ06suK8aG/dxYTquUbf0K/Rns9GH+X+VAzfHT/VX1sX6oMaYGq/j+SF8eB+cz65DdTnHdbODozADR/e72f6lKLd3UvqLpoltRXPKtxAQAkJACBgEJGJNRoIQEAJCQAgIASEgBISAEIgj0L/5QTjfASpsm7Dsxkg02rG9WF5NUYniTzRgS6P6lKNFz+IMcNpf9PJ+2nLsA6rsm1FbMtPIRMFnefUKrPhfDnQ8awH2UUR7oR9z71mDNYvnGnnqKchRXHG8uBe1N96MdOq6RFMRTsdwbNYydKyt0KOyhr7uROUyB5rsu2Fe2w7LtSrPEFz1ldj43HYMVVpi0VtGxcan6tWxff2wbGiHmWKOSuHfdmLx36/D8uZOeFeXYf8T9eSk4YF/7kDZ5wwO5nursPHuxVh930Zc++IyToKcKGn40ndXYUHBgliUWxWj4taVLsa65/airH7BKAND5NX04iAK7l6Fx+6N3Gc0mePvuSkCcxvsh+B8gALXtDJseuGBWJSd5e92o4bsl7bOh+e7C3DJpaqF/fSrGZs6LEYbwnt1JqM8S8NZcbS0T7PooX4M3fYgOuq/rN8Jv+NCOfu+vXcIteXL0F6Qg9L73BSz1mBOQoRZtFtD2L5+J7TbVqE92tdqM8z/vhfhqzjAtJkUeNcgr2Qkyq7qzgUor26C600LHmAUZTp+0C6J9OaKCmzauCzGY39HE+5vXYe1189F0y0z07I1sU+jfZNvISAEhMDFQUAi1i4OP0svhYAQEAJCQAgIASEgBNIiQKHjuX7gxqYRUU2Vy5mLH66u4MFIbM/E5o4xgqtfF01ioppuawF+uNYM/N6J7YzK2vci5aBpVfhhVFTTDefA/KgXXgpkowSeMStW8VB5WNVkiGoqW9ZVc6Em+uXctSoiqulXcY0Sy8bpirI017opJqqpUtrnyrDWSuHvTRd3+TyMzmcHdbtRUU3lAadb1v6fB4EPOP3yHWVl4jTzWopq04Zw+NAgBvk3FM7BDXexfTv2pWzi25xWC5ShKSqqqSqmcArsw6tGWB1jhNYhJWjWxkQkvSU5C7DWdgPCjAjsV837SH0UYM2GiKimZ0rvQ+/dZ6rwWERUU6W0zxUkiIlDJwwGH3G66piJ+ll4x1bsfOcwwpFIupl/NTfS7izMUaLa0DEM/lbxYZ4sTu+leLv9zV/T5Mn54cF1I6Kaas+cygdR+3lg5yYVtXZytsbsj9wQAkJACFxkBCRi7SJzuHRXCAgBISAEhIAQEAJCYBwCQ29jO0WQqq9fOzrTpWqC5MRJCWG6nDL0LtQKW2Wl14wqlDWHYhLjqwaPDiE8QOGr8ktxsVCjso95IVaXnoNKGSO0rklo5keMYQNuvimxDTNZPzoM0SeVcaW5LZg1OjZp5pw5vENhK/Qu3ubRsReWo/SFVBZ4749j248vsb9jHaOmaJMpoT+xNericw9hn/cYtK9xjbr4y+p4mha7NjT4tu4DFZnHSZQpkoajbN6lSrr7TBmuTmCWInuqSx/Sb4u+lCCkQbscilB6PVdGs2D+p1V493+vQNN9u/Vacj5/A8z31KBivoqWHILbfn9kSrB+O/aRp0LzOMbS8sOlqlgOshXghKRh7hdZz3O8mK6tEfkywZKcCAEhIAQuVgIirF2snpd+CwEhIASEgBAQAkJACIwmMG06PsurgwcpR/1VotqipZrKp12SZGMIxyjM6fqFdqkuuhz+vZKpEm3hgz8xPsjIpzH66Nhv1JmSZMZJ49U1TjH91keJGbRPsT1s58mm8B9VXygcTZ2O6fwevPEBbLrnGq5LNiIladNom5Fa2qeT+qyXTPwIv+PURbWEabfMsvsRro3mTcxrnGnIm8X6Dym5MDmN+EL7lCEK3lC3HjVzshAOR9unQbuM3vkwjBxy11eZM7qUbAwYMWfcGwrpImVixiSw9PNnaXcsk4lljTPtigVoetaL8PuH0b9/Lzpf2IAND+7ETkYM1oZXU1QDmjjd9obPRXieOIwNlYt10RYcr2n5gdF7KkUpGGfG55/+pFrLO+naii8sx0JACAgBIQCZCiqDQAgIASEgBISAEBACQkAIRAlMKcANDFbb3bIpbnF44+bO51TsU6JYdMynpuONpEFGX6nYqywlymgFKFO2mh8bZevn6x+ilFGAL3Hry7lfXcDplavh/m2i7KF2rHR6dsdEmnHrGmnCpBypXrqffj1JiOG6bz9x884CfPaTBfiyCurbsZ8bA+Sh4PMFsb+s9/bi7SOcFBpDlSgzxQdNhf9T3dMwP2FnVQbEHadwFivPLLGk4Zovk9e+dXAlTTU95nvdEMqYV/vcAraSWH2Hkfe5+Pbl4eie3XiPkmdWKqE0Uo+qur83XrwLw726iVezcGl8ByL5478SvWjciS5xFp8vejz0vsFH++RMTvsswwNrPbB8Bnj73ffwp6OqDXMxPyqqqUJTwjj6QaQ0x2v6fjiGjU/sjhSMfA3t5kYNrKPwavI4GVuJZuRMCAgBIXAxExBh7WL2vvRdCAgBISAEhIAQEAJCYBSBMmstr+1EzeIm/JwL+A++sxuOB6uxeke8ZJKFL93O1cve2YB1Hbu5/tV+dP50OWpa9+r2Xv+lmqDHDRC++wA/DVs7aaufi9I77YatuUvqMYciTV55LVcMAzb8fSUcr+5F/zv7sbN9HRY/uAEOF9d7o5iTTl36cmHMfdqJ3VTaUfjNdais34jd73BtLzJYZ6mG6/ecJrvaok+5LKt/kPk6UWPZgL2HhjDEdcB2U1is5m6dDt97RjN0ZGE4nu7E7u7d0DfapGrlbnNi95vk9v+oIFG+27jejUEKTEPHBuFeq/jwMu3FS1uGwQgvRoVtvI8bMFB4VOuy7dzMem3GpE8jsC8PyxrKuHYZdyl9pDPOdg13/9yAfRT+VErJTLsGZVcAe9ua4H7T8L+qa8M+VWIQr+9L1Sp1L0XSKziG17278fPNG/Hz3yaKjOBGCdV3VWLpI270H+a04PAQBve5sZ2cZ05nNNpnr6ZR7t7ZsZd8uQrab+mHu2s4oojnD0G9wrT8EGna4Isr6B8n9nK9tv59nVheyQ0e6MUH7/9y2rb2/7Qa5Y8Y4zxiVr6EgBAQAhc1AZkKelG7XzovBISAEBACQkAICAEhkExA+1wV2tcC9RSVVtcrCYNC07VmrLIDK2ydsSiugrsfRNUva+BqXaFHqalF8B94dBMu7axHUwcX3ufi+llXlKHjny/BQ/+wGk0RW0q2quAUxWXlFOb0lIcHPJuQ08RdNpuX6ztbqssFty1j/cZGBOnUZYgwhsX4z5SBXyoDxamUSZ8SqGGB/YcIP83dS+8zBCu1MYLF3gTz/MjaazO/jPZ/1vCjf2jCcouKZFNJQ9mSNXigOrK7adbluJkileuFddz5NA9rOjZhziL2+wUXVjzoQtXaDmyy/R419g2o2bbBsDDfQtZhPGRjZBl1qLxRHSCvF8jrQfJqWRFZQ20ultke4Hpk6xCOzM6ceQunqXKn1Hpeq3lxnW5b+ah27WZUXWsYTc1MQ9WPmrCdwuqGB5ca5T5fgfWbK7D9OzVwd/8atfMXYOZfRkwmfemiZORaVsHNuOEzLrjYTpUqOB6+HB99ps3FYzYLmtZuwNIXjf6rfHk31mL13QWYOeWHaHr3fjS1Lkdnq7rDeMF7mkDJD03b39WjGbPS8YNesgCrHq3Fzh8ux/K/d+hXMI1jdt1afDm6YF3atozi8ikEhIAQEALAn/0Xk4AQAkJACAgBISAEhIAQEAJCYDQBfZreFA1ZWRrC/+5A+bJOikPtmBsn9sTniVlQuzsmTTUMM+JI7fqY9cm4wrECkQNGLHF1MpblWmBJ5VWOdOtKNns653q7aSAra+x2qzzgYvqaWlD/VBLXZBsaYngb12cj6vHTCUZuDWVh5ieZjWunqWLKPwjvRnn5CpSt7sCy+YltVdFeqm0n1z7afj/NNo3f4rTuqmi1sJrimYoB7w3xnkYfpBoX0QrG8sMQx26lGrsejl2FSo1FFjqjPo02Sr6FgBAQAhcQAfX/k+T0ieQLci4EhIAQEAJCQAgIASEgBISAQSBeBAvr0/qGEFKKRFyKzxO7nEIU00WRWIYxDjQKJ2PcUpfTrWscEyd9K512qzynlZR4+cnxej5ivf/Z+7H0ySE8yOjAL38+IsQNDcLRtIJiEdfI42YFyWk8ASk578h5+m0aKXPqR5ry/VgIeG9CwZFVT+gHNXZZx8fi01NHISWFgBAQAucVARHWzit3SWOFgBAQAkJACAgBISAEzhaBrOlqvlwYTZt2w1uvlsaXdDYIFCxej9r9XIeN656tpkqkTQsbkV48rl27NiGa8Gy071ys09DrjulRaudi+6RNQkAICIHzmYBMBT2fvSdtFwJCQAgIASEgBISAEPhYCQwd6sexzJnIyxkdFfWxNkQqw9Ch/Xj7wGF9g4Ocz+ThmsKCcXf6vLiRhbkBxWHkXJUnjC7ugSC9FwJC4DQJpJoKKsLaaUKV4kJACAgBISAEhIAQEAJCQAgIASEgBISAEBACFz6BVMLaf7vwuy09FAJCQAgIASEgBISAEBACQkAICAEhIASEgBAQApNPQIS1yWcqFoWAEBACQkAICAEhIASEgBAQAkJACAgBISAELgICZ2TzglShcRcBS+miEBACQkAICAEhIASEgBAQAkJACAgBISAEhMBFREAi1i4iZ0tXhYAQEAJCQAgIASEgBISAEBACQkAICAEhIAQmj4AIa5PHUiwJASEgBISAEBACQkAICAEhIASEgBAQAkJACFxEBERYu4icLV0VAkJACAgBISAEhIAQEAJCQAgIASEgBISAEJg8AiKsTR5LsSQEhIAQEAJCQAgIASEgBISAEBACQkAICAEhcBEREGHtInK2dFUICAEhIASEgBAQAkJACAgBISAEhIAQEAJCYPIIiLA2eSzFkhAQAkJACAgBISAEhMCFQCDYA3e7F4ETqTsT7O2C65UehFPfHnV1YIsd1TY3QqPuxF8IwW2rRuOWvsjFEPx9fQiMXyjegByfBoGeLc2orKzU/xo3dZ+GpfGLhvrdqK60oy/iVzU2GtujPgfSGyvj15Fw90QIPbu8cG12wLHZCfcrPviPpztyEyxNwknyGJ8Ekx+TiUn3y8fUbqlGCAiBj4fAJz6eaqQWISAEhIAQEAJCQAgIASFwfhAI+X1wPNMJ0+2lyM0c3eZDb7XCubUM5bcWQRt9e9SV4dAAwr82jbqeeCED4d+F0TNjyLgcOoC6BjsWNTphnZeiEYmF5ew0CIT6XWh8qhv5ty2BuTAE35Ezx5te5n8+RLyMoWAvDoQrRlo/zLHSmztyfhpHYX8X6qwt8NOGNt2EGTgC/1EXHI8Cxd+0wVZdfBrWT6Vo0hg/FRNnqUx6z/BZapxUKwSEwFknIMLaWXeBNEAICAEhIASEgBAQAkLgnCKgKbksExljNOoSjcLL1HQktXgDE+XXUPVEByqiUXJTsyiEANmZY7Ui3rYcnw6BwJ4dLF4B+9Jyep2i0+kYm6CsVlCFjnYKabHhkCji5Vc70F4Zd3sCe2PfDqPzxxTVppej5SdLkH9ZJCcj2LqfssF5bOySZ+5O0hg/cxWdIcsxp50h+2JWCAiB85WACGvnq+ek3UJACAgBISAEhIAQEALnBgGKFb7Xveju6sGRYcA0rxRVd5Qge0pc8zI1CnWMVXrZBa+PUUnTclFyWzlKC6ORbMa9wOWlKP/vw/Bs7mB8EdC91Qlcnosbq8th0t/rwxjg1D7vL30IfKDBVLgI5beXIHeCd/5AXze8v+jCwJEwsmfMRslXy1FsMkSdwB4PvO/mourO4hG9h3UH3nLjDcpMFdeZED7ig+ulIMq/XYrQG250bO9BENkoubOKfWCE1fEBuJ5yojcIzDCVoGoxo/1StelEAJ6nvDDdacZVf/Kh/TkP/OxH/vVlqNIjACn8tDvQSUOZM/JR+o0qFM+IM3QiCN82ttfXx6m1M1C4iP2/qUgXxKK0Q4M+eL3d6DlIgpddidI7K1FSkB29nfAd7POi9RnGdFEobW93AeFM3KJYTxnfpzqz90ww334VfFva4en1Q8vORxnbW8T2hvq79ahH9gL5xezb7UZ0o87xlUCcPxOaA8MufXF7xBfH/eja9ip29B7EcEYmim+uQsXC/MRCqc7CB7GD3TJ9s3REVFP5pmSipKYFJZEyhl/ZnsXR8WXc0K/vgjEmTtdnkboIVx//+hiflxsZUwGU15QDHJ8dr3TBz/FjKi4l18SxGDMROfDv8cKzXT0DIN9SVDL/b/hsDf91Bce1FuGo/DMbPa9wHP/RhHuqS6Clw5N5PFs98A0EoPFZqfxmBTKUmJ6cggPwvOw18tH3i24tRcmsyYk2TK5KzoWAEDi3CYiwdm77R1onBISAEBACQkAICAEhcJYIXDI1dcUJL9nhAdRV12GAIlPpHRSrtAAcTzVTPCpF6wtWCjTKBl/Kj+7AP97rRM9RDcULixHwedC6ywPPN1eipbqIeYbR87QL7ptmo/TTQbyxq5syBBAKHETf8eGIEBKEy2aBs5cRTQXFKL4sADfrcj+VD1tbCwUoVdfo5NtUB/vWAYpH+ShZmE1hygkv/8qXt2LJQhMC+56Ei1NbK5OFNR/X5Ro26cLacKCHedzw7mlFkIJNEftwiAKfjwJHcHkdete0oIf2i68OwruVwtbBMNrt5QlCnd6yDwO040KQZXGU0lxhMa74XTdce7q57lgDCvc0s38aiuaZ0L3dxb8BcrQZHIM+1FnsZK2h5I4KzCJ758ONcD5djta2JXqegS11qHuKOQopbl5Pzr9woLnejZLvtaLhpqiIGWVE8ewX5Dyd52zLwQMHMDRMEZPTMSfyaWCfi/1gX58Ggh9m06dXxNrbsDwfzWtc9FERTMFI39CKlbeboHN8vhOz70wUsqItivmCQhE4RbW6nsLq1CJUfINCk38HHGvq4PxlHdqXL4oWSf2tfQpKfvO+2Y3AXfnIjRd540oYfmV7vpHYnuEAhdSnYIyJ0/FZXF3xY7ycwlp0TPkOujBAIVXxmv0h1zd8vBsHw+R1Z7K/DGPdj1nRvI2DcDrH82ez4HrcDldnEbL9PShpVIIxhTXdP5no6/Sjh1lRaEH1vDR4HumGZUkzRWMKdvNKkPVvTjR8iz5QSY2TSAr1umC2qeuR53mXC80cr6Y7bGitoe8kCQEhcFEREGHtonK3dFYICAEhIASEgBAQAkIgPQJBtD/uRH7W6Nz+fXxTjwawaLmoXbESputGoqYqKIpUW5rRsccM63UqUkpFXA2gJ5ui2BMVkaIheDdYGS3VCO8XO1BKDUEFxWRrGdDySrHyiXxYK+tQ8p0fwDzLiNjqa7frolrFio2wXBeJjKHY1Eixyf4PTto2x5oVbXWo16mLakUU8FbqAh7vLKNAV8+2bOvBPRTWxpzaqmWz5RmGKX16LEUkfzGanTbMUv2/rweNZgpbFNXyv25Dx2JDUOjb0oiGpzw4ECpHUZRTtEE0p4gEKWRZmp2o0A2pRe0tuiDZU2CGo6NKzxPqc8Pc4MCr+0OwFIKiIkW1qRQs/4WCZSSIzfwNH6zsf93jxWhfWgzTwnuwsvgqFOVFKr6dEUwbqtH8cAeCN1l1u9GmKCeWLrUhP8eKup+V4AeNZt1TlDMn9OklZMNeIHj1EjgpIKraQndQbGlwUlTzocru4HptKo/qG/v0sx0I3W6mk1XD05tmrOWVwNZYgmKKjEaqQOm8VtSuaUX33y9CiTI/ZspF+XeK4X3chdq7XBRCy3H9F4tRNGc2TNlxThmrPRyHsXTKPourJ2IsOsb108iYGugF6tY7sUj3WQge8mp7ibwY1ZhsQY1nJaqp8dYSGW844Yfzu1a4aDQj0uxLshQcPnOoQqvTDD04M+yfgGcIzpVKVEsUqv1vOWBd5QamRToR7oNNiWqmCmx8xBITLXvaG9H4jB2O65wcr8ktj5SVLyEgBC5IArIr6AXpVumUEBACQkAICAEhIASEwOkSGPi3bnS/keKvn5ajL9l89Z+lRLVQEP5BP/z+AGcTckogo926OOXTSCr2rBgtzVFRTV2lqHOfDSpWzckdRkel0JC+i2g4zLmlegpixzOMxLrZNiKqqevZxWiwVzHiysWpf6N3e+zZRrlhagUaoqKabisbVWs70JEqoky/P/ZHhb3OENVUlszZ0GeyTuf6ZFGRg5evnDOLn2NvZ6paabpjZURU4wlZFOqGTBQ+DFFNv3rllSNCGHdqdVHPrFhhiYlqKo/qv315CcKMwBugYW1GkS6qBY/QF/RHgDtgzl5Yxow+DIzRpOGwcSNKWrUnPZ+yvd83RDXVlMwri/QosWxGLRmimn4Vs2dR5BmjbpVjzKSZdFEtFAwYY+tICNlzOMWYsYy9/okN5t/OtdTWsy23leAYIyTb1tgpQppR+bcUc6Pbko5ZeeKNU/JZookxz8pXtERENZUlE1eNw+uAinREKRrixhumcMrnaltEFI1UE1YtzsfK5oiopi5PxPP4AXg5xkq+15AQ/Wm6zgLbbRREOe1UpeCvXtWjJhvsI6Kaul5U3YAqaqDu9jO3q6yqR5IQEALnHgGJWDv3fCItEgJCQAgIASEgBISAEDjrBLLx/UdaMSvFFLqBzYxweinaQEbYrGlA2y6+kSclUyzqhyIIp62Nmo5HQaCQ08sOJJXTT+MChvTz0CGo1/VSThVNTpmzvgAT43X8QbXAWySUS88UxpF3qT199YuUK04+XTKqCKc86hFm0RvDCFNsyOa00Hj7GtdGU2lEqIrmN76VJLRo4VUJF4fDnHzHaLTZ0UX21V1GA6oYOGUn5D+gT41V0V+MHUqRNKjuhw56YG1o06fyQU3l/TCa1RSNvYteGOc7TZ+q9sZ3HB/p9S5amOijGbPYi5eU0HOSKdSH1vsb4D2qyim/jthIHh5jWc7MK0YVI/mqlrL08QAOcOruTx52obWB0XsOBxJbOpYVQxc8WZ+NbS3+Tjau/2sVXTaSPnWlatVIX0fuhNDzGqeMUigctZLZ1Ax9s4/4vJhegqvi/TMBz9C7at1ADYv+epR1ZGVxnnVEyzzU6+PzXIGixGazaq5ft4hP4s8O6Vnjqx5plxwJASFwIRIQYe1C9Kr0SQgIASEgBISAEBACQuC0CXykRJkUb8fD0Tds3h7YYqOoBjRwKltJdPohF3tvM9fqQlisESkDjIYxpK7HotJiuUcfZGTp0VuBo0O8l9SoD4f0jQ5SiS0ZUxlhw0XYARVFNk5KMqlyHuN0TVyaVEapXPHaXdJt/TQzcyTSLNV9dS2VbjIqL/vM9itEGZ/M0e+W3NcMM9WssB6RpC5p0C5jzz8cRnbGAGwU1XBbA5xLS2KUAm+1oXZV+lFEaftUb1GKj6S+aZcRbkzgS5E/5aUw3A0U1bhbaauTUXpR/3ATCcsSe8oSE13ULstF0U2cllqQi0prK3wHQxFhkMaTBk/4D9z4YWrSon1J/Upd34jPUt9PcTVpTGV9mvWm5JWBK67m0PkPtQJachotA8c9psw8Mc/MbCWoUYz+EzuanTjI4/FkZVNRO+pHiicRwQC5caMSSUJACFxcBGQq6MXlb+mtEBACQkAICAEhIASEwCQSGAqql/wiFEdFNWV7yjAXtI+vRAkrbuwYTFQmgm854Wa+4tnRNbTiyxjHWjTqTeMOmVxnzPfwk/CfSMzXtbGZckA+vpgQTabycBOAWxkttacFnqS61e6Trld8Ee2B7TvaZ0R5RUyHBz1o3sUdPrNSCBaJ1Z/RsygxjZFXKnrN96sATHkm5BfkR/5MOLaPu0NSysscHtL7ULJwZL07vXGcpjtKjByn1en5dBwDJ3FrbLoUXRkNiOu4blxUVNPthhL8NGZVx32w2xwYb8ZodD0ywI+Dh+MsnRjAT9ZQiMxMscBgXLaxDqM+G+v+qV/XMPtLHAW9rXD3J9YS/NUv2YvxUho8TXyOacLxeGeiJsczX9y6ivnXlTJXN9peSarxSBc3MAjD9JUvxETd8Vok94SAELhwCIiwduH4UnoiBISAEBACQkAICAEhMCkEEl/aU5s08uSY1LRHrl/1cg9CoRACgz603mvVo9VCR/9oFNUXaQ+j7f7FcLzs4zpsfvi2tMKyyqNPKVty0+ipZxhWYTwUknZ1wfeaC87X/CivtfJKN6zctbC7dwADfVx3bI0FLbvCKPq2FZE9DvRy0Q/TrRauSAW9budrPRjo70M3665d2Qan2imU6crrb+RnD368wYMBrkvme6UNi+9v0+/53/i/hpATixDTL5/6h9GtUyhvwpLvlSK8qwXWx7zwHw8hxO1JPdwAovHRNvT8gSan5uhrnHk2OtDD9chCnProe5l9fZgiEWP6/pgyanB0U9Lx6UfpDJHRphkQlVjwI+YJb3ueu6364OsLYMRuBnI/y5vb2uDp9etjy7/HTd+36FZDeuQiF9u/txJtvaM7Fj4ehK+X+c2VsD/G3VX39KBP+f5lByyMVlNr/t0yJ5Prwn1BZ+b4J0aw9fvRR8G18a46jgamo904oDTJU/aZMjJOSmIxTs7YLX08M4rRUc9nicKwepa629WzZEwQjuyHEMcxWjQdniZYvldC4Y6MKEr61JqJfd1otZrhVOsqUnz+zXF+m0phnafB96gVdq6nNtDPTRJ2uRhJ2EKBuwh1lbOilcq3EBACFwmBT1wk/ZRuCgEhIASEgBAQAkJACAiBtAhkTFNCV0KYUGI5tbWhKUefPWe6tQEN/u+j+XEuCP+4ka34m7yGTjR3RdZayuTUMe52afvqEOwP22NrhGXPM8O+IrpYfyZy/yKuGm4MYF6YjdatrVAT/0y3cYH2m0q5GL2G5oda0GxTYpFKGso5PXLJrca6Zsa1+OVGL/EAAEAASURBVE8TrBQesn9sg+vhRn3nRHU3/+YlsC2LLLxfUAHbHd3cPbQNdduNsspmeeYOWNd4uei/GcX6NLl4u6d4HBG/Rpcm0xTI1aS6qK6Ty109WzOyYeOumNZtShxSKR8W+0ZU6LswZqKhtQHftzajcYla5J5pqtrcgd6wNeNQgALUjBSVqIrjLqfjU0N8M6qI/4wzE3+Z7TBOjemGI7dyCxcBW91oXdmDbG7oYNeFWnVfQ+n3W3HoQSvabPzTi2TDvMIGPGeH64AfVrXe3mhNTc+pUfzpcM6G5zkHntzqhG+bfln/MM2rwPe/x+mlav3AKbPQsKKCU2XdsNcbzPJvq0PrVzNgI0c1XbT4rw3BcsRC9CiRW/RqvM+i14zvxDGezCIhb4RXwjX9hOP5Xzie7RzPj0afpSIsWW7lWoetMd1ytH/S4ZkL000NaIGDzyl53B8R6/icNtdmcifQNrzRH0LRPG480uiAtqkZLc+Q0TNGK7WCcjQ3LkG+zAQd7Ta5IgQucAJ/9l9Mk93HoSE141ySEBACQkAICAEhIASEgBC4SAhwZ8kQp3VmcH0xTQkWY6UTYeajVJTBaKHTeAEPMzpumFNCM9X6XekmtjGs5MApXJcsRRtT2lTTTlPkTbfKM5VPRQdmcC6jFg1RSqooxIg2TMlA5ulBTs+nSXVP9qnuFxrN5NiKpZP0S3RNurF4Id3xG2vAWTo4wajQEAU6tckFI95CfJR0H4d9qK62U/ByYgmFr/FSujzVGEt4TlMxV8+zasTU03uex2uv3BMCQuDcJyDC2rnvI2mhEBACQkAICAEhIASEgBAQAkLgoicw0M4deZ8JoW5tKxYVRAS0kB/OH1vh6s3HSmcLisbX1S56hgJACAiByScgwtrkMxWLQkAICAEhIASEgBAQAkJACAgBITDpBEJwr7TAsUetVcfIy6lhhPWNQjROCXZEpgRPeqViUAgIASEwLgER1sbFIzeFgBAQAkJACAgBISAEhIAQEAJC4FwiEPL34UB/QN9YI3u6CbPn5CPzHJyyfC4xk7YIASFw5giIsHbm2IplISAEhIAQEAJCQAgIASEgBISAEBACQkAICIELmMB/u4D7Jl0TAkJACAgBISAEhIAQEAJCQAgIASEgBISAEBACZ4yACGtnDK0YFgJCQAgIASEgBISAEBACQkAICAEhIASEgBC4kAmIsHYhe1f6JgSEgBAQAkJACAgBITBpBML9blRX2tEXmjST4xsK98H+t9VwTWqFXPzdVo3GLX3j132u3T0jLEY6OXm+DcNj4w6Vk+qzkXamdXTcj+5X3HBucsC52QXvW30InUir5KRnCgz2YeBI3ANzMn4M++Ft92AgrvjkNDBEH/EZaD8PnoFgD9ztXgTG8F+wtwuuV3qgtnKQJASEwNkjIMLa2WMvNQsBISAEhIAQEAJCQAicRwSGTwzxBXYAQx9bmz/CwIdhDE3qW3MGwr8Lo8f/8fVicnCdCRYjLZs83w4j8Gs/gpPqs5F2TnTk39WGym9Z0fyoA949PnhfcqJ1VQPMd1Gg3ROcqPgk36eAdX8D6n52IMFugGM6kIZY5n+1Da3PtKFlS09C+ck4CfIZODD00WSYOqM2Qn4fHGTg13c+HV3Vobda4XzUh+HRt+SKEBACHyOBT3yMdUlVQkAICAEhIASEgBAQAkLgvCeQcV73QEPVEx2oGCMC5rzu2sXe+BMDaFnjQfbNdWi9b9HILpmMYHOstCH4sfs8E1nTgeysrBHPaLPQ+kI7z7WRaymPAuh42hDU/M+74b+7CKZJ3vUzM2W959hFTXHKxFi/OZdo7MXUiVieY32S5giBC5CACGsXoFOlS0JACAgBISAEhIAQEAKnSyAE38sd8PoGEJ6WixvvqELxlPgX2DDvu+CfcSMqrjPFVcbrW9zAdRUoNkXzM85tlxfeX/oQ+ECDqXARym8vQW70dqS0/y0PPK8ZeWZfX4mKmy5Bdpxl45C23vLq+Y4cB64svBG33L4IpiSVINDXDe8vujgNL4zsGbNR8tVytkdlMtoduLwU5fNyET7ig+ulIMq/XYrQG250bO9BkLWW3FmF0sJc4PgAXE850ctgpxmmElQtLk1sd3AAnpe98A0EoGXnY9GtpSiZxXLjJP+eLry6awcOHhlG5l8Wo/IbFZiV1NH0WCRWEuzvhsfLPv9HCNpfFqK0tBTFBSOGw0f64H1lR6StJhQvvAWl8+J9RyGICoY+vW7bDt1XsxdVouqmWQkVBft9rMdrsDUV4ZavlmHWjCRnJpQAxuvzafsgUlf4oI/xlEBV2fUjopq6d5kJlrWOSC7jKzTIaDZvN3oOHuH9K1F6ZyVKoqxOBOB5yovcO80oRh/cW15lhCNHhYm+WlyO2LBWpsIBdNP/Xb18TjhuZl9fgvJbi5HJaZweTuPsZmRa8I0OOGHC7Jv4DF0ehOdZ2r6Vx+MwC/V64P0wG7b1Vjjvt6PjjSCsC0d8iZNoo+prh8fwV27+jai6uxhZ04Bo0JzBP4DymnKEObXSsyuAW2qq9H7qvu70oo/TWWdcWayP76L4h+0Efyde96K7qwcczjDNK0XVHSXIThAB03tmExx0qidptqePv0c7or9Hs0tS/oacahOknBC4GAnIVNCL0evSZyEgBISAEBACQkAICIGxCZzwo+1eM+yPu3CA4hWOd6OlwQJzvZMnUQVrGD1Pu+DwBZLs8DqFqG71lq2nIFxcz6luTRu8zKohAPdTzaitroOPmkY0dT9mgXVVGzwHgswT4vSuBlRXN+hCyYhkE4SznraYb4BCRSEFrK5nWmA1W9DlH5l76NtUh9qGZrheU2IX4NvmhN1qRtsuP6sz2t32pjrmWaAHrq2tqPtuJaxrHDhCwWFgjxettlq4dnWh8Vt1cO4KImN4AF7mq7V7Yus5hXpdqLTUoe15LzCNPdvlQnNDLaybfLrt0R9huK2sZ2ULDrL9xfNmIbDNgQZLNbxx7U+PRaJ1/2vNsNQ3w3uE4s68QmT+hwv2egscvYZ8EnjLgeolDUZbs9nWfW60rrTC8lh3nKEjaP8xr9la0E1fBfd3w/lwA5pfM1ipjD3tjazHbrAlq66tbP+SajjeYoGUaeI+n44P4qvULsvV48B8Xb3xl0cdD2ypg5lilfMgKIQVIzvgRjNZxfr5YYBjgr5cVUf/NsDxCuU63f9tsMb5H0Ef6qpr0fyUi6Oao/S4j+PWDvO9nLo4JRta8ACnMrP6DwLo29eHwId8Jmj7yedd8AWiz8eo5vFCGDuecgOFFPbyilG1EPBu8sSEML1Emm0McGqs6qtrG6ej0l89z7fAcpcZDro0qusZ/NvwE5sFtfS9m3nVqPFtrtN97X4XmFU4C8FdDjTyOWqNjofwAOpoy/5wBxW12SimOuzhs225qxX+WHRges9sKgrx1y6ZGn82cpyhItaiKa32BOCwVqMh+ns0jb9Hkd+QborwkoSAEDg1Ap84tWJSSggIASEgBISAEBACQkAIXJgE+p79MTxHgYoVG2G5zoi+UlEtdUvsGJFYKJLxnTZbSzFJiy/B0ct97RQwqHPE21KCRKPFDvs/OOF8wgz0OdG8LYj8O2xoqSk2oDLix1FnhTuuwr7NNrj6NVjXb0ZpniG3VS2ugOPeWrTUP4nCf10CrZci2tYBFH1zJVZWFxm2llHco3Di3NaDexbemNhufaoZRSR/MZqdNsxS7+n39aDR3Ajnmhbkf92GjsVGm/q2NKLhKQ8OhMpRlNEHm41Co6kCGx+xIDcSoaOEp8Zn7HBc54SlMO6lX2+JhutrbSjOL45F2FXcWYrWylq0bulF6bJihNJkYXQs+hnCDgpk2s02OGhDT4y4q+rrwfCVbEOoB/ZVhlDjsFfFogCNtjKSqYbRg7okxWi+PSE0tDpRokclURSxWuB6uhshRluh38W+9ST6abkSTsl2lR1FzlYUJ3eZdifqM07VB8l1zSjGPfM0tG21o3Irow5vK8ei+UWYPetKZGeOyLOmhfdgZfFVKMqLGLid0ZUbqtFMgSh4kxXZHNLUYxHsH0Dp9yjc3pSvIx142Y66xyP+z6T4a7NT4C2CzbESxaoAU5Biq8VG4eygGRXLWhDcVwnP39Ri5eJI1B+1G1VriqdGL69/BN9AWz8j75pL9NPib1iA+x3Y4TejPBpgmE4bQb9zaiwKqrCx2WyM0eX0MYVn+9a4B0szpqr29GaiYX0rSshFjUPz8wMoua8VDbdGKq02s6yVQpoNJfMcKKaQWbtiJUzXFcXk9orbi1FtaUbHHjOs12UjnWc2gm6k/6OOgmh/3In8uBm10Sz+fexHdBxoE7enZ7Nd/00x2x2oKozUXMvfo2/Z0UnhveROw9dR+/ItBIRAegQkYi09TpJLCAgBISAEhIAQEAJC4KIgEMQvX+LL6jxGq0RENdVtjaJFc2M5j6ITyNKBEcSOZwZ0wSfeFrKL0UCBB0ddFAu4iPovGPGFEjRERTVlWuP0vdW2iNyjLgTw6vN+ZN/xg5iopq6CkpBlbR0jgTh1rp+bEmxzcc2lCjRERTU9Tzaq1nagw16u29MvJX1U2OsMUU1dz5yNQqUlTK+APSKqqctXzlHiiNH/4K9epaiisR8joprKU8QouyqWdbfHR4KpO0bKLaSoNjWEgN8PP/9CYQpAd/AFf1ePbjk9FlFrcd8UF8K7OPWwP4BwJFoodxbX5aKeFNjXSUGU0wqXj4hqqmRR9Up0dNiQr2tORrRORSOFldhUv2x84Xq2LWTcO9Cp2JbDFu8n2q36PsUV1uCORjLFNUsdTtTnaPaT9UG03Mh3Jsob29HaWIfyhVfokYrNKxtgMVdT7GpDn4q+ZNJmFOmiWvAIfTDoR+B4GLMXlvEOp5JGhrfqcfZttpiopsqZCpToEslAcdjFx6S8sSEmqqk82YVVZNqOigKl9oSM6MbwyW0S0LOF01Y5hit1lZftzSuDeTrQtiUxEnKiNob63tCF8Lr/HRHVVAM5ZotrmlFO8TviVl4z/Ftlb9ZFNZXrAHdVxdQqWKOimrrIVFxDUY2TpR3b1KTbTMxSolooqHP0+zn2MvNRRttdnEKe7jOr7E6UBv6tG91vpPjrZ0lG4hlp4vZ0qd8Q+jUmqqmClxVjZUcHVoqoFuEoX0Lg5Al84uSLSAkhIASEgBAQAkJACAgBIXCBEggNoIvT10pvjkTYxHczU4kFEyel0+gT3UKHoOSl0ptmjyqUOesLFGO4RlvwfQRe4wJmNy+iRJaUpmZgRvRSyA9OZkNwayOjkaIXE7+Dx/8TGqetZX/1i7EglsQcY51lcxpbfN+GEf6AdhZyray4ItoMI5pF9e1QL0UOCm9FkaCXkWyZKFnEnv3skC7BxJdXefpeZgTQ40pIVBJHVNLggb5wVwg96bBQhRNSJqoessH/QzunNNbqd7ILuB7cNxnhxDXUQkfUNM0SzL4soVCKE3L474kt/tSVyndKeAkjyKly2k2cOplckkLkjRR+XIeO8c6ouxP0OWrs5H0QLZn8bZq3CEvU33KKRxTPfK840fK8h1NWM+D4Vwu0Pg+sDW2Uh5goAoHj3UimWCSZks8W/U3iuNVmXKFnU/4PH1VMTbgxiZee4XQ+uAGDe6tqmRsN9b1sG5mzjQOMIMV2J3pqi1GkC6GGxDdeG3+zT3/6uP7d6AaNfpTV1Oqo70M4sI8+/9AFc6VrdGFe0Y6pNnLX0zWcXqxPsU7MZlIhq2k9s4pmpEOJJuLOsvH9R1oxK2HdNuP2wGYr6l6KZp2gPeGQPrW8NMmv0dLyLQSEwKkTEGHt1NlJSSEgBISAEBACQkAICIELjcDUXCj56EhsjbSRDmakeLGFdslIBv1oCEEKFfqrckaWLrMEjg7xTvSlPZL9wyGoJdYy+N8VV/PgXV3miNyMfsXZnpqNHF72L7Si9e7ZCFNwiCZtKm3/v2FkTP9z+ChCBLmRAFeFit5O7zud93uqEVHZKCubR0f9SNEzBAPsWdzUw2gDwpxKqUS18uWtWLJQhcQZycf15eyvqeM0WRjFEj41LqzfwN1Ow8cDONjXi1e3tqFtZTfe+A7rgppDF9CFpCQvJNjQT5I4ZH+aqkxEeApRbAxzEfvRKYQghZ8UXcbEfY6zllR33J2RwzgfjFwc+yhzhgmLFjcgf4Yd1ke5scPxG+GkqIbbGuBcWhIblYG32lC7SglRcWlkiBkXMz8V878xfdWPQ3/kSEshXMVZOanDwBucRsoS5d9eQq11GMN6GzJQutCPJzkN+flX/Si6fWTsRILNRuqIa2NOrhICjyCkIhgTnt0M/flM9CTPYvwzkP0XLHO0FM2tlciIf9Y4bTeDc76GuXjhwBYbRTVw+iinDken1XJThTZzrS6oI61ndsIRqfftIzUGU2QdjkYQ8vaE7SED9SQMqN+amIiom5cPISAETpMAfxYkCQEhIASEgBAQAkJACAgBIaATmGJCSSEXOX+KU+eShIUDe/qYhW+3DEaJpuC+30QP9W//y/8HKh5LF1m0fO6syQl2Dz8Zt5i5kb1rYzM1gXx8cdanMPtLXBesvw2uvqRXfa4Rxtl2hoYxhTtu0hZ2HWCgkAn5nJYX/cs80osDf+CUQ1ZaxB0ZsacFnsHExgf2eOB6xRf3Gm6041Q/868rZdFutL2iWhiXjnSheXsYpq98YZQOMPyBkuE4FS9hF1UG9vyJL/q6aKClxyKuuuhh6LjBTi3gP4tts9rb9emDBw4FuAbW9czmg+Pl5LZyOmO7F/5E7FGT+rfSWozEdv8N16wjW2+SGf9rTniYqXzRVXrW+PijifscMT8JX6E9XAPusa7xffwRhV/WVbJwZF0wvWpOZ0yp3IzRLo2bCnCkofWxkc0sjKzcUXQzxbHBOKijxOcxjLLl3k0U90wW3HNnOXfOrUDFneqPx3cuwRL1XHKNN9XSdJLpr5Xfe/DkVvXcxqXQAfQeVZsXxAnXcbfVGC1SzyS6EOCU7Ohzpr5NU4/Btz/AnXYzMRRULSniBgtxiteUYV1Y182l9cwmVHxaJ+m2x/eoAwNKbIxLaodj756kgR13Xw6FgBAYn4AIa+PzkbtCQAgIASEgBISAEBACFxmB0lorX617uE5ZI182B7h+Uh9ca6z6wvWMGUOfLoBxyuNXGNtGQaz1ZZ+ex7upEdbHe3Ra3W9RAGMqpy0lQFmXNKO7dwADFMtcayxo2RVG0betmEUVxnSzhRMVwUgi7mJJ8UutPdbd3gyz2hyAqe9XhnhXuqyO7fLCam1DD9WgEMUQH6dWWla2wrlPRanR1q0WlPK77f7FcL7Wg4H+PnRv4W6eK9vg5KYGo1I4UYAbdX+sCyaKV1wo3/coF3PnemoDXOi+ZxcXrl/SQsGwCHWVoyPmMrPVZNcwHBs98FMICwX98GxQLHiZfVEyRbosEpoV7oHlW2bUUeQZYERZmFPe/L0e7FDiSQ4j60zlqFvItj7Otm5m1Bbb6tvlpk+4scQzkd0m0+Bgum2J7qdWtaEB14TT2dJP1ocppRZaUK6vK8aWUWfxPNXOjRDoy//6NC+M32c2OKE7p3oS/AN9sK2F0xetaKNg6Ovt41j1wbNJRav5uG6gGYU5OXpEpmejAz1kFWKEnxpDtQ+raLUj+KPSw0bUxHGaYsKS73Gk7WnD4pWcokmmfb3daLXWcudVJwYY3acSXcENDH5JFl44yD40ju1wvxcu+qy8ZhHH+ehUsriKFz3wqOdvHDuxkhG/9zzVgMZN3KSCz1Ufx6iVG3Oop9TfZ+z+mYq/8RyF0bLECm8v1wIMcUxRnLYuaUTbc8YznmPi88/2tL3M9QF5PzDoQ+u9Vj7tHM5HGcrHlM4z27fJgurHDJt6oYSPdMaGkSf99nAjFrMdXRwfAxwf7g18Lrg5Qke/cr4kISAEToXAJ06lkJQRAkJACAgBISAEhIAQEAIXLAGKRo61Gpp/0ILWlXVGN6dyqmGzBV0NdooqB7j4dzHy76pDxZvcufNxux6lBkoW1rWtyPTa0PwSX7a58H8mbTnX09ZDLWi2qVdulTSU39eMJbeqF3MmRsk1OFvg+DF37HuUf/pFDWbuOJj5Gl/kf8ZIM25GkDljERzrM9DyUDMarSpGSiUNpd9eCeudkR1Aue6Vtb0V2T/mDqIPN3IVNyPl37wEtmXlemBY7l9ELvLLELtGztM/Yr2NDmibmtHyTDN8zxgltYJybvKwJLIhQJI1Ch2tywOwrmmDdXubflOj2GNbEUbzKh8CfK83ZabJIt60VoSW5Wb8eEMb6rYZdtVt00ILbHcZjBctdyDjcvrg+Rb4njcKq7auXLHEmBWni37xRuOO1TpkKsX5ybmGu6YaV1F0mxUNS0t1tkpVm72QdW51w77SjQq7k33+w/h9Hq/uSB3pfJlu5fTOOT60b3LA/UyrHkVnlGO03R1WWGtKdcGqobUB37dyDC1RsZVMamzbG9Bpa8Yh5YQ5hvhm3Bz7M5c7iLZmcFOINYyUY7ScnqbmY4ndhvLIVMMb/66Ez4diwbv0/y3V5bqwl8rqwTde5eUSrosXnXCcmCtzFiPXprrgfuUAzPcZU7YTc4w+U37HdI7Rra2o22rcL/6mDUsyvWh8vIM73HJH1JT8R56jVhv7GTGtnqON9xnPUSZ5N/i/j+bHKcA/HrXNa+hEc1dkjcG0ntnR7Y5eyZimxOi4iLjojei32prYlKMH0Sr/n0x7WmwUW/XEZ/k7/A25fbQYHq1GvoWAEBifwJ/9F9P4WU7+7tCQCvOWJASEgBAQAkJACAgBISAEzm8CYUaicPUyZKZaQCvSNX0a4pSkPKPWdVLRO7TF65mXjfOizBAfFdWTybW0YmkMW8jgWlFc82nMRFth9co9RYOWsMbUmCVO7caJMCN22Giu9TYOphHb6eZPk8WIYTJmmeEPeWWstqi6yVOtsjUeunibKY9V21hPBv2UFtt0+5yyslO7GI5Ewo01RlKO21Oriv7nSONQG6uuUzQ7ecUU/w/5JHNcxPyV4rlKWaHyNUdMxljPUZpjQT3/Ez6zKRtwkhfPtfacZPMluxA4HwmIsHY+ek3aLASEgBAQAkJACAgBISAEhIAQEAJCQAgIASFw1gn8t7PeAmmAEBACQkAICAEhIASEgBAQAkJACAgBISAEhIAQOA8JiLB2HjpNmiwEhIAQEAJCQAgIASEgBISAEBACQkAICAEhcPYJiLB29n0gLRACQkAICAEhIASEgBAQAkJACAgBISAEhIAQOA8JiLB2HjpNmiwEhIAQEAJCQAgIASEgBISAEBACQkAICAEhcPYJiLB29n0gLRACQkAICAEhIASEgBAQAkJACAgBISAEhIAQOA8JiLB2HjpNmiwEhIAQEAJCQAgIASFw/hMIDPZh4EjoJDsSgr+vD4GTLTZuLSG4bdVo3NI3bq7YzXAf7H9bDVdf6kYEe7vgfmUcW8EeuLd0IXAiZvE8Owij7zUP3C974Bn152bfexBmjwa22FFtcyM1pfOsy2e9uSF41BhtH2dcjdfGCcZstGi4343qSjvGGNrRbJP2/XHXN2kNF0NCQAgkEPhEwpmcCAEhIASEgBAQAkJACAgBIfAxEKBQcH8D3LfZ0LG0OP36QgdQ12DHokYnrPMy0y83bs4MhH8XRs+MoXFzxd8MfBhG9hiK0aG3HHBsDeIAWtFwqym+mH4c8vvgeKoTplsXIXeyujCqljN5YRj/9+k2uI4C2lQtsSJyCZvMKL21CMOhAYR/Pbr/iQXkLF0CQY7RA1d+lG72UfnGG7PRzMMnhiiKDiD9JyFa8tS+P+76Tq2VUkoICIGJCIiwNhEhuS8EhIAQEAJCQAgIASEgBCadQCaypgPZWVknZ3lqFmawRHZmxsmVGze3hqonOlCRbgSZNgutL7TTYpKoFKnjEi2bR0F0P2qFJ78d5QVJ+TR1nonJ7EGk6o/1K/uOZjhqZk1QZ1LfJ8gtt8cncMo67ARjNrnWj3tsftz1JfdXzoWAEDg9AiKsnR4/KS0EhIAQEAJCQAgIASFwARIIDfrg9Xaj5+AR4LIrUXpnJUoKlGAUl4ID+lRAX5+R58bbbsGiwvgIJca+7PLC+0sf/McB06wSlN6+CPmZR+Bp96CbEV/BNzrghAmzb6pCsYkizIkQfK970d3VgyPDLDOvFFV3lCB7CusN++HZ3AHWhu6tTuDyXNxYXQ5VjDcx8JYXntd8OMK6riy8EbewLlNaSkQYvpddCFxeivJ5WehiHZnR9ijTkRTq86L9V9kw32WC91kvcm9lm2ekEo7UREgNpqlhtNX/I0zOlSiaqB0ngvBt88DrY5TXtGwUffEWlC2cpUt3of4udOzJRFV1cZKUF4R3swfZbKvpCDm/m4uqOxPzBN5y4w0Uo+I6E8JHfHC9FET5t0sResONju09lP+yUXJnFUoLc4HjA3A95URvEJhhKkHV4lLkpupeFAjSiJ7K1CggGnyNvuWi5LZy1hc/TmhwnP6r6gJ7yOY9E8y3z0bPK+zTH024p7oE2njjJdZOTl3lONzBcRj4gH6ZXTIyNk4E4HmKvvxqki9PcKw960NRdQXHF9u/heOjoBzl+UG4n/PwuSA5juequ8mIY3NglwvObb18Vmag+OYqjiPyHCOl82ypPB0eL6dKh5GbfyPrKUbWNIwxrTZ0imOWz9rLHZExx2fpDjKYksLhMd/0sf4ZKFy0COU3FVEaVimOzZwwn0sPunr9VL5N/M0wG890jEMa9aXhz2B/NzzeLgz8RwjaXxaitLQUxcm/TbE65UAICIGPg4CssfZxUJY6hIAQEAJCQAgIASEgBM4bAgNb6mC+3w7nQWD29cXIDrjRXG9B82t8YY6k4B4nKi11aHtpgIJZIXI/6EKLzQrLhu5oFnStWYy6NW0IXJqPYgop/pdaUWepRQ/FHC14AAMfMusHAfTt45ppH1JFCw+g7i4z7A93UFGbjeJZ2RQ9mmG5qxV+RpOFDx/AG7u6+SpPgSFwEH19fv1YRYc566tRt6qNk9hMKJyVi65nWmA1W9DlV7knSsPoedqFtjdV/zjd7nkX7Bu7kgqF0PFPrXAf4Mv8hwE8yTy+ANucMlExnG5G809t7GkPGhucYwgikcLHfWi8ywL74xRvlHQW6IJjTQOqrQ6eMx0/ANczdvYlsbJQnwetbEeQEXCBfU9SFOtBcosCPk5LfUO3guFAD1xb6YPvVsK6xoEjFGoG9njRaquFa1cXGr9VB+euIDKGB+Blvlq7J8I3sd7YmXZJ7DD1AaWXozvwj/dWs29uCoZsp49t5jipa+8ZKTJR/5kzsM8F1+NtaLRynbFHnfD0HsHwBOPFqCAAB8s0cBx6iUGbFoA7Mja6KVpB+XJrCl/qPnbCcPEwDrzE8WGrQ7W5Do5dStolo+fJqMmF7vZGjnMnghkZupDctrIWnsHU4y6dZyuwq01//lzbDgD0Uc/zLXwGzHDQ/yl13FMZsxQO2+7ls8Yxd4BCNI53o6XBAnM9BeuIZKbzC/r4TKqx6VbKOGbN4LP2cCPM97bpzyQ44g48Rzar7LDeVYtmTnEO8Vr3djfs1n/EQDQKNJ360vCn/zX+HtQ3w3skG7PnFSLzP/is8rfJ0TvGvGy9E/IhBITAmSbwiTNdgdgXAkJACAgBISAEhIAQEALnEwHTwnuwsvgqFOVFwqxur0Dxhmo0U/AK3mTl2mI9sK10QVtYh83LF0WiqKpQxbXFLKua0bbQgSWzDlGACKM0bi20imozBnoPMgoqE0XLWhDcVwnP39Ri5eLodMJc1K5YCdN10WgYoOL2YlRbmhmxZYb1ulKsfCIf1so6lHznBzDPMqJr+jbb4OrXYF2/GaV5xrWqxRVw3FuLlvonUfivSyhwjZ/YJGRrakJaNiqWl8BDocQXYiRMBAH83fqaYpYfXg9kHNClh3Gnr4W4SlV2MVpXVMC8ygXrY7PhSLmWXAiulXbKb/mwtbUwAs5oZ7DXBYvNie9vKuZ0ywqUwgPnKz6U1oysR9e92QUULMEiljmoOpC83pkyxWmpKmZMT/oUVMqQ/mI0O22Ypfp2H4U/cyOca1qQ/3Wud7fYsN+3pRENT3lwIFSeOtqOgo+KNnRp+YbtyGc4nBkXRah8MYCebAucT1RE5JoQvBusaH2mEd4vdqDUlE7/i3BJlvIgbaEKrU5zJBIxNMF4oay52Q43BSmz3YGqwsgoqKWQ+S07Onf5UXK7ISON8iVFssxIi1XXNPZXCbizv9OMlbcb47Wv3Y6GZ5xo7qXvHB0oVuZDfeTZAJf3AMprilShhJTOs2Vf46Ffq7Cx2axHw2E5o8I21cG+NUlZjVk++THb9+yP4eEaeRUrNsJynRFdpyIa65bYMVILfWOzY2BqKVr/xRqJDCXLb/hgtdhR93gx2pfOhvZpNsQ/gNDNFGaXLdKp6ZsS1DuwY38I+YWZSKs+baLnX8OOx7qh3WyDY1nkOWC0ZVUfBeUr1WCWJASEwNkiIBFrZ4u81CsEhIAQEAJCQAgIASFwThLQZhTpolrwiB/+QT8Cx8OYvbCMbfVhQE3f3N/Fl+9s/OC7UVHN6Eb2dRY0LAQ8m7oQjigVXS954nb+1PiSPSsmsOgxPeH46YSZmKVEtVBQr9fvDyCcmY+yqUAXp0jqiYKVik0Jh6OxWQG8+jxbc8cPYqKakTEXlrV1jEjiFML+1NFDRr7Rn7nXV1Hm4pS/uAg930tOClcUuCLC3ehSqa9kksnKr9PaNjta4+zFcnOHUFc/ULrcFhPV1L3swiqWMyG41c3IoFxO36QN/ThSMuSDkzMPy795Y9L00JjlMQ8q7HWGqKZyZM6GPitzegXsEVFNXb5yzv/P3vtAt1mdeYO/TmphVpnMKOnEWypgItK1tzN2u1GzB9dnDD0YlhoWmxabKcpXKjg4XT5BGS8ZMUvlmbHKd1DTMQzocMA5RaSDaGulxMqCkgZzSDzHOKeM8lF5hmN9DcqSaIaRt0HdTHQI8peZ/d33fSW9kmVbTuz8gedCrPfPfe997u/+ee/9vc/zXEUeLaIF9JtpHBw/WPZv7I0p5ApVo+m7OTEUKJBqKmUrOu73QVFOYe4eiprKz8h5VYcODJJsKpn3LtZeMhhXbYMbZBRJNaaCNU4Mjo5i8PZyUlDdmi9oLcjeA69Bqql4GzY1adG7Bvw6qabOrHY0rtMuV/2zWN/KJQ9pxFb/nxukmpaKBc57AuhkP8jN05SX1mazePMV0meb+oukmsrGsp6E60Anj4x6V3XDaF2PuoukmiYOCWM/yef8vjBSlEcTie1nyCDVtLSu2mAis2vMj21j0f5P/iw/QTPyIxwbDG24hsaWcvk0IeWPICAInE8EPn0+M5O8BAFBQBAQBAQBQUAQEAQEgYsdAWVi6PEOk1pi4GIeymRTC3ZN9+n4FE3UeHegt9u4XvFT/wFmLSRqHnXh8cfC1IIhKcXQ0taDrju74SxowlU8phb0MZpADlOTqDLYNW0yXq1ULcqlufsmpdkzgO49lU/p59mTiunRNdmqx6i4usoB1802mr/FkL2F2m5nUojuy8L50I0GKVgRf5HTli1+uJM05XvSg6aN1NJS/uKMkEtPk5iwoPVLc3Xqmq69DtgVo5ks6LfLBdtOPzX3stTcsyF9gKaHaKUvr4U1deYaa9poYmt+Zhb5D0nktTnLymZZr5NORY6sIHDhVz1z6yMIFrUNCzfMvyRo1jl0rSvz5VU01yX5pOqt1vKvVmTPulZcYxZ9sfaSz1HHjaTlV3UCzCzCko81jL5chtHsGUUpEc8/NgtlRROzi85DgC3Wt959e1JJTJPLuRJazdlU3l5Km+VureNsUx036Jp3ZUmZMtHrhmXxuRAti1Q4sSCrGoiGzVdMRBqvUftMoa61nxrzW7z/08/gX/uQ/ks/TdO3akLYNtLP3V0u9oMKn33aXfkjCAgC5wsBIdbOF9KSjyAgCAgCgoAgIAgIAoLAxY8ASSQfSTXc7EX4O61FIiHz1jC2PqYW/cDahrX8OwNPYAhNq/K6xop2xwLLGh7QHFBxANbNNNsb7UGOmm/TJAyiz4fhn6CJ41Mj6LpKe6DsT2q3j6Qa4H0qjNYC+Ubn8sOurdBzLouun9TboKRJt9G88JtNyJ8uMRqWekrx77OoW7cQI1ElTV5yft0F7AvSr1kfOmborJ7aUoGvnO3i3Yquvwpi+huU0ROA7dFSOnWXK+nzyCkloQoxZ7MatalzidSycm8ChnaOayaxsR30JncXzfPM4lc8r259cIJp/K45Eo8V27EYz0iCZS7VV5FOmbZhxb3CqaH8VDjVf2dxSl2n1mHN5VcPVqS1aHshgan2nE29RwzKyESVWEWoxIMVoqNvjmfWrjRdr8Bz9ToiV2qGpYg19a0rGX8GOaWNZSJgFaOsRKyAoJQ2j2pus/UNbM3MRe0OUhHqTHnW/Z5qm0Dr/QG4mqxUGiwUSvVzMtz0i2gj8a4IUszZyGI1N+8w5K0xv0Xrk7lY7E54uYNv/mQGR5NTeG3PMIYHJ3HoviBNdMt6gyaV/BEEBIHzg4CYgp4fnCUXQUAQEAQEAUFAEBAEBIFLAYHTpzRCobWt5OdME5vmmQXmx/7Fa3lMv0/v05/5RgccxX91mJ7gMtumKBmDLFJPrbfDyR00B386pBFBmf/PtKA3OcA/pRFJLeUabatmkaV2TWWwFDTYqKnT3sy7Kl+73SSLA9aZKUz/BmioQjhVpjfnfH0rXFynh3dz98zdY/Tr5ILh0m1O1JouUEvLO9xPsmoS/scifEQXyrLBqZlFDj07VpFMGqG/oa8teyfIaWjh2jtdZBBHEd0/Qo9rFrhvNpsyMtKJZBkZlD8WQ4BE5frVl1WkvVyni6VLmU5HcbDCkX/2rTCirFNnkx1LKX+l1Iu2F6NtxJ8JlZzoG4moXWDHDuuakQreo++YabQ8YkMBXrVidaWGZKUQVc7nod+IRa19K8ENFZLlKeemMUWfaOtN/aU8As9qbbNsi63sM4mdw0gWuDIjsenDKl8iwnJbrnJyP1kagP8qA/tV5r5lxwdvc4dVtmariYgzkij+FJOuMb9F65Mp507q1KJlTQPNRjvg8Y/ApbQfj2eK+cqBICAInH8EhFg7/5hLjoKAICAICAKCgCAgCAgCFysC9Ws1bZbYcyEkZnJcyGYQf5W7Hz6pdMZm8Fu1riXZ099mwSRNG4fpJyuntHuOxamNtRXBndxJkdo2uWQYLlc3hl/lApyL4TyJufirMc1/lO1yna2gpR43MHgTce5MGXpxHPV2RRTF+IyeZkalea9H01bLnfitjtisTsrFuYtl/EAEYfot63ignzTTGDyeYSTSlFnLKwj3YBDht40Fdz7BTQ883JBAT2bxv/QFdncn8q+HEJkC+m5XFIMRTLxg4VLZb5FRKLtK4qMdQ48qH1Z60JIh6dB3fytwWMkbQeJICsmpcQRY7jGST+6HOovKZZbGDnSuyyL0DA3zNvXBqbQDjbBBmY1Sr+7xp+nTjn7x4vuHseXBYe1u+tA/6IRbUeOo8NS5/WbTCcSn4oi/NfdfVmlcaZsl5DH84BaE2A7Sacq1m+V8jIQhfXL1Xd9Arazayv9RFUzX1tBe9LZBp/wu7qo6lUQqGUeUmyf4d4QxeoSNwdKEG0mgJnbSmf/hFNJH4gg9vAXDrHOymHjzH82E27nhhSX0rcROLwaeH0OKmCUnuPkFN5hIKImS0wtordXeZju2etiuEvD2chMJVe5jSUS2ezDwkpYLd9zVOjr6HuqgTzPusEviN81+nMumESN+A8+wr5G0rjXUkt+i9ck+7P6WC/3P6n4b8xxA0lMxHFSE49pF9StrFVXiCQKCwFkgIKagZwGaPCIICAKCgCAgCAgCgoAg8DFFgESHN+jFIzRZHOgztKjqaX7l92KvL4DjGS6411vRvi2Eus8OIfDMAGLP6FhYNnZwd0SPTvis6YX3rhk8scOP2I4SVq13D6JnozJqs+C6/9SK6I4o/IM8JVl349964U0/gsAOLvaNZ5x38Rr2IjB+XCMUrHS272qzIbgnCL967GY7XNe3I/RUHYb+mjJ7SNpowUJibBCe242dGalZM6PResbtsh8rGq4ou6Cd2DZ10osZHaVvdKGV5EsxGARJ8bziwNpAcz6lBlUl2Db3cVOCaQzsopmioQ1lv8mLoCUE35NhDBwO60/Vt9DU1ouOjeaEbOi8kxI9M8mdGUnGmYJlYxd8t1EbjqZx/a/rNzppwtdpPQjPdhI0ORcd7JPIWpZQB9vVrEPK6j9cLcEWDP2cPtusJDuIne/WU/A/yd05jai2TS763+spmprWUn6ddCnPSz23aHshmVloG0O+uJEA28Z9bBvGRgRdA14c7ONutoP9+v2NnQgMd+Lggx7s/WWKJrjOqu1Dj2yuH/3KvHp8S+hbWBfAENt4/x49TeddPvRZxzCwY5Q7tXKX3rnZahFrbrP2DoR+aEHge0MIFsqt+nnAjXGvHxFqgPY0s9zcBThYZ4NvexAemkbrwQG3/zl0cbdPFar1HXVd9fIiB11Lft9ZpD4tJKa30W/j02zj+3TSWOVjb3PD9w2z9qa6KkEQEATOJwKf+g+G5c7w1Clury1BEBAEBAFBQBAQBAQBQUAQuIQR0MyuVtWRIFFL5HkCHbjnqFlVV0e/S/NEy1OjbZYaTHX022VZwHSsmAM1UbQ0a41ffJAGqMpZWR39UVUKQ/9Wnm8M4YGR4LmZdJryWonDmjBfIOMC1tY1JuZFaY/VgvsC6Z7zLa2dkGapo/+9edqJyuOsyl9je5m3bWiFYztWm1zQL99C8p0zDkYCNZXTwKyOMhX7zQrUpdZmaPu5YD9XdcO+VVetby0RlEXzq6E+lbbaLMed81VfSyyiRBcEPnEICLH2iatyKbAgIAgIAoKAICAICAKCwCcRgSxNW23UtpMgCAgCgoAgIAgIAsuHgBBry4elpCQICAKCgCAgCAgCgoAgIAgIAoKAICAICAKCgCDwCUJANi/4BFW2FFUQEAQEAUFAEBAEBAFBQBAQBAQBQUAQEAQEAUFg+RAQYm35sJSUBAFBQBAQBAQBQUAQEAQEAUFAEBAEBAFBQBAQBD5BCAix9gmqbCmqICAICAKCgCAgCAgCgoAgIAgIAoKAICAICAKCwPIhIMTa8mEpKQkCgoAgIAgIAoKAICAICAKCgCAgCAgCgoAgIAh8ghA478RaOhlHdCSM8IthRHaPIXEss2Jw57NppI/xX5bbjksQBAQBQeDjiEA2gdjuKGKvxkr/9o8jfmQ5xtY8EvujGJtaKK0c4q9GMHY4g9RuP3p9URRG3NxMGsllkaNQcXnmFcXkkUIOhesr/5s/EoX74UipbDzv7fYjef5FWfnCSg6CgCCwbAhUjh3Ip+C/dwCJFRg7chdkXMojfXgSUc7rQ/wXO5BANr9s8F10CVW+5xYWMIeorxcDu5MLR1vy3RxiKt2R5U53yYKcxwdySCeTyJj6zYVp7+exyB/brNS8MYpEdv4Cpt+KIfJqHB/joUQrfPZYEqm0qVHPD4ncuQQQ+PR5k/FMGqHvehBNV+S4k+f1Tvie8sG5vuLeOZ5O7/ZhYA97bX0Xwj91QzYXP0dA5XFBQBC46BDIpeMY3hmlXBZY6nXx8qeNqUh9C8fW73FstZyl3BbM/H0IwanjaB71oKFKKvnkKPw7Iujyd8Ixm0J+qhTr3Zc9GNjXifBo3/KMv8f2Mq8QsO4Uwj9yLU+aVcpU7dLshx8ge6R0p47TPdJ8OFW6JEeCgCAgCMxBoHLsAEeNqRPH0Tkn5rlfOO/jUjYO///hR/w0Za+3wYYssqcjGH7SAtfAc+jZZDv3Ql1sKVS85xYWjzXyL/xAtX753xRZpju94aOFs/843c1No9/rR/tAGJ5N+oruvLf3jxOeF7Is+XcR5FzOlndi6Hb7XElmxuF5bBj2uwLomXv343PlTBK+B71Ye38Qg3ZhKT4OFXveiLXEzseLpJplnQPNVwOpwym+ghlOczFWt/xwrl6tXujM4TOrF12A5U+mMZ08jpks41sa0PTFZthtFYvRM/xacjSNDz4E1jbYYV8vnWD5a01SFAQEgSUhYFHjlA2DIyG0mIasbHIcfu8Q/H398P04COeaJaVajNx+txvBh0PUWnPD1Tx3zDv0swgXVJ3o5j1bcwgj3Yri08PqtZww1VuxXMP7ZHRUT/hEBAeP9aDzqkJORXFX7qAiK8vGHoyOdJUKu3I5S8qCgCBwKSNQMXaooswdSZengOd1XMol0O/2I4UWeJ/yovUqvVT5kymEB/v5zw3LD8Po2rhSpV0ezJaaiqO3/D238PMW9PxoFF1nFo51tnc/XsgugkL9aij9C5u1NKM4r+19EfHk9hIQsFyDjnVANKOsISqJtTyiPxjS5pX+3sYlJHoJRn3/XSh9I9fmSgwuwbKIyBoC54lYy2FqwlBVW9eF0I8K2mN5pA7QJHTGiVbzRy2SXGP7YpicTmN2tg72xlZ03tYBu7EwTL8VxeihD9B6Zy8afj2G8Otx5Bhvw6YOdN/WCtsqIHM4ihfGjTzTEQSePQXnV7vR0WjOiBjk0oj8zeMIHzbimhpGKxlk7016Y09PhNC/PVqukmrvQnDIDXuVSZMpGTkUBAQBQWDlEZhlFqaxyNbYjqEfW+H+lh+Bl+IY+Y6zKEP2SByxvWNIzuSwfoMT7Td1oGWer2WWjR3oqg8hMjJJYq2jmIZ2cDKO0GHAeX8nqT017sYw9n4Dem5xYobHkfEZfjiJ0/QfaGi8Dp3G5CF9eByvTRzE0ZlZWD/nRPedXagcmssz4hkXccOvZ9E1MIS1z/djOBpH5wOtpWhnMojtHEPDrT3lGnrUlo79JI6W3i6O1dQx2x1BZmMnOhtzGBt9DdnP3YieNo7zZ7KI870zFk/S3HM9mtvb0Xl9y7wL4PxMHJH9GVzX21l8B9RSrqVgXyqcHAkCgsCFQSCP5MQYDr4ZR+ZDC+xNrbjxlnaUDZfZFM3wxxBPZWCxObTxtLWxpLlbs9xaOjHEkxw312zAdTffiPbm8gWX0lCOvTKJ6ZksbA6OnRx/bEmOW6db0MXxdc64xA/C8b8fw+R4AhxuYec8uceYJxfkyh6ZRGxsHKl/zsHyuWZ0dHTAubFirlyIbPqdfP77JNXs/HAzWPbhxrLGAfcPn8PsvVsR+t4IOmgxUqfGy1c4Xm4pjZcqKU3eCaDndmfp9VUTnqpe9uK1N2l2Sl1q5/Uc0zfbMDlyEFd2M49VtbwPjMIscewvveeacOjFUViv5zunYiGQS45h5Fc2uHqbMUVXCZnPdqBzU/U2kTsWx9jYJBJH9XrvuL0brRX4qzijsTGkZvJocFyHnm86sfpyvhZN9VHtMJOcxNgbrFs+Z1vfhNZbOymriY4rlp0KDpfb0PKVG/G1tsZiXehltcN1S5MJbxucN3SzPGybJ5OI7JpG6xb1fi2XILk/gmlbq9YuWdNIvTVGM+E4Zk4CG5qvK+tHi+aT53ucWBMhTO4JA59t0N6963879z1cepefZZlMxVjofa213Vey6Ly7A7lDXJe+rtqiDa2396CjmXVNgjmyM4wp6must7eiZ0sHGiowMmX1CTu0ommzBZED08hxbmpqkcgdfgGhIySbAi5tXol8BvHXxrS5Wf7y9Wyjnehqc+h4GfM+O/tMA8eYsYksx5gOZF4dRebqij7H++FX0ryvt9XEq2HMXNVB/iGNUbqmSrGemm5w6fNB8hCxPRyLOabb2N9c32zXuIXqlaS37TG27TTfERua24tchIqfn0libP+bmEodZR+zo/WGTnSw72QOsz+8PqYluffFELLX3licI1fPR65eCgicdx9rODGO0QNcuGiWShY4rnfD29tSxCqXpN+ab3kQfIkN+nACiSlOInYF4flWL6KGM5sPpl7D2OtRamK44NkewqQRL7ozAPc3Akgx7cwvw0ikC5bZeUzuiyK4P1XMp3CQfSdWItXq7XCYXmaTzwwhySRyyQjzqSDVVALpKDz/V5XrhcTlVxAQBASBC4nAGif+7A4utkgYpY0v5vEX++krzI/oe0BjcyOy/Ggw4HEheGDuxwVddCs6v0MCa2oYcU6IzSH1epgTSQd6r9cXf5m3X0BkRwKznO6nfnkIk9oYnMVR+tZUE3s1uY56uuEZHMJRLsicmxqR2ReC192LseJ4bc6hdJw+sIt5OXHjJi5cv0l5mHeZj6LTGbywJ4J4RjGMpqCu7wpDvzyLaWrYDT/3BDy96j0TxRTJRdCcqf8bbpqZRrnybETj+izCTw7Ade9wETdTitrhbCbBBcULRrq1lWvp2FfmKueCgCBw/hDIIOTphXf7MMaoWGG5PIPoS0PwuNyY1MYzzg+nIuh2k+jfxQXS5RZkJvgh17sVnufjSxIzezisp/MKqarGZjR8OI4hnwfupyeL6WQmhuHy+BHex7RJqkzvGtbGscCTwwjHKSBD2bhEX27933DB/yQ1fe1NcPLrRUybJweL41r6AOfNDwcwNmND06ZmWP85Av/DboSmFqFs8gl+1M7DcVd/GalWFJZkl+vPXfywQv+fnLtrcu0pjJelWLMZEiM743xn6KE2PDk+P6zqJYTx9/jkSX50ecyDXo+HH5GMPGp6HzDPsxj7S+85mmLuIl7PjZcKpB3lMPqDIKLTJCpZssTf8Z3zy+rv19TufrgeZJ0e5aL+WidsmSgCxD9geh9r9c44kX3TWr0ndg1xreNCiEku5OUhzg9QW70BkheK8AU/HIXh57t+uKDowA9jA9p7j8SfotIy4wht9xLHEM/1kHk7wnf6E5wj6HhPcw6QIdE8PEjXPsfUO/0UIntCGDbJqz3J9vH4M3xHk6xQlkOqvvpp2qeI2GaSzuNGPxo33vuL5ZP/12kcmpjUlBtymaNIJtPacVl7V1ktS5lUQsRrkbmS3qaD6P8u5zRsizPskymSJUHfVkQmxjHwLWptkuipo+nw2J4gtvpjmsx66vK34comjg/0mVemzZnG0GAMaOtHT6MVuSMxuHu3anMzq52WZPUzbKP99Fmor+fz/3wIw5z3fZ99ZistNCL7E8jRZDiwM8K2troM5NQBfiDek9A/QJ9J4QW6MFF1pcbUMVqsTdFPZHi7D9EDEY2HGH5jGtn3SNaxv0V+Nc94mEsi8Kd6206TQ2h2WLFXjbFenRtQ/EFvnxfDh9JwNHNcPzmJIPuONr5ShugEy0ErvrqZKWOOXCaynFyCCHz6/MismGmO6vvUCJtF5Ekv/1Gdd6MTnTeRub2BLxNqmSmHrkPekD7wrHPC+xd9aLKkEf4BGz0H3xA7jfPnPlymmT4ZkvMrgPtrTTj+RhhjR9QgP4lHnqN2xj1DcP0zB7UpXqMPN8//ya96NnbiimDb3IehuzMYSl+HwAPtGmueeJ5+gfaol2Aep2bpIPRpfh3RghODIR9aWJTU/gD6n+GE5whNpNJd6NTXlUY8+REEBAFB4OJAoGkzSSgu+jL0gWNLc2K9KwWzNi56XYhzzPM/6UPrplDVRVLDV3rgeHISoX1JOIuq+UojIAXLzT40Gl9hL7Pwu2O9OrGi/TuDsK/1oP/lVnzP7yp+Ab92K/1pUtOi8NG86/YOBLu3Irh7Ch0PlLTqytHLYJSEne2OAKflDNdSHvRjFyfzLbcYgy+tQ9RXT/6Uh7o6Xi99D7Wo6Ec4ubrDi/CWVt7JIcLFRqqecvzYU/zq7rozDg/NnPp3OMu0/YqJa++hgpmrBYuVK5c8O+yL+cmBICAInFcEEi/yAwSngi5/CD3NnPipsJVkBLWA95KcaL1lFj4f54e0Xnjub91oUPNYhsTIAAZe8iO0OQx3FfN5PZbpL7VxfYMRWLi8GjgoAABAAElEQVSYfHFbuzFW9qDnrRDcjwUw3BZCX+Nx+LdzwUkT9NAPDU2ObdTAff4R+PdQhNXGyGcel+jWZOujHIc3lzRvu6hN3OsOYPQwP0xTY+Tgs5Ow3OBDqDD2UtumJ8mPIxtKY6ZJ0tJhLqdpD/UoraV5gnVDC8frME6pqblZLnN8i2nEztPfUA14pkZIMh0BOrcF0ae0jVXgJj4Dbm4IwRy1FPln8fcBx34fTVmXOPaX3nM2dG1rRWx7GPEctfwKkKUnETkBuP/yWgo2C/VatJnLqQms/7G3fRuDzmvQYpjR4pYuOJ/uRYBkaPZ6D2xsG4V6f44aPFob0+q9n/Wu1inVQ26K75s9NNK9axCDBeWFB7j+IgER3pfAt9tsiA76iZcDvmGurQwf11kSxW7WwSPPOxG6p4XrLdXuU0h82ImhcB/IG2hrNX9vP0bHptF1Dz/etQGB519D7qaCNRL1Dg5EudprgesGO5IvelhfFnieehEdhvuGHmoNhajROPTwC2j+aV8N+XRg8EcOeLr70Xrf9+AyJh25snbF+lyWMrVQoWLx93WTljebXtqJQJjzIIXN/WyHrgESNENw3OHD6BZ9TpPcPQDvzhimc51oKbST6lX3ibm6fqMy82Q7UZyVYZGWHHmcnmvtGLy/XSNJPQ8PI9tMEvmvegyNsR5cZ3Ojf+dB5G53IDtNspkhz/439ONvw7HGgjzrLs9RtLXMBJ0k+BT7y6ZufQ75foqtWgUH1/VD2roex6LofjCE0JNhwz8ktQ7zcRJ7fky+PY2+TZXz0yzbsBeT1Bb2hai1a7wieq61ofthaipSpukfhJkn+8oAy6MCx9fOqQSsX6DrlFXUjltHbeOvboVvy8fc5FUv/Sfi73nTWHN+h6z+bSXNNIWuUrENP+Pnl5cBTRMid3SSHUoPnfe40aI+xfx+E7rv7jKuxvHaOybWeF0nngt60cUXkeeHIbg26tHy1GZLkTl2FlToP9OE9s1OqrZXH80ct/sQNEi19FsRPFF4WdU3aYs/NSdQwUFfQ4pU045v8rBD6Mfp97VPMvqJ/BUEBAFB4CJCYJYLIBXUYmOaO3yivgcew8Rdu8E/zntIqnEaHNqnTzUK14u/Fgdct9mQfmkUhal8booTAkbou7VyslF8CrN5Pe+CNoK609BMUq0+h0yaOzbzXy5P0wmmjQl+aSw9Wnak52WD53Zj8rHKga3UxEvs4OKjLObiJ3kSjLD3IKCRajzmgizCQnU9WmHWb3PCz0VTnl/5lRb0YmGxcp019otlLPcFAUFgBRDIYHxXGjZ+OCiSaioXagEPjo5iUC3qfvUaF2cWeP0lUk1Faen1ood8T5Tm87WE7DvjHFdt+N53C6Sa/pRtMy06SFrEnh9HNnlIG3v7HzVINS2KhWO3H53ctEa3AqnMzYpGRarlskgfU+NtBnmrA19j/PG4MdZzWpyfoOsV7t6cNzRHGhpJiBkfSypTLJznZmhmx7I71i0Qcfajecf0Qjrm39rwzOHgy5S9zVsi1VQiNvp5G+jkwXxvEXNOxvEyjP0N2keeLLVcCm9Gajq9wsU0N00rkEhVci5esqxv0Ui1LHfQVnWUOZlHU9vXeJ9a3ixKrlDv1P4rELdK5cZ5T2CBeie5uy+iyWC2CCJI6PnhKEa50ZBFlZ3kZMe28o3jbM09GOS7Nbsnamg1qpefDb4nDFJNSU7C1mGsf9Sp8063ppl4UNNgU1dyeI0am5abu+CgSe5rqh/d9r0KPBpoLtzP5ziP0JQiFs8HuVNa7ebz5hmFys8Iy1impbyvu/z9OqmmxLA2QVt60u2R3yDV1OUNX1BzlyW0TfXQxzxYqEVr4yiSeM/AJTsJ30tpuhZ5RCMfx5/0c37nRNBfINWIoDLn3MVZ36YrNeL8+K/IGihinOSsItVUSL+jmASa6xtknXaRnwGmpriOb9YVbDLURFP9qJ+kcmFdj99Rs2Sg9aEgN10pmG3r15oaDQJfi6H/SR8YRpTzyb5giVRT7qWitIQAqJ2mxlZVtJPHkT5Zqnt7c4tOEubexdgJ5veFuWmbspHDSwyBT58/eanBcM8g2rfQROgfE5ikb4QI7dH1kEBwF7/KOEovpth2D/htbk4wD6f2r9JevRiD5kp3cve5x9RT3L2NjX11YTH0YV5TM1/g9Y/cMapn/iBA06VCgvyK85TaBY+d4UP9WnqKzHhh95LsNCbZIVSY5I55fUojT4IgIAgIAhcZAvkzaiBUHxVymH6bx9yxzdXNSXeVYPlgfprKeSsnz3uGEDuc45c7Kw6OcPJgd6F1iXOC5Kv0XbljTMtdjcmFYXr+lVxez4txA95+/WsjF4bZI2qwph+MJDdV0D4Va0ku/ofjue2rX9YQUZFz6WlNhqjPxW+n1YIFWb54Su+aanGAhct1bthXz1GuCgKCwIohwBWRop46vqovxKrlc5yuSsAFdHFhVoxkRWu7HZGXj9e0lD6u5pZcQg70cueXaqH+A/z6bZJ03CSmoDhnjmZVw3vVQIsLmvYVTf9MceyaBpUVPX/tQ/ov6Yfz4a3aXdtG+oK6y6X7zzLFrzy0bmjmojhCQo5L3/nmv2eUUwDqbKmJ+0ITcCPxmvDM2TDO+X1XxYd6LYn5gTByKP+pdexfUHZ+5HHdbKOpWgzZW/pgU+ZdtM5xPnRj8R1Tnmv5WY7+8TxeauWoy3yvgWXTg655966qd3TQPUHheul3/uLmMUNXD7ZbvzKvDHrZqdXzpblrl6Zrr6OWe0zTcl+tapDERVMZSWGFg92iQOZa6KdK+WF9ITpFv6f80HZsTCMcPF/ncS4OrXXvGUA3NSurhexJ1UAWz2euOnp5astXpqW8r+lvrmz+MYu8mmO0lfsNs6zXfYKZ17Dl0n8Cz6xUgGGxp0jq04YSY0MB5ElI6x9+s3iXbVgRzJ7uinHR3oHAQx28l6X/9jzsd9yozwtVdM7mprkxIjZ1ls/Zssc1xZ3CR5K0Nnb34FpTv8q+p0Z8B7r/xDSp/e1vtb7paJjbTzLTx7Uch+neZFg7Kvyxoy+g5qpW3PhAF/Zupzupb6k5tw0dd7nR092u+drLv59k2hY0L6YdXEhWfi8JBD59vqTMTo1j+nJuUkCtMcemVu2f654k/C6v1tizE1O4bHOphTtvc2mTFfVhwlKn3sh1/G8WDTadPVZyp9+eQn6Lo/jOe5fqlVUD/V6UnpobI02zTo8y6zRC610++q0oDIpWfPmrDvrS4de5w0GqSKfQvakOB3fya07hAfkVBAQBQeCiRIC+Xp4liUUC7BrupJW+gkKe4KQk2I2600VKi1Y6HCOpvzyrmX3MU5D118K9EQi9NIlv01fPC/z61/Fox7wT92qp5I9ENFKtzISHEePP0r/ZgWpP8Fr2kJaX42Yu9q6k4ab2tZrvg5tmcegZ+sx4kZsq+NUkywiVCzhq7M2hC/MfFWKj7vfWaset9wfgarIiny/gYoFlDd8cp2dhUwueBcLi5aqD7VywXyBvuSUICAIrgADNOpWHntR7HD3KFs6lvFbbuNg6kaaXKf3TRekOh60M3axbKwcjc4zS8doGNQbNwBMYQtOqfOljA2e3FkVo5Mmc/YpOuOg3TBFV5Uu8Om0OrK5XhtRuH0k1cMfOcHHHTtDZ97BrK52m6MFip9sV7lqZP5mhL8wpvLZnmP6zJnHoviAGC2b2lQmrc2otOTkujnHDGPfmntJ7gJvFBF0eZL/uQ0demWSReFDWIu+rh/hbMRnP/4Y41etz/5rwrLfhSqaUrlIvdYYprsqpGCqrwPQ+WI6xX+Xj/LqLrm6CGE/3oWMmpplXBr5iWpwXhak4IAnnI6mGm+mWgH5MiY4WMm8NY+tjeg2tbVClnUFOaROWlW/+eleJ1LFusnS8zsarTueEustVm8vTHxV/ChkbsWaz+huzoqrK0li7jq2w8KpkAp10QB+lCV2axFomGtbmHO2qWs/YoHJKt9Gn6TebkDfPO7hjOP59FnXrrPjtO2XJF0/K8ylernqwfGWq8X1NBQstKLassp1VSkgWtLzfVkb4JJ6zL3NOOZ6hJiLnhkHOKd0FM/dcCuNKm+u+QW6aRXr3Q4K8yor1n7VzV1gDK8ZRvaT9i+a+pmumtdxH5tcUstRiIwWHxs+qh3NIHODIdFNpkw4VNUWeQn0osZv6Wfa9BO/YqVVaWcEqjTTN9+lO6pstbNf0I3mGbkfWN8BeFJBPtrkx0uZC+sgUJveGEaZvwXi+ASGafs5MKemdcEjDUPB/bMJ5MgXNUJNsiF/E6NNhkE5g30ogRZXnxNv/YNg4c6LwpSb8gU29QPSQydvRpXw99Kod3j7gDnJxZKliW7bzDv2bPfL8JBdaeaTfCuP7BRNO+l3j+ggfFRZI9HcwPpVEfCJZeg8UMqIjQc1XmnHuvNsH11cakEkm6RyTThX50mncwmvs/Cpkaf4UIqmmeO1CcDaX5C5ck19BQBAQBM4rAlVmwfHn6YiVk5POexQBZkHLn6jvg+PI0NGYY6Oj+M9OjYj4O9z9aH1hxlJNcgu/tnXRP1kQ3//LIMdS7kg3n6ZCxeMF0WY/VEtQmrFUbC2e+zdO5OfJOrF7hHnRt8p93GnrFu4GdXsX/3EHuJu60Hc/y8NNFSb1dYCWxNF3jBNNhjxi/AqqEi+4IKoQDZar6CaAF+O/ysB+lRkXOz54mzsBcjpsNU20Kp9X54uX61yxr5arXBMEBIEVQ4CaSO3NHBdI3qcUqWEKce7yOMad5B2bFaE/ieH9adNdHs6MI0DH/vb/raQZWx5BnZWoMPsXr+U5/aW9z4WYaVx2bKzD9AQX7yTw7F9sZ5w4hg2n3SoFLZycwkGO8dWGz1MaQdICZ8F/l3pg1axm0aE/TCkMEyXLmgaajXbA4x+Bax3dBhxXpMxCgZsT0Hcx6LczMKIWn0ZYZYfnB27E6WMuwA/Sjjv+zOS3M42j/1qIyF8SS09s5+LSqjsZrwlP1su1Wr2QxKmol0O7o0y0hIQ6Wuh9sBxjv1aa9a1wcW0fZv5qd0ELdxYs+B3V7s/35/Qp7aNPa1vJB54Wlaa7hXLobSPBjXmS5anQQfsU63295bLy69oZ3zc38a12mBrmRfNMPZrafTOyn5tFcDdw5ZxnSH14KwtphP4mxobYqa2jym6ZTkqfpvSLDV/pJf2QQvjVGKJs+x3cKVOjIox+BNWO7eb3qwPWmSlM/4ba4KUqM+WgH1bmo65a5vFXZ1m2Msn7ek5FrMgFC5q+pDbXegLe74XZb+jaaaNBYBnabPHULOdlDjQ2clOpjSTV1KYpL44hy76vNBSVxlfL1aYGlPtA05DcYNqIEDQx3bqd7ZzcwDUqav5dxE+TtPvSNaZSUUvxAI3bNzeZRhBA06Ktb61iUGFFSxv9udHXpk1r15Sv0UFSjXPOFyPaph35ovknd5OmT/meB/x0uUK582oeXNCsay3XrDNJJIeXJgLnhVjLHzvErcB1gNIc1IOPDaD/QW4QQPXIwhKoXW2dS/VO320685zeF0B3txvue9VuK9QOoz+2aPKDOSin9lDLoLcXnscibKZ66LqnU+sYVzYWGOsUd/7w0gHo45g6WZ5E+u/His+pO/Gdfni4s1C/1wsv/+k7kSq/BCO08/bSzxA3KqA2nY/HrfwipILNsOvWz+SvICAICALnG4Ecpt6MI/4W/x2OY5zbiA9w7FTOi+23+Wi6qX8Ss9O5cAdHvKE+D8boyDXHz9VqTPb0DWD4Z6bF0TziWzfdyOfpv4XmP4671ES6PHxUGISNy9r5acpDuaLPc+ex1cqgkhvRPMddSjnpyGVpyvm0G0MTvMzFROF9UEyVG9rs4gcTC7XVHFXILfv1/LrI9MKvUnZLE26kQImdj9NcNaW9M0IPb8HwlEotjTf/cU7qRjZU26dZQX6Cu/1xkVGSi++oZ4aR4MRfC1rZohg5oHDmR5rChxvetNoWL9e5Ym9IIT+CgCBwnhDoeKCfyzbuGOzyax9nU9zdOPo0N3rZEcboERJjnLN6NjHGM7xGf2qpI3TyPkHn731DHJVa0N/dqEtaOXYoDRc1bv1sTBuzM+s70c9F2uSTHpJ0alc7atkeiyPo4aYuO7mjsSKQmJeKk9jJHfGeH0OK/ilVXh5upKBoPWuBYDGNS2vtnFfTqcowx0eVZkalea+HVCCH2xO/pQgJuL/lQv+zMe5Il+OYxvcBPx4rom79WvXOyCHM98jwPDuEqs2/fLc5kHiJZn4PBzHGD+Dxt7iz3s9e47N6aPqCvni1bvgyP49Q45m7ZcZpxp/ke2fgG/3U7mI4MYlpNTzXiGfHfXRLwFJ4+gKsF32sDw+q94jpBVTT+6DGsV/JaAqV7zlFgnXc3Yn869Sg5vum73aSWrWE+rUaJrHnQkgQ/xy1BuN0lbCVGwUpLbXfKu6VBJde795ivSdVvdNBvsIunZw2UbSlTPX3DTD84BaED1CZ4UgSk7uZNpUbwpwXgARo3/1c5itLnEESAWy7SWrsBNg+1HrN/RD9sDG5uWUt5VF2ZGmEmyaxkzv4ziR90G3MOVQcvR+NcW3Fe2mWk+96VU73YBDht3UCt6Z8NJtirtO442acOzeGqTHERlsSYxnLVNP72px3SQo5WgIC9i+ovkIfkKcd8G9VtFMhNKCdfED+dT93nE2RjDLmqtygJPIG2wzng5lfqX5S4Uut7jJNMzC6YwRJjpHxV4e52zJNTFWy1CbTeLVjSY6ZFSaY+TQ3IWBqTjVKFQLn1dzV1XJ9OdlWuNt0/dd4GIP3WfrALIzZ97q5Q/RBzGbHubMox1b6x9TmlOzbif1hbext1/y1zSLzL3x8liaqE1GE97OMhynrn4aq9udCnvJ78SPw6fMhouWqLoyGmhHbHUFs/yQ7UClXyzruGvOf/zO6jEHYeQ/VzxuG8YTyV6D+4wteKb533OVBH80zzcF+cx866T57uOhw24LOhx6H20jLdm03d+scQ0zNOhgs666kuju7l4kIm9cJpv4EGpQpEOUIe9xI3sDddbipggqpV+mPTStHS8XOI9pt+SMICAKCwHlBoO5yG6cIee607C/Lz9bcCs9D30ZHs9k7GLUJRoKwPc4NW3w0zTCecNzQh+fu1z9IlCUy58TOzWRaaP5znH5ljEWjKY6+kCtduKadTmdpWhR8TMlmh/fWIILbMvxYMgzP68NaRMsmfqh4NI/AY9QOU2tV88dHbmijFg+e+TZIsLTAfYMF/lcOIbulBV0DXhzkYmt4sF8XYmMnAsOdOMgPOXt/meK7wYmGK/Rb5r8N3H0tWEcHzduD8NCkRw8OuP3PocvY1c9qb+EiKEpzF+4UuK4H4b824crFz+LlOlfszRLLsSAgCKw4AuvbEXqqDkN/HcCQL25kR83d+wbhuUUf/zoGQrA8z/svBailpUexqHFngM60i8oXFWPHjzpAF2yI7gny4wd3wAs70b4thLrP0rLjmQHEnimkw4/NIU9R46t924s0mwsgwOf696g4FnTd74WTH5jHDfN2neTXn7ffxA/E6UcQ2DGAsR36NeddvIa9CIzT/5ulHUPbXHj86WH079PHYxVLmS/5vqEWmByQFbmzQHDeM4RgcxTDz4YQVFohWqDFyf0+XDMTxdCgD9eNDFGDqxHeR7to4hiF/2E9nuPmfgRvrYPPQ+yO5rirHgmqGvBUa4oQXyk+X4j1ohbXRIJO932PAv7HxjSfyho2tbwPahj7tQxMfyrfc+qWjT6duD8oJjdW+h21Vn3naMmRCPJyA7ZHWP6BPgO7eprm8sP9Xl8Ax9ULkVrkqm2A9T5UrHcakNFlTZ91DAPcwGc6x51ETe9NXdTS+ybyJMkI/SLUu973gP6ut7J9BC0h+GjCOXA4rMeob6FJshcdxmZv1cqqIl5mpGf+cd7K3b/5/rTfxZ0XSXwUg6kfDXioDacF9qO72Y9uV3pzQE350GrJxd1Mg6rf8Bn7zXa4bjW9h9W1ZStTCb9550raBzUlvYSzRcBqv5KjGNvzQ9wAwhgvC2m1cGMW9wnuWPxkP2JP6led3M29sPHU9Htc3G/qLdf44jjTc4OdGsNReD1Kg9XOeVwQ6yd8CLylm9KfyiibMyeu1L836wnPcIMBStJ7tekizeaT5CDKyTY9uvprbXZj8O4ZDOwcgnufft22qQfBp1ycx+Z5rwPf5z2PNlar+xyvH2LcNv1DbEMT8yJJ7p+iNPcN0b0Vx7IvlHbW1VOUv5caAp/6D4blFvrUKaXmuEAgy5/jlwersq83D74Vj6gvbOCXOuua8jdG8sV+eKlibr8tgOA9nNyQyc7xC2Adbdgr+qWWYl6lU8d71W5W5FntNP3qADw71PJOBQv97eSLqvT2OyiDbJOrQyN/BQFB4NJBQI2bynflKvrxWWAcXpECcUOFnBq0+Q6o0Q3REsRg2soZ8lmmrd47dXX0X3M2L4xay3UhsV8CkhJVEBAEdAT0eeQC40KtfX8xQFU6/GhbR9/ClUNQhlpNDcpc34hj1QbPHEJ/6sLe630YoZ+rqkGNNypNNUeeZ6xX2mqz6mPxWY6bVfOtdrEGWbTHasRTM2VdRd9GxCKfDKPXO0aiMqTtKqhnX/v74JzG/mplXcI1cznmfUyrd/okYx0V61FpM85Tp8V0iHleObdb4F1fU/7FBM/+YNF+dPZJz3ly2cqk2uyFmivNKdUn8ILCn1M66/y7dcwBRbUz9hRtXJhzc7kvqH7JfjjfXHrZ2uFyyy3prQgC50VjbY7knC1YK2cMcyLV0okM63vLwoszyxI6YxUxYL/le/Bm+NVPqU/z9aR2HFXBfoOHzDmJPQmCgCAgCFxqCKhx80LJzAm+1aQ5vLxinFvaS5m8zZG71nJdSOznCC0XBAFBYDEEFp1H1tr3F8tIpVNlYM4fi2Drg2FaZQyh73r6p9Li5BB/MaDtwNjTVnB9UiWDRebI6gkL49QwLa+S+BIv1SCLlmKNeJo/vM9qpnlchNMwpfRyq/19cE5j/xJhqIxuLkflveK51jYqNAQWI9XUw6pui4lUP6gp/+qPLunqov1oSaktHHnZyqTa7MJZyd2VRKDWMcMkg2pni7V5U/RzO1T9coF+uGzt8NyklKfPEwIXhlg7x8J9lNd95cxou8OdY2I1Pc4tqanuPnIHd02i6ump2To02K+BfUFH3zUlLJEEAUFAEBAEBAFBQBAQBASBeRGwXNWDwN3T8BpmUZZ6amgZOyw6aVLnMkzW503gE3Cj4Osy8GIco9ydUoIgIAgIAoKAIHA+EbgwpqDnWsKTdHz6fo4Oo+1Cbp0rlvK8ICAICAKCgCAgCAgCgsBFj0Ce89+p5HFks3SnYvt9OBpb6Av4ohf7vAmYS6eQtTZwdz7RMTpvoEtGgoAgIAgIAhoClyaxJpUnCAgCgoAgIAgIAoKAICAICAKCgCAgCAgCgoAgIAhcYAR+5wLnL9kLAoKAICAICAKCgCAgCAgCgoAgIAgIAoKAICAICAKXJAJCrF2S1SZCCwKCgCAgCAgCgoAgIAgIAoKAICAICAKCgCAgCFxoBIRYu9A1IPkLAoKAICAICAKCgCAgCFwSCOSPRNHb7Ucyp8TNIerrxcDu5PLInk/C/6e9iOiJL0+aRiqp3X4MjCyTnMsq2cWdmMKt1xdlTdcSckgnk8jUFrmWBD9xcbJT44jsT0Bt7nouIXMsidSMqSJWsG+dvZx5JPZHMT6lb8pXLZ1schzRZcCjWtpyTRAQBJYXASHWlhdPSU0QEAQEAUFAEBAEBAFB4GOKwOyZU1z0p3BKK18d8v/CxXFaP1uOIme42+dKEDOnslOY/uCj5RDxk5XGbAr5qUxtZc5No9/rXRFitDYBLv1Yx98KIvxMHLPnVJQcYg960f/ydFkqK9W3yjJZ0skspn4WwpBvK8bS1R88PhFE6JzxqJ62XBUEBIHlReDTy5ucpCYICAKCgCAgCAgCgoAgIAh8vBGo04pnQc+PRtF1ZpnKamlE8OcjTMyyTAmak5GdMs1o1Hrs6A1hpLvGGqlfjfVM2GbVW0eteUi8EgKXWdhO68+1/Vuxeh3rYfXqUsIr2rdK2Sz1yHK5eiKPoMcPx4gPjoqiLw8eS5VK4gsCgsDZILDqrxjO5sGFnsnnz1WBd6HU5Z4gIAgIAoKAICAICAKCgCCw0gjkEH81gr/7aRRv/DKJT33GgStWvYeX9/8aX/1GNxosed7/KaZyDfj8Z/VFfD6bwi9+HsFPIzTxiv8asxYb7J+zYVVB1HwGk3uieIn33zg4hZmPVuEPr7lCp9LOZBD7ySs4eUUTrrCeQXz3T/H2f78SV1uO4eWdP8LLsTeQPJ6D7Q8/D9tlRoLqmReiOPk59UwxF+BMGrGX3sDlTU1Yw8uZ/0p5zrSi58sNBUmQOxbH3p+/jMjLr1DW/weWhj/ElWu1lT6fN9L9wxZ85t8SePnvYjj5P/4RLEd+geihk2j6n68olYkpZt6K4vV/WY2mz61BfiaOn/7sHVzZ4sCJySh+/EIEv2BZZ9deDUcDcTqZQmQ4iJ/9Yhz/9O4srv4jB1abRC8KaMjwIWVY/f/GER7+EV55/RDSH61B0zUNzD+HyZFh7PjpL/DLf0rj8g3lGKQPj+Pnu36M3a+8jl/+t5P4g2ua8BmjeIU80ofH8NMXI4i9PoH0qctxzf90BaZZ5+n/4fO4gsBlDsfwyq9YXl5XIs5bv3ni/XcRTCTTyH6YR/bo+1jb9HnUn1BYvI0r/5fP46Qyc9z9S/xByx9pdZI9EsfLI3+HKOt16t3f4vc+58BnCnV4AfHPzyTxys9+isj//QutvTVc83mcScaw/9jlpvp9G2v/6PNaOQpYavW+//3ytsH+EPt5mP1Bb2OfWvMHuLphTeGROb8nElGM/TcHvnFHy4L08rx1q+rhJz/F+D/9Gu9/kMOZD95ju1Pt4jdV+9bnP3MSk9EI++MrmEikcPnn/kir94JgC/aRQqQllrHwGKiX907sZUzlbbD8d+L0X1fhf7+JfawUAWV4FNrEgn2dY5IxbixWNkXoJSd+gZdZ1zH2q1Tm3/EHf3g11pgFMMkih4KAILAwAmIKujA+clcQEAQEAUFAEBAEBAFB4JOGAImp4Xtd8O+IYPokC39yEkNeN1wPh3lS0P6aRYJkyvAvDTuu9Bi2uPsx/EYGjk1O2OvTCD7Wjy3PJ3T0snH0925FYGcEGbV8Pkmy6Bk/XPcOI6203k5n8MKuCOIZZQg3i+lXmLbPjV63F+G31BNZxHYNo/9bvYgdM/xHqWf2FJ7Rs9H+ammFoSVlulw4TO3uh+tBP8JHgaZrnbBlogg87EbggFEWPh9husGhAfT2DSC8by/SuVlk3n4BkZ2JOaZ6mXgIoUO6yeRsJsFng+j/bjc820OYIZmVIoEVpMlbZGIcA9/qR3giizqaWY4x3lZ/jEv8KsGQYYByKVnHWQ+z700i8swAvr+bvz4XAi+NA3VZTL4egb8voOPI1KIe5j04hKOww7mpEZl9IXjdvTS5K+U0+ayHcYKITStsc4jsYF14BvDEjjDiM7oxolbeHUZ5F6jf/L9O49DEpFaOXOYokiTYVE46FsN4gvW41TeE6L5pzV9bYmQA7of9iBxg3sRnfA/l6+tFiPWshQuEf/ZwmPXtRWjPOGYpV4LtzePqhc83jHBcl00v0wtz2tZsJs62UTLjVGl1q/7wSgr2xmY0fDhOs0cP3E9PVqnsWi8tUrcksi3ZaaROM70PM0i+TZ93p1mXxLOsb/2MfesxPzzfUP1xL+tklm0oCr/n+0gZGqiL9hFmca5lzH8I2L/uw3MDncCRMLwvGmNFNThUGRbt6xw3aigbqXCEPL3wbh/GGKvVcnkG0ZeGWNduTM6U+kg1MeSaICAIVEdATEGr4yJXBQFBQBAQBAQBQUAQEAQ+oQgkf/I4YieArkefg3uzruWlNHL6+/wwqCcNGWW5ZrPopn+J/WGSKZ0I/6jPoN664LozRXJHPZ9D2Oend7YW+EKDcNp0YLNTEbh9JMaOumC/SqfsCoaEupkY0LktiL42u/7AySQCJD6GHwzBOepBAyMrmq/wjB5JXajj9QIBWLxaPLC3fRuDzmvQcpUR55YuOJ/uReDJUWSv98DGBJWIqakEMQgSAz3/5FuMX81UTxEaBSksuspLNu1EIOxDo8ri/gQGXCTotg/BcYcPo1ucmizJ3QPw7oxhOteJlkpxDRmyJ7JwB8Lo0hJSG0a4EdoZQGKjC6HRHk3OXDIKlzeE197Jwd1sxbVbfXA6SG4aaXbd3oFg91YEd0+h4wEnclNhBPalNVmGDFmUll/4ux5EKBnh04LZFG+h+rWsb8HgjxzwdPej9b7vwdWoY5Cz6JqMiSkrvE8F0Uq8c0cicL2UgOM2H4bu0XHAtiyJQjfCJHtawkE4LwT+ddw8Y5Clt3ch+Ldu2JWK3jaSayQBByiv3Wjn0OrXWqhtHSj1t3BfHecS8DEtS1s/XtzWrmhkhh70vBWC+7EAhttC6NtkdALtXq1/LIvWbccDQ8i+3Y3YV7dicEujnjC5ItUUjGqF5TM8SaeQu4Ek7wPt2j1tY5KHQzjINuRgG1q0jyxTGWdOnYJtUx98tyXg3zWA4UZis7kKNhTeXIYiYhV9vZayJV70I8qBzOUPoafZyGtrnKS3H3sn0mi93VFMXg4EAUGgNgREY602nCSWICAICAKCgCAgCAgCgsAnAoEs3nyFq85N/UVSTRXbsp5EkdIs0XSO5gJxmcYeTCI2wQW7ofRhWe9A43ouh6mtFmGSnQPeIqmmUrA192B0dARdG9WSuTwobRa0eUukmrq9phF/9n03D8YQmzLteqjuLSEoIkiRatmZNNLH0siczKOp7WtMIY6UkawqguOOwSKptoTktahd/n6dVFNn1iY0K25uXRf8BSKLpxu+oIiP+cuhZLDfNmiQajwhtdCsJWSHb0An1bSrGzZoBJs6VqGhWWkM5pBJs3z8l6O5XettJBAmElpu0xNjjNUBr0kWrLLD9V98BgmkJVP2Z8H6VTFzp7S083mz6329IfT4AxqppqJN742QnOyEr0CqqYuUvueRQerXpRE1tAbPN/65fzxI4hfoHzBINU0uoKXXi676hWrJiGj6yb4zzpLY8L3vFkg1/aZtsxveNiD2/Lim0Wd6pObDxepWSaqhnp9/sw7tPtvikEGqqcwtV5W3ocX6yHKVsdDznfcE4NpIbB7bivGZmuGYE3HxsmUwvou1c7OvRKqpVNY4MTg6ikEh1eZgKhcEgVoQ+HQtkSSOICAICAKCgCAgCAgCgoAg8IlAIJfCOE3JOm4wtF3MhbYWlsHmi/pxYy9NCVOPUyuLWjDq0roW9Hy9C923OFF3QpnR2XHdH8//vJ5K+V/burnxLVc1MaVzCzn6zPJ4h2lcykDSBMp0Tgv2olaPorucm68xri/8c9mc2zY4NQ2zwo1ZKKLQ1ubUtG4KVxXxqIKZiircU79Khva2chlm85S6vgNNZlddlgYo3a9COslXg/DuUOQZCRP+08gGdWJXZzkkDmRhublV0yVUl4uhvk7bgKB4bjpYqH61WiqoQ5me0Q/taC5iQf9rNLWzXE/z28p4JB+vo9P9yPEPtDvnG/93354krj1wqh0YKoLSzFxKOD41zehZDPRy54dqof4Dra50TbZqEea/tnDdzv9c2R2tLX6lvA7YhpoYqdCGFusjy19GK3r+SwBTJDKHaNbsGPUW+2KZ7IudLFa2fE4jUDu+qkorQRAQBJYLASHWlgtJSUcQEAQEAUFAEBAEBAFB4NJHoL4Biu6ZMfxsmQtUp8zj5gsWO3oGgujhwjV9dBqT+6MI029X5FAfwvcpCiGN478FNdjmS2Du9YLmW9mdWV0zqkAAaPcqGYpcTifNyh40Ts6k4COphpvpu+07rUWiK/PWMLY+RnLFHIqMlOliFZLlA5pr4ndNcdShErBSroooIFE5h2CqjFNNhso4WA2boVWVp6mlItXKTGgZP/6sG/4D6sE6XPl5km3/rNGK6oIpzKUIizcXqN8Rf+cCRSVFZsIiR+IjP6Nos8rAOqP5sdWMWbWyrxD+axuuJMGa0tpNeRZ1WtnKJWaMCiIx/xuqWdXrjXttw1oWbgaewBCaVuVLxCZTsihCNL+QoXIlLqXzxeu2FHfxo0qNttXUcjQ082roIytSRu5eOviUB90PBumfMAbv1VV6h7l9qEJW7esLlI1jmDJQTr3H9l8kfBdHS2IIAoLAwgiIKejC+MhdQUAQEAQEAUFAEBAEBIFPEgI0CWxtpm+pncNIVhAb04eTRGIuqaDgyXOBqwWq99gbneh5YBBDd1G37NfUVrvKqWlUBZ+tdNTP3Te5K2W8sBmBnoKezOVMc98wJiv4n8TusEZ+OGw6/aH+Hn3HHCmP2FCAV61YbZAfZXTR6VPa861tLUVSTcswp9LQ09TOq/7h/RPJMtIufyyGwASwfnVZLlWfXsmLhaqa/fAUs7FQ265cry/3byyfVjwLmv6E+m1TQUSPFJ7SJcv+6k3Sn9XDQvVrJjktZl9jc5KiXF9tAQ4PcSOF8pvpA2HEeKmzvVxDrzzWyuFvb76WWcURerVSMO5mSsKvnA9O4+i/miQjEfXEdpKyVt2nnP2LKi3uUPk+lQQ3OuAo/qvD9AS12WxVCCNTchWcXfHO4nVbjMomsPT2WGwNNfSRcy2jSdLyw6s68Ny2DpotD3NzDhrnKn9wRlDNd7G+Xohb+Vss2yoH2jm+xZ8JFTdqKMRVuyCPHa6o/8JN+RUEBIEFERBibUF45KYgIAgIAoKAICAICAKCwCcNgY6tHlIzCXh7B7jQTNEPWRKR7R7NibvSPEsmy/V3lJ5L2OVC98PDiB/J0KcXTf7SccR+wUXqZ9ZSuceOvoe4WD48jC2DYSSOpJCcmkTQsxXDu8JIUYupaINWBnYaAbebu2km6CuMu2g+T0fyu1Kw0Pdah+KNLE24kb+JndxsQcl5hMTIw1swPKUSSePNf9QJN6W/kt+3i2WJk8T7d00jL/ZcCAlqTuVOZhCn6eTWJ0mMUMvot6poZqaIp4Ww4drreJjA40/HkKJvtvh+lufBYe12+tA/6IQby74sYR4ZFkvbamtglDxCz8WQPsnyZdOIPe3GEMk/nmgy2m9yo4PaSQqr0P645odtcoSbNDwW1ZI39l/AR8WiLFa/fGxWFzjOnU/jByIIH2DdV8HCfnMfWhk96NHrNXUkicmRADxPjgHNbnQqf3vzlH1F8Seh06cIlx0e+Ecm9fol2dfrCeoaZ4amlHXDl7X2E/pBkG2dfeFwDAPf6GerYDgxiWnV5Oyd6G+zYPJJD4b306+d0qo6Ftfae3And6s1dt5Uj5QHlp1ac4dUO32r4t9EHBmaay5Wtyo9Ko1yA4M3EedutKEXx8ENbZcW6tcu3kdqKWM+AXe3G/HK4WIRaRraPPDdbBDDamxQoca+rkde+G/HA/0c37gZi4u77U4lkUrGEX2a9c4dcUePKGHZ3u/t5jiyRMEXzlbuCgIfawQ+/bEunRROEBAEBAFBQBAQBAQBQUAQWCoC9g6EfmhB4HtDCA7260/XO+ENuDHupXkntW566CC/4YpCwlb0PuXFzA+egP9hpXdkBHsrfP4uLmLpUJ+7bQbrbPBtj2DgcESPUO9An9+HTmWSdUZfzBceVT7J7NxBs2/9JAa2c0dN44bjZi6AacKpBwu6uCHCQfpkGi7IubETgeFOHHzQg72/TMG9iXI2twN7oixLAjZuBvBc0ItHPAEM9JHMUUGVze/FXl8AxzNcTH+hXBY9Etf2G7u4e+Ek/HuG0f+6frXz/gA6rQdpujbGjQ9c3JxBkR/LEAxyY25KxIr/VwaFscafkPAIbstQnmF4XtdJP8smF3yP5hF4jOQMi2e32uH5cRA2Yh95hjskaom1oG+bB7HtJJIMQm2tXfcBpzJcrH7VBg2uNhuCe4LwMz07iRHXrVWwoEakNzyE0ON++uMr1WsL69X7nQ69aPOUfWXxt6CTu0TObvch9FIA8ZcUKBb0bPMBu/0YK5CMNFf0PtpFs+Eo27refhw39yN4ax18bFPxozm2ASvat4VQ99khBJ4ZQOwZDWC2nw7uiuuB0+wfT7+l/dVJ0TiGBuOmq6VDF3eHXbxurbjuP7UiuoPyDfJZtocbezs1okxPyWrqt6W01VGxDak6WqyPcFOSRctYwKw8G+OsDrYrqt7QLjq/E0DPERd3qdW1AJV0NfX1edIslk2lvr4doafqMPTXAQz5Clhb0HHfIDy3NDICzXdP8O9SCUlNcvkjCHwyEfjUfzAsd9FPcdtgCYKAICAICAKCgCAgCAgCgsCljoAyAZylzpm1zPnVAqUiK5M7zRXpqvmfydF5Wh3t3SwF1ag5ySmNEReibYMYuYemg2eMNOvom0qtkOcE3j/JPOvnuz/nAe1CjhpdC8lZ/SmlEURMqHVkXWNiuJQW0kI+6OZLbKWuK8yUqlI1TM5wx9AcCRbN3xfjMZpWv/k4erkJRcdAGH2bTGUzy1hD/ZqjL3hM1arcaboro685yxKwW3H8C3Kxfi0kWcL39mKMbTGk2mIhFOIsJrvWdlnGOvpXq9p2Cwku4Xehul1CMrVEramPrEQZ5xXu7Pr6fMlpJs4cjMrHojwirPNTfx6GW/ywzQedXBcEyhAQjbUyOOREEBAEBAFBQBAQBAQBQUAQKCFgUcRB6XTxI7IH1kUYhFpJuiK1s4ppVmfUDHl4f82SpNSeKyPGFi9ZMUZVTJZADBUTWskDhdk8mKR+7kX/Szn0/zCIdppeatDm0ghTiyxP3aZrFyITaqjfmotFf3wLVus8Ca04/mVykXVkUOacZaEsTtmd8hOt7ZZfOuezBer2nNOuSKCmPrISZayQo3Q6f7suxan9SLWluYHaiz+kxqHhx3HufbkiCAgClQgIsVaJiJwLAoKAICAICAKCgCAgCAgCFxoB8hjZJTuHutBCXxr5O3oDcE/T79rDLgyRNrXU0/SNmmPK3M7t96OlGtdwaRRtBaSkZt/V1FJ8nWae94zCKdisAMYXX5LWRTaYuPgkFokEgQuLgJiCXlj8JXdBQBAQBAQBQUAQEAQEAUFgLgIn00idtsFBX04SVgaBXDqJaW42ofzt29bZ0fQFB6wXm+bdyhR9aanms9zMIIeGjfZq7u2WlpbEFgQEAUHgY4iAEGsfw0qVIgkCgoAgIAgIAoKAICAICAKCgCAgCAgCgoAgIAisPAK/s/JZSA6CgCAgCAgCgoAgIAgIAoKAICAICAKCgCAgCAgCgsDHDwEh1j5+dSolEgQEAUFAEBAEBAFBQBAQBAQBQUAQEAQEAUFAEDgPCAixdh5AliwEAUFAEBAEBAFBQBAQBAQBQUAQEAQEAUFAEBAEPn4ICLH28atTKZEgIAgIAoKAICAICAKCwAVBIIeYrxcDI8kLkvtKZZo/EkVvtx9J7lS6/GEZMcun4L93AIkVkbOWkucQfbgbA6+ma4ksceZBYGXb2zyZymVBQBAQBM4BASHWzgE8eVQQEAQEAUFAEBAEBAFBQBAwI5D9lzymT31kvnTJH8+eOYU8Uji1QiVZPsxOYerEccyukJyLJZubGkHoCND+xfWLRZX7CyCw0u1tgazlliAgCAgCZ4WAEGtnBZs8JAgIAoKAICAICAKCgCAgCFRHwFr98iV/tW4FS7BcmC1XOksvKjXvnowCm/rRYbcs/XF5Yg4CK9ne5mQmFwQBQUAQOAcEPn0Oz8qjgoAgIAgIAoKAICAICAKCwMcSgdyxOMbGJpE4OgOs2YCO27vRutFWVlYVZzQ2htRMHg2O69DzTSdWXw6YLRHz2RTGXh1DPEnzwDV2tF7fgfbNDijqJXM4hrH3GtBzu1M7LySeeSuKQ3Cia7Md+Zk4Iq9k0Xl3B3KHohh9PYEsbGi9vQcdzQ3AyRQiO8OYygLr7a3o2dKBhvl4nTM5xP9+DJPjCcxQrcu+qQM9t7XCtqqQs/plnFdHMRZPIX95A667rQfOVfMlWHiO+mwTYxh7M470Sabb2IqOW9rhsJWeyyQnMfbGuIaVbX0TWm/thNNuosEslzGxDMZHojg4nYGFcbrv6kHjmkIe6reUT+ZDC+zN7ei8pXX+8qpHFimzVgfv2+G65RrEd48gNpWGxebA1+7sQct6C3JHJhF6aS8xt8Lh/Bp6bmkpqyuVhRZmJhE+Abj+4trCFe03eySO2N4xJGdyWL/BifabOtBilFuv2wyu29IJMxenXZ9AWbvIpZnOK5OYnmHtO5zo7u2ELcn2c7pFayeFTBfKrxBn4d88khN78dqbqp01wHl9Jzo32zA5chBXdlPOVRnEdo6h4Va2C+JTDGfSiP0kjpberlJZzmQR30cZtbZkQ8tXbsTX2hor8Ftqe8uzniLIbOwkgTmD6M9GiYnqf0503NYJR1l7oXTsfzHV/1JsU6xXhX9rI/tNMZTaVLW2e1H136LMciAICAIXGwKf+g+G5Rbq1KmVUhRfbkklPUFAEBAEBAFBQBAQBAQBQaAcgdTufvTvTMHSTOLp2iuReSOEMZr4tT4UhPd6uxY5MzGMrdtjPLbB2eZAZoKkkpGM/Y5BBLe0AOkx9HqCyK9zoufWFuRJjkRJjFluG8TIPS1IPE9/bHu+hvCom7RNKSSepZ+uWR9GH3AiNxWCyxeFjdlmmUFLmxPHmRd5NLi29WNq+xAS9Q44P08SQ7FrzX0Y8XdWkBeMTP9j/b39NOi0aQTElZYMQrvGeKMDwZ97SJjwkOTIcJ8HMRJEto1OOC5P6WnyFukyDIaDaDELql0Hxrf3YmgiD+fNJKPWkvh4OYrEaRsGR0JoIfcSf74f/j0pgHK2ttkw/bouf+e2IPp4Hva4EKl3wk4SKq3w3GRD/DDjoxXBUS9zViGLiM+N8BRgoWzONVlManEc8A0PkeRhlHwC7t4n4AmH4FRy1lDmxPNu1gHJqnrmQJmdbVciPpHgw054tzkQ2B5hfi2wZxNIEZeW+4IYvEWXiJGKIc0249nZYJKX5X6R5d7FdrSxFV3/qx2pX0QQZxodbEcetiO9bvfCFx7R5TVSy00Ns87BdtGntYvqbc2OlnVpTG/2YeQ7Tu3JxfIrCjvvQRbhh92IHCHG9hY02z5g/ZNotNvYdnO6nEig1zWADn8Yfc2mxpCL83oA3kJZTsYx8C0/YwOOTSRveR4/kmcz6sJzQTcpO4azam85hO9leyGOWljHNnU1jLZgQd9TIXRepcuVm4oQxzCjWVivTmTjk0idpgi3+RC8R8dswbY7cxH1X6O48iMICAIXJwKisXZx1otIJQgIAoKAICAICAKCgCBwgRCwt30bg85r0GIs0HFLF5xP9yLw5Ciy13tgyyXgV6Taxh48F3ChQZFS20goaQRSgV4DEvvD1LHqRPhHOkECdMF1ZwpHdVoBl1lIANSbtH4K5bXYSAUYhnAW/X427UQg7EOj4gzuT2CA5EaYpJrjDhJwW3SSILl7AN6dMUznOucSYJYGbH10EPbNLUUSr+sWJ3rdAYwedsFDraTkTx7XSLWuR5+De7Ou1aO0p/r7/EXSsCBi8ZdYhEiqdQyE4dmkExpdvS6kplhKip6bCmukWstdgxjsJdmowgMkyUjghPcl8O2262AhqQWSarmbvSSJWjVSMHs4DPdgBAe5Y4KLhU6O+DVSzSwbmRIMuP3w/0WYGLuK5dLyUH9qKPNlxFqRdtnP9yFMQlKVIHcbCRlvmKRaHD1+EpvNKg43JvC5EHr5IHK3zM3rgyxJzY0dKHhXyyVZbpJqrfeTjL3JIOKIS/x5D/xP+tC6KYQmrW6thZpmHkawmIwgTW0t9EMXaUcGra09QlxJEq3W49aSn7NSm6uQn/GbIsaKVNMJT0NmEooDbm4IQXpTy4l/FEYmCfWn6+p4Xa9/hVVkUJFqJtKTsbIkutwkuh553okQieWzam9Mx0KtUBXK5DyZRKDPi+EHSaqOetCQT8KnSDVF5P0tiTxDKzMxMoCBl/wIbWb7cry7YNu9qPqvXmT5KwgIAhcpAuJj7SKtGBFLEBAEBAFBQBAQBAQBQeDCIGBZ36KRatmZNNLH0siczKOp7WsUJo4U7TxzyUMa0dT/5wappolJrZh7AugkSZSjYo4Kl2mc2CRiE6niNct6BxrXFwgIPV4tf7v8/TqppiJbm9CseI91XfAbpJq6vOELjfxrNkRVVwvBikZFquWyWpnS6QzyVpo8Ut5xmuopcunNV0gK0kdYgVRTT1rWk9Ab6OTRPOkaDMv4KzGaeRbiWOBobtRolsS+CMnDLngLpJpKlPRQzw9HMWpo1uWpRaTKEjRINS3GH39ZI5HyGpZZHHyJml83+Mpkg41aZf4e4AQJuLQBunq4GBYrs4qonrPD94hOqqkr1g0tpIQoJTWbdFJNu4qmRtJahSKqS+aQz8HyhWuKmoLT+6Msdw88BVLNiOu8h6QasQ7tU5gvHopt7VGDVNMeUW3NX9bWzj2/HA6+TJnavNQiNEg1lZetBd6F6r9aEUjGKYKuY5tP1yQ04tiaezB4hx3ZPVGkaSZ6Vu2NaeU/5J9KOdc04s++7+aNMZrz5pD91WvUzrSwfZRINSVGS68XPSxedGSyyA7O13Yvrv6rpJcgCAgCFysCorF2sdaMyCUICAKCgCAgCAgCgoAgcEEQyNF3lcc7TPqDQWlTKeJHC7rWzrtvc1FOE8rGgnqScVf9WE2cWWOvH67U49Qs6wd1Z0getaDn613opqaYKZq6UxaUt7HyQBNFTVWtcHVWIxdsNG8zp6NIOxWq74pJ5/rbqdEzUdKoK6RmVxpSuRTGWc6OGxQ5VxHMhaq4BUsL/CR9Hn8sTM02rZQ0V+1B153dcF5Vh5n3yM3c+pUyOSuTAIkSW1tFHMvvo4kRtbLkjkND/Hp1pTxYG79MWiyCdJYx59THImXWkiJTVt+BJjOQ+Eir+/a28vzWN1Iz8JVqBB4TovZh/vA08vcoH2I5TL/NeKep+dYdKRfYOLN8oLWuqvfMF7W2Vt9Js0zzVf24VC3LkF9uWqv/rtsMrUJzdqWMzFfnPc6liQNRaP3SXKGbrr0O2BVD5oOzbG9GrrZ1ZRWmXbVc1cS2oIfjU3GNrG2ZI4IVre1sMS8fR87SsUDbJSl7UfVfo2DyIwgIAhclAkKsXZTVIkIJAoKAICAICAKCgCAgCFwQBM6k4COpBpolhqlBVVi+Z96iT7XHFL0DrG24kn9nkDvDnzLH/3WaxlJRqcliR89AED3UZkofncYktZjCO2hud0j3g6bSKmagneh/PjhB0uV3TRfUoWKYqliNlsUiATKHRzAipHb7SKoB3qfCaC2YuJ7JYNi1VSOtUN+gaWnNqF0NKkJdWRkrbvLUvrmHvsV6kKOG3zRJx+jzNIOcoNkf86ojMZml43igCmFXltRHZWfAatj5rIZl3WqtXJkTyo9zoUaM6KdPsSaKykdlaSxa5rLYVU4qODTLGuZdJFn///bOOLat6zrjX+bwRQGNbHQKC804F+E8yBgmBTDjoapQ1YMV11WCSOgmpTODBUpWOQiYLBWSMVtKARURIIxbxcuIoJYxMx1CrxGzxgpq2nUUoBbgKlhGI5WGQEJdBrUJZBTqsPVM1KGQdd99j6QoSrJlR7Vl7buAycf3zrv3nt+9+sMfzj1nvr29Jygo5Xnct54HJT138Pm5NkRjnXBdnOvI4vFPF88MzZojqPkpGrFP6prVrfhLelTnqIR2vxdzNof5a1u915Y5XvUgtdd1Hphdnf0F9948EZfTW2z9a/digVFipT5dt27gVRG8tWC5Zs2RWTbXLVe/38z75ahQc11psxdsTmYHr/eQ1rksFtkxu3ML3QAAGH5JREFUyOfI1+04sPTeHUbHptXz91vxURciIAKrkoCOgq7KZdGkREAEREAEREAEREAErgsBCjXmv/7NLXO5yOx58AhlWSXw3vV5Xk/glTen7UeVD0b9TDKp+ka7wiWlBVtZ4FNGM3kZ7dT1+AAGdzOm5me5UlQZRZVz0xVBwvRTPJNClALYxvW3VLpdiYsLtqDRxCiyKmFq3SwT9pd6X8eKpY306ntDmJ7TgeyHU6eMnwsFIOfNkoBiLDZ64d/J437fH7Qjh3K/5tG7nYzyOjWI1Jn5nZpqnMnjzKvmdLLoZ+UNy8cKqDyIu+8VHiGcbzq2P0oJx4cvVMSguR4v6/P8rj7VL++2Nr4/juS7Zp9YaPqiyXs3hhzFVd9mX+Wft44FAd7PwVM5DpzFB/9dNTSF3Rf3UsB1r7dveu9q5XcaQ2/UHB09P4kT3GvOal7JeFVjVV+u8+HzhvHLiQWM33ljhJZz+8ZcffC+I5A5XRSRGozaNiblm8XqpybubfC7o87jymcW8e+kqMS2Y4upkHtV+439M8da8dgQxqunwDEm3kjYf0s+Dyu4ltZj6HhNhObMGKJvF+H98t306FJ7l1Ghq+jvt4JQFyIgAquSgIS1VbksmpQIiIAIiIAIiIAIiMB1IVC3wY7cSu2PY4I5wwrnc0gfiWHPPhOtNoNfGd2GwkBfi0URKoT+g6PIZLOYPplEkAUFTBXE7PQUBSNWLwwE0PnUEKshMuKIycLyrAqa+hH/o/+ZDXaQ0p3mWBzfeP6fmZ+MudzSx4fw4BNDvMc+3vlPR3BzkozZ9z7NxwavOSaawtCRCUYSFZA7k0bskaAdrVY49yu767Y9QUpCE8yH1o9RVtzMnplGcm+Qyd5trzDNQgK1zSTNDwQ62W+auegKFCNYnfRIys5B57nVBe/OHh6aBZPKP4jEj1lZ8/Q0xt8gz4EhJEyl0GW2ds7NCFfB3ijGJzPITDOP194euxpp00NBNJgAJDvYrojEa6NIv5vG/3728j5/XFHvljmRpcw2tqJvKzN8feewLRY6fhcxyCqro6ysaZhnKSYGe/sx9JrhSanqzrvtvRZ/IcY9wj3E5/1/2WfvIZwbx5QRjrxtpb3WV9lrE2avseKmkYzcJRF3OeOZ+L/EI1wr5iBbrLV93eQocxiPkXGWBSUSAw7jir21BfdQG574HgtdmD1Cm/hTD7JPY5HFT/6Lk6ZI2/tYMwXVmF2AYuJ0BtOTFLS430Yp5PY86VStvZr9VpkHx4r2sIIpK7hmsxmMHmRRAlOBlbnX2sx5UHILbrUoFLJYBPOpZTgHw62nd5ByWhP6OhuYK/FSe5f7aBX9/c75rSsREIHVSODm1TgpzUkEREAEREAEREAEREAErgsBigKhWAjPBKPo7y1F3NSZJPkhHA1HcTZHUYLRRq1Px5nDKYrBN2Poe9OZqX93GL3uUfQfOMzKnB3ofimEmRdeROQpRumUm7cZ4UiHc6pzcwfC94+zuuMQ+t52DNofYwEE9wkE91KwKwTg9zjVOcuvX+23d2cIoewziB6gaHbA6cW/m/dwFNEx5pviLTfFiPi3LUS/OYjYQJ9jZHyP9mAsxCOsJ6fQ1Wgiseaau6Ebod0zeJFHXFOlfs3T5ocG0LXZqF1eBIdj8DwfRnJfP7OhOc23oxfhx52CAfV3lG7WfFW0MnOfc0u8xLl9axDRsBE5TbNgePXuNAIam7seTJ+FEa5J5E0vBhKDCH14aZ8dwdF5vfpzLj6r+i6veTx1qdb6aB+FNM7v+D0YYNGCst+xcBCx0kvG7/2PlQolWA0IPdvBI8Yj3CPOXvPt6kPsPhfC3H/pDwpcf7PXXoWLey1a2WsWOh4Lwf9mFGPF8hHaZYxHObfIKLeiLUAu9MLa1IF4BKymGcdgibHFggPhZ4HIc6OlKEuO3R/CCQqcQ+U9srkd0aF2nHgiiKP/kUHPVj8F1RBiVhzhfQn0s8Kr3eqaEIxS+NpconsV+830Y4oXeFkNt3fjOPr3sjqu0zt8uyii8fi20yxWqo3DOsi/0UNkeah018y1vxc+s7kuuXc9KKyiv9+SU/oSARFYpQRu+i3bSs/twgVzml1NBERABERABERABERABG5cAgVGYGGdiwUJzP/Cl2if8DjZxVnmEnPDKueiqs29xqgzY7NUX+bI2SzfcZscXuVW20f5/qf9Zr63AqOGXMzHVpnvIn3ac6IQc0nfa94r+7Fk3xy7aGL11lmXHLum2wU/y+PM47XAqurGMn2ueuOqLzMnR5H/XDP83qq1NOPTb9dSfl9mfjlGTtabo6P2XuM+sfdjAfGvBXB0exjDj84XOxk2uMR4RSQf6caFv0+gp3J0dnFXq/d+kZFd3aFRCpVxNFXc4p4+zz3NfX+pPw/Te3Vfi49Gscz8DSxrv5mouwBGWgYw/DAPnJb+/rihl56HsSlceq7lPbXo3l1Nf79LAdR9ERCB60pAEWvXFb8GFwEREAEREAEREAERWK0EliXcUCxZID6VBbayY0xY7+a/pZplRK7ah7V91D6/2t/M93Y5IcR0veicLjPmZd/h2Av8vEyfiz2+7Di1Ly3T59rXrua3r8UcfK1pZvyaW/N+XmJ+xTNJ7HkigfYnB9G73ce9Zt4sIP1qFCMUSLtqKpfa/S45HiP8vh2Hi1Fwl2vVe3/WPo5Msc4cm628yj192/JWs7qvpca90jWtTGOxv7/aQYzNZeZ6yfFX099vrW/6LQIisCoISFhbFcugSYiACIiACIiACIiACIiACIjAfALWpi5EH5pCaF8fUvsoeNZZKJaqjPp53DbQWJGY5r+4xC+3qZZ5hc1tH0cuIvpqGocfr4mOu8K+VsScgaR5E4GmJgIiIAKrhICOgq6ShdA0REAEREAEREAEREAEREAERGAxAsXzWUxOn0U+Pwu35w/ga2hC/W2LWf5u7hVYICDPHHbeZUS7/W5mUNUrWWQueuCrVFateqZLERABEbgOBCSsXQfoGlIEREAEREAEREAEREAEREAEREAEREAERODGJ/B7N74L8kAEREAEREAEREAEREAEREAEREAEREAEREAErj0BCWvXnrlGFAEREAEREAEREAEREAEREAEREAEREAERWAMEJKytgUWUCyIgAiIgAiIgAiIgAteQQHEaka91IznNLOqXaJk3IugOj7CGo9r1JHDN1+GTDCKd3Rg5Y8poqomACIiACKx1AhLW1voKyz8REAEREAEREAEREIEVJ5BjZcbcZRSz2UIGxZ99tOJjq8MrJDDLdZjMXeFLn8J8XT38jUXEX5Co+iko6lUREAERuGEISFi7YZZKExUBERABERABERABEVgVBKwGxP59GMG73MuYjrUMG5n8Lgn4uuMYHu7FclZrZebhRvueXiCbQOq0otZWhql6EQEREIHVS+Dm1Ts1zUwEREAEREAEREAEREAErjGB89NIvj6F5gc74K3RxKaPJzHlaUbHVhdS/zaK+p1d8G8sGZ3PIvVmCulMDtbGLejc3QGXtYiUk88gdYR20zPAbXfiS7vuQWujt+RkEek3kshtbkd7QwGjh99C/g/vQVcLn3+SR/pYCqPpaR4t3YjG1la0b29aUizKnaLth14E7v1j9jmM1GQWlseHrzzQhSbOuXB6HPFDR5FnDz7/V9B1bxOq3c2fTiN1dBTTMxztTj9ad7ahyVvjj+3LqOMz+zY2zQ31VQtWRObkKEZ/kkb2POBtaEbbva3weapHqjInw7Fjb+HE5AeYdbnh39GFjhbfQja+PEZeS2Higzw87LPrr9tQvw4cK4nEsUly3Wi/277VmYvDop4++is+FmemMXr8RGnuXvhb7kHb1vI6mCHn5p77jQVvI3nf24z6qqkX6f/oEfo/neWYXjRvb0PrNp8zhvdL6Lp9CImjk+h63F/lpC5FQAREQATWGoGbfsu20k5duHBhpbtUfyIgAiIgAiIgAiIgAiLwuydwPo3uv4lgy2MxDOysElqKE+jp7oeP98MtH6E70I+2SAK9jRSbZsbR0xulSAX4tjZjPX9PUGux2+1dSPxLwBbA8qcS6BlIAnU+dNzXjNlMCqlTFId2hBB/vJnmBSS+FkDyM03wZidgumh6KIqB7RfQ1xNBhpJN8/0U/IoZJI+lgdvbERvqhZeiUm2bONiD/jfZdx2Qv+ihcPRHSJ+coJkfoad9iO5NwtrMcfITyJzjOF+nv/c6/qZf7UPkdY62mSLin3uR+VESadq0PRlDcLtjU5hMIhBOsD+LffuRT48jc5Hi2f1hxB52hKSxvd0YPFmEfxfFvA0UDX8wggnOZWA4jqYqgcrMvXg6ie6n2F9dEzoeoACWPYHk25xDSx+Gn26lBdk8QjbnPBwxj+LtTfDfcRbpSVJvDCDUOInooQny51xOpe216H1pGO2bLEwc7CaLryBxuMdeh9y7cex5bsSZ+w7av8e50z/PLq7Do2Yd8kiGe5CgRmdt9sN/Wx7jpzK870N4aJBiKi+zo+gOxjgPP7rua0Ixm8bI2xOw7h/A8MNNNKDJkX4ED7gY3RhedI1sI32IgAiIgAjc8ARuvuE9kAMiIAIiIAIiIAIiIAIisFIEbvPjGy1A9OBbKOx0hBjTdfbHI5RbmhDYQWHpk49sgcZlj0nBZ8CIalWii7GneBM04s2tthF1oQmEKaoZoehVCkWOrtSFLtr1PBfFUEscvVstWEa3Ok0B7K9CSDzYzHEKSAYDyNS1IfavwUoUXeCBNIIU2/oO+DH86MKIqFssDzvKI/8nvUhE2u35Fu6nGBZKUFRLoysSR6DR2BQwEg4g/oMTKNwbAKYTtqjWTAExVBYWuwNIHwwisi+M5q1x+OumETaimrcD+/+px44WM15ODPej/1AE8W0UEH0/R5yiWlt/AsGtTqRbB/vJMBqtOurLvGeatakZ4f5m+CtRYx2MIIthz94Yxv+2Fc2cqmWzzGPL1yk23ttgvzc9HEHoEH2aJP/4Yfhtl6bRHwghOTqFdopct5jIwbqSksd1iJh1oRgXj3TBmJvmzH0UmYcpeB6O2KJax7P70bOtFIGXT6OfvCP/kLCF0p8fTzCmrZ3X5SOmHQg8kAG9czrk58bNZo6jyBnB0UFQeaYLERABERCBtUNAOdbWzlrKExEQAREQAREQAREQgRUg4H+gB7g4ghOVqo4FvHUwDWtXB3y10WHnpzDK0LLmJ0NOJFNpfO+2HoR3Ucz5jXMj//4YI9A8+ObflUU1576HdiEKeamDYxRqGLlFEQbeLkRtUY3XjChLsv+OZ3sqopr9psePyNPNKB5LILNoGi9z04vwM46oZt5x39lE+Y+RWYwqc0Q1+y62NFBeKhVimDpO0amuC8GyqGZM2PwPU1SjUBc/lkH+p2/Z0XOhyJyoZmyaukPoojA4MjwOOKojxn6YQobHSZ1mwdfYYIt8pRtzX1QUjahWyOeQPZNFlu94/rSZxIqYzDrv226STagkqpmX79y6xe6joz/iiGrml9uLhtvt2ws+cu8dtdch/PScqGaMmroHcPhwGD4rjxOHGCm3IzwnqhkD8g5RiMO5JE5kixTrzM1xpE5mUCjxtzb60LBxTkGzPrulJKAaWzUREAEREIG1SkARa2t1ZeWXCIiACIiACIiACIjAVRGwNrWhoy6OV0Ym0W7yY50ZxQgFr+BXF0aGFX4xQbnJQutdc5FK5UHXr+eZwZKmdHZyirfz6O/uLD+e/133EWbNHQpxnr+4uyI+FbJTtuBmosooeS3SeDDSvFgKyJoz4MCMctsyp/Pw0cecAdDa4ohRZduNDfTrh0YdKmDqPX5fZGRbZ7L8eN639VEeZy+YY6gdaCqHe1Us3Ghu9SL5g7MoWG2IPBvA888l0NfL6Da2phbmTHugE/5N8yblvF2YRuyJEEZ5JNNxpqRW8VdJo3PYtMyxMZaznxg7HnX9s+o+3dhCF0fmujCmdivMmOqgzdhyW+lG7VfhLOUyHnvdPp+RMXM33E2pMoksgbd3RxDIPI/E3j7Y3vFoatdXO9DJPG7lmRQ+dNaudgj9FgEREAERWFsEJKytrfWUNyIgAiIgAiIgAiIgAp+aAKs68njlyL4EshTWciOUTrwBtJrcWjXN7TGCWhEz/0MVpyYpf0UQosWG+g38nEEwOogt64q2WOZ0xeOfRuQpuiuCDIofO4/46fp98x6loMeiCFAlKxbLapF5jyNcnLXzqNlGy/0od1Gyt26jFGQi5Shhee7g17k2RGOdcF2cM7QsCy6edZnlEdPiSSpq57IwWZXLIpJ527R8jkUZ3I7K593WhdjhLhRmshTsxjFykMdMTybRw9xnHcx9NteKGAlRVEMHYglG5pU7nUkzd11kzsy+mmMz70GNuLj+ds5xbvoVUwvreZ2zBcbyMJWH5sK13j4emju3iHcXL3AFS0IfI+y6+mPoKhaQ/WAK44z0SxyIIPlOL4Z59NZ4l33XSHTN8C06EB+piYAIiIAIrAkCOgq6JpZRToiACIiACIiACIiACKwkgfovdDM6KYMEK3iOvM1cYQ+1LQwKMwN6mUSfX/EDR8vBaaVpFJB+j2c4S6KK967P8z4T+H/IVzb74Kv8c2HqJKPZPAvCv+x+rE1Mns+r9E9z8G7yVr3nxUfvpSkReeCuPZ5amsGVf1lo+qIZbQw5Ckdzc/TBy4i69PscjUcdfdvaaDOOoeP0r7rNjCFKVt4vm6iyIgqlaD33Rh7zZAXVge8PkillrV/bsXlVb87igjkyu80/J6rZTwu2AFZluOzLJeQ3eLeZdUgjfqR27mkkh0eRnfWhrZEW+15B9pP5w43tj9IrH77QQO/KzjF/m5cRf12PD2BwN737Wc6JPOSB08OvsxLrjkZbqJvfk36JgAiIgAisJQIS1tbSasoXERABERABERABERCBlSFgNaBnlwfjB4Ywwaijzq1Vwtc8XciLnidZSXKSRQjCcaRNfrDpccRYcCBxmlM5N42fn+e3tx19LRbG9wUpSE1QdKJodCZNuz2IfS+BXI2IM+eEF71PtjFKbBDB71L4OV9gHrIsUv8cRP/LnNsv5yyrrz5eJFqr+vlS114WbOBoGOwNYnQya88zeyqFYG8/hl5jUQXTvG0sSGAh/TILGjCfWuZ0BhMmEq13kG82oa+zAQUWQQgEOjF0hOIf51ws5JGmSGnkLM+t1bF8pkMX6j/Hr2NDSFXGHOGYg+YhCnb0mH15VR/zWJTWIX2Ac391zJ57+qQZiwULDqVscbR9T5DjjPNeFOOTGWSmmedub49d4bTpoSAaLBasCATQ+dQQ0qdzzLFWRJ5VQVM/onef2WAfXc2dPMweLHyDufJMm2aV1u7vlvjZd/QhAiIgAiKwVgjcvFYckR8iIAIiIAIiIAIiIAIisJIE/PcFYB2Lwbu7E97qqLC6DXYRgPJY3u0hDCLOqpkjiDwxYt+2tgYQ3eNm9cwhvHO6gCZWxmx9Og7XZwcRfbkfqZedt63NbaxmGYTfzvnlRr05ilnT6rcHEXN5EGaFzCDn4zQfeiL70dG4+DnDDV5TpmBhW9yadnVlWy+CwzF4ng8jFua4pdu+Hb3Y/1i5EILFap9xWAejGDwURfqQY2Rtbke0v5cFAPi7oRuh3TN4kccjUwfKffNg5EMD6NpcfQzUPGN/z8Rw9h8pOnLMIdvcg8CzYeA1Hq+cyiK43b8oG6fnhV7d4jywP2tZVNbh9UGkX3cMzdwHnu0Fg9EYZdiGxEsWot/iWoXNcU7TLLTzOG7vTodr90shzLzwIiJPpZzH5tPLyqaRDlifZFh5ddQugGCqmaqJgAiIgAisbQI3/ZZtpV28cMHkJFATAREQAREQAREQAREQgf9fBEwkGlzMl1bWjkwkWrUoZ3Aw4X6BOc1cLuZJK9stE5Pp3+Vy8b0rfHGZ/c8zY/4wjgbXOs6z1oeyofGlwBC+uiqfy89K3+bY5Cw5uNzupfuptuW1m7aVthjDysNPcWHmbuZF0WwpnOW5u00eusUao9UKzHOHdS7OubwmPAZ8fByeljblV1uMme6JgAiIwBojIGFtjS2o3BEBERABERABERABERABERABERABERABEbg2BJRj7dpw1igiIAIiIAIiIAIiIAIiIAIiIAIiIAIiIAJrjICEtTW2oHJHBERABERABERABERABERABERABERABETg2hCQsHZtOGsUERABERABERABERABERABERABERABERCBNUZAwtoaW1C5IwIiIAIiIAIiIAIiIAIiIAIiIAIiIAIicG0I3HTx4sUVrwp6baauUURABERABERABERABERABERABERABERABETg+hFQxNr1Y6+RRUAEREAEREAEREAEREAEREAEREAEREAEbmAC/wfNtV7pDmv6dQAAAABJRU5ErkJggg==" width="640" /><br />
<br />
Note the entry for September 12. She had written that Vergil told about "legatum Aeneae." I suspected she just used the wrong word, so I commented on it. I didn't require students to make corrections, but note that she did go back and substitute "legatum" with "iter." I'm not interested in perfect work, but I was glad to see how the spreadsheet started a conversation and feedback loop between us.<br />
<br />
Here's another screenshot of a log from a lower level student:<br />
<img alt="" height="268" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAABMMAAAIACAYAAACPRasbAAAYLGlDQ1BJQ0MgUHJvZmlsZQAAWIWVeQk4Vd/X/z733MnlmudZZjLPJPM8z0Mq1zzTNUWRkAyVZEghhUSKRlNChpRkylCKFEKpVIZMeQ+q7+/9vv/n/z7vfp59zueuvfban73X2nvfdS8AHKykkJAAFC0AgUFhZGsDbV5HJ2de3DjAAEbADCiAJMk9NETL0tIUIOXP+7+XpSEAbb1fSGzZ+p/t/99C5+EZ6g4AZIlgN49Q90AE3wMAze4eQg4DANOLyPkjw0K28AKCGckIQQCw+C3svYM5t7DbDpbe1rG11kGwLgB4KhKJ7A0A9ZZ93gh3b8QOdQjSRh/k4RuEqCYieK+7D8kDAPY2RGd3YGDwFp5HsIjbf9jx/m823f7aJJG8/+KduWwXvK5vaEgAKer/uBz/ewkMCP8zxi6kUvmQDa235oysW5l/sMkWpkJwQ5CbuQWC6RH8xNdjW38Lj/iEG9r91p9zD9VB1gzxM0ABD5KuCYKRtUQxh/vbaf3GsiTydl9EH2XuG2Zk+xu7kYOtf9tHRQQFmJv+tpPs42n0B1/yDNWz+aPj5atvhGAk0lD3on1sHXZ4otoifO3NEUyN4N5QfxuT333Hon10zP/okMOttzgLIHjBi6xvvaMDswaG/pkXLOlO2h6LFcGaYT62hjt9YUfPUEfTPxw8PHX1djjAHp5Bdr+5wUh0aVv/7psUEmD5Wx++5BlgYL2zzvCt0AibP337w5AA21kH+L0fydhyhz+8FBJmabvDDY0GpkAH6AJeEI5UNxAM/IBv91zNHPJpp0UfkAAZeANPIPFb8qeHw3ZLEPK0AdHgM4I8QejfftrbrZ4gApFv/JXuPCWA13ZrxHYPf/ABwYFodvRetBraFHlqIlUWrYxW+dOPl+bPqFg9rC7WEKuPFf3Lwx1hHYBUMvD9f8hMkLcnMrstLkF/5vCPPcwHTB/mPWYQM455BezB5LaV31oHfePJ/2LOC8zAOGJN//fs3BCbs3900EIIawW0Nlod4Y9wRzOj2YEEWh6ZiRZaA5mbAiL9T4bhf7n9s5b/Hm+L9X/O57ecWoxa4TcLt7+e0fmr9W8rOv+xRh7I2+TfmnAyfBfugB/BT+EGuAbwwk1wLdwFP9zCfyNhcjsS/oxmvc3NH7Hj+0dHukJ6Vnr9f4xO+s2AvO1vEOZ5OGxrQ+gEh0SRfb19wni1kBPZk9coyF1yN6+stIwiAFvn+87x8cN6+9yGmHv+kZGQ81tZFgCC9j+yYOQcqMxGwvrCPzIhZG+yqQBwx9o9nByxI0NvPTCAAGiQncEGuAE/EEHmJAsUgRrQBHrAGFgAW+AEDiCr7gMCEdaR4Cg4DpJAGjgLssFFUAiKQRm4Ce6AGtAAHoHH4BnoBYPgNRIbU+ATmAdLYA2CIBxEhBggNogHEoTEIVlIGdoL6UGmkDXkBLlC3lAQFA4dhRKgNOgcdBG6ApVDt6E66BH0FOqDXkHvoFnoO7SKglFUKEYUF0oIJYVSRmmhTFC2qP0ob9QhVDQqEXUGlYsqQt1AVaMeoZ6hBlHjqE+oRRjAlDAzzAdLwMqwDmwBO8NeMBmOhVPhHLgIroTrEV+/gMfhOXgFjUUzoHnREkh8GqLt0O7oQ+hY9Cn0RXQZuhrdhn6BfoeeR//CEDGcGHGMKsYI44jxxkRikjA5mFLMfUw7snemMEtYLJYZK4xVQvamE9YPewR7CluArcI2Y/uwE9hFHA7HhhPHqeMscCRcGC4JdwF3A9eE68dN4X7iKfE8eFm8Pt4ZH4SPx+fgr+Mb8f34afwaBS2FIIUqhQWFB0UURTpFCUU9RQ/FFMUagY4gTFAn2BL8CMcJuYRKQjvhDeEHJSXlLkoVSitKX8o4ylzKW5RPKN9RrlDRU4lR6VC5UIVTnaG6RtVM9YrqB5FIFCJqEp2JYcQzxHJiK3GM+JOagVqS2ojag/oYdR51NXU/9RcaChpBGi2aAzTRNDk0d2l6aOZoKWiFaHVoSbSxtHm0dbTDtIt0DHQydBZ0gXSn6K7TPaWbocfRC9Hr0XvQJ9IX07fSTzDADPwMOgzuDAkMJQztDFOMWEZhRiNGP8Y0xpuM3YzzTPRM8kz2TIeZ8pgeMo0zw8xCzEbMAczpzHeYh5hXWbhYtFg8WVJYKln6WZZZOVg1WT1ZU1mrWAdZV9l42fTY/Nky2GrYRtnR7GLsVuyR7JfY29nnOBg51DjcOVI57nCMcKI4xTitOY9wFnN2cS5ycXMZcIVwXeBq5ZrjZubW5PbjzuJu5J7lYeDZy+PLk8XTxPORl4lXizeAN5e3jXeej5PPkC+c7wpfN9/aLuFddrvid1XtGuUn8Cvze/Fn8bfwzwvwCJgJHBWoEBgRpBBUFvQRPC/YIbgsJCzkIHRSqEZoRphV2Eg4WrhC+I0IUURD5JBIkciAKFZUWdRftEC0VwwlpiDmI5Yn1iOOElcU9xUvEO/bjdmtsjtod9HuYQkqCS2JCIkKiXeSzJKmkvGSNZJfpASknKUypDqkfkkrSAdIl0i/lqGXMZaJl6mX+S4rJusumyc7IEeU05c7Jlcr901eXN5T/pL8SwUGBTOFkwotChuKSopkxUrFWSUBJVelfKVhZUZlS+VTyk9UMCraKsdUGlRWVBVVw1TvqH5Vk1DzV7uuNrNHeI/nnpI9E+q71EnqV9TH9/Ludd17ee+4Bp8GSaNI470mv6aHZqnmtJaolp/WDa0v2tLaZO372ss6qjoxOs26sK6Bbqputx69np3eRb0x/V363voV+vMGCgZHDJoNMYYmhhmGw0ZcRu5G5UbzxkrGMcZtJlQmNiYXTd6bipmSTevNUGbGZplmb8wFzYPMayyAhZFFpsWopbDlIcsHVlgrS6s8qw/WMtZHrTtsGGwO2ly3WbLVtk23fW0nYhdu12JPY+9iX26/7KDrcM5h3FHKMcbxmRO7k69TrTPO2d651Hlxn96+7H1TLgouSS5D+4X3H97/9AD7gYADDw/SHCQdvOuKcXVwve66TrIgFZEW3Yzc8t3m3XXcz7t/8tD0yPKY9VT3POc57aXudc5rxlvdO9N71kfDJ8dnzlfH96LvNz9Dv0K/ZX8L/2v+mwEOAVWB+EDXwLog+iD/oLZg7uDDwX0h4iFJIeOHVA9lH5onm5BLQ6HQ/aG1YYzIV52ucJHwE+HvIvZG5EX8jLSPvHuY7nDQ4a4osaiUqOlo/eirR9BH3I+0HOU7evzouxitmCuxUKxbbMsx/mOJx6biDOLKjhOO+x9/Hi8dfy5+IcEhoT6RKzEuceKEwYmKJOokctLwSbWThcnoZN/k7hS5lAspv1I9UjvTpNNy0tZPuZ/qPC1zOvf05hmvM93piumXzmLPBp0dytDIKDtHdy763ESmWWZ1Fm9WatZC9sHspznyOYXnCefDz4/nmubWXhC4cPbC+kWfi4N52nlV+Zz5KfnLBR4F/Zc0L1UWchWmFa5e9r388orBleoioaKcYmxxRPGHEvuSjqvKV8tL2UvTSjeuBV0bL7MuaytXKi+/znk9vQJVEV4xe8PlRu9N3Zu1lRKVV6qYq9JugVvhtz7edr09dMfkTstd5buV9wTv5d9nuJ9aDVVHVc/X+NSM1zrV9tUZ17XUq9XffyD54FoDX0PeQ6aH6Y2ExsTGzabopsXmkOa5R96PJloOtrxudWwdaLNq6243aX/yWP9xa4dWR9MT9ScNT1Wf1nUqd9Y8U3xW3aXQdf+5wvP73Yrd1T1KPbW9Kr31fXv6Gvs1+h+90H3xeMBo4Nmg+WDfkN3Qy2GX4fGXHi9nXgW8+jYSMbL2Ou4N5k3qKO1ozhjnWNFb0bdV44rjD9/pvut6b/P+9YT7xKfJ0Mn1qcQPxA850zzT5TOyMw2z+rO9H/d9nPoU8mltLukz3ef8LyJf7n3V/No17zg/9Y38bfP7qR9sP64tyC+0LFouji0FLq0tp/5k+1m2orzSseqwOr0WuY5bz90Q3aj/ZfLrzWbg5mYIiUza/ioAIxXl5QXA92sAEJ0AYEDyOAL1Tv71u8DQVtoBgD0kCX1CtcEJaBuMJlYYx45npeAhqFOaU/kTz1LX0czRSdB7MhQzTjCLsUSxNrHTcDhwlnD94NnDm8j3nJ9OwFrwtNAzESAqJ+Ylfn53p8SylIi0lUycbIXcoAJKUUZpv3KqSrXquz1EdeW9rhopmre13ujgdRX13PXPGtQajhlDJgKmBmZ+5ukW9yxfWv20YbaVs7OwD3Q47Vjp9Mz53b55l+X9aweBK4HE5ibhruVh7XnQy9Ob5GPju8eP1x/yHw9oCrwclBDsE2J5SJnMG4oP/Ro2FN4YURaZeTg2KiDa6YjRUfUYpVjFYypxWsdN4h0SPBPDTpxIyjpZknw3pTm1K23o1NvT02c+p38/u5ixdG4xczFrNQd9nil39wWDi+55x/JzCyovNRU+uzxwZaRovHi2ZKEUvsZUJlaufd2lIvJG1s07lX1V327T3ZG7a3Mv9P7Z6vKa+tpHda31zQ8eNNx/WNVY3lTcXPAouyW19WibX7vNY8UO1o6VJ+NPezofP2vtevS8obuqJ7c3tE+nn9j/4kXegNegwhBmaHi47GXEK80R7EgHEl8Kb6ZHM8bUxibenh5XG//0rvC99QQ8UTVpN7kylfVh94emaevpyZkTs1Kzkx/LPgXNyc0tfq764v6V7uv9ecv5D9+Ofmf5/vhH+kLQImnJC4mjydX2DcnNzW3/80O3UH6wLDyDvo2Jwzri1PESFMIEYcpdVNJEVWorGnfaWLpC+kaGWSZaZmUWEmsy2z32MU5KLjnufTxxvFf4mna95l8UpBTiEVYQMRJ1FYsSz9x9W6JLckYaLcMnu0fOWT5MIU2xRKlO+bnKe9WFPVh1jr0yGmaaAVrp2rd0enU/6+MNuAxljfSM7UzcTYPMDpvHWiRYnrBKsk62SbU9ZZdqn+gQ5ejjZOusu0/DRX+/84HIg9mut0gtbp3u7R73PfO9jng7+Ej7UvnO+fX61weUB+YFpQfHh5APuZA1Q3lC18IGw29GJEW6HdaLko4WOMJ1lC2GKZb2GPbYUtz7453xtxOyEyNP7E8yPqmbbJpCSj2edvXU49NjZ76kL55dzlg89yNzPutz9lzOl/M/L9BeVMkLyi8t6L40UTh7eerK26JXxX0lT642ljZc6yz7fJ2vYv+N/Juvqhhvmd9ORk6vlfuS1R41ebX99ZgH8g0HH55oLG1qaG58dL3lbGtMW2R73OP0joInxU8vdZ55Ft5l81yiG9090nOnN63Pr9/qhd6A3qDVkNtw+MvEVydHYl57vdEZZR+dG6t7e3Lc8Z3Ee/z7DxOtkwVThz5oTlNND8wUzx776PvJY87nc+CXkK8h8yHfyN8jfkQtRC76Lhks0yzf/an389mK88rn1d51qo2Rbf+LgzbIBHqJ8oSxcDpaHN2DicZKYWdxV/E+FFIUK4ROykKqSKI1tSwNNc0S7Su6ZvpyhkzGGCZvZmsWdVZRNia2dfYZjn7ORq5K7mKePN4cvqxd6fxJAhGCJCE9YV7hnyJdooVioeKGu/kkUBKzksNST6TrZa7L5srFybsqqChiFXuUspUdVdhUXqkWqHnskVXHqo/trdZI1/TR0tUW0qHVBbo/9Kb1hwweGOYYeRoLGo+b5JpamOHMWs0TLIwsWS0/WjVaZ9r42KrZEe3G7G86HHU0dmJyeutcti8Yuf9X9j88EHdQxxXv2kfKd/N33+NB5THiec3rkLey97pPk2+cn6Y/8G8OOB6oE4QOag8+EaIV8vNQBdkJubPLwyzCFsJzI/ZEjEXGHeY6/DDKNZo5euRIxdGEGMdYkdilY61xmce943UTxBJZT1AmgaSFkxPJz1OqUk+lkU7Jn8adHjlzKz31rH+GwTn6c48z92XOZUVna+Von0++gL+YmjdZwHZJtlDlssoVhSKpYpESvqtspXTXCGUU5TRIJKnfcL15svJm1Ytb63dE7jrfO3e/r4ax1qkuv364AfNQtNGgya352KNLLY2tb9s2H/N16Dzxfnqq8/azoa6NbtGefb3n+8ZeyA6cHvwybPOyboTvdfao1Fvqd5GTaTNRn82/L61Ybfl/53e4rYJFstNMJM+0P43UWQAyapA88wEALAQALIkA2KoA1MlKgDKoBJD/ib/3B4Qknngk52QGPEAUyCOZpilwRjLnwyAFyShvgEbQDz6AdYgeEoU0kfwwFDqN5IPt0AQKQvGhtFEeqJNIltePWoX5YTM4Gi6Dh9F4tCo6EF2MfoWhx5ggGVkrFsJqYuOwLTgMzhh3FvcSz4cPwNdR4CgcKMooVglmhCuEZUpzyjIqNJUbVStRkJhC/EJtS92AZDoZtID2EO0knRNdD70+/UMGZYZqRlXGViZrpgnmcBYsSw6rEGstmznbDHsyhwzHBGchlxu3OPdPnse82Xweu+T5sfyvBe4KpgsFCJuIiIsSRefFBsUf7L4kESvpIqUizSg9L/Nc9rpciryPgrGipBKT0qbyZ5Ux1X61zj3t6m17OzS6NUe0ZrSXdIEeFjnn8IZ4IwpjKhNGUz4zeXNziyDLLKsG6ylbop28vZNDjONlpzbnaRfK/dIH7A8edS0hdbv99BDwtPE64d3gs+qn438hYCXIPbj/kD65IUw+vCpS4vDt6D1HemOCj3HGDcVnJZqeWDqZlbI7tf2U5xmm9LcZzzNHszdzeS+q5JteOng5quhyycg1ifLLN6Qrx29fuXeghrKusmF/k3gLT7v+k6Iuqh6RvqWBjGGRV31vLr09/77/g+vsymf6rze+gwXpJZXlzZXU1dq1gfUHG8W/QjaVts8PaPs3B3rAAYSALNAAZsAFBIJYkAFKQB3oAVNgA2KGpCBjyAtKgIqgR9B7FBoljDJFkVEXUa2orzAnbAIfhavgSTQ72hqdhm7HQBh1zBHMA8w6VgObgH2Ko8U54a7ivuO18Jn4DxRqFJkUcwR9xOfrlI6U95BMmEw1QFQhXqampD5MPU3jRNNNq0/bTLeXroleh76TwYZhFMlMV5nSmcWYn7EcYmVmrWazYvvAHsVB5Cjh1OSc5MrgNuah5hnlvct3Zpcvv7YAq8AnwYdCZ4W9RLRFBcXoxfG7MRJ4SWopemk6GbzMiuyM3LB8p8IjxUdKncqvVb6rUe+RVrfa66sRpknW8tF21DHQVdGT11c2MDA8aBRrfMWkw3TenMNCz9IfudOybM7bZttl2V92aHL85qywL87l+QHug2GuPW787l4e2Z73vbq9J33W/Jj95QJsAyOCLgY3h3wks4Tqh0WEX4sYOUwbZRadfuRljFBszLGJ494JtImdSWHJ2JSTaehTyWc40lsz4jMds3XOq11Qy1MrUCkUvYIuelwSUcpx7WG5WwXTjdHK9ls9dxbvy9QcrXvWQNOo20xuKW2b7dB+eqdLpju/d7R/YeDb0PTLiZGZNwtvoXeECcYpgWnD2Zw5pa+pP0qXA1a61xLXWzcWfq1s+x+F7H46wA0kwF5gBbxADMgBt0AX+AhRQOKQGUSGcqFm6COKGaWLCkOVokZgOtgIToSb4Q20GjoaXY9ex2hhUjHDWFHscewobi+uCI/HB+MHKFQoCggogh9hkFKX8gGVCtUjoiXxA3U8DR9NM60L7RLdWXoJ+ucMQYxExjImbaY3zFEs3CzdrGfY3Ni1OcQ4GTnXuEa5a3nO8Qbyme6S5mcVwAqsCH4T+ir8Q2RDjFpcYLemhKtknFSBdK3MC9kf8uwKRorxSq0qVKouarfUcch31UatXdqZusx6lQbORnTGfaYXzYMt7axlbUbsnO27HA2dXuzzcvl5IMEVIoW4DXooeeZ7U/gc9yP4FweaBYOQGnJwGHd4a2R4lMeRL7ElcVHHh+LXE1En8Em0J+WSQ1MG0uxOzZ5JPiuZ8SozOVst51tu+cUD+YSCa4VKlx8WaRQ3X9Ut7SyzLB+osL3RW6lfVXdb5M75e/j7MdXrtSn1Qg96H8Y3KTbPtuS3WTxGdzx4GvpMvGuy+1KvYz/ji/7B9GHjl5sjN95YjM68DR/feB8/CU/FT6NmEj6iPx2b+/JF/2vUfMG309/Df+j+WF64vmi++HrJZ2lpOWJ59qfLz54VnZWKVeJqyGr/msJa7tq3daP1ovW1DduNm7/gX46/bmxCm3ab17f8H+olJ7t9fUBU2gBgxjY3fwgBgDsHwEbG5uZa0ebmRjGSbLwBoDlg57+d7buGFoD8t1uoU2ww7t//sfwX6g3Nl3t0R/QAAAHVaVRYdFhNTDpjb20uYWRvYmUueG1wAAAAAAA8eDp4bXBtZXRhIHhtbG5zOng9ImFkb2JlOm5zOm1ldGEvIiB4OnhtcHRrPSJYTVAgQ29yZSA1LjQuMCI+CiAgIDxyZGY6UkRGIHhtbG5zOnJkZj0iaHR0cDovL3d3dy53My5vcmcvMTk5OS8wMi8yMi1yZGYtc3ludGF4LW5zIyI+CiAgICAgIDxyZGY6RGVzY3JpcHRpb24gcmRmOmFib3V0PSIiCiAgICAgICAgICAgIHhtbG5zOnRpZmY9Imh0dHA6Ly9ucy5hZG9iZS5jb20vdGlmZi8xLjAvIj4KICAgICAgICAgPHRpZmY6Q29tcHJlc3Npb24+MTwvdGlmZjpDb21wcmVzc2lvbj4KICAgICAgICAgPHRpZmY6UGhvdG9tZXRyaWNJbnRlcnByZXRhdGlvbj4yPC90aWZmOlBob3RvbWV0cmljSW50ZXJwcmV0YXRpb24+CiAgICAgICAgIDx0aWZmOk9yaWVudGF0aW9uPjE8L3RpZmY6T3JpZW50YXRpb24+CiAgICAgIDwvcmRmOkRlc2NyaXB0aW9uPgogICA8L3JkZjpSREY+CjwveDp4bXBtZXRhPgo5dLZqAABAAElEQVR4Aey9D3iU5Znv/22XHoYVNuEnbGLJGmRTg8g6BWJSMWuuki1ZAcMFjLE17tQlJas7DZ5tGtsK5eeJwWOJ6fkJproRlM4xtET+HKLATtrQDUvBRASGAjIsAuNCTY66ZC7gYuimV37f5/0z885kkpmEBIHcj5J5/zz/7s/zvM/7vvd7P/fzhW4GGOHixYvmpvwKASEgBISAEBACQkAICAEhIASEgBAQAkJACAiBm47AF286iUQgISAEhIAQEAJCQAgIASEgBISAEBACQkAICAEh0AuBEb0cl8NCQAgIASEgBISAEBACQuDmIHCqEbn2Q1jXvgKZt9wcIg2uFEH4T/hhm5CJlKHkE/DBs8sH2EZGVN82biJy7s2ELeLoDb5zqQO+c0GkT0qHbcjfuK5R+11FkwQ7/PBfsiFzUspV5DIESa9pOw1B/SVLISAEBkxALMMGjE4SCgEhIASEgBAQAkJACNwIBIJdnfDiMII3QmU/jzpe8qF4RhY2fhgY0tKD51rhcBbDUfQcnntB/+cocmDerCyMz6uGv2tIi7+mmQf925A1Yyp8V65Bsdeo/a5GEv/Wqciyb8PQ9rD+1/CatlP/qycphIAQGEICQ/6dYgjrLlkLASEgBISAEBACQkAICIGECdxUlkcJS51AxJE2pDNasi0pgchXEUV78yjA/vObkGl5Cwmc8GDuDAem1uThwg+yr6KA6yepzaZ6W0G0EdzQVPBatd9V1N52ayEw3YYh7mH9ruE1bad+104SCAEhMJQE/uRZBrOAP/zhD+am/AoBISAEhIAQEAJCQAgIgRuQQABtOxuwoX4bmls5Je/PM5A2wo/qV4+i9PtFGPffDJG6GM+j4rmx5V99CHwxGX+ZPg4WHU2E7B2HPdhy4I+w3/FHtGzeAPdb29F23I8v/T8TMWGsoWbr6oDHvQX/eZsdE0ZbkqvjG3ZhzJRMjDbnZcQpP1TeV8bB19TAsi9hxt0TLJly0yjv0h12pF7xofGXG7Dx/3jgPRPExKkZEWV59zSh4Y2NaNjewulqo5DxlQmwqbqoPN5sQOPOFnz652m4dKYdqVOY9hMv3Ju8SLXmo0rvaIP7V+dgv8uoS0iObeTYhsAfvoS0dCNvFd8Suj7zorrOh9J/srQDz9tuzcD9Xz6Auh91oeSZ+2Gi8+/zoGHDBmz/dRv857+EVNY5xK9Dr5+Ss6O1Ee51G+H5Vy+Cfz4RGeOZQ8CPhn9ejdf/pQW+aB4s03+4hbzccG9uxOFTVzDuK5kY1x9taUjuGP3nHOvGvHfsPofUtBH48DTIK9VCQt8MtXFffUpFZVn9bj+jn/nf88D95gY0bGtBB82yUidOxGjzGjAZfjUDgWMt2LK5DclfvRvJZh+11rgveY14ZnttYFn+/xvEuPQMKljZZXjtbFjfiJbfdCHt9s/QfiUVGREXiJ6Bd6sb3m623592oHGDGxvr2ZeZz0TVH1kn/74GrF79OloO+hD8M8ZLMXuKnt4sv8/+YpX1z7vQuLFnO2ntsvdSjzbreK8Ru36fjExVd4PdYF4fVtyyLQSEwNATiDXUDX2pUoIQEAJCQAgIASEgBISAEBhsAlTs1C1KQ36RC62fMfNPmzBvRhrG20u4Y/FTFfDCNVbFqwMm2mFP7UTJXE7VW1SHjl6m6nUeeA2uoiyMGZuBeYubgFFAa4UL+fY0VO/065Jc6cRzZS4c+ixqMtiVdjz35CoqAQyBEyhfL68S5c4xyFpUgvK29p7TPFneayzPtdyFMWlZKH6Dyr9Lh7GszIGMH3n0wrr8mqy5c92UdTLy7MnMMx9pY1frsv7+EJreruQ0UuDKWS+8Xr9WTpCKK1fZc+E6G1UPfnYILuchfbobeVdrHBuRlDEZOROB1YuYd767Z12N9L39JKco2zTKqPEPoKFiDKbOdsB9VqE+wzLzkTHWhbYOPQe9fg6ULFbxiuFnexyuWQZHTgYa9rWgPG0qSrZ0ICmaB5M3kunU++dR5onIm2nHmYpiZKXlwnOut9pFHY/Tfv6jrWisamQiL84cJdOPYrQdzybUpwbYftQGwl1GOWc54KOcOfZUNC6eh4xUB1oMOU2GlRXsLznz4Ko4Hrvd4sir6LT8JFdrr/YkMs2eCN9rtPRLY9ldQRzf24TKraqHdbB/tcL3aawJy0F433Sx/UqQmzoVxW+ra4p9+UnVlxvQ9lY58y9Bxy1JOFzFdr4/A56PVMkqJN5frLKeOha7nToPPMf+5u0xpbPz/WIU723XSrzW14dWqPwRAkJgUAn09vFrUAuRzISAEBACQkAICAEhIASEwFAT8P3yeyinnqp210k479Udda/4fhuKM/KhVBN6CKKhLBfu6StxpHkp0o2nYee3/hbFaflYtDYHe56wm5HDvyP0/Aqrm1H/hDGV7wdPwfPsXPrAKkb2yT3Iu5WWN0zRw8CI09hStTMquwTLv0WV50YdanGk3Yn0WI7tqd9TsTzr3Vi5/QiWPqAUSsC3Z1ViapEbvmcLuGBACpbu2o/n6aDenKJ24aGvIZeybjz4bSy9twA1m4+gfcxUFJTVwHmnlgWCGpfUnrKM0KVTqsUgpzdWwo7m9k3INupX9JgTvlMxGOjZ6n8tekn9QACetVRMLlintYfvrWdQ8mpkO1b8UykVXLnI/8ccnN3sxEij3TxbK7DfXBjhu4+gPDULJbPnwfnKHlx4TG/HR2aWI8tp8gByfrgHR16xh5gWXiCnMRlwbGrDhafiTdNMpP1KscmbjDH2Biz9nzURU0KtGJBIn0oZWPv53vxHuNbbsenoHhTcrpda9Nh8uBdRmftoHc62lJKh3pZ1r45E89GzyL7d7CHWWiYg79/ZsKbKi5W/PYul9+h5FD7sxNJjPqSwjMwnanDk1nZMfZl9rdppzTxi26b1IQ9yGvZjz4OZ2rlHsiuRtbgE+a86sefsBdhV9hV6O7/GxRgKHs9EYv0ltqxfj9VOI3gVT49Qn+v1tBWwtxtX91BeHxFUZEcICIGhIiCWYUNFVvIVAkJACAgBISAEhIAQuIYEAmh9jSqv8ndCijCt8JRs/Oy3Ndw0zLICh7F6KxUtr5SGFGFavCTGa1oBb0VdL47cOxltJX5qKsL0RChYvg6ltABas5NWWYmERMun1RfgxP5XelGEGWWpWAVU0JmKMHU4/S8n8q8hL1/eM5Ui7FIAHR/50XGOplW3pKOUL/sN759hPIZLQT02p8L1K2gKAS/+ZUebNgVPS0sFT+aduuIwdl4etLztgaeJ/3aq30ZUO9PgohJz3fICJgmgZbEb9qrmyHZMsmNlay3Q5MK7Fguu2tanwiuE3pKJnAXMYnYtnjcUYaoOmXfb+dfkQQXiFCrCRgbJgisckkegKwV5a1j2luM9rIFU+oiQYPsFaRGlhXCxEdnoO4n0qYG0H6e+PtmIgjXrQoowvbwUOF9/BzhQDg8Vlkoxq0Jt67peFGE8mYi8f6Jlg4YtHvjVXEwjpHNasKE6QvCKDsKgYkaJ+NXOLajFCkMRpk5mzpisxan97fO6Ikztsf/aZ2uH+SfR/hJb1sTaySyrn78Duj76WYZEFwJCYMAEjG8qA04vCYWAEBACQkAICAEhIASEwOdP4NIZNB6guuoF/eXZWqGRmjNz/Ujw3HFtSqArZzxc1kihbTs6+d5uWoyFDitlyvTkkHVV6PgIKmD4Yt4aOtD3RqLl21R5s3NC1ku95apUDIWz7ok8rU05NFUdtLr6yT/CoU3bi4xW+PeGqqKHpVZkvN72bHc60fx6B/IX56Nai1SAFa8sQdFDBUjXDYRiJi13OqKOF9CSioqbSUzElRGpF4PzG7plkDWi7c4c0A07/AEqXLS3mALk3GktKIjgJSoHH8qJbKcU1ScaQ1MAfTtXI6tomZa1UpN5tS3+WVBonUxrHo34TbT9+lIHhjNMpE8NoP0utWv90VPGab1l4dKsW50XyVBr/kIyNPqBNYKxnZC8f8ykNeY6fG9WCRdB0BOWLq+F81vzYY9pbRajIHUoRtvpyiq28xRrO9swmQZ8dUq/RVkT7y99y9pLrQZ8eKDXx4ALlIRCQAj0i4Aow/qFSyILASEgBISAEBACQkAIXJcERiZDqYT87T1tT2yWJ17b6GSt+is274dzss3wUaVLZLuFSgHqJ5L6pRwKIPgp0wdVuYZSYURUBrTK8vDsj1WMBMvXvJCpfBMJXUolZlFo3JLKdQz14N/6DBVh4DS4T2j9Y8RRvtXyMzQlQt/ZU44oUa58Rsuy6WFVT/bDFbjAfx0f+XCo1YPnFjtQ+WQpjpyviaFQVKVFribp30pfUM46YjcK4pRSlXu75lfKqgDhQXJUXCyS6gZflvbl6Z6BfqZMHjjVoCnCapqOoPQ+fVqpStD2qgP5v+iZNPpIou0Xna5/++E+NaD247WQqgpcvgknH5tMqyxL6eRr+yP76q1kq1nY8aQ63wvDROW13VuE+gtFCHT44aNfsI0r6furyoX6oxdQaEzTtNSi/5tRdUxKYYuqS65f/aVvWSMqNS5iT9sJdHg4OKy0nGCf5f/WcPXXhzU32RYCQmAoCcg0yaGkK3kLASEgBISAEBACQkAIXBsCI9KR8wStRZyr6bQ7skjf+8r2x3hxvd2OCu5tO9iOlNvTkT4p/K/TewjttCmyKs/COVFFc8AF93tUBllC4Ng2uGiRNn+Kpn7Q3o29RyPjeKrymWIkbOrFecDlWwrtx2YwoOqSF1aEqbRUfARY5x5hRJTyidZUvt9bYtGZe+XsSoSWXeRUQN3hPace3p6JgoeXYg8tvKiS1KzrLCkjN5ViwwjpC1aglpZ1xfY1dK/OwHYsZDtW0+G/P6odW179Hq24nFHWYGZOif0GNaWlHTn3hhVhKuXlABUdMRQgPXLtb/tFKUsi84vfpwbUfmQ4mwxR5QMmhPu36uvJXADhEGdnphg+3iLrE2MvQXkDtOpSIYlWidmzi1DTckSz4mtXFmiWEKHItBwf8OZg9ZeIduJOk1fvj2bFPvIgn0rl9IgFLIfo+jDLlF8hIASGlIAow4YUr2QuBISAEBACQkAICAEhcK0IFPz3TXRwXYessfSJdJj+sWit1PATrhS4mM7ZqdjxnlAv5un4h+0r4a2ah+JXPfR1FUQg4IfnJcZb5IBXzZHsI5TPykDlW22arylvkxtpOWqy5Uo4H6Big1MmH1mgFHLPaOX7T3m5ol8uHK+qDBvReqwf5UcpgmJWqe+qakmSv6zs5cqxmj7NAvQN1vGRlys+UgYebe9o17O9okxsONVzrwdtuxvg3u2HbVIO1U5UUi1fDe8pWvsc9qB87FTSZWhqgY+i+N78G4znCo+KtVKGKMWN5+0GRkjRFX8qbtyQBOfqTYxVie+9SeUNg2pHtT/1kWq0HaNfrxOqHR2YRyftpe6ndYf0ifDRcov8Y0tSdmderKq1tr3Km4c/7dR9hnX5UDymGF5DwROZQ4L9R6ufB6272tDylhstH+mMI/PS9/rqUwNtv4Lvv8NrYRkyaHXnO0dLM1rVeTk9NO1+B147oHyVMSTEML68wRO8DlLHoG4nFUi8npQFn3fnNvZ4INlmKFhVWQda4XmvDY3rG3ooOlV1Bhquqr/EaKfMmfNZlTo88xJ9oNHPnrepDrl361N7G5tatT4yGNeHb70Dua/qfX6gsks6ISAEBk6gF4PYgWcoKYWAEBACQkAICAEhIASEwOdCYEIBfu19B8v+fh4c92tqG07pq0Dz+3vQMiMXq3efQRGdp6c8sBRHmpJRPtuBDGUmpgUn6ltPojDCN5F5Tv3SbonOvY8sT8EzM/Ix1Thlf7wG614o1ab2qUNqtUnn1nyWr1QBDDy//2QBWoqoSNp7Bs57EitfV4LoWfT6l1PElKqrr5AyewWa19CvV1EWVSN6qHi9Gc3f3Ij8t6nE4qEkOp5fQuf1jjIH1680ZHggGyt21cI9y4XcrXpKZ/U7OPnQKLgm56PV/zxKF9RjXccqymrSUPkXop7OzjNjvGXYbEoRFWGCoxLQeolTJ7lQQNaTy9D2EFem5P4nR9mO/zQP+TlKbaeCnate7kfpbN2iS1dq6Wf69Zd5n2yqRQbbvnG5ntJevg57dhXCNasV7VSApbCKfk2VEzvnRPqPLT0PK2jx5lqkrAKBmqYC5JnTVEPZJtCnBtx+efj10Was+qd8ZE0uN0rkIgTu/Vi6IFPbT5RhfHnna77jvleUS7VrOKxgWUWT9P30B5ZwqqoDjllaD0Pzg0VIV90hFDg91ogbOhTaiNFnQue4cRX9JWY73VfEa6YF+bwezD6i+l7BmBZMnd2IM5ecsPOaudrrQ9Rg1kaUbSFw7Ql8oZvBLPbixYvmpvwKASEgBISAEBACQkAICIEblwCtoIL0LmWLMx0syHg2KpV685lkAvC96UDWa4X4pMWp+axS6ZT3qt7yD9DJ+0j6qoo95dLMldZUCZYfTjHALU5pVNZbScovWgxFVa+5aumuMB0tfHpLR+saZXmk/H4lJQ3yRDjmG+gagnxZ5wDzjtlGnA5aPPYZrDhfH1OpZ2V1Ne3Xrz410PZTlVV9NYE+bpWrt+248mrtpfpZH/2lt8wH4/hg9pdYeSlLMut18HlfH4PBTPIQAsOUgPVSHqYIRGwhIASEgBAQAkJACAiBm44AlT6JqGU0p/kDED5euqQkY3pYnLzj5RMneeKnR9ioqEo8eiimli4OSb5R2Jh5nFihLPu1QaXKQKodtwzWudc2oh+qn538GZISeFMazPbrM6+Btp8CoRSggxT6rKMqY6jaK9H6D2b5sfKK7hOf9/WRKBeJJwSEQA8CX+xxRA4IASEgBISAEBACQkAICAEh0JPAgaC28F7PE3LkZiOQlDIkKriemKRP9WQiR4SAEBAC14CATJO8BpClCCEgBISAEBACQkAICIEbnEBXgM60g1x9MsLR0Q0ulFT/cyUgfepzxS+FCwEhMLwJiDJseLe/SC8EhIAQEAJCQAgIASEgBISAEBACQkAICIFhRUCmSQ6r5hZhhYAQEAJCQAgIASEgBISAEBACQkAICAEhMLwJiDJseLe/SC8EhIAQEAJCQAgIASEgBISAEBACQkAICIFhRSC+Mizgg2drAzzvdfQE09WBtp0eePjPF+N0zwRyRAgIASEgBNDhQ8NbHnSo5bl7CcGP2ow4QTRW5KJ8q8+IGYT/hA8dl3pJOMDDvqZGeI71byD3VBSj4QSXa9dCZD2DpxqRO6YSvgTq6T/Whsa33HC/yXvN7rZBl22ASOIn6/KhMi/XwiB+EokhBITAjUOg4yMf/B3mGHf91TvY4YfvVP/GbVMK/9ZK5FY04vqVzqzpzf17PbbD1fSrwW2tIDzq+ect8/nn6nJXrCPy4nOKo6xBroFEsWo6AT4rGu/+2m9TC7wDHIMSLfa6jEdff97djah7aTXq3mxE26nAdVlNqVR8AnGVYb6ty+BwlsAxK6PnA/+VdqwqcsDBfy0d0gni45YYQkAICAES6DqDksUOuGN9ZNAAUbG0PB8lL3fAxiW7g6e8qKPTZi1c8qF4RhY2fjiYY24QrYuK4djdrpeR0N8gOtoa0dl1xYgdWU/uwYvqvh8yz7XBNWYMpubko3hxHepe471mbj4yUsegbt/AXvASqvogRvId8KI9aDIYxIwlKyEgBD5nAnwRvzsLU0MfIj7n6sQo3r91KrLs2zCQu0Hw0mF42zpj5CqHriWB67EdrqZfDTa7Dj7/tCbwUS2RcoOBJrR+Fo4ZDHbCs17UwWEifW8Fz7VSJ8BnxaLn8NwL+j/HonnItWdgTF452m6Mx7a+hUzkbJcf1WPTkDu3GN7znfC+Vox8expW3yDPrYmIOJzijIgr7IjwijklM8qRebYWdnOl4ZE2mGdt8XOKW1RvEXz7aHnW3tvLRhAj/zIPBfeYNektFzkuBISAELhOCEwoQP3jQPGLHpRtdsIWXa1zLSjZCtTsmg813BZtvoAi04qM4246jyXbzIE4OvEA92cDBbYeNelXZhH1nFSEC+eLgN7uDYE2FE/ORyMq0Hz0KWTfbsgT8MO9fCpcszOQfvwCCib0qwrXNvKITNSfv3Bty5TShIAQuEYEbLCpcXH01Y2LQ1lZ262FwHSbdp8YynIk7+FF4HrrV6mDhj8qp96eTwatvJssI41XAfaf34RMC7vAiRY8M2Me8jPasedsfVhPcJOJb4rj+2U5Kvnsur99BTJv4dFnV+DbrzqQ/0MPSltiPNObCeX3uiRg6cqJ1M+N3MV2nNxcGlKCxUxF08G2X21DS+sZtF8KIPUvczB7TgHsfNnpeK8R246qL1HJmP9YIVLMGnR44d7aCozO5PG88I2dVhDLZjvgiVmQfnBF00kU9HFeTgkBISAErjcCeUtqgftdaDnn7KHw8b79Gqtbgfn36goi70432qlAK5gCeGiO7edZz1Y3MCEFBd8s0MdRKpFaaK7e0uZF4JZU5BUUofA+pTYbQFDj8c52FDxm5G1m0dEG917AuSDbPBLxG6qn+jih8vgV8zDrFxETaHlVKcKc4YcJ83xSOpz/6wiCtm1IHW0cTES20H2HllpUF+bMKkDhA5kRisbAqTZsI6MzH7ZjFO9LebMLkD3JUMIpk/e95LfrEPz8Cp0582/xyEPZSDLuUR2H6RLg3EQ4H8yEr6kBLYGJKF2QDs8vPUj9hhN243tMn2WYMsqvEBACQ0YgdK1+IxktW/ksepTXe+pEXu/zw9e7Ubr/MK/533Caz1n1rJqHwm8VIlMNCXQD4vkl037KsZZTyN186p38dSeyDeW8dp2/rdJxtLmbH2S/MRuZEwylmTF+zn+8AMFjLZz63YG87xQh3XzetUp+FeOWkrPhbd4NDrRyijmQksl7xL29fBjmGOp524PWk4rFZMpZBNvIkeGaKHnf9GDsg5TRmoXGoRVf/SaVbgc5PepMEuY/bHlGZw4a7wNXeL+wPNOrnI08UxdwfAzSNQCf8Sc+ZDAMyX0Gl0cl46sPcLy+LzNUn1AbPpiKNrbhv3jPYNTYiSj8phOZrJ/i/3P3RnQiFRNzCrVxOZR4kO4XofyMjbhju8Z4G1q9bJNxduQ9VIC8KVaYzCheO0QXajCcSIbp/IDU8It/wZnLozBxJmWerXjxfeutn2MjLfxS0yZiNvmY9yItq4Q5h+9r8zPPx+xX6v7uH8d2iupjXrrSuZJdpF0bWrt9mMpnBHuEJOrdrxU54bQmB6+PrDK1+3XBvX08r9BCXu9PG9F6plPvww8V8ZqLKMbgG6cNopJE7Cby7HO1bRJR4A26o+xTLONZ0p15qD3bjI60fLh+0YY9T4SfEfscK6PFt7BN7WjBxq0taFf9PScP878R9TyWSD9j/n2W39cYZfZRNWZy7Ml7kM+Ld+rXc+Y338TZBfwIoRRhRsiew4+/FQ18fuQYZTlunpff65dA3GmSPareVI5FL7Xph9XFEB2ovKqk6WB+kQuVNdWoe7UOlRUlyL07DdU7/Ui5NYjyMhf/FcNzKmya6t9dB1dFOVyvqdc8S6AVxAMLOOg/7jT+lfIGYDk/uxal90XdbCynZVMICAEhcD0SSLqnACtYsec2GeOpWUmaX9dVeFD4+iPGRwdON3zBBcfeduD3h9D0diWnHwJXznrh5UO3NoqeasCYtKmY97KXD8l5sI89g+LZU5H7kxYz1379Bj/zwlX2HKINcoOfHYLLeaiXKTmWerI0LY8ne+ahVYS+tuqqqFRzPx37oWFEOkqrl+pfFxORLcD6avedOmCiHfbUTpTMzcL4RXUhv2wdu6uRZqcCrj0Jk2fmYOSHqzWzdvcxEiRzlT53LhWMEycjz56Mcmc+0sauDqXvPPAaXEX0N+Icg6xFJShva0fwSieee9LFaRf6JKU+y+hXC0hkISAEBkpAv1azMGZsBuYtbgJGAa0VLu16V8+hZmjktTz1/nkcT/miM9OOM/SBmJWWS6U3Y6iXb46D7gPcvnQG3lYvzl/Rn1m9b7q0saTuJGDPtqPzbaabPB6rqfRSQR8/HXz2dSAjZx6fbY/Hni5+VeNWAMf3NqFyq7obdPBe0Arfp+Fnaq0i5h9+xHDw/uB4spwxR6F9bwnlpOyLG6mIMCKpsYzP5oeMscxMCrpDee7JVdq9IOXLI+FaPA8l61WZRjjnQcb9Dn7YSA9/3DbPMc/XmOdzVeUYk5GFkoo6nLnEOlLucuM9gSou4GwD71dsL6eb9dOD2YaOPL5POFnPUQFULnchK6MSbfvcGv8GTnfr+F0lx+UslJvtOkj3C1ME8zfe2B447NbuwY7XfLwF5SD1ciPm5WTAYb4vqYwSaQezQPPXYJhFtwrj7+b9i8rZgJJ5EWXeSuVYBfksbgBu6dD45JKP37QiT5iz9b72Hzgcs1/p9/fi9/kcEhF4nK503jX6TeeB5/iMwA9yEXGAzveLUayeYVRgn8lV/XFru/a8MtHmoysePq+sp2IsRrBRseBpWg0Hr2fHGz6MYl/YxvfKrMlj0HAsXFJCbRAjf+uhhJ59rqZNrIXdbNtJ2Vj5SiG8Ff8S6oPxxsoeCEy2HJ/SaGnWdJYxLrXyGufzWH51KN+E+hmTxi2/lzEqcEx/pnY8yWfCUaNwZgvvHzMyULzeeF7n/cGqCFNytPxiNa10C5EqijCF44YKFr1unHrPLkXFl1tRzZugl75sKu86iRVWpZSR3PNsFr3E6KFweS2cdwJup4s3SqCyqBj3HN+OWqZz8fmkcZeP59XXgwBafskOx1CxrCBsFaYO8KVoqbtebYVCx+5UuJsqtf2aH+rTiEInZUMICAEhcEMQSEGR24lK58/hc2WHTM473mugFYIdzdpXX0MQvrBoUxhvL0DN5iNoHzMVBWU12viqxbg9D3t+ewT2e8wvq4UoyM5ExuxlaHtiD7IN46eEsWh3htQIqyotrXpBZLDYE2j7oT9mPdWB3vJQ52gxrF5JH5lh1lcd7CXElS2IhrJcuKevxJHmpSHrC+e3/hbF/Eq5aG0Ov1JmwvPjStir9mDTU8YX6wVFeGQJH74nUSa6A1i6az+evzczdP+58NDX+MCej40Hv42lykLvFvXRxY061OJIO7/SqwceKvVS+aNToX+hvsroRTw5LASEwCATMNx7FFY3o960UPjBU/A8O5e+boqRfXIP8ng55/xwD468YtevZVah8EIBMsfwhZsfKC48lY2Cp2qxbrcbDQuWouYx3WopeIIzJPiCtILjcMVsY/x62Im/XU+fMXNd+NrZTbjHGCfrXh3JKeBnw1PAI8S82nErCSlTanDk1nZMfZn3hWpnRO7hnQDcFfmcXeFE88law+qrAk+/50bGLBfHNSMmB/XwWBZODX6QTtXO8Bitk082reR9JRd108+i9J5OVE52AI+vw5uPG+OqJam6UWijJj+K1+46Aqdm+aPLXRdVn6eebEBaTglc63Ow6XGyNtrQk70JZ1v094KnF+Rg/IwS5PMdorb1LJxT1I1tJQoqxqN4bQtW0qrNNij3i2hZ4oztNAL4R1p525e/gz0/yDMI8P7Cjytps/JR93XFinePRNrByk9tGwzR5EH9+2dReKeS+SnkVcxFMT/Y1JH92QtF2n1r5aMF5FOMlhNPkw3QsJztFI9zrPsaFsXoV1RiWu/v1npO5z3QfJscwV7EfVY7Mtg4O8i4U/p+9RoV0DU4y1lGShpeeXB+cyl8fc052lqHdPd+XFjAvsFQUb4Uqx+ZipKcOuSdr0DKlUTaQC9Ny6C3P709t1iffQbcJvqTQm9F3wzHM7MLKAZ9ydJYJuVU/LGyx7OpyZZ94p3j65BnWNs+tcSDuTMcmFqTjQvqGkugnyUyVmdz/OsxRvG5zjW2BFhQi5OvO3Ul/w8qsPStcmQtzoc72xx7jBYL8ONumVJOA+taRSdxI/bjLyZc6Vvy8PT/qkepkaB60SJ4DgciX5bYgdyv6hEKqvgQ8gNO/6Fpb/3xd4xpjPq0mbzH9Fw8FU36V6COQ6ijckwNiPPvV92yj8Av+P88V1eEYXoNHjGmEfWRQk4JASEgBK5LAun8yFBABcvGXeb38AA8L3J8e+LHvSuw+GVdM8rl9IdQ4IuDUoQFAx3wf+RHBxc0SZnyNebtxaFzlnihBJ/zRvA8a2ZHagLPpuqlqE/ZAoexmg8hta+UhhRhmnT8SvmzphX8Slmnf03kg7x3yzau+EPWxpfzlDszDWsGGzKVIoxKug7F7xzj3ELrND7UN7x/RofFL4i0ZcP+VwxFmH408m+fZURGlT0hIASGioC6Vlfip6YiTCsmCQXL1/EZ1os1O3ULlJQpVISN5EIg5/zw85oPdKUgbw1f5rYcNyxbgrpFl2lpw3wO76T16fRalJmKMEOE7Md/SktfD15qUmp+Kg4YalvX9aII48lBGbdY0hXtbhDb8kxVgi9qjRwfV2xfETH9MeVeJ/ZU2/lhQkVKPKTctxTNVQUov5/KmEVT+fG7FPv/F6dc9pKFNmq+st9QhDGSkns9W6fp+Yj6JE0p4thaCE/ZRsP6Q6UsxJ5nwx/IbZPsHIH5YWjNHkMRxh2WnGlnm9FiSguDdb8wsgv99DG2B455+PpfgHXlpiJMT5VExs3LgfIXW66qHTQSa/YbijCVd5JmkajxqdIVYeqobVIma6EC+0SinHu5r8XtV1o5A/yjKZya4Nnn5zVn5JGSzumvsXtRUPXRJzahxlCEaSmUoQTfSWlmAQ9XtE6oDYyiBuNnQG0yGAVf53kEgvrYp1oysbGyp0CK7Yqmn4YUYSpG0p30s+um7qCqLqEVylWaRMtX5TktY1TgoEf/IL3GUISpzBgyH16B2gU05nnjXf0A/wZPeWgRSkVYUg32n6VvX01BHzotGzcIAVOXH7+6l9hdOPjUHN2EursdjO+F4/78yHQdZ7Sv/epgzszM8LkJeShiB/LwhqxC+qxHOGDX8bGhki9qFfjq4UbmxlDOue7mVyq1HyN07Pp5yPJs5YuPhL7ix4gqh4SAEBAC1zeBW+wo48PyvJUePDXbiaSP3tWsZte9H/lQHSHEyIg9fYdfplc7s7BM+6jAFxx9RNXO0dPL9RdGT+Q9wIt3TwSQHe+DRhzZgueOa9K6csaDdg4xAqcxXbHBuZr+LJbmc6pUtRan4PEVWLKkiIuvpHOfSsif/CMcVcqGOTIU/r35gM4XjNk5ISuSyFhqL14ZPVPIESEgBIaCAK/V6ck9nw+54EXObE6ZNIr07VyNrKJl2l7EqEnXHLGGWTVOHN/Np9UDLowf08to85l6tVKhEDl3mmOHfsT6d3DGLWuOsbdVOR5+eHg6wpGUHtc2mmOfqUSKnTzm0WxazK1YnoFK3m9qWleGrJpjRVaqupxsNcbqQZfbjtp7ksxDod/MmfO53aBZldiUQodTjqJ976jPRoXW9wvup2Y+EMoDg3K/4HtKxNtR32N7+1HVozzIGjsmXA/r1vRO/N9zXLVwgO2gGBbODDNUWQevkITiY8U4IhmKhFJH9Itzn/c1Vdrghsxv0uLy5PdQQlcOWuBHwdrvODH/QXvPa9YousA+0diy/Hw5k1eZCleQSBsELEmvdnMgbXK1Zd4Q6bWp5Gr0THSsjOzXSkbFNuVWa8dWR3lN2u38qz42JBISLV8baSLGqPaju/msV4qeQ1QS/QCyx3GVd9WXVA19Tc/RgmwdPlnT+weBRGorcT5fAhHDfbyqqA5q4zSdk/zClGFaZ1kTJadqq5xpiq3Lajg2OzOtFbbqEa+oYZpf7J2P89axHmii49KAl1/aGGoXfk377fWPsgpbpL/IKKuwb8d7ieo1IzkhBISAELg+COQ9zK+bVcV4l470J+7gjZXTBwr6eImKVevGJ6kIs07fU5GUf5KMqA8WsRJbjrUbX/X0Q3ygiXojvPKZegCPY71rya/XTTr4L+RLqeuFbSiNtZomEwZO8aHn9nS0xJHNNjpZK2bFZlofTLYhaH5p5lHbLXwZ5Y0rSckxIRsVXJWzgtZzvhOH4Gl4jh90KlHacARLg6uoCAOnNH1CSw7jBZaOVevyM6DpF7US+Cfei2MfZdQ82POhz8xWfoWAELgWBAIIqmtYjXP0LaUUYTVNR+h3NnxttqkVwX7RW104NXGSOrcS+48/ApvhQ0yLzWlUtj9hvrRMUj6xtIFHPTT38pQ9GONWImOKLUmN11xUxHx70yqr/4mpqhsRNejTWtbD6D+2pAty5ThjfgaafnUYpVPCzrIt0cKbXdrbg7Zvs6nx2ovOi/y5JRxFbQUMRWLMelmjWvJTh0cmMc8DeoR498KEuVvLU9t9jO1LU1IZwY5N79djclR7q3tQsMuGP8e7jNOPdlBlWkOUzNZT4e0kJNOamb0Q/eIc774WLiBGfw6gk+wj2oxWdNEh0MFelLRSP8xrpOjZehQtp7uEUz607tyIkqJcuGj9daG6IDqpvm+5r4ci8PpTPUuTN4E2UG+k7aHEfW3wGoi6DGI++/SzTfoq8eY4R19uL/DjApVD6bck4UwiY2UMwRX6YAy25uOp1t4qXZ/9LMGx2lSuWcrTxswmXeEV0a9ZZMfv+VzKcs3ucYXXfQWnb0fHU9WTcOMQ+GJ/qmo2fsoDFWiu1vXxEen5gvNV40Dl3O/RdLUDwUtcoeYndKZvHH/gbnXTAPIe1QfFuifpjPNVdaSCq66YyjO13zNEWIW9IFZhPQnJESEgBG44ApO4Cg8VQ44flWNZhZcKmwR9Dowwx8sgOtU0gm9EWy1d1l5iwrftPshwSoWaqj7fro/PesxG+H5vScOPEZWzOZKPi77tm3cGS9y4m0koeq6WX0O4mIrpkNSSJniikQ6Sp2Lum7+LL9vtfBhh2m0H25FC5Vn6pPC/Tu8hPvwmaf5MggH1CMXAl8PMewuwtHoP1ikrEX+nNr2Ud6WwIkzF40tNwHjBUruJhL7KSCS9xBECQmAwCFABROst93vKjigcAse2wcVrev6UVOrD1HhgR07UCnaXA3xpj37Jsig4vvoNNdo0oJ0v9NaxJn1kJw5xpfSkXqZ6hWthbA3CuGXNM3pUDp2bMFkbH4vXNGpKg9Bx2ja0ttIS1iKrGsm9RyOZearUB5WRXHnSSEnLqxL67bLTFcrJ99fBo3wI88Ux4UC5Sxl53ivkHBE68PPvl/NFmisERinJIqL1uZPAvTBB7tHF9DW2p9/DGwkVXYfbbZF9gv4oD+09BCTzXt2Pdogue0D7g8Q5ul95Ws9EVMe/cxU/xFEZFlKisqM0eUMLIWiRP/Igv4qWPaONpFSwaoHPMOl3ZqPoKfq+e53vlG26AsKIFfrRHOi/wVW0oxRibf97lWZtl0krooTaIJRjvI1En33i5XMTnzfHA4uIbeuf0WY21Hy/QFMOXc1YWc4PpZGjSgANXEiKdqaGg/r4/Wyg5adnsy9Sa/HP2pR3i4Bc3fJ7y71c0Tas/Mr+Dq1kHwp/TLHEls0biEC/lGFWubKf+Jk2d9Z6TLmhK/0tX3C00AgHV14Yn0pnpFXGTY/a4m8bS/Im8WXE6u6zoHp+lFlyZM7KNDLCKuw+80UwOp7sCwEhIARuJAL0ZfPUCoAOYpWT40dmxbG8MqwRWvd60Labzva5glnKX1HeCvrOOKY+QPBrK6eeF2fM0yB0fmo8eFqQ+LkyU+V6D/2L0Wr3RBuq6RTUy4mL5jLwtkk52vhcvHw1vLTQ8h32cPWvqZzcztDUAp+ZJV+kyl9pQNvhNvgin1xCfrksxUZs2qbQ/9brpXCX5XMVsWp43vPBd4yrY73EKUh0AozZK1H/2F8lIFs6/mH7Snir5qH4VQ86qPQKqCWxX+IKb4sc8CpPrvRn+TdpnEbJ8376U0MX/QQd82AbFYDptyYj+cv3sG7lWE1fQgH6ZOv4yIvVizgNiEfbO9r1ekc9iGsHmXUoxCkjFE82hIAQuCYEymfxGn6rTfMH5m2iM/Mc9TK1Es4HUmBaTK2qtY4ZDszjSzs+7dSmwWjWXbSa8bS2coyjH5k3W5A0+x+YgxfzMrgiemi89XC8zYLjn72apYrpk7BvIa9+3NLyV+PSgVaOn21oXN/QQ2HAEY7jI+8vrxbjbyrc8Bpj/mpnGkrWMy0VF341nnMK6SMLgDrnM/QHTB9qp+jjlwuTOLSP1Y1o1VbtozN+TsdvJIHNXGAg5U76+aKD6WqOlZ6PmEd0sI6P5jm6W3l6M+tT44Dj2Qb41P3lWIuWx7IDQP2z6kWUIdZ4q5/p469tcO4X0SXEG9u5sMA7y+2onJvBj0r6PSSg7iFOvv84X0OnJkuC7RBddiyG0XFi7V8t5x79yoa8b/Ktbb2D90n2mY98nN1TjqlF2lMBPG0+rRb6VNc6PPOSer7ww9tUh1zNtQ7dqje18roKwp2ahjFldXy24PMKywmc82LbL6mYTY8xtdmU7UAlpuaXa32z4xz94PH+nl9BT21rarXFMNTiDvHbQM9M+RH18JmljQYbej9zoWE39/kMktCzz0DbRMm+aAzqLCtgmuLdWL/taN3bBi/HHPXs17LTjXLKlV/mRuGaZi4Wob+fpyQyVsYQXNmOYqsLGZwJ1naCPlx5LbnL5sK1VfkapB8vno7fz6iRSKT8WG3JvrSp3M4xaap+/1Bj1L4GzrRQKw+X4vmQ7zqOh5waPWatN4YUcuhGImD53hWn2j2+1CTB+fp+nNkaXj1S5ZB0jxNnW1PwzI8dXPExnGdp9SaseCLsCFPdeL9NJ5zu5R5GsmPJHHs4coytjiaLr7AXErSciJGPHBICQkAIXG8EUmYW8RbLJdGrvx3D/wof8CdZanxLJpYsL4CjjGMsD2srpi0/gtrPuFR5junzis58d+3BfHcuVh9rx1K+/FmDzWZDNdNXhw4y/m/p7Nn8xsDxecWuWri52ljuVt2njrP6HZx8aBRck/NpTfU8ndonYfJDfDgu45LT65Wz6E8i6qm/bIYKiLmR+XANTmbmYdX/KObS6kr1pEIhatzNcC7I1r4upicgW8oDS3GkKRnlsx3IUIYbWuDiLa0nUahZHCehvmkdnvkhVyMKnWdJy+vx0wXpdKK/As1rOpBfpKab6qHi9WY0f3Mj8t+mk18e0hVmxknzhyutKTWaFsisrzLMaPIrBITAUBPgSy5XAjuynM+iM/Ix1SjO/ngN1r1Qqr1M6Ssj1nJlRAcal+sR7OXrsGdXIVyzWtF+iS9TnOqT90Mqbor0MQ4LOIX9m3lYev4IkqvKOd5mhARxVm3CSZfxjKtNTQyd6nXjasctlXH6A0v4GYOKpVna3QDNDxYhPXK4h5rNcWR7Csq52mWuptziUzdl3d+axNX4HGjxr0Amx3N1L3Fuzef0ceM+Ql77TxagpYgfQvaeQd6Hblp+FHBVyqU6Q5avxvD6Njccf1eHky0GW1Ni6/hoHuNvymyzPiXIqjFOTC/lNMMVKFCr+zLEHG95PIZBihZfrWCoQsGg3C/0vEJ/Exjb837wazRPWIX8RXSmbSS0P74Se84uhd24rybaDqFy1UYvDDUSFqu+iDTGztVwjtWvshfQgThXV3VxSqPxVIBN3pMYSwvv/Ne8CDxGn1+TingvbaFiJHxd1dCFQcGYFkyd3Ygzl+gb7Cj9dy7/HnLtJilWmHnvWWMoQiOEsdHakgsnvP5TFF76OfumeTXz+x/v0SseDr87JtIGyXerMlzMp46KtP3YtGCy9uHPNZcWkLNr8QndNsR99pliue9H1JW9M06bxHW1EJHf9bdjs3FBI6qENF6W6hU8sQKbWrlo3hTr4MNVuuONlZY8zM1ObtT+dj9SflOJ/Bnmc6FdW0m99D4j/wT6mZ0rpcYtv5frq+DZX+Odicswjx+Kzedkdf/YX2VdqIlTMZ/gmMPnaQk3NoEvdDOYIly8eNHcHJxfWigEukYiSfltSVztFqNsTs8Zo1atYZi+kjfc8I04RmQ5JASEgBAYngTUmMvXBW3MNQmoL7yxxl/1RVabrsD4Sb3czGlBFbh0hfnxaT5WHmYZg/Gr6qlCb+UkKFuQll02PuD0mo8h00jKFFoOXi9ZsxgL8CX4qu9ZfZVhliW/QkAIDAkB35sOZL1WiE9anJpCXY0JyquRmm7VIxjjYMzxoEfkqAO8zjnaaGX0Ot5EJelt96rGrd4yjXFcY8HxMTT2xbg/BAK8i8QaH2Pkd7WHgizrCqfLJcVqm6vJfLDuF9F1iDe2k2eQ1ibatNLe7mXMM5F2iC76avYHk3PMvKL7keKv3v+szxbRcbivPYP0p/3VNafx7esen1gb9MnTaOdr8uzTZ0VukpOJjpW0wnSMzUIhP646qXRUVvxaeys9QqyQSD9T6RItP7oMo49eq/EwunjZvzYE+hiqB6ECvJmahgZXk1tHU0NIM7uSvsKseueryVfSCgEhIARuKgKxxtzeRnkeT0qKM0LTKXTEw+xQwuqtnmaZCcqmOc0308T67Usm7VysRP081lcZ/cxKogsBIXB1BPocExIZB3srntd5L69ovaXo9XifdVSpBmlM6VFOjHE37n2hVyn6f8LGe9BgMYwofbDuFxGZcideO5BnSNEYndayn0g7WKJf9eZgco6ZV3Q/SoT/QK49dc1FlxVNJ8E2iE4WsR+vnSMiy05cAqrd4kayRlDzF5kiXnsn0s9Utv0u36jLQPqokVR+bhwC8YaU60ISZep74YJlbst1USuphBAQAkJACAgBISAEhMB1R+CAvtJc/17ArjsppEJCQAgIgWFHQPezN+zEFoE/JwJDO03ycxJKihUCQkAICAEhIASEgBAYhgS6uIjIR0Gu7CfzCIZh64vIQkAI3MAEAuf8CCbTl+tgT52+gZlI1YeWgCjDhpav5C4EhIAQEAJCQAgIASEgBISAEBACQkAICAEhcB0R+OJ1VBepihAQAkJACAgBISAEhIAQEAJCQAgIASEgBISAEBhSAqIMG1K8krkQEAJCQAgIASEgBISAEBACQkAICAEhIASEwPVEQJRh11NrSF2EgBAQAkJACAgBISAEBk4g4EPjWx50dA08i6FKGTzViNwxlfBd0ksIdvjhO9WRcHH+Y22UzQ33mw3w7G5Dh5GPmYGnohgNJ4Lm7nX52/GRD/6Owa9jNNurFr6rAx72I38U46vOd8gyCMJ/wtejTwxZcZKxEBACQuAmICDKsJugEUUEISAEhIAQEAJCQAgIASB4rhXFi59D+5Xrj4YNQXhRzb968G+diiz7NgTiVfVcG1xjxmBqTj5lq0PdayVwzM1HRuoY1O0zlWlBdLQ1orPrOhQ8JF8QnruzMHWrL3RksDai2V5tvv5frYJjsQPPDEFdr7ZuMdNf8qF4RhY2fhi3N8VMLgeFgBAQAsORgCjDhmOri8xCQAgIASEgBISAELgZCYxQQqXCdj3KNqkIF85fgN1YKc12ayEw3YakvuoaaEPx5Hy4UYHmo2dx4cIe7Gm5gAtnj6D2caB8dgY85/rK4Ho6Z4NtNlAweghaJ4rt1UndgW0v1GlZND65Ef7r0Mqwh3wjbUjnwWRbn72pRzI5IASEgBAYzgT+5FkGE8Af/vAHc1N+hYAQEAJCQAgIASEgBITADUWg6zPaXtX5UPr9Ioz7b0DHYQ+2HPgj7F8ZB9++RmzYsBGe33oR/LOJyEgZjcCpFjT8+v/CfveEKDkD8HA64n/easeEP9NP+d/zcIriBjRsa0EHDXBSJ07EaJahQrxy9EheuBu9SJ2SgUtHPNiwvhEtv+lC2u2f0ZItFRkTRmvRrH9aXpqM/3e3E/vbV8E+3qJEsiXDPrsY4wITMPlvcpBq64J3fTW65n0PM6zxugJo8zRgQ70bW/7Vh8AXk/GX6eOg6QwtBfn3edCwYQO2/7oN/vNfQupXJmC0+cm8g/X+P15MZL39exrwxhub0dzqQ3DkONY52ZIL4D/cgsZfcirn5kYcPnUF476SiXGq2mraIfNv2tOELZ+lIu3Sh7ii2P4pj7u34NIddqRyimvDmztw6TadeeAjL5q2NmBjfQNaDnZg1JcnYsJYCwNryaqOBltVb+9WN7zdbOOxlH/bFmzYuA17vX6M/guWY7SnNbl1O3hsC/72uT9S+fhz4Gffwaf5LuT8Rc9yA6fa0ODeQFm3wPf7K0gen45xfxZJVvWLDeu3kute+C+PRuZXUvHhzgac+tO7MaGb8v7yfYybmhFmbVRE6097/5P9doTG54/k86WPWuBe69bb6PKXMPGOCbCpNlJs2Vcbd7bg0z9Pw6Uz7VofM9uvz7a1Ci7bQkAICIFhRsC8zQ0zsUVcISAEhIAQEAJCQAgIgZudQOeB1+AqWoZy5xhkUXnU+ingq1oGx/0ZaPyI0l/0wbU4v4d1VfDENjiedOG8ptsIwF3GaYqzHPBhInLsqWhcPI/TFB1oMayy4pbDooJU1LmeVFM4gzi+twmVW7082gGvtxW+T83Jk5YW6fKhrgpwup9GpmFNZjkLjEhHafVS2HszBgqwvLFpyC+ildNEO+ypnSiZm4Xxi+osPtUCaKigbLMdcJ8FRuEMXE5OwRzrQpsxA1OvtwNpY8lwbgljjOKUzHI4Zk1F7k88oWmfjWQ89f55nAo6EXkz7ThDH2ZZabk62xFUJlF+9wFKcOkMvK1enCcHXOnEa2UuPFdVjjEZWSipqMOZS/R/tdWFtLtzseooMHlWHpLPupBvT0P1bnNaaAQJC1t1nNNR/z8X2+8ZFI/NQL6zDu2cjFq53IXcyeVxLb1aXnEBTyxB9u12fHs5sOzFbSEZzVK9b7J+9nzUnQTs2XZ0vk1ZJ4/Hakv92l4tRsb9DpS3KWLt7Ie5GO8sx7KiEhz6TE1nbEdJmQP/vDdapg64ma4uwIY1+GSljUHajHloYhvhUivzykdafrUuy+8PoentSnJn9LNe9ie/Ud/4bWvKI79CQAgIgeFI4AvdDKbgFy9eNDflVwgIASEgBISAEBACQkAI3FAEgifcGD+jkZZUmzQFko9Ki6wn3cDsGhxxlyJdKZW6/KgcOxWH1+zHpseTsXpMBnav2cNte0hWDxVEjuAmXFhTAN+bVHQ86cemo3tQcLsZhQqLRRlwfVqDsy2laI9bTiai6+Z/qxhTXy7AhRanmWnkL6dI5qbl4+mjF1AYKjcySngvCHfeeARfOYvSKUo7FkSDczxK/CtxpHkp0jWlHg+raZfM01/N6ZZP2OF7i3wWu1G76ySc96bo2VGJVk4lVt3sWpzd7MRIjSkVRAvI8HUyNPLy7axGVlElVmw/iYoHUtBxjBZ36XadsZZTh8Z2WVUzLjyVrR1pWDQGDQvI/bFMvSwq/FxjszgNFKzDEdZBTfZj6PDBdyUdmbeHLbLaXspF/vIinL2wtMfU0ki2huxbOSWz6h28+VSePm2WCxiMsRejtvUTOKeE89ULNP4GWjAmbR5q32ecOxnnI6a5uxibjl9AgWE8qJflworNR1Ax26gvk7etL0Z+2RU0n92Ee86xH+a44HxlD2ofM/oVLbjci9lnWK/a1rOsQxJafjIG83aQM/uAajUV9PzrmM8eZN9i8inEO8fXIW+CXu/ACQ/mznDAu/wdXPhBHlP5UTxmKgrev8B6a9kk1LZmmXoK+SsEhIAQGF4ExDJseLW3SCsEhIAQEAJCQAgIgWFEoJOyFqBZKXFM66oRKZhI31V6SMF8txOeMnfYYuiSF6+9CtQs+RqjcArak40oWLPOoghTKVPgfP0d4EA5PKfUfrxyVJzIELyiO7uPYROmRwyep7UPp/UNRGMROIzVSunySlh5pWWalI2fNa2AlxZYfk6hbKEizE5lVUgRpiIl2bGytRZocuFdiz+yd9ZE5pX5YAXqHwcqX9Ktw1KmUBE2ko78z/nhP9eBQFcK8qhMxJbjxiIBQd1iKcoHJ0ZvSAAAQABJREFUlyLnfGV/WBGm6pCSqSnCAh0d8H/UoU1Lzfx6KU/spuWYitB30JhSmbfOVISp6Ldnsieo0PsiA76ta+jHrRZFShGmwu2FWMe+4tjUpu/z7+GdtLRjnDKLIkydzH78p1gBD15q4iqhuxt5ZCVWmIowFYH9zrmmmS0aDnnfqmcfchl9SD/euoGKx8d/jGyj3RWfFU0/DSnCVKykOwtQT+Uuqur01UlpTadJxTbVQ//a1kgkP0JACAiBYUXA/E40rIQWYYWAEBACQkAICAEhIASGAwGqCKYX4p4IhZINk2moVGdoodJnlVJJkottB1dg6b1J8O+uo0pjBWpVIk7payUmT1kWxpTF5tV5USkg4pcTO3UfR0dPZL28ePdEANmsV39C8NxxbdqcK2c8qFqJETi17z/b0cQzzm8YVlqWWLY7c0D3/vAHKJv2tlCA1BhvDfYHGOtlPaFv52paii3Tduz8q6btaWFBIUaa2zF+lRInJztsYaWiKMunElo+edTOdP5T0yu1UJjY4ghUmBU8lBOyttKSjkhGDjd6VT7SYnBjmSqRZZex1QOdSCZ2t4LU9HP4XNnIHBHA8d2UjAqs8WN6IfvZWXh/4YG9+mmqTKPCLUmao/vQ0dtno5bKthJ3C4qepYUXFbFrapTl2NdCURSflFt7tn+6XVH26/GiAV9KsG0n9Mw3VLBsCAEhIARucgIxbms3ucQinhAQAkJACAgBISAEhMCwJpCUQhshUytCS6iycmDemhYsdefBU+RG4etHdEXGyGSuTcmwfBNOPjYZQaWZMMNIro74R2ZCRUXnYfNg5G9EOZGn4u/dkopCKkpcL2xDKacrxprYFzhFZcjt6UiKeqK3jU7W8l+xmRZXk20IWqyxbLcwJ8qR9GdBTcZ2zV9ZlFLkUkBTs1jLNHFZKx68pAO5cqpBU4TVNB1B6X1hxVbbqw7k/8KaopftLpWPURqVUs9QEYbqZnzyRLZ5FB3v1SFjltJMDTQkIYWKtVhyqBw73mtANX9r3JuQbrsC5dIMVOMV0mfZc/T1Vferp1HzYDpSJqnjK7H/+COw6ZHUASoN2R/+hIloAXboQyoDPzyvH+/zrw3zf1gD16xlnPK4B6m73boiVpvqqidUeq6glY+RX9AQJKY87JtKEZdo2xpZyo8QEAJCYFgRkGmSw6q5RVghIASEgBAQAkJACAiBaAJ5j64DuAJhY9M2lHMi21PmFDg6qZ/9BGNX+YAJ6UifFP6X/NkhHOIctpRbonPr375V4RSZMglFz+nTFcvXh6fpmXGCJxrpxH0q5r7JuoWCYSJE5+8VPLbtYDtSqCyz1rvTe4iu25Ngs6WjkLJVz7VMETXyaXn1e7TsciLnTlNJ5sGq/x1VB1oxrVaWVF9Px0hNM2NHjunzy8jncoDnx4Uqp29EKe6izlJRx6mWPDj7gXtCijAtzmVlgWfI1yPR1R7g6qEvVtIvWj1KFxSg4MFCFNKirVBtLyjFj8mprsijTff86jcU2Qa0U+ll5Zo+shOHjnYiKcUGLQ4VgY3aFNpw3QIHW9EY3tW2ku6dTztEL+q2erBtbR0VsUU9LMrKqRCNdLNP5/gvKMs0riRq7X8jjPZiv028baMqJLtCQAgIgWFCQJRhw6ShRUwhIASEgBAQAkJACAw7AhaLqD5lpw+mmtkeFC+igqE87K9JpSn4/jtUjy1DBlcl9J0LIEirKS+nBKZxxb/XDiiPTgyJlBMdR+0faIXnvTY0rm8I+yzTMtT/2KY4sZ/+ztxl+RjjrGZcOpY/1oaGlzhNb0YxNUYrUW86o6fSqfyVBrQdboOvIx3/sH0lvFXzUPyqhz63gggE/PC8xMUAFtHxeucVrYCC/76Jv5WY+kg12o7R19cJHxp+4sC8Ki9K1SqWFsVVY0U+HM82wEcfXv5jHpSn5tLxvR3vPEkH9UnKDsmLVbXWslQ+PPxpp+EzjGVyNU9Payvr6IH7zZZISzutRvxDq6Z7+FP+Anl3kHeAK26Sd8ZcKqtor9Z+0Yxo+Y1mazmV0OapFrhodFbzfeWMvmfIW0KlJNWk207Qmm72P9AuzIt5GcXwHOvQ+oOf8hRzNUzHP3s1311aHFqhFdvJqMmr+VFre4t9ZpZSYDGMsCr1UlDUUEHn+lx5sqkgrIjVY0Kz8ePqmhmL2EYn/Oj4iKtyls3VHPGvbHLqijPDQq11rwdtuxvg3u1HIm2rnPWPyXP3ai1nVEF+hIAQEAI3JQHLLe6mlE+EEgJCQAgIASEgBISAEBgmBGw2pZQJKxqSv6zUKomEJMz/hxVURlRi3aNRCpGUPPz6aDNW/VM+siZzPqUW6GTevR9LF2Rqe4mUoyuMjOT8SX9gCX2COeCY5eZeIZofLEJ6DydTQObDNTiZmYdV/6OYcZVCSIVCTuej4/sF5jRC+kF7iKtSlrmQv175nOJqiA8sxZGmZJTPdiBDGTNpwYn61pMoNKfhTSjAJ0ffwbJ/mof8HDNvO2o4vbLUtI4z0jV7l+Ldiixk3W1kNd2JTW88jzytzgU42VSLDJbVuFw/by9fhz27CjkFsBXtl5QFXRLyfrgCKNLrqFanLHBM1BRfRo76D62aVhxvRsdk8t6q+yDD9Ao0tzZjYw5XwvyMFmIppsWaniSSLacITorIMe6Ob+9GxlmB+ZHO5ULpbHfOR810F+p2HuZqjdlYev4IkqvK4cjJCMVxVnEqravA8FOWgqXNjPOjcrgW5RpxSrGpaRPcZISoaY/pD8xni1aj8YklIcf5ZsZK3Vr72/1I+U0l8mdY20hNSTU6zC2ZWLKcvanMoa3MWcgpps4HEm1bsyT5FQJCQAgMLwJf6GYwRb54MdanFvOs/AoBISAEhIAQEAJCQAgIgWFMgKv2Kcsl3an858DBtIDq5+fsIOtti1dvWrwFukYiKSly4qayHho/oxH7z2/SLcWYl/JTpfkei0bA+gWYz0gqvmz9rGN0Vmo/qDnwZ17WqYCxIn5ex7oUC/oKU+Vb5eWqjh2X6KNM6ezIRPma02To8iJ3bC6cvz2LUqvi7SMPxtztoBLzLJymolLl2eWDY2wWCpVycwpLUeVpeUW2kYraZ+ilbftMIyeFgBAQAjc5gS/e5PKJeEJACAgBISAEhIAQEAJCYHAIKOfzVqXH4OSaeC6q7AGUrymu4qWjAitaERZRMX1mJUAGMRVhKjLLSEoaHEWYys6m8rpeFWGavGQRo038W/8RGWkOtJyiFRvPazJc8sP9o1zNF1veX0Zatnlep7UYJ18WWBVhKv9QMOArJ/2qD/Y3xGvb/uYn8YWAEBACNwGBeLfFm0BEEUEICAEhIASEgBAQAkJACAiBgRDQVS8e8SvVD3jpD/8M9UfnYp49janssE/3wntAZWDnNNXnkWkq+Gj55aLll5tnShvm93Ccr1Ko0GlaBOq78lcICAEhIAQGgYBMkxwEiJKFEBACQkAICAEhIASEgBC4WQl0nPIjiatSDsbUx5uVUSy5Aue44MGH7TjPk2PHTUTmnelIspoicDpl2653gdTJyL4nPVYWCJzzI5icftWrlsbMXA4KASEgBIYxAVGGDePGF9GFgBAQAkJACAgBISAEhIAQEAJCQAgIASEw3AiIz7Dh1uIirxAQAkJACAgBISAEhIAQEAJCQAgIASEgBIYxAVGGDePGF9GFgBAQAkJACAgBISAEhIAQEAJCQAgIASEw3AiIMmy4tbjIKwSEgBAQAkJACAgBISAEhIAQEAJCQAgIgWFMIMJn2DDmIKILASEgBISAEBACQkAICAEhIASEgBAQAkJACNyEBC5evBghlViGReCQHSEgBISAEBACQkAICAEhIASEgBAQAkJACAiBm5mAKMNu5tYV2YSAEBACQkAICAEhIASEgBAQAkJACAgBISAEIgiIMiwCh+wIASEgBISAEBACQkAICAEhIASEgBAQAkJACNzMBEQZdjO3rsgmBISAEBACQkAICAEhIASEgBAQAkJACAgBIRBBQJRhEThkRwgIASEgBISAEBACQkAICAEhIASEgBAQAkLgZiYw4mYWTmQTAkJACAgBISAEhIAQGEYEOj/Ajl99ANhsEULbxt+BmV+7C5FHI6IMj52TWzD9KwdQf6EKd40eqMhB7Fg6Ezvuq8fL37proJmE0gXbT+P0xVG4KyM1dGz4bgRx+vhpjEq7C6kDbp9rQO9iOz44exl3ZNwB2+fxNjmU5Z/dhw0HgdSLxzDqr0twX9o14ClFCAEh8LkQ+DyGr89FUClUCAgBISAEhIAQEAJC4OYmEDy7F3OLvkMhp2Fali7rwf18s1Uhqwqn9i3DHcP46TfYdR4H+V9QJzLgvx+fPIi9fzXg5BEJT781CVOWvozz3S4kR5wZhjsXP8Ciu6aj+OB5lH/1+qURPLMZU/7quzhwoRvTPgel3VCWH+w8gOLCD7Asqxa33bWIyrDrtx2G4RUiIguBQSUwjB8HBpWjZCYEhIAQEAJCQAgIASHweRPQnmzn4Nh/bcddlqfczuM7MOuuuZj0P2eh+8f3fd61vCnKv22QpLCNW0hFpU0UYYonLRrv4E+y7fpWwNg0y8s50QaYg9Qj4mcztOXTfjSL/MezHpYxJH6tJIYQEAI3GgG5xG+0FpP6CgEhIASEgBAQAkJACPRNQJk+WSxWkifPQX3dHEwp3YV2KsPMCXmn392BLb/ai9Of0JbsvlmY+9Cs8PS09oNY9/bHWLRkDnB8Hza/vQunzwN33DcHJQ9NC5ffeRq7du7Crn0H0Tn6Nsya8ygW5iqVRuxw8K11+JgWJ3MmB7Fv63bsOngaGHsH5nyrBNOipmSd3rMDO36zFx9fHoU7prF+C1h38+k90fr1qIZNU2J0HtmF+q27tLynfGMhHv26ZcpjIjKNoNKgqx073qjHXoIZddsULFzwKO6KkgHMa8fWLdir5Bw/DbMWzMWsqXoLtB/agQ1beXz/Pqx7A7TEmYs5XzNbJ6riLMvkdRljMeWvZ2Hhg9Mipr52nmQ7sS1Of8wYd0zHnIcW4i4zO62u23Hbw+Qc/AAb3tqLOxaU4I5Pd2D7f9zBNr0LH+zZQt4HcJ75z3yoGHO+aiQ2WM/9+zlh/qp67az3vwElDyeuYO21z2n12wLSwA72EaTdhrl/F1WeVma4XwbZhtt/045ZTz6qWTz2Kb9KyxA8exBb2O7HPqaUX5mJYpZho7J418XpWGiy76v9mX7dL3Ywp4+x5Y11SE2eTvkt14NWCtGwbXWut2HfW5uxne0/iv184d+VaG2i6rru9Xqyvo3X1EKNv5EUqs/0ek31VX5XJ/bt3Kxdix9TrTjzG3OwkP3anB5tvfZ2vLUdnX8xF4/mmh1EL91mG4WF992BO0aXYJTq42Zo5xRs9q29//6xJse0b7Cv9qd/9NL/ZBqmCVh+hcDnQKBbghAQAkJACAgBISAEhIAQuAkIXP5gbTcwp/vYhZ7CfNzo4jlX96n/UufOd69dAu6ju6RybXf96y93U+WlpW3+Dz3t5d+pvHi+bI72O22Jq9v1sJ7G1XBKj/Tv9do5ZLm61zZs7l67qkSPW9msn+/x93L32izmkVXSTXsoxp3W7fqRqpfaNuumEp3vri/Ty5q2ZFl31Y/0fKl26d77sZ5pQvWLKl/nM6172Y8WamXOYd4lqj4sv2qXkXFcmS531ysOD7t0ZpSlqtLVTXWIlk/9786HSj1/UGeo5F37en33yz/SWc5ZtZdxLnc3rzZln9PtKivpfrHR4BrKwdg4v7e7xMi/5EdV3cuW6PngwZe7P9bas7v72AYjL60+y0L1WbvPkOvCMa2+c8rMMqd1139wuftYncqL5Rttu7BsmdE26N58Wi9fZz2tm9MCI8Ll373MtC+ztRIJcfrc6e3drgd1hnNUXyt72eirkXmb7e4y+iWwrPsYGcSVn9l8/G+qvqqMOd3LKk05F2rlTlt9QC8oTvuf2mFeK+raYD1XbWdL9gw6V3TP0fqXKs/kvqx777/p/UJdUyWGzC6z7Qda/vkDRh+Z1l1Vt7Z77epluqyhPmJce+y3+rWHblfDsZ4Vj3Hk431GP+b1umxVVajOc1arfsyerI0VcfpHL/0vRnFySAgIgSEicOHChW7rPwxROZKtEBACQkAICAEhIASEgBC4pgRCyjBDQRIunIoI9dL9cL126NjrShk0rXv76XAMqgr0OFm6ckPPS1ccNJ82X/cvd29XSqoH1+oKgP/6uPvAwUgFzsf/9qKW996YGhJDkUSFxJxVzWElwr9v1l7c1/5OL+fYBl35FVLkqGryZd+lFBksW2WdUP2s4mlpDOUdlSF7/8OUiWyUIujB+gRlCssQoUz4r1PdL2qKjSpdQcWXf6V0mBalGDxvKBZePqgDOrWBbZG1Nqqm1l2jflQWHrAwPf87Jcu07s3/frn7sqFAKanTlRN6alOhuFBXYv3XsZBCbe2+cJsde91QNFJpcspUdlGWZaqN6nRlSahfmeeN6unHjb5grXKM7UT6XHf3KY3Z2g9iZBAq02zDhd20yNOOJiS/0R5Yovcfs4S9dbr8C183FEOJ9GmNN5XOPa4zM1cq50yuZdtDysLLH5h1R/fakNL0cvfm/l5TPco3+mTWi5EKRCpRtT6oKfoYx1CAL3x9b6hO4Rr3smVyK6uPSKMrH5dp5SXUP3rpf72UKoeFgBAYAgJWRZja/iK/DkgQAkJACAgBISAEhIAQEAI3CQFO+drK6YU7+e9t9bsFK4vG4js7gfpK2n+BU/sWb8GcunrMmWgVORUlG5o5Ze+72HEyfPzlffWYNdGcLkWfTtOYB6dVamFEKqZ99Q4EO9tx+sxptLd3InXqTMyhk/oDZzvDmVi2LqvtB9eivmJWaPoWJt7FNCoE+a8Tux5dh2mr9qLEnLamTiVPw4u/Wwvs/A72nlUH9NBn/cxIoV+tdKw9WE/H4KZMyZj5oJJJP4cEZLp8kRmWbcfLD1umVo64A+U/28wTy7H9eBCdRzgFlVLV/2hWqHS1kfy1EuytBL77/C7teDCoZNYl1zai/9Ch+Xfeov3VwSpMs7jSSp76KD/qH8DCDBsObn2Rfp5exotLrNMVk/Ho88ewkLVY95vTWq6c5YqS14+Rq3Uaqzo6B3s3uDg1zih8BKfuPWhsD8pPgn3uYlBf3IDT/XoPRhv+jm04UQeSiPydJ3eRBNC8qiTCP9t9S17Ey1xsIthllJhA+we7jL6iN10vVVVcF+LA83NC5dkypoEWfrz2DqBkqtmYNtzVz2uqR/mdB/Ei+8jaN9iG5jRiVavk+ziNtQoHl9biNOW7rLA+zGvv7+8L1UlF6yu0H9qi9eMDlY9GpLnrWy+z/1VFltdXRjwXu//FSSSnhYAQGDIC1uFiyAqRjIWAEBACQkAICAEhIASEwLUi8N2iuVFFzcH2f6fyK4Mv4Be5EiLP7iidgi+URkUzds9f5Fuzpiuag1nKmbYlKD9LocDV/2qKpuD7O9UR5TfpYOgULVJiByqS5iyYGfFijRH0UcXYmm7h4sdQHplKHrQomoycbJNnUr0AnO5k/bSn+Dj1M9JF/szBzJAiQj8zEJnmTLMqlIwS0u7S6qck+fh3GmVM+dIXIos397LOU+2XQPi0nZEW0s9YZDtYU57/j4OY5oxiqiKMvguLqNR68UxY4XYf/UFFBp7LWhihaFONP4V6tdo+lT2RufS5xzZNvM/1mZNxciFmTjaVmVSyJCD/x+3sVVQYTu+BkT7klLN4MwykT5tpI351rneZCkbj3Mf8XfjXkX37trssCtMBlB88e0y78r7zV6PwnYg6mDvT0KnaUl17D88MK6HN0338Xv5YKVLn4I4e3PpI1MspVYWe/a+XyHJYCAiBIScgyrAhRywFCAEhIASEgBAQAkJACFw7ApGrSZ5+67uYVFRL9YyhPOBKfdpKiJXb8fHf34XLVoUHnWePUlYv4/jme9aosTpveaFPHpdK6zH93JbFVIRhLU5doCN2Mw6dqs+9zaIwS0jwZKQq6xwVlyv1qfp9/Im1YkYmVNKpV/OwGoQ7fdTPSNXzJypN6kBkMi2JrLnTyktlrf7ZUpUU07D9g80RK3uq6KNGj8LlLn0FSaUc6TNoTszpWP5ThJ3hRyVQxmUH6RC+Z+jEeSoqb1tgOdOl1c5yIPZmciqt5VTUUCD1CPA8rRR1WamhGL1uJNrn6JQ+scCKqboZfS4R+W2pVALu/zhSJK0wG0bx1yx58Pp0H5JEtYEtmdfbVVxTttFjtcKqdtDq7y4b+1a4bNXXlNDJbLsD6rDlXDhWX1uq0WNxi07DeCqqJcTsH1GyW6LLphAQAteYgEyTvMbApTghIASEgBAQAkJACAiBISagFAVGuOPhKtBfGBZ9pYYTJBk4nW9OGX9XfMAV+7hqXEb439hPD+BAJ8IrShp5xP4J4jwtTfDgzLAiTIt4WbPs6vFmHDuTnkdZv4Ws38pZ67SpXdYIu9a4aAFTQqugQTBTsWQcxpWYTKOohNlRRwVVlGJh3xtVlH0a7qIyUZtOytoe/JgrYVoY35ExCgf+jWoJpQCxhCg9QvjMxGmg/y7MXa3s5axBrWS5AQfPdHLlRxfwP/Oxw1RgGtHaf7MO3+V28dejrcGs+SS6vQUfWPPvOo3lf72cK2QqVVKc0N8+NyKSTZzcE5Jfb4+VqHpLnzIayrNTrcBJhaF2ILH2D6XttdFCMfq5McDyjT6ymcq+1Inh61n1u/MHD1CVlQzbAE1A1OqxvBrx8ttR3LjC6AauqnlajQFauIr+YWYhv0JACFxTAqIMu6a4pTAhIASEgBAQAkJACAiBa0sgGSV121nkcrjeoAKMYc4zzVTZfB+30WLsA/r2CtLi6uDbNRg7bS5q36M2TIUoRY9+0PqXFlxf5f7S5dhxpF3L4zT9Cy26LV+L1PmJkY81SYLbc57W6zupcCX2HTmN08c/wIbn5iJ/xUG4GpbpllZx6xejsLhp+iHT/uWYdB/9qx2ir7SzH2BL9SLMXKp8sa3DrFSWnTYHzZXTsHzWbajd+QE66Q+r88xBTiu9DXPJvdOsi/rdvw873t2HLa9t6KFgA+7Ad3e9SGXXXEx/Zh0+OHkaHxzZp+ezuBgfBG1IfbAcVcxm7l/MxYY9H+D0yQ+w7xcrcdus79O32WbNr1gMkygdkFmP/5+99wGq8rr3vb/eMZPNNI4wJxnhllPFa2qgpgRLNFBTJ/AmHDeJmYDSRlpuGtTTdqt5W2LPTaFOh2B6T9SeewykfRGSHFrIKQacaNm+mCsZoy9ETdkSDYTEsrWxl+0kHbajGXYmzuz3u54/ez/7H3uj+P+3ZmA/f9af3/o861nreX7PWr+fvhf1v21evmbrqvTn2+BS5R9zYt1tc9GgYu/twZB2qX1otk9Dw4no1z2hNmfYT+s76ETf220BW2chQkWRN6H6G9ejoWwu1u2gEueMB0OH2lCakq/ZEtOVRQlef00GJ3rf6kPP683oORVUpwZkjSJn4FzMjUstP01rI65NhSh9yQkP10R6vW442Saz7MVUcEeRL6YMYScMbpuXz0XNqz1sW264Dqn7fCHKV3VqzSqh9nEZIoRJdG12vUNw7uzU7TAqW4yWv04eH1JfGi4Ooeb+hWj78CpV9qIHbVu2oc+qpJ6IzgR10OSfKO2Nfu4Sr43Pw/7upPYZ6UYnEF3+K2CkX7IUAkJACAgBISAEhIAQEAJXn4C7y0+LRP7BMK9/ShDdux29KBoeCcfdvf5qzfuh8hip/nL8W9sNj3oqwScqL3rMC8tL8xxH74eaL0Z6HWwyPNTpedj9rX39mte6HM2DncooNChvlKaXwuCZcX9TLvz1AQ979Bbp3u93hMlX75ykfMEC9K0pqlPX+hx/ZVuvv8vwRKjXHf5qHgsN4/7eV6oNvjrnnDVbQ7xCjn/c5efcGyMOPSSOhuZg7o0cbLLEY/zcSn+XhZf/PK/FentIWY7tQU+GfsNDZNCLoZ7zqJPymdfTLIy/g412f872IO9RwwumWdfK7fv9o5/0ajKZnjGbWI+thpdMS1aBzbhtjq2qqzZYh5Lt4TyZVYxrGLf+hhS9jdbrkeNvcvZq3kQDbTKRNk3WdZa2WX8w8qJF5UqPisq7Y/g1mPQ9FaP8iDaCSn/H8aBs0e+9wOWZYCNaO673D1q8m8ZtHzHa3wSFXlenxo83GfdWjj8nN/RP3ROaJ1xeX3Uvh1/fK1YRevpU5Vn7zYnKil4Hs++B5pl2ovQ39Dnj3puof4pWv8Htio/uYTna+RvtWLg3yWmqAmzAEoSAEBACQkAICAEhIASEwK1HgDOWlJ0u3SD9JVafM8u8NBiUfIdl3ZiaGXOJS7NCpFB5K/tayujR1QyJ1ok2kNSEJttEDMlCj8MKXCYTH5elqaJi5kN51Cy05DuSY8e5VI5x8m7jzLDx34yj8p4412oq2lysOkwgo+btNJVczOvB5a7KoFbz/UloqOAS4fXKCYQREr3+Zvyp/r2M8n3kO2F7vFRZFTem1a5utHY8AftLLfJ6Sef7sBlJmZ0Y/LIrwgZgQEbOPiq+LQslx8cs3kIDZ6d+Y5LlxawDZ4zVpGRh88pWjLevCjf9NvVyX6sc1ZikQrS2q5+J+O9+vRRzf2OH/6jyA3vjhwsXAuuatcpMAsWNX3mpgRAQAkJACAgBISAEhIAQCCFgVWCFnJjEDhUvVDGEhql6yo6Wd2hJV2YvWrnR6kQD9zZNqTKBGEwXN84Eya2n4uZDea6Y4jBO3iVtY7AlorScijZnhWLdjiXjqTakZZSjvmcEDtpQ0zn60Pfqs1j9HtD0aphdtUSvv7Xsqdy+jPJtV4qvascT1TEW+4nS3GjnlDYw3v1OhxGggqnt91SejY4j7d4ClD9ZENpHXvSib28HevpctOmWgfyH7Sh5KDPA17WHNhPvKkbJA6khhFw72+DLW4W89JDDk9sJr0NyJirbSrCZiuyAslPlqJba7upEr8tN24A5KHiimF5tDXm4RNP5ahfSVlZyyT2Xie90ot89hpSMfJT/0I5Ua18Zp67RhHcf4lLUt3sx9Ckdh+Tk0wNxmEdTD5etcol278ejSErJQM7DxbDfp8vm4TLurk8yUPlYJob2tqHHmwHHygw4f095l1FeRgvEWZaCnp28DseZT1oGCpaVIk95XWZQcdp2se5cxt78Ku0KZrIMXo9Erk0g/8fS0Mf8u8hQyVnyg0rNEYr3JPN8pRVjtFaYkVeiyRqNw5U+JjbDrjRhyV8ICAEhIASEgBAQAkJACAiBm56A5hXxeq3lnFUYpL25dQVzMW3aNCykbadp05KQ/3QDqtvphXFBhDr3eq2JyHUtCUyoDdSVhX2v12AaZ1qV73XD+xnt660qRMrzPUGpvS6svi0F+ctpdS8jBzlpYygvyEKSvQEebfaSD/21q1F61PRxaibl8bJy9H7mNQ9c2m+UOgz1dVLhFVR2eo81sw5zUfzyEEXMR9p4Jwrvpb3DLX16mb4xNKxdjcqfr9bqWtpIe5QXXHh2bTHSfmZx9hG3rpFV6Hl+IeY+WIzRZCqn8jIw9HIx5qYUY8iY2eV5l7KlZaH46WYgJQnut1ejOIeyvaTLNna0AauX12Bd2TTazCvHuj56Q6W8NU+vDrDT42Rh2m1pKFxFeekHpHfDauTfnYLNmrMIHwZpu7Bmp4sCjsLl6qNibpzbiV0bM//i+3mdy8g2yYsasspKq0HfoWak3J2P1s+Uwq2GsmZhXbiDikgsV+bIjbbOU+QVAkJACAgBISAEhIAQEAJCQAgIgUsgMDbq7++jvTfnfn9v36B/1GL36hJykyS3CAHNrhvtc9U1tvpb2yx/rzT5u/oMu2y0S8XFdMoEk99qR67/lUoeoy3HLxWscX/rSmXzb6t/RNs3AI71avbkdFuLtKFIm3QBO3YBxmG2FSdpo0yvQ46/vr2L7T/4V08biErmjo81S5B+P22RKdt2ObX7AyWrjTHDbqBmI9BS1609I4F4I7uVTT7TbmUidQ0k1TcMO2jhtr1Gjg/qdioN2bC+1W+9dQfbHCy3WmM62KZ4k/HKJv+IafMyjJVuQxP+ULuEY/6u5xSLHP9+45KOtJVoNhWDUiZ2bcz8sT5ot3F8qFWXi7IF7cqN+ztoRxPLDDucwYKuyFa4zTDrBL4ro22TXIWAEBACQkAICAEhIASEgBAQAkLg2hNITkUOlzpZrINde5lEghuGQO9bHei3Skv7bJk/5DI+YznjGM+VNPbDscRYTsj9nLw8/qfnTR9/LrqwdSeX5R53IMOqiUjOQ/PBOqQ82AD3j+sZ8UoFF2dM1cC+LC1QwOheNfsJGFMzzualwnvCSWntGHyuIBBHbSQ/UIlezljLf6EHjrZMLvGji5XtvajismMzZNyttvX8wFlh8evaFMrBmLXW2u5ESSqXRiobfwwZCzK1Xw89FivZ+mtXhSw7zXyyHv4ntSj0sKskqwQVUsiIuaRVxdmKhvXq2pghGfbaVjh+nYVte4ZQsCaT10xdNIutPDNq3F+Vfwn6X7AH5LTNy9G88o6yfQRnotq4DJRuEIwJd3GzneII1iY4xVlLdkJACAgBISAEhIAQEAJCQAgIASEgBITAjU/Ajq1tHbEN6LOCSnVS8qCuuAnUl8v9zOA7M6ipilbfm4TV5sGQ3xx4df1LyNFYO2ohpc80DB8rUshxKrmiOAHo20ElV54dWWP9SD7eyxROZN02LSRlYCd3jA5TjLo+HKZWTtXrqqqQcF2tCqvpmWjuo0Iqrxxzf62X6KhtQuUPSpEzJxnjo24eDLMfpkez/Gfpy/ImUISpqIyTG83WZSbyl3HJpCW3S9tU+Zcg01o3ZqSuV3j7SMsMVTpeWnmXlkqUYZfGTVIJASEgBISAEBACQkAICAEhIASEgBC4dQgoLU+YgiOi8vSqGbS+xc0706i+0YPtjhRto85JO3WZNoxbFFlJd9BwFZMqHxTa7LMITQU9675nyZmKow4X1TZUEk0qRKlD3pNc4Lm2GYNnvChIVbPGctA1FKn4UzKOK+++mlqH0cLresfk6xoue+oDq9DhXwWvx40h2upq3VSOhZtWo8Ptp1Rq6hhtgIUnCt+n4f1LC16Mq7TGjLCYecS7NjET8kQYM83WIq/rtQjxDejTE4STXhuc73oi5aMXhb499HTAv6EopyMTyBEhIASEgBDQCGh9a6fWf6o+1PzreXco/gB3lRB6T/Ro3nFM2czfvg9DO3z3zhos3MDp7xPIlUicCZLLKSEgBITA9UmA3sZ6djZj25ZtaH7dCbeaLmCEvtfb0Hesh164Jlj/QY9gbUynG402U4b++k716XF8Q6ih0fO2DyfqbZn2ZCcWTqvBUKgH+dBMw/cueDD0oXvCGRbSj4dDm+R+AownmePkol/r8icnbdTYPqUcOBn6DBI14hU86Dk1BLcnzj14Bcu/5lnbLlOCOTmoZhYd740idU4GMuYF/8Zc/VTzJMNmKFqcfWoWVDC499ThWe7a6LXTDClzMuPMgDJjWn6DyQMHfWeCZWWoZXucv+YaTQqRL2NeEvoPUk2XnKDybRJ1DQjCDa/RdydzllneslWoPzrCBYdUgV3w0vOikm0z6sMNzntc2jjhTrjfp8LvvdVoDtPxeE90aN5lSxcohWAwhCNL5NoEU1+/W3GVYUM7n0UxvTYU56VFDr6+UdQtL0Yx/3o8ltH/+q2vSCYEhIAQuC4I+M70sm8tZf9Zg5pa/U/1pYV59KZz/2a4LV/KrpXAo33bUFrGPt6QT8mpZMzPTMPC550B5ZeP3nNcfco2wASBNiJcLyXwJWuCLOSUEBACQuB6IuA76cRCehsrpKesMeVZbJXu8avHo6SkJ67flKP1rU6sfnlQW1ITVfaLbpQzXfgLSTCuD50/z0f5b0a1F8Sh91wYjfPF3ndxTL3GBfroYF6xt3ynOpCVOZe2ZmLHUbZ+pB+fgE+cUwkxjpPH5Zy+1uVfjuxmWvfOuci6uyP2/WRGvGK/PnRlZGHuTnoOvCXDKHoP9sH1bh/6wv5cJ6kLmKj/CPDKwLqerXBtKkTpS/wQwDWRXn5UcG4ppefDYvRrayRtKPgBZ2rtKKbtKhfcVEA6d6zDXOV9ksHZZ/Dn82dKSgoaTkxGD0HPiO+6MHSM/Znx17Onmc+25czZgYJ7qOhKt2N/bQ5qCtLQsHeIyinKeMqFbWX02FjWAK96Rp+yuqoaBYPvQ3panDENDay3YgMqwFx7lJ0wOo60BWXbvHwual7tgfukG65DnShNW8ixxPgwHe0dIoa866jjqXm9D+4zHrj2sux7V7Okrah8KFUXSuX1Xh8nRvWhc0cb308SvDbRZNBzvK7+R0xwi5BuelArWJ65DpljTcjhddCCzQbzrKnBjUg/lQcuenkzKNeg1AhzuqVpUG4qi5C8hIAQEAJXhYDW+0baLfB+6ERBJl+ofl0A/y/zroooMQtRMuY2YfxopTYp24w3tGczsqgU2/bQKKotBlLN89F+M57sgn9ltDNyTAgIASFwIxKgkurJYrjWd2F8u13rI+ueW4cGvlg8yxfl/vW0G3NXAvXiS1fHGqD0hS5UOUP7Wi31mR6U09h0fV8pkqcno+NL5YwrsRD+JX+iVDY+0ys7NNpPjIjSj8cAk+DhRBgnmNUlRbvW5V+S0GGJbHdyfkyuWqJ2rYINSbSnZL9jMnfXtZJ1asu12dK4RM+F1QX5UTOubB9B0xM2xokfUh+qwsjBZKx7sBhpG8z4leg4PoqSBfrVzVhZh6a3m7F6+UJtNpgyCN/18ShS9lYi/+V+eH+Yw+WUadoss0T1EGYdyh9caBYa+LWvqUfri0Gj/gW/7EVveh3y7VlYZ8TKWbMV/WNVui6ESqGpqmtACG7Y7ilFb5sHDtbbLFedr2sfxKp5esyAbE8Xco6YHnIo/yDlVza6POlRJGPnHnqU1rtWNmGklmNWZj7mWvJp/Y0DhioMGQ85ODLww3heM2OUoPexVchL4NqkRJOBOcS8c3INAa7yzzTls3KiModeXY2sp1XljbCsHqNOA9DFIay+LQvqLN1jBr0CUGnVt7cDPZzaqKbzpd1NDxOP2TWjb553O9nQ1QyCFJT+sASppjqOU/uad3LN7x2ZPF4Q0cl5DjXD/uBq3oKWoC5gG70kmHlYTsmmEBACQuB6JqC+/CRldmLwfFeEcckhfgnLWpuPUX91YDByv0vPNm/1ws11/Dl5BSh+rACpHPC0oPrPPaMoXcOp0x/2oWMPvxSxm1VTqSsfswx9ajnP3h72zS54adOgwL4KJUuCRk3DeQ29SjleLolQhqnPYc12Gj69bz/8LxRAi7ezHH7nKgy93UY5BzGexPxXlutf2Jix55gTXZ+k6fJwib3z1S6krazkwDykLcXsp8ApGZz98EN7cFxQAqmvhbuc6OUDUFJKBgoeK0bePeYQbUisluzv6kKPy41xji1ZDxagZJluVcGIAe9JctnVA9cno8i4t4BehOzITDeGZKs8XIbUxrEo44lK5KUnVr6WN7m6lYwc7wqYd968a/eobtZZfoXArUhA72sy2NdkYohfy51v99PjVwryHyuH/b7QviNw746y58hYyGdVGvs1o1j7hVj9FJ9xffxSb30Rc79eirm/sbPfLIdzwzqM0ouaqy8F9dtLYr4EeI/xa3zOavaRfthVv2MJrpeKuQw9h+NBHVKVTL9n37mMfacpJ+fI9O3Rn7nNfjd/upN9UWvo+BJ4NufMMmQg/2E7Sh7K1GU6wzHk1Tqs3uRGXSOf8ZMXonKlZeww5LnkftxSH1AO10GOQ2/1Qy3nyeTLcPkTeVT0WSPBcu3SNFntD6Sh7/UeZKzkGAF9DEl5jP10gAPTa3x6sfAHwfcLN5ep9ryl+n71PsKxgecyze7ZHDs57ozx/aTTabSVVWwrC5gxx5+2Hc3oVeNptPEpVGSWb77/XC5j1X5Z350d6OK4psa+Es6SUW1TtdnmV1rZpjkpIK9Ea+cBMSYa4ye6xhPJzcxD7qm9bejxZsDxZIyPdcZ9k8HxPcNLW0dsr+5xLjV7kLIuU0bVyej1ZrRyNnnaP2bAznoF2zLPcvaNul79x7lk7a4cFD9ZGhhPlRzNL3Am/c6FaHolD2n8cGh6MNSfFTrRS14qXcETxShQ11AF670cPsbrMUL+x3ze0tpXBzpfXofmDCpqlqUi62HjWcGag9mu+Ezmo7mJrrc9KPjxKv19VXumSUDOWH2OUc6E7doqyw2w7eOsK01RG9YHmKL7vOxn+SEg2XzmVSfUrKMY8c10U/bLsrSJOOqR8TLLjFfXCJk5xqhZaMl3sNOKVraSjYm0p9lo5yMyDB4If8ZXsqmcbFbOwehRt675tYkq1cQHL1wIW0eqlGETBbrkVMqykL+cF3v1JOcH/ZzAqJ2jMixwjOuAQ+Kb6et2j/j9H7cGzjUNjQeKplJLP57b5DdyCpwbHwqmMfMK/K7pCMSTDSEgBITAjUJgfKiJfZ7dP3g+UuLR3Q6ec/hHvlTnxvxNa/Q+tbK2yd/6Sr2fKi8t7f5P9LTjx1Ve8Feut2u/OWscfsdKPY2jnf2uCmbfm+vwN7V3+Jte1PvcnNr9+vko/wdfYX7sk4M9dTBS13rmb/S/g6+UsNxKf7VRZuVzDkPGHP/+UT3NYGMO4xj9O8cOVYecNWa/z7SG7FjfFShk7LjZ9+f4q2vr/JW5ep1KGo0xSMUc6w2MQ5XP1fmr1+gMsKzeP6rx8/v7jXEsZ02dv6mtyV+9TM9na48hnCGPfb3irs7l+Fs5PiVS/mhPnZbG/ly9v7W91b91vaon/E3Ho1ELVE02hIAQuEIEBhtVH2AP9IEl66v9nEui3Zc0PhwIg23G/Z5b6a+rrfZT9aPfu32h/UK8fiqQodr4csS/lf1UzvbBkMPxd5Sqi+nM52szAfNTz9klbUZ+7KuUnPXmM/eXo/56oz+zr6kO9qNaXUqC48tYv9FP5vjrGpv8Tdurtbqa/eSI0xxX1DjC8ePFrqj9/qX042ZVtF+jPur6bG1s9Xe8slWXA1sD/bV1zMtZ6WCd1PhCNivVdc3x96sxM5yDWcj5fvIx4vBYhzkOvtjk72hvCjCg0lEL5thpN+OxHejjK/ytB/f7HYoj20e08cksMvA7ZYz1McyujXd2jn3muFTt7z2oj/VqjK80rrtDvVupEGeMj3mN48itstbvqZLAPYX1HVHbh4qrro3GcJlRD95/DlPW9l5/q3p24DVyPGe+X1Ybzzp+/0i78Vyyfqu/dXeHf6vx7FOnjdXj/v3bTRa8v9dX+rcadR9z6VzUtWp6pdVf/5xRtnk/xRjjNXlD/sV73hrzdxnPTlhW6XfwOnR9HDnWm+3KYT7XoNo/yOeRROWM1+fEa9chVZIdIRCDwETP+DGS3BSHz58/77f+IV6tAsqwZRyQ1ugP+WpQqnaqh4VIZZj2gqQNwhy8+eLWxcHHfAhRnV/XJ+xozIF7e79RfPCYnq9VqnF/qzFIQXUmhqZsxKm/gChZzEHNmkq2hYAQEALXM4GAMsxQ2ARlNfrDla3aIV3RxL7THYzh94/q/WhuvfbxQM9LPWDa/fvd5oPZuF/rj5cZyiy+NPW7jIdmI6vRg+pFJMffG/4FwjhvDpTWkrVtKqDUw25Jm57foPkxg2WZCii/8YBd8or+EmfmpUn3ZXDs2NoTlGlkt3pBM17gzDgrLXmycPMFVv8AQ1ba+ODw91vqoCuxcvwdfEg12dQ5g+WoOvQ2qhcsu153syzWqanPiGcem7D8cX+TevF90RzLNDr+0aHBIAf9kPwXAkLgKhEIPrfW+0fMjw1UwqgPtfZGvT8aNxQHlVbFOntT/UW9RFe4mH0A08Xspyx1GjveZShbHIFnVcvpuJu6IqBSe2k2I48eVM+6lj6aMqm+1/wArY8Pqt8yFHgq4Wiv8dxtKsOM5+jcrQGlg5Y/+3H1fJ5jPotrTPiBJmJMMqVh/2v9QDJJPnou4/7BvsHQj96UQyn4tvbpnbj5cbz+oKVOY4O6YsoyPlg5BCTU+Nj168eDo8f7g21AizTq38qyYChJzPFBe78w2woVJ5oSjPEqXwn27YPtShFjMg2UaGxMJWNDScQPQ+awZp0UYF57P9VRHUqxNJkxPuIaJyZ3YIzneBi4p8IRmPuWdtExZNZgjLIa75BrWi316iBTy8ej0UH/YOAZRs+w90WVbmsgzUgbx25+pAsEXi+tHYd92Bvr0xVk9S7KYJEpMMYHMghuJPK8pWK38j3WbjzbBFMHt4LXq8Tf6zYYTFLOifqceO06KIlsCYHYBLT+HPp7ROxYN98ZqyJMbSeuDFvJrwB8mDAHCE2x5eoN7GudMzsbU/FlN7XxiuEn+wNfWkr4IDKiDSjqxa2Or3QMo/uNL3LGA4g6Fgh82TCUYVyLHDiqBgFTqVZvDKCWk7IpBISAELiuCZgP4fXtXf4uJ/92q98Of53R37VqD5H6g7v5AhdSobH92kNk68fsDbVZZpwtENYXhry4GInHx0b9I+4R/+goH9AMpVZglkFIAerFRymMHP6OgHxKTvMDB1/ajJcHPR4f+sznXi0fvY/OMV4+Q2Qxxgr7dssML5XGMlturC+Wos5QgKkZZAYD7WE3THZzV3uQjjq7TZ+JoSn0DHkqLQ+3CZVvjkO5/GL/MUezCV4iTXnkVwgIgStLQO+PDEV3oCi9PzL7Ur1fiPISYLywarNtEuinzOx1RT6VJ9upwLjUfoCzmpSCJ/hR2PgwYpktq17qg0ognlezh56LnN075qpn323MPDaUTdFmq45pyrZKTUmmjyPRZyub9ZxsP26mi/g9P+YfVePQJ6rf5McdbTadUjwZdaoNGxvUGWudQjhYcteOB5Vh2pkvx1nOiH+EZalr069mDhqrUMyxM6hg0vPSPsJTyRQypFnGJ0uJ+uaUMlbjbtj7EOulZgjaG4PKOVVwyPUwhJpojI+4xgnKrd9TwTHfKCr6D2VV74Lqfc8adCUn62WFGuM6jo2q55RRv/aYos36Cl7T8DrrY3V0JW5vLe8Pvr+q+0bJZB3jrbLp24k9b5nvn2ZfEplP8JnMes9NRs6Jno0C5U3QrgNxZEMITETgyzH/iHp2vcVCuDIs8dWlF7hgfnoG6t1daMgopiLfheKcMAN6dHfr5hkV8h9U68KNkF6AchpOdu7U9zMe5lp8NMCJGvSfqcZCV6duC+w5rhuPWKfK9avG0s5+Fz1HrDTs23hdcO7V83PS2J7jAdMAgFmo/AoBISAErn8C6+itMTTYaSC0FXZlc4pecmhJEc61WZi2NjSWuTdGewK6sQA7CnJD+8EU2q8KhAtD9IKThWe1flPZgglaYORDYoyQwuMNKLXr3nsCkXLrMPh2tcXWGfvp3JKgcxUtog1ZyqSIMkEQJajDJQ8rOSyBLqRVUOdGj/cAyxxheaqzybQFQonpWc37WRL3S2gXJLTeKpYevJST9aTr6KRpq82DIb85n5EfAaoy8/KC9tMSKp/pOLMEHtp3y79bN2FqX1MHx09W0TZRMK+QAmVHCAiBK0yAd3OM/qhB3egMY5+4kFORH2GfVrNbS+PYW0/pEdX/ifopLTPaQHIu3wwuZUTTk5ZnX/1k4v/vyEFVLVC4qQvP0iZY8qlerGZ/3TpUED2PC250vkdZ/y0r4rxuKF0/7DszqPX2q++lnceImOpADpTDMtMhVtQoMQ4mxseamKyer0TxJuUXLTSUrKXVG6NOTb8PGxsY1Vqn0JSx94b2bKOzl2e1CCGj3kqr/TY78pX3uEDwYZzvHfYnwtpHquJseGoLxNU3ppYxqbL9KiPY1kBT1yixvltxPy3T0jYuYYxPVG5thFyWh4wwmazyWbe1dvFg6Bjo87EGql5W1NNToGqg4qugHAiV0w6YU+3k8o/tWw/W62Ue039Hj2tPSci6bVroCXMvd0zzPKnKsI7x5unA7wV6SeRO3Oct/YErkCz2RgnblWGXlJEmI2e8Piexdh1bMjkjBDQCtMOWMU9YJK4MIyvVkdjm2EEbKUgrqImkl0xjjjyqvWKNm12biuaB21CE+VQuyXmopOcc5w7+0Uii16W/aDWVWV7cArknI59GGEFXn65f05PBhXpUPmiDs2y15mI0EE02hIAQEAI3HIFQb5LunXQbTZfNNCWq14SGmbUXlNoujP4wEyHdqi0JSRfHgTv5ZHnGqLjqdi0Pq8l3pgYeJjufpiIMdDpynkZtzTiePhSnRet3TZDq4TXUm6RzwzQUv8Ryg894ZuSI3+RUzmGwDgXhMS6qk5aMaNSfKbRg43iCvR7tIZa1CAmeM/zsQi9ttukqbSfcn9EIc3gkLQX5aQP9Vgx+Ug6bj3KbYTr5Tee+5jHZ+IxjkSeh8lVe6XmodvpR7fVg6MN+ONtq+KGoBpxZgvrHQl8GzKLlVwgIgatPwNofKWPIrlF+5I0IXoztpZLhCcsJS7+gHbX0U3osZkblSnneZSjCjOIKnuwANtGT2Bn203vUc3Y97JYXaiOa/sPxQSl43DT+Hx6sBv1td6Rop+ucg6jMtGGcBpfNkHQHPyhQ/GRLN2yeS/g3Lp9gTu6dz1IRBvS6x5E3xyiURsmVB05NAcI6qV7T7eZHijBHKdY6BXLUxoDAHpVpVLZxt04dOtmmKcLqD47AYXEU00eHBPktljRqkwysY2fYWX2XBqzN8Sn8/BVnbBYYxtqWzPHfUBhdyhifqNzaCPmpKUSCv2GyRk9Fo+hUein8uOimRzt+HNzei/H1eYEnA8+7DUjL01pH1CxsqeopKQddQx3IDHurVe17nB7/kukyQgsTyZTo89aEDzVWEVkrS7u6LDmtfc5k2rVVHNkWAkIgKoH/EvVojIPmWJn6UDV66RUnIvBmXWgcrClwwPmhB74L9PjCr0Cm6qzgXv3bU0HFVi1mA12Clr+kNqtjft3P/OFWtFJ5poLzpXUopSLM4t8SZp56DPkvBISAELiBCGhPgbq8mhtpzkoovXsbPyEwcDaufT1/Nw1R6ZLBLzjBv5TP+tHP94WAR0k9ixj/fRjjl24syw8qwrSY4/oLSOCxM0Zyy2F7bS9fCDYjaxNnbl3BoLxkgSNH/V5zvrFRmKcHjp+76Fkrnx9ncjSX2sXbwx+UlaexNrhOebFwGS0FoRWj01ND+GXYxuityovkVHNkC61MQuUziU9NqVAhORWZD9hRtb0ftCeCXpYtQQgIgeuTQP5jDuDXhXCaHxIMMT1vN2uu7MsfmowiOxWOtg6UzJmCus4roIc6oPhn6/DsBhcV7aWRs9fMYjg+5HN8aCjbhiGLgkudHjqqPkuzb1Pdm9FPdrw3itQ5wTFEjSdjrn6qCUK9YU5iOFBFTSr4vEopURBUhKnUVGB4DYWOOeZttjfDHVanntfVh/Ngf622XFwZYg3OTerjDr2h8aRP+/iRg/wHQq/luJfjBT+mTGm45ownOcabGCcr95RCC8uMGmp1Ne0PhXqCxrgaS02Bg2nMIxk5SkXponKbHistz0gZ85LQf7CfYzMVhokE3k+Tet4KU7zFK2Kq5Lyq7TpepeS8ELgJCExKGWatb976ZtCWV1jgA4GryTjWieLMNCTNSONXIONFZWUrKh9I1c4n86WB870Cwb69VHc5Gzhi3UjGqkY/RjgVtrWxCfWNrejldp2aQsuQfFmftPQ85L8QEAJC4NoTSOayuy6KwZlFr1IBxmD/xX7kcE5XGmeMDZ2he2l++XZx6UdKTjEajhoKl7CXBi1hyD8b0u7jgQ01cJ5QHym8cB/rRGlaoRbL+6mRT0ga7kTLlzN7m51UMPFFsvlEouWH5WVRAIYXGdhP53LR53Kw2T4XNa/3wX3SjaFDbZzJVsjHXh9dXkAAAEAASURBVAe2rsxk1Ays6+GHFc4aXviLZgypOCf6uByU487T5Rjy2ZC6bB22MkVhWqml7k7WPYsz3Pr1b7zR5Emk/ItDyE/h0qOXnHB7yIJfnT0nnOjgzJIMNWNPghAQAlefQLR+K0yK1GVV2uyh4n8sRtuhIfYvQ+h7fTNXPTwLespDyTylTQlLFGuXy9kX3jYNDcdi9KNGuqEd7Kde0vv1WFnxiRbFG+uAncqUSCXKH9afmQPxw2Sy/7yL40MDl4itg/OYG55TQ2h7vhRZq5TiiCZIPlQy6f2ka1MhStlXeajA93rdcG5hPHsxP6oYmWrcnOh9qw89rzej51RYYUoIK9sop1WUiUJKuprLtg7b9gzBe4H95SkXttnTtA/mox5dsWX/GWfH8chcLj3tOUHzKyddaP5FMZePautO9OynZ2rmVxrKntXqrcVZu5B9ujrdiV6OTdrsXvb9df9mrbPKh1E45mlXy1ofPedL/H+FGCcsTYJjfMQ1TtPG0MTahlUYH5rtbPPmM0DoKete4tvUYGqto5bPOhxPfZxtrZ519JVIboyqD3oqqDq81wfnu33o3NEGN2eg76/NQU1BGhr26u3Kq9qVeg7gc5NXxU+wrSb0vKUy4yw5Z18v+o450fxqT2T20doVnymmQs6E2rXidKOFk51YOK0GQ+Z1jiL/0M7NmDZtmva3bkdflBihh9w7a7BwQ/SlzaExE9ijfMVr2yKvdQJJpzKKjyaphk56Js6SE5GGPnTDF60dWlPyGbbm/oVo+zCxGySybB86NyzEup3xxjVrodfhdjybaQGvPPQgYvooC6ShQULlnYfVCni2Uec0jzqGx0h1Tv05lFHRQEJ9o/dF3fWtZozfHXYyZFc3mOxoDxpjHNltepN0hHrHCUknO0JACAiB65SAu4t9Y3TPVHq/GzQAPe7u9VeH9Kk5/q2W/tD/icor0vCxZizXNB5PByhNhptyvV+2+1v7+v2cdRv0JhaGamQ3vWeZnqpCzul9smmEeNRJL5BmOZZ4yh17zna93w6JY3h2CzdarBuHDhrKVYZq9zeartT1sSRnTX2Ep7YRupvnt2FtrNHqRvfqXcctI46qu+Fq3RyTKl/sCnp8jCVPAuWPHGz1lygj1pbyS2o7gnlbeMimEBACV55ASF9jKc7aH2mHz7NfWG8+h0Z5Vo3VL2hGvy39lBGvw20pLMpmRPlR4miHmB/nrfkjjGirk1FkGv94v99h7YOUQ4+hfj9VaiF9e0Q/iUp/x3GL8WTyqLOMMyHeHA1ZQ9hGkUWXXxn5t/Ax0po/vY2Gt0Sjz6xu6/X3trGf53uG2WuPHe8IOORSfWvO+iZ/v+Yd0JIvvWYqo/KBvleNDaMj/vqAMX765+LYEDiv8nmuVcsnh3XvVw5goo6doc4WTLkjx6fAmcDGlDM2czYMwIePmZMe42Nc43hyh1x3TSYyIueoznditAvNCH/E80RYPp+EXVPVlo/rztrMuo9/3GUZ7+m4R2vC4/7eV5Q36mB7yFmzNWisP4ZMJl7rb9znLUYOvoOyvJX1keN91HalSrlEOcP6nLjt2lqhG2TbdO6g3ZdRZA54AKY+oZ/PXfXWZ+Ao8dWhcGcLMaIldHj8uOpLouhCEko9dZEGt6s2HsX5i6WI8ePKgQoCXnUtp0I3jX5lq/K4mkCIVrbyrIowj+oJZHVNo4Qb0J+mpCGwKxM4+8Cr1mrfwS9sk5xOahXIvYd2dJarr1wq5MCeS+P5xpTqklcG0UFbOhKEgBAQAjc9AX5J19Z/XEZ/qmyq8Ju53i+bwNTXo8vJ08znSv1SPi/lttFmS1S7MUa5Pn5RVMtjYtaFM7eUPTYVJWYcI6+Qn0TKZ95qpkM8GUPylR0hIASuPQHj3k1m/zKpfuHaSx4qAfsfrX+7I/Rw+J5P9VOqo7yWfb7GnPPg4rwf+Lycv0UjzzZVpw+bMS2zE4Pnu0KMy3sZZ8J+N5H+OxzSZe5fU8aXMcZfU7ktzEOuu+V43E1ea2UPcMLngLiZGBGm4nkrVllTIec1aNexqjMVx328v5Oi3N9m3u7XSzF3lR3jVIFrz3DmiQl+h14tRtbLJRg/mniaWNnp8mFS5cfK63KOaxx+Y4efdYoZTrKvvJt95ZfsK+P182xHWogXj5Filq3ySCC9XtC1/3/hQuj0wysrOh8s+Ghx2SHjsXr0NvqQv1ZZCrMowl7sQqsowi6br2QgBITADUJAvThcbojWL1/ZkeByJdYG2eQE7H5oL0wTlUZjy5dEkHzils+8Zcn+RPDlnBC4TgncLPcux4dE+jfbVIwjl3spNebxM9EMxBvR9CU/9CJsvrwZx+P3zQn03/FFmVSMa8r4Msb4ayq3hbD1ulsOx9/kWB33OSB+LnqMK3mfTIWciTyXJFrXScTznuyjKYgeuD8eRRI9lhcssyNPeT83w0Uv+vZ2oKfPRRtwtGv4sB0lD2WG9U2Ms0fFcWM8KQ0FK8uRT6dGsYLyMrp5FT3Q5qag9XXG83E5+Q/sSOWnXdfBHvS81Q839RuZDxaj/Ik8JJNNINyVpJXt2tPMpa16eflPlMK+IDUQRZ1z31WMEsOUk3nCtZPLIvNWIS/dPBL2y+XmPWSh6uql3fQC+yqUWJx1hMXWdxPg4z7khPPtXgxxOW5mTj4929qRQcQeLstt2+XWlgk3v6q8yRbDHiYzznBZ+evKPNUoOl9tRmryQlSuzNHSdn2SgcrHMjG0tw093gw4VmbA+fsupNF7cY6BY7JlK3ajNDdgv0/PIG77iArl2h68ZJthV1vsvDVN8I+NYvA4jUa7BjFC7zkdG+1hN9fVlkrKEwJCQAgIASEgBISAEBACQuBKEjBtJeXvsNgOu5IFSt5CQAiEEPC8vRkpVIB1jiYj60E6Mfp4K/LvTqH9WE7HU8HrwurbUpCvVnNl5CAnbQzlBVlIsjfAYyqxlfdYu4qzGr2fMc2nThRmplCxVs6daOp8H+0Y9mJsGU/TCYjr+CD6XFRq0fuoKmthASfKZGShICcF68rykXIbHVCZZan8qJhbR/t2CynTeFIShnavQzGd+a1+3bRz5UN/7WqUHg11xqEMzfWXlVNGzk6NFujVc1rKXBT+xoWMBwuQk+JG6YNzsfD5CZxLJcCn5/mFmEul3mhyBgryMjD0cjHmphTTSYoPgwedqNmp+j9ycPVRWTYeIZmbNtU7N1FxyMlD7uN0LHFqVLNzNna0AauX15DRNNqKLMe6Ph73jaHmaXUd9DpOvmydXfFBnV3c9hEh7XVy4Jou2pTChYAQEAJCQAgIASEgBISAEBACcQiMfTLiHxmLsGAcJ5WcFgJC4PIJ6PbdcsLsQ40ODRo208b9rStpPyp3a6gt77Fezf5fzvZ+TQTNdhztWTX1WewV0v4f/YfTbFN0O7oq4UhbiWabNliPcf9g32DAzqB2nGXRCYN/a59uAytg93xNhyXeuL/LsFne9YlKFcNGoDpusYun2zSz2Az7ctTf7xoJisOt0YNbWYccf29UE1wJ8Dmv7C1S/jAbXiPHBymNHiI5hIig73zcSjloR/jL4LnBNsNWI20zjih7iSpotugMu++XVLaVXbz2oRd5PfwPtxl2w8wMu050hyKGEBACQkAICAEhIASEgBAQAleZQHJ6BpcLRZs9cpUFkeKEwK1I4C7ON2rvQJ/yZmjMvkq9JxOpalkiZz1t3UkT8686kGFdpqg8kB+sg2tDA9xcItj7MmctPbcfldblfamM46pnJsYMsyhsfcoYXEgMGzIfyEQybeR5TtGT7hnKdAeX/uUCrUfdRg5j/K3GCO2GBRdy2mD/aT19kkPzPmpEnPzP9FTk3JeheT11q/LpATV1AZc0ckZWPz2/R4RE+BjcWtsND+VGJhkLgstMIzlElEQvksaMMStOzgIDPRRTQYiMaHYljW71ssqeqH1EinndHBFl2HVzKUQQISAEhIAQEAJCQAgIASEgBISAEBAC1xMBGyobe1F312YujUzDtNumoXjtZjiP6Yon35lBqoGA1fcmYdq0aSF/KQ/W8Ew/vH93o/M9YKs9K6JimlOPiKMTHfDC+Xwpps1IQVrGXKT9o5KJyx+Zf4bmQUGlpTZoWQbSrMo5dXg6bZlx2WX4wkh1KuFwYQjbuPwyKSUNczNKkZaWwmWT+VDWuqKp6xPiczETzX2tyPh1Oeaq/Mhx3fPNXOoYRbmWsKBmRMUiL7oiTEWZfrllT9w+TCmux19Rhl2PV0VkEgJCQAgIASEgBISAEBACQkAICAEhcD0QSM9DtdOv2/Du60KBrQPFOXOxbo+bjgtSNAnrnIMYdY9g5OPg3+joKI85kTkzGVzGCDftfoeHiTyFh8dV++6dz6J4E9DrHgeX3ul/X46injPDrBOiQCP0kcGLcXXcmG2mnQ9XmNE4v5eKtVih8+ksPIsmcMkhy+7Xyx/t5cyw6CEhPtSipT6wCh2sz9joCHqdrcDu1ViYkYLOU9HzndTRqCyCOVx22RO0j2Ap19+WKMOuv2siEgkBISAEhIAQEAJCQAhcMwI+uD8cgoceymIF984aLNzQGfriFRHZB+eGhVgXMNYcEUEOCAEhIARuCAI+r6FmSk7lEkU7qrb3o5UzrHrVzKU5OVyQCHTQyH3qHC5nnhf8G3P1cxZWMmw2zshaz+WJZdtoED60ykNH1bwyaoOiTasKjart+bxqXlcB8uZYElChFarA4rn3GtBzKjQD77ut2gyy0gVpgRPK06Q1uPfUUdlFcej5NjL4MKbGhmX5YTOtxrWZYVErkQgfJb8x5iSnZiBv2SrUHx0B7alhlMtBrSGaVNbz2nZCkYKpLrfsCdtHsJjrbkuUYdfdJRGBhIAQEAJCQAgIASEgBK4ZAS6BKc3MQuvJ0BeQEHku0lPXS7qnrpDjYTujJ13onUCpFhZddoWAEBAC1x+Bi0PIT0nC6pcMe1b0bug54UTHXi5LvDOZ8mZgXc9WuDYVopRxPFSceb1uOLeU0nthMfoNRZr9512cHdaArNvWaUssPaeG0Mbljlmr6IESnXB9OEGfa6GSkq7mmK3Dtj1DVCBRllMuLltMg1qQOeoxFkDa1Gw1F4ozFqJ5j4t2xdzo27kNKXnrqMhqguOhVJ63oeAHlcCOYuZFD4yUx7ljHeYqj5gMzr4h7Ve3kbYarW/3oe9dN9Lu4+ENNXCe8MBHRZX7WCdK0wq1uN5Po9UhPh/fh81ImTENDUpWxYv5uvZ0kgqQYlOMGZQS8b0+ON/tQ+eONtph046G/tOOOemFsw89rzdTGci8osUzdJsq8WWXHbd9+NDMZaUNJ6KxCRX/qu9dD1b9RQYhIASEgBAQAkJACAgBIXBdEKCXLeXdrGkojjQWb13RY1q9bUWPIUeFgBAQAjcCgZGDrf4SeliksiLwV1LbYXiT1GswcrBJ84gYjFPp7zhu8RzJaOMf7/fT0H0gD+RW+3uH+v11zNf0OhnOQ/NCuczizZERehsND4mGPNVtvf7eNocf9JioHDqO7q72Y02rv7enKVgW49qfaw2R2U/PkE1rLPKg0t/18ai/d7td82CpOYekp0qqzPR8lBxfjoSlsftb+/r9rcwnVh1UnSbmM0b56zSPmEF+8Ne1D6qkWhj/uMvCt8TfG4pWj3R+xF+3LFif+oOj/lEnWeSG8vOzDpzN5286rmp4aWV3rSfPRl2+idtHqHdOXdBr8z/cm+Q0JcZV18BJgUJACAgBISAEhIAQEAJC4AoRcL/rROdbvXDTTkpOXgGKHytA6h2WwtSshV38eu7il/+7MpH/sB32BzL4Bd0D56vNqFlbg4zaJtjT01D8A7vuMc2S3HPMia5P0lD5mJqhoAfvqT507OnRbOKk3V2A8h/ko2dVEuoeHkT/mkwzGrwnGW9XD1yfjCLj3gLYl9mRmW6safG4OIthFKU/tGPsXc4KcPZjDCnIX1UO+wLOZKDcbTua0UvnYBkZ+ShnPM2bWyB32RACQkAIXEECnBWmZmPZ7uDSxwhbW3q5PnVeGbKPcV6LxTiMxXwuQ1ZNFiD5jjhlcWaU5omRMsWU2euFb3oy87LIo2ZUTVgH2hZjHbTyzWTx0jBeXD6cFeZlPslkPGH5ZplT+Xu5ZSfQPqZS3MnmdeFC6FRtWSY5WYISXwgIASEgBISAEBACQuA6JeBF89ppmJtXjCEu3cnPSUPnqkKkzShGzxlD5DNOLEyZi+KdVEY9WEDvY0MozpuLhTuoGDvTTyVZjeYZzfcJl0K63BiPUtOxozVYvZwe0oxznkMNSKFyavWGXiAJ6Hm6ECm3JaF0J5VWlpcp16urkXJ3Pho+Vkq6HIzt4hKhf0zCtrc9Wk6+z/qxem0xylexDg+Wws28XL+mseh709B2qAfrKHd5uwfJF1x4lvHSfqb8l0kQAkJACFwlArSjlZwcWxGmpLDFU06pSIxzWYowlYcmSxxFmBZPlymWIkxFsbFOIYowI536iRmorApRhKmIlv4+Vrq4fFS+lCeRvGKVccnHL7fsBNrHJct2BRLKzLArAFWyFAJCQAgIASEgBISAELj6BIZepXLpaTe63P2wzzHL99BeSRpWf1qPsaMOjNI+TNZazrzyO2jW2QgeN5VnachM5YsV3CidNhf2IT8q7zEjhP4Ovco8Xi7B+NFK2JSNsRlZ6FzThNGXKwMztfp2lCJ/bSdKXhlExw8zNbssSZmrUeccQfUyzkIzgh7Px9letKfjaYaKA5qjHjxfh0w1S4H5r2P+yopN5Sv9aPqhPhttaOc6ZJWNMl6HHs/IT36EgBAQAkJACAiBSAIyMyySiRwRAkJACAgBISAEhIAQuOEJcInj052wN7ZaFGGqUqmobNtPw8M02nySu9qXeyech9zaUhSt2vTepSvCuKct3+HvRXPelxYj5j/vyR7NyPH+2qAiTEXOW9OM+lwuiVHLZhhce6jOym1ClUURpo7nrWlAHf2Qbd3rVrtaaDr+bFDBdQeXca7kYRp93moowlSkzHuVUsxiBVkdlCAEhIAQEAJCQAgkRECWSSaESSIJASEgBISAEBACQkAIXNcELoyCixThXJuFadOmhf6l6J6+xmgPJfMHzWh9zobyB+dyKSPj2ddp3sYCqi81OWwSYfSoWqq4FVk06RUauAzoLvOIF4Nvu6iQW42kcNmm6V7Q3J+ZEtiRf09gzhoz8GGcZk7sT+QHZ7KpbFOztMxFHaZhkH9CQAgIASEgBCZFIIFVrZPKTyILASEgBISAEBACQkAICIGrT4Du59NUqbVdGOWyxHGrlsiWhKSLtP51J5VMfPpd9UIHVtV64T45hL49rShfvhCr13fBv90+abltnFWmllaORxhOtinzYRjVcqRs89TGVgx+Ug6bz2KJbDplm8796ZTe26/F1iZ8WQ0560dD/9O2y+SlDc1C9oSAEBACQkAI3KoEZGbYrXrlpd5CQAgIASEgBISAELiZCEzPgH09K7RpCEjPQMa84F8KDdP3c+KV5lGSs8O0QM9hGffkYdXGeoy0lQB9owGD+OZ5PeLE/zNylEqqAdt2sVxroK2v3r1BA/oLl9GRPVoxOj01RLYM2xj6j3uRrNkrs2Yg20JACAgBISAEhMCVIiDKsCtFVvIVAkJACAgBISAEhIAQuKoE7L/Yjxw8i7SyBgyd8dKFvZe2urYhJacYDUeVEsyH5hkpmLa2Aa6THs2el/eMC52/76TWKkVfhujTp5T1HXSi7+02NL8dtOUVqIxhB0zbT7djf20OGsqysG6HE+4zHgwdatOM6iuj952uIU3JlrpsHeeFuVCYVgrnCZZN2dzHnChNy0LxS/269S9rvoHCEtlgvezT0HDCUPQlkkTiCAEhIASEgBC4hQnIMslb+OJL1YWAEBACQkAICAEhcFMRSC1Ar7sXdT/JR9Y/rjOqloOt7YOoWpmp7ZfyvOfnDiy82zzPwyvr0N/I2WEq0GC9o9aO4rXFaOZuyfZeVD4U9P6ooqSk6x4d1bYKBb/sxf7UZ1HINEoBpkJ1Wy8G7+hB1vJmuF8oQc4dqaj6cgTJm9ah+F5tQacWr/JFLuv8qV1XxCUHj2snJ/Pv08lElrhCQAgIASEgBG5tAtP8DLc2Aqm9EBACQkAICAEhIASEwE1HgF4hYaM1/FiffjkLy6uWTHK5ZHI8+1yJwmGePs4ss1nLVbO9wmW46ONMMBrYV/mGn0u0LIknBISAEBACQkAIJEzgwgV6o7EEUYZZYMimEBACQkAICAEhIASEgBAQAkJACAgBISAEhMDNRSBcGSY2w26u6yu1EQJCQAgIASEgBISAEBACQkAICAEhIASEgBCYgIAowyaAI6eEgBAQAkJACAgBISAEhIAQEAJCQAgIASEgBG4uAqIMu7mup9RGCAgBISAEhIAQEAJCQAgIASEgBISAEBACQmACAqIMmwCOnBICQkAICAEhIASEgBAQAkJACAgBISAEhIAQuLkIiDLs5rqeUhshIASEgBAQAkJACAgBISAEhIAQEAJCQAgIgQkIiDJsAjhySggIASEgBISAEBACQkAICAEhIASEgBAQAkLg5iIw3VqdcFeT1nOyLQSEgBAQAkJACAgBISAEhIAQEAJCQAgIASEgBG50AjIz7Ea/giK/EBACQkAICAEhIASEgBAQAkJACAgBISAEhEDCBEQZljAqiSgEhIAQEAJCQAgIASEgBISAEBACQkAICAEhcKMTEGXYjX4FRX4hIASEgBAQAkJACAgBISAEhIAQEAJCQAgIgYQJiDIsYVQSUQgIASEgBISAEBACQkAICAEhIASEgBAQAkLgRicgyrAb/QqK/EJACAgBISAEhIAQEAJCQAgIASEgBISAEBACCRMQZVjCqCSiEBACQkAICAEhIASEwHVN4PPT6N43HFvEi2dxYOduDJ+NHeWGPXPxNGpLqzD8+eRq4Dt7GsMj1wjIxWHULl2C9o98kxNaYt9yBLo3lk++nXx+FsMfnYbv4i2HSyosBIRAAgREGZYAJIkiBISAEBACQkAICAEhcP0T8J3uxorSAzgXS9QvvKh+uhwHzsaMESvlDXDch337+OI/SUlP71qA3Ow3YzObZH6TjT7cPwCP74vJJpP4txQBH84e2Q3vxcm1E9/pN5H7rQUYnlyyW4qsVFYI3MoEpt/KlZe6CwEhIASEgBAQAkJACNxEBKbbtMrcHqtKPJHKc7ab9AlY1W2ywfYPy4GFNsycbMKpiD99PlrHzk9FTpKHEIggYLOp/qAItpgdQkQSOSAEhMAtROAmfRS4ha6gVFUICAEhIASEgBAQAkLgkgicfb8b3X+bg4pl8zG8rx0Hzs3B2pWLgHNcbrmnG4cHuOTyzvlYXFCEovtna2Voaf6SioonskPKPHt0Nw5jMZbfP0s/PkEe1oTnRg7gzT8noUKVGxLOofsPbyLloQos+ipPXDyHI2+9iQOHT2E8KRn3facIy/Pmh6SIuqPJ8Sbrcpp1ycbSx4qwNEuXUdWlfQ+P9x9Gyx+AWfNVPQ35wzI7/f4BHHj7AAbOnEPqf1uK5U8ux3xTg3Z2AC17PXj8+0XwksOb3cfgRTIWl30XRaosytD+2n/g8Bgwe85ifJfxZqm3EC5b7f7PbqQ+XIFsS7HDfd048M5heMaTMOcbi1BkX4pZXzHi/6EbKcvIxBJfz+cw7vvecj1fRj3NPLqZx/BnwPzsxShivWeb8obVLbCr6vEW6/G9Inh627G750OyTg25/oG4ljI0ObOXsoxFgfJhMnmqCL7BA5TlLJauLsNs1vvsR0fQ3XMApzzjSE69h9dkObK/qityB/a24PSdvLZh12FgVzu+WFSmtwWWfW7kCN7cxzz+4kHSf1uMpY8UYdHc6BUc2NUCz/zHUfR1H46wXR8YOAWkzMEjK8hdtS0zxGljIfdL327WybjOy3idv2m9IGaG53CAbTjJbMPmYf6e+6gbbw6kBNp9oD6KyZz7ULSM7StalpY8gvcEZxditnadln9nPjSSf+O13NnN2B7s/kMLZs3MjrhnVVYJ3c8TXMuY7Uy17SvZVq0cZFsICIFLIiDLJC8JmyQSAkJACAgBISAEhIAQuNEJePt3wFFWi6qKGcgtrUTVEQ98f+vGkvQFWLHLgzn5SzHHNowVBQuw5DUqxhi8/c/DUTEQsazQ++dylPd6dCRx8tAjGf8vDMPxdCGVciFH4fvoTaz4sQNjSml0bgBVKekoLHPgFJKAM+0ofyQXMypaMJG1r3Pvt2CGqsuOYcyhQih1fDceXTwPK/79CDP14cPefajdNcDtsxgYUIqj6Issd5PPgm8/igHMwdL8bJyi/abc9CUBmX1/H4Bj/QpUPs14j5TjNEV8f1s1VrCs9r4DqKIMlZ1nMfPz91HNePOeU0oKBi5bfZ51PPx3c9nqWbSoa/HICrScAZKSTpHNo5iXugJHVEVV/PUOHAvE13LhcQ/zeRGeL/T9A/+6hHKsgGcm5V00B8M7VmBB+goMx7EdpdXjxyuQnkIZiis11mePVOnX/1+7LUtQz6F9o6qrISdjOioKMS/FoctJMUwmtRtZ38WPwrHxQy39kdccmPetQjhe55VMAd7ZWIkl99yFxj5VQR8G/qcD5X822pFeHf14RSXeNep99p0tSM8uxG7PTNyTvxi3/2U7CrPT0TIY7foxz//lYFv6BcpT5qGwopHqoXOorXGw3CqcNpkk0Mb0+6Vav194nQ9T0Thcx+v87XnY/deAsCEbw7y+hf/LuN6BMz68+dwKOD4Y144M76zS6qMxYdtpX8/2NW8GWo4qJjEC5XVo90Qj2LiRnepFZXEu7iptxFnW6fQHh7G7bjcTD+DUBwMY+Cvv7ShZJXI/x7qWE7azK9xWo1RFDgkBITBJAmp4lSAEhIAQEAJCQAgIASEgBG4JArezloGX4q+oqSctaEQDTngqMJuzj4ZfW8HX520407HWWDq4HBXf24BhGNNUpqdyWSGg8gkJtiJk63NSMPzWjonzsCSc+c3HsRlV2PHWAIqeyg6cObDDATz1Bopm+agcWEIZK7D/ZIMxI2ojnvlxO9IXV8Lx2mK88dT8QLrAxufD+Mm3Hciu+RMO/ctS43AZvlvcgvSCQjQ+dAZrf7QNJ/7BgwX1Rdi2pSKQNHxj8f84hBO/zdb4qHPLzxdh/gwq1d44gvPPcEab8UbRvWsj3vNswnw1i2vdd1GVmovKRx5FxW8P4fz39bp9N78KuVTiDf+KeRAiaRrUyP4PP4NjF9B8+AzKsvRZTht/tJbKtCX4Y+9pLHosNL6SRQu325iPyomB9X6pbgCb/78z2PBNPY/lKyuwYZBXMN6bj3n+CXJ5Za02iwvYiA17tyC3bAVeyjuJjd+ZheGdv0Dl74CGnpOoMGZwbfypLmfhTxaz7VTgdmPJbuPvbsf+D85g0ddmcoZYC+5a34K1r7yHbSuNa/bMM7y+6VQWHsPaPF6nO7mwT1vep1cn8J9tTl/e60P3L2uRXXcIbzyjM8UTvK5rqKydq88uC6QxNmxqUiNnh31R9yd8+sxSjfe2iqWYkU37eR9tRkUWFVA1CbSx6cb98jn5eMhHXedf/3fUpixAS88wlke0w5l4fN8mVD3C+4HXO1vFV+FvB+DYB7T+21L4RtqR+zRb90v70fCUPjty47+QyUYyKfgZsj2twXR6av7X74mWhZtxYv8G4zoBFU/+E8rTC1HatBiH2G7eGEhmHdux4dfbMN+8toE8jI0E7mdEuZaqnVXHaWfWth0odqraaiBD2RACQuBSCcjMsEslJ+mEgBAQAkJACAgBISAErkMC3Tgdy6Pi/zkFNVdk9kxdSaJmGvEVGu/9VleEaZXRXpr3obvvNM6Zs2ZmzeaSreiKhqgAJpXHLDzeUoFuKkkCs3Q+H8AOKlu2rXmAs8Lex/bXgM37XghZGjgzq4xyL2e6PwbTWYQ5N9jNuhahucpUhOknZ95PpVoNULX1gHbA94U+ncpnSRu+OSuLirDbacT8b6dx+m9nyWUWlr5UBHR+GDJDruHwM7oiTGXwFS4vfYK/jzTgBUMRpg7P/4ZS4BhTuNSBQOCysh9T4i2HAoow7RSXt207fx7bnlAanQQCFWwqtHeyHVgcJczOMpbP6acn/P+nl0xFmB5t/rKNaH0KqP13NTuMS/+ebqEyan9AEabFopybDzcA+xx4V5vlpxNtONysKcJUnPf3UMG5sAGbTEWYnhBlL53H+S3kmWigwmyg800cUV5AjTY66+vzYyr7NEl4HZoNRZhWzNfms3WowGuRcBtT90sR9itFoanYooJsziNaRlH/zbq/jHdYN1re4XJcIwzs2aFxWPo1xWQ7t7fhBUMRpkeZibJfvYflbMHWdGZ6Td5dVEb+NvQ6YeYivEzl28DGRu2e8F00WnW05hbILJGNyGtpasMvp51NSR6JiC9xhIAQiEpAlGFRschBISAEhIAQEAJCQAgIgRuOgKYYiP3m6/OpZVdFmJNs1oxxH1kcfLHn4fnfo9Kg6nbOaFqgLZebUVpFe1iRyyLNHKL9TjaP2QVrKVUj3nTpywVPv9NI9cEmPM6ZTb6/fchZZrT1xe3wMD//cR56H94oVfZwmRiYSy6X/M2YEfpXWMdTp70hiqzwvK37w3u3Y0bKXZh3zwKU3zNP47JkfTe1itYZckVY/HWrjD74qJQsemxxqHH+WfdoWRtqimAxVFwMc295wfzgsUvZolH+hp5mzN5WiQXz0rW6V/1rC5fJmUsx42VahNQos4iyv7Mc4LJAfO4BJzWh4uFIOW1fp804njt9zixrOZkElaieD8hjTRiPeOJEnLehYvt+bLpzC5dGzuN1mYEV67eg+/2gsikiSbTrMJ023RhRXYfE2xgb2sLlCG2KNtzDCV2eiAtqSDF9NtZS0ddY1q23t4un0bKxGxufL9LaxdgZtu4nozChMvVxKtkOn47MWJcXcCy+K6Jtpz9Sy4IHot4ThkSX+BN6LXHZ7YxiTEUel1gbSSYEhAAgyjBpBUJACAgBISAEhIAQEAI3BQHbTLWMiwbC/2IqI0KrdfoIFTjU4IR4l1MKDmvgTJeyX7Xi/NgZnPjzfjR/hy/dZUuQzhf4QODMnPBw7qzlfCJ5WDPgrKL1VUD1S2q2Fg3nl7Vg+Stl2sJMm01p7vhyf8GaQN8+93c1Uye4zFA/qv+3zUrlRjbe+PMJnBgI/Tt58iROtD0eqqSyJrZuq2VsZdXYtu8EznOG1iH+qd/9aiZTuP6FupK44SszjRlJkTGV2ujUqejXLiT29NtDdvE5mVmOqNlIrZTxzMkT2N/RDDhpH+sb6THtWlmSapuR6hcqjD7XK/cFl7mpVuaJZl+NcigkQfUX01iY3E5dYfdJT3hxkfsRyrhztFVnifbVRdjYwetw5iTe63kD37HRvty3F6Bqb/gFsaSJ2JyJWVx6qcKltjE9NTBzFtvCBCH7iTU8W4UDnDHnG3xTW/L73XxFkXgIe8Cjt2PtQOAf60ytY2oQZuCM7Q5dm72p4z2c/CCybZ/8oENbghtIEG8j3v2spQ+9lupQQu3sCrfVeFWT80JACMQmIMqw2GzkjBAQAkJACAgBISAEhMCNROCrD6CBs0mq1v9H5NLBs0dQzWV4qPluwMZQ1KpRoaGF6TMx++uLUPaMsh/F+T604K6foSJm30Co4fq/dkPNtpp9h5Fj3DwiS166ikob2nXave9Nqg2y8cwjxrLAr2VjLaM/+tvusERn8R/PUoNGe1GajS7tbFDRMvubau3aAN732DB77mzLnw3Heo8BydZZXFYFTmgxPp9SDWVjseFN0zw7fo7yRFEimOcn/csZRI/8CNhS+v9EXLuBve2BmU9KDTbwQahh9e66Qh69PaDkPMeZUCrM5PLWRY+UYduBE9qMLc+FBBRtVKu9+HvlYMASuGx1u5oJ99BszKScy5WctL0WWNZqRD3wu5+ReEXYDLlgPvc9tpFrXx9F91+Dx9SW5tWTbcqUrvvwqZAIp/e+iGoesRmKFd85Q11H5e/8+4uwgUtLm7VZVNGUSiFZRd+ZVBuLnsWER2ctRfMTwItv7Eb776u5xPS/B2x4LbazdSsmYQ4kzr7zH7wPgLLvWJfHGkpQykuSnEnpwayvWdv2bHgHjtFBwEzDvpohlZEsuowJ3M/REyJeO7vybTWGYHJYCAiBhAiIMiwhTBJJCAgBISAEhIAQEAJC4PonMBMVW94A+quxgJ792vcdwcD7AziwqxFL5tFjo7IP9iPdSLdWF9MmWKBiPrSkcmnd+kYM0B6Tj+fP/W0Ab/4nlWizk7WZVPrSxEb8gvajTv/1NAb2Me9vrNBy2L3vMBUa8fMIFGfd+DqN2D/SjfJS2pWq+iUWmboqKl9+3rGJCoMVWPGrdgyPnMbw4AEqjeahmrOFWn9FRZ0KnLiilF+NO7sxcPQIznK2zp9qslFbPA+N+4b54k5rV3+lUqeChu8rdsBr1l399h9GN9Psfq09QsGjz7YbwIsN3ThLJcy5c6fR/e8r8KhaavmZsdTSzEuJMJmgyRxMUPTsn6h224IFhbU4QIP3pz8awO5/L8eSskq0DFMBxGVl36VSpbHiF5py7PTIAFroXGDF71Qeu3F4kPQ/ooOA1Blo5NJWJa+aNTaw903NVlyyjVAv0jvoDDpJMBRmwdKDW7s3Fuqs/3oWp2l7rSp1Cd0sZONPP16qRSr6v9nGUIsF392CI4O0o/bRMNr/VTEZwNqWn+uKnihMZj3yz3SWAKz4BvN7h/UbGcaRXdsx79v0xPmHYaXOw9Lv0ZEBnThsp/yn/zqM7teqsKCMHhMZuo8Ma/L/X+l3wfE7tj9lE43LS89Sxjc5i2r2P+gzprTIk/mXaBuLUqfEirGhaP02DNSUU27glyuC9+CshzdwQTCZ3LOCnkcNJju3YF4x1X8/asVy0ykAFa9Vv23HkfePYPjsbPxz12YM1D2KcnIItkt6oSzltTXXDWvyduNwzxEc2NmCA39lewgL8e9nJohS77jtbCraapissisEhMDUEoiYhDu12UtuQkAICAEhIASEgBAQAkLgKhKYW4RPP9iPl7a8iMpSNWNID8uraAvspxWYbyqZeDj5v37TPG382vA4056t+RmWZKt5KUZ4YhMOvWQoneaWYT+XMxauX4HdNfr5bVyuVTTjABY8shunPq+In4eZb8gvPe/9Mz3v7atF8ypd6WKenvXIRpzomoWq4krkbjOOLqS3vD9vQpGpLPhKMpZTUeSgXFxkSa+OrVj6L/8b+7/6IgpLc7VZNipl9lObcejMBmQbHGZ/Zw2XLVLRVtDCs8uxf1kZZusr2PSCvlqEk/saMO+RYH2zq5pxqGc5HAWH4aFSaZa2PFWPPqn/XHIYcgU4g+h/k/+LPy3Eo4u3GFnRMH37e9iwbL62v3wLDdfvorLq21RQqvDUNrx3sggHyhagsfcUKn70OA28n8XPuLTVcgWxqeU9lM1l/CiKDS2fwD86GBjYgHc35iL3G8bBhRV449UXsNTkQiaffvAnVP/0URQurjUi0dA/28FaY0afrkQMZGpszMKGsRNIrquCozg3cLKi7g288EyRtrxyNttawzst2tJcNRtMOXh4Y+AkUmiYv3AHZ499vwKt+5rxi/+xAgvU9CgjLK9pxW+iOhngsk5V7zghkTYWeb/EydRyemZOEZVeVah9qhlLv2o5QUXcRs8JzPpVFe30BZmspVJ70490Jmre4j2PUUm4ngxeo+H8w5+i4jsbcGJfMj1VrsC8AAeyOXwSyw1PpLbZS7GJM+YcRj+wbV8Rln4tbN1lAvdzdpT2bft6nHbGKl52W7Vgkk0hIASmnsA0P4OZ7YULF8xN+RUCQkAICAEhIASEgBAQArcuASpNzqnljlwuOdP0nGelwXPnLt6OmTMtL9dK0WL91BwvD2t+CW77aJz9i1gyxcqDcvg4C0uzlWaVL1b8aMeNutxOm1+2S80jWr6xjnEmG6gsC+FpiXuOHOLKol0jLpekzLHysWSpzSq761u78d7YG/rsLsqg5hLZvmK5xtYEajtaOwiPE21f83Ro5BuFZ9TrHNG+OFOPtszicohW/gTHopY9QfwpO0Umqj6JXi+zXB+vk22CtmLGm/A32nUM5x0rgzjt7Eq01ViiyHEhIAQSJyDKsMRZSUwhIASEgBAQAkJACAgBISAEblICaumbpgzzUBkWTQF6k9ZbqiUEhIAQuBUJ/JdbsdJSZyEgBISAEBACQkAICAEhIASEgJWAPk+rW5sNZj0u20JACAgBIXDzEZCZYTffNZUaCQEhIASEgBAQAkJACAgBIXAJBM7SQcFMeii8KktBL0E+SSIEhIAQEAJTQ0CUYVPDUXIRAkJACAgBISAEhIAQEAJCQAgIASEgBISAELgBCMgyyRvgIomIQkAICAEhIASEgBAQAkJACAgBISAEhIAQEAJTQ0CUYVPDUXIRAkJACAgBISAEhIAQEAJCQAgIASEgBISAELgBCIgy7Aa4SCKiEBACQkAICAEhIASEwLUlcHpXLZZs3H1rGFcf2Y0lM2ox/Pm1ZX5FS7fW8eIwapcuQftHvsSKjIjvw+mPhnF2EryO7GzHkfcPoOUPRxIrc6JYEfJMFFnOXSkCZ/t2o/voEex+rR2nL16pUiRfISAEpoqAKMOmiqTkIwSEgBAQAkJACAgBIXDzErj4PgZ+58EXN28NAzXzXfRiAO/f1Iq/8DoO9w/A40v86obE/3wY5d/KxR//ci7AcOINHz6sr8Qf394Nx44PkWiqifJ8n/L7LiYu/0R5yblLI+AdaMGK9gN4cX07vHIpLg2ipBICV5HA9KtYlhQlBISAEBACQkAICAEhIARuSAKzV76B80/ckKJfstC2S0554yTU6jh9PlrHzicudHj8222YzdTJtpmJ53Fn4lEl5g1CwHY7sr9yO1Jx+w0isIgpBG5tAqIMu7Wvv9ReCAgBISAEhIAQEAI3FYFzfx3AgZ4DOPbBaeDObPzTysexaK6hpLh4Ft1/6MacJyow+9wRtL/+/+LUeBLm5C9HxSPzyeEcjuz8D/zxiBep6XPwyPcqkD1Lx3P2/W50/y0VFcuyA7zOfnQE3SzrlGccyan3YOljy5H9VV2FpMX/C+M/EYyvEp49uhuHsRjL7zcyPnca3Xu6cXhgmPLOx+KCIhTdr1QrCYR4aS+yPm+9iQOHOeuJ6hqV9/LvzEeokotx9qo4pzCelIqlT3wXi6eHxgiXZGBvC07fybzMOhgRBna144tFZVj0VdZT4zWHvOZjeF87Dpybg7UrFwEBmU5RpiQszl+KooJFmMm3kivHLE4dVbv4z26kPhy83qpKw33dOPDOYXhUG/nGIhTZl2LWV3jCGv8fVJvaDbY2dO9qAb46C0XfK8KsOG9ZyXMrMP+/ZqNiUXKI6uT00W682XMYpz8DsheRjVmmEsgIKk434yi57mHbLSsAjNZkRtF+T1P+blP+bOb12KLYcp0dQMteDx5/qghgu35zL9v1GDBn8SMhbV5lfG6E5/cZ7X7OfShathzzTQGMeyyV91g2hrF7VzeOnfIiec5ifPf7MbhY7svUswfwx10HdOaLl+Lxh/W2Ya1YwuX7htG+6zDmPFahtUmcHUb3Wwdw+CRbXsocfPMh3mvfNG9wvf5F4TKePYKWXvA+ZttVYYL2a/sK79/UZKQ+xXtM9GE6L/kvBK5jArJM8jq+OCKaEBACQkAICAEhIASEQOIETu9yIP0bS/DiB8A9BUuRfMaBwux0bHnnrJ7JF17sWO9A7tMrcNc3CrGbCodzx2vhKM1F1S4qxzamo/DpduArZ1Fb48CSebUB2z/e/ufhKBsILGk78poD875VCMfrp/hiDbyzsRJL7rkLjX16WVr8imB8sxbeP5ejvNej7/6tG0vSF2DFLg8VcksxxzaMFQULsOQ1KsbihXhpzw3AkcL6lDVSo5GN7FQvKotzcVdpI86a9oyohGgsVXEcOPx3FvjZPjz6rXTclV3JnVhv8z4M/E8Hyv9s1CEgJ49XVOLdv+uL/rz9O8irFlUVM5BbWomqIx4u4zuLLZpMuzFz3j1YPAfYXlqI9MIWbUnmFWGWSB3ZLp7/sWJgLlg8ixYl9yMr0HIGSEo6BcfTj2Je6gocUZfXGv//HMO+PbVcVsrDZwYwMHA6geWlNizf0kDlYAUatiw3lJPn0LJ+BhYUrKAKaQ4WZ6dit1Hmgb8FIOPI71ZocaooSBLViZVsuzNSckE1nCWcY1tmXqb8oPwVhZiX4tDlt8Q0N31/Z3tZvwK/2LgC6WzXjVQYnRvhvVG2hPeGUvXpYXhnFdKzjXafBLSvL0fuvBloORp6jzl4/8xIz0X5q2zLn7+PauY977luM5vQX/O+TJ/Bsh/FPjLH54dZtmobWwL3oEqUaPnP11VhxrxcVG5sxKnPfVRCt2j7K35MUilJOPWOAyu+PQ8rfqfbbNPr/zw8X4SK5vv7MbI7pt/3cdrv7JWbsO1HFdj40ibMj6MMDS1F9oSAELgWBOQ2vRbUpUwhIASEgBAQAkJACAiBKScwO38D3vtgG+Z/zZjZtOw8Hpi3BIXFf8Ta8xswk/odbR7Ivm60/vkMln9dzRh7Bks3FqOcyoLGp5px5nwZ1NHNq4pw17fKceCjn6Mii/lNTwUW6ioi32ALCte3YO0r72Hbyvl6PZ55hoqBdFR2HsPavKKQ+CEVtRVxxowu3/BbO6hE2YYzHWu1MgHOUPveBipDzGk2ISlDdiZO66MsS9CycDNO7N+A2cYTf8WT/4Ty9EKUNi3GoR9x3s5//gxV+4CGnpOoMGZ5bXr2CMrnUVEYUlrYDpf4FdkMxtZT5GMz3y6+ourQgkY04ISHM/E4o0pxq2Xt93vewCI1w4qh7PsVGB5hOrVjYax2A+EymCVUR7YLXt3AjLnhP/wMjl1A8+EzKMtSrQHY+KO1qEpfgj/2nsaixyzxv1aEbR0n4JmxAEXrt6Hi61r0Sf8b/sNP4HgtG298cAhFX9OTl33/cbSUzsOjqxpx5sBa3P4R293GblS8tB8NT+kzlTbW/BwtT8/T5DULHd75C1T+LvS6bvypLn/hTxazvVUY7c1MwV/jurUw3Z8++BRLtXtoMx7ZeBdW/OEANnOmF/5/9t4HLqrzzPv+ddc+4pvwAE/iDlnZYCwrxrBOoxQaw8pnpWE2avBjRZKWdDaVxCZL1U0IbTeyfPIhmqeV0ueNlsZiydpZTRv890qMdmigDy7RQoxxLP4ZX2ociw3zJFmZV/04bnke3t99zpmZM8PADIb497oTmfPn/nPd3/s+9znnOtd93aeaqEhuCC//u+z3VCKXzX0O1r4tsBrXmHOTA2ve6saKObqV4z/MrUFWiQPuF23INNo+WLqRRvX/3ScakW9YV658yon5s6j8q8vB+e/mwz+K8h0b2PPautmvWb7m060ceJrXd61+fWNlJVZQsZe99FfwPBmwmEsN9oGgbIaVJEWE/6Rz5P4bTCQbQkAI3AgExDLsRmglkVEICAEhIASEgBAQAkIgNgFLpqYI83m98JzxwktDn8y/W8Z0+2gdoifv50/R+oOGIkwdS+J0NKs6io7Vxosy9xKmZMKmTkdxmX/kTb5Yz6xHdUARpsVLQsn68zhfq6fSDsX6oykgWuA84IEvYK1lSeeUsyiKpsi8RkrrO4J1VObUv7osqAjTRczBT1qq4aK1jIfTvTo3UuVVsTuoCNPiWBjnnTpuRpjIRJYfa5/WPpxchoOv6oowLbomswu/2tOltY1+zILMqbGVf8HiRqp3MFJg40rqyGmPzzTDVtsRVIRpuSVZUXf+POoWRZnCSssjjRaZXlkwylzfGFSE6flYYH9tN3CoAk4qDN1tSkVZjWpDEabFGcc4VI6pHqwHH9qXOmBd3RrerpR/TWc90FKO35oszQKpAr91bVRGBZTJVA1NtrI/04JShSNvrmO/r8PL5vJ5/ZS8yOuJ6lPHPt2CTLW8rbY1qAhTadO/MJl/h+9TKk11y4+CijDuImmqDVscvH5XN2grm46mfPurB3VFGPPxHmmmdDZ0VIWub5V/5pI6nD9fHX6NqBPDhbHov8PlLceFgBC46gREGXbVkUuBQkAICAEhIASEgBAQAp8FAR8tN4oTOdUqIwNZ38hAhpp29SAVV5zyF1Avqddx2+xwhYb/Mqd4zaTFim4EpIs2LhlzuOXX98L+9nEapu2p3KHWNWGxYu9kPlaPxorxKCvMQlpKIhIXV9Bv09CpldFyGimt/+wJbdpeee5EJJKH+V9aYQ2zc6H/P06j+RAt4GzThmQ/PprV15BYsQ6QdGGuZhEWiJkw1Y7W16pRu5RT9tg2iYnFqKUPN88odEgj1TtQTvD34hXUccBPyzyqRudmBrOJuTE+ZoyRI1zsox85+hxbzimPEe2VmLZAS9t/4Q9w/cJJxRD9lkXmdluS5sBfO8y8aOwH+0ND5U+YSl91POfxDQfchvz7zRcBFwX4Qm6wtHOcBmr9WpR+T19ZCwuBTo9+tahrrGjujGA6bYNKXhWiXU/quEpjuSO8bHU83arUfOosMJryc3NC17i/7zRTF2Ly0OxVtnGHsei/cRcmEYWAEPjMCYgy7DNHLAUIASEgBISAEBACQkAIfOYEBjx4gVOqQIuUj2jBc76d//jb0xbFymlAf7keWaYkJM+MHmM8X6qd9KkUM0RZMdDndYaS0aqn5MUtOH+uF93vtaKR2jfloymNU+FihhHSJtyerCWv3n4QPUe70e0K/evp6eGx7cj8r8lQ6gpP31D1RHCq40hCaFYy5gg+9FO5FhYMiyLzsZwllXq7HD2Iba/Nwa5nOA0urSLkF2osmY2/sjoqxenp08MpjMy1GaNtypmqsqrahp4TobbS2u2Eaq9uLPzCX4FGe0DPuZEL5cqWSlnW9/HQdsVFn+boP6AYjppRxKWRdAdzM9r1MrN09SkbrsjAtqcGLtWcceQ1dluqYWkZmVbfV/pEf2Qadcyohvq58vKVYPRZx78jB0oRodi8/IlSlIdSxey/oaiyJQSEwHVOQJRh13kDiXhCQAgIASEgBISAEBACcRDgmzJfW1E4Z0bQCkxLdUkpNSLecOPIbqQoX3ykEqhbAOeZ8FhqNcSmloBlF8vktpIpGM44UbCa1i63G0eonNDCOFr2TM1Byco6dL9WBOXlPKYqZqS0d1tBCbHr/T5Y7k5H+pTQv37XYaoFkpCQwNUlnwYa7OvgDkzRNMRyv+fi1lDFgHFa+3F2njbvwrN3LVbxSMK4EVjT6spvlGW5m9NQl6xAh6uRqTzo15QwY8xs3BXUkWkKyaV28U9DCjqjpq69TXAeCTmTDwOgdtiOVxSMMrHazdUoQ22l2i2ZDtwPU/+kVrH84kNs1U3FaDoZrtbxnXTpPt4Ue+ZVpOSfzxU/I9q1fcNztAm0I1fzlTd6SXPnccqi6vcR0yy9+36OCmZXYvgHG33OeoqK7+8Kv154FTRxsQZw9dVU1v9Ky0/PodkaavHTvRFtxxU0m7bSMvFiQOJmuP8Y2OYvFew1ypLyTqVMU/ux+q8eTf4KASFwYxAQZdiN0U4ipRAQAkJACAgBISAEhMBIBGgRM4PnK75P/0J0Fub3eeHauw4Z8/kyS2VL3wX+RFi9jJTdkHMmxYKl8FtYwwjFXLnSsc8Nzyk3unayrAeLUbbZraneMmcvZIwGvPAKX7bPeOBqaUDefbRcY2hu6eRrvh+O1DQkLm+A65RXUxL5zrqw65fN1JYla1Mw3ZtKURx1ZclYadPxrbfWwLV6AUo3OOmfyw+fzwPnK1z5b3ExXLrmCbZ/2kZfUw3ITqFPKip5vGfcaPoB49BJOqWE62Q0lVwC8h+jM3UqZdZxSqeHaZybKugcXaVEGxtxAABAAElEQVShxVwXFToqmHjpB+jzavNXMJErGqqyfFRAqDZyvsnVO2nLlEA9zlgwC5QV+I2rjhH9wvb8bnKpRVZBDdqPsX2Vsons8krK4HBTERURXzNZYoGd+53o2tek+84acKM0sRSuoKIlIFH0X73MVciws/+eZe+gslP13zT2qY2HdGssy9xv0WMYUDbrK3AoRetZD7q21iItV63+SastrmSpgqoz6Oo969FadB3zUH7VrsVYsNqFZY7vRF/pMEp7aZmZ/lgeWqGVXzyNCrkDRr9n+RnzqQZ9eguKplBpFMnGlH6kTc2WkavBZiymzCdVX3Rxdc352sIAa1rsmrXbFZc/yYbdVWzRkizUcDEAzylejweauVBEHsqWNmsWYwlTcqkmBEqr1vF69MBNxXZFShavDoaWdrh5KcTqv+b6+bnYQWK+vkqq+bhsCwEhcP0QGGLgfP2IJpIIASEgBISAEBACQkAICIE4CdAipvpEK7zTCpC9U9koMcysRGtnK97ILYDnE77N3qErzPST5r/UxESZnmeOkfyXStUWCBasONeN5NUVKJ+fHTgI++pteHmlTbdMm1KC1vXtXHWyGM1VepQ6Tlu0JbYjq7CZDv3tWHiU8lY9hzyrsqsxwqJqdKyndZgWmuH0fcfYNv8kxExrmbMC3S3JqCgsRgYNivRgx5bOHhQZKySCSoK3Xbux6psLUPygrszSmL3XgfZZeVi37zSdyFsDiYO/6ZSxfp9Dm9Kpk7Zjm6sHKXTOXrCRlnGPWxHOS0+auWgLGr1rWVZWMC+1cMGWd17WFTRjwsyUtdqMp45P6tMpgykt+XibbbP22QIsyK01DtMBfdNBrHg4U7MYMvcG0GfWU1U2FLOtHYxdxKm69tlJVMFSsRlvMJWZPS3QH1img2UuYpkqcGpsZV83LC+y3y3O049RbdfYdhBJbdko/nGntqhDEuv80VG267MLUJCrlMEqcAEA9r9lhSFfWvpx/W9C0hBPZKHTgWmCvMYC5ZcVhvr9stptqH7a6PeGUjqUOL4tpe6rf+cgLL+pQcEss8zdXJ3VkO1TlJ//3bfROmktCp5ZQDWnHqxP1OHg6mXG6paZqG6rh2NuOfKM8cNeuxs9j0xAOceUTs/LWBar/8ZXVYklBITAdULgc4MMAVkuXLgQ2JRfISAEhIAQEAJCQAgIASFwQxLwKwfhnLKWwKlVn3ng1ClODtSLifaZmRY+voHxSEoy4qiYygrHHJf7PjXtkTInmWT2bC1F6UUqx54wlCF6KeF/h0lrjuTnaocJVFKElWmOoLYZh7FGxUxxvhwh85C6RZaj9imzsny6TBu6MC6BuJ+CWSCLqL9XUEfFBbHYRSuMU+xKU15A9bkt0S2xoqUJHIunTDVlj1ZYCbeN0K9UftFYBsr5NL8s33fxMvsrp4aa+/KV5EkruuKUbBR1fgT7dNYnWt0i873S8lXfY14atWhyx5NvrP4bKavsCwEhcF0SEGXYddksIpQQEAJCQAgIASEgBITALU9AKTLorT8p2kv7LQ/n+gfg43TdJMsV+hG7/qs3dhIGlWG9VIYJr7EDKzkJASEwEgG5tY5ER84JASEgBISAEBACQkAICIFrRYBWN6IauFbwP325oggbHcN+WlxJEAJCQAhcLQJiGXa1SEs5QkAICAEhIASEgBAQAkJACAgBITCEgI+LAfiT07VVM4eclANCQAgIgc+AgCjDPgOokqUQEAJCQAgIASEgBISAEBACQkAICAEhIASEwPVJ4M+uT7FEKiEgBISAEBACQkAICAEhIASEgBAQAkJACAgBITD2BEQZNvZMJUchIASEgBAQAkJACAgBISAEhIAQEAJCQAgIgeuUQGxlmM8N584mON/1Dq3CgBdde51w8p87yumhCeSIEBACQkAIaAQueuBscQ8Pg+Nr+9bmG3Rs9cNz0g3vxeGrp8649znRbNxD1H1E+7fPBa840B0ZnJwVAkJg9ARONSMvsQbuGOOSOWPPzhrkVTbDbz54Rdt+OCvzULF1hDH/ivKVRIqA3+uB+5S8iIT1hoteuE/SB9c1uZ/60az6+87rp787K0vRdPLTX8lhjG+lHa8bTVudIz6f+c90xYxjRjakTa5pnzVL9um2x+6+8enkCKb2edC+04F1r6yDg23o8QXPyAYJxFSGuXeuQrG9DMVzM4YOIpf7sLakGMX8186lgyUIASEgBIRAfAT8HieKF7dj2JHzcj9WLS29McfWi26UzsrGG78ftnYA46yaX4xS3j9e+v5L+j91P5mfh4yUUnTJe018HUliCQEhEBcB/0A/XDgyOsXWwBG4NvThclwljBzJe8qFzlEo4kbOTc6aCXh2ZiHbumv4+6k58i2y7ffsQvasLLjHovOOmlkC/OzvDWeuF+WTH96uZvQPXBMYo6Z3XSYYOI2ypcVwRDOO0QSmArSqAGU/9iJhXDw1GNom17bPxiNznHHG8L4RZ4nDRvOfciIvLQsL7Oz//n40sA2z0pTeZtgkt9yJmMowjLMEoZTNqoDL/G4zPgGBs/F1/GBWV7Yx4IPnlBvuY254RPl2ZQwllRAQAtcHgXEJlCMB44eThidSVYy4HiqGy+QaHee9IZ1FJyckDS+AUfH69z5CR3uH/u/8eZzv6cAyNKPgHx3yYjM8PTkjBITAFRJQI2+8IX3JNpw/twwjjGTxZqXFU2O6hLEnkHBHETAzYczaaewlvPo5JiSonm5DwrAPGZ+tTCXbeT8vt362hUjuV4/AJBu2PAHU/NAZ/YPC2XaU7QTqfrjwiq/Da91nxwrmWN83rlwuKii/WQzX09vw0fltqP5uNTrO9aBuphOrriOrzSuv39ikHOVrlgN5S63o2b4sqASLKgaVVl2/3oX2ztPou+hD6hdyUTjPBuvdSfC+24xdR/uZLBkLHy+CJSCB1wXHzk7g9kwezx9yIXkPOLC4sJxf9UxhUT26X7MjPZCH6ZRsCgEhIARuJgLeI5xGeHYy7A9nwt3ShHbfZCxbkgPQ/Nn5phOdLk5HuDMTuXNtsH1JqaIALc3vU2FfFP5AqsbhTuSi6EvG54wR8ojKMDjGu9BHtZcqs2hOJlV7DJze6dzcDA83nTTLxiQLbI/ZQmN9ZIbal1rT66nFiuq2OjTMbcbpi3ZYb1N5hu4plyYk44tzWN4DmcGchmXDGO4DTrTv60TfpQmYfF8ObPPy9WXbNTmdSHnYjpzAVx2Vozr+y0588bHQ/cnDPJzMw/0xkGnNhe0RG9LH6u04WAvZEAJCYOwIcMzYqz+HXpqQivxFjyJX+wARUUJwbIkyljGqPrZwDH2YY6h6Tt3bh4VP2ICTXdi1tx2nzwGTcwv186asfZwutGsPz/ddQmpGPh59LBfJHMv6THHUpu8U473ZDlcvR9L78mF7qBCZk0zjoTm+Kv/XLJ/jad/+JjS3nYCqm3nMN0cPjFva2Gdl3o/khMZhU138x9o5vnmR/2SJ9jztZd2cbbrsyanTkP9IEayGTK69Dnju5PgbuHcYBbroTuVyTglyJukHtHq1MI/f92EC3wHyC23ImTLCoBmjHVSuw+Wp2qjpTd5xDnXCsRmwZKp7oHlQ12WKR/Zh7yVB+fhegwnInU2ec3OQxPcPLc1ncZ+l2J53ndjV1gkP7z3WHJYZuH/pVRqWCc6yr3A6lOpxzZsdsCRZhzwHGFnAd8aFdrb34aNkeKcVf79kYaitjPvk5EV81/JxCtwvfoXT6l46uwj2QnUP5nW29ed4o6sfqWmTUfgY79kGesW7jwoU24xQW1yTvhWoaMTvqPrDQ8mcZsbx5ChbP3Uy+7OJUSDfYB+JPpaoaIFr8kZ9lsh/qh54sBztZ+2wGdd6oPquNzdysxILv8Tr3BhfbI9HPPt5u+DYD/ZFPrtGhmH6bNg1eaCZY9Vh9FOHkPvwo2F9S2UX63qJLFI9P7dznGrvcsF3G+8TthI+W+rPzyqui8+wfZkLYUvvR/PWXbxGWDKfAR81nmk9B5rw8x3UXdzJ52CTPLrMxn0jUCinmTp/3Y7OHvahlMmY8XehayOuMSQwZpNpv9KlOA0OJeQwndcY69K06efo5D0pfTJl1NgnoGRPL4rGJ+nP50oWGjnZvl2Eih93wv+08dwekPEW/Y1tGRYJpqUCi1/p0o9Gszbl1JealDQUlJSjpq4WDRsaUFNZhrz70lC71wPLHX5ULC/nv1I4T4XMZz37GlBeWYHyjeoVKjz4TzYhI1IRpqLsLEfWs83hkWVPCAgBIXATEug/tBHlJTWosCcie3EZKrr64D+rmz8X7+zjw2k+Jie4OaU9C3mbqBhj6D/0EsrtvMlH8Oh/rxSl+43Xshh5RCTlDdeFcm2Mb+BboBXW1H6Uzc/GxMUNui+JPx5Gy5s12oeLy70uuFz0WTIkk5EPJN1hehlkeRXGPeU0X0LQ24TSwmwk2h0IWHlHZcOzDsWqkGb9vcCECadRvnQBMlKL9SmYnIb6Eu9Fhz+JoMPp/y89sxZ9xv2t/Qd5yGIefUl8AM6ZDPdG3cTcfU38sIzMTc4KASFAAnyBb1isP4d2fsL9j1uwYFYaJlrLuGMyk4k1ljG2NoaW6GOo/xOOfcuL8UJlMdJmFaCBLzW+UzUcl5VvpNCzq/dAA9LuK+AzLV+SOGS1P7MAaSkTUbqTLylUngSCa3M50qwqH6XosKL/zVJkT5uIdVRMRQta+c+w7BSOa/PLoMZDb1eFPub/wGyt4UNTZaI2bmljH2OW2ws4/bw8OP08UJca1iUjdwFlPaGN012bypHBupX/grmnAPvU8ztlajigZPLD9f1ylL4XqdLjcbpT+a0xlnr31Wr1au5LwrTZuRj/+3UosKbBcWyYO0Ec7TB8nj6c2N+Cmp3qU7mX9xv10SJaOfHJHvVewv5Uq92DmpGUMQ25k4F1iwuQVuDQmH0m91netR3L2YZzi+HGZORaU9Fs3L/az7KqDMMzoc/Oo51oXq3ej1w4fZT34TN8XtBShf/x8D0q7b48rD0KTJubj+Tecq2tagN9kPfJjbxPZnNq1UT26WYq5Xy/Y59fnM0+T+VYJa+zpU3AbV7UVJUjL6MGHu3eqPMuDjxnsNhr0rfCq2vaG01/4PNGSgYWLG3RrufOSoMR32mDIY4+fDM8SyTNsKGalX5pm6EHCAAY8KCh0omi1x7VjGX08eWl4HNUIJr/k8Mciw4PeSZV54frs/o1uUp/9i0sRSf7oHs1XTg9mIHmM4GcY18vgZjB31NNSFTTB3/s0p6frSmn+WzJ5+cftBtR2Ec4RhfncgxMzUKpUrhzmv0qjsEZ/9xEJXAFx9gyeG9LwhFDHqchj/m+oTLzvutAYkY2ip/hB+KUCTi9j/lS/uINOsd4xpDAmF22VI3tpfDw3nKkjhxy6cbqQDsqWJeyHV4kXaSMvE9l/LNTrwflC5thwrba9eNmWL+WG1KQ6TFv2b+m23IMBoXLUPmXnajdxEGVc4Jr7u1BdeHQNM4Xs1FrHC6qqod9KvhCUs5JLzStLCnFjBNvoZ7pyjmmNLe5ed7KMz60/5IdhKFylS3CKowmfqvVA4wKlTjYW41MKp09LbXIWlwDbKJS7Xvnh2io9fjyVwgIASFw4xJQr23BB9jb1NdVBxpAi9g+fqWllYF7E82fUYdeWutyWGTg19rHVvDh2fgSOy6VU0fCXv+0WEigpa5xG3T/euPIeegpjL9+NC3Pg2PmGnS3rgi+2Nm/9vcoTSvA4p/louNpG+q2d6MvMQu25XXaPSAsi8idcbrk5sPOrVS0KQnHs7zv5bHOdrT21BsWXJVY+UwT0viAUr4pF9ueyOSDeBQ2m0tRvhNo7OxFyXS9jMqnl/GBIQ9v7Pcg5xFjGqq5YLU9PoHTU8lNBX7cWb/ahTXv9GLFDIPwEjtWcKp+0KpZjyl/hYAQuE4IuH/5HCr4jFnf1gO7YSFU/XwXSjP4Mh+UMZ6xzMqv6KYx1HhidmwAdh/9CPl3K6X9GhRWTkTx5nasofVMAseM5worgCfq0fM/7Po4wakpXXxWLVhuKv0kZ1rwxaiaY2VloWGJwLHl71W8+eX4cu825OhDTlBiBJ7YF9VxVsQyY/ytxIq9tcimv8X1D/Sgco4F7q0voIwymutf+aw+9hX8Yy7vF3aMN6zkGjaMR+vRXuRw5ob/mAMTlzuw7LWDqFvCcVWFlSs55qfxJeswlj2QTwsITrzTpt/pp4N/eZ/RX7i4UMC/1MC6ugPbVpKfCotK8OhT/EAzxfSRQz/Dv/G0Q+YIeSbBMp087uhD1o9576m1B3MeshFTdqaIci9RXFgjtPaxTZSlMkPJ43Y67FeODhjMfUTtB8IV32d5b9/8j7y/WbHtaAdsd+sZljy+EI7FVMp8vQG97fYRmNCFzfRl2OZKRqK1CSv+ex0yA30nIJvxmz57BQ4e5XmtL/Pgw+fx5Yw89sE3sOz8CiTxIUR7mmhxYst7tDCZqjrlSuRXzkcpFawNTzSi93yJ9vyx5us2TJxFP6cnvwP7dEYz8VYMC6563zIqOdyPSb6wKMG+zKOGq6Ci2lZsedqwZvruSjhfnE9/2aXIoVuHfEscffgbCTfJs4QFJQ47auw/h7s8J9ivvO828emU14hmLai4KaKpQ5Utxrijnm0jQzr1DFH7rNYGfPa9yOu8j+Oeugb/+z/Q8CYLDuoRivgMGPt6CTwjm0q9Ox8d73TDOiNgCVYEW04mjW9WoevpDm38TdCudydymw6ig7MyVHg0p4bK4TIUbLCjo/c8rOqSqHwUFanZ2Eh5bOqZ1DwmqHvC3HLgaV4rtfq1gpUct6lMy176K3ieZL8yx9dKMf6YxpDA+O/cSV1IH3UhSrZv6+WWFS6A/dUOnH9cH3Mfnc28+cHY/aJNj2dk5zvmxAu5/EBMZyQHm/X6mIu7Vbf/LO6K35aP7/yPLcSnh9rFi+E84gvv6ANuqIcEFWyrOXB8l2aUfDjYcmI3Z62roJt45z+u5+KsbNG/7HsPo4EPLupFbuGDxkuc2jWC3/i1O/5BU4Sp3fTC5ZpSTW17/hjxZV8dlCAEhIAQuO4JcFWX4Rwq//G09uKWnqTutAz8Qkvjchx8VVeEace0B44WOA944AtYKlnSkWmJ9tKhpRj6ZzR5+I5g3U6+ZL0aeBEzskvKwU9aquGqbNC/Cl/06w6nOW1gpDCeJzvbaPbOB21tJUn+Ol6kE30qoJY5voNMfuFat4mvmy0vh01lTJpeQg5FcC5/Qy9vCBtOdXymGbbajqAiTJMjyYo6+iWrWxR4+BlJOp5TAjI07WA7mfxUpk8X03KdjPwVAtcbAR86N1LpVLE7qAjTJLRwjHqnjpuGyWe8Y1mU6tW1NRqKMHUygQayfMKltYIKvt+3a+P27ipDEaYfRs4TP6GfFpZujNNH9lLhP7MeywOKsGC8H9HywolXWkxWJ8a5wM/u9eHjb+bDlbovn1eUdRg/Li/laymfwQOKQC0dx741nZzi1FKO32qWRfqTdX1no6YIU3GOvMkXNspUHVCE6QlRsp6+n2r1p3jtUKw/VDK4duxCl1rd0aivZWpm9A8I8bZDjDz9l/V2DbwvxBJx2PND7iWMqd0jXfjVni4EbwN8Qc+cOvR9Zdh8R3Of5ZuRdv9a3xhUhOn5WmB/bTeng1ZwZg2PxGIyYNAwunxU2SyZmiLM5/XCc8ar1S/z79Q72j66KdBTqCePovUHDUWYOpakWTKqd7aO1cbLPY8mTMk03vWGFnhN+pYS9VMHVfs1+FFAEabllwRbVSPfh11Yv9fNiz6O56I/1wW5GZ4llNLKRnXKG20BC1YfnD+kccrT/zJUgT9K/v6ofVa1gQ2t6gOAppziLq+/yTSs0UOc10sgeuCXeShFmN+n+r4HXl7clulfZkkuHD6rP7tqVxBdMlUbijCVNHPWNC2H+nde1hVhau+2dFiD8ming3+8R5p5T7Choyp0raiTmUvqcP58dfCjcjBBjI36zpUhBddtdI2yiAkK6/GyoQhTyTPvU0qx8OvQs7eGH5GLgdpt6D1HBbjxaqHi3+ohfmXYRXbGcemoO7rNYOaiiR+/CpgJek9rfmLUodzZmaEzk/JRohrLCOlzOb9V265hh6P54KFmdj2GCsM/jBFP/2FjGgOyy3UidIaDj1NToPHezjncEoSAEBACNxQB7SUh/GZllt/vVw8aNkxODhxl3MLc0MMAD2c+Vo/GivEoo2m3mjqTuLiCPm2GTosM5BDtdzR5+M+e0Mbq8tyJSExkeaZ/aYV8GOLZflWl8dFKGnpMVc3B5c6LF+urEqvfht+NR/12WiZQYaWXZ0W+YZVlziFz9kLuHtHLUzd9Mxs+ULl5tmiu6T5kThzv9rhMWlc0Ir2uDFkZaVp9K37g4JQT/UEp3mwknhAQAleJwEV+RDjE11eb/sJiLnW8yaIp7rHMnIG2bUP+/eFvEcn0iRUIfYfUg+kaTBuiJxmPBCov9MCpffv41HuoHBNNY6g+nmbQCokfeT9RL4DRgg2pmmIl/Jx1TpGukLvYByWB/aGhY1/CVPqJ5DmPLzB+FSF3aujDSd9R3nGeyo2YnRFeTuy9BNjXtaL6zlpOt8vg9LJEFC+v5cfz6Mq9+NphdHnGlnGkGBH3EkZNmErL5NeqUbuUU03T1H2vGLWb+YEkgHGk7Ixzo7nPgm3YyXTO5ZyeF9k/0hZoOfZfuDwqzsOJ6DvJVa1ZRlpGBrK+kaHVL40+odRNPNAz1C3dNjv8A5L/Mp9PZtLqxHwpjEvGHMaNppC8Fn1ruDqP7jhrPzN56DXBZwO6CtR8AMbVh//3TfQscZsVy6uoU1nj1Kc7nvmtNtur8Slajn4mQbVBEcIfAxMwjQZVfaqzxXW9RLlYabG1bnEiJqax799Xigz1jMcZDk5mGej7Sv9gmxs+JuoKOxtyjRkHepVN8kQw8Ped5pFCTDZfKxFx4t9luZp1ZiCFH34l4yPhMsKi3/9C1yIVliW1nMZ6EPWcvaF8HUoIEYhfGcY0akDE3Tb0vFUdysG8lZyqrSCmHboUagI1j9+zU494WQ2TtCKwP6Hvt/yGjuvadJVa/Ve/rB8M+5tEraddO+Kq4wsTLQ+a6dCunB2W3/4kCAEhIARuSAIJSeptic7dfx/lJs0zni51S04PXwnKsD4IVphftkpe3MLVznrR/V4rGvkkqvzXpNF3QzAEX8CCR+Dzms7Hk4eRNOF2XTNXTWVVz9FudLtC/3p6enhsOzLjVISpLJW6r77zI34do+WB8a9j+xbDMS8fSBJUeVSwXVCxw4PPeFkMPrREsFHHT5+OzjYsp3ERAnPRFxMdWL5Ugi2UrbenG63bG4E99ItCH5ghXxVhucmOEBAC15LA+GTMYPke7S0pXBCz35RPNZZdDs836Q6O5VTAqZBAy1yWDr9hEaUd1P4kaC9Yfdo2p/ZNURtrcPBET9g42n2U4+iJbmxfNFSZpSXlH/PTdfDYRV2oy5zmre4sfdH8ZnFsUyqp4JipnupNdRnPlzUn/aDFDENepHz0rWZKNSkHlWolwd4eHGzbhjkJu/jxPAsVZh9LRvS422EUeZokGboZS3aVIuJeog7lLKnU7lE9Rw9i22tzsIt+g7LSKgz/WIwwhvdZsA+nqkKrtml9wXyf7WZ/UffehV9gY31aJvQd9MKsYmo1WrnSHNurXb8P93ABm7COoWTRFrpRGyOFJCTT+jFauBZ9K5ocQ47F0x+GJFIHfPCrfuL3I94+fDM9S+Qv2aIp85WVqXvPSwRRB5tJsa4IaV9FIx6vLn+ilKj62U/7N8li07OI93qJKLD5mWys0tyOqH7PKYbqGuhpNYx1IiJH2zWNnep0UJ4hcdWIG91nX1jUWGNIIHJEuYHDYb/0E2bQMQ7zrrGoCI/mDn9fCUt/i+2MShkW6NOWOZVorVXflyICV2L4onGoZv5zcJ70UmNJ88Uf0Jm+cXzOfdoQj/yvr9GONNCxaNkGtVmJ/DAtq5GAP5mPv4zGJ/R954YKzlMvp4FmKATyDB2RLSEgBITAdU5g0pe1qd4Vy38eeqAOiMwVd1Zxmh+qHh3ZhJovN1qg3630qTkoWal8yXBs7vLqX+yUiVaLS5+OHsj7jBMFq6lmu904EDOPQEL+3m3lSA3ser8PlrvTkT4l9K/fdZi3+whHnVH8gZlyMzZHuLOzPDVhY8GrzohkXvz8efrloS8azW9CxFllxVz4NJ/xF/90CFvX3qaglYK6p7mOKpVcKDhXF3CHX8WNG56PX91USOJLbk5hCerauzXrir4LcSja9KTyVwgIgatFgNd+Lq/9Bvs6RC5y4X7PRSl4Yatre7RjWZzyp89Qc2UasO5Nd3gKWiF00mQr4ED/iw+pkbQJffwYYR5H08f3ayuWJQ071d2Jtf8W4bz6ogvrlnOM/Lt0fvFPR5Ea++Zz1ccIhVz7huf4acEeYVkQEvOLj1CmugUIOIEOnFErnTXxPhIY8ZydpwOntF/P3rV8qaSSzfiw4PfxxUsFfvDJ/JINKzhdvZFYOj1RrN3ibId481SvnSOFWLJHTUtL44By03I3pwIuWYEOFz+MULWoWUKP9X3WuH9hNfvQpNA9VvWTZDogP0yMFk4Xi5eJ1t+jVeyyX3s2KJwzw6QgZcRLqqWNG2C0dFdw7Jr0rahyhtcrdn9Qim6+c74b/pzgO7YL5VQAL5zOd9o4+/BN9SwxJV97fi3+5wqsqnRR+b1wqPUcTVbcfzQ1ApWvNWoGwZ2RV2l4m2gpohwy5RS+Gef1Ep7Ij371bPdQ+GwLdn7jY+hoBAjPOXIvPUfdE2rx08iPAVwdsokrvuquUlherGf1yIxHtW+hL8gtKLp7VIlumcijUoaZqeQ8/RPULzIfUduE/U69cbAZxbMyMDGVqyWsNl5kFjXiHwxnpkm8Qer2Xnp0W+3C4EOCkYHpJ0nzWdDdScuH9fWo4zz6Vm5XG9rlZOXhUYIQEAJC4IYikAQ75+7j0CpkcZWvppYuuI5wifOdDVyRSZlq0z+Y2U9FxIuNsg9wpNKse3kDXPTNoh7WfVyaetcvqURL18369amEDXiBvmSUTwRXC/O+j1+CGZpbOtW3zZh5hCNNx7feWgPX6gUo3eCkfxF6qOFyzs5XuAoapzi69DcDflTWX4Y69zvRtY+OVfdFnyITnneUPT7kfGd7NV/QaBX8YhMdFnvgPtZOJVcGVvFBdMuLVPypMIQNzcaf3013rlxopaAG7XR47znpQjPlzCspg8NN+TjN4VHewxrsL2jKMc8p+rTk4gDFG1SGzeg8Rjp0cp2WmogGTj1VdQUVh669uzSr5OSEMbF5V4VJEAJCYAwJ2P5pG6/9BmSn0LcSp+d5z7jR9AOOUUvVLAS65TipXvbjHMvMY4t5ezh5J9mwu4ql27na3iaOu2e9cB/gCrh0rqyV7nJrSiVL4bdoF+bCggwuAnVMfTim1RaVTqVqxbGfuswGW0NKaq4s0MdD+njy0CFyRSoXNWGNdz+jT1NS9eeSVch6tBZdxzwc+1T9i7Eg4ItRWcNEqYsuE1DM1QUd+zhmnnKja+c6ZDxYjLLNbqpHEpD/GJ/cuXDLOo6JHnJ1buKKaiX67A5nF5U39B38lbSJKOf9QfOzSEWSlzLuUorAO5Slb2SIox3iyVPV51AnnO92oXlT0xBFoLKHiym7Ei0KF/fmr2Ai79GqLymFhvIx5HyziZEt2keTsb/PBu5fq5Bhb4Cb/otU/3DtXYc0tsXGQ9SGxcuETxKdbV1o3+pA+xn9vqyqqQVaEc7gRsX3WQb9Jal6qTIy5ivzBQ/6LvDnshbzU/+5Kn2LTIo5hdWllBzRAi1vKl7lKoBHuljfOPuDkU/FXE5f3tqlXc+uFj4X5KqppGtg54IV8YwlN9+zBC2PVvLZjM+r6ln10bmKQygkTMnV3vFLq9bx+ZTPbRzbKujwXhspWtrhVkOwCmFtwn3t+ovos1GuSS2t6Y/+vDfC9WKKq2/SgvZvuFVZYxp/mzn+LtBO938cEHBIwvgOmGU27gm1JVmo4UIrHvJwHVBl5aFsabNm6Rt7DGGx5jzjkyIUix9M8jhlvYG+3iUMJTDEQHRoFONIwGldMAJf5Dj39PTO0OqR6lTSDDt6Oy144V+4WgFvfoGwjC991WqeauAAX0T+YTVd8FUpRZkVT82zBs5E+eWSqfY0uBbRj8wTugrNw9VzavgyBNoN5EddoSZKNnJICAgBIXA9EZhiw0dHW7G+di3KuFR7IBRV0BfYs/YwfxzJf6keW80hAQuZ1lv1HPKstJIKhEXV6FhvKImmlKB1fTtXcSpGc5UeoY5THG2J7VyauZkOcu2x8wjka/xa5qxAd0syKgq5dHNl4CQXSunsQVHAupdOPZ+qstFXjFq1hr67OA3DPifc54hKqX/GGPljhqWwEt1vWVAxvwzZavaGCjO56tB71bAZY/9QNoxjycfb5LP22QIsyK3Vkql7zRquCrTCcIaqybWTL5YPUoGowhN1ONhjQzsfWhr2n4b96YX0FePFc5x6aiKMasdBlEzRk8hfISAErjMCfPl427Ubq765gNe2rqjBTM5oeK8D7bPysG7faS6sYUU8Y5l5bNGntg9TV+PjrDqb/923sduyCgs4/hmlo/K1Vhy8vZ2rPjpwmkp8K1ctXHGuG8mrK1CcmxHM1L6aU+PKTc/KwTOBDfqvcq3AbyuzkX2fcWymHdv+9WWuamfss/4fHWX9n12Aglyl2FCBi4dw7F9mOOyPXpeQTOXzs/Vk/KtkenmlTbMeSuf9pX4fXZVwTFTWYGpRl22uHqTQMX/BRlqPcZXFLS2NeOF7nEYYvD/wHlC1BT8aZuGS2O2QFDPP9DlPcVoQP5rM1e44aH24BOkBHpqcVFnElN0Kc3sbyZC5aAsavWu1qZ6BY8p5/BY60NZWafwM7rPm+1f2tMDdh/cv3ntWGFNoY3FOSM9HNY1Syo1ni7oW+rsLrBqpKsKPTdUn+AwxrQDZO/XW1K4TGhu8kVtAv3V8cb5DV5iF6h3Y4n2biozhA5UNYffIq9G3qIwdNtCn0yN8f1zOfrpJd89gj6M/aM4c6EC9u4rvtbMKkGXkb+WzQuP3l2lTktWh2H345nuWsMwu4Rt4DTy1XNwuUpvAd/zqtno4uIpintG37LW70fPIBJSzv3V66HyeTsAi2yQzSp+dNuTZ12gE84/peW+468UcXW3bqrpR/0kWx1/j+Y8jSGNbBxY6eI841ocVVHSG92FzDiM/t0aOI+qe0DppLQo4Gy74NKqeN1cv02c3xDGGWDXXKmYZRrHNqaTKPi01OaiFGUXimz/q5wYZAtW8cOFCYHNsfvklwzcwHkm30SQy8kIZRQmevaEvT+qGbpvpglNThPF29OpBbHk8cxS5SVQhIASEwE1GgF+MfBxvwWmJSUM+XLCugbE4yWSerr4ymcflWHlEQebnqpEJ/Loclk+UeGN1yE/Hz5eHq+NIhVBOjCCnj/mOp48Fs0+hIdlpDPnBh/GuVn2HyCAHhIAQGB0BXvscpZAQbVw05fSZjGUcU/20kg0bIyPHXSWDmoanZFTb5jFZ7ZuCsi6ZOKsZB89t018+tbrR5kk9Yw8Xoo39w8U1H6dMQe9iUWSKOhZH1o15+OjLLObYaio3ZjtcQZ6m7LXNuGSPTKT2VXuSJ2uEJPO9NBA3GushTGLcqwN5mX9j3L9U/xktZ3P2alsxUc8Psa6TyHRXtH+N+tZwso7UH9ybi5G9sQgftdu161P1T3VdjMQpZh++lZ4ljL55VZ+bYl0vkR1BtYe6ps3jaOR1G5nmSvfVGKL1IP6JMq7G9ax+pWVLumEJfLbKsGGLHf2Jrk3U5i9XX3xCoYhfqxqNr1Who7IlBISAEBACQkAICAEhIARuHgJBZVgflWExlHs3T62lJkLg2hGIVIZdO0mkZCEgBD4rAtH0kp9VWZ8q35wn6nGeJq3us1yRYSAByXRmnD6sg9FPVZQkFgJCQAgIASEgBISAEBAC1w0B3f7LqVkWXDdCiSBC4GYncMivuU4bwf7yZicg9RMCNzWBG8Yy7KZuBamcEBACQkAICAEhIASEgBAYgYCXzpeTuJLviFO6R0gvp4SAEBgFgQEubMGFB9KnRDigG0UWElUICIHrm4Aow67v9hHphIAQEAJCQAgIASEgBISAEBACQkAICAEhIATGkMCfjWFekpUQEAJCQAgIASEgBISAEBACQkAICAEhIASEgBC4rgmIMuy6bh4RTggIASEgBISAEBACQkAICAEhIASEgBAQAkJgLAmIMmwsaUpeQkAICAEhIASEgBAQAjc8AWdlKZpO+q9dPU41Iy+xBu6L8YvgPeOGx3sNZY5fVIl51Qn44Tnphnek/jTgQc3iilH1uatejTEvMA4uY16mZCgEhMD1QkCUYddLS4gcQkAICAEhIASEgBAQAtcBAT+8Xc3oH7h8zWTxD/TDhSOjWD3SD+d92cja6b5mMkvB1zGBi26UzsrGG7/3jSCkHy0tnlH0uRGyulFOxcXlRqmMyCkEhMBoCYgybLTEJL4QEAJCQAgIASEgBISAELgKBBLiLiMBCYWA7fb4U8SdtUS88QmMT0A6a5GckDRiXVJHPHsTnoyTy01Yc6mSEBACJPDnLzIESPznf/5nYFN+hYAQEAJCQAgIASEgBITAjUPA50bTL/fj9qxMJEd87nW3NGH/f9yJzEm3a/XxnepC0xuvY9fuVrhO+5B8Vybu1E/x/ABcm2oxsOA5zJpoUi4N+NDlbMLrW3ahtdMF358nI/Ov7ozJx/OuE47Nr6NpVzu8NMxJnTwZt/8XczLmuzeQLy27/iIDaeM8qN1wFMueL8GdRlzPkXY0/9IBx/ZmHDl1GXf+NWVW4g144Xz9dbR0tGDHJ6lIu/h7XL7Dikn/1VyGEc+xA//7His+f6Ydjp858NbbXfBc+jwm3zMJCRHMPAecaGK+Wpxzn0fqX0/C7YE4qkzmdZF5pSrum/fg4l1GmV43nP/PDry+4y10uTy48H+lIsOiw/UecWLH/ouw3huudvG+24y2P5Kn0T7weeDcRib/9jra36e10vg7kTEpOaJCQ3ddOx1wDU5Gxn/xoGnTv2I729fd68ed6RlUBEXED5RhyPn5/5aKSXcEOwGCeaX44Ny+A4f+v1Tc91c8z7p37WL93mA/+J8ueP8zAV/4QirGqey9Lji2uZCalRFipR3vguPXZ1nvSUEhAnxfZ7/w/K9hZAzGBrQ+63id7b8D7j9eRvLEdNz5X7VS9Vim/rnjf3bB95+fR1o62/X/sK02N6F5bzs+/os0XDzdh9TpEfKpHP7PJ2j6QRvy2edSVZ8z2vg/VLuGsBj9rQ2J0zO1OgY5jcQ8Xi7D1SHQ7/Sahv39zLnEI/sI10NwrHljB7pO+fD5/5aGSSnsjHHyVZUdbV8JAyQ7QkAIDEtghKFl2DRyQggIASEgBISAEBACQkAIXGcEfFi3vBTr2rzhcg24sWpxGQ6f0w+7t1YgzVqA8l+cxoQJQBPTZGckwvFuRDpzLj4XKlLSUFBSDqYCeptQWpiNRLsDw6fywbE8EVlzi+HGZORaU9G8dAEyUovRftbInC/EDYv1fDs/4bGPW7BgVhomWsu4Mz4oQbOd+Ty4gFMnJyN/thWn6dMsOy0PTpXPOL5Yf0IlzCFuXzwNFxV15y5H8R12uR8bl5czXSLSZi1AS6+K34nykgKkFdTCMxAozoemSpZXWAwH40xgjcvtBchIKUdXoLJGXi+trkBiRjbKKhtw+iKnl77r0PaLn3EAKUy5rxzFD2ageEOXlnn/oZeYFxWJgaKM3/73SlG6v0/fO+tEXloWinf2YfLsfExOcKN4bhbyNsWaAuqHazPLy01DYhpl+rVqKS8qnilGlmJ1JsTEd6yJcViGkpOd4PSOchTMykDpJl1OcLKg6/9mXt+vQWkK5V9ajs6+fmqkulDO/QK70Q8+2YeyxXmYuLgBXvLzsx3Kl7+EvogZtv5PDrPeh4P1bv9Bnsa3L4ntmTMZ7o1KRvaTYBuEA1L1Un22oQew5ljR/ybbf9pErNtnNAj7Ua3WP5uRlDENuZOBdYtVuzrg/+NhtLxZw74DXO51wUUFZYhEeDlhe2zjl9hfDn8S0VqX+/DSM2uNOsbHPC4uI9UhTLDQztXgEpfsw10P+2q1dmvuS8K02bkY//t1KLCmwXGMLRAXX2C0fSVER7aEgBCIRcD0OSFWVDkvBISAEBACQkAICAEhIASuUwJJOfhRFVCwxonqQjsCE8K8bW/AiWWom2uB/1QTspc2wL6+FfVP5GgVqfzuSip/0lA29zlY+7bAeltk/fxoqsoDU6G1px45FnW+EiufaUJabhnKN+Vi2xOZkYng3vyPPGfFtqMdsN2tny55fCEcizOw4OsN6G1fhr5fPoeKFqC+rQf2L2kZo/r5LpRmFKDZlGPu9zrQ/aoV6YZsRedtyEykkmZbF86vzIFtZT0a9znQtGgF6h4fKouWFXVreglF2H2iEfmTdFOplU85MX8WlTF1OTj/3Xy4t76Asg3hMlU+uwwVVCgV/GMuereTrZGXY0MDZe+m7JyEp/lfKgeebkRvbYnOf2UlVlD5mL30V/A8Sd7jUoGZZjWfUckEG6zQ5XH/eiMVN3UsZ5nRhkWwP7aCCkVdehOWIZsJBp+6lm4se0BNDGRLPbsCtUXZKL6vAT3nV8BC5egLbDcsqkfPa3ZY1NvQdwNyFsCR0wv79PFImMHjmxqAV1vR+3gOZaFy054NB/tSR28drEYH0/vBOnSesaNQe7NKNWqiSjeCUlgyEJvGaf1qF9a804sVM/RMipbYseIYaxjlzcx/0oE8Ku2qt3ejslCvExj/7zeVomB+Ob7cuw0zqECsIcHWvm3IMRiUPG6H+xSQcLcFdUzbl5gF2/I62KcqIeIIFJatNbQunFqYqp3R84iHeVIcXPwnR6hDFHGvGpc4ZFcNq3pn2PVAlaPjKbbK6g5sW2nVa7CoBI8+RaXuFL0/xOTLa2o0fSUKJjkkBITACATEMmwEOHJKCAgBISAEhIAQEAJC4MYhkPO1LcChcvz2TEBmTnFbUwtrrR3pfKk98uY6KmPq8LKhCNNjJaHkxYMoovrJsc8TSBj69R3Buk3AmpaXDUWYkWp6CQ6+WgTn8jdMVlWBZJya9kwzbOsbg4ow/YwF9td2U8YKODllqnMjVV4Vu4OKMC2OJQc/eaeOmyHzIst0KsLG0/LqrAees174BizIX28DdpwwrI38urXPMJZFAalo24Tqlh8FFWHqeNJUG7Y4lgGrG7iSoA/tSx18gW8NlynJijWd9UAL2RpWbSov+6sHdUUYt71HmknQho4qQxGmMmfIXFKH8+erNf76kRh/NeVDC5wHPKynEdeSjkyLrkAYKbVfrZZY1RpUhGlxkzJR+a/sF1gFJy1yfO9z2qpSHK03FGFGhplLqlG/CCj/199qR/zKIIoKs0ZNEcZtH627dgJ171QHFWEqYhL7wfnzHSgyFBzq2IhB04jRInGHk6t/hqyu0jntMFoNj+ylQm5mPZYHFGFG5jlP/AjVVPO+Qqf3+hxNF361p0ubiqtFGWdB5lRDgUirPa03cRriWId4mMdVptbuI9QhIpPrjUvk9aCJy1nUrh27OD2SFnxGX7ZMzYyq9Iyonr47yr4SNQ85KASEwLAERBk2LBo5IQSEgBAQAkJACAgBIXBDEbg7H/W0PHpppzHdjb6xyjl98F8W6ZYZ5zhNzPq13KDVWLBut2ViYSHQ6fEHDwU2/GdP0FLJinzDiidwXP1mzl7Iv0fQH9Jb6acv9qGTW87lnEqZmBj+L22BFqf/o240U7Y1tml6GtPf8QnhahH33nVITJmIjGlZKJ1Gn2Ipichb7oTyim68L5tSD7+pxLTckTQkQrpV8eFZyk1DNdgfyhwSJ2FqLhWG9F/k0xUqKq/cHMNSidv+vtP8W4jJQ7Pn8fhD5mNUQFWMR1lhllbPxMUVcOwdOrVyuBxtligC3J2pya7q2Hd0H8VchqHNmYT8R1hDzgXVakjFmq0wN6Sg+kRNSSxC/vQo+Q8nTLTj4zJpTdeI9LoyZGVwSif7R8UP6OvsTDRFlQ8n9rk0Be/EyH5Ey8Aa5u/5pB8JU2m1+Fo1apdyOiunwSYmFqN2M5VtgSxH00miyRzjWCzmMZJrp2PWISyT649L5PWgbOrs61pRfWctp0Zm8PpNRPHyWjiPRFG4h9XNtDOqvmJKJ5tCQAjERUCUYXFhkkhCQAgIASEgBISAEBAC1z+BJNheqoSr6udQr5yunWtp3UPrLMNARrnScinfT0OCD/3UAqWG66C0WAkJyfx1of/CkETwURGhwpBk45P1iWRV29BzohvdLtO/Ez3oOdqNhdPSMINpPX1DFXAJmpWMljWgpnaWrIKa+nf+/Hl08J/6ba21MbERJ84fpRPxD6jX9vDgN0TwcwqcQtX38VCZQKsxVVxYXcPyUmf6dAu18OzD96KsOeDzOkNxaNFU8uIWnD/Xi+73WtE4h9ZaJXlIqzTFCcUeshUFJ3VgumWUqlVCEmvYYii8IlJ7/8gaUr6g7ihgmabiaVMdm3Fa+XYbMTB1MAM94mWlSKOSNhAsXyrBFrZhb083Wrc3AnvKkXdfGprPBGIEfpNgmaK21+Ag+01YPzrKfsS+tX1RphY5Z0ml1i96jh7EttfmYJfmK60iitViIO84f8dFVIb9ILIlYjHXS4rNJf46XG0usWXX6hh2PfDIpBxUbuf12tuDg23bMCdhF33oZaFir+nCjcE3/r4SZ3tKNCEgBIIERBkWRCEbQkAICAEhIASEgBAQAjc6AcvsR2m/Q/9Zezkdroq+mZbbglXKncfpgHULdMfzwaOc4rfv56jgfsmckKVTUKNxt5VeooAFr0aqALz4+fNMRT9AmYafpmCW49JR+DT3Vrv5QpyO9Cmhf8l0pn6YOjRLUjpyGafBvm6I43T3e7QGUhoV/u/XNFVW5Cq/XKZwyUd5IhVLZiWaKa55s+L7uyKc/tNh/vfp6wu5SKVMRZSpdr5jiBKlfcNzVAnakTs1umVUeg5N61CLn5pf9FXBXI2vaSutlNQURlWhFq7AqDYD4YwTBatp5BZYsZDKFi2MS0L61ByUrKxD92smi61Auii/yn+Vq7IGXQGLKCOOe2eDpsBJT2KeOcq+rQY/VdMLzcHbjufYX4oeM1mDmc+zH1RyvzhKP1CrNYYsu5q52qMp4YAHNYU1bCulLNSDT2PBKZac/plTWIK69m7Ncq3vQoTgjP7Fh1SpTeijktDcj9LH9+Pw0X7mwXwHOE02MA2PVnC2JSvQ4aKSjerLMKtFMh059IWdZmvBdTSsteBcXcCj9KmmTjLEw1yPGYNLvHXQM7vKXGLIbsgU+eP3GUplKmAzv2TDitoONPIy6fToSvR4+I6mr0SWL/tCQAiMTECUYSPzkbNCQAgIASEgBISAEBACNxIBTi1aSaupmpJiOr2vxqP3hxQAlodW8AgVGtOK0XTADc8pN7q21iJj/io6ft8S8vtEJVPFq03oOtIF9yfp+M52pqorRvGLTXRK7oH7WDtq6Qh/1SFgy4tKuTI02J7fzcmVq5Bhpy+usz74qeRxcbpj2oPF2HhIfxm2/dM2xmlAdgp9iHH6lPeMG00/4EqBdPIPeuBynfTplkxUQ62td9IfFH1e+TxwvlKMBVQg4eN+w2fYZW5zWmZnJ2WmEnBze1QLrWQl5s5yZCyuRddJVR5XoVw+X/OFtaaFPrR4WsmklEVZjzLOMfooO6lkUuW5sMzxHWQqhRuLGxIm2bC7yorakizUsHwPObkONHMxgDyULW3W5NGnlTbghVeoHDvD8y0NtIgq1rJqbulkXeh0PJVTB5c3wEU/S0rB4zvrwq5f0rdaerI2vdW9qRh5G6hkHDY0o4ArM6r2VT7WnJvowJ8O6K30JWabxESUc1sF5VxMObd2aXK6DzShOEOt1rkMLxuWVkOzT8e33lqj9YO8Fx1GP+jCOjsXMnimDG4/FURTcqkuBEqr1lF+9hO2RUVKFluYoaUdbuq6lOP3tNRENHDqp2pPZXHn2rtLWzAhOSHUVwPlWwq/RbswFxZklNLnGZkwvof5lnIVz+KfurSmcG/+CiZytU/Vh5TyxO+jz7o3m5iFRVdaGauLdu53omtfU3TfeFqbutBAxaXrXfoeQyYeXaSUtS9o+XpOqb6Sx5VBlWTN6DxmVtyNzDweLjHrEABi/F4tLvHIHvV64EINX0mbiPIN7OvKNxyVfd5jTuyiBWr6HbwSOU7F4jvavhKBSHaFgBCIQSCO70cxcpDTQkAICAEhIASEgBAQAkLgOiKQ88hTsHJanZUWRWEr9NFiq7KvG5YXK+iTKjso8bLabah+2mZMAUzAtEeo0lhejoJNXFWx8yPYCyvR/ZYFFfPLkK1826swcxm2vVcN23CO0y35ePtoK9Y+W4DsacruTAU6onccxIqAwoWKmbddu7Hqmws4fUpTmTDfSrS+14H2WXlYt+80SihXT0s9MgqL0Vxl5FLRiI62IpTP7UQflR+W2+jv6ntU2JXoMmNRHWyP5SNsuiWTKhVc/TsHYflNDQpm0VpJC1ZttcFlDxhzSSnTR0cp07MLUJBrjnMQywJO3DmdcoaR2vyT/9230TppLQqeWUAbMT1Yn6jDwdXLdOu5KSV0XN+OguWhutRtPwhbYjuyCjkF8aIdC8nMW/Uc8qwBZsxnUTU61kdXOprLV87ci7j6Y/Vf/BbZpva1s31fflpfPVTFt734NnZPXoUF9LEVKadaaEFNBtWnJ6rtULDMWYHulmRUFJab+oEd2zpfhm2qsvzKRHVbPRxzOe1xJxWsDPba3eh5ZALKpxXQIuhlWGcspH8vL57j1E9TDVHNflEyRUsS8ceCFee6kby6AsW5GcFz9tWcgltu0xSESYu2oNG7VpuCF4xAW7Mt77ysKy+peHmqykafVcW0mSSjWi6QEGYFyYO3JaOIyq9yLU4RDnJlVS3ezgLmS2WkCqote2xop8KzYf9p2GdkUjkXB3OWH4vLslh10CUw/b1KXOKQ3To9yvXAdFtaGvHC97hSa2VI7KKqLfjRIt3KMybfp0fbV0LlyJYQEAKxCXxukCEQ7cKFC4FN+RUCQkAICAEhIASEgBAQAjcvAVpq+C5eRhIVSfpqfPFV1U8H8pc53SyJU/LiDlzND1QgjVgO4/iphFHTzqIGZSVFq6DxlDdSyRU1fuRBWqoUp2SjSCn3+PKuTa2jNVDCbUqJM0xgeb6B8UhKGiFOtKSUVU0Q01JF+/QeLV+mCeNj1Bdxs6ZV2eKJaHjkIDqeyNRW7/MriyhyH5bXp2CqlEDaVMFo9Yu3b2kcOF0y3j6ophKqPqKYRy2X3JnnZU5jHHWbqTyHCT72+ej9bpTM4+Gi+s5o63A1uMQj+zD81LWmxproDHldD8vXlOFo+4opqWwKASEQnUC0YTR6TDkqBISAEBACQkAICAEhIARuFgJ0iH4lCoME+p0apWqIVjdxpGCcEWPxqT2JZX/6oObDsSTWf1glUaAQKmmuqETKOmJdouUb+VZyhfVNDciuZNCc3gcORPm9wjJUTsMqLdXJePtWNA4q/XBBtdlw59RxVecr6Z8j5clzsfpd3Mzj4XIldbgaXOKRfTiOMdLG4qtlO9q+MpwsclwICIEggT8LbsmGEBACQkAICAEhIASEgBAQAjc1gX5lgXWzBuU3LeC0/Gat4/VWL2F+vbWIyCMEhECcBGSaZJygJJoQEAJCQAgIASEgBISAELiRCfjoUN6fnE4fYzdyLUaQnY7jPX6uGKlWWJRwdQgI86vDWUoRAkJgzAmIMmzMkUqG+6IoKQAAQABJREFUQkAICAEhIASEgBAQAkJACAgBISAEhIAQEALXKwGZJnm9tozIJQSEgBAQAkJACAgBISAEhIAQEAJCQAgIASEw5gREGTbmSCVDISAEhIAQEAJCQAgIASEgBISAEBACQkAICIHrlYAow67XlhG5hIAQEAJCQAgIASEgBISAEBACQkAICAEhIATGnIAow8YcqWQoBISAEBACQkAICAEhcOMS8MNz0g3vxWtTA8/OGuRVNsN/bYqXUoWAEBACQkAI3BIERBl2SzSzVFIICAEhIASEgBAQAkIgLgIX3SidlY03fu+LK/qYRxo4AteGPlwe84wlQyEgBISAEBACQiBAYFxgQ36FgBAQAkJACAgBISAEhMAtT2B8AtIJITkh6ZqgSF+yDecXXZOipVAhIASEgBAQArcMAVGG3TJNLRUVAkJACAgBISAEhMCtQcDzrhO72jrh+Riw5uTDNi8flttMdfd54HzTiU6XG7gzE7lzbbB9iSqwAS+cm5vhYVTnTgcwyQLbYzZYojwx+8640N7WjsNHGftOK/5+yULkTDEUaFo+TkxeZEe6rwtNv/gVTl+agMmzi2AvzGTuPnRt/Tne6OpHatpkFD5mh9Wiy+c94oTzbCrsD1uDAntPdsHJsk73XUJy6jTkP1IE66QE7bwW//eMvygUX53wvtuMTuSi6EtGxsPVOViKbAgBISAEhIAQuHUIyDTJW6etpaZCQAgIASEgBISAELjJCfjgWJ6IrLnFcGMycq2paF66ABmpxWg/a1T9rBN5aVko3tlH5VQ+Jie4UTw3C3mbqBj742G0vFkDF6Ne7nXB5fJE9d3l2VmOtPvysPYoMG1uPpJ7y1FgTUPtPq9eyOV+bFxejuylxZh4XwGaqZTz/a4G5YuzUbGTyrHKNBQsbQJu86Kmqhx5GTXwDOhJ+w+9hPISF9VleujaVI6MWQUo/8VpTEgB9lWWIW/aRDQc0MvS4ttD8Y1k6H+vFKX7+/TdkeocSCC/QkAICAEhIARuIQKfG2QI1PfChQuBTfkVAkJACAgBISAEhIAQEAI3FAH35lJkP+PBtqMdsN0dEN0Lx+IMlH9ch972ZejbVIzs5YXoPb8MwYmQXg+VZxZkWpS1lQeliVmwvXce9qmBPCJ+vW64L6cj827dOkud7XolDwVVJcx3BZIG3ChPyQZty7DlvV4UTVUl+dBcOR+lG6hqe6IRvetLtPL9J5sxcVYp6js/gn16AtybKd/GInzUbgeOOTAxtxzLXjuIuiXKokwFH5qWp6EsgdMpa21h8UPSAG7Ws8y/Bh1PZ2rbI9dZz1n+CgEhIASEgBC4VQiIZdit0tJSTyEgBISAEBACQkAI3NQEOMXxmWbY1jeaFGGqwhbYX9sNHKqA8xR3tSmPLXAe8MBnWGPBQsWWpgjj+Yt+3Xn9QMA2S+URESyZmiLM5/XCc8YLL6Nm/t0yRtqH08YqlP3cK1p/0FCEqfRJnLKppjIWoWO1rghTRxOmZMKmNqK4zD/yZjkwsx7VQUWYipeEkvXnNUWY2osrxKpzXJlIJCEgBISAEBACNw8BUYbdPG0pNRECQkAICAEhIASEwK1L4GIffWTR19fybCQmJob/S1ugcem/4EPmY/VorBiPssIspKUw3uIKOPaaphmOj43Qd9KJYpaRlpGBrG9kICON2w9ScYXxCFhnqdUgbbOVK/5Q8F/m1MaZNmQGTdJ4blwy5vDHH4oW3OrjNEzbU7khC7bgmdFtxKzz6LKT2EJACAgBISAEbngCogy74ZtQKiAEhIAQEAJCQAgIASGA8clIVRiqtqHnRDe6XaZ/J3rQc7QbC79ALdQ4C0pe3ILz53rR/V4rGqmJKi/JQ1qlMz6IAx68MKsYqG3FR+dpodXOf/ztaatjeqUCM4WBiH3TqdBmEpJnhvbMW+MprrOnz3wo+vadQw/7vKb6fNo6D81ejggBISAEhIAQuKEJiDLshm4+EV4ICAEhIASEgBAQAkJAIzAuHYVPc2u1m6tApiN9Suhf8ieHcZjzFrUVJS8a0x/HJSF9ag5KVtah+7UiOv3yBp3W6/mZzbdMjC/7oVzXF86ZEbQC085eUvnGYVZmyirW5hcfqQTqFsB5JjymWkGyqSVgzcYyua270zfinXGiYDWQfruxH2+dw4uRPSEgBISAEBACNy0BUYbdtE0rFRMCQkAICAEhIASEwK1FwPb8blixChn2BrjP+uCnEsi1dx2nMBZj4yHlxcsPR2oaEpc3wHXKCz99hvnOurDrl83UHCXr0xGp7FKhc78TXfua4Njn0faDf8YnYAZ3Kr7PMugszO/zamVkzK/hUQ/61HpU8RiEBTOM2Aj4MeNhS+G3sIa/xVy50rHPDc8pN7p2rkMG61O22a2p3jJnL2SMBrzwipP+yzxwtTQg7z5arjE0t3RSwRdHnbXY8kcICAEhIASEwK1DQHOneetUV2oqBISAEBACQkAICAEhcNMSsOTj7aOtWPtsAbKnVRjVtGKN4yBWLMrU9hfyvLfqOeRZA+d5eFE1OtbTOkyF2zLxVJUNxcuLtdUgizgd0j7H5PuLFmjVJ5jHNJaxc5WeZmYlWjtb8UZuATyf0ELsDl1hpp80/6UVV5QpjeYYyX+pVG2BYMGKc91IXl2B8vnZgYOwr96Gl1fadMu0KSVoXd+OAsrbXKVHqdt+ELbEdmQVNtOhvx0x6xzMWTaEgBAQAkJACNwaBD43yBCo6oUL6lOWBCEgBISAEBACQkAICAEhcIMT4KqQoBWXvnpklLooqzA1fZDTJZNui3I+jkN+n54+4QrTx1FEKMqAslgz3PNH+5zNuvgGxiMpyYijUiorM3PcMaizylaCEBACQkAICIEbnYAow270FhT5hYAQEAJCQAgIASEgBISAEBACQkAICAEhIATiJiA+w+JGJRGFgBAQAkJACAgBISAEhIAQEAJCQAgIASEgBG50AqIMu9FbUOQXAkJACAgBISAEhIAQEAJCQAgIASEgBISAEIibgCjD4kYlEYWAEBACQkAICAEhIASEgBAQAkJACAgBISAEbnQCogy70VtQ5BcCQkAICAEhIASEgBAQAkJACAgBISAEhIAQiJuAKMPiRiURhYAQEAJCQAgIASEgBISAEBACQkAICAEhIARudAJhq0ne6JUR+YWAEBACQkAICAEhIASEgBAQAkJACAgBISAEhICZwIULF8y7EMuwMByyIwSEgBAQAkJACAgBISAEhIAQEAJCQAgIASFwMxMQZdjN3LpSNyEgBISAEBACQkAICAEhIASEgBAQAkJACAiBMAKiDAvDITtCQAgIASEgBISAEBACQkAICAEhIASEgBAQAjczAVGG3cytK3UTAkJACAgBISAEhIAQEAJCQAgIASEgBISAEAgjIMqwMByyIwSEgBAQAkJACAgBISAEhIAQEAJCQAgIASFwMxMQZdjN3LpSNyEgBISAEBACQkAI3FIE/PjgxHH0hS8YdZUI9OPAm23oGxi+uON7d2BPd9/wEWKc+WBrFWau2AF/tHgDx1H1pZl4/UTUs9FSRD02YhnBFH7sWDET39563DgSm7u/Zwdmfq4Kxz+jtonMX9Xj278IyBcUXDauEYE9KxaH9c1P3T5X1N9j99P48YxlXvGXKjGFgBAYOwKiDBs7lpKTEBACQkAICAEhIASEwLUkcOE4Ft87HVt6+q++FBc+wOyiAnw4rC7Kj/3zFmP+bz68ctkG3sf76z+Mrgxjru8ffB+XBoYVIK5y/RdYxoFzMeImwN/zPupPG2XFwZ0p8D7WDCt7jAJjno7M39+/B/s/jplMIlwVAn58eGAHzpn65li0z3H29w/9o+jvcfTTuHGMZV5xFyoRhYAQGEsC48YyM8lLCAgBISAEhIAQEAJCQAhcMwIJCbiHhScnJF99EVj2PP43YngYmMd4Vxru+dpbGFxypanHNt3X9wzi6wEruHi4Z3wdg3/6OvBZvX0Myf+usa2w5DbGBD5l+4y7F9v/NDg6meLpp/HmOJZ5xVumxBMCQmBMCXxWt6MxFVIyEwJCQAgIASEgBISAEBACIxIY6MOef92BDxhpz9ZGIO0uzP/GPKR+/D4a3/wQi5+aB393G976TR/mPvN13KOegvs/wJ6dO7D/faaaeD/mLpqPuVmpoWIGOPVx73a0HfgAH2ICZv/tXMx76AEkj8ETdN/hPXjrD/eg7JF7cXzv62jrvwflX3sAGKFMPc1dTHN/SMbILaUI7D+O1/9tB459eAl3/c1clH5tLoLqQeb//r+3oe3Xh/ABpyze+7fzUboook4TJ0Cp7N5/sxF7WPdLE+7C7EWLMc/ERp378K/m8xh5R+MeyaiP7bD3Q71NeO59ttGH9zLPaX4c2PkW2lQbpNyDeV8rw/1pkZUK7X/QsQd7frMfxz+i7PfPxrxF83CPqlxE/qEUxNHThu3vTkCZ4hsW+in7dqQ8VIYHWGb/6ffJpQ2Hfqf3h/lfW4wHMoLkwlKG7Wh97y3cs6QMd/W1YcvWNnx4aQLueWAuFj8cznbEMox87mI+9/vZhlv3456C2fjgneN44Jtf1fusqWDVb46nzMVXv5w6OtnjlVcx5bUz/5u8jszt2XcAjf8OlC0x8Yx1LZnkHm5zRDaRiVQd/u0t3PUwWfGSDbueOjgd+TeHcA4pmP1IKeZ9kRG0Oo9ufPjgsLpO2vD+H/px11+T8ze+intVdxguLzMjk7x9Jw7gLebzAa/HlLumc5z5Kvt4SCk+bDmBPDS2tHR8n9N+J96L2Q9R7f5lpfbXw6i4BRLJrxAQApBpktIJhIAQEAJCQAgIASEgBG58Ar2HqNiq4lQ8wP8HTvWjcuWS2v74EJ5cNh9VK+ZTMVSAJ1cc06bq9R9uxOdSpmD+T47jHipV7rq0AwV/QwVa7QGdBV9413yeL9NFO5D819Mxm++eP5w3GykPNI7JVL9z79bjySL6tSr5HKbPK8W3D3D6Y4wyz71bxTSH0D9Ma6nX6wO/qGK9pqN07wfo/3gPvv31AqS81GbU6QM8yTrNnEtl4T18Kb8/heWzTp+vM/k6Yy5UAH573ucws6ieirAJON78bcwnmyeDPrj8OFTzJOb/O6d8DsM9UkStHZZWGdNImX4t03/zeSz+PBVtJfVUNvaj6jtPYuZffRsfBCzOIjJpe2kmplB592HyPZj7wD04/pP5mJIyH8cZPzz/iISc0vbk12djT2/4cf+J7Zi/9EmcoxLjg61PUhc3E6t/B0x/aC5S/vAkZv91CtZQeRoz+M+hftmTmJ7yOaTcW4A9f2CKC/vZVqq/rAnWJ2YZRj5V1d/G56g0KV1Rjw8u/i/8cNli1P06Qg76zHqe/eYQZ7TGzDeyAnHKq187gTYLZaIdLwn1w5jXUijpsFtXUocqtt3+j/WrQb+entevp79djP1Ulh6vfh7z778LO06z2GH6qV7HoePDDl6XU+4v4HjCvva39+MD+jybnjJT70PD5BWtcgc2Pom77p2NJx0fYEIK0LailH18Auo79PYcsRyVYe8ezFTj1NYPcQ+V8fckHMf8B6Zg5kbdH96ouUUTUo4JgVuVwKAEISAEhIAQEAJCQAgIASFwUxA4NfhVYPBnx0OVuXR8yyCf8/nvq4P7Pzinnzh/TIt3f01rKCK3zh34mRb3x++fG7z0O7V9/+D+86Yof/pw8NjxD00HTJt/OjZIe43BQ+b4ptODg5cGtzyMwfvXHdOOHnu9TJdryc8GTxlpYpV57LV5g8j+GXOKElh+mVZPDP7430MyHnpNlfPVwWN/UmkuDR47cGzQoKBncm7/IO3MBn94QD96TItPXk9tN8W7NPjWWpbNeG/9Qc/nZ6zLvAa9LoODQ7nrmYf+XjqueM4bPKbVlSyWqDZhHmtbQ/X5f7drx372uyg1ZJtxEurgD9k25nDqd8e09OH5Dw4ea5gXZD04+OHgD1VZDYfMSQffWq7q+ZZ+7MNjg8c+CC93/9r7Kc8PTRzCkod2guy/Otj6h1Ae546/pbFFoJ/FKiOYD/vwgVPB/PfXUE62u7nmH+5ZRdnKB0+pdo2VbzAnYyNYzsjyRjINZKMfN/phHNeS6nc/y2a//F2oBuHtc2V1UP3hZ0aewX778I+D19Pgn04NrtLaffh+GnV8UOL87lAoH63ieh/C2v0Ghjj6vDaGYLD89UD5Kum5wS1PsT2X6/0uVjmKE/DjsLYf/PDUIK0+dTlG2/aG9PIjBG5FAufPnx80/xPLsFtVCyr1FgJCQAgIASEgBITAzUbggl+32uJUwFBQ9mHAz363BQ9MVnOcOB2uew920L/Xln+eq+0H/iR/uQxUPODbL9OSSpvy9D7eevMA+gLZjUvFvdNM0ygDCYO/e3Co1x/cC9sY+BDH9lIdlEHLKxVoncOJZuBLPO65XTtyhWUaafmjcvxqwyGU54VkvP8BNZWNXDSxEnDvl+/F/8/euwBHdV15v3/di8utCpSlGruQvpCAGCYg4oRIIxtLY4eyGJuhFZMCAY5Rwk0swUxGQOoLdr7roKGmsEjms2HmDkiZXBnhDGMpM2CJMkRNyR7kwvi2jCESMo4EMVGDIdWtsqfUKnCpXWbq3P8+j+5z+nn0APNYu0o6r/1Y+7fX2eec1XuvnXM1jNCFAEKXOTplKqdnlgAtJwNmRiqXLRj8xYrY1EpOmvT+zwbU8krjEWNEihnZ2CTl7oiRcKC3ytI9aHm2XJ+SqUeYVWh6XUvC0MTWst+HQLRBOMDt/sJY+oRSrBN5WLG/Gr71zdFRWuBCAY27aWb42zIjUl4hCmd5EA6FELgQ0tu88DFVY05vc7ECpqJWf7wR5bbpbznzvGjbzzy2NhqraLooQ9eKvf2otk2DK/1eG3CKo6AuGKJSg9GxdTuKdlF3lJ66yNdKaW1dyWtFTrN1dS+lSR+9NI46RNPqO6pGXvhba233Uz4K6KcvGpLqaWL/oOLn3V/EUVgR3iMBBHifhK/lobyJ5rf9/cbIzKR5RUvSd3oP1oBGTNQ/VWi7kIM1TRq0XYZ/wYzl6P0Qpwa/zZGe1ojJvAIU5pk3xIS52USTXSFwhxEQY9gd1uBSXSEgBISAEBACQkAI3LYEzO/DxPqtQNm82MXgGT+j+DD/rixkZTn/yrbyUmAYkXk0jLXWYzun1+Vz+ltWVgW2v0xDjGUYiy/Est9YH6zx12mQ6uW5gi/lm1eYgP6kooYwnvWMtcy4MpQI3kfsH948wSmFsUAfWc9XImtaLvILZiOfsmRxmmLNKcpFh+BGUHIVIF//CI+lxJQClNGwkHQtTCupLXrGXRqYvMvLbAY3ppjCaancWCgdedBhenN3Cwp+XoXZ+bl6u214vhm9F1I1iCM1CmjY8qIR7aeM+IE3G6kB9aj8Ro4eMXzWhwrqQm5+PmavytfbPLeIxgya2txUT8mcd6+Rl73kgiLl382okZsyVMxSTgF1hFnl4Mgq1B0wp/Be6NLbrH6V4TvOTb6O/HjgRt74NMmO3dxLblpoPHVwysMaldAXl6MJPJhPW3B0hdeUDensH1S+A4d38t7I5j0yG5W8T3LZVxSv9/FGURrBkDIvddEIQU659dLY6hDJumhuM5VT+L1mGu09qHpkti5DlncD/bj1GgY55jFxbnECyaEQuIMIiDHsDmpsqaoQEAJCQAgIASEgBO5MAvxQVl//ZvDkKYNUEToGBjH4gfMvGAxi8GCl/gFb+tQWcCoJgoF+dLSWo+1p5aMqhU8rGpOUaaL9zSQjp1S55/00vtBHfNToxAP6NYoPYyozPrE6vmarqDq+N98cbaV8S9GHEo19/sCoXi9VN+2zIBpoaHGkSiKXGo00qs4bQ8xUztch5CCPsqQKeQ+tQRtlHg4Owu9rAQ7Rx1hBruETKlUi63xOETY/Bzzzj8p/Go2Cy5qxonUN8tT1awE8U1gB7PKDk8+gneSfavfuBl50kFGxkwZlG4nEs1fnzOSRsZSRkE8OKl7Ygt6fcGQb8+w9UA+saoFXCT+WfBndChnltSIqq0+c4SfycYiGJyOC23spml2ynXHWIVlW8edy8owRWPHnncdsJHszn2/F/GXPoOH4oK4HnFyrb/1qNJc1gNKZQdIjtZaF74Ok5mMjvptyOBp1zc/aeJ8OY3DAj5ZHQV90xcjdxN7kOnJLWiE5KQRuMwJiDLvNGlSqIwSEgBAQAkJACAiBO57AlHRjMTi4o0h9INPJfpAr/s0psP1lo+d4D0dTMT0NEhFzlFeemr731Gb0fEADDL+Gw/YPZws2R05VcRqVbxOn4122TlrbEBp/rEYZ7UDZHOtcku1Yy0ySRbpTkbD6MC/ndFGbdWMKTUMcGRYLvHaqEV0XYmfUXvidFn00UuX9ypCYImTgniKV69Phq0bUHE4TK126Bg0nB0EfcQhy2qebUL6W7cdVLNvVAgE0XT7DEXB6oMVKkfE+WuS0+4yqfG2sjNgp/2/Y1gaaiWwhjBYuNACOd8ufMrEy8h6pYl2b0XrYh+af9GLHj00jzwRkTyuvNXWXE4oHLtuqRANM3SN1XNUwWz/p6l6KJk/BcgJ1iGY9lp0MehqJqKmTRSizTVVV2Y+GaYC6L66gNHkVL6fHsp9zQYULzjRq5cvWI70YclOOpdssp2BeKdY824DBVmo9F9wI32huzmrIkRC45QmIMeyWb0KpgBAQAkJACAgBISAEhIBOgB+HKnQf96H7zVY0v8lhHMmmLc7w4ui2ItSV5+s+sML0/xO+0Iudq7maJFc2VL55Bl4uQ/ZdNfCdpvGLRphIOMTVKpUxLB/2wV16gea/wh800NtWLyq+lIWdv/ah93SvLkfNA/nYcET5Las2RiKp+EnkylhmkjTR8pMZ6KIXjZ3cGWrs2gbsPDzAOtEfkqqzNx91PBsMmSNYPLk8Yh24sqKajqV8JnUf2MlVETdw+uQe1D6aZ2Rm/5+Mu/262k8ne3zcJMeRs83InZaFRiWTskbSSNB7uJ2mGjXaThkvExP1cjVG3+ludJ81TVT04dWw1IdKLw1Uz9WjlMn0YI7q27CNvr3oj0y1dS+nyeWXKzIBGtu44eqNFZwq22sa5IyEsf+KGrgiZb53O8ujPzaybV5fjpoDNIEeZ7u7KSNdG3Ka6DMcmVS3rIKTPetRVWIK7ybfmJjRvYzyMqZnThm92gGVP9mJ3vMBDNCIs+Gu2Syf4UgXBpSt0MW9pKIrI9KGXS3oZnsMmM0RbZ+LV/RRlWn565nY/sWzStL+ttjGbjI9TZLOk6MMvr2o/yefrmvhcAC+FyuwWE2h/ihsTFFMlldcgXlLN9D8DeNe4ojRwPkB/V7KL6pA1csDuCdjORE0c0pz1vpG8g/pxvnw5V60/xu1niMic8bZ9nFiyqEQuHMJ3ImrCEidhYAQEAJCQAgIASEgBG5HAlz1cJux6iHf7rUVu7jy26UOjWN+zFUM7XUe1fx71Yp8xqqGalu0bofWYy14NzyotWwzV3yMxlmhtcWtZmjPUd+/kpiuaFW9dvQDK2Mjhb4aYPzKkBnKTJrGEsBcOc9aXc86rXHlQPsql/4mZ522tPo1Oh3XwFUtlYTBQ2SyrkXzdxkra1p8vM+1aEF9RUojZ7USY2w1ySTcowKYO3Ht4ExvRU5cddC6olbhow83Y3XGaHtAq99vrtQXl3/QXBlUyR+Tk/Xz1ett3jIQW/VRL+OSP7oap17nki2a/4xfq2V6nWkcx5hc3OM1fRXT3n6uurnCplNFWoMvtiqklrEMY/XDhDa0CmMdac7Uqh2rE/Jipnyt9NbWrbyMb+eouFTvOqoFWR7HpWlq1VUjZLiXGMmud2q1UHu+evuMuQ5OVqnuDeeqlUn0NE5vzAppweNO/S+i/vdQp4pQba4YmyQvK7F9y/tyz3OxPkln+EJHdHXITOUMB/wafcPZdIr9FfuTaD81Vm522WRfCNxhBOwrSar9LFV/3pQShIAQEAJCQAgIASEgBITAnUeAI0PUIA8OsjBXc4xDoK5zFFKE0+VyclJM84pLMuHD610mp2Oq0W45U1kfTpNMGXQ2BhxPungpM7hOF9geavRezlSOjppkuSJhDnfilDRPdJqgizqoUWN3zceKM6Oovp9M1XRXhU3xTRLGVUaSfOJPuc53jPKq+qiRhBl56/qS5l6KFzjJses6JEk76adYnzB1zUM9m7D+kyHJGCLG66ybcsw4SjdzkujmTcVt0htCMhQCk0Pg6lXn0N74W3FySpFchIAQEAJCQAgIASEgBITArUCAb8NpDR/qOn2IJTdrXKcKXu8ypyjDngvZdTY3tOYuhGIUGifciO8uM2cs1dbjD6bBg3zT6dTEykgt3djzdScvdH1xoQeZ7qXUokevjL0O0aSTv8P65ExIH2wikWHK4KacDHFuKm4pKyoXhMDNRUB8ht1c7SHSCAEhIASEgBAQAkJACAgBIXALElCj1W6lcKvJeyuxFVmFgBC4+QnINMmbv41EQiEgBISAEBACQkAICAEhIARuYgJhLjQQySlAXpIpbDej2LeavDcjQ5FJCAiBW4tA/DRJMYbdWu0n0goBISAEhIAQEAJCQAgIASEgBISAEBACQkAIjIFAvDFMpkmOAZ5EFQJCQAgIASEgBISAEBACQkAICAEhIASEgBC4tQmIMezWbj+RXggIASEgBISAEBACQkAICAEhIASEgBAQAkJgDAQyG8PCA/AdaIXvnVBittdC6D7sg49/A0kuJyaQM0JACAgBIYDQANoPtOt9p+o/E//a0X5k4IaACp/vhu90mg6cz4D2X/sQGq9TYC7fXvdAMVrPqhWrJAgBISAEbg4CoQsDCISuV78UgW9TMTb8egz9+NUQBs7S59R4+9oxYY0gcHYAIecK85lzuBZAnXcDBmzpfJsqb0j/fn3bK3PVxxRjrM+9hPjjbJ8xCcnI59tRsb4V0bsg/nis+U1q/BvEYFJlzpBZQjuPMf4N7SOSyJbhfTD8fhdax/DuGjhQh+JN7TH9S1IkeLVd9aUHrL50nHpxA9lFeB8VZ9U5+smkVRvnyfj8FccxPWtclBu+0Iv2lxux88VGfo9043ZeaCOjMWzgwDOoWF2FitL8xIddJIj6ZRWo4F9XKOwCrUQRAkJACAgBRAKoX12Jim11qOOf6kP1P/O4blklKl/uzfCCMDkcg0fKUPFGMGVmkct+VK6pQzD6tpwyasoLA6d6mX4CGaTMWS4IASEgBMZDIIKOgvmYHf3AGk8e6dMEz/fCbzMapY/NT74LbZhfOBsDN6KrvDqAysL5aDk/1nd3GvmO0GAXrUwEwe52DF+LnYlemtSd699ekyouMxvrc88Rf9ztM7ZaRCLD8L00Gk0Ufxy98Hns3CAGN7pqjnZ2Ubg9/g3tI5LIlul9MNj9DKq8frjtVSJXe9HbPZykJPspDyLsSxsvmH3MOPXiRrKjxOjFdls/aa/PxPfj84+EffB/PPF8rRwCh7cjt6AYlQd6MTzci0pvGXJLG8f/o7iV8U26nZJRrin50ShVhRtQOLwHRTnmKY8H1lVP5pyi+Yx751oYgQtBqG8qz735KMizBBl3jpJQCAgBIXDjCczyokfTYuWebUZWITB6shqe2Nkbs+fxoihdqXrfnp8uRno5pxSi7TNbXdPHlqtCQAgIgRtAwIPspYB36vXtca13ZDcV8vCdmhJB37hJMJE4LKSA6XM8Y3+PHkudJiKiM+2NaS9nmRM4GutzLz7+BNpnTFLHf7vFH48ps0mOfKMYTLLYabOLb+e0kXkxLv4N7SOSyZbpfVDZDEr4jZ4s7QTOrfFpWGONmB2nXtxQdnPWQPtsDdtvApVOlzQh/0nslTl6ccOyOtQe6kfDE/wwYajfVI2K/DK0na1C7f1jf2akq8rNcG2MzdSM4jVFCPpqkZdOehqtuo+0oas7gODVMPL/rAzeJ/jBNSsHoXfa0XZGWYFzUfmDFcizJAj1ovmAH5hayPPliEcdersZ3kdqaGm1hVV7MNhajQIrD9sl2RUCQkAI3CoEkk2LCZ32oeNSAar5MBo40oqucAFqnyrVqxR4x4f2N/wIfAQUlZaj4oly51Lu4QB8B/lLUS+Hld9XiLLHvPA+pD59Jhg4Nd73cgfyV1WjKDKAVvbZBcurUToDUNMt2450IfBBENns88uXelE6hz25SvNvTLOUadI+OCYomyQXAkJACNgIpOwn9T6J76jsP31H2tHMN9r5jxn9mC15bFfvT9vZnwbYnxahfHkFyu93dmbhC+z/DrP/C47ynbccVd/jL+lTAceYW+bTxT6yq7sX4an5KPeuwYqHzX75Mt+BOR1dpWh/mRLlFKN6VVFMBnMv+lxYmouuA6zDGfa3+QXsbyuN/tZKwffw3uMs640eBDg6rfCRClQtL0WOel/W+/F2sDZ0g9IMzMhHxfe80ffxlNysvF1sA6dV2V3ovaS+Acqx4nsrUBj/Yh+Xj/4MOajSBFHwtXJ4+QwpnMHP6rG2F90Q+MjZr55FuQUoeqwC3m842yvwNt0TvOlHcDQbBUV8hpJN9HtEyZXmGeqqDVI89wZYbpdV7tdKY89ue/x71XM2dfvYsaV87lqRot9jHJ1N86d6F1jxaOHYjBXp9HaC5aTUtQw6ahVrbUNnu9FBfVP3X27+fN6jK1CkdMcKUQ4BjGbnovhRcnjY+NBXUaJtqt633qYLizd7MMzv1LInqpy6k0YvenkvBQsr4Z0RROu/taNf7wv4/bvciwJL9+3tbKkkz3Uf7EAX+xdKj/mP8H5Zav5EaY9/zV0fYVX5ptim64csAe/L1vWx93AzfLQbjGbno2w5Odr6WHUt+CXex/ezz0p1b6TT0xT9q+t2p6wpddWqh32rbBpHgka/Ctt7M5SLFB96AtSugjJU/SDW79qTW/tWPzXAZ1VhkU2X7PnH2UDC57vQdjIb1eb3gpUXOzWya0Ou+axT0yBVH91zxniuVTxlPkNogO0Ypp0mx1Ja5pBXimr+eNTcHbwtjWEZp0nGIJp7RzbA+2K3cRBJuApw+GLdXexAltWg7ufb0bi7EXWbqlBckIvthwPIuzeCDetr+FeJjvOxDAJvNqJm0wbU/EI9np0hcrYV+fGGMBXlQA1m/227M7IcCQEhIARuNQJxDzMl/vBJ9on8dWbD6izM91ZhAx9CET7MmtdnYXZpBR+pfLEtykf7msXIn8ap6pfNSl/2oTh3NioO8NWXL1UFngFOc5+N4pcsfwsTgMMpFY3sv+u2bkAWXzirNjXyQyuC0JscUk0DWHswhy9yZfB8sANlf5aL5vfZxzNN3dM1HMIdnkDBklQICAEh4JZAhn5yCj+SP+bHyinmdzXAaTqcCpJiGnf4NEftqv70F+xx+TGSP9qOxV+j8ch6D2YWobcb9Q+bmk38QTcb6Hp6MXLvyuYUE8R+rD3fquez+B979X65KDeAykfYLz/fpVcqcMaP9q3qfbYXgTOcOqRmQehXnP+M58J8ZN2Vj8VraDxjef5NNXp/q96x9UC/XjV8Dy8up6GLU0HLi3L5HKFx7q6dxjSXyz38saRO/3E5coll6R/hKmUGbkbuGf+385k1u2gx86eR7pEiBOhTbH5uMXzWMypJDr0v1+jPkMYP1A88RRg+yDRfysbON0McXeG+vULvsL34bKp4mnXPzUbgzRpU8DlZsdv8bmEdWzdRPhoHmy8pfGRFNvl31aCbRekhwzPUVRskPPdCaFbPcqvcbJZrPrv1cu3xU7aPE1za566KGu7V9aBsWSP1oAhF+cOoKp+PbO8Ypjtl0FtdonGVk0HXXDJQ5Xe/VIP8wjLU7AvQ+Mn7T31zUnca3zYblPJtML9LGQO41MJ7j/fQ6maaKYxgtOkzxvvWI5Xw0/gwsJVugtQ71gUzUlq9iKCHOlzxtVze53w34lTibOa+4ekKzFa6f8G8m+3trLINd7ONaPxZXUNNpGwfd3GaYXGsjWzx3fYRprTXd8NbMlkwRl+ZVzL1Q3o0ZsTBMxu8WSimno5mZ2Pg0AZyzEdN1N8i2W4j2+P8aSGVXmTQ01TsXLX7OPrFyMc9qHnadC/CNlTvzdU/qdF1o7KJ7+KcHvrM+grk/1j9AJI8dD1frPdTwRz2o6UFGPiF0iW++3OEnCP/+OS0w9SsKUvobyNn29gv1mCY3xsB2k/UNMj6M+APQeXIvWQ+Q1R/q4LdEKaOL3eh/gjHLdNl1m0ZtAyhf2+1xoprWFqrbVlXZOzzeIsvyJT9WrW6xr89Z4b1nDo2Gsfq3Ipte7SO/Xu0FWYcPuK0jkvD2p6lRhzvLk4U0kPsnJGveVrfjGotq6w8t2j9RjHaoK8+KkvHJXt82RcCQkAI3FoERgf2sD/bo43axO5vNfveVXu0wSvGhf69KxiP/WjAFlELGn1qSYOmusf+Ji/jGPvRWMFBjb9SRg/tOyp+0a5++ynnvi6bV+tRMnxm6/O7B814o9qeEmhFL1j9uXE6ONCvBT8z0nhtzwgzkWyEgBAQAteFgJt+UhXcwndR7940fd+Vfv39tWjbUYecw92qv4bW0Mse14yDdXuM/s6M6W9SfTXfg638PwtqPb1Wn2lECh7foffnfvO9VvughcderV/1mymC9U6+YpffFmNY63hOvZ8XaUfVqzmfJP3d/frzIBpp2K9xnJm2o9sqbFCv256BaAzNFTc+AzjO2Hge6EmN/r/B/AZQp4JneqLPLCP3oLaDZeMFu8zGFfXfeP5Bq/c5+RgMvZrFx217YWOLo+79rbVks0UbJFfrubqnWwdlCDHco9Uq+ZbucfUMddUGOqfYt5HBFlqLjZNmllu7n/WOi69pie0TI6ZTS//cpQ7o304lO/R6R9NSD9Q3WZH5/RX/7hF/rGXUW3flRMs3d1zpWkYG1J0zxr1Y22q/j4e1lnVsz40dLI3yqX1Ua357k59R9xrv/yYjndWmWNoQ093PBrUt9jhp361i36oNx216PNyv1fP9CNjBNzUGRzvz21f/vq3VeqzbklGGddmKtLYP+M7miM+LLvoIVcz1Cta9umXXHm3P3sS/esWa95Hxtpm5H4pyX9dmu2dHtY4X1HssaDNQNWEfo/pqs62S3hsZ9ZTZJGEXLT9du7t4747nbXBiXx733ryjK6Ybg4e2sI4rjDjxGfC5ot6bd6hnjC0MnunX2Try53Xne7zR33qbnO/kun1mnbonGIL9Wn/A+U3gf0E9Q3bY2sGI2u9r0NsC65z9qnH11vx/5coVzf6HTNWIKsqqNm2UHYP+wGAD6R9kvf7osW4M401rGb689ofepaN6o+ovBlTmwf3qwaTyqDc6h+BR/SGtlEL/4HIIxZvANIZVqwdGNBg3h8qnIfpwj16UHSEgBITALUMg4QWUkhsvi9W2B6X1gLO/9JlVHD6q96ktH6h06iXCq7XwhWw4zUeVBUePH315sc7GtoOHYh8S6sVM9fHV1geeHs3si0u2aJyWwpe3WFp9L/5lLu6yHAoBISAEJo+Au34y8QMrUYLhbmWsSm6c8m/jOyzfi4d7jQ8Fwwhlz2NYa+BHcOwDzrg2OhzUBgODWjDIjxwaJtQHj2VIiv/Asedm7RvPBfPD2jqptuxn1fu5o7wrw1pQlXVJ9cv80UT9aGH9CG1+bFk/ZPPrSDdYOdJb+dueL8bHeXpjmJ7ss1GWO6gNsmz1HOpRhoQSw9hkZWtt9Y8wXnN+mqmrQa2edVrRqt794z+IrdSxbfC4+pGcsjm/H2MR+JnXwPyK7N8n5lXLqKI+vjM9Q121geO5Z7K12Nskiu464vNsQvtEY5o7GZ67pvFzz5lEqsM6p2rdSBb/7hF/bJWaUm9dlmPlY2xd6lpGBpqm34cp9Eovy5Rvx/FEpTDa0TSS6gaPmOHVkNOpc+n1wmyPbUkMvh+06e9nelvY29m8r3SjuhNQ7Mgen2fd9BGxxJO/Z5TPfmbVCm1Fkj/9254/4Dq0Lk0/ZG8Dh7SmvcHoj5ztkO7eSKmnKdgZ5adrd5e66hA+rp3Yhuq92ev4AYMJzB+adYNZXHrLCFr0XIs2qJ4VcSFeD5zGMJoL96sf02tjhvArPcazJs64NhxUz6Ogpj+OepVh2dm3dzynbDV8RvmSfHfEyXQrHdoNYWrf/TTJq5w/OqUADYEOclGhl8NHy8DBt7EQCug+CNSJskcKY+dn0H/CqthhwWOcg60f1qGHw6ZDJ9v14dp4jj5l6GPBGTi01FyNp0f5v7ECh736OGRPBR99JkgQAkJACNxeBNj3LS1FgdUnXg2Ck3DgW8/h/VlZzr/cxXrVh+mjsfB7zWh5zoMqTsHJvYvxvBvQfJg+alLBUU5JOSUgVYh8HKBD1ALkc2i1CmqwfymHbMeCB9VNftTft51TdfI5fSeLS7Vvh+8000kQAkJACNxIAi77STciBTl1kT0u5qt+NK7PLdvKS/T78vuTaprLDszPi8/RA899tnOcurKTU4Gyc/Mxu6AS+flqOhWnsjBKihlHtsT2XfbAJTkJfnWVo+2ypZaPMvqGeb4SWdNykV8wG/lfUv0ypx1xWmgBnU/rIb7QSeQ2cHgny8tmubNRybLVc6h4PWvKx0Z8sWpqZv+b9AZ8qgbZcYyzsvJRR2EDLqfYjwbVM8fmn8moaew/66h4Vy+1fZ+YVz3zysAPVgTCbp6hbtogViyujdKtAX/ufyyxXFss524iKOd1kkz33I1c7te/q2q+lp2gu7mPKKo9CKuHeaaQQW/HVY5bXcvIgPrOaV7evy1LvB/Mehny0c/fN2z+j8xrhZwOqb5lDQ6qTelnzBHNg/l002qtpO3m3cqbbGG3WYW6bhlvTzbgH4d4sIL+Bx2F2iLcrLte7GhtQ9v+xL/BvbyLoq9+Lvoh9Ua5NPZ+Ga3xFLoBifZn0bPGTjK9yKCncTnYDjO0u1tdteWYbFfdaisei/MBmWe8R6trCYH9eXN3Cwp+XoXZ6lnBvnHD882cPp/yTd6RRcFjtewJG9F+yoivXFH5UI9K8z4In/Whgnnm5vN5tCof+bncL6phHnxuWTlxKmfdzzlnZWAUtUn6TCva7bB1bwxjbfUGm+VFsIu/1SQLOVzh0To/am/eEOenGhciKpccOmJbZxz76Lyt6w3DpLaH8/YTQw7K6KxZhd6fV6CCPmra6aSwhi8R4i0skZacEQJC4DYiYDdScdUvfbb+tg7wF3cMfmD7o8NhjgBApXJYPyUPa37WxpVshjE44EfLo6DvsWLkblKfAYkhdwYf0KfaMWD+6OCMweWhjzAdfc5EH5AqwjV7/87jGaXYwtV+tOEg+rs7UO6hb4Ki2dhg+bBxZipHQkAICIHrQ8BtP+midE+e6nGL0DFg62vNfjcYDGKQfq3u0z9o6PRZ/ajgCFz9kMfWT7XtT8/HM+CiT1fYT2o9alYGtKDf/GHYkXCcB2GMqucFfZ8FDtDXEY11/sCoUY4q67MgOFLNeI9PVsJkcaPvnvnLngGniullq1WTVV39u/gTePQj2S4An2tz1PEO9PM55niuBfhc47POt8qtEUk9pZL7WtNLpCFQtWjwo7jnl7rIH5KUePpzbozPUJXcCLE2sM5YW5VvIODuQ9ZKk3Gb5rnrmUrnWQz1vn793cDOVeluMOBDoeOhnry0THo7rnImS9coMrOCjwslpAoej+JAn4BJ3m/CH3OQB0M6DDl5xtANPaILvbAMZ3p86x/vSaVxCVqnfOHxSzbwsRXxFtomVMaQ3aipse+6H7K/50YRpL6XolFsO5n01BbV1W603SdRVxPem7mIik27EuTKe2gN2th3DgcH4fe1AIdqdP/r7RcSoiaeyCnC5ueAZ/5R+aSkUXJZM1a0rjEWP6Qvt2cKK4BdfnAEH7STRh8d7G5gXFvD8p4pKNmC8jnp7pDEom/FM2Myhlk48h7dwgeb+g0lLrBhi81TdeW18J0NIXKVqyg8X63/uqMuldMpnr5du0PfNtLRaNVutUvgKazjhT/YAc751oNv9wZU0tEgXWNGg5Vn9ITsCAEhIARuNwL8pcy7kZXayt+YZxSgYE7sL5fOOnv4np2nRpHxpV4PU3JQMK8Ua55t4Kq77K/pgD/Zq3gefx318jej6n8yHDkbiY3/ahXfqgN8oV6b7IeKWMyI9RNzTh4KH/Ji864e0L8L/C5/xYrlJHtCQAgIgQkQcNtPWkWYI16tQ/u2oEh9qtDBfJArDtr624I52eg53qM7GTbiNGLnQdvMBZUJRyr4OXvBWO08YnyMLy2LjfTVCxrVRyolfI5bL9t6nPh/fIfmKKrmd0KOC+H32/SRX5X35yMSVsaBcpTOsmXEeoY5Miwh8DmhhzFxS2Z8MMqKREaZXRHK4lYvHg3zRxX7SDmbIMVL6ZkJLQjS2ODg7BnmSmdh5OQ562FL6tgtKFXttR0N8T/CcOW1Vq7UGYgUYAWfodu5sEAgznjZtbuWLV2NsnnkkfEZmrkNHIKZbLd7GxLK7T3cmn4UtdU+jgyNg7TP3VlF/KoC2k4FkTcr9q6g+A739tBkmANPGt03S8ist+MpZ0y6RknSMChezlr+fDEd1BsSW//VKoGtRzjqi/LV8uTiXfE/BnJBg40bgFVVKFTvTW5CBr3IZj69m+rQHfeiNXBAjcphXxDvlNxkV5FENt/LrelHAdluCTeifx5x3PVDrMipRnRdcEoYfqcl2p85r9iOonoxmf2rLX+1O1ZdjUs+kcOwacDN4Q8upUvXoOHkoD7CMGjpYYbMy9fSgMbBQ+1qgQIU4RmOwNMDjbOqB/c+aq5YauUzqhTXplhcQbKtuz62CIwV7zbcjskYZq9/6cZm0JdXXMhDbe8e81w7KgrzkT2Nq7hsNTuhVS2ofihPv57DDyZjvJcR3burMg3wHKxp0jDIIestTXvQ0NQCP/fplNDIK8fWeMYp+S8EhIAQuLUJxL2sq8p4f3pUPdKQv7oRA5fD/LEhjF5OScktqkDjSfUgi6CZU2Oy1jei9zx/jGAeYS4p3c5lvlGQm3wqwdQiNBzagt6ti5luJ3zv8OPvdDfad3OFpkf4sriuBbUPG/22/UejKNxrAyjjql01u/mxEaIMHDUWet+HNvUheG+O44emaBrZEQJCQAhcJwKZ+0lVMH8B54gEX7cf3fxwbn65K7F7m+HF0W1FqCvPR+ORAYS5cq5ajn7nar7Xsg8Oqz7ajNO4ej42vMQ+8HIIA2+3onLafN2NSDvde4T5gZH/Dcblh7LvffUjMUchnW5HZb4xvT38keq7GfQ+3wf/G93o+nUzPxBtv9IbMaL/N3BVr7pfd+vl9R5pRu7XanhtB6ofzYM+2pefPzsPGzKHlMxeY8phMGQasszVM7uP+9D9Ziua3wy4eL6wCF2kXjTSuNT7TrexOiWNXBt2tZAj5flM/eDdi/p/8iHEH0nC4QB8L1ZgsZpWynqaNeVBLOQt3UDJe7E4v9LGx0c+XBVyd4/ZLu7ba/uy2ahjewbOc6XQtxXnYlStadfz8f6kgwXXYfay7eh+n65dzg6g9XklXy9q929B4RT3z9B0bWAKHa2koZPbuRJ0HbreH2C5fC6/WMkV9KrQPMC6xTd1kvaJZqZ2Mj13OU9nQxep8rleyWdzrC24Sqe3gj+emQXqOleDlje70f0ODbqO44ALvXVZjkN4N+8yTJCJAaMYugNUcGW85jfJ9fwAug/sRD7fiapeHqDBrwB1vnoazDiz6KetGKBODLzfhe28H545RWPhz8yBHXq944R0HLrVi3a+D1Wg9e0BhC5T91/agPlc2bRoG0eBzlB1smdqsFOyFf+02ZSt2+hfnq7CQITfto74TKvL6a6PsJd0o/eV2K76IXPknt5+dOehmKn2yy3lu+fSPahlf5YQEvQi6EJPmUsydhnb3aWuxgtpzze+DePjJjmOnGWfPi0LjYqJulf1d/12fUZcrhoOac/fTN/LmXM+9sHdHIikh3leNCxlP+rls+G5epQymR44QpbzQbBhG78j+M4eCYf074j88jqeDSBoGuEi7zdyunsxes1jI/Ft+j+Tw7OYA/04h3gqIZ3CqZU2iCa6mqQ6PXymQ6s2V4xU19Rf7a6OhBUK/OZqEfwVKW51NJWLPRgrbtTujzlwGzxkrSZpcxBnTyL7QkAICIFbhIDuDDPOgXDQx5Vm4s6p6owG/NoWR/9apO2w9Y3DvF6/Sq0KY/S9+nZVfRqnwgakweMtWrW+6pGVrkjbsveos982V1eKOV2OpV3hSKtWE24zV5M0VmSKT2OklP9CQAgIgcknkKmfVCXG3iPZ561qcKwGGZNoVPPvVat+Wf0iHbCv2xHXn45qR5ushaGMeFta/Vq//p5qOiRm37lHX9XOyoeLnHT36CvdxZzaD2r1tr694bht+TtTIN2Jt1pheKAjumCVkq1oXYNtsRU6Fm8yVyM25Vby+NWqikxruGPmim3bjBXbVHprdcrM3OiIP7rCu7ESmr0s5SQ8eNxY4c9ippxA93AFziKu6Je4SJZZMcXnuZg8Km31Cx2ONhl/e5GNzQf1aOCoVmvjrL5B7A6iMz1DXbVBkmdlUraHzO+ahPjJ2yeml9RfPrNTPnfNiINsC46Xs+lvtdZ2xqZXdDDPgQnGdbWQTvyxG71lWRnLsQtu7iflYXuXUYsmJNPRhKxS6I6tybXBrjgOJbVax0AsRqr3Lbtj8vR6YTh5X7GX971PLbwRY15t//5NaOck7EqqtQ5r1dH4+Fcy9xEJfCbzRKCDdUuxAiLL6W/lKrpcGdIK9r5BMYnvh4JqRUWuUuhn+9iZedln6KuRmxmplRBji3sk0Qs3epqEnZt2VyJk1lWrxub2kuJkrSaZ4h1YXxzB7rDenscw++t6c3HBmC7VW/eHPX8mC5orHCuGMU487zNsJS0DjiUNNO2S7b5XuqoWwDpjLIoYfVePK8Mu3a2+H+9AP0tViPCuT6AlM3zNg5yptG5nHI6bWoTA4Q38FafRjFAEbwmd59OirwKXrUbbD9z6EzDSyH8hIASEwC1PgKMUoJwhp+pb+ctRmH2wmmKQM/UG1ZajwtToCc9UN1MwbpBMUowQEAJ3LoFM/aRbMuxP1YAE3f98mj43wkgee7+sfsG3x1fvxRwppr8XW2XHx7HOJ9kOvFyB+b9YgdGT1fqEloiqH/c8yfp4vT/mbM7xvINPlJv5/Bnzs4Ayk6BeNwe3JCzSnlLtpZPhPzt/eyLrGyXV7BKzDvHP0DG1gb08a3+ibK18rK2L567SE4deWmndbl3q7bjKmSwe5BCd5pWizSNcICEy0XeipHrBkWPebDQu70fPOn6TKv0zO4zM01GNRohwBE7a/sVtW91s8dz2Q+NgllBVl3qakM7ticnSVbflqXh6P6X6cQ7tSqHXY8nOHlfdD6p/S/r8sEe8zfavXnUOd5tkrHG02HDWqLy4K2M6LHiiAf6mCMrWK09hNkPYCx1oEUPYmFhKZCEgBG4TAuoDJ11g754T76MiXfzJuEaHsDmpPiwmI3/JQwgIASEwFgKZ+km3ebE/zfjBoMeJ65fj37KTvRfHx3ErE+N50tVP74/HkJk9arp87fFS7bNO43r+UOY4gqlKSH9etUX6GECytrCncVmHtG1gz8/anyhbKx9r6+K5O2YZrbytbTJWSfR2XOVMFg9yyBQ8fCfKHCtDLmn0Qk0S1oPSvzHWK2P/YuV9q23d9kPjYJaAwqWeJqRze2KMbeo227TxktUpbQL3F9X9IGHSbYzXD2npuj3QVtXTTw5XilGjzehQrsDuVPP6FS05CwEhIASEgBAQAkJACAiBz5/AKWPNtgl/1H/+Nbl1JZA2uHXb7npJrnwQWr7YrlcZkq8QEAKTTuD6TpOcdHElQyEgBISAEBACQkAICAEhcAcSuEbn+xciXHUx7w6s/E1SZWmDm34LxskAAEAASURBVKQhbjIx6Ig8EOEq3jJQ4yZrGBFHCDgJxE+TFGOYk48cCQEhIASEgBAQAkJACAgBISAEhIAQEAJCQAjcRgTijWH/x21UN6mKEBACQkAICAEhIASEgBAQAkJACAgBISAEhIAQSEtAjGFp8chFISAEhIAQEAJCQAgIASEgBISAEBACQkAICIHbiYAYw26n1pS6CAEhIASEgBAQAkLgTiZwvh0V61sRmXQGEQTODiDkXJV90kuJZhgaQPuBdvgO+1L8taP9yEA0+q24EzhQh+JN7eNrq2sDqHugGK1nM7Q09aE4qw4DY2m3qyEMnA1wwa6biGq8Xl8LoM67YWz1Gmd1QhcGEAhl4DzOvMebzLep0tH2Spc2/Hri98PAge3IysrS/za81D1e8RLTxevrzahjiVLLGSFw2xNIsjDubV9nqaAQEAJCQAgIASEgBITAbUggEhmG7yVWrGmSK3d1AJWFxajqHcbmb9yAJekjAdSvrkRvSRGKWJXeU71Ghcxj8Lh3VQtGlxbill1Z8hrrsDsfkV0YVx0GyCA3oow0qQlErg2DpYzJ4Ba50Ib5X9uAnisaiqZOsh6NM7tEvY7AdySAynHm5z5ZBB0F81GzqwfaRqWJN0OIINhNI+r6WNtHwj74I1UTEi5yvhXzV9ehelcHaovC8Acn9z636+vNqGMTgieJhcAtSkCMYbdow4nYQkAICAEhIASEgBAQAnEErtebrceDAhaV45ncD+Q46WOHs7zo0bTY8dlmZBUCoyer05h+YtFvhb2CpzqgrRqnpFMK0faZjU+GbFKbyxITetjWgBf6JvHy53MmiV7n3xBJPMheShpTx0LwhggWV8jEaQRPtjHPPWjYyLbn3qSa/uL09abUsTiicigE7gQCSbrWO6HaUkchIASEgBAQAkJACAiBO4VA+Hw32g52ofdSEAVfK4d3qReFM+I+8Dk10XekC/4PgsjOLUDRYxXwfiMPuBaC7+V2BAjLd6AZmJGPiu95kWe+RQfe5lTGN/0IjmajoKgcFctLo9d0vtfC6D7Shq7uAJgzyh5h+Y+VImcMb+HJpuz1UpZgYSW88zhK6EAHwl+qwJqHlbxWeb0srwBlj3mx4lHnCDKdB+saUHX9szKUk0fpnCSGPr3uHch9ohqlzDoa1Pl/86P4eyv0uqaUJRyA7yBH7fRyCtt9hbos3oeUWREInfah41I+qp+INzuE0fVyG7IfY5kzoiXqO+GzPrT15qJ6VQHL70D+0moUReVivQ8bnEez81G+qgplU7KdGaijdHwu96L51z5GCqL95Wbk5RSzrHj5LNkLUL00F10HWOYZcswvIMdKB8few80I3FeBFQ9FhdTl6T3Aqbylaxz1C7zjQ/sbfgQ+oiGmlHr0RDnyxjIyjfXqPd6Frjd6EOC00MJHKlBFXcykZynL1duYdaM8viPtIA3MT9ImCJHZkSAqeU8Ej7eyDv1Q/JXeWW2tKq239wds7zieoXfa4UeZg5Gr+1Unmfpf+EIvWXSh5wzv3PuKUPGUs23sKZVebV/TDpTkouXX1JlIDuMXo4c6lkn39XyuUs85pdmv9IB9h/cp6uXUATS/EWZ9S40+xNJXjoh0o2N2+WRfCAiB60NAfIZdH66SqxAQAkJACAgBISAEhMBNQKD35Rrk0uDT+IEyMhRh+GAl5n8pGzvfDEWlC73DkVf581HxNI1dudkIvFmDiiIavXbTb9DlHhp06jjZjt/IlzjprjeAUT1lGK2bsjCbRofmS6CZK4Ca1WXIv6sG3VbWNChsvysXZcvakfNn81FGO9AObxlyS5vHNHUPCYazCHpeoIzb6lB5F+VcU8NpXcNAuBc1enmNoGUORfnDqCqfj2xvI0KmD6zQm9t1Hu2cBjb/kTJ4PtiBsj/LRfP7kSiP6A6nndatr0HPx+HoKX0nEkTd0/UI6klSyHLZh+Lc2ag4QJMcDYAFngFUlM5G8UuGb6fhk3WoWdaDuJz17AeerkHZC8ooZQ8RtP24AjVnSF/JxTh+Sy5ybvQqzuoc03zkw+LCXBr61NQ5m9EzA5/AGT/at9IowtYOnGFbXwgmbafhk42UfT6yyH7xGspJ+4l/E2Umx+2HldlUBXLZVoPKk0HjMPqf51dXxWQngeb11KPSCgwo4yX1rn3NYuRPq0DX5Wii9Dv0Iabavbic+stpjeVFudhAXcy9a2e03RMzyFDuFHL7mIabU0xJY09vdy+G9WmpzpwiH/eg5ukKlpWF+eVVvAuyEereYLT1874oP729Vye29/DJSlQejzFyc786JUg8ChzgPV9QjPozoAGvHLmXzLax3fOxVBH4aYQc5gg4nAqi90w/utU97kr3mSbUjcpp1PM1GxBi3YMna1D8pSxs2FrF/qDf0G+bvrrVsZh8sicEhMB1I6BJEAJCQAgIASEgBISAEBACtwGB0YE9nDu3Rxs162IcQ6v3DTpq529awXhezT/M01f6tRWAho0tmjq0Qn9rLeNs0QY/U2cG9Th7BqyrmtbfWs3r0PZ0B2Mnh3u0WpXX0j16XqNnlDxFmv9KLIr2WVDrH7ClsV1KtRtfL401bFnHcljWir1+U26eW8VzJTtMmc3chv267EW7OPGS6faUQCt6Qe3HQnCgXwvq9Yyd0/c+69e8qo5n7GR4RT/v1ehXiyGZLOTT5KV8DQ6mWnBQ6w8ardO/l9dLYm2ll2f+Cx6vZ1orf/PkpQ69vm0BHsfJ1b9XtWdcWwSNegMrtH5Lzox8mPcHLXrZ/cl4mKL07zXafsUuv3lGbYa1jueKmLZIO6o3L1kvheZt6rfFUbtGGzSYTA3Zi7SOgD1aUE+LEoNfQvs7+Bt59nf3O1mz3TmmTdvRHdd2ZjFuylVRW1Qd9sbXwcyEG+sew6oGh971H1JtyHuvy9D1VO2t9KRol5G/lVfa+zWOn5LEnocuWbBf6w9YvYB+RvO/oNpmh5ORcUn/P9hKHaI+RkOcjjnPW7o5rO1ROoVarceGOdit7nujH9CliM/LhY5Fy5MdISAEJo3AlStXNPufjAxjTyVBCAgBISAEhIAQEAJC4PYj0HuYI6RK9mDzUmNqnlXD0nWNqIcPO+iEPHSaKzPSR1TPtjWwTxQsfKoBmlaPAjUq62rEGOHCqWhG4FS+Nc0oesGPavsUuJwi7DizBzjCEUpqVI8+oqsXHYe7EbKSTslD4TzntDkz0zFtRlV+q/ag5QecCqdSctTTjgM0Bb5ca8hs5ZZTiubj9ejd1IiAGh12H8c97W9D93kOXzNHi+XNK3RO7bTSutwmyKLS6XXnFNK3Awib5SCvAIV5tpFaKfLPe2gNqtk+zW8GojF6DxptWT4resrcobPzX3A013NHnW2Rx3r3NjCOOeLNJZ/INWPcn5UsvjTjmKPwsAONGzkFLhpy4N3WglqOKtt52Bj9Fr2UcofTTZ+m9jW1wDvLHikP1a1HOVJpA3zn7edT7XtQ+FAhcq6GEbpAnb7Mtp1agNoSoOVkjGEstdtyI8YoSKv9Yhkk7B1tcupd4RNb0LYOqHuxIz1KW05u7ldb9NS7eYUonOVBOBRC4EJIv/cKH6OZGpwanGJl0Yg56i3J+MjU5YQH0Mh7rv54HYr0m9CImvdQNXp2JU6vtTJyp2NWbNkKASFwvQiIMex6kZV8hYAQEAJCQAgIASEgBD5HAmH0v8nJjadqkJ2VhSzHXz7qKFmA0+xGg8pY4EWB7WM2Qeh4+83VIE01oM+owsSo8+j/iGcD4TA886rhb62nPyJOn8xVMlRg+8s+XktINvYT/Kj3LuU0RzNl5HK/PpWz5mvZcXXNQu4jqracohbxoLrJj/r7tnNKXz6n+WWhYv12+E4nM5iMQaQ4WVTKwu81o+U5D6oema1PocvybkDz4d6k0yITSppCQ84uLxqX+Yz4nAbYvMmHLS9UOAyWejpO4WvnVL4d3vkJ2RiOyo3T7vgkZJHiBE0mJTmJstBRehmn28Um/aVIbp2mHvm571vPKZcO/aSu5C7WYw3TwJU5hOF7vhJZ03KRXzAb+V9SbZuPGnIpSLYSwKSVa0nmRb5u/LSOjW3Ro7wTPnKeS33k7n5NnT52RfkAqyDP3Px8zF6Vr997uUU1jOCJ3i+x2OPfM3SqCOX3Jxq3PTRGuq/7+GWQlEJACIyfQJJua/yZSUohIASEgBAQAkJACAgBIXBzEMhB/hwlyQ70X6qCJ2KO+FGn6Fg9ewqPp+Rj9LgyJyX3DaWiJg00MKj164IfJRlHQuOFMi1ZRqrSp7ZA41/owgB6un2oW1NBf1e1GPyswTmCK2lBGU7aRux4pubqket9/agu9GDUdi17Kp1aUdQcJdSMUmzxadgSDmHgLP2htdbRP1odag8NouEJ5wi6aOnKf5Q9sI7KGFhvP2crTz/NEXBrftaGNdvI4/wAndu3oGpZMWo2chVJGroyhaJVHMmzSfnNqoX343Y0cqxY/yOJRgdwhU81BicQtLWvmbnH9qXjmk8mwdJep3FVGX/svrVsMhhJwwjTSKUTpez6OojbOhD8QSH9VNky91BH1Si1e2mlvWw7n2Q3cOAZVGyl37LAKEpnmW2l/KiV5uvtlJDEbbmux3RFx985iopwRKUK0WpxVGJ8CIeoSTk7eNrd/RqfPuGYhtNnCiuAXX6McuSepbmhdxqRX6q0dowhje57clTr0ZeaGm0WZ0y3yh1jaRJdCAiBG0hARobdQNhSlBAQAkJACAgBISAEhMCNI1C8dAsLa0GQhpmCOQWxP88wV5kLI4dT9gpKlWFmOxqijs9N+bhKXitXFnRMq5pifvFy5NKKjUxFh+X61ENblbp2q4ly1Sibx7jXOL3SNBLlzSrkKnOb0fNBC2Nz6mDUQmBLPJHdWUVQtW2jE/C8Wba6st7DvT009+VAGYciVsE5nK75kBebd/WAfqHgvxBOWrr6qO/lKnn24NtaxkOOskn3xW+NaCKzgnmlWPNsA+iXCegOuhsdllcO+kBD/a/b0bL3GU5JrUZhgmGJYrAtytgWjat3YiDOIDdwUi17QCGVnC75MKYR0tVNmbA44rD5nZAVW9+G32/TR2NV3q+buPRzPq4iag+Bw/V4hic8yshC2b2UHVsHaKR0tlkuHdP3sElSrygZa5NIWO2XxwxhqkCyUka3pGGs5Sbj7sjYh/qXux1ncJXTRdfT+PRYgWknYn2PqBVObeGCD2U04hVMNc65uV9jqVM0EA2Rqgzvo0VRQ5ieRp/LmyJNLFPHnoqdVvdnFOv3XEXCYg+cRs0VONWU5LRhbOKkzUouCgEhMA4Ck+aNTDISAkJACAgBISAEhIAQEAKfIwHDYT0dqXf5NT8dimtaUOOYE005Ue84E9RGrwxrg70dhsN808m9EvfoNuVcG9qWvUe1wQ8GtZ7jbUYcVBvO16/06I7kq5s6NH9XC/OnQ37ToTuW1mv+M4PaIJ3Qt2xTTuOh1e43HPb3N6l8q7WO3kFtmE7cR4eDWscLKg7zpYP2BMffKdglOFBXTsSTOGcPdu3Qy1+xq0MLDo9qw8ODLM90Lt9LD9905K2cqlfz+mBQHY9qwTMGjxWtzkUGLFHadAfh5Mc6DH7Qo+1ZZ7BS9dyj8kwqC+Xjdaxr0Ho+IHfWdfhSj7aDMmNVm5617mA/hQN9q+zh7ga9PqqsjkvWWW656IHDsT/bQtVLOTJXcgYDqi2Mequ0Laaz+ox8mHVUh3x+7WjrHu1onCN2JYXlQF/lvaXVrw1eCmo9PtNpOp20W8sjDJqLLOw41KMNUqaOJrUog5JTLXxgLmIQPGrITgf0/ZeGdR3tOWS0o7fJiBOVydJrs/5KH3u6/Vrf4S16njsO0Yn+FbZpwGTNcoq2HVUiJwYX5apFAdSCC1i3R/PzvtnD+8Pplt7mQJ9leZ9roeP6oDZIneK4PspkLSbA4nWn8az3C9S9AO8xX4PZZoy3ylhwwt39aui+IZOfCzIY95HR9rzv3z+h0SjMPHfwGnnynrN4OuSJI5LMwX9m3afE5j1XtHGP1qPqPuDXduj3jJKhxeAVp6/R9rTpmNu+IE5sORQCQmAMBOzO89U+HYNKEAJCQAgIASEgBISAEBACtwEBrqBXrX+E80OUxi5jJbdBbc9zhpHKMkRU84PcuXriqObfaxgUrDhFNOT0R1eIG9U6TEOXbsgwVxEcDRzVapWBxyqTH/8NPtvKezRGtWwzVh6MxVmhtelGpDEaw+IMRx0bk61UyHUvj+/RDUWx8qq1NhoCrTB4vEVboQwcUZlpoNjWFsfDis0tV2WMMlVpFBeuCtmgVqXUV6jUtGSyDAf8Wv2qmOFML29VfXTVvaCPvOPqZCvV2P1skEsYqDJNo4IVgeeVwcO+yuXoB2wLe71Ktmj+gR49vSWnSp6Jj3aFZdratOF4jJ1VvG44oQFncMA0rJosdZ2JWzl0j7nqp8GbhlEaB/27qI+su6Veo2S1xVamMtrs2G/XI1sb6HrN1SYtg4u5Wqa/yalnykjnVyuiRg1NlvSxbcZyFS9zVUij/RoS9MQw1FZr/g/6DWOnyQIlqq5WDY0y42VU98rgcWXwtFZnZDy2bab71Z7PnjM0/lmrN7JsffXOSzZeSh6lC2f8uoHOrjMxEsrASeOp1WdYF1zovooar1PKSNmhVqy19DteX5PomBjDLOiyFQLXj0C8MSxLFcXOTYIQEAJCQAgIASEgBISAELh9Cagpi2pqn6phqmlfnGanZi+mjZOMEKcEhq95kKM75UoSQeXLOKr8lHGSJJvIKeWvSXcgn7KuEYRVnKnG9MlMZYXVggAu4zryYt3Dasokp0vmmNPhHNcn+0Bf+ZPtnKGsjHzSyDXwcgXm/2IFRk9W67pi+MZKXWaE7CLx9SeXBD1UPrbU3NNUbZZGJv0SdTxM/1U5U8eYxwTKjZxtRnZhO/o/6zCmser8WQ0lQ7KQ7F5JxsLN/Zosf9s5xV3pXSZdsCVJuptO99WKlTl5eUY6G8eB3cWYv68Ww9SRnKS5ykkhIARuNIGrV5WDv1gYb1cby0H2hIAQEAJCQAgIASEgBITAzU6APppSfJ7HJOebccY4sdixPRqJ0n7wqnxz+FEeS3Hd91IaI6ySyWMshrkcyj+uwLqPO+14CqQRxg3njHzGUHamvJK2fbKvsFQGJLey6G3qNrIt3kTLVVkpK7IyQGbin+xeScbCzf2qyk0TFPfJCCn1l876q/NnI7LrKFp+WG4YIVlg4J1mzN/UixV7y9L3C5MhnOQhBITAuAmIA/1xo5OEQkAICAEhIASEgBAQAkJACNyRBE6pkYYSDMOj785kwYUIms+0IbhpMXLvykLxA8XIysrC7NIaFD3XhmauECpBCAiBm5eATJO8edtGJBMCQkAICAEhIASEgBAQAkLgZiNwLYzAhQhXJzWnx91s8t1geULnA8jhCqZqtdI7MlAfBt4fQDA4DEzLpV4UoiBvckal3ZE8pdJC4DoRiJ8mKcaw6wRashUCQkAICAEhIASEgBAQAkJACAgBISAEhIAQ+PwJxBvDZJrk598mIoEQEAJCQAgIASEgBISAEBACQkAICAEhIASEwA0iIMawGwRaihECQkAICAEhIASEgBAQAkJACAgBISAEhIAQ+PwJiDHs828DkUAICAEhIASEgBAQAkJACAgBISAEhIAQEAJC4AYRcLg5jJ9DeYNkkGKEgBAQAkJACAgBISAEhIAQEAJCQAgIASEgBITADSEgI8NuCGYpRAgIASEgBISAEBACQkAICAEhIASEgBAQAkLgZiAgxrCboRVEBiEgBISAEBACQkAICAEhIASEgBAQAkJACAiBG0JAjGE3BLMUIgSEgBAQAkJACAgBISAEhIAQEAJCQAgIASFwMxAQY9jN0AoigxAQAkJACAgBISAEhIAQEAJCQAgIASEgBITADSEgxrAbglkKEQJCQAgIASEgBISAEBACQkAICAEhIASEgBC4GQg4VpO8GQQSGYSAEBACQkAICAEhIASEwLgIjJxDZ9c5wHO3I7nn3nlY9MBM81wEh579Sxwra8bO5XMd8W66g0+GcO6PEcycPROedG/trPeLT5dg2+usQfF6HN2/Ew9Oz1CbwUNY+U8RvLJ7NTwZok7G5ZH+Yzh2LoK7kxT2acSDhU8swvR0dTSFuHhwG3ZdexI7V12vtrtO+nHtIrY9uQtP7tuJuV+YDKLu8ogMXcTFTzyYOzu9QiiuVf5v4D9fXHZD9AEp7lVVq08jn2Ju2TLMTS+yDuD660NmzhHeS3+54DSaQ1vTtG0Enex3Xn+Q/c4YdNdt+2WWUmIIASEQT8DFIyc+iRwLASEgBISAEBACQkAICIGbj0Dkjyewcm0tBVuABcWGfH09fcbO8kac37uWBhcPIoN9aJoRwc6brwoOiSIXX0PJws14O3QFC1K+tUewf6MyhK3Fq13/Fz797dmkBidHxjyIRMLo/BV3dsdfuT7HoXd3o2pjJ411bBtHEX3o61mLUyF3xrDIyOs4EXnSkcPkHlwv/Yjg9dcv4tuTK2zG3C4evB8lz+7E5SvrcU+62NfeQ98v8/Dpi7Qlp4s3SdeS3atW1uqebTzxEY1hmSW5/vpgSZV6S41BH17k/62pI/HKEPudE19NGyXhouv2S0gpJ4SAEMhEIOVjNVNCuS4EhIAQEAJCQAgIASEgBG4qAvqb7RKcGn4Vc21vuUPv7cecv6hGbfkCvPr9BVjddgWrr91UkicVxuNRxoAl8QPd4uJexGsHgZ0ndmLJfMZ/4MG46ykObXxSxJjc06q84kZ8dGztBI0teZMrV5Lcrpd+XH/JEyvj+ZNl5O5JbwhjspmrXsWV5Ynpr9uZFPfq2Mv7PKjGSTl7Na4MrwZc3FNjldZt+8VJJIdCQAi4IODilnWRi0QRAkJACAgBISAEhIAQEAI3C4FPKYjtLXf611fj6Iu7sPjlPozQGHbhyD6EvrgES74em4c19Pt3OcXyGC6ERpGTx2mVTyzDgi/aRqZcG8G7b7yGYycuYDQ7B9/45hIsK808Ve/iyU681nUCFz/meLUHF2GJlyOg7NPkRi6i83AnTvRxeue9c7GwnHKpKZ1/7MO+AxxJhRAOvbIP0+9ZgLXLnWOq9DivNOEQY+W8sR/7eziqZy7leoD1isrbxxxm6vku++bcjIaokcF38drhY+i7zFRfpbyPPY65dg6p5J2sttfzf408LpLHArbDEiyaH2unVMVk4qzX63W27x9CyP7ThVj0+BI8ODv5WKk+m34MvdeJzj/Owtqlc3Hu9f04NjIL61cZBseMrFIJa51nG/X5OX206zSnMoJTA/8KTz7xIO6h7o4MHsNrv83GWrMsKwmvoPOV15D76Fo8+EUefdjH9Mdw+ncGr79a9e1ovZTs+w/zfM8J7HsFmE7dWELd6DtI/Z/7bSz5CqfuHezEyAwy/sJp1jOP9aSOXRtiGZ3IW76Wo/jO4RDjnL4QRs6shXjyu0ti01nTyB+TN8Ne3L2aEHucepxJH+BWjzmdc//Bc1j43WWYaetTlJxKH87lLsKyL4ew740QlnwnxmbkQ95HPqM/yZuzCE9+ZyFyeN+H4iqYTodStV9cFnIoBITAOAmIA/1xgpNkQkAICAEhIASEgBAQArcOgelTYz7D+v6hFiv9sc/Sd39Vizl/vhi1v76A7FzgrWer8fC8+9DUPWRUcKQPm3NnYPHqWjAGcHk/qh4vwbS1+2DGSAJiBPs2TsP95StpTpiFhQvycOjpb2FO3koc+6MZ/Y+deHjG/Vh5MIRZZYswy3MOK8vvx8O/OoeLvzuBQ/XKzNWHC7/jVMIPQ5yGFRdychD5OKyfHDrfh7N9J3DhY8aivLW6vE3ALE5LzAujuqIE91U2YSjNiLi+V2oxY8FiNJ1XhrsFCB+uQgk57HrLrGUaeeMkS3loMy8mxBl5bx+mKR4vkdiChcgbPYRvLZyDlf/8bkLc2InMnIfeelGv16HQPZhXthB3/4GG0QUzsK8/gSiz5ZQ3m36Ee15C7ept2Lx2Gkoqq7H5XaMdMrKKCZh8jz7EVBs9XLGPbUTj64IclrEYM3J3GW109Rxqn15MA5UzeeT3r2HlD2sxTMPMxYNsr68+jBd+B8wrX4Scy7V6vV7U2yuCs/7Xse2gmiY8hD7qxjmlG6p+/w/1/x/oIyyXbJ+uxYlQGOGe51lPGotVcZ+G8dLGWtTW1bI9SlD1Mg21n7yHLRtXYs5zykDLkEl+I1bm/3eniTIuPc6sDxiTHo9g18Yq7OqKu9OvncMW6sPpYRL9L95vP3weIWXYYxjqbmK7sD959gRUd3Hsh99iu96HqoMcgWczqKXXoVTtZ5Qh/4WAEJg4gSyNwcrm6tWr1q5shYAQEAJCQAgIASEgBITALUUg8vt9uO/PDyVMk1Qf7i8uvh/bZrbgyr7Hsa/yPhx64hSnTM5FpJ9pFtZi/d5TNsfWI/TDNQPVHk4de3ER9+9D9a/W4uj5xqhj+pH+/ZixsBpLdhv5xIM69woNST+8iFd/9zaWfNm6OsSy56D2Y/pwOrYeoV+tRMnGx53+nOjw/BymG/6SBvdj2oL9ifWxslNb1q0q934s+e0VrP2KOkEfYmsp78XteP/optjH98i7qJqxGBdffBtv/80CGKyAj64Y0xaN41psbXsfzz5uGQ6Bd39VhcUbP8XRy6/inoMZ5FXFpwgGjzy0tC3D3Xaz3n/n4huPPYjpn55DVV4JLtb9Bm//r0XRXEZO7sOM8lrs/P8uY/3X78E5MquObGcdjFF5mTmvxWuLaNhcwXr/iKOezDD0exp4Zs+NjXKyLlA2u36cO1CLkqdpsKLPuff/ZS1mcnSPG1YP3hPN0Nih8WRl7hb8XehVLNBHBkZw7uRF5D0wNzaFkW30MNtodddlbHoggl3T5uCt3W/rU3ut3DqfnYaVEerl7iW0upzDuU9nYu6XYybGd//5YSyuW02d2qTne/FAFe5vWIIrnJ5qBOVjTukzsOxfjuIX3+VINF449wrb9qVlxjRWylqbWwLWGts73sembxr6cPHINty/+hz9u7XQUXwm+eMBGKVb/w2GTdi57+90p/NRs+R/0zZYvIT6706Px64PLu47S0hz++7/nobFvkbes2ujbTX0+jbMqRzB+8M7MX3Q7HfYthw/qOvxoe/TR+E/KR+FRibGfXSIzE+h5bvsd/S+Kv39pnQosf3ihJNDISAExk1ARoaNG50kFAJCQAgIASEgBISAELj5CHTiGKcddr7OvyPqbz9X8aMhjFMIW/7+8QRx3ztcq/uy2upY4e0erN59hYYwGhxG3sOuX9Eo8PrPooYwlck981fj1L8sQ+fG/8DFhNFWnGb2w0M0lDXbDGEq1XSs3fsbTlvbjM5BHuofyq+js/siRqw8ptO4YToOj1wzTQTmiBOVQ2KIQL/M6WR6UPIeBBr/ZX3MEKYu3PMgfvH6VvQ925REXuC9IxxFRp9eG22GMJXswe//I7aiE/9M5++Z5FXxU4ccXmpC1fYteH7789G/lf9wTDeNjfR3crrnEjRvjhnCVF73PEAjZB2wecexJFm75Hwvx9e1v4Z3Bzm6x+Q8/SvJDGFJiuAoKYAO/k1DmIrhilWSrJynuMKjMoR9MoKhDy9i6I+U7QszsZ4LP+z/7QVGnY5v71tL/doXa69P+vDSL+kfbt1DRlbT5+qGsJGhIVz8cAhDVIG5j67ntbdwgdMuVYh8aihP1NikzilVoXGv2TSEqXjxQdV6yYtHo4YwdX3mn87if0sZM8mvUmQKHHG59nnstuvD6pdwQRUxLj12qQ8Z7rt4qR98qoX3bC3e+dC6wqmq21/EghdpHLWN9FJXR/5wTJ+2/Ju6mCFMnX/w+7/ATrbtp6b+udWhZO2n8pMgBITAxAnE3b4Tz1ByEAJCQAgIASEgBISAEBACnyeBzWtXOopfsvxZvPrbH2HJbDWCxm4WoA8fTjFbsm5hdMSHI6GK/ceznKi4AI0clRQf5pZ9m6f2I8yPd8dH8SchcIIUDRmcSrkxPpVxHL46grnfoUHi/I9R/fj9xsnH16OxZi2+Tb9NiaUlzyf+rCEvULvwPtDMlyRw+iPldXrhGsHZt/r0D/77pqVI9V9hzK2ZiLw09tDYFhuh5BTtHKeFkhhKcqc5L1hHxWFjCp91rLauOH+K9buOYmjTYk4hfFFPveT7W7Fu3Wr6jIuNgLNn69wnrMcX6iPCjPPuWFEjnNkkHNGg8r//Fiv1qbDOi8t+YIz0mlm+nubBh/Fa71aOFLsHF99qIqGtUV0c+X0nqv98Jc8x0NACGnyNsCy9bzgaypYsX5g2DmuNZeVftzI0tjTUqmDcQZnlNxKl+5+42IUVO9Kv7rvMehwbE8fIrvRhHPfdlxehkXyfP/gulvyI/uI+PIZasn51/wJL3Og21PM697djnvMG47m74aFR1giTpUNWfrIVAkJgPATEGDYeapJGCAgBISAEhIAQEAJC4CYlkPoDO5nAd9Pq1Hk+xEvGtLv4OB6PGtHUh/BVbr7gvDpCA5EKjg9ydeLuHOSpbd2rOP/deRydow7McLcHnv+mOeFPWPAUjkD7+xasrhvBxcFzOHHkP1C9+mHU/o2anslRaeMInqlKXnC64ymsnedBxBpxxnOeL1BSynLP3XoU2797MH22OtyOU2efhOdTm8FwCuX9P3k8hV/33J+ovGpQUjJDn2e6IsbVPn/bgnlxXyhK7sg1Y0VE1VLR4JbzFx7Es1xB9NmRIZz7PR3F738eK/9iG9bvfx87l2YyWrE0Ln4QCy5ZxRIk3bt48Kc0hAFHf/cRHrSmOdJxfdPiOVDmFD3cswAbNwPf2n0Mm/YtQufqfVi2933DkMnpsT+lIQwcvfXR3zwY1cGhk02YUx7NwcopcWvTi8SL5plrSnFt2v2FPBrnjOBKfjNu2o0qIq69VXy3eszxirHgVh/GfN/dgyXPP4vain/FRRrDwgdf4Mg6jvpMMHhRbt1geNG47xz14n1ESQ39nRwdilVc9oSAEBgPAZkmOR5qkkYICAEhIASEgBAQAkLg5iVgNz5lkPIbTzzLeWffQmd0CpSRQF/J7XU6FP/yAqiJZ9/6l864nIbwr8/QUrF8te7zyHFxykw8/jc8U38O+OJMzJwd+8v5r9M4TRuavqIkp8jpgR/nM7/yIFb/aCfe37uMjrqGnKOgEoxXjtKcB5SXNeJoohCmfzlWrpIh3HeaH+P3wOP4SDeSf+MxlWo/QjR62eWdeXeYKxWGcY+auulWXqdEjqNUVZn5dTWFtQ/vhTzO8jma77T/NJfLTGJCc8k5MmIa9+6hL7YHlmAT/aY1s7gTFw1jpkNAFweuWCXNxzCFqEsRGuaARTFDmDrJdhmJju5SJxhjTTPA1R8Pvf4aNtNY+CNrGisNliqHx7/5dbu5ChhVOpVIma03qcGt/OMudDx67FIfxqPH08uexDJ6UdvPqdf76vqwfaNlFnTW0NDjJuw6zHvfHj6hsZs2SmsE6Vh1aLLbzy6a7AuBO5WAGMPu1JaXegsBISAEhIAQEAJCQAhg+uN/zfFQwEquyrfvLa7iyBFa7x7chTl/QUftr5zD3fzA/knbVhrMVmLl3+/HuUE6uO8/hhfpCH8LDRctf0/jVZKw5Jnf0HSxBXPWNuHcH0cQoSGp78guzGC+L/UoIwwdtefN4DTKJvTRl5UawTXyxz689u+H+MWcY4ye0kfvdOJE17s4dmAfjn1oG7GVpEzj1Ez8dcd29NV/C1W/7KQfqQhGRi6i85/p0L9yJfrUHEkV9Lxrsf+td/HuSbrs1zn04VtzqtDZT3ko78X3OlE1pwQr/98+DijLLK9yZv7wL+OMAEZpUV9d1mHC9otL8Ju6BdhWMQdNr5/DyCeU+8M+7FrLFQ/XvoSwbSST8nvW+R7l/v0QMnKmM/i/nMEpo2RxUTnVoh+2Ifone00ZJv4kJ0GMhBO2cq1rmVlZMW1bHXsfmg50ou/ku/gs7+u8uBm7jhh1HVJ1pU5t49nQUMxohq8swc7H2Q6VnL66+e8QdczPEYZ6Dv9A/WK9lHFK6decCpXDRYTUSEYVlPw9J9DJMg/9an/M/5h+0fbPXk9TRWxXE3Zz/kdm+dPqQ0KO8Sdc6jGTjUkfXOhxvCT68ZS5+BFHa25bvZKe77biySKbcdbOztTjprUl2Pwr6hx9wZ3r5uqzXByiiRkd6mN7c+tah9y2X1Kh5aQQEALpCCT5XShddLkmBISAEBACQkAICAEhIARuTgIej5q3lDgqximtx5wSaJ2djk3D7yOnfjOnQZVYJ7G2/lX87EdL9FE3nsefxfsd07G5oholO80oxes5pW+r6Ycsmiy2M30R/vN3R/HC/1yMknkcQaaHBdi+7xQ2LZ+rH32b14fqfoyHF1jXeXr5Vry92zCweWYuwlaOYKqtXKzH3/n6EiyyptTpZ4x/8TWe/s1NeP/1HGx+fCXmqAFfeliLlhPnsWy+8RHv+eI8uoVn3hXM+/FGfNS2Nsph5cI5Zhq6jieH87VLdONcJnmjiZLs6NPH7k1ywXZq0f/6Txz94gtYXElDgnl+wfe5cuTlTVhg2h5yvqrY1HKaY5O5kmdmzi2vN+On//dK3B9lQX9YdS34x+XJpkg69cMw+tiE1HdjOpOKVXwKfCEHy5ZT8o0rOb5omb4i49HdQ1i8uoQmUyM8u/cojn7nP7D4MBdU4Cmjyvfg23+9FZu5emHzmkWxbGmk3XqW+jOP+nXQzKH4WRw9cRT/sZCrhv4Xc5jOEYffXMepjTTklu9j2mU4unR1nP4bWTrqaRraYoUl7k1/fCsyyZ+YKnbGzb3qRo/How/j1eMHn1iHBc92YgFHb1qrRKoaeTji0B6UHv9m+hZ8i22tDGAqqLY9NfUYSjjV9QIN6Au+4E6HkrXfTGdxRgHyXwgIgTETyNIYrFRXr1o/IVhnZCsEhIAQEAJCQAgIASEgBO4QAvrqjeaEpBQ/GUdGRvAppzXeE+c/LC0hjnICDQzJfCPp6Tj6Y0RNQRxrvmkLNS5GWLYnXdnJ8iAHpjKm3yXjcB3ltXgoP2seZeVLVn4ymdW5jJw52uyTT3H3F5JPFU2VbdrzmVilTcyLTD/yCQ1fyp/bWOpqy1fppNIdz1h00pZ+QruTIL+b8selxxn14frdd3qdeJ9EOJ3Vcf+pkV7x7TxRHXIDUOIIASGQQECMYQlI5IQQEAJCQAgIASEgBISAEBACQkAICAEhIASEwO1KQHyG3a4tK/USAkJACAgBISAEhIAQEAJCQAgIASEgBISAEEggIMawBCRyQggIASEgBISAEBACQkAICAEhIASEgBAQAkLgdiUgxrDbtWWlXkJACAgBISAEhIAQEAJCQAgIASEgBISAEBACCQTEGJaARE4IASEgBISAEBACQkAICAEhIASEgBAQAkJACNyuBMQYdru2rNRLCAgBISAEhIAQEAJCQAgIASEgBISAEBACQiCBgBjDEpDICSEgBISAEBACQkAICIFbksDIORw6cAjnRtJLP9Tfif2vnzMjRXDo2Yex+aB1nD7tdbl67Ry2LXoY+38fuS7Zu8303FudOHSkE522v2Pd5zCUgWeq/C8e3IaHnz2Eidcqgk7VRgcm1kbJ6tf5Vh+GrsVqMHkyx/K8PnsRXPw92+aTTLmP4NDfr8S0adP49zD2dQ8lSTCee8BlmptEt5NUOnoqMnQR5waTcbGiuKyrFd3cDn14DheHJq79KrvJzCtOTDkUAncsATGG3bFNLxUXAkJACAgBISAEhMDtRSDyxxOoeroKJfWdqSumPs4XrkT19hMwbDweRAb70PTh5Hy0pi44/ZX3evoQufZp+kjX9WoEJ/55JapWr8Tz//C8/reS+996vARzZkzD5lfeHXvp195D3y9DmIxaDbGNTmQ0/KQR8ZNz2FLhrN/zrN/KiocxJ7cK71q2kEmUOY00E7/E+lT9eQn+4w/pLZXnDvwUVTs7sXP/Ufxm71rkfMGTpOzx3APu03z+up2kyrZTFw/ej5IFr5n9ge1CdNd9XaNJaALu/GoJ7p8UI/tk5hWTUPaEwJ1OYMqdDkDqLwSEgBAQAkJACAgBIXCbELDebH+5EvvWfYS1X0n88O97ZRv2qereC9xtVnt12xWsto0Ouk1ojKsaS3afwqvfnxtLe20Ix8jsWz9cjNC1U2ixX4vFSro3c9WruLI86aVxncwbVyozkdnYjb+N04uhPmye8zAW/+0+XG5bi8mWeSIip017twczGSHHc0/aaH3/vg8LXjyF9UtVmz6YMu547oHxpEkpwOd4wfMny4BiD9KRHHtdPfA8DiyZmtgHjb2qk5nX2EuXFELgdiVgvTLcrvWTegkBISAEhIAQEAJCQAjcgQRq1+3Dt4+td37gDh1D7cZDWMCP1D4bk74j+xD64hIs+fp0zkfqw74jIXz7+0sQ6T+GzreGsKhmNQ0PI+jzH8OxrtO4yBFKc8v+Ck8+8SDuMd+mh97j9MI/zsJaGh3OdR9iutMIIwcLlz5p5Gsr7+JJxu06gdBoNuaVLcPqcoAlO8LF91jWm8fQd3kEeX+6CMueWoa51te6JeN3lyB88hBe6zTLWs2y5jOnkYvY/6t/xYlhYOashXiS8aaP961/ynQs+n4jjkbCWLxxC95d/ioetOS4NoJ333gNx070IURCC8uXYNk358L6/DeY5JHJAgdX/P5dvHbkGC5QvlkLHzeu22o/8iGv+3g9NIq8OYvw5HcWckQTWIYzjAwy3mHFiKV/dRGWPPY45n7RKt0ZN3qkj76zxZm+AFu7dqKp/BAufLIWeX9Q7WjKbCUaOofON47hxPkQsnNn4euPmrpiXef2YjfTvWW06awFlIW6kYl5RvnZjp2HO3Gij9ND752r813yAE1gNFB2vnIIF1lu50Gadr84HUu+k9jG515vQvXrwIL/cQj7D0xHZMoCrC1DUv0Ov2G7B8x6qfZ77ch71FOjnVazHS8e2Y+Rr6/Gg1/kPWS/b8w0mXRb14k/kO9y6oQtDFGPT2Ahlj1guwcnS791jq+RI4nduwCLnliCReo+YVDy7D/M8z0nsO8V3odz2bZKhrjgqKt1/7GPSKrLqn3+nffFx2yf1w/R+D4d8x5diwenq3brRN7ytVgQOYf9B09g1hM8T5Yp7/dUeTGNBCEgBCZGQKZJToyfpBYCQkAI/P/svQ9wk9eZL/zbLjOIIVyZSbn2VzzYk3pilnhRlzh2mnjiKd5YTUPMsCgmvc4qLG5dWF3INrpOu4F6Mo7ptvG63UDdUFFyqT6YNobUg6FL5dTcEZ8bKodQxAUGMZSx+ExHukkm1hC+iLnc2e933j/SK1m2ZAMJCc+Zsd5/5zznnN95zmudn57nOYKAICAICAKCwG2FgBtDof1wnPDilUHT901v4EDXCoSX9WDXS70AF6p6SiL8Aw9cb+lUS/L9MAkzFzrbXaioXQFP+zm6L0bhmV+KusdJPJQvRr2jCF53A0rnb0vFmxo/sROe5s28Pw/VjS0IUX6kazNcD1dg4JJZFzBCq7Wq5S546Zc3h/RO6+pqzJtfrVurGdkGKKPqYbYV5ah/yIHRdrp+ltaRpDFabLSxdR3zsa7oHOBUD+uqrUDfsSC8pVVo/XUc9qunsJl9qfjnKdxG002b8qzm7zvQhAB+G1IUDFOCOBGThmYfMXHAUTKO1sersWC1z4LJS8QkrLmfmbi+QFxL72+Aj8RS4mInn6t4bYZMio0f86H0vgbiHgIBQnDDCuK8AC39JPYshF54jwelDiWHZE+NA+MHidHiBdhG8nK6yX53mhwbP5Fus5ITf9uPeRXVcG3g2M+fg9Gj1BWOqWuH6TaaQF+7GgdaI46pJo/CQ92omO9Ju17maFDe9l8OoI7j6OqPofyhepTbInAtr0LdbhJjfz6JwYOdGqF7bSyMMEmeCU6+1Nngm2GQrkH4z6M4d4b5LhHzXPrN0tY5oJo7sqMFFQ8rPR3V9FSN0wK3F5ubW3HyfeWamatMft3W8HXrOqHqMdP4Oy1oyZqDN0O/E6c4fgrHnRGqaS1KPhrACs4T1ytq/JI499YgOvsVNR4njiFE3puApJbPik9eXZ5FfSLO/hMsenUUYZLFH1yj3Gvj2LnRg5e6vJpOtbb7SMAyHtlU830yWRQtSRAQBG4MAcu/lBsTJKUFAUFAEBAEBAFBQBAQBASBTx4BkkD3OtHb5UDd6k6s+aAXlfzGmzzrR8tuoDfkRqWtj5YglpbSZdJpMwgRtfhk8u2YjaEzY6hZZOdVEpuOHMf3H6hMWZpdeeJBkhUNeP2Pz2DTA8xDCyra3MB3tQenY20ooyUT/uUZdM6vgv9IBE10L0ye96OhPQD39iH0rtVd1tq3PA//ugp4SPaYqfa7wzj9qkOXwZtNV5yonMcF/P4RXHmW5Yxv8IH+dhyPdaBS1fVf18BbUo3WxhVwvzqMK087NHFrHvKi2u1H5EXKUPlmmuaWwUmLOt+fk+ggHn0bGYx92VacHtqUIqncX/8qWojJ6p/XYng9659Fx8Zlhjuq0Wb/DuDQmXdRv0jhvBWN7Qvg2hPEVlrL2BgH67lGL0BLtAs/duuWVd/pwMjuFlqlDaRarnCsIznV8cZptDcqZ0GmJ934qsr3uAcPjlms1/Sn6c9ZHKusFNhHQg8O2GbzYG2zas9yD7B+F8a6m/Wxf7Ydm/YR03W/RfQbNUj2v4BW9qn3yAW4DYui9m+3kZBUrpe1mutldo2FtN/+5k6SXT0sb1o3NsH91CZElA1hcSV62PfYvCo4N/bQHTirQ+pyVhnauntRdJEk3qpN6Hi6UsuUPE/dZ8rW75BlDqi50sCND5Qe9Rp6lNJTlm0yV5DWMgXqdga+WkuMD5tTjYB+cbP0m+P3jw974NhyCMPfqTcqasYaktqly0mkfmUMbes5X++OoeonTvR0u60tyjy39NWcf1PpsvPZXuw66kcfse8xsAddsbW3xA4f9eU09UXX3Xie+Z5TVmbr5EoQEARmgMDnZlBGiggCgoAgIAgIAoKAICAICAK3LwKM2O74Ri8tmfzYvIeWNLRN8tWS1Fi7F+4lXHDTSGPypD/sDe0yiDCV04ZKRYRdTXBXtyjil2l9RHKojURP3zujhqhxHp0Yes0gwtRdEmTlJJDMFDmiCJ0OdBhEmHafeRQ5plNXes7iJSTCZidZTxRR1pW4TlfF7bTx+fW5jCDfvaFn0wTXXLrRqfhcjb34vkFgKGmV9ynJBOSG0zUk6XJXouQkTmFbPwmgV9lXkxhR9+01+OlgB8K0eIlOEoOt58gugwhTBWy01mG/DCu9xJ+CUAgd2mIQYSoLU83an6KHWF8zZJ46TPJqWS82mkSYno35fkR0A7QITFuaGY+0g+K6QhyDwCBdGtWOmTz6udOiqyuMNv/zGmlqzR8/NcD2ODG8xSDCjIeVT/bgypUO9j2B4DrG5OoaShFhWha7A1tDtD4c9OAPhjWfVW5B7ddwHUTgWJTjb5QuLkNlsUEY0aJIG1W6qk6ekrqqm+W1jLn0O1NC5Kgaha0k0CxamUNPraUK1W1rmXznN6rfibPcHZXjt8trEmF6jfYHaD26BfD+a1C7kbymz48pXws5GjuVLquXjCYvA3vQdRokGY+niDAlNv98zy0rR5PkliAgCEwDAeu/r2kUk6yCgCAgCAgCgoAgIAgIAoLAbYzAXAe+729DlbsV3XEHOtnU/d9loGymZN5vwE2ozQi+n0Dgh/9I0kSRBJmp6R8MckJRE8uasNRufW7DYhpy+bRVMWOO/TIAdD0/IT4Y5tq1YOhmycjhbaimy6VKio5QTlxaWtWUCvqviLfae62VccHMWGbOJ2pT1mtameLFPAxMzf/p0gv7JHbJy+e0NnlqF4AUY45Et0XCYSKTzsBYTX9jbTMDwH+xNvU4doJsG0mYxcp8JiPNho2WOXpK4NxRInLCgwXzJqn9fUU5GBZjZjEei/jnp8spbaVSydHYhN43SE5kEWsqQzI2ys9GlGc2WT3S09UYVIvdj+pWV+ZtdbTdy/hXPEYTJKsWWgUU1v5Kkrm7LjxHS78qXWxjG3q/4cZKxu3SpClmb8YpW7+tgnQ9dXTn19N0qcJ1O10m39mN63fsDF1tSY5Wz5+Xu7Jl4xnkcu5Mk92dWpcnK6Vot9qaTN0sbL5PJlHuCwKCwEwRyPtVYKaCpZwgIAgIAoKAICAICAKCgCDwSSJQtup5UisV2EzLH2f3EJwFB53mklWtWo1vylG6wrm6QLfJd2ktZlA8DGzta6jQyJCp+mgvpuWTRobZUaw8Iy98MFV24GKfRoT1DJ5G25fTi2YVa6zhl1lFLW3MepK+JNHGFtxwSp49ADowopcLeRvjV6nUoUikxTbGVNMutQ/bXOLDdtlJ1uS0z8pqs/1uMl+Gy6qNlk+qlCYvY5XC3fT4JKbVQBzvUSdbcfzcGthULCYz0cXV9pe81lxWzZvpo4om1hvibpLKOrCgpNeqarDSWamis20asRnT4kxl5aAVoer/xJoKbD/70vziXjRvoZyLEYQOv45Wxu3yrOcOnd03OqIchKxxSPWJPVV6Gv5THj1NF+BZgbptlkkRm+YNGhvGAxSzNX1DnU3aRku2KfTbVlzCjA7sf2cvFmfoE8eFepq8ru8gqeuVRWahp1nts+rylCKsmzhMZ75PKVQeCgKCwHQREDfJ6SIm+QUBQUAQEAQEAUFAEBAEPiUIFOOZ39NdDW3Y+veKiZpZSiYUjVKfJsKUGC6uE9a4YwWI/tKj7cBuF/rOWwgclkucD2vugZg1G8mkeuZArRFPyBT7UYJkQQ4SwXx+S4/xEXiVmyldE1cqi7lFDrAnOPDHGIoXlaHsnvTfePgkSSs7bFnkQyHtK1uqfEp92HYwkpmdsZ9CNMEyXTI1HNGHGEkva91ls8dx8sw47KYrYaYU40oxGIWlshrVnm787HAWrcfdBPv2BRC9Voam9czBGFTZbqHBHc/Res6dZb2n11tQ+0mmaYkxzsrurUHzs4xt9RptzbjxgvEk9Vw/uXmfWvtIvg5czJSZ+GNI19PM29pVIbqtFyNLOhhmuHpLuhRAQxfH9y7LvZtwqutTGKditkw9uceGk2+dpKlgJoE5kbi8CY3IMw+mNd/zyLoJrRURgsAdhYCQYXfUcEtnBQFBQBAQBAQBQUAQuLMQsC91M75TTzq2Vr7uW6yczKxFX1jKUy+2HY4gwVhN8UthbFtdoblexuKGXUmOcmZ581i8/FuMaQW03v+38CtCgDHBRvZ1o7S2VcuidgW02ZWPYBgv9wYQTySRSEQReMWFFSQL8J7h1lVAXZrACR9J+FfPg+9sBp2SkSswyl0Hz4Yx8rb6C6Jvh9r5roGuhYyz1Oc2LKTK8K3fbEWYu3O27LC2kzs6rnYhrHwkVbK203quP534udDJeGEO+NzV8O4m2cR4aZFjfWjhxgCMEoaBMPHnsbjxW7QLC2NFRQsCZ+N0D6X11KkAWtSujz8LawZFE4UXeMfaTqM93c1V6GSQ/+jFKMLHBlhPHVrX6a6nzn/aT8GdqFrTjZGzjPF2PoK+H6rxyh2HTLUif/s5TiWlmLfRh/BF9o9tSlwO48Cv6KZbVqSPgWERF3orgJGjffAfzSLsJuuutX+T5NHaxxhtLQ5ukpDS020MOm+4pZK0zU6F6LYqU/nQSn768MIrHF/G3wsP+lB3n0sTNzAY0om+AtqoFcj3YYxf5+MV8A3qczeh5q6bm1G4d2LcrEcdT4QQeHsEA7v7JhCbE6oxy014YL3BOcBYeIFQCCPUTT/1J5mDhy1oviuNzpZlrUrOBQFBYEYICL88I9ikkCAgCAgCgoAgIAgIAoLA7YaAzaaIpIkL9ZzzGN84AABAAElEQVTt5GJfT3R109zujCuNjDKf6cfixg4MbY+jobkaeiQvoP21IQw99ToaDjLAObPphFlmuQlXtGRqj51G8YteeFbXGY8d2MWdKu1HSOT8JIQO7op4YbAXFY20zNmiZ3F4d2H4SBM8y0OIMS5YcY42TqhrshtcVOdOxOGvHUBPK+p6LDkYB63j1f3cydCp7+5oPCp+ZBNODxbBy3ZWKDMxLbmxN3QBTUt0ixsrJvqi38yXdUyNBe3vvvM7HCrejBUbXRoBpnIqrI/fFaT7qB+jLzbBMbcYmz44jaIuL1y1FSlh7q79uOBxGoRd6nbqRNeMqfXD2mZVULVnaOHLaNiwgjZienKs7cHxrjadYJ3rxLtnDmHzt1egobbTzMHdHo+jLUccMj1D/vavPDOE+JbnUOdQzqlGWtWB4e20DlOJGyZ8c4sTLuLk52UT3YDdj6TdarU8OT5yj0PmHKCGYdMQ8f1nq562Yf/gfvg53tDc/Ex3T6OSgnSbm1Dc08y5FOTuoGn9Vlg55wVR1TiA0atuOG5Ev7P6nBq/1SRYjWeOtVsxPLaJ9eg3yh75Jl2JuZHCcg1JDD3WjLKMuHWZ+OTG0BCe0mU76r9L6rvZg4bdfLaqB05XORStnpFI2OWd73QFnSDrqfoZWV9m1C0XgsAdjsBf/AeTicGHH35onspREBAEBAFBQBAQBAQBQUAQEASsCFynpRbJKLuKi3WjPylTlrIU0WJsmXUoixNTLs8TtHiazYXwTFwOTZEfxzFJazkb42el2n4zKmX/k7R+ypBrxcesQ+HIyFyai5uJnfnsZh5Veyhvyno4Xonrs2G3a7kKqz1f+w09AN0l7XMLE3nDubhDZfwqyS5FFmnjoPRUnYdRN78O7t+PoS1zp4jMKvPptsqdC6tc45speeZXZj8UF3or9WSmLTTG+dMw32faRSknCNxuCAgZdruNiLRHEBAEBAFBQBAQBAQBQUAQEAQEgU8Igei+FlStu4ZD4V2ov8cwn7oahf/FKnh2uHE81lu42/En1AepVhAQBASBfAjcjrx4vjbLc0FAEBAEBAFBQBAQBAQBQUAQEAQEgVuAQNmTP8XeM49jhaOU0h1wLGMcuROqIgfdYL8vRNgtwFxECgKCwMePgFiGffyYS42CgCAgCAgCgoAgIAgIAoKAICAI3NYIJC5HEPlTDB+wlfM/X47Ke8tgF1OK23rMpHGCgCBQOAJChhWOleQUBAQBQUAQEAQEAUFAEBAEBAFBQBAQBAQBQUAQ+JQj8LlPeful+YKAICAICAKCgCAgCAgCgoAgIAgIAoKAICAICAKCQMEICBlWMFSSURAQBAQBQUAQEAQEAUFAEBAEBAFBQBAQBAQBQeDTjkB+MiwRQaC/D4G34xP7ej2OkcMBBPgXyfF4YgG5IwgIAoKAICAICAKCgCAgCAgCn3YE4pciiMaTH0s3Au0t6Dtv1pXEQHsdvP2Rj6XuySqJ9neirn0AZqty5rseQWd9naXtOXPdMTezMUvGo4hcnN4iMnF2AK558zCPf3Ub/Yhfv33hy+5v7pYmEVD6vG96+vxxzj+t3dxNNDA4RRvJCwT3DaQ4gYL6Xsj8IBfRvVof73n1XowUoC6q7unimXtsJrs78R2UczyuJxA+OgDfK9vg2zOAkYuJyQTK/U8IgbxkWKR/M1zuVriWV0x8kV+L4eVmF1z8C8ZlcD+hMZRqBQFBQBAQBAQBQUAQEAQEgY8RAS7g76tG1cdCSCURHxnA+PVrRv9sSF4Mw3dpShrq1mNx/RTCO2IwWzVZhadOhJFMtX2yXHfI/SzMov1VqHYcQMGrSJInL9S2ILC2B0O/PwT3fUWw3cYB/ZNXqSMj43kHN059Dl3Nm82S4eOcf3q1yWgArtXBycfq2jg2r2tJcQKF9j3C+RFLTjaLkujbWI3OQTf2HxnC3q87MNtmgWGS02RiEKH3J3l4U25nv4NyjMf1KLrnl6Lu8RaEPxhHeGcLGrg767ZjBbB5N6WNIqQQBPK/PmYVp+S03u9F5VgvHHbjFrXRfPqxvIjIrkYvxZDk/z7b3SUoKzYbkmqinAgCgoAgIAgIAoKAICAICAKCwC1FwAZbI+C8q4CV6S1oR/MbV9D8CVsElT25H1dW3YLOfYZFZmNmu7sJWGZDwSu6SyH44cDwj9vg4Cq2ZulnB6ySaXXlE5h/s/S5PnuydvKB6sO0OIFZldj7wZXJJPJ+FAf6gZ5QD5xLWP8DNVPktT6aHprWkoWeZ76DJo5H5FdedKIdx2MdqJxLqS924JkdLjR8N4C2oBufzJuz0N7dOfnyk2EZWPhRt86BC2+0pUiwjMfmBUmrkTcPIBgaRexqAiVfrEXj15xwLLIj/vYADpxRDHkRVj7dhGKzBfEw/P0h4K5K3q+f8FKMH/NjdaMHYbMOdVzVi9OvuVFmyrA+k3NBQBAQBAQBQUAQEAQEgTsSgcixAIJHQ4h9NAfl99XA+bV6FKsFiZGip4II/o8gwmPqe2o9mr7ehEpzRa6+kx6Owfm0M/09VZWLj8D/FuBexQUZXYICewIoX+VGSTyI1/uDel219Vj5aA3sWd9No2xPwGyPox7OJ2rSso36Vq51AudHcOBwEKMfAOW1jXA/5jCbzDrpcvMW233kJKK0Iql86KtYQzlmXfFTrONyOcuUYKT/AH4bHsWc+eVoesqNSv56nbg4gl/4X8c4l6zltU3MV5mWneNM5T9wUGEUQ9l9bPOjjahcyCWc6vuv+D3/PdBtaoDkRDEWf8WNmoU5hKhbcYZceTOI0IWY1p6lX3HCuVT/OV1r859KiKmln6oI1wsh1KLpAfNn90zZ4cN+xBbqctL9rkTk2ABxPsk+FqH2sTWperTSiSiCg8RvJIzE3BLUO5vR9OWyTMHGVfRoH8JzqBfZ9dNly09rOCfXMDir8GbbLWMUfZv3juh6t/ihJjQvR841k8p3gPmixNBRQ2yt+mnRh+TZIPsTR/03mrX1zqRjkrMXxs0p8DeLTamfphjqZiClm9Tzx2owThew+BebtLFXYxL9vHMCZmGG27lW06zl0cdKx0yd9x2MAidIcO0hTpUcz2y8zQbyqPL7d3p45sDgHo4PHVQXP+rG7FOF1qvmBnVksA/BRDnanswiVow5XcI57UhG0Md1afkThl5TdwIHDyAUZns/70D9E07UL8nSTS1PQNfzksV8pzTDNnsidZS4xHn175zjsY9QUlGPNU/Voojvppilr+p00rGebP4V6++k+Y+xzdamaflD+NJT+ro73M+5U7kSzntpzdQfQKLUieYvWwtkNeRGLj9PkojllW4Mkhf4aE4Jap9g3SZ2WtsCKOE4OrKbcJnv4T0+DLB80Zt96DtBoo06os3JFNdAqzKUoXY57z9SmZdgmnLeqX6aYximO+jnKzW5zgdyvyNS76AlfA/meh8+tQdjq0j0Wv7v1HytGWjv4/ub72TLfVW1pE8GgbxukhOaNejF6ldG9Nu5LBqv0jeeJoENzR509nTDt8OHzvZW1N1Xiu7DURTfnYR3o4d/NHG9SBMvI0WP+uBp98Kzky+ZrJQ834eKbCJM5en3oOrbaopIEgQEAUFAEBAEBAFBQBAQBOLwu+ehutEF/xgwZ84oPOtWoKLElYo1M8DnVQ+v4GK6HPUPOTDKeFTVpXUkNnT0ku+H4dn4EmJZ33OT75+Ex31SdxOiS9BOfp+tLp2H0vtXYJB14WoInuYGlDZ0I5qyWkqgr531me0B2+NuQMV8T6o9en0uvNDuoqwG+EgaJS52UpaKi2V8L6bLjUdzufGTJVuMekcRvJRTOn9bKmbS+ImdLFMNVz2/h7v5/XhOAp1b2MaKTozwR+VSRwP66DoU/59KdjW8/F4+WQrv8Wj5fRcUWePA+EFitHgBtpGYgbIQIUZ+Lk5xdRThUBgfXEt/p7fKjL/tx7wKtmkD2z1/DkaPeuB6uAKuHfpaYvzES8SD5JS1EM/H32lBy1vZ9ICZKYnwDyjHeK73ezPxUOPeghAJpkgXw7ywnoFLRpmLfZhXWoUVP+GoP1QPx/xRtDRWoe6HQVNoxnH87Da0LP8Zsh2aIgc3UzdOEgO2UbW9Od32EVp9VC13wcugRnO4RG9dXY1586tJFlpTAv6N1Afmi1D/ah0lGDD0M5ihfy6un1yoqF3B9dE5LS7ZlGNircJyng9/rv7z6qcSp+quoG56fn2ScyrGflP36ltQRRewkwk1evqYtLyTPWa8z3A7f3hfH+E0Zkmce2sQnf3KzCGOcDiEyHu5dUjVr5L9LhJGCUWahnHyzDmE31F6R4KYupC/XjU3GEdK6cjqVo4RPY00qZYPY06/1OXVdLa13YfRq0kkSLYp3XHt5Ig5alHy0QBW1FKHzfWwEkGi3KXybPCyNxz9t1q1d0PVOs7Dz6friB/zofQ+4thOA5A5QHDDCs7hBWjpR4Zxx5RjPdn8Y/tf4jvppIF1qlaGNXppw8vG+4zj8W+cOz/oRMt89mGdB6GYMlK5FYlE4OABeBnvq67ZRyJsDiL/7oWL2HnM+GiqzRvYhuw2q+YUFSH5nt62+IUwzlFHRpWOJPh+1rgGH9+FDjhKxtH6eDUWrPal3oUTe5N/3uFyAHVqDPtj2jui3BZhmCi+I3aTGJuQdH3X3kGTjQfvW4kwJSL4y220hGxCiRBhExD9pG7wVV5gamxD+xdC6N4dRnhLAzr/6gI6aB6dnQIvVqPbuNm0pRfue8EvJR6N1e1sbsHSc79BL8t5BoGBIxE+Vy+1BIK/0v9VtG92ZlmFMUBdV6shkaaGYzQ1tNNocrAbVas7gd0k1b57Bc7Jfo3KbqBcCwKCgCAgCAgCgoAgIAh8JhGI7HkOHi4sd4XG0LyEXxiZ2te3wUuy6/W3oqhZRSuC7w7j9KsOlBkLkqYrTlTO48Jw/wiuPEtrEe3bcclEKwO16GHSbD34oRsyNOHQuV2oVxZTTM9+M4DH7ycp0lODK9+pR2TfC2jdAfQeuQC3YfXS/m29PQ3/WIuxN2jZYnwb9zPfoTPvon6RkrUVje0L4NoTxFZaqtgYtmTTkeP4/gOVqe/JV554kIu3Brz+x2ew6QH21QhtEqjZj7Gg/n36+VW1WHB/Kxr43buXmLg1TLbCSdktP6dsWpHoLdear30kz9MThORVxxun0d5oWEU86cZX+Z274XEPHhzbD+ezvdh11I++VZvQ83RlurD1jD+QP7fcA6zfhbHuZr3dz7Zj0z4vqtf9FtFvKKxLuDg0MLWWtdGjZELLLBlIMDhtRsu1fvvhu9qD07E2fVz/5Rn+OF8FP9caTWvZvkX1GP79aTiWmlYeTXDWVPLH9s0YWT+MGl1VUhU4vr6VirMCgVPPwr3UfBjH6xsCcPt7tLEft7RdYdbQzmfbh9C7lv1iat/yPPzruPDvT4lFZM8/wrPbgf1nhuFcpN9vfnol/KsrsOK/+DhubdQHvV++HbMxdGYMNfSsUfIX5BmT7D6gAPyT/QXoJ4lEpQ9N3YzZtN7o23c6SKKVolVZ6+gzQiN9UmOS7rI2vinXuRRmNtSv53jdHUPVT5zo6XZbS+Q8t93DfC/G4esfQMe/cD2ozZsk/FZdsJakXqXqnatmK3UE9CqK0asoFxlhzGk/DTl6j5zmfKWuEMOWEg8cWw5hmPNZT81Y8zjJ5eUkrr8yhrallNzeAI4+hi70GlZZ7XieRHCF0n+zLjUejV5gbS8u/NitW4YSxxE1rzaSNDPSjOcfCXjOpomzhmGNSrQnegU2the7SSS9OoSxp2lZatR7Mw6E0EIyFvGKmH9hL8auNOn1fGcjAq88TRKuGk0Pcf3OYcnZZtWYuWVo+5fvI7hjAM6NPRqnoKT3uTmvl23F6aFNKQLR/fWvooXvwtU/r8XweocqnZEKmXexN3eSZu3hO7nNwITWs09tImmdbbJmiE7pnT3/+5AWpT7GPvPyXbArtPKmYp7RUbmYNgKfK7jE3Ho8/+O9aDMKdK9ezX8QicwJx6CG6h+5Ss4uvjC/44aT/8D3njsEp3aXvyK9GUP907qUQPug/otL/CR8JMeAJqx8eKLCJbWyNEv3P5MyYS9r3KiRaupR9M/ZvycZBeQgCAgCgoAgIAgIAoKAIHCHIEA3oQ1cOHUPp4gwreN2B3quXEEPiTCVipeQCJvNoOyXo4hejiNxvRj12/lN9dfnJlgoaQUm+VA2Cx2DP0oRYSqb/V4n9vr5PbfLhwhDhQTXMcIRvxObRJgmiu3ZGuql1YQHfzCsgdT9niMk1TQiTF3ZaPTANtHKSU82VCoijDLjl6JsO22W1GKRC/6+d0aNPKpFTRh+Mf3Dsu0eB5fo/F6+fdggwlRWysqQre6l06nDXCgv68VGkwgzHtWs/RE6uOR/ZVBZlCX1RW/KAi5d3jyLnxrgj+FODG8xiDDjQeWTPbhypSO1kDXzz/yo+u3E0GsGEaYEkSArb7RI5LUiwpKJOOMPEz9u/FW85EGWopXR5RzrCHs99q7lj/c7/5ASkjh1gD/4O9GWhYvKEDmiyIwOdBhEmFaIdSpyLL00N/Rz+64UEabl42Lb/dohugt66TWj7ugrn97QLo0IU3cKGxOVM53y41+Yfiq3QtW3HxlEmF6DHc0vktDTLrJMKNNNyHuWvKaXNdd6+QokTX2bbpW0QOJKEsdfnYQIMyrWcr16XCfCeC9xNqDp8C6vSYTpGe0PkPjaAnj/lZaFJDoGSHJ0/KYjwz2xmHmGuzn6RmD8xJ+CmnHIoS0GEWbUWbP2p+jhPL5m9K2wsc4//wzxEw5Jpe4MNbRrRkRYQHPRniBU3fjzqNa/MrvdeKzQbMfpHxtEmHbXBqenR+MTdr6Zy+LKKJo6JPUNKugWqaXEKWwj1r2vcq5bTXrsNfjpYAfCtOZLW+WaQgqcd5q8QQSORfk/wShbXEYX8+yfC0y51uPk45G8GKBlIYkwew+Nehjr0PiRxlpazj85BKxqNHUrrlKhZ5Wh58x++O5zMW+Y5scNmWXiowxzp6fahyrTzxbWo3kV/WmpvCqVLacPP7n5AMPKnbzcji/xn2VYPfDSX9hkz9W1lvi2M14i4fA5Tl79iwxtVhmnQM8xeCaGNvWLmCRBQBAQBAQBQUAQEAQEgTsTgetJ/opPOmi55TtoDiQih7ehunmz9sTBT+07qLpa1WTauGjP8n2o9Xjx3RO/f5Y5lFR+I74ag/qq6n50Ynts9zIelsqlXMy0b+OMQfQ3mbKKGHM3nRII/PAf4epKW5CYz5r+wVyssUV0wcmORaNc/Zqs38t5XVL5iFk865jAuaNE5IQHC+bRqiVHcryvFrkTf7zOzpqMjfJWI8ozu5Wd7SZc6/1emlGPDYtpxOQzWRZa5WxzV2OztnZwsM7UqGvjkKsR9d/sAR5+CSNdTs1y7A87adXjPZRjrUJXvV8GSIA+PxGVuXZGNDIS9YHOcQjQQmTeRvNm5nH8Q+qDNpxNqL3XHNdCxyRVkyY0L/4F6ef/izj75ty+dWLfaHE0O7P5t/EVdaSxNrdFmKXVzIXamjSOsTPaiKF6/jxLLsvpsnH8r8vjXNM68PyEoFccyrsoyyC0YyeU8m3F4glTZzZstDLSU6FjPUGIKSD/ketqJy1GTe3KX8DIoRFECqHcKZlUbxonyovM5wrz8nRsRPM2+QSGQ9Tmgnmr0GPyMt1jmdlTuwCTvJ0wzmoz+lbgvKt8igThhefQSvdpLdErrvcbbsbGc9yQJVdk8CX+b9mFd7czhlyhHZV8HxsChZNhbJJSf9siJy6Q+a54nC6K2amIOzzynvbv5SP138f8r8RfYfr1zNfUrx1kb91r+c9gN38UY/DSRNinPez9uwf1TBmfdtTSugyDfoR7XHDRBNr9kA0Bw/UyI6tcCAKCgCAgCAgCgoAgIAjcsQioxcboKAmFFJGQBQVdvhQR1jN4Gm2W4Okq3lPDL615uczPWulfe5+LvWXpRah6nLyufTu2FtR2PVc3kiQLVO6YFgvJ/E5sZKWFl/oBOWNxpERZvpnb72bpE3r+KN3ZXF2g29y7tBYySjH4tK+hQiPcDKmTH7LaOdvOFashO7OQHcX3qDtbcfzcGtisscDovmf7S36P19wSM0vlvlLt1GMzZfU+M3uKCEjfTsQDXC/QVfEGkr3YaRpZYWADibBsFzkV56ki64d9S332pStp1+LFK0ei2PtEHC/tpotTuNaSwzwlZsp78MIH5o3cx9lFurPalv248PRiJNV4m4m6Yvs/xFaRq5q1IB+m9GGmY5IH/4L08z9pfQuMjrKllWZrJz9a9FfPlGBstSw9n7z0zJ8UUm/KyjJPNZa5YisuYWa6tb6zF4uz6rDNtXH+2/Cf8QfmYSB3vnZSS1+jCmOmalc2WhkpklyzbsuQpQeZj2m5ZjrWRoXqMEu9mSyJ7xrOJnzPcgum5ZP1Xp5zm129zbgxyZ8SqMxknrWS0RFVSxk3DbAIyol5grHAmCdJfc98A1oK5j613aUzbR1v0HpvscI/nU+Nh5ozdtZvGudoTwudd7OUteNeNG/hu/liBKHDr6OVcRs967lrbLczXdE0z65Rf9pnQj5Osx7JPjMECneTpHxTt4sfacdQt/o9KyvNLcGXjFudjz+HwPk4kldpmvhDBtM37j9yn3qpAPX/Rf8H52PgwNYd6k47d+XI/a+y8unvY9dalYdTcIcXLSTC/Pql9mnKtNySU0FAEBAEBAFBQBAQBASBOwkBWhw0rge6V/9sgqtM+HAfw3twIaotwByozdoh7KMEF3IZpMwAIn+2gMcA9p2N/DbL3dGsyfuDA3rIj9RNBiRnQG/al6DEXoYm1R7GF8p23QnueI7LZzetf3J/902JM06Uex+/PaeJMHWfC+pETkLLKDTDw5cebWfJPsRIepXdU5b+mz3OwOXjsFvdhjIW9ZkVltXQ/IOOhT/LDtTP3RL79pnuVlxdDIYzMbwUQEMXl9V3ZcpLr0Sy7+e7TmJceZk8mm0Z9JFGEkwutxhrXmvCwL8d4G5xv+B49cB5T+b4mzVrmO12oe+8WuCnU+J8WHMd0wgKQz/RFQEWWnAlxkXcnOHkOO3tJnjI6LKmNSZG9Xnxv1aYfi5e3kYfXhcCl9L9Umfxt5QLYWYKhEYzbkQPv0wSkpRHNkGTkWu6lEhWYV7OtN6JkjLvlC1VOhzGqZgtPQ+0OWHDybdOMsg75+/CxVzFAi3bBwwHV1NGAqEQETLeK7osH7Yd5PhbE60WQzQaM93+pjXWWfNPrdXDZ9S7Ip0CXYrwpfWZuZBPP5re2cIHtRBF3o2/mPA+UxsIbKaLOrasSfVDm1cnfAhm6U3i7dfh4Xtr5RKdE5hWIxaRWGKBA3+MoXhR5hwaD58k9W5Px4kzBRc670gaaomkWNm9NWh+ljHtOP/VTifGE1Pi5Mes8VAZa77Ri44n0taGkxeWJ58EAp+baaU163+K3lXZpYvR9vte4+YAXPdXYEEJA5J28QuGSjQRfMYIHmp/wKnFMNAf0Kiye6Vl8ph3zSOZ2u1XcDo0hF3be9FDX/shnncs058XKQpYkiAgCAgCgoAgIAgIAoLAHY2A87/RjY0ETFVDJ4JnI4gqMuKVFu5m1gp/JAnduiGMl3sDiCe4U1wiyoDOLqwg+QLuXKYWPbZ7arXvqC1btiF8MYrIqQC8DMau+TEMBhExVkaajQJ3Nq9Y3Y2R84xDdYmxcTc+rgVM3zrIuECU5fyn/fzsRNUa5jnLGGXnI+j7oaovjDb/83oQcIt1AzPnTEVfWMr7Xmw7HEGCO9ypurYx6DrpOcTiMb1MAXJyCs+6Wdz4LdqFhbGigptUnVU/bNNSghi0qF0hfxbWDJY0EwxadwRCIYzwmZ+B/jNpIApd6MShLRyN5ip08nmUWIaPDVBOHVq5y57KX/nQSn768MIrJMcYyys86OMO9C6tRQODofQilISC99U+1jWCSOZaH/mtXGih99cU2d5p6Y9qxwqtnvH3Jl/qVjY+C+cJ7kzJAPLtb2QFvrbgXbz8W4yqBbTe/7fwK3KP8ehG9nWjtLZVqyMc1m1VdP3cjAo3Y8oxVpnCNky33dKHXdh5gmyYSha5+g2SZAWNiZnbOBaAfyH6WfboJi3Gk4vj0neMc+pSBME9nfQS0l2NdTKRAfGfoicPCcFth8NansBuL6q4i6BKgRGDAMrum7o+EULg7REM7O4jycKA+Nx90Hd28jHRBKY+Zlhvqrzl5Jrl3Dw1MOx8vILxrfW5l1Bzz831rXsnxrX+lOFb9JrCjhb8bTs9mS7RI+r8CPNwg4HdFER9iKruGLJ8dNf17qa+M+5f5FgfA/RXa++WgTDlM1thY83GZs+/WZVYs4qzyf2CRvxHL6r3UR13bqVQ0pahgjFV+XMlO9zdfJ9xPlRxN9y+wRGET4UR7OecpYWl2kDguDWuHC2yFJHouq8OfuqENif6qevL6W7c2Iu2R/iGzIV5rqpT9xTWfDt1rUDLDus7nLvdrnYhPJ4WqOKHBfi+GKFxTv55R70rKaX7so/vfL7zOK6Jy2Ec+BUJvrKibIO/VGvSJznGQ3vIXSzpYjvv5+F0Vjm7rRDIwV9O0r4Jv1RwQrx2HKP96d0jVUn7UjfGQsV44Xvc0post5naOHk61qcDeoIT9hn64Pu3BJjFgW9+zWFmzXGkIvGFEl51HD1r+aJlih7uRidZZfD1XD/JrzTqqSRBQBAQBAQBQUAQEAQEgTsEgeJ6/O7MEF7+dgNW1HYbnWbA+r7j2PRYJa8rcWGwl7sIujCwRX/s8O7C8JEmeJaHEKMFUfHcSnQc6YWfO8HV9esLfnf3IVx4Yg48ixsQin4fjiWAoi56f38cxf+jEw33K1pKJQbr5y6MbV9WVBgTF8DvnjmEzd9egYZaa57jqUDsOkGnZ5/wafzwW9zYgaHtcTQ0K3c/PbW/NoShp15Hw0EGfOYtnTCbICHl2THhiSF7wn3SeJs+OI2iLi9ctRWpx+4uuvd5zO/ydtR/lwRAswcNu5llFa2mnqqfYJVR/53fYWjhy2igJ0hqNNYykHRXmx7b7J5m9ivI3fTS49FDFyjnvCCqGgcwelXFE2b8ryf4/X+jXldv6F3DlVNv2mT9TjWcJ84tp9H7fhX7w8WtlpzYdWQYK/112HY2hk1qYZ4rMbTLN70OBHpqsWZ5Zp6MemlF1x47jeIXvfCsrjMkOVjHcdiPkET8SQgdT3IDBIt+Vi8mKaAl6qef+rlK6SfJWM0dTTu1fBQyJpbsxmle/Ofm108tZvTYMEpIrLQ2qnWbSm04FDqEvlpFKCoCgpZTqzrQyx1GPXQtM2YN9ocvYD43imjYGUbiaccEHS175JuMMsUwOMv9lNGEocdoiUOSZ+qUaQQxk3pzyqfbqKKcs1MKw9UksYyHjrVbMTy2CQ7DsFN5TZ3+TTG83G21TiOf+Cbge+V4yI7WWheCUe5+SddCJetQ8WasoL7rNCE5Ws7j43cF6b7tx+iLTdT3QsY69/xTO366+xsY19vQczXXLjgRJCHte2uUO6M6MuZOdl/zXt+j9GUI27tfRuvqtItxk5fxtr7tTm10p+QU3cX5spYGLE8muQutOSc4F4lLr7mpxiSYW9uROdp8Pz+yCacHi+DlO7xCmYlpiRv2hS6gyfAyK7qPesSoYq6HfYx3dxz716b/L0w271ayX/Etz6HOYY4yRVCnh7crWdmJBPs91nu5x8NGK7NiWgfn3GXVWlzOPzEE/uI/mMzaP/zwQ/P05hz5a0fi+mzYlQ9v4bTbhLqjh9O/LKgvGc5lYQRO6NmauOPH3sm2dJ4gSW4IAoKAICAICAKCgCAgCNwRCNCCClxs5fwOqn755/fU2QxwbpvsOyqtVBJXr/F7LFe82Xm4g7prfjWaSMy4l7AO5lUxoLS4NZOBa34vtjP/TJPWJv74fIPfrQuuXvWLRIfW4mwMChbCjMRbWYJNKicXNiwzAffp1Jkrr6qH9KCGn/n8ZteTSxdy1TGVfppty3WcyZjkw1/Vk2sMsuu35smeA0beJDeFuEYSwG41pMjV/2zZN3h9y+tVGKo5rtiZKeZC0hjX1HslV981WZxZ1vdTznwzm38JjsGU77YbxHraxY3+qvdxCpdpC5lYQGGdgeHELBPv5Jt3bKv634BsHZ4oSe58BhC4tWTYTQRoZDd/VdiofjVIpyb+QrXrWaf+jzV9W84EAUFAEBAEBAFBQBAQBASBW4dAiggYIxlmmIfcutpEsiBw+yHAWFcuuvg9MngBm0xLyNuvldIiQUAQEAQmRWAKXnvSMp/Ig5q1vbhCU8XIZe5Kw507irgjR5k1gOcn0iqpVBAQBAQBQUAQEAQEAUHgTkVAjxl0p/Ze+n1HI2C4uG1uPIBnrrQVEFfpjkZLOi8ICAK3IQKfGsuw2xA7aZIgIAgIAoKAICAICAKCwB2KQIJB0pNFZZPuAHiHwiLdvpMQ4C6n0QTjhS0S68g7adilr4LAZwUBIcM+KyMp/RAEBAFBQBAQBAQBQUAQEAQEAUFAEBAEBAFBQBDIi8Dn8uaQDIKAICAICAKCgCAgCAgCgoAgIAgIAoKAICAICAKCwGcEASHDPiMDKd0QBAQBQUAQEAQEAUFAEBAEBAFBQBAQBAQBQUAQyI+AkGH5MZIcgoAgIAgIAoKAICAICAKfIQTilyKIxpN5exTp78a8efO0P+/ukbz5cT2KztVeRK7mz3rrciQx0F4Hb39k6iouDqBuXuf02no1jsh5xkq7PrXoqZ5GjgYwcDiAgOUveCyCeGKqUpM/i/Z3oq59APlHc3IZ+pMkAgq3fXlwyycGCQy86DL0pg7+Y/G8JW4PvcnfzMly3LwxmKyGmd+/nds2815JSUFAELgZCAgZdjNQFBmCgCAgCAgCgoAgIAgIAp8SBEh63FeNqjxkUfJiH6rdnXB378fw4C5U2gsJEp7E4CDJok8UCRuSF8PwXZq6Fcnr4wjj1LTamoweQPX9VYhcm2kHkwi94kJLswsv/eAl7c/F8xWN1agonQfvngIIx+yqr59CeEcMM26SRV6cuIVukMiM7HsBLT0B9PQN4dBrbhTNtVlqmOz0dtCbydpWwP2bOAYF1DatLMmr1I+R8WmVkcyCgCBwZyAw687opvRSEBAEBAFBQBAQBAQBQUAQUAjYYGsEnHdNTVLE3znAvL3oWe9kCcChihaQSgrIc6uzNL9xBc0FWm9NjUJmS202lZt4zM68P90r5/bj2L+2Ml3sehzBPZ1YsaEBsevHsdf6LJ0r51nZk/txZVXORzO6eaPjF/6VH47u42h7TPWvpuA23Gi9BVd0CzLe7DG4BU0UkYKAICAITEBAyLAJkMgNQUAQEAQEAUFAEBAEBIFPMwLRtwM4cCSE6HsksWrq4fxaPYrnskckXQK/OoAg7wcGB+BHMRZ/xY2ahZm9TZwP4OV1A8CyIvTtIwF0zQ7nU04U85tz4uIIDhwMIjwWQ9l9lP1oIyoX5qGUElEEDh5AKBwFPu9A/RNO1C8pzqg0eoyug0dDiLBtlY5aOJmnbIIxWoKk0QHMmaTNB8Lz4X6yBuHDfsQWOuFcataRwMhh9js0io/mlKB+1RrUzsrR5uvM96bKFwZ7h9rlTjQ9UqmRgbgchn9fgG2OYWAPkbM74F5VKEWY0dWJF7OKUb+2F0PJcTRs3IyRVftRY/Z9qjZRUvwUcbtcAvdjbEucbTwcw8q1TuA8x+lwEKMfAOW1jfpzS82JS3z+73we+wglFfVY81QtrbhU7zLTpLqUmU27igz60DpInfvCAPWmGMlZaYymIyclOp/epLAZZbvnoPYh6uPyGtgnW+FRXnAwiOBIGIm51ANnM5q+XJaqLtxPvalcCWfZOAb2HcDJM+Mooi6uMXQ/eqwPv/h1iDpM3XhsTUq/MsbAlBaPIPBmEKELbNn8ciz9Sloftfx/4phl6U/87QGEUIumBwy91fof4Lyh6+rnKzV9dD6Qbq9ZVepo5ld1lixG09ebSdxamFs1//cEULLKDUcygr7+EMqf0Od/4lIYwSNB9lmfo199ciVq7jGV0Khhij6ZbTDnceyjOSh3cDyeqNHeG9rz6ejnVO8Zox/l7EdZYgR9v/wtRlV9DzXB3ahIWM7jfb/A67SIKyktR+NT7K/5KjAbKkdBQBCAuEmKEggCgoAgIAgIAoKAICAIfEYQSMC/cR6qlrsQQTlqHSUYWLcCFSUuBC+zi4oAep+EyQmeXx1FmKTPB9ey3QmT+AOJtHFaj+FEHOEz5zQSS+UK7/Gg1NEA3wVFsjkwfrAF1YsXYNvRyeNCJU75Ma+0Cq6dbBGJhZKPBrCitgKuV9IugcEf1qGq0YWYvRz1NeWI7HShqpR9yGHdFdngQcO/KVLKmpI48M8ueM58xJtJhH/ggestg9bhwtm3uhQNzR6E3ufj9wax4v5SLHC08sJCFCTC8MxX+XxkjxxwlIyj9fFqLFjtQ5ztiJ4JYaCLBCGdK0fPhBG+FJuWiyUL5k01f9+BJgTw2xAJCZXytEllGT/xEjzNJHd4nuTYeja68EK7C6X3q3GKkbzs5HMVQ82QyXzxYz6U3tcATzuJnTlAcMMKlM5fgJZ+oCxFJOXRJVW5NTFeXPDNMO3miNCfR3EuhdE05Rgy8+oNx7VbG68B2CsWo7Yc2La6AaUN/tzjQrdfpYcrfhImaVIPx/xRtDRWoe6HQaNG6g3121XbirqSKrQcVHidwuYNLlT8cx/JFS91tBXxuXac6toM18MVCFzSi1rHQN2Jv02dr6iGa4MfmD8Ho0cpl/ldO3Sd1/K79THTJRhy3mlBi6m3lwOoU/OmP6a1t9wWgWs527ubxFiuFB+BS+Xf4EWcgxp7qxXVdL2tUqT2540C18axc6MHL3V5tfa1tvswejWJaD/n9X11ePkMsHh5PYrGOMccpei2zOt8fVIEVF876+M89o8ptRqFx92AivkejBivh0L1M+97xuhH9ToXFlCPB0igJ/4n9Xx1NfWc5Fg75/G6PmBuHJ1bPKir6EQ0x7skF4xyTxC4kxD4i/9gMjv84YcfmqdyFAQEAUFAEBAEBAFBQBAQBD5VCET2kJzaEMX+M8NwLjKbHod/dQU87/VgLNgGZevRt3oe+lbRVe9pZUWRO0X3taDqJ05cCbq1DMnzfiy434OON06jvTFtnTKyu4XWTNcwNEZrprlcsM/fjO/F9sOhLNGuRtBSUo3olkMY/k59qqIEyYLS5R70/H4MbV+MwcU8j/B809K0JUr0bATFSwyrrFRJReR0o6IxhGGzDvWMxMG8xS7sPXMFTYuS7O8CDDyhuyLqmAyg98gFuE2LGxIHLRVcRJN6Oh7bi8q5SfS5F6A1uhWnhzalCSFanbSUNiDaPYzh9Q5AESqOPhz/YD8qU6SRpXF5TzPbNjG7/tzHtg+vLSuoTZE9LlTvbMK7apyMMVKunIfO7EH9ImX9pgLjL4DrYi/efcMNmzEmA7REu/Bjd8pqRx9HIvIq3TSpF4XqUnYfsnWrIDnXp6837lkHsKDWh6HYMPXOaAUJsshFWhbem8MMiM/CZ5NwLE3rbvzYNupSH3WXMuyGDpAQbOs7jh7NzROI7OtE9bpuVuDG8FgvHEpFiaFX6bXh7modgxS+63dhrLtZm2+qdRGSadXr7Dj9QQeSv0qPmRohM0V2u9Ca3EpdI/48r97YiLEr+pzV8sSjJLmLUVlsLaWekHB0l8LT78bQhV7UGN1XBFYF5xlWcez9HHvi7JlfTYtQOkAfOc35YGBBi6/ItTJUavqi1YSRV+rQsKWZ9W+C3dSZqfpEQq16nT9znpHM9ZbWwdfYizHq3uwC9NPU4XzvGbMfe98ZQ9O9alC4cUP742jZEQbWEvvtOvbJ8wN8b7WgN/Qu3EuycdP7Kp+CwJ2KgFiG3akjL/0WBAQBQUAQEAQEAUHgM4UAXaA2DMC5fZeFCFMdLIb7tUO08vIiQKJAkSOaLVgeS4nktWsqc8rK5tRhWkwt68VGCxGmntes/RE6aM30CgPnZ6fEWe6cSGJmlzdNhKk89ge4aN8CeP+VVjmGcVbfrwPc4VLZN+mpLAcRpp4UP9BMWiIA/9F0feGDO7W21S8yCqcOCYR20jLGeyhNhGlCavDT3/fwTO8jEqewjSRI76ttaSJM5bMz32AHwrSgUZYlyeuGFZ1RTGW5uekaknQzLFFCC2xTrvp7juwyiDD11EZDN9pr0XpGpcSfghwT4NCWNBGm7tes/Sl6lhERTS8K1SVV0pqydWtmcgrSG42MDOO3/z6S3omT7qY5iTDVRD5TRFgyEUf0UhRx6lrxkgepnWGcvKzrnTa6JI46DCJMFau8f7E6oPf339eJMHUxtwwOZTmZI8VPDWg6P0wiSVE0Zqp8sgdXrnRk6pf5MNdR698gAseiSJhztZiE1QQijIUTEQxQfzt+05EiwpTIYs6z4W4Hybt0BSqUvpuEZ4oI0zJWakRYIq6wiWt4Vn6ljU+O0nKMBHTePtF9mUSYo2soc57RlXhrqBcY9OAPyjLVSFPpZ6HvGdWPJpKROhGmBNs1a1XexXBXGnvbPZUcY5Vu2aTVpMuHIPBpRGBGv+l8GjsqbRYEBAFBQBAQBAQBQUAQ+AwjcDXGeEOMBbaxGvM25u7n+Idq0W+wT7mzTHI3gXNHaXFxwoMF82hpkiM53lfL00zLixhdC9kiVM+fl6MEby0bR2JWJa1JduG55a2oUvwUU9uWXri/vhKORVY6QX+GWWVo63airjmADmU1Q/c8f3sA7b/pzSAftNxXRzFAl9CtP9AJDUOCdpitBcPX7yQvnyMlAnhqF2CS3mGca+kc9kZWkTfvnCuUQtuUibhqAuOx/U0mbkVfrE21LXaCbBu2YvGEzsyGzXSnK1iXMutJVWKeFCzHLKAfC9Gba/eSUH0tTne4Bii7LdXvjle/ieacseb4mNZN29zV2Ky6r20HoUZcT03mCYkf5xO1GXqkE6BO1C6x9tWGxdwbwGdwo2ZxdUzGRvnZiHJrdvVgmqnyqV7suvAcWunKqaXGNvR+w42VjA2XLVrpSoB9ej5HYCzbXbT+MohQJUdRQrU1aes4dU/FCGy930UZTCREodyotdSkzei8feI4K1jdj1Ya5dIH272MgcbLaILvHm3lPZV+Fv6eUf1oeiizH8lr9Mdc1sSdb9P1Y1YRHuFljqGyZJJTQeDOREDIsDtz3KXXgoAgIAgIAoKAICAIfLYQmF2kWxRt2Y8LTy9GUq0WzTSbO0j+Hy4H71arxJksC+0ovkcJ24rj59bAZo0zxjhktr+kTFrecMmrMqWSrbiE5w7sf2cvFmd967bNtdHSyqYt7O209tp7pRkJ5QYWDuH1rYzb1OUx3B5T4lInjlXfBBgXK3i5DY3vH4CPtmLHH5rA7pD3K8JSlorGJvbZZmmP7a4iTXbHG7SYWazalaoKqp2KQbDPhENMiynoLHn2ALzM2UuywsYYUSrla1Mm4loRnfGw9M9+N7ExCA4brYvUOGl9tOTRdhnlk5gSUbAuqcxTpILlaLWmBBWqNzVPtuMK/+KXIjgZCuAlxpDq3NBGV8SeCRZYAxtIhHF31NMxBl2fa1Sl4mzRXbagpOaTBS97Me2NJqoVMyl6Uo8nZ+VkJtRhEo+WB4l4gIq2Vb/D+dT84l40b0kgejGC0OHX0crYb5713D2UZLA12exK97npA/mmbKZMtWZCuq46YzwhmfwCiTB0D+Hd9TXmXcY989HFUmMOjbxT9InvF9WC2HsKkKxeX2X707XxjCkby5R+TvM9Y+2HLjnHpx1FJPhyDlWO3HJLELiTEBA3yTtptKWvgoAgIAgIAoKAICAIfFYRoMVU43p2risCLCxD2T3pv6L3T+IkDbe0HSXN/lsW9uatqY5ferSdj/sQ4yLdKrts9ri265495b4VS4kpW6p8ycI4FbNllrnHhpNvnQSK9IVzghY5KtlJ1NQ0NqMneFqzJolplmz6s4zP4nrsWgW8vJ+7Fv7fm+me9UzuGF7EpJaY+NzbJgTjj7yjLIPIcCmSa5EDqncH/hhD8aI0bqqf4+GTpDbssJJnMzKuy+hAjgsSM95a2qXRFXXlvSQqptumHCJz3dLHxIdtB6kn1kTLqRC5Dy2A/nR1ySrHej4tOdPUG7qsmqRl8SK6wj25CcPhXaw9qlnxWZuhqJBxpWOP1qaJMC3DR7o11E0c0LIapfPd+NnhLJqSOyn2cTfSqKbrVLrBMAPdW9KlABq6iP9dxj2SSFqaZUfZvTVofrYHp1+jjRWj0RtP0oUXLtb0t2X7QBbpQzfh0EA6gH66RPqMxLZqR+MjS1NEmPbwI1WLmhxsU74+Md5YE+dZ9+P+CYHqgzue4xvAjVotrpcmbsqPwt8zU4qRh4KAIFAAAkKGFQCSZBEEBAFBQBAQBAQBQUAQuP0RcP63Q7TD2owKtw8RxkFKckEdPrwNpQ+7sPOEcmNUiWYZdJsKhEIYOcXYW3uCWQtoPVf2Z3Hjt2gXFsaKihYEzsY12VGWb1G75v0srBl76B9h+LjoD7/NWE60njm0xYHOxyvgG4wgwZ3rEpfCdFfjznrunRhXcbgYVLu0ZB58h0kOJGi/obX5gBbXqsiWZWWSapQNzo09CG9pgWcH8D0XfdYmSc5/YjB/2o5Vz2fMtFOMFUUror4fcqOBdT6WGED4vFr0l+Fbv2HvulYwAHdAa0ciEUXgFeZb7UJY+UiqpFmMBRA6MoLgPj+Cl0jIsP3z6ifZwVAvNeEzMMrdKM+GMfK2+guib4fa3a+Bgc3p+tfnNmxrptMmowqLRduESs0bC/Ux8dFl0Lub5MxlBp0/1qdtdKAhEuY4MW9humQKnfxYkBwN3unpTWTP32IBdypUY6rIVBULLHCQOwjSRsmmcziWRtFy6a952d5p0d0B6u4KLc/4exPoJUvZAk6tuBv4djdXoZNzK3oxivAxVVcdWrmzo7JQqnxoJT99eOEV4s/4ZeFBH+ruo3UW08BgiPhzI4WSUro7+xC+yLlG+YnLYRz4FYmtsqJs2yuWUrrSAexowd+2+7nTKWN/nR/hPCtF624+JvEWVV001Jhn6USrLmU96f0B3xmMo6ZwVO+Misc7eTeK2Ic8FNAnNc+ATlSt6cbI2SjrV/PMhRVdYbT5n9fJaitOzJ0rFf6eyVVa7gkCgsB0EJjmb2LTES15BQFBQBAQBAQBQUAQEAQEgY8RAVpM/e7MEF7+dgOqFyuHO5UYxNp/HJtWVeqXXErXf5cL52YPGnbz1qoeOJ+qz7R80nKSUchw5SrGpg9Oo6jLC1dthSGLcYK66JbpceoL9LlFaFrF2FsbXSR29J0a67/zOwwtfBkNq0m+GKUca7lj3tgmPSC5faUW++k5uoCZz1W2Dra5WXPNTFWVcWL/G8aIYolO7hxXv9D6iMSHtRwX8r8LH8Lmf1gB18OK7mFa1o6hd4YRvL8O246OonmJA8WPbMLpwSJ4G12oUGZiWnJjb+gCmox4UbayenTQ8MezWnet6xlk/KO7mfFEoU5YipRxAD10AzXio2nVMM5Rx6v74X7KmdrdUd0vpE1FX1BUhp50dznzKuuoYkEZSY3JoeLNWMFxMhBB+2tDOH5XENXNfoy+2ARHQbpkSpziWIicmejNqr3YFX+ZY1plqbwJexnoPtdOn84tp9H7fhV1l4SSlrixw5FhrPRTB87GsOmR4ky9sUg1LaQyblkurGOgbqd0fsMKI54ZZ+HaHhzvauPOpcxwTzOGtge5C6sLA1t0QT100XXOC6KqcYBB6xkbjPM4vuU51Dkss2JVB4a30zosRyp+pB2nf1MM7+Me1JEgVsnh3YXjITtaa+lSHO1AJXdTTGuLnkfF4Os4x7oW853Rv1m/qeZHaAiv13In1ffJohXznWHO48n6NNeJd89wnn17BRpqFZGmkgOqX23GphuF6WcB7xmDwNPrsH5mv7Osz+RcEBAEshH4i/9gMm9++KGiviUJAoKAICAICAKCgCAgCAgCn3IEaIUFLhqtcY5uWo+Uixqdqii9cPm0ClFxzDSrncl+jqZVmNo5zz6XFmGT5bmRThATrd1mzKhJZCWZz1YodhdpGfYPwJWgexJpN+f2tNpUaJXamGT1lfcmYH+zdGkmcvLpjXpOvblGlz67XdPIqXuvdEzlVbHgzJSrz+azGzmqtrH8pPNE0/esdme3hdcJ5gPdJe159NZsqtIVNfdTrr3ZMs2MWcekFuSeLsFT1ZOvT0pmrn5l1VXQ5UzeMwUJlkyCgCCgEBAyTPRAEBAEBAFBQBAQBAQBQUAQEARmhgAX7Imr3AhgMo/OmUmVUoKAICAICAKCwC1FQMiwWwqvCBcEBAFBQBAQBAQBQUAQEAQEAUFAEBAEBAFBQBC4nRD43O3UGGmLICAICAKCgCAgCAgCgoAgIAgIAoKAICAICAKCgCBwKxEQMuxWoiuyBQFBQBAQBAQBQUAQEAQEAUFAEBAEBAFBQBAQBG4rBIQMu62GQxojCAgCgoAgIAgIAoKAICAICAKCgCAgCAgCgoAgcCsREDLsVqIrsgUBQUAQEAQEAUFAEBAEBAFBQBAQBAQBQUAQEARuKwSEDLuthkMaIwgIAoKAICAICAKCgCAgCAgCgoAgIAgIAoKAIHArERAy7FaiK7IFAUFAEJgEgcTZAHyv+BGOT5LhDr8dfKUF3j1hjOzzwbdvBMksPCKDffDt8GHgVBaA16Po27ENfcd4Pz5yW2EcOezHtt0BxK9ndeZTcBkZ9MO32wc/xyJn0nDn8x1+jFzOmWPmN68mkJgCs5uGq7We6erO9Qg6613oO5vI309rPflzT5EjibhZ3fU4Bqj3E+bDFKVzPYq/3QfvRg88/PMNRnNlybgXf3sA23bcoE5fvrnzNNrfibr2gQnvjIyGZ10k41FELma9S7LyFHp5M2UVWqfkEwQEAUFAEBAEBIHpIyBk2PQxkxKCgCAgCNwwArERP7xbPAilVrM3LPIzIyDxtg8rtgzAUfN/YfSgF951L+OUuejXesmF/+pWeNu9aNl5MqPfyfNBtLZvxoGxcSTfP3cbYZxE6OcebN64E7FrGU3+FFyw7T/zkCTxwrPuOYxkjIXe/PhbfcSdz9s9OJfIkWGmvbwcwLySUrw+Kcl0k3DNqif5/klNd4KFzs9Zlaj9SgCtta8gOgVxh6x6ZgoLSD52z1uAil+GdRHXYmih3rf8j9iMRSIeQMXyVpKefvj5h5KivLLGz/ixuf3GdDqZuMnz9PophHfEMJ1pFu2vQrXjAG6G5t5MWXkHQDIIAoKAICAICAKCwIwREDJsxtBJQUFAEBAEbgCBWfpC0zbrBmR8JovG8YvlXmDtXrjv/c+o/Xo7exnAucuWZerlkzhg9n33ICIW8iE6EtCeuGsrAQNb26zZZu5P9Gibq6qfDdsn2oqZVW77glkujN++lW0xRELqYKeZ4eYer+nWOjabfVK5NwXXrHpsZStxPHQca5ZMXm92g5zfPgQHuvHywWx8LDmz6rE8meZpEooGbrrL0Ka5lTjN9p5+ino/03RVx7rjNxdw5coVtC0toO/a3KJO38gUS83TmTY8s1zZk/tx5YM2FND6VEHb3U3AMtu0yqQKZ53cTFlZouVSEBAEBAFBQBAQBG4iArIMu4lgiihBQBAQBG46AvEI+voHcC72EebML0f9EytRc0/mMi9ydACBYycx/lERav9uJcqvnkPkf5ej6RFjYcxFbuDfD+DUmRg+QhG+5FyJpi+XpZqqXA5Hy+vxpesn4e8L4aM5RSj/m3o0NzoyiJs4ra4O9I8g9hGllH8JK1c1ocxoinL7DIyxfYuTCPQPYvQDoLy2Ee7HHIifCsD/a8pVdT/Ouh9I151qSZNzLQAAQABJREFUhHGSePsANvO8d2Ojdqdsaa12DIzE4DaIiejIIMJwonf7UrpzdSN0fisqlyhSIIHQkQEe27F4EQ/ntaJIvhdFcE8AwQvjKCpZTAyb4FhooaToYhbsP4Ag8UFOfAYQK6nEnD8F8dtwAoudzWhW+BUwNnoLpvc5Fc6aJNXegwGMhEc5VuVY+WQ9rkWI7xedqL9XH5Dk5TAGDgapN+O59SYRRWAwiFMXRymyBJVfrk/rS67mWrjI7l8G8fxj7rRuJE7h9R25CvFeARhFjvZh4Mg56scclDvqsfKJGtjVt5MEdX9fSBMc6Pej7An2b0nxJBXluU3MRojZH86Pcp7MQUk5LbmWN8KxiHqQq56F4xiNjKJ8YSWKCWlBc8Rej++Rx3W5f4HnP+hAWfY3rFz1GP2ZFAMFA+dW8D2O0ZwoXv/NSZT8VR1K//c7UJRbeHAAA4ua0PRQCeLRCGArQZk5MsQ+8CbH+ALnvZrT91Si/mtOlGmkbCZeiUsjOLBPJ5JH1VxO1sLZyPfHVLhZRIz+cYRz77cY5fxZzHdHk+XdobCL2GqpX+l5Hz0WQOhKOd8xxjvKIkudxs+PIHDkDxjV9Jd9/6ta1FOmpt1s09lwDEvud2SV0i/V+yZwuUR796j2Bzj3S1a5SVRGMNAfwMlRvgfKa7HmaSeKOUYqf58iME+E4N8DFFc64XygGGHqXKxyJZz3qndaAIlSJ+c99Y9zJ8i5ExwJIzG3BPV8H5jv08lk5Wyo3BQEBAFBQBAQBASBTxSB7K9qn2hjpHJBQBAQBASBNAKJs36U1nq0G45GJxe+3QBdK9v7TqPjMX1hGfhhHVxdYT0PP7t7FJXE1NiLMZJh9ngQrooVtK1iWubkgo9nKs/6vRjrbuLiUrnAtcIzqDJkJl/XEIafrdFuRvZ4Ub3Bp507uSgN9HTT5c+B/WeG4STxpNw+WzcqIsqaOqG33nKPdff8fmwSqxMuOreTTSCZVX+PQVYtXMwr9utIGMm1lVzms71H2I5lvSTjHBggGTYwEiFRxoXx1RgXrcy8pZ6EAFIxg7yPV/PKktqdGBrbjxq1sk6E4S2tg9Yz4uMgPgpDh3c/hl8kXho+LZn4vL8UTnsw79hYaiz4NB/Omnvc/CrodliKDAiju0sX7+weJhlG8vGYDxWNCkfAwbEKD1I/qDdtrx1Hz5MkHxIjaCltgBotpVegXikNcmw5hOHv1Ktik6QmdFBsZ4+PbqtuHT/mjId+S1lOtHtnE7u0DuTX3wT6NpaidbeqzgHnMvalB/As68DpoXYUx0No7aK7HtNAlwfXio/PjAy7GoG3pDo1xk7Ohu4TSir19xwxuzqxntqaEEktj6arlUtnFzRHlMQHH2cHerw48Pa3sEkRJ5aUzNkf25QYKEItdsKPlg1pXEEa7G/Rp40ZGB+r5Woxxu6vxcvNLYhRB4bXO5A834cF97dqtetjHNDzowMXrhBbS7vUaSz0C3i69Dr8dHX1q/fHwxzrKXBzLlQllYWrH67lmjYRUY6hur12F8a2N+vvl618v4Dygm7D8iqJ4Hdd2j1FuM1W+S0pso/vmnXmu4ajpd57KnkP4cqL1M9r4/h/frGLZNg2/X7W5/iJl0iSt2HlFZJnzLuT8c9i74QQVq6fy9xor4nz3cX31xlakHXX49xbg+jsVzOgBOFwCGV311Obkwj/G2OnlYXR1M/YhHza5j+O5otBzHMQ12Vt6P0ntuVSAC2NVcbcqZ1EVlYD5VIQEAQEAUFAEBAEbgsEPndbtEIaIQgIAoKAIJCFQBw+jQhzY+jcuxh+gwu32GlspcFUd7NXj9t0sU8nwtb24sIHVzBM16bhV9tSctQic6BLJ8K2/uY0rgSV+9AY9nKxjB0t8Kkg80y6mxmw9Q3moYwrY8ehpIS3vK7HPyKhphFhq3pxmvXsf2MY73Ih2cSFr+vbfj3OjuH26ew6hHc1GcNwa9KBDkPu2Du7tDuDJ0aNJ1kHxkEKmmRW6qeaMtR72d7+oN4W5jmwG3B+nQtdeyUtUOhE+d9Dehsuh7RFa8cjizMFN27F8TH2i+063ae7XQbP6n0P7mCgcObuGdTxGb7yLvZ3sWc9LviMQGUmPh1vHMfYhdM43fWl/GOT2YLCrgrAOdr/skaEuV8dZn/498EF9K5VpBgdMG0kEIlPp0aENeHQGaU3zDM2jPZlgG9dK4LsdvLyOQ2n9jcuaHo1fOUCeohjuMuX4XI6sdG0gvm7NbwdxuspV0kSmHtIVqx346v3lViK5Nff+FGfRoS5u4e0vuwPcnze2ErCthPen4dhu9eNd9/p1WT2hsawn2ToTJIKqK7GWJHIag6oei4Msh7249Sf4rnrMfTPdGM2dWDSOWI0zL6EFlA8PxoZN+6kD7n6kw8DvbQinKjzW/bjwtgFHA//CP2x41o9zu3HceUNkkyc7Gq+lygdYBr4Z50I26/pAIld6v5Ql5NPDuCcrvpaPvOj8slevBtKY61kjufBzSyrjqptY9TH4SscJzVfd7fi9bcTWhabYqY/r7dPu8GPXPe0Z2ojAo0IIyGqvWvUO0vXT/SEoTWdHf1PpqBcx1nUQ+q7wkN9KOJPEWH6O7AXHd379fcAN3uIXLWhfn0PTr+m3CSb0NPdi03GDw22pSxIIgyvDrFvV9CzqhJYVI/h3ys96oGblrHuZ/nupS6FuzbznTy5LNUUSYKAICAICAKCgCBweyEgZNjtNR7SGkFAEBAEdARogdCpztbSyumuBKKXotyFsAgPPqEoJsbQiiYQeesAz2ndssWtufuo7I6nn6fth5G4sHx9N8/X78cm00Vplh1NW35EywcgRFejVFrWg2ca1aqViSTTGm3hHMP4NdqhvKXsIgD3Ew4UvR9nW+JI2BfDuYo3BwMYvaqeqsW/E9/7Rr3upGV3oF49p9w2Q679HodBkOkLdlUqOykpTQutpAqwePlK3uXC9c88nNcJr6ZHynlhQy1dHkHLmQjX3VFadag2ZLvS9b7Uhko7HzGVPfRVIsa+K7KC+AxoVnVtqKUlWlxhfPkaFj+k0GHXToxqR+2DlmhttGKxF5eh7P38Y5MuWPhZfpxpUXOQ1i0c4Y6nVS+YZhXDveV7Wp/UZZJ6o3K09X0f9coFUCWOxbP/Soslkj8RS0D47q2d8B8myRi3oe11RRbuRWWKhNRKZn0kYf9iLZQkH10lk+opXSR9/WzR39VSB7U7epkC9De0T9Nw1D5URtx1vbLd96CmI4E36YKmS7rhz7InfoTT75zG849Sv7mTY/xyFOf+pMf1Cl1UGldgmmKOpCXomMcK3ESgMAz0ufX8f6Vbn70YlcpNmiSPSsZBv7B8On9K0jZ8gVabtKVkW+IXIzg3puZ7GNH3J0E2a+wLw021zYHn1zsNqy87nN/+kaaPg2dGLS0q8JQbEfzoDNt+YaPmZppIUC/O0+37PVU+hJj2rgH+vwLFqWwaeiRcU+9A3iv7Yjk/+XIzUvKafm7RYOLGh/wBYNfTdNs1M3K+OZaW8ZnSV74vOJ+KlzzIt04YJ424hrlkmcXlKAgIAoKAICAICAK3DwJZX31un4ZJSwQBQUAQuJMRSF43lmW0sKjYPREJ/WkRH0Qx/y7rczvKVvHaWDSqHI4vllgzaOd0lgQU4bC+Un/2eVvGwtp+t77MVkv75FW9Nv+6Oo1o0QuYnzqpoF9Zg8Mb7c+Sqxam+dI1S0B8lbfYUaMtrk+ei6Lsf6mWu1FrBCsr04grD06ej6CErprKfdIkvtL1qIWuQQzNJT680pa+/FD0AKkd1FXoblnapfERM7qgXVosWwobG6ukws4LwVnvhd3sjS74/2fvfeCjrO58/08tIzDSREquJGuD3qE203ZQBzSwxJZQDV5iS+w1tAZ7w7pxIV2It4HSeCVW6kbvRhaya/AarVmXrCW2hJbhNuGSKITK0DAUpspUk6vMIlk7kR1+adI4gMOlv895nmf+ZpJMIPyxfk9fyTzzPOd8zznv8z2xz4fvOWfKjRqf6ICfrOvVyEels7oA0rr/GJaVFuAnq3fggQ0NWPEtJZ2pdDc2bIsIl/q9+N8cvfFTMa+WAmQZl0p+WIwb9v+UMsDdqOceS3glkn9kRmfwB0OTWZHz+UjB0JUmfoS+XOBn6gSeSsqlhrOeYFtj01BiUmwu41ucL0fPkXD+a7hvH6OSdvyqE31cYhwWUcIZoi9Oj4LB+IS2ND+ONmlcs8uMoOQyZWOZaYIsI99KmltB7D5k4Tmme+vIFcXmmHD2GBrWP4An/iV+tMKzOLbACN8Uo0VfU2FeUYmitkrRUzzqqX7Jv6F3f3N27Fzjkttnim/D2laV5Rb+RNrIWSFJCAgBISAEhIAQ+BgREDHsYzRY0lQhIAQ+QQQMQegWLj/6yXeskSAG/tU+zTe4dEaH9BxW0lI6I5yiuZyheGV851ugkSM6A8CXVfXidibPmvAFOzYzv51VVhj987PfoPjLjDRR9Rn/9Th9doL2IhwtiWmZL+DX+Pj/MjEK7Vu097P9uzDRyyg1njSZdY1ewQTLbC2SqLV5F6bW8eW11thkezT1c4+q32zhhvBnjFdjVb+CbLwwDzKVxNgMKhN1w6gl6o5xmQTnN9TY8tS7mMR2KyFME3ZifCGSK3WKvkvUglk38ibHf10T/qP8A7zJaLqO3T/FWu71tfq+Xbj2jT/iW5ZIuURXWV9TSyUfwF6nCze0UET8qyYtoqwrOvOIjMYbJ4LejaYDG2BVgm7Ir5QQzKVuSkgaklV0Xcb1UHld/1SCr1fuwi3fXMMon3nI+ryVEY67YPvaigRWLvAWx7DrMG2UTk1iboWkrOEZ9Iy6SVyiusiG1WzHotXPovhrVlinM/qubRXuHLSv39DGk+fGwztoRvewoe0l9YT72ZXcopZ234I1tfWY9+UsWL9wLXaV2bDiF0lZSJzprGIdNW+48f3diXPG3o2bTzu+SyGM+595eigEG3+D8IGL+zLeGVtOvgkBISAEhIAQEAJXPIGrrvgWSgOFgBAQAn/OBLhsMVGawI3j1cvaG//OZTjXc2meRf85feAZ3DbLhl3e07iWQpBaMvlP2ubPupW+txz6Zu/qRW38BGSpHGu4jDDqpe6Dg7u0PaMwIXHduqXI7/Qvz9O+HBvgC+80oy3TpuJA7QO47Zan8V5IfIsUOb8rQxsYvIxrKuZws/83uDH5E3whXva1WyL2uaxqEfdA28VN71WM06Js1eMkkzoJjlE8OEy5YerUMOMbTh+AbdZteLo1scSXzNgM14IJ4xM/HZnzBFiz2ffDK+Aw9jNTlrp46t0uw+SESboksfrHu2KEJNdOiohMau+rrq0r8JnP3MFFZ1OR/dVFeHjdT/CutpcaxdMBI1zLsDfoQ43RtNl4ktyeuO9Obc+vJ5fcOijbyIzGwzpLeThP6ePSsxtCfvUXp/HMLbfBtj62/RhinkRXnJhrHzp/pejcgmf/+Yc8vXAebrGQkf9YdNHIdRL1RDIPfXX3l28c+qF6otWTOjoGCSwOEo5VHh4ksVcJclzW+ZN1xbj7q9m44fqp6P1dYn9OYJa3RsPtPXQdj0iRH/BEV+VtU6/RxSftif90ZFEiT3js5DxOlNR+dtpora/HD//qW5h3+y20AxwbIn8iGxdyL0ouS2CGkXzqb13e7IgQpuU6Zcy/2Ik9vK0E5uWWEBACQkAICAEhcEkJxP/7+yWtXCoTAkJACHzSCaz4HytwjPtVRSQIvjpO/xY2lM5DGTei3rWhBP+Ji/l++TfzcPqwA4VcnqZOW1R7XE39wrexYeZarC7jiZK/exILPvceVldGLfcbdwOW/mwZN9x/AbcxcKHpH4ox+d/34s5iniZJqe0HC5VwFHmJVTpH/AuceppqL+AuVRSi/vo24Pc/wbL5PHXtX5/GijouESp9TIvS6mI+lSLWYq+1h6oCpthXRv2e9ltFa3Aj9xVcYnaaS8yi25I1SwlyuqCzIFtf4hQqeevXWEi1RS2f/EJ0qVCOoT5TUbCWPbvvCdw2+TR+0roM6X98A0/ft0IrsGj2EHxSs0ccm0Q16mx2YG35atwQ3UxGoWUt/gGWzR2ZM0q531vVnViR8zlu2r0BN/Tu1aK6wvVNY5RRKVBYV4K7JpzGxgdvQU/b03iAkVFKHLn7C1xieVaJqA34+l+vRtP3i5Ee7MILf7+e925B1tTUsKnoi9C46p9TcfffLMJa7YRDii036wJcdH4kweiGwr/hKZe7UDKLHt7wS8z73Gk4vs+DC2hoWb6+PE2LQuT3F6p4jOVDy1DME1Lj00hcs2awBE/UbHh5FxnfiGNc2lnI0wRjkiEWh+r5VnrM0/CXoeZIOMPvuzRRds3U6AEOPw1HcYbqKU6CQah0aAy070YU444fP4FneNzF0sKoBnMeKXlyx+FWNLTeitmf425bPzPma8jYiJ9cTpwMN+00SS65veUuPNu8EdaTHfz78gStF+Phb+rzlDozN6Jfjb+tnoDim6/FgRcf0E+cpMgVnyYYEYxvtP0Uu2Z9Gxwt/JQ+ERqtGAbxhUPfo4T/iAIXejjEpypz+AB2HbTizO+Oce9FFTsbn/g3VzFZ8wR2fXUj5nESf3B0Lx7NeUDL+Ae/+ivOcR9k61va/mfx1uS7EBACQkAICAEhcHkJiBh2eflL7UJACHxCCUxg1JaWWhvCL3phFN+chycpaMxb14ym9EdRuGYtvv4vxtMFa/DaMz80Xq6mYtned3HtulUoYWQU5Q4uLXoWeGlF2OYNCzfgNw034DYKYIVfM4SyBcvQtP6HyI7WMBjFMVikuhZatA0jd9bwhMnUyhKKbQ+E9w1TS7CeqrzbaNi12me0BDAo8MyIVOsa8r88jJT5Ku1R0DvwQTHmRbUvdErfjplP4tbrjSqNj6kzGe3DHr/BTbwTbgA/bnDPVLSJSlPJ8zfbUlFy32o8sEDFlqm0CM+2UnSapn/TfsfxGXlsosoal9caOtOuf4kSLI1ni2Y/jGU85GBEzhSZmng65PqyFXiikgKRaus/P4sdf70ivHT17v/5Ln6StgoPVK3AnXV6BXfzxLwN65bpBy3czBNKnzuGO7+7HoWtobbcjWd3PxvD3Gia9qG3PV33B97Jml9M5hQnV38rsmRV82lG8qTqHR2R0fV3498PNeHRvynE2uKvh6tbw9P7fhg60e+G2fghtc4neKrfivduQcFeHmIQzqlfjMj1b17Dsj134oUyXWjT9kcjszfIrGH3AZzmKZUT4ur5Lz82PDnad+J8wKg9zER97/rVT7Xbt345VrDV81IqiaunYG/xiAygCU4sG+3G12Tx4IS7eQAExdXvnsG8bzyp5fqDNrd4qELrs3AsWIEVXPqqpZnL8OxzP8SK71LIcfWg+EvxFJWME5q9ekXzkuCmGy/Gk6s/wIp7jKWCrOu1LRvCc/HuSp5m6r0D6+mPmpz9zR9S7HdgtTdERf+coFhPvRuv1S7jck7lm7oEdgt999n/+gZWVDbgjff6cMsXAHNs0Zhv1/7FzZHv9Mmob5H7cVc3fPVv+M8DhfwbqcWX4rWF38JUS1wmfr270oNnT9pQOFsX5pUv1e/eh4KGO/DMWz3cpJ9Rjgls3RD1t2ywVbkjBISAEBACQkAIXA4Cn/oTU6jigQGugZEkBISAEBACVxYBbn7epy1F5CbaamfsUOJeNU/8Qwe+XflwZNN4npD4wOTbcKb2N2jiS344cR+mvg9VXEucjXCGJC94Mp0WxcZlXqmGoJRkyeSycc+gOz53J2547jfcKy2q/cmVPv9cjObo40mDKqUaYk5SxoYam6QKD5NpCM4f/LoBT7uuxQ//+6KIKPR/G/CZWSvw7IF/jxU52J8+FaUy1FiNlU8M0w3tURKM+ozTF8dzP7sJicRS1Q+VEj3Tn4z4W52qqGbAsON7IfWcfQ9PTLZhPU9v/eP6u4dvT4J6RmSQyGICO+FsfKb79IXN+aS4sVI939B1JWtHa3/IN4fy3XAnL9OFmlvqbykF0nBSY3EB/hm2IxdCQAgIASEgBITAJSEgYtglwSyVCAEhIAQuAgFDBMGCH+K1/8lIBm6j7uASurW/4DKzn3mwwYiuuQg1X1STrn+6A3dWzoanl8sA5eUyhnXXy9ynjcsT766sx5NFs4H338ATCx7QIm6afvfH2Gi2mJLy5WIT+OBX6/H5e56AjMPFJi32hYAQEAJCQAgIASFw4QREDLtwhmJBCAgBIXDZCLheXs3lbqGlbnozltW+hg1/lX3Z2nTBFX/I6Lb02/De+n3Yx83xJUUR4ObjDf/jPn2/tvBtbg7fug3FfylrscJILvUFo8JWMyrsQNVr2Mf97iQJASEgBISAEBACQkAIXNkERAy7ssdHWicEhIAQGJkAl+x8cPIPOP3pCbj22qkXZ/niyK0Y2xx9H+C909zEe6iNyMe2to+dtdPk80HfaUzgmKdyh/KESws/dr36GDeYy/o++D1Pfp0mguTHeBSl6UJACAgBISAEhMAniICIYZ+gwZauCgEhIASEgBAQAkJACAgBISAEhIAQEAJC4JNO4KpPOgDpvxAQAkJACAgBISAEhIAQEAJCQAgIASEgBITAJ4eAbE38yRlr6akQEAKXicCkSZMuU81SrRAQAkLgz5uAnIT+5z2+0jshIASEgBAQAheLQMwyyYtVidgVAkJACAgBISAEhIAQEAJCQAgIASEgBISAEBACl4NA/D+gyTLJyzEKUqcQEAJCQAgIASEgBISAEBACQkAICAEhIASEwGUhIGLYZcEulQoBISAEhIAQEAJCQAgIASEgBISAEBACQkAIXA4CIoZdDupSpxAQAkJACAgBISAEhIAQEAJCQAgIASEgBITAZSEgYthlwS6VCgEhIASEgBAQAkJACAgBISAEhIAQEAJCQAhcDgIihl0O6lKnEBACQkAICAEhIASEgBAQAkJACAgBISAEhMBlISBi2GXBLpUKASEgBISAEBACQkAIXBQCvW7UrF6O5cv5s7IK7T3B4as540H1ypVo9ASGz5fU0yAcVWvGyFZSFSaRKcA2rUTVK54k8l4ZWXxeDzp7xmI8BvfH73WjZVsjGl5uQOOONnji6uncVn1JWan6VlY1QfU20NWElcur4RkY3O7LfSe6nRfaliD7Wf5Yo9bnpG0N+ODxeBE4N1SJAJqUn2+7mH5+KeqgH/R44enyDdVRuS8EhMAYERg3RnbEjBAQAkJACAgBISAEhIAQuMwEAmisrkPnQBryl+Yj6OmE2WQaoU1B9ASDSAueHSFfMo+D8Pf0IzgmtpKpL7k8fb3s46kRRMHkTF2CXAG0VNfCNasEzy/LHrv6znWj/vEquE7oJk30iyDHvb25CSmzivDUslwoTznV3635w9hVPLyls6d6EOxJ0zKxRfwfBZ/hi1yWp9HtvNAGBAN9CBjjkKytwDsO1Na5UbLheWRPSlSK9Ojn3b+/mPQuRR1A145q1B2yY/3zpUhJ1FW5JwSEwJgQEDFsTDCKESEgBISAEBACQkAICIHLT8CLw72AvXQtCuxmYG7O5W/SFdKCkSTBK6SZbIYZZoodZjPHb8ySH/VrKIQNmJCzdBWK51p0y+f8aNtcg6aORlTvmIbKRer+5SCl12nKKsLzzxQC48es42NsaIzYnIcZ3R/oG0O6hQlFFMoKh4wcGwsUl6IOYGIKJTCTGRPHosliQwgIgSEJiBg2JBp5IASEgBAQAkJACAgBIfBxIRDsdqFxqwP9bHD3vkY0/o7vk5YFKJybiX6vC617D+Do+31UWTIw+54C5Gbp0Tih/pnM/L/FtNGw3Qlf4COk3jAD93wzH5mGMBHsof2dPsxfUhC+p8oGe5xodAJF9+UMKaN4D7ZhT8dh+PqCuOY6K/LuK4Rtil6zbtevRbL1v96E5o6jjAwyY8aCQuTbM4DeTjS+7MBRBrykXjcDhUvykTGMWNLvdWL7qy74etmH62cyfw6j49jOUEeNT3+XEy2tLhzv+5D5rLjjrnzYM4dQGs754NjchoxFxciGB0079uDoCbaSfbk3mse5frh2t+LAoaNgV5H2xdko/GYu0oyNWXwHHWg7nkFW2TGsfPub4ATzzgIcW5vhOcOlYp42LmU8jOnzipCTyQ6MYDuuezFfu1/9VwphQE7pUyi2R8XaXJWGvAefBAaq4c+Muh9TGsP6z6j8otcLR3MrOumHV0+ehrzFhRg3LvI6ptl6lT62OOJjw/lOXDP1r6yjbdceHH7Xh6DpGljnLEThPKuRNQgXl4j6LPkouMmPpq1tnBMcxxsNv+I4de5thOP1o5wnqbB+pRAFt9MHQ2m8ieNGGzsa4Xzbh49MqZgx/x76aWbEPp8dT5uvzbtQMeV9rm1NCGYX6mMZeRC5Gqbdam43NB9h3iDFywYcTrEO8iGtDtbty8jT2hwal/wHCwBPOxx73PBzDqV9MQfFi2L9T29EP9pe3g5zyN8iLUO/pwVbPakovj8b7qg6VJZk/rZEmdIvT3bCsbMNncf0v0cz5y9AnsGwm3Nk529PsTtd2lLeNMt8FPBvmCQhIATGnkDkr+/Y2xaLQkAICAEhIASEgBAQAkLgkhAwTU5BgCKWSoETPoo8p2BO+RCd29aiptUPU6YNOTdb4acw1bjRBffiSpTfpb9kqv9D7N76JJzdzHedBdPH++He4+DPYZT+fSXsk/lu6jsCZ4cb1iihQtWl3W8F7k0ohgXR9MhKtDFaLdOWDesXTXC3tqH2UDsKKmuQT5FHt8v2dDkQUPmyLDjZ5YG3zoO+JYU4uqUJ3aY0WNID8HRwL6H3g9hUWRAjJql2qOTbW4d1W9y8MsOSlY6jFNfW8kelFOpJoeR6eS3qX1d9tSL7y9PgI5O6jjbYyKTMYBLKq30GetDe4UTQ24X6E36qjNHtgd6eM51Y+3AN/KzbNod9NTHqqrWR/T2CyufKkEmhpYcCl7PDTlaxYoS633ZmGgUUK0y93fAr5S7ox/EuCnW388uZoyPajmlvzJcA9u3sBK7LQ1G0EBaVJ6+sIupb7OVI/pO0X/S0o/xxfZ+sNIsVE73tqH2kXa/MWPan2XqdPnavEsNG9p3Ylir9pBErN9KmKRPZ88ny9260balB+6FCbFqVx+xBdO53wtnK+5Rcg5MyYZl8Ep7X6VcUZoo+fxSNe7qRZrFw/zL6IH8wZRMKLMp5OEsGDqN6dTu6GWFnyZoOtf+ao8sN5/xSPHm/XbN/pNUJF+eZEqEjKYgjre0ITLsnoRg2Uru7PYe5h5aSuQH/+8fxIZdBKxeJcml+U3XodSsBLzSvut5vh787QF/PRHqwG67mTviCaai8T0UBRqePOF+ccB9LQ05lftSDALa/5IDrukKUxNUxkm9EGQlf+g82YO2LTm0OZc+xIfi+C011LrTYilBTlo1O9xF0crkn/4rBd6wLgZTscFm5EAJCYGwJiBg2tjzFmhAQAkJACAgBISAEhMDlIDDJitJHS7DmuzWY8e0KFNv0V+VgTyFK7VmwW4yop0WFaK/lhvlbt8N/VxlUfNjV/OmnEJZb9iSKbHrEWNDbgh9UO1D3Qguer+DLsbb3mIqMiUvafU0qiHugvnJZ3rdLMPOmbFgMwaPwvjzULl8Hx3YX8styDLt89e21oGxDBWwq34AbVavr0E4hLO0r3DvrO/oLsWdbFWpb93GD9QLYDXvhSllmoxLCrsvBuh8VI0OLxgrC+dKjaOjQhQSVN+Bp0IQw670VKF9oCAL3FzPfGjRs3QjnrBrkUPyLSey0ouenEGZbXE7BTI806uTeRjXNofZMQ9HSUkybaw/vc1S4sB0rH23E9g4/yuamESEN8WfQCwiXhOlkU8jkSfTxAASXvQiV37EZzRjZdkx7Y770wc+osLS5tsFjF5Mv8ZfpOcP7j74n3Uh+0Y+Gf1RCWBqKf/QkctL1urr316Nqs0u5iZ40XwrZSsJ34ppsuvEOlDw0G9m3h4SeQuTtraVA6kD7yTzkMhpRq4ItSb+njMtCdb6eV6pRu6cdjd1pKHmKe3IxHwY89MFatO/1UAxTQpeaJX50m/OwfkOhMcbc3612LaOu6tCS8zzFXdpn1GLCffrU0A8aeL0DI7Z7YSlqLI1YThG76NFK2DTf1stG/46pW+8ohTCgsKIGedr8V4dJlKNl/z4EKIYZfxEME2koWGKFe0sbowjzI/uSdbfDSf/JW5HLfMGY/o3kG/pfkqgWco5WUwgzZRWihuKkPuxF8NMP1m5uRN1BG0qXVSLzlTWo2TcDFZXFYdeIsiKXQkAIjBGBIf6UjJF1MSMEhIAQEAJCQAgIASEgBC4VgeApqG3wg/wMJVO6XRPC/D3d8Hq7uXwwyMgl9XLvhZcvuSqpeLLMeyrCQpi6Z7Lko+wevt1798Bt5FP3R5sy7BTCzIzy6GZ93d3oP5OG2XP4Gt7VqS3pDNnLLv2uLoSpG5NsmK4EqUnZqDCEMHU7K2safyfe6L//7QOavcIVISFMlaCg8uBjsPOt+6wKNmFy71HiSw6Wh4Qw/TbzrYKVIsn2XYyiSpAUI/Os4rAQprJMt6gldKH2MCJMCWEDFEy8XnR3c5neJIqQrLuLpwAmnxixpDJzc/tIuhDbZ7UWpqUNkiYi5oe5SsZ/himuP+o9Ajej/qyLV4aFMPUgc24JSmYRUHRXo4wl6zvhIuMZEUYhLHDSR1/nGPAwhzTbTIo+jAg7rguiWlWTc/CwIYSpsll25VdA9kMVuhCmvkyyYFqM4Ko8wILyH4WEMJXJjPwVy6FiwNpeVRGJ55mSaHfA8IcglzqOJtmXrjWEMFXKjOk3cu5xGW6ilPGVhZQrA2jdHfFXF5czwpSNBVp0XGyp0fqG/819nKNmlKwICWG6vTT6QVEW5+a2ds0Vzp7V59QQbhHbCPkmBITAeRMYQp8/b3tSUAgIASEgBISAEBACQkAIXDEE+j0OPF7bwldcJhWKEX7DTAlHXahXzwyLEa6j8hkpU4lPzRfwkk87nh21qG32aBZjqp8cHSFlxswvRe9ZxVMF2U4zhYzou6YMJVq4I10w2qk+jnq6+NsG26BujIM5vMdYP44eo+GgE+XLnVGlI5em/kgUWeSuLnkpsSs6mTKUGBZqTz8cG/8OLcZytuh8KUaUTvS96GvFZfh0/ra5zg9TKOo43ySfeaMXxJLxn+Hbzmi8Y530PxPsag+4uGQ2c5v0M3E3ja/J+U5UWUZz1T5ey8hBdS/G28K+rpwn3q/UqZpKKJp5c7S3UTi6HnCpR1riLJmUgWnxoRRXTcd08u0JZRviM7Y1cZmSaXdckeS+mjF7VuyYT8nkHOoIdyrWzFVWFMwyo577uvkXlSLtXCdaDwVgWbwgZh6GCo3WN7q7jrNoAHUPLw+ZiP009SEi48c+km9CQAiMPQERw8aeqVgUAkJACAgBISAEhIAQuBII8GW2mkIYZnE/nmW5fN3Xk28/99baTHFkhHSqXw9Dibw68/86xyk3gZMUj0zRIkLEqNoLSQlh9iUVKJ1nCT9wvlCOhjfDX/ULVUlYtIp7Fvo6KTXch9Ct0GfqFLW2rQ995yjsxQgW+rI7vQ8TkaoizgZsKKu8F+MCH4aK42putj7RFMRZ0yA1LZwHwVAUmHFrUlq4PZ3bqimE8SABLknLDS1J5cb7dQ+vQwzpBH3095JzTBRSpEp1lbTt2GLGNzOsWWY4D23n8recyPK3qLzBnk7uyzYdlilxg5u0/wzvF2YtKi0IvzpVIK6OoV7GRuU7Wl+4x1gVhTAecVCxoSS8LBc84KH88Yao3qrLiEfHPIjzwdTJnDHRWROKdqcQUPeNyC3N3iDxk35JO3F0japH0+6Y1ib3Jb5PUzhXo/sUZyV7UR7qD3FZKZdX5ve0gTuooewr0fufGQWS9o1IBalTUvnlFArKGIVp+kiLSNWfXo1rUrl/YHBiQtEtYkGuhIAQGEsCMf+pHEvDYksICAEhIASEgBAQAkJACFxWAgG+qLMBWbdnh0UbrT28H73LlxIk3M3tce/Ifmx9RUWFWZAZFmoYWfW+ZkH/xRfiui1cVjg+JLOFXvh1iSMYULWbMHNORAhTBQMDvJ9AFNKNnt9vi30GC3aj6Rd6FFrYCqNujjJSaKImULAts1RbuuDjJuvWLGv4x2L2w+XxY0p6pC9hG0lc6MLhdOSEhDBV5qqzOBUjPJDLwPGYKKKg14FGqmUT1ZGX0SlKUEnOdnTh2OvsJUUUGfpRX90AX+wjbW+sjY/XoNrY3D6mFUn6D3ecG94vMmfQi7iUkHt3KY+IpH4enEAxNYEvjN53gggo1lkzI0KYVlHAqHMo2S3SmvirmKFTO70FXWjzxt7179+iRY9Nt0QEo0DX0RhT3h31FOkYe5Zw07DRtTvKLWLqGLMv6bnIpWDcvr0JTbs8MNnyYUswPkjaNyIt0+doEF096gCCyNyzZk3EEecRYHJsFFuML0bMyJUQEAJjREDEsDECKWaEgBAQAkJACAgBISAErjAC5lSoOCf3T+vh5v5JgV4fXFy2uG4rBSxGaKiN1ZUCprYGV6JMeVU9XF3c26vLyZP+1jKSSO2jVIQMPjffNFPbbL/thVotj+egA1XcrJ8BJJqg4jmpLpj44uz+eSOcB53wfkqFYQWx9QUHuhn91H/SC0dtOZoo/uBMH7Qi0RE1qvz5pswCFGaZ0N1ai6qXWtDJ/ck8exuxhhvxqzb2c6meWgCZuXAJF1MyGufxNWhxd1OY64eXfVnzODdBf/VIeAewmGbE6h8xj0Jf0tI10qjb4UY/xT6f14Xa1VVQpIO9fi1b1u0z+dmN52od6OSeVq6ddSivbtGe9fPEQD3XWQQZaRToOkCGLah/uQ2TkrDteakcK18YYkkr9157rDQXOOHEuuU8KGCnEx4PT/B7pRYruUm8l1JpwaoiTTBVXQ0eakYLx89J4Wck/0nOLyxYspiHDnS34QfKx7h3ndejTpNcg/YTrJACYVevqjgCOhRNNqzvsEgkmZB2Hb8d2gJHeFybOK5NWpbAyb5I1vO5GqfNErRUl6N+h4t7wnnh3FbLjd/JnHz/213aLOGeZRR0TrSglnm8Xg9aXqpCdbM2S3Dktx69Zq2bLjS+Ssb738Fnk2m3xiaAA7udaHulnqJcrKw4qEtRLAc9G/aGGXmL7Aiqk09VdNi9OYlzJ/O3Jb6kMUc7t1ahbqc+T/xqnjzCAzV4yqx2iirLaE0PdqFtvxNNLzWik/NBkhAQAmNPYPT/RDD2bRCLQkAICAEhIASEgBAQAkJgTAjE/J/bqyxYVVmEdVU8qY3ij5ZMFhSVFmFfXSN8PspDt6QyasiErKVFCO7kSYs8sU5PKchd+jCK1Mu9SuNtWLk0m8srXcyjv9SnzSpE5UITNtL+YW8/Nx9PwXSeRunscKHhRReyS2tQuaQXVVtaUPWILvqYLLkoWRpEA5dp+gYoTp3nxu5am+J+5a16GnhpI5o6HKjhj0qW+cVYYnahrtmJzoFCLhPMRNkzFTzdsBaOuirouXjaIiNg1q0oSLxMy3jxj6su5mvmwlUo6lmHxuY6rGnWH1nmF4Gk0fhbnybEpfAUveI5Hp5u2YIaj87Dfm8ZFpj3oZonYXoHipE2KQU5C6xwNSuGtDPZjgVPjWw7pjEJvqTwdMpNldNRz1P7nNsb4NTymJA5Kw9LlhSGo6nSs2zcU8oFx4sNMM8pxdMj+U96cn6ReVc5KCPh+a30n2rdx5QvlH3bjLq6Fhx4tx/2dMPXVNsonFQu8Q/vO5O0Thi/TMj/XgV8VVyuynHV6ZrpwyXAznoKe0qQykCa0mcTppiZo+WIjkxKNXN54XU2FM8L8NRRCnrGGJstuVi1pkgTilUh67dKkf27Kj5nNJiWh6c0rqqEee9GNHYcQT8PhEiZZmV+F1xbG+CalIOapyrwwQjtNt+UA+skluHYKXr2jAVRG+Orms0xfdPFRHU/QYruWILHaXMWwEqRr/M6RolFAt6YM6qOZP62pA9ePq3mqOnlWjRur4N7u165iVxLnipDtjE2WXNzYeYccWxuYIYUpC0sglWpspKEgBAYUwKf+hPTmFoUY0JACAgBISAEhIAQEAJC4AojEOil8GWaCPOk4d+Eg4xqUoEr5knmxD04wwivwFlMTKWEluwai3NB9PedwjgKCpHN7BObH5O7rC/ANXMmsznSRu4lhvj2si9qY3cT154l3ZeRGqjx4bLH1Ki648oEGY12KjgOKWpPqlBK1L7Qs9BnErZDWYf9JJ9gkH1OtPxtiIIj+s8o/EJbJmsyR3xhuL6fh+9ofLmsMSXah4erY4g+D3nb8C86WKQPcZkVr7OcbynR822ENlz0dse1cay+jugbiSrSGPJPkpp7o/DDRKbknhAQAskRGBjgv0BFJRHDomDIpRAQAkJACAgBISAEhIAQEAJCQAgIASEgBITAnxeBeDEs/t+H/rx6K70RAkJACAgBISAEhIAQEAJCQAgIASEgBISAEBACUQREDIuCIZdCQAgIASEgBISAEBACQkAICAEhIASEgBAQAn/eBEQM+/MeX+mdEBACQkAICAEhIASEgBAQAkJACAgBISAEhEAUARHDomDIpRAQAkJACAgBISAEhIAQEAJCQAgIASEgBITAnzcBEcP+vMdXeicEhIAQEAJCQAgIASEgBISAEBACQkAICAEhEEVAxLAoGHIpBISAEBACQkAICAEh8PEl0LmtGiurmhC4oC4E4KhaiapXPBdkJVQ40OOFp8sX+nppP894UL1yJRo9F0ZkLBvdfbAFTXs7E5pU4zdW3BNWcLFvnvHDvbcFjS83oOHlRrTt74z1xTOdqF5dBffA2DQkxt+vwLEO9TLY1YSVy6vhGU2/B3zweLwInAtZGfwZ0//Bjy/NnUFjGuTfjzVX1Jy7NCCkFiHw8SMw7uPXZGmxEBACQkAICAEhIASEgBAYTODsqR4Ee9IGPxjlnb7eIHpOBUdZKnH2rh3VqDtkx/rnS5GSOMtFvesPBmE+dfai1pG08XNebH7RgW6SmD5rPeyTYkue6u9GD9v7cUzde+tRtcWlN91kgon9CL7ejqbNaSiqXIfcTBOfnUL3wEmMVQ/j/f2KGuuoQQwGA+xzT6wwGPU80WXgHQdq69wo2fA8suP8JJw/yPnenYrL693xYxqEv6cfweDlbVWYkVwIASEwJAERw4ZEIw+EgBAQAkJACAgBISAEPn4ElOhw4WlsrAATUyiBmcyYeOFNGr2F8Tasf24Ty41Vb0bfhOgS/tebKYSp1I/W3V7YF1miH/P6ymhnXKNG/Oo/qAthpsxcrPpeESyGeOPvakPNxiY0Vm3EtOcqoHo79j00LF5hY50I2mj6bjabacIM7SORMd6z3l+DTd+8GEyHqHCI26Pp1xAm5LYQEAKXgYCIYZcBulQpBISAEBACQkAICAEhcJEIjGdUDk27X21E+6Hj+MiUipkLCpFni4oY6/WibdceHH7Xh6DpGljnLEThPGtsg0yUr851w7F5OzpPBHD15GnIXVgIuxbhE8nq73KipdWF430fIvV6K+64K5951Is80H3QgZ2/PQUEu7hsrgFplvkomJsZKRx15T3Yhj0dh+HrC+Ka66zIu68Qtil6Bh/ttPmmoXjRdDi3bcW+d/242pyB3MVFsKeb0N/Vjs3b9zHy5hpkfDEXRYvsuuhyzgfHljZk3FWEbObT0hkf2n/ZBjf7/hHFhmk3z0bBwmxeMan8m9uQtrAIOaH82n1y2HIAMxcXInO8uhFEJ5cDth/qhJ8rMNNunEE2ebBOGU4W6EfLDg/Mc4pRPLEFdc3N8C8qQ9SoKMODUr/Xhda9B3D0/T5qIxmYfU8BcrOMUkZ7MxYVIxseNO3Yg6McKzP53bukINxW145GHE+bj8IY9kG4tjUhmF2IHGNM/eTYstcN34kPcfV105E9Lw85oboGtSx0oxv/+iIjwibn4qnKopjov7SsPDxZGUT11gBShtuc5mQnHDvb0ck+qnG1z89Dri0jVIH+SZ91NLfqeeiLeRyLceOiXuUSjPVwPhVrXP8WZDtaVDuO+ck6DTPm5CJvrjVKwOO4729BW0cn+jjuGZ+fiQVfz0NmTORWP5w7tsP1Nv3LmHs5jJQblM754fxlC/MdB2cOIwXvQMFdds0Pg90uNDQfYZEg2jY34HCKFUX3ZUe1Q7emz4sM+jufJeULg1oBcGmrc5dqh4/tuBrTb85G3t05SIsar+HmeAKLCW+NdiwSGpGbQkAIjCmBqL+gY2pXjAkBISAEhIAQEAJCQAgIgUtMgP/XdsCDjY8sh7eXIo0lE4EuN5q6PMCPNiEvXelSjVi5sZ3hJJnIns8X/d+70balhsJOITatytPaq97dA54mlH+3GwFTGqyWiTh6iCIBf3JL16PIri94dL28FvWv+2Gi+JL95WnwUdCq62iDbXElyu6agk73EXRyySWtwXesC4GU7AQ8gmh6ZCXa2N5MWzasXzTB3dqGWtZVUFmDfAo1PZ52ODsCvE9LQTMsWbTtcfLHh6IlGWjc4mQbMpEa6ITX24njqECliroK9KDtdSdsX75XF8NOOrH20QZQ6iAbK1IGvGjf7kH7q4dRub4UmSp/B/Pfem+sGBbw0U47Mu7VxbC2jeVkGoRlVg6sf0GBZJ8DNa+3ofSZGtg1sSxBN72tcA4A+XflwG6mkrKnCS3cy6zYpguHCUqgc9ta1LSSb6YNOTdb4Sffxo0uuMm3/C6KimxvO9sb9Hah/gR7xbGypAfg6eA+be8DmyoLKKAEcaTVCRfLx4thR1rbEZh2jyaGdb9ag6qtnTBb7Mj+Yjr8bzvRQD/pLK1BiX3oNgY9e6B2QMt7sDBGCAv3JzMfFavC3wZd9LsbsaaunfdNHNfpUMJLI8e2maLh+gdz9Pw97Sh/vFFbZqjGbaK3HbWPqDJMISEqZqwxok/phaN+d7egvMqB4CQLciiABX9PgW5zDVq6SrHpQTsz+tHw2Fo4T9B3srJhu5FiIsfQtacFhZVPI08JihSP69boe6KZr7MgfXwXmmrXokmrJmqR8EkX/bCeFk0UorMxLUiBdmsd2nfaNT8Meg5zn71+rZT/fYplA2kcxcERYD2eNs4LO+5VYlhSvqCZjPxie2seruL4mWH/SjbSuezSub0B7c1HUbOpWBPmhp/jiYXtSAXqauT5HZtfvgkBIXCpCIgYdqlISz1CQAgIASEgBISAEBACF5fAuKtp3w9vMBuVz5TokUG9fPF+pB6tr3qQ9x0bTDfegZKHZiP7drVoTSVGje2txbotDrSfZESOEY2F3m5MWVCKmvuUEMB0xovaR6vRXlePO54rx5S3GjQhzHpvBcoXGrbuL4bzpTVo2LoRzlk1yFtWicxX1qBm3wxUVBbz1T9RMiHn2yWYeVN2eHld4X15qF2+Do7tLuSX5cDEZZZUfhBIz8d6CjxKVgh4GlFe204hzIuc0idRbFfRUgE0VZWjbS+jxCiGmVmhqlOvtx8N65UQlomSpyqRbfTTTzFmbZ0TB94JIPPG6PwsGEpUB/V4O94YcFMgCcL20HqU3W4IHOx3p7sL04YSwlisfXsbhRtGGmn6AT+va0Lb9naKYfmhWgZ9Ts8pRKk9C3aLIUYtKkR7LQ8E2Lod/rsYVcaOqSd+CmG2xeUUIPXovk7u01bTvI8bthdo+5KZ2C5zougkxUd7Gwpgz/ZOmGwlqCkLCZZF8HncOHuTUfeg1uk3+k728SITtpt0ykNkS3xbbXqvhLDJ2Vj3VAkyjGgk9ytVqNtD/7p1BoU4oOEflRCWhuIfPUmRUjfVvZ9LMze7QoOrfaoW6K0Y2afiG+R+tY2yDfe22xDZ2664pxMcVS2r5+VqCmEmFFRQoLXotRR9x4f61evQVF0P+6ZS9Gx5RjscIHvpOpTM1SPbgj1OPPp4AxfGhlIAjesphJlsqNhQBovhM8UUatdQqK1mlN2mZZx3lkYsp/BZ9GglbAaXkIXQp0mNKX+0IeRlMr4QKqs+A28w0o7EijfUIMcQFYuW+OB+R7cV8Iw8x3OGdw/WMvqxiG6jXAsBIXDxCAzxp+XiVSiWhYAQEAJCQAgIASEgBITARSFw9iOaTUFxpSGEqUom25DFF91ToY3ZxzMijEJY4KSPUVRedHOz6zTbTL5IM8LpuP7KrmVVET0hIUzZGW9B2Yo8XnSi9Q1Gae1RQkQOloeEMJWHKefBVbBSuti+S8ULAWfP6htpq8iWoVKGnUIYo6V83V54u7vRfyYNs+fwLbur0xAR9H6VfE8XwpQd800ztCWG5jklhhCm3YX1RpY7k6CmkwfgZPSZ/aGHw0KYypVmL8Lzz29CYdaIb/W6UV0HQdfuZnSSXeim1W7TxAjjRuzHgAuOLtZ9f4GRh6LKt3O4jpRLLU/GZo3+Zkq3a0KYv6ebY9UNH6PsbHOUOElOjDJTSZExzyoOC2Hq3nSLEmJGuYE5RZlg1x608+TP4DllhcsAbXZjqaX+PdHvU9wcHlzmF72sLlG+RPf8h/Zo0VFFayJCmMpnv/9h5EwGXBT00HsEbo6bdfHKsBCm8mTOLUHJLA7GEI41sk8pK5GkdCU6HJp50me/4T+mdCts6covfNjzej+XuJaEhTC9ZAZKHi1kGxhd2dWDAx30B0thWAhTeUzpOXjsITVmxngwKkz5YXZJSVgI02xNyUHFEkakHXKgk/UHjPmq4dUyjPxr1L6gdTqIfb9s13xLq2E8l6kaS1STneMjtWy0YzGSPXkuBITA2BCQyLCx4ShWhIAQEAJCQAgIASEgBC47Ab5wmyigUEiIJO6LdT2FhZBowGWUtY/XMmpI5VAKQOiB/i1UznzjdCPKJnSHn9wTLAVtvOjF0WMsF3SifLkzKkPk0tQfEooi94a68uyoRW2zR3sc06LJRtSLEhLYL1toSZyWM0jJDbDdbosxm25hlFpHpE+hh0G/n5cpuOPmqOVqoYej+Rxvx6qluXhmcztqHm/XSmZm5WDBvVyKaUls27t7j9ZW9+bHsXbH1ZqAdXVAtQdo2+lBLiP2EqV+jwOP17ZoZWOHKiU8Nkpisc1VYkskmTKUGOaOGtnIs+irCGszir5XjJP/2MBlmOvQyExq37HcRQUoCEcQRpeMXE9JT+MXN7oo8KTF+F0kz1BX3V1eRstlx4iTet4UZN+aAuc+Hz445mP/TbDbVZ9ik9nMfe0oHCVKI/tUbCnb4lXIff8ZtKslw1v4bFImcuYt0JYgpgx0c+ktBaqOOizviC0X+tZ3ogsMGKRYOXgsx02MCK2B40e1cXHVlcMVKhzzyT3wBrtvTI6hvozWF8y2IhTPP4mGPY1Yxx8VD2b9Sh4K7smHZXJ/knNcedHwabRjMbw1eSoEhMBYERAxbKxIih0hIASEgBAQAkJACAiBK5JA2mS+jGsv2Ny/p4pCGLdbr9jAyJRJRnO5lKucS7liUiiSLPomw1TUC3eQZ0NqwseADWWV92Jc4MNwrqu5If9EUxBnTcZ6tvCTxBdqDzMlhNmXVKB0HoUsIzlfKEfDm6Fvw3wGVYsiyZwS6mvknnalRcH04zhFG9tITdPXDkYMDPTpgpRxJ3NuEdbzp7/HiyPuA9jT3I76aieOVzDCzFhCFynsQ3MzRZ/r7Mjn0rlgQFc6TFzD6TvEjfx5wqR3iQ2WqyIltKtznaimEIZZRahZlhuOOvPtr8O6zV2xmeMYYFJaOH84ox76FP4K9IFnFYRFNVNmDso35CDY60PX227s2d2ClherccRn7L8WVTL60kyB1ExZZ/t2N6MCY0U5PR8jDj3dmG6zhOsKlZ+oxmrgJFuiZJjYdPI/ePACD4P4TFoqHwThV42NO6BgqBe58/IpRkwWVXA/vDP98L5zBAf2MEquuSlXWjsAAEAASURBVB7ON33Y9GgWY994BmhWASoXW/FhQMVg6elqcypMwVMYR02w4WVS9bPdcSkavSlVWWKk271lWjTih8GQratxTSrFvcBZTImHEWdv2K/J+ELYAJcw3l/OnyB83HfO7dqDlj0OVL9+GOU8/TNViZsjzvE4Xwzb1i/OayzibMhXISAELg6B+P/sXJxaxKoQEAJCQAgIASEgBISAELhMBHT5RVXOaCr1JWtmRAjT2sT9uLRPXV5QL+8BbmDvNZbLaY/4y7llqxalMz3js5g5SwlXXfBxI35rljX8YzH74fL4MUVbXhYqGRFdInf0q2BA1WzCzDkRIUw9CQzwPpfujVUyWdhnGnNs5ibpMUZ5guTLjXB59Ug2RcDHJW+RFITjORU1M07bg0wx7Nei6hhnls7N1nnyZOWmcsacce+uvsFCSMDdQvERjP4q4amVBSjkKZnqR12XLs3jEy+aO/QosZgYm8ApbUyybjdOumROLfG+astoU6DraEwR7456rV1mQ/gL9OoeYJqcwUizfIqcm5BLsbSnR29bTOHoL5NzUDwnBf2Mmqrf74t+ol17tm1ETW01GnhYgJ4i9K3Z2bzViYadFAujUw8PCvAEkXI7l+9mztDGrY172oUs6Fn74VabzCfwkfPxqeCAEck4PgUWWw6KynhIwXyOKvt/6iorZqq93hTDTEvY15Xfp/S4cYRLXTNSLJjBPN2tW+CJi1bzuI+zMMeMAxzyw6M8vTGTUYyRuWOB3+3igswpMF8VgREtpEXujtHVGc57bY6bkGGxIf/+Mh6ikUvjJ9Ef4JxMeo5HxlS1TPdj3UfPZyyUDUlCQAhcfAJRf2oufmVSgxAQAkJACAgBISAEhIAQuFgEEgVzxdZlQtp1vHNoCxxunhRJAcB7sAlrHm/SsgW0zdCNEkFGJvGkOcfBTnR3e3gqHjfGP6T2TSrWTqXMXLgENgpDTY+vQUvYloO26tDy6pHQDknQ2hTsQtt+J5peatT2Q4pukzlNLbMLYusLDnRTkOk/6YWjVp3WyNtn+vhazqex79rRxYe/jilnQfFiG7UnnhpY3UAhpRMetzqVcB1aXm/H0QBf3sfbMJvRMN2tz2n99na5UP9YOVq6VTX9OPCmnxv3N2DN6uWo20Hhgu0NDlD829Gm7W2WqpbtxaQgWn7uojqQjbysGKlLz5XJAwtYn4flldCjmhs81IyWg044vUGoADb3T+vh5t5kAUZsubicdB1PfOQOcPArQS6mf/yeMJm5RxwZn2hBLdvs9XrQ8lIVqpu1TuHIbynVnXHjB4+UYy3HQO2DFqRI0u124DDrmJhCQYjPy5dzWZ+qM0GyP1iBXPqVa/M6rNnYAKfbDdd+1vfYStS2emG2FeqnZmrtpbi4tYXPnfBdl48CRtJ5t1ej+hWeXMkxce/lwQj0x6A66OCbHC9KYUsYjYXuNvygqp6iJfdP86hxW4P2E3w8cFxbohnNIhmfiu1GAA2r12D5Y3Vwcc+0wBlGonW70HaQAtmkVMZB8hTQhwop8nhQ9Ugd3N0cD23ca7H2RQfaKP6qlL9Und7ZjVrOmxY1b8i6ceMaHgagWPej8y0luOl+GOzivHuhJcrnmW97C4U1I9JRc/oADux2ou2VerR5Y6VAVV/MvEjKF1SpSPJs+QFPjF2r+Xr/AIVyHprhaKW/Mk5PHT6R1ByPH1MlBFKgdP+8EU76sfdTKrxs+PkdaZFcCQEhcCkJjP6fVS5l66QuISAEhIAQEAJCQAgIASGQJIG09MTr/yIyjAn536uAr6oaLXV8YdfsmpG7tATYySVhFBoY44LUSRTNbi1Ezqk2OF6sMfLxNX5+MVbdn220JhNlz1TwpL9aOGjLYdxN4+mI61ZENrrPmsslfh0tjMhqYI4UpDGSyhrdzEwuPVviR9WWFgoNeotMllyULA2igcsBfRRgMobo15D/Rz7UYS5hi64qgycwVpgaULvFibqNTr3FpjTkl5ajwKavTSv8XhHcjzdyiaDRby5vLPvRAuwjM7fbi5Jli1E0vx9NXELnbjY6zQ8rT94sihe8uD/bAQo21sULtM3+I7lDV2bkLbKjfbMTrpNFyMqi+NPBzfZfbKDoWIqnK4uwrqoRdRQctWSyoKi0CPvqGuHzUVi5JbZ/Iavxn9ZvlSL7d1XckJ7RYFqb01CwqhLmvRvR2HEE/YxaW7UkF89RpKo5pI+BspGSlYdV36IQxQ3ih09pKPq7TZi+rR6NrU40dBlsue9W3tIlKJxr0YtPSoeN2oirw4H6jhSU3pyD/IqnYXppI5q4Z1XNHj2bSTFfVQqrEfWVeVc5ylGP57dSnKxWYo2KsMpF2bfNqKtrwYF3+2GfFcUiCZ/KnKSZMX6ZsbiCy15faEL9xqi+TraiZI0SwZjS8/B0hQm1z3I8qkJ5TLBx3MtCB03w0ImnV5mwsbZJmzfanFBjVrYY7lrOLwpkRTwsIuKHDlRxw3w9pSGvdB0K7SrGkHLUTTmwTnLBtb1B21vMnrEAeaFTRfUCiJnvcb5uZBn2w3Yv90nrrY/4upY7BXkPlcOmsU9ijicY0+m2NDjpxw08GTO7tIbzu3fY+R07FsM2WR4KASEwhgQ+9SemMbQnpoSAEBACQkAICAEhIASEwBVPQC0L405HSJmki0Bag9WSqfh1E2opFaM/TGYzTPHPQr1UeSgZmLima8g8obxDfZ7j8kMuMxxnToE5wdK3oYqd7/0AI2HUEjQT96UanNiW3pHbojEkm4mp3NB+KDaDjY/6TqCXwpdpIswUKS8kKTtnaScl2k7cmKuosFPct+pCxiHIyCrlC4N8abjGJzn+2vJZEyOXQj4S1/6YKpK0GVOGbe9XS1HjOUVlCqolvMrXE/qOnlHlIYURx0z1R5s3w9iKqvriXJJTgHOPo44Utb9gonShc/x8xiJRO+SeEBAC501gYCA2vFfEsPNGKQWFgBAQAkJACAgBISAEhIAQEAJCQAgIASEgBK50AvFi2EX8N5wrHYW0TwgIASEgBISAEBACQkAICAEhIASEgBAQAkLgk0ZAxLBP2ohLf4WAEBACQkAICAEhIASEgBAQAkJACAgBIfAJJiBi2Cd48KXrQkAICAEhIASEgBAQAkJACAgBISAEhIAQ+KQREDHskzbi0l8hIASEgBAQAkJACAgBISAEhIAQEAJCQAh8ggmIGPYJHnzpuhAQAkJACAgBISAEhIAQEAJCQAgIASEgBD5pBEQM+6SNuPRXCAgBISAEhIAQEAJ/pgQ6t1VjZVUTAhfUvwAcVStR9YrngqxcjsKBriasXF4Nj3F6vOLxcexHPLv4fsU//1h8P+NB9cqVaPQM753BuDFMqm8DPng8XgTOJZU7KlMQXnc7ml5pQMPLjXC86oTP8B09U5BzYc2IbY4yOOxlbN8CaFLzbNv5zrOxmaexbRq2+Uk8DMDr8cQxTKKYZBECQuCyEBh3WWqVSoWAEBACQkAICAEhIASEwBgTOHuqB8GetAu22tcbRM+p4AXbudQGTAjyfxRFjIpP9XejJ/jx60c8t/h+xT//uHz3cyzMp84O29xgMMAx7AmP4bCZjYeBdxyorXOjZMPzyJ6UTAkg2N2OdVWN8GvZTTCZ6Dt0lZatDbAvqUTpvEw+CcLf08/7w7c5uRppLaZvHFXOs+7fh7w1WSuRfGMxT2PbFLF9XlcDHmysrUfWQ+tRdnvKeZmQQkJACFw6AiKGXTrWUpMQEAJCQAgIASEgBITARSdgGpMaxsbKmDQlaSOmrCI8/0whMD5U5OPYi1DbI5+D+xV59rG5Gm/D+uc2sbnJjUlyufTem81mXpihfSQDpNeJRymE9cOC4orvIseiCzfB3k40bKyBa0sVHJZNKFB62EVIet9MKKJ4VzjqaLbYBo2GU2zJi/CNAzCRZlMnqt+ShIAQuNIJiBh2pY+QtE8ICAEhIASEgBAQAkIgeQLjGeXC3O5XG9F+6Dg+MqVi5oJC5NmiIsZ6vWjbtQeH3/UhaLoG1jkLUTjPGluHiS+057rh2LwdnScCuHryNOQuLIQ9M/b129/lREurC8f7PkTq9VbccVc+8yhxgumcj+XbkLGoGPagG007DiNjYTFylY2TnXDsbEPnsT7qGBmYOX8B8uxDqQ9BuLY1wmfJR/60HjRta8Px3o+0+nLvKYB1sl5dsMeFxld9mL+4AJlhQUx/FvkdROfeFrLpRF/waqR93o78r+ciIyp/kG1r2dnOtjFuyJyGGXNykTfXqnH1HXSg7XgGiu7LjpF1fPub4MRsFM7V+zCcjUhboq7O+ND+yza4OSYfUdiZdvNsFCzM5hUjimL6FWFR8KVTaPlFK/oyFqBIRTKNZGMn2SyJZRPscaLRCfYnByZjvKZxvLL6eH/7PvjJKOPmXBQttLO//Wh/ZTP2vRvANakZyFlchOz0aH8IwkO2+0Jsb7BhwdfzkKmitZTtLfSFu6LL9MO5Yztcb7PPhp/mmKLtGXyG8ZVgtwsNzUcUJbRtbsDhFOugsTGshD/aXmpgT9JQuqECdtU2I5kmW1HyowoEn2pGhlm1Y4iownN+OH/ZYrTbjOmz5qNgni3GH8Aahu8bx3EHfTojDwW3Z+gtSGZehhob+tR4+dD2igOH3+vT5mkex8VmzAmVzXuwDXs6DsPXF8Q111mRd18hbFNCBtTnOKjuKt9u2t3JqLyr6X+59D+75n+RnJw7+1vQ1sG5w4C2jM/PjIzvGf6t4PieYuYjrVx2+tu0EeZhxKpcCQEhcHkIfHod0+WpWmoVAkJACAgBISAEhIAQEAJjR+DEm6/B9e5JdDp/hrZDx4DJk9D7bhfecL2OCbfnYzpf/INdjfjbv/sJ3nr/Ktx0uxWfPe1F+2u7seudCcj/y+lsTBBv7dmFd068j91Nv8RbH5zD1LSrcPTIm3D9qgUDn5uHGYZy5Hp5Lf7hp7/morY0fMmagd7ftqPt1V04NvFWzLakAh++i+f/+Rfw/N834HDsxjHfCaTdcicy3mtE+fqf4R3fOdxko8j0Bzd2t72G3cc+g/8y+8YEQM7gtfofY/f+3Wh5zYVjfwSmXnMGnjfeQAfrO/flXApiJpx55//gxz934iYKctdfDfT8dhfc525B/ixDbOCiuMaq7+MV5zs4+enJ+E9X9+KN37jQvrMDn739TkxTwkh3C/774/+Crv/PjC/N/AImBI6zbbvQ5v8c8u0ZeLd1E36x9yrM/8bMSAAai72785/ws+6b8I3Z149oY1AHTzqx9vv/BNfRbo7ZVIwfOAb3IRd2tb+PW/Nuw/h3o/tFFv+LLN55B7/6xS/x5rH38f8ybsFXp74zso3tETahNpx5pwU//ukJ9of1GOP16wP0hz2/Qa95MsaffAeeN3+DIx99Bu//fCN++UYvUtM+BW9XF9ztnfjyPXdg8qeUNR/qH/kBfnHQYHuNYvsb/Kp1Nz5Dtjd+yotNP/4F/p91Pm5T/kOhte77j2HX77oRME3GpD+9Byc57/r1MdqaiNvuXoAMjqH/YMOwvvLe/v+NXzrfo9cyxIrtCARTMXv2TXHCFE2G0hk36l7+DT6zYDkeuDVKIA49/9Rk3PbV2bhe03ODcLfQv2Yu0Nus8vS6UFX+D3j9HWOs+t/BoY5fo8V5ArfdNROfUXmS6tsZ/J/aH6P9T9PxjVnXJzEvleHoFMQbnKfeXj9+9dNfwH2sH5Mnn8M7b70F16vv4tZv/CVSSaXpkb9Fw/63cNV1N8Fq+Sy8+9o533fh07fm4abUTyN44g3scr0Ln2c3drS/hdP0P1PvUbz5W/qfawDzvjbD8HM/Gh77Pn62/x2cS6Ot601w792N1zi+E27l3PnDr/HzZieoUePTn74KwQHO7ZzbkCahJ9GDJtdC4LIS+OgjTtCoJNMzCoZcCgEhIASEgBAQAkJACHyMCYyjekDBxxvMRuUzJXp0FF/e1z5Sj9ZXPcj7DqNXbrwDJQ/NRvbtFqOjjBrbW4t1WxxoP5mH3FDESG83piwoRc19dj3fGS9qH61Ge1097niuHFPeakD9635Y761A+ULD1v3FcL60Bg1bN8I5qwY5FBSUpuDv7kb20gqUzGW+ATfWrHbClFWImlV5hmhRBP/+eqzd3Ii6gzaU3j5YpAgFDNmXVHA/J6O+Xg9qHqtFS3U9sp8vQ6qWSY+MMzoX8+F5pQbt1DCyl65jWwyB7CTFjUfr0bC+ATM2FOPoq22UEOxYv6EUoV2Pins60YVpmi2TqoM/g14iTGb2RY9qco9gI6ZRjCBSdfuRiZKnKpFt8Pe7G7G2zokD7wSQH9cvakfACXbkK0VY/51ctpM2HlkzKhvhNmi2VWwQE5uvxiswEEBe2XoU2hSBfm70/ijaWhvRfV0unny+iNIn83iaUF7LiKM3ArDYzXC/vBGuXiC39EkU2Y3xU8IRfW+f8yhyv64vkNQJAZ4tz8A9EDsWKkrt0cdV1JaR6CvVL47gKwvpo5ZGLN/oQtGjlbBdFSo8xOdAnxa9NNs+fYgMw90OoHFjPbpJoPhHTyInXc+rj1U7nn5pJmoetCfXNxY1URM0G/yTnpdRzdOKnvDi7KwibFqWq3mfEg/XktkeHlRQbDMj59slmHlTNixK6GUqvC8PtcvXwbHdhfyyHP0mf3d3T0Hp39fAbkSUeXfWonp7O57beQcqFmbC83I1nCdMKKioQb5FH8Wi71AAXb0OTZx/9k2lqNxgwZrlNZjx7QrWHRrpcBVyIQSEwBVGYKQ/l1dYc6U5QkAICAEhIASEgBAQAkJgCAJn1b/6pqC40hDCVLbJNmTxRfhUaCP58ZmaEBY46YPX60U3NwhPs82kCMIlUMd1GULLmpmPipAQpuyMt6BsRR4vOtFKAcS9x8W3+RwsDwlhKg9TzoOrYOVCq+27OrXvqkVpXynVhTBe+9/cR7HDjBLain5dTptbgqIsLu/c1s6WDE5am7gnWFgIU1nYt5Vlqk0etLi5bmvY5Me+PX6YbMURIUzln5KNVaUUBQYoIHQHlc7F1IXmvZ3oP6Ou2c10K2zpSiZKLo3KxskDcFJEsj/0cFgIU7Wk2bn/2fObUJg1uF6NxeQc/EgTwpj5PGwM1RPNg+aUGkKYypUC2+cZ5cfPklW6EKbumm+arglngNpc3od9r3NUZ3EMQ0KYyjSZouzzz6PyvrgluJTtDnTQ1yyFMWNhSs/BYw8p8VXfsD5ZXwkYvs396UdO2ib2JqSlRnvfyMW0HBROGQAG25LysBCm7quxKv1KCgIdrfByCWUyfRtUYxLzMr6M1u1J2fiRIYRpbblZzWXGdxqb/mfYKYSZA/B1e+GlKN1/Jg2z5zBHF/07ymB+BZeMGkKYum2hyJjPlbfeV/dwNvuwR43vnJKwEKYXzUDJo4WszI22Ls7agVPayAWDarGkJCEgBK50AoP+UedKb7C0TwgIASEgBISAEBACQkAIJCZAEcFkj3mpVbE+064HXCGFiSe+1T5eCw+jcpiZP6EH+reQXfON02PEKu0+9wRLQRsve3H0GMsFnShf7gwVifk09atXbZP2cmy9lSqXkbq7jvMqgLqHl4duxX6a9MidRFKFebISZWKT6cZQm0Y48W+gmxIXhYw7ZsQa4Dfzl2ayX074/KdQsHgVct9/Bu1bGEW2hQ8nZSJn3gLcuyibeYZO0e21jcJG0O+n0RTccfNw1uPqJXqzXRc91JPzshFnMvRVUbTdHhkvdf/sWapM9KvofagwPp3bzxvec6aPS2Up6M21qewjpwEvPOyDbc7g/OMmRsS/ZH1lVC90kzI4I4I40uVH7lwjgm3kFms5AsePsqQJs2cNLme7fSbwugv+/0iub4OqTHJexpRTfmCbHeuX46doMYx8pCXPjlrUNnu065jZzmXFEW4p/BsR7cEquwlZn09Byz5ecu5os7ajDss7NFODfvX1UwC7cdBtuSEEhMAVTCDyN+AKbqQ0TQgIASEgBISAEBACQkAInC+BtMkUGLS3Y+4hVEUhDNmo2FASXjoFLk8r5/K0mGRE28TeC+iRH9zTKU1FkQzYUFZ5L8YFPgxnu5ob8k80BXHWpNaQKfmJyYhSUZepU5SgRdGpjBFkpo+4WXwoXc1N2U2MaJkY+3IfeszPRE0CI32UgBN6+Y/KHnvJAwGUzNJ3UrU1TngKRAlwjNApqliPojP98L5zBAf27EF7cz2cb/qwqbJAtzk+1rT65u+lYMQIPC2NYCNGdtDCyPp5IADFIWPZnWFl+I9oGEnb4KtPTOWUJU9StDTF8Ygar6EbkcplqUrWZOKnOj/Q132SnYiIWUOW5aEEqqt9FB/jkx5Vp99N1leSCQgL10Nx08Zxcm1rQWBuseYT4WfGhZ9RU6DImhY3ziaz8t0g+pSQHBpro8ypk33alWlicn0zihkfo5iXsQX5Ld7zUzHFGBe1P6ASwmKWFrOE84VyNLwZbSixkNyvBC7aP2tO4f5jXDCbVYDKxVZ8GIiatWRiYiTYuOvifCjavFwLASFwRRK46opslTRKCAgBISAEhIAQEAJCQAiMEYHI63KQG4zTaNbMiBCm1RHQRQ0jVkQJEoFD7VzyFdsA55atzGfC9IzPYuYsFRfUBZ8pE9Ysa/jHYvbD5fFjyhDLCi12FZkVRFePCZaoctasiTjiPMKldYOjblQrVJuCh7ZwXzP1LZLc2x1a26elDX4ZZ5FIGm9Ftlr2tfWVQf1qe6mRLeLysS+lcONvFdHGND4FFlsOisoqUT6ftnv82l5T2u5aA8e1SCg9I9vldaCRut9E7QRCfh/RRqgk+2XhWPCrY7MjTtbg6YsvN8LlNdoTKTLoKnkb/Tj6flTxc52o20LhZ3wSAlZUsdBl2K+usmKmYrt9CzrjfEadmNhy0Bsqon9eZcEM5u9u3QKPsRQ1lMHjPs5LXbQbra9EC2khe4M/01D0nWxtWeyTLzkHPVZ7oa3dWMM99NzaM92H9PgJ000zubMb0LS5Ja5cNzar/FwWaktJrm+xBpKbl7Flhv4WGpdgQMmEJsycozwsktSecDGnP3AGte+OGyMe6rD1EOPgLNORYowvuo4CmZbwXFfzPqXHjSOckxlR4qBJnUQrSQgIgSuewFUjtvAPb6Nl6xa0dKjg37h0tge//t8taOHP2wkex+WWr0JACAgBISAEhIAQEAJC4KIRiA4WSlwJ90q6jk8oKjncPMWPoo33YBPWPN6kZQ8Y0S3al2Anqh+uguNgJzfX9qCplhvjH1L7BhUjj2E9mQuXwEb5punxNdyvK2TLQVt1aHn1iBatFafu6E3KLOA+WCZ0bq1C3U43+vli7ve6UPsIN/VubYM/9Cav54773Y/GR8vRuNfNNnWi5SXa4Cb+Ju4lpvY3ig8dU6aCh5opxjjh9PhQsLSAd9ivNVwC6e5Ep8fNDdHL0cT9jjIX/DfYxgfQsHoNlj9WB1eXD4EzQW7+70LbQQpSk1K16KcstRyOW6g/V+tAJ/dcc+2sQ3m1Lo70ew5zN6yRbdBAVLKgeLGNSlIL7TTAzagkj7td49HyejuOBijEjDiwI9swU8hRMmPbC7XsG5fyHXSg6rs17AkTl+h5lMg4LHuVceiU/1AhZRcvah6uRpvbQ7YuzWfqm9ux5yjFlzjb+RwLE2uvpY+1KB/zejgWa1C3R7WoH51vkXmyvqLxCeDAbifaXqlHmzcAz0vlWPmCLmjFt9psL0Hp/Ez4Oxqw/JEatOx3w+12orF2rXYoACbZsGqJ2ruMidFh7p83wkkf8pzIxNJ7rRwrB8eq0RirNtSsrtKWfeY9qPoEJNU3zXjo1yjmZahIEp/mNDXiQWx9wYFuRi72n/TCUav8nbe5tFXXlXW5r3N7Napeok9zXzHPfv5NeFQdZJCCogdztZr08fXwQIQ6uLv7+beDojeXYK590YE2it9aMvy062AbnK82ouHVOIFNz/Xx/E1N4OeNLehJHESHP/A0zi073066b/+2tRIzH/45TiddYpiMAz14u/PfcHqItg1T8op6NKZMxqJnf/g37N5ajw3rN6CeY/9vfxgLo1eWDV3mH6ZNb2/9Pu5Zpv8H7idvn8IS64RI7tM+VC26B+rpJncvvph+beSZXAkBISAEhIAQEAJCQAgIgUtIIC2dKlWCpL/uqgcm5H+vAr6qarTUUYTQ8pqRu7QE2MmlgF4lRGQgdRJfzm8tRM6pNjhepFig5eOm2vOLser+bONbJsqeqUDDP9bCQVsO426aLR/rVhToCxG5hCpRi/JWPQ3Ty7Vo3M4X6+16QdN1Np6mWIZstfwyQVLv2SlfKcaSKYcZzVSHdiNP2qwCVCzL1b7pL//GA36kZ1Fk6nCxDw0U8Uq5uX8+aipM2PhsExrrOo2MJtjvLUPpQoocTIsritD/QhPqN0YJKZOtKFmjxB4mnoJZPMeDho4W1Hh0Mqr8AvM+VDM6yDtQPLINZScqZdxVhgpTA2q3OFG30ak/MaUhv7QcBWrZYXd0tJxZX6IaVV5djmiD0uXKpdlYt9nFvnm00mmzClG5kDyqGnGYEWjZsxKPlxapFbdkUBlQPMIaV3oenibb2mcb0VRXq9lXOWz3lKJsEcfhnDfWF3hAw9OrWHdtk+Zjmv+YLIzEWwx3LX2RAlkRN39PxlfMN+XAOskF1/YGuFizPWMBvXj4ZL+/EpXTm7D5Ffr45pAvpMC+oBjF9+UYyyfNmG5Lg5M+1PCiC9mldpQsLOdY1aN2azvHql2vhNGRBWUPIz902EGSfdOWGmsWkpuXsT1K7AcqT3hcKCZWLvGjaksLRSzdV02WXJQsDaJhM6M6B6g3pqqoQC4Nfmgm2ihs1dCvtTTJiuLvrUROaD5GjW9dVWhucHx54mxZ6KANioh5ZODocHB+cL7OUqMQG5WmG//4/T797/tx35Jncfgb+UifNLj9vl9/Hw8sW4H8P30RySgCp3lSqvvX/3mwofO4c/rYNnxpxkoc/uOfYE/QtvMweXmKnCWT2gycfgaIUlwuS1tOv9uCuTfdAzfysfYJO36y5B48xOvXfM34WqL/qF2WVl54pZ/6E9NwZt5+6SF86a/rjSwlONz7IuwhDz/7Nh4yfQnq6YtHelFiCz0YzuIFPDv7B/zbMR9On6aDpGXgP4v4dgEwpagQEAJCQAgIASEgBD65BNRSPu70g5RJUUvk1BK3+HUTZ7iEkoqHyWyGKf5ZCJ/Kw1dwE9epDZknlDf68xyXhwVoW5VLILZEsqpoq3K4bKXY9KCdwooqpzUK5mHLRSzEX2n9D7L/aj+1RIlRYf0B7pnEJV8pFAfjU8Ly8fxGsBFvU30PDOgnWprGD64zUf5E94a1wbHqD5zFxNSU0Y1VooqGuBdUy/C0MU2uDyq/2pjenIBzuIqkfSVcIvkLjlNwtL5L64Hefu6Nl9g/QpUn1bdQZn4mPS+jyox4SXb9fZzt3PtrpPmiLaEcYSxGO74jtu9jkOF0Zz0mfvHneOuPzfhiAsHp7ZfuwZf+13/FqYMlSQk5o80/LKJ36/Gpm9i2INs2YqjPsJYu/0MV3XbZ+3AaW27//9l7H+ioqnNt/NEyQqaYkEvKTW4Nlwz6I6HBdqJGCPUTqPGWoRKFYBvoxWWDyP0IrIIirYnV2tB+qMBdBK6REl3QknhLggabYZVoiIWEGCRTzfzyZykTPqKdLBtu/hgnweHn/J59zpmZM5NJMkBQhL27MnPOPu9+97uf/e6x5+Hd747AslkV6N9uUeeTOwJ3zopD0fImNKxJ+upxukgL+vrIgOvKBUJdhBSGzDqtqwP/ZUOnULkkaXX8UBmqjreRce9G3C1psJBFNk+ZgI66AygjccZN5Vj88CLEei3gfuui/bUMwU5i/bxBjHLHsSJY7lpBdlJXluyGozgbCV4dukfyUiIgEZAISAQkAhIBiYBEQCIwFAKG8SRDgh+GIruYT2qkF2iRc2oISim4h8D76wUBElg13J3PXqWd7264JkM+Czl+vTTJqMhhCKmQ7YPxG0GHvjvv9bCEkFdohO9hdXCuIi+SQByhW99jg55g9dUOfSHkR5zNC/SVoXsL8YTzNGL/IZoZowfnqQsWC2tsukZh+ZVOPqxLYhfJ0yPDKcYw5u5C5zecfq86GfIBtqNVqKpsQBv5h6S7FmDZA7MwQf/e/q0IhWixvVEEK3mD/og4pD2wGJbgkzR83IINTiQgLd2CRXOTVJLmI3II3MLH4ytw4JUixE5IQfYSMzr+ZkVFewKy70tC87EDsB5p4BnA0Ui7bxks3wsMbWpjNOCBylq0/YNRlbPmYcF980JGv/nmSGwfPMSxHbehm6ezzrMsxaLv+6PcbNxa6EziOKZ0cWvpATSQ+4g2p2HZvzOqjuNvO1aMoj+R9/gWx6KzR7U5jjbzHzy8pYMpq9hX7QdOREQnwJy+wGe/Iv8B5TlefRF8Sy3SsGgmxyk4ljec5Fcs6GL9AauGw1LiIHDmWIp/X4Ra0jMJCbSRcrFjxmHpkS4sGjfBT2yOiYVl/SLkbK3FAMmwrzpyTT/eS7kO/k/WyLoO5cDy/HFVjhFag0pfM/IMdLSFK5D3u03YWbATeWuXISUhGpveaENszAByVq7g32JUfOhX0HZkJ1aszcGK/2obpHKgpRhxwUSYkNq/Aqb/fWCQvKyQCEgEJAISAYmAREAiIBGQCFxVCDDRuoh4kkUiIBGQCHxlCAzBgowbp3twvo27x6KRMo/7xxKmY545GjkPpiHasEWXc4zyDJ7JsVyHlIU7SYRFoPlgDhbMiMOKEl3usW6boiuNMkgwcwtwF5bNm44Iy05FV1tjLQ78SvABNrQ1cpuh2EXGu64T5BYWPs5+r8P0uxajlkRX86+Y/skchwOnveh1o2jldTDNWoBmQbKJZ0t/gLgbF6DqI69M0PeHxbgu2oQfcBt5wl3zYI5uw+K7TEj5TZUmOIAG7qxbMIP8x40mLH5NcBs2PP6zBYhbX4zjJTkw3bUMHeMnwKbZYz2tNu06kUebG9CtaeqoY8Rb3HQsELv0oiPQdoR6aeOCApWLUeQf9MtrzTj2xVh81KncDnQ2YMVKEpFLOU7i0MazHWy/Iw7EufhYFXI4lmV/6sAEblt9nHJx673bhEmE6YlLzumBrQdgXp521RBhCkBim+RwpenlbLGN0oP5qz25j5jVa97nWp1s1uRhhgWljtskFTUVa9R70WbRs7s9FX/a7VmkyZBr9VS0d3l2z1dlLNsbtK79dapevUX9nn1LvDpzPU1qNx6HNd9nS0W7Xl5eSwQkAhIBiYBEQCIgEZAISASuMgT+54yn2fnZVTYoORyJgETg64BAf/Nu5d07d/tuz+6XB//lP8L39fm7Pf3KYPo9TcebPNpruzq8rloP45c8LxxXa30cwyNlOrl+T8VzFqUf9f1e4wFuf8HjcOtQoi7BL5i9XMIH+9jG4mnSyfj0z9/hcXyqtXU7PLlsZ9nVpFQ0vbyI7chPtOl0e5wqV3H7Dp1duudup6fB5tBVeDzOoy8oemqVofm5i9UH1X6EcFNxrjIuINvT4AXm0ybP6gB7OPbbNQz5TOFQ1uwLsKOpeDX15Cp4NL2sk9dZ1LTLQmzUvr3zJto0eXHQ+hV8TfbLXj6GNv5J6F7kl9N0djVWaJzPah8Xo+vua3X56aefevR/4UeGjZ+HvP8qAydMKZssFlj/1h3IDDKHWJGWL9LyXC3KnsqGZUk2ytrfYro1URimd8iJeQ+rWqxreSKFqO5owM5D4mIRmVWG6wUVZitQSvafspGkpSVLmP8YSKoppe0jL3+q3stPiYBEQCIgEZAISAQkAhIBicBVhUB0PBJjL2oz5lUFgxyMREAi8NUhYDtq5ba9wX95v6dNvi3f45A0k4n0mS6p43QbOj7iG//4BKy+Hdh3ok0zXqRNyoWDecb8WcfHwbJuh8I37BQnUzIq7IX9zE3+yurAtEgTZqHoaD5sa3eijTm2Bs5rbIF/0xl1C/0W1BazrdeuMcw5rvEHJCBg/dkBWHbt43ZGivpKLLKL3wLezYH1Q1+l/4LbBc3fS8BAdwdzmXNsHd2ITWZKKPIcDRonoVjDdE753KLpLUl3TFcud9te8OdfJyZmnz1eSfW742/c0kitDc8u1eHD7aZZO+Dx5AfiEdg05N3uxsf9ud6YliptCcXm78YLIgelVpJmiOsAENH2Rh6iZywAtlegy73Dx8V423zdv/XBb8OPpY8ONSYBO9oqsDOBgHDCF3Dva0DpaIPXvdPu8k8+bpqHZQTcSmcWJSGde1Sxkyfz5NFpcpFiO0BtLL/MDnECBCdEy3PWYOOiWKLtx+XisB4Sjai30YnVM/3LSK2VnxIBiYBEQCIgEZAISAQkAhIBiYBEQCIgEZAIXDoCFrxQXBYySX3bK4th+i9vD92w/iYbC5Tti9469XvRSu92Sr7jz09AXDAbQb4hjQQRM2ph4KMmhSNYMSOCJxmGKmZ0U03ok1P54PZFfuJJaT4O02cBO/kIfU6lD+vK6bhuZSjdpNNI5iGAihLtmrHlwel4XOEhBHmksBiKAkZyqYXcheWBtICWKmFnQVrAgYM6e7xtte9+p2BVLEgYFYqD/SbqFQ2gP4SNiBWE3QEdHcZ5XLgJi4qbsDtLx+0E2fp1vg0/MoyjFH6DKRY4q/JDj3kC2Vbvk35FWrsjc6oRYQNCC9nc7EfUR9ZKkViPe4BZdnMv8eAygcwlN2Oy2H63AAvIAB9gUroV0WmcKlkkAhIBiYBEQCIgEZAISAQkAhIBiYBEQCIgEbjsCOhf8XWdKe/42n3bfuak+hUJrbZ+RjF51D+3EzsYGRbQ/B86Bb7LbvSL+oEBjBsfrdTmW5vgbHPA8YH/z+l0ss6KJC+35ms//MWEWHW/GpgcXiHRnq2As92vV+mjXeh2YPHNegJJ1XvgZyTCwEP8PhXjalDH5qwlbRVmCQCAtIjXnkHNxcDU/GeDHukrvqW/Ua+7O7S8X/pHQf3qH/mumccscBxstGQRT5W8OokwMe4LIsO8vhY7Nxe1233cpw8/8DSFFO0ub95qWFs6MNDHEEQyw3la/TwmaxNl3vIXlO+dP/sBlilbK3MxL4ApVR4rH0kPv4B9XvKsIAeLH1wBppHzFa9OX4W8kAhIBCQCEgGJgERAIiARkAhcVgRccNjtPDn9snZymZW7UJqfg/wye5j9BMq3lG1GTn4pXGG2DiXm6nDA3qomew71XKljFIfd7oDriyElLvlBwFjO2bE5Jwcldu/IRmuuA/ELy+gvYexh2XENC7laS5Hz6GbYxVof5BvXMDBDDH2gW6zneZg1xcse8JYRYN3v6hvw2bs7UXVaX0eZun1YQbnFyeQMppi5kRIoe9eJ2CkJSLjZ/9dlayBVFJTkXdddoNYQd4xAs6xh/a+48+wmv17RRzSTzjcwKCzWu73S13yA0WK8mZ/m33qpPOvnjjdRLsQApcGQHwmzBC21CTt4AGFA4emQxTw9U5zQqfR3SJywqSunrUgjEenbGqp7dOGXsVjNSMBFUy685delxQWRYfpBzVpThN1ir2lAIWC23VrNASxIikPEjTzx4FcaO7lkH7LFEZ8sE2ZaoMZ7qeKW7YuH2fs6AUt3eeDgaRH7du3GDu7treV1/u1q2wkTRs/xVI3yUyIgEZAISAQkAhIBiYBEQCIwDAJ9dmwtKEBpc+8wQlf6IwPcXW60/91L+oxkb5C8uwPu9k4wbc9Fl9aDm1GwtRzDoej6oBwFBSQjwjXzIqw538+xdPT4Wna63ejs10Y2anMdhJ+vt6EvvoyxD927fCIQ4KzxfyRjNTgCfENCFICACECKvklsH8zBljea0d03wLxhNmyxxCnBMc4OjboZJ6K+mHYpIQVFb9iYV6wNx/dvQfSsHCWX1eq5gjNIQE7VCzx18QdYXMBc49wT2d3dBuvzizHdsoCEleiNRVmmVtRWHkdVSREJNtaH8aNkefItmBnnFffgTjQz39cAt0Xa3qAN5gXYeYJs2KAyDnHfY+XaPFjtIuinG23M7bU47geKZPc/QrUZpGToCr3NN1nw1rNmbFpoQt4rVWj7sA22Y6KvFJ4MqW5lTOLpkNz0icefJznG/GW2QzuRoqSz4mbHQ7XqqZR6nUP3HPoJT5hMMVyHncwTf7WW4F26Q49zEDM6gcnlmrj9cTo5S3+Z8L1sdDXG4fEnFjBZvr9+NZOu5a+x+PfOjklC9nMWFD0hiDIzVt8nFs1QhceePhgN25Im7HhEpdDa3tiEPLLGYIq9eTdLMmwo5GS9REAiIBGQCEgEJAISAYnAZUDAaEQE1UZFiM+vazEga8tLyAw74ipQPvEn27DjAUEWXHyJiIykAhXLobQYiTVghPI1lNCo1GsjGZuM51/cQY3a/ajNdSB+4Zj85Y09HGuuTRnDtCy8tD0TGCvGH+Qb1wgk48aJ3V3DvHOP4zNztPquPz8ftbs6kLZQbClUS25xLWr/fR/SXmtTSJro8SS7HmGAS1Y/0uZ595YxS9Yv96FIlzQ+du5jcBydgJy7FiBurRdsHtDHnOGLtF1l46bMQ/58YIVFTbm04+gCTFcIOa/8EN+x87iVkwE2/zsN0+NJwinFjBf+1ITHloTeGmh51oHdnSYsmOFN2GTBvuMNWPxyCl6wO/EYSby4m4fobzj82EQlEf1t5z1FzG7KRxp30nn5FvMjO9D03Go1Gf7NS4lzFdJWLsCBJ9R2O7il1HJjFUx3HWD0GPOxM43VRRduJRXxaXETJly0iiu94XXiLMzLZiTZ0u7z4zBhPBdH+LTbIHPa3siBaaGaV0wQZ5bbmTxfIcJ4/uTLTSh7OLSzDlIkKyQCEgGJgERAIiARkAhIBK5aBJwnylHpnIzlC5Nhf7scR06eYjSHEYl33Y+MO+L94+5yoPIvR9DwoRNuwzeROHM+Mu9O1J67UX+wBGdi5iIzTdeGsSH1ZaVwp2Zi9qQOlBeXorKuBRHTUjFjUgzmLslAvHhZHla31sUXnaj5sxX1zWfwGaIw9bbvI+MeMy0dujhOVOJIHbcG9bjxzUmJSF+cieSJqry7ox4lhzpheciC3qOlqKhTxz3j3kxYzHwZ6mpByR/LcYqhLVGTZiBzqQVxyou9OlZnXDrx8b40uYmdFcdOtqDHfQNi/jUZ9/4oHfHKP4wHyqt4xyFrYaqXNho8gLMtKD9UiZbTPeSzmFJl7r1IN6u4tnO+Ssv4rCsKqXdNQ4xpLjICMAcjz+qxd/9+1Lf2c55SMTEyEVmLU9Gpm2vboVK80xOH7J/MgSEc/ClTXnEYLR/34IboyUhfkokxf3kS247NwLYdy2H8wsn5rUTcPVlIjR5mrnWjVebgTc7BknR0cA4qT57B54Yo2jyHYwr0rUC8mRnIXo3KWm536vocRtpz5/wMpMYbhxy7QtH5fMjJfoz0IWJ3d7JvHvRrIQAfnc0Q49xTickLsxDvrEbp4QZlzuOSUnH/j2YjUttDpPqXE5aHM+C2VcJ6ohNzH8qCiT7U2VoD69v1qu2TpmIubU+O1UhEfV/iOsz+1GZutNRalTXWQ7+NuzlF54d+xUNhR88ZeR3HG6DHaajfDHVuneoaN+h8Y6hx+s27tq/OM5KrjzvCRuICGL00wBxhIKE2bhjOYIBRZuME6TaMzEUDTt2i/7B1C56D5JYyNm+nIgrrctgm8KFqWhdav5dz0e+Wu1y2CBu+xqWvjw6pK5djuvzqx0/wR4L5ay/4KuG+HWQ9B8h6ikxhOiLsuQrsk0TYBeMpG0gEJAISAYmAREAiIBG4GhHoIKlQUwecqXWhnQehR8abgHY7rK12uCfuQKaJG55aS5CztZpBP/FInZsIw99tqCzehuqTmdixPp2wuNF4uAb1tyYOIsMaD1fDNXkBUt2NaLS3UJJqupw443KT1GLLEXVT6Gw9cp8sQidpC0HuTGZi6er9hag+ZEbe86sQPyiJiRulv8hBJccTn5yKxCQDbIcrUXCyGhl522DhC73b2chx18PWWg6XkJtmwlmO2VFoR8/STJwicdduiIEp1gV7HXN0fezGjrwMWuAfq0qGOVH0i2dQTx2GSSZMje5E/ZFS/lmR9evnMCc2UL7DXsl+zbh/CDKs88Re5O6uobIYpM5MhvvjepQW1sOanIVta1LRYmskESZQdMF5uhWuyFReB5Z2ewNziqmbKDs/JnnYF6Pgrs71GM51rzLXiE9Hfzj4d1Rj3dMlypa3GFMiIhzVKPhFtdqpQvjx0tWByqM1SP7O/TC7Qs91oJWcezEHR+v5V648ErrxMd9b9tC/6jLw3HoLyc5A/IRgzSu52FvXqWCUOC0SDs6rnX8NS/Nwryv02A1d9cj/RRHa2V70E9nVSh+2o/JQKp75P9lKYvBQ+Cj+qlinfXCc1XU1cPFPFCPnPHbsGdRUtKDmcD3WbVmHRBJeXv8683E12tvJTMGEOx/iW9mr+Sg8Qis4v4mmSLTWVdK/KpH60DPITvOSq4pq9SPM/kixYe9Tuaj5hOMj2Zw8hcSW5oeZec8hnT4vynDYrbp74ojreDb1hPWbocytDYn3k/Dm1mCvb6RKMkyd16E+x5AsCieoiIzEOEGYjVDCkRlBxdCPw+g/oHEonuNyMSsCn4DOg26+TFuCuv66316uKRt1XGY9shueJfncz8tTFUS0WSwT3cUO6xajboNUKBGQCEgEJAISAYmAREAicOUiYGCEjHiRbneb+SK/ComC3DjXgs1rt6HmbTvJMDMMU76P7BV3IvUOEmVKyUT62wV4prgc1WfTMYfRVgYSAEaD+sKtCalfrDLw/z0bTBbkbTFhw6PbMOPHG7E8WZMdUbcLJc+TCDMkY+OWNUpkjVC8/GwNNjy5F5t312PHymBCyIDZP85Gyi2pMGlkTebidBQ8+gzKX69nEujZNEjt39VlwpotG5Es5JjvJf8xkmwkwmLuysZLP1X12svyUXD4GJOBZ8BMOf1YbX/cqhBhc1ZtQpY5Rh2zRrwcqzmFOYsnB8gbRL/8C/lCwf43kwgzTMvENpKMqoVZ6KwtQu6eEhSeSMaqlXmIf3WDEpG1MW+5L6pJ7Vj9NM1fhW2mEjy6tR5ZT+YhWSMLDRHaXGM2sVyuYnOufYS57cXe/xREWAyW/3oTZseqfbTTpvw99RyL1rMYFi+Vv6HmWhP1fWlzwIRD2PjrVb65tR/choKKcrz0Jn3ynqgA/Fy2vQoRFj93FfJ+4k0Z04kSEkHVRxuQnRdq7PShrYIICxxDp60EuYXVeO6VFGx7mH4eCh+fsdoFByhQdCESmXm/Jskk7oBeezmeZI6mbTsr8ZIgiJV1RV65fQyyNj6POSS+XCQe15EIi5m5HJsepg8qhbbn0/Y9WzHj1ueRqvmr9lABNJz+7H/cTCLMgIyNJHtJYIuS9VMStY89g9LNRTDvWAXjCNi576bPjbCOhd5wfjPU9WVQ3YPmCItUq4QGWSQCEoGvKwKD/u3pih7IhFgkJZth/l6SJMKu6ImSxkkEJAISAYmAREAiIBH4KhD4nJ0asZwkgkKECRPGTkac/qV8LCPCSIS5zjrhcDjQ3tGLmOQUtuK2rDNqBFJYlvf1Kzma3e5+v/hIuhkVVsOoq9TsbB9ZojSeSEJnaSLcJ8vRcs6vznsVZyYRZmT0VLsDjvZ29J6LwZ0zSSu0tgQknk9d9R8qESYajk9mZJf4TsVGjQgT1dOmTean2EMTXJw4drQXxtuy/USYEIlORd5LLyFvMSOdLqB0vn+MthmRvdpLhKmNY9KofxqjisqqiTgtOa/aIq6HKi4msxfFLYKSvOW8mOsYrCKJ5iUJMRL+XY2wEf/EJTk+Ikyoi6dN2beR3hjKiFBz7bUj6Dtzg58IE4+SF+YgfRLQwq2ievPFs/ojNWRVUrHWR4SJ2hhk/eYlvKRE7pGoCh678KFPqHfpuoAxxJizsOouklR1h+EQOeBC4SPUBxWBYuLS9T4iTDyOTM5Azr3cytp6GDZlV5EKzOxVv1aIMCFjY/QkDCT4fESYqKXtP19Faq0Xh6scomJQGbk/J44IP5yZ7SPCVCXcBvtkJueIkXatIlJsZOwGdR6yIozfjJDtZKVEQCLwdUcg5D/kfN0HJe2XCEgEJAISAYmAREAiIBG4FhEgscIXdOZx1hUjJn+bxIOX6ODJgAVPFzAySoiQANExIOJuuBIgHUp4BN2uM6eU3uoL16E+ZEcG9Ao7GdGiL/aDBYwusitVATZE66OyjEiZzmT0vsIT8KjLSKJPX2uIE2SYTTdqrcG5HnTw0pyW7NNwKRftrWfY3IXCtY+GVmPogY5GDC0zbC3nevwMTNMTnSPhf7qFFhlgFnnUgorRyIMQQhCRiliouQ5qr94aERM0d8LHkr8TicpjwQ14WiVJLePMOwPmJ1gq+F71IQPuvC0m+BGS70gBuFWzk6ybURCewfgMaqHSopETowY9mZpMPzls09VHYsZ0ErBKcaOHuesMt6aQ/goqJGFTOCc1upM59RKC+hy2v8/aoXhOXSEerdO39F/39H4Kw0Vg59UQsIYETiP9Zngbym+JgETgqkJAkmFX1XTKwUgEJAISAYmAREAiIBGQCAQjEBPNl3iFDGP+rXwSYWC01BZGZ3mJlI4a5pHaG9jMu+3NV9vD5OIqfearCrgYWbchSiUdEu9fg8xpRnzmFlEpotyAb0aRjHGdx0Qv36A+UPKQCSLMvHQjVt1t0mpJNuxah73v+27VixBEWpAECZIoEiUhChkCWsDos7MMOwopEaLR0FVRCsHSj4w165Fo+BzekapjZbYyd8QFkUAhewogr0bG3xgjqBuSUGIiJwYyXKP1UqS4WZCx/f2CAnIPiscTLub62Mln4ROQBqPwIZJRffzy+i8vRek/26N8+0YWgI/yaNCHGLfbLewLLG7mwRPFPx7KiBuN7HNRt7tL7U8R9H1wndC2QctHez5ifxGRPFKCWzWnZSBvSSI+c+k8h2M3MBJzzKQbUR8udoMMGWkdq4b6fzN8A5MXEgGJwFWGwPVX2XjkcCQCEgGJgERAIiARkAhIBCQCAQj4X+jd3HbGR9NS/ESYIunStrD5KRFX66kAHY6DRSTRGHEjkobpisEgKCRRRtZtMLFfSp5qdiLeZELitETtz4ROG0/kw0QYg/7fudslNtcZkDLTT4SJ3lx9rB8UhSSeXGS5PhEp3BnneL0YLWKbna6I0zWtJ0Jve9OJBVyazDN470ZrhwEm3zjFeCPQWNPI7ZeCmPIXH4Hjrxp0NYjXCJAYGX/Ez1Dwr2R+uMAti708fIBbZEfA0z/XAR3rblzYX1yju+dlHw8NqGNv8ZODyD/OaRrn1FGKcoffQ0VjccJhyaH6gC2w3rEbbkkBpwmle6xCVFfasaeYkVzc1qrkjNM9GenS9t/76Xv60ovS/65nRdAWY58II9PE6ay03Sqy+OtK+5sljDvkVuC0abrawMth++NpocIPIdYfD8DwrxEeFNBhQyO52rjx4WMX7joOtFDl/YLr5L1EQCJwdSEQ9J/bq2twcjQSAYmAREAiIBGQCEgEJALXDgJaeqVhBmxAzCQ+PlmMcls7CaVeOE6UYsPTpUoblxJZY2ROMRI1n1hRcLCeecV4GuUr+dhcob71N/5NUGIsWmetJ3iiIgmAvW9+FIZuE5Yv4amKrexzl5WnILrQe9aB8oINKHzdyhf9wRE63mim/bvKdfLrUNpKG7i1kdyAzxZxeSnFsiKTtJsD29ZuRqXNjhY7iRzaVlRRjSOnAukj0c+weMdnMPrNgJb9PHHwkA29JO86HfU8uZGJ/3kaZqfG/yg63DwNsbYGpa+UhMyZpnbkwjtVNah8tQiVDleIvsOZWxOWMtoI7ZV4Ir8I9Y52OOziNMkNqP6EA+o7g9YuMTAxOl0ZNNdOZrcmAABAAElEQVRDE4O9J/di3WYSQtTdYrPyEAP15NDMh9J1CtXL+PlLlZgw62ZG+b1pQwtPAK0u42EOu62ofvuUejCB0rdu7Kdj8dD9HIOjXO2HeePstkpseywfdtqd/rA4JXSEudFZcoO45iEJzzzGE1XtzKHHOSp66kklt13y0p8oxFsIsBH/o6WgFSjPX4eStzXbX92G/P1cHzzZM4ORj6FKOP2pfmjniZmFsLX3cp3yVFNuFc7dXY5Ke6eidmTswlvHw/qwdwB6oSDfsL+yDjm7BP0ni0RAIvB1QyDwn7a+btZLeyUCEgGJgERAIiARkAhIBCQCGgIxsdrxgEGI+KOODLD8fCOc+ZthLcyHGltjxJyHsoFDRaghgcG4EyQ+uAqp/28+6isYDVYhlMUgY30ejG9vRUldI3qZkD6SuZHS+cJfXlfOEwGZB+m2ODwfhu64e9Zgo2EvChidlM+E+WqJQfqqZ5Bp1mf30h6RVMpb2on8YhIrv1AtNpjmIPshN/buaYWzj9yDsv1Pk7+gL+a40udXi03HcxsNKNhZgtLCAk0Tc14tWIU1C5OVe738UHh7TUhf/xwMfyxAyeskNV5Xaw2TkpH92zVI1fqdljYHxjoryvfspUAkYuZnITFoGo23zOaBCPWof32vkmvNHHcvZYKESAGFM7fx96zDOhThpf0kfTaL6CfG3ZnmYM2PjSgstOKdD3thvi0KAdpDzDWUGDOlue6DJzyuz0TDrkIUbq5W6w30nTUbka4oDMKbVNOa7Rt5wmUBavYXwhtTFpNswbo1Gep21hBjT5+/jj5UhIL91Sjc6u0nnv2shUUjoUaaG6/RYhPi7BVrEFO3ByUFm7Vq5lW7fx235cYp9yoh622hfV9v4omtRPI/X+KJpTy1VKuOvy0Da1daQm/FpUw4/UHnh4X5XqKJfngv/XCx2dvTiNiFs46Hwsn/m8FoUP364lbNAN/QrJFfEgGJwNcPges8LF8/s6XFEgGJgERAIiARkAhIBCQCEoGLR8DNqDBmHyKppYtgEdsDdfsmXF29OM9tkJHcluUrQTK+et1FOLqFuNjqaOD+N8NYnX6dnoDLL9zo7aHFxkgYR9jOF9DuIm/cYhtmuLaN1AdtF7s91bGOJHzpzy8EfxiMfjzDmNuhrHPZGRFWYMOq7dtg5vwI/EQQkVHvX0M1FvXnhDz9QGCu88HhmohnIX10pEbe5+dsWLe2EMmrtiHbzHVAG8Q2YgNtDsMjvVqUdr3MdxcRFTm87RfRX1h+OAJ2ITG6hLn2D1xeSQQkAl8nBPr6+K9HuiIjw3RgyEuJgERAIiARkAhIBCQCEoFrAwHDeL64Bw81iIQwRoeI1AqSCVYh7sPRLeTCJkqE8PUGRPL0yC+rCEJk1AptN44fNW0jKrpo/MOY2xE7FwwYybALJpTGXiABpRkS0kdHNDJYQNueSxsuimhlu8gLImjD7y8sPxwBu5AYjcZcB8Mo7yUCEoGvFQLyZ+BrNV3SWImAREAiIBGQCEgEJAISAYmAROBKQ0ClKdVosCvNtqHt0awenKpu6CaX9OTL7u+SjJWNJQISgascAblN8iqfYDk8iYBEQCIgEZAISAQkAhIBiYBE4HIj4EZ7azsm3mIadCLo5e75UvT3trfgs+hEntB4KVrCb/tl9xe+ZVJSIiARuNoRCN4mKcmwq33G5fgkAhIBiYBEQCIgEZAISAQkAhIBiYBEQCIgEZAIXMMIBJNhcpvkNewMcugSAYmAREAiIBGQCEgEJAISAYmAREAiIBGQCEgErjUEJBl2rc24HK9EQCIgEZAISAQkAhIBiYBEQCIgEZAISAQkAhKBaxgBSYZdw5Mvhy4RkAhIBCQCEgGJgERAIiARkAhIBCQCEgGJgETgWkNAkmHX2ozL8UoEJAISAYmAREAiIBG4BhDodNhgLSvB3j/uRcnBStg7XAGjbinbjPxX7QF1F31zzo7NOTkosat9CN05+aUI7PGitfsaultLkfPoZtj7fFUXfRFgY5D9oOUOux3OUejnog28LA1dKM3PQX7ZKM37hdg4COOgxmdtKH21FPazQfVBt06bFSWHbHAH1X8Vt8FrSPjnuqdKRt3vQ43N1eGAvdUZ6tFXU9fnhN3ugOuLr6Z72atEQCJw4QhIMuzCMZMtJAISAYmAREAiIBGQCEgErlQEvmhH0VOPIndzIcoPV6O+rh7VFaUoeHodNuyq9pEI/b3t6OgdLUrBjQ63Gy73eRUVdwfc7Z3Q7kYNKbfbRfs7RoVsON9PGzt6fLZ10v7Ofs3iPju2FhSgtLnX9/zquDDA3cVTH/8+2jRlOOgE+UhQE9eZBlQeqUTBi+U+Hw0SAUio7Sgspz83oH/Qwy+/IngNuV09cH3y5WDbenAzCraW40rxUNcH5SgoIFH95Qz/y59s2aNE4CpEYMxVOCY5JImAREAiIBGQCEgEJAISgWsSgU4UbchHfZ8Bsx9aj+VpJhWFLzpRuWcbSutKsPngZOQtFPWGy4ZQ4k+2YccDl6+H0bNc0zQ2Gc+/uMOPidGICN5FRYjPq6kYkLXlJWReidE7Bm0u2hn5ZU/H8mTjIODri/egU9SONeDKeIkL8sSg20EDGMWKiMhILjDVT0dR7UWrMnLNAEYoXxetRTaUCEgEvkwErozf0S9zxLIviYBEQCIgEZAISAQkAhKBqxKB9jf/QCIMmL3qt1hu5suyt1wfg/SHNwF9m9EZr6v3Pvd9u9HythXVJ1vQ474BMTebYfnRHMSN9QkoF47achyuU2Um35qOzHkGvgb7i/NEOSqdcchamKpSbl/0or7qMN45eYp6gZikO5H5wBzEDLtHoxc1B19HfbMTnxuikHJvJmZ7CRN/V8DZFpQfqkTLaUZ5GeOQMvdepJvj9RJAlwPlFYfR8nEPboiejPQlmRgzRvca8IUT5cWViLsnC6nRHcq1iDxqPLwXe/8Wg7lLMhAfhIE6xsnI+rdYVL9Wjob/K3THIfXu+zF7WhDGJCNr/mzlWM7gM0Rh6m3fR8Y95gDMwHgoO7E/5sX+X5Nx74/SET+ehgj79lQiZn4WZsfqGBdGAZYXv4MUjid+rBv13BbrNFmQ8V03bbLC9iGpI2MMZt+/HKnxoh1lDlImLh0Zd8SpGBGbyr8cQcOHTrgN30TizPnIvDtRfTbEp+NEJY7UNcDJyfzmpESkL85E8sRA4ZF8JFA68K6mcC8sO1YhRl/dUYm9db0wEI+AeMYRfMs7T8sXJsN2qBTv9MQh+ydz6JfD4O3tNxzf8soO893ZWgPr2/Vwdn0O46SpmDs/A8n6eQzVdpi+27m+Dv2NHupuVbZBx5jmIiMtyOfFXI/oD2rHvY56HH77HZzi+hBr6M4FGZgzTUM/DN+L/aQeeysaqcxN0n0vGiITkbU4FZ3id+AMfwd4rfNaOGtLUQP+Bmg2uzlW66FqrmHVX2fMnIP0tMSANqEgknUSAYnApSGg+6/gpSmSrSUCEgGJgERAIiARkAhIBCQCXx0CLhw71AJMSkeWngjTGZS+ZqPuLviyEyX5uahuZ8DJJBOmju9E/eES/lVi+a83kYRR5at3rUPJSe6FGh+DxEkRqH69gH/qs2mayg57JWrqzLhfkGHnWpC7dhsjeoxInpmKRAOj1KjXdrgReS+uQXwoQowkTyEj3Gwk9oy0JXZsK0oLclGq6PcTTZ0n9iJ3dw0NjkHqzGS4P65HaWE9rMlZ2LZmjmpNRzXWPa3mcYoxJSLCUY2CX1Srz0isKMXVgcqjNUj+zv0wuxrRaG/haz3VdjlxxuUmgTW4dNirOUYXairEMyNM02Jx5mQNWvhXv2Ad1i3UCKWz9ch9sojjN5BoSsVktxPV+wtRfciMvOdXaeN3ougXz6C+S8M+mtgfKeWfFVm/fg5zxtO+Otr3PRJtehLF5aTd1Yi7XyXDWo7UoOZIK465O7l9zoB4Uyza7fVosTsR+WIeEq93k+CjfbcmKmSYu7UEOVur2Wk8UueSfPi7DZXF20iGZmLH+vTBgyYqpb/IQSXtjE/mXCYZOI/c2niyGhl522BRCDcgHB8JoZxVMVi+KhUlhVYUHWrHxvlegof97iwlWWfGmp8aUVCk0WFh+JY6T2NwprYX7bQb8ekchRN7h8ObGIflW6EHEVBrezUfhUfEouJ6MUWitY75+/iX+tAzyE7TCMmAFhih71S02BrRwu2uIred83QrXJGpQRrELYntEf0BaCnLxbbD9M74ZMymX3SS6CzZWg/bkjysu4f4i7Uxgu+57Q3MX6Zu2Oz8mIRvX4yyfny/A0FkmKivPDdZJcMYCbgun1tjx5swmwSY++8ktxnFam1dhR0Pm0OMS1ZJBCQCo4WAJMNGC0mpRyIgEZAISAQkAhIBiYBE4CtEoAedJI9i0pIvKqLC/ipJEL6zB7ykk8jJJ5Gz9/m9mLFlOcbYmYyfRFjMzOXY9PBsdaznmKPsaW7NFESDVgwigot/yv/RHsvoqYdWYXKaGV4aK3N+NXKeLMHrdZ1YkxYQ/6NosBdvV4gwvS3ujho8+fRef46kPhs2kwgzTMvENhI37JElC521RcjdU4LCE8lYdccN2PufgggjyaIj9Nopk7+nnjYqjZRvcan8MbIqb4sJGx7dhhk/3sjtel4hTdbbhFvUBBkReVsWfrtyjqaqF+Wbn4S1YgcqU3cgPdaFkudJhBmSsXHLGpi06LLlZ2uw4cm9tL8eO1amwvbHrQp+c1ZtIpGp4dFF7H9RhGM1pzDnR5ptgSaw0sB+/faJqCl0MVdbMjFZk06KTgQP8dCBrSQn33MhkdyCgTYYxfywGKZ8H9kr7kTqHdp2WmQi/e0CPFPMvFxn0zEnKNpLWDH7x9lIuSUVJo1IzFycjoJHn0H56/WwrJkNV5g+ohgw6MOFqO9mEPNKFL1eCPu8TUimvS7bXlR+Qt9ctRzJxhLB86glDN8yRAgUOtGO2ZyD5Yrdtj9uGB7vf+sPw7cG+23wcFwkGwURFrBeaItCOu/Zihm3Po9ULyHrbRyOX6/MQ/yrG7Dt2AxszFuu8wCvEvV7ZH8wYursTKwyT4PZJHBiWZiJ6gIehrH/dXTeswYxdBXhLX4vU6RY4fc90/xV2GYqwaMk0bKezEOyRnAH/A5ozZQvrh2v39rerOR0mvH8llW+34flHS1oxWR9C3ktEZAIXAYEQv1b1GXoRqqUCEgEJAISAYmAREAiIBGQCFxOBM4rCetjYkZ+SR9sRSeOHWF0SPLywGiVialYv4qkV18NjrRzW1mtjU0TkeMlwoSisfHI3qi+kHs5ikD9jAgTRFgfCQmHA+3t3I43ni/ffLtu5elzg0sn3uF2OJgyA2wxxM7GUytEpIia5L7z/WMkxozIXp0e8KIek5aNrGmArayayeIbYSNJl7gkxxfZJvqLp0z2bTQgtMEcb7/Si9s9XJr2z6kpGet9RJjQHImMDYz2omIrTzwEycQa9p+ane0jwoQUJpKYWcoomJPlaDnnxLGjHMlttNtLhAmZ6FTkvfQS8hYPv2VRiHqLMpzxqcjViDBRb5gyVSHFvLh5ZZVvzp0gwlxnnXCIuenoRUxyCuUZVXQmdGr2ODOJMCMjktodcLS3o/dcDO6cSSKltUUhKi/OR/xW8YwEpD68nEgy/12x8Dd+M9pPRDwuN9OygATtYfjWeTFPMVhF0kgl8EbGOyzf8ps85JWNUXhgNNs6/XqhLVk/F8RPLw5XDfb/cPs+f15dB0O5sDAqHH8wxJoVIqyzo50+0M6tnG5GcIp1xvntG3Jogx64eACFKIHzM0hsUIXKy7ai4m36zzn1sSE2kdtINXJuUAtZIRGQCIwWAjIybLSQlHokAhIBiYBEQCIgEZAISAS+QgQmYiKjTGrebwXuvkBCrK+dkRikdr4/Y5D9xukpfHGvgbPzE3S+TyYi2YxBm7u0hPODGisVjJba+htuexpMrkRqEUoB7focsPO9OpnbHoPLGCXKR61tbz3DCxcK1z4aLKbeG3rwP8wj5iJVZjYPspiJvpkc/1zopgHs2hAiCrnEXGZRwc+vn8YtpuCZl7TuzCmFkKgvXAfSOSGKAb19PYqsmRF9l1yImzH5TtItujI2VomxUakKXb245KmZBU8XwK6QHiL2xy8l7kIV+8ECFFTYlUcBLaJFJGAvGi/KR4J6IqGXfe9hbt8rwrauKHDzLzJWZirT4gowLBzfImk0fgamcU6Ucm5kvMPxreFoUrUjN3qYU81wa0rgfIiH45ORQntqdKeZqm2A0elb0xaGP/Tay/F0gZXrhCVgQiPDWwZewy/gWz+FyUvWY87H21EttucWU8n4eMy++15li7U3kvQCVEtRiYBE4AIQkGTYBYAlRSUCEgGJgERAIiARkAhIBK5UBIxInGZEzUkmne+bPXj7Fc12c/tRu2EqTBP1r6N8YIhQood6zorsWEGvoK4eiBd/A89XjBN5wz7p4UdwCdKne9xStplEGDcwbtyGOd6tWEzKXbj2GYWA04mql0z4Lrrp6RxMN+i5s6iJgobqR8aa9cxD9jlE/I9absA3o5ge3R2BfyaJJwieTpG1P2jMo/MS4CePvL0Lm1yCZGOkjCFKpcoS71+DTM7NZ26vlcJGknGu85gY9RkOU9zZfpYM4AjRMIYgq0mkBQRKKUYE2xSlDD2UXGk+iTCkcvsgI9e8ZBG3o67jdtRQReQYE0SYeelGrLrb5BOpYR65ve+L24vzEZ8i3UXi4oeQfDifuaiYbe625cxHpnuoXYbtW3rSk64qzggdDu9wfCtolQw2jjXCD9xdodZLD3pIQOr92atgtPr26hP+H1h0/vBFCzaTCAO3+m5bOUeLICQ2tYV4Zg8Xrb6E5Xv6Bto1t7kGl84ueqPX3xidmLXxeWSd64Xjg0a8c+QIqiuKSOo7sSMv47IRcsE2yXuJwLWIgNwmeS3OuhyzREAiIBGQCEgEJAISgasQgdSlWcr2q6LNe5kiPKgwCmjr09uwWUsmH0BfjU3kaYPcGLX/VTi+CGxX+UoJX6e5FW76P2HGbSRAPrGixB5IrfQ2NSpb5AzBL8xU1d8rZKditpcIE+qvP4/+4Hd0US/K9SbMoC3th4th15MYfGS3neEnCSEabzKLKDY3WjsMTF6fSCLQ+xeBxhqebBfN+Kj4GRCUTSVzYAVZDJuIVAvxok5xXzGQJBy6kLhy8xS92kCke20kIzm2qaY4GEwpSv+neCJmvMmks9GEThtPF8REGMckIkVg/3oxWoKwFyc/Wk+oW+kEDeZsFfFm3uJG+YslvBnDHGDeutDfoaF2g2cDANNoo5eYUJq7NKyCiDc+c7sEigakzBSo+ourj/UKloaL8hG/Jv1VPB5akcqKeCxfOlv/wHd9wb4lWl4/Mt5h+RZVDQ+7AXfeISa2FFbm4tOX9jd5gAQrUtOm6auV63D79jYc3gavVOC3zx9cJG75aNodqT4iTJFkvbLOtGYX4nuBBB9b9p1RIh81VXA7ylFCni1Cc1p3nxYxOjYSpuTZyFrDxP1zSTV2dCokvLed/JYISARGH4HrR1+l1CgRkAhIBCQCEgGJgERAIiAR+AoQ4Payp1bNIWFVg2ce3YC9h2pg52mC1lcLkPNYAbMAGZGxPkt58RUvxO6TFSRbeAIhTxvMeCiDNYwU2cDtSrYWnkBo46ly61Da6kb8vf+uJDKP/7elzBjG0wILnuBpf/XM/+VANRPvbyisZi1wxq5Gk2jpg5S6mFgR52VD4UEbtwQy15SjHgWP5Stb39xM9h6qWGiLgSnPC9bm0z5GsznstGWDeiofabeWJr5Ax2cw2sqAlv08rY/5uYTuTqGbpwSW84TDTuWN34SlS2hxeyWeyC9CPXMiOeziNMkNqP6EPfNFvbWL3z52QLNGG0ArT9arIXGx902VkAplq23PM9j8arWSP6v+UBGxqKFYMn4iTuIjFbZ8CU+5ZBL7DbusPM3Qhd6zDpQXcCyvW9F4Vs37ZFkhtgA6sG3tZlTa7MSep2JSpqiiGkdOCaIpGXdGC4LwRZQTD0drPYqeWqeRLL145/3QOIay119nQMwk3p0sRrmtHS6SEo4TtPPpUkXEdXZwRJNRyUfnxv5d5bqxCB9hE24/ZGwbwvURpZOAj+BJYIziHdl46aU8mAPIOn+jcHxL74veliPiHZZvqW6jX0OqH9Wj5E2uqVo7Yn+krpfyfJ7A+rYNLa12Zb3k7+c2U55qmcFowUEl3L6VBdyKytoalJKwbgkijgfpDVVhjFKiMG3/XQQb88W5eHpqPbfBPrNfbEztVw7kCNv3FKBdeKeqBpWvFqHS4SLJlkI97XixgLnxmJOu/lAh1m22Kpb08gTKTlJxex/bgEefKkR9q5ORdIzibK9H5Qmu7/FRSgRfKLNlnURAIjA6CHzjGZbRUSW1SAQkAhIBiYBEQCIgEZAISAS+WgTGxs3AD7/3z3C2vY/6+nf5Z0Pr6S58+7Yf4D8eX4/Uf/6GamD/x6h+rxmtDe/hA0bL/PDu/4UffGccmk78lS/ydahj29NkN8z3r8b6hdPVNtdFYdbcW/BJs4166/HXv5JsY16uOQ+txPSBd3HyvetxtyUF3+h4D3/94Eb80PJdxNxyJ27srEfVkb+i8vBfUF1jw/jZWfhhQg/eO/UN3H3PdwcHaEXdgjn/D215tw71/PtrTT1O934bWasX4TzH855nMiy3fRtTZ83BjT0fUG+loruKursik/Fw7q+Q+k+qyVGmWbgl4hPYjtejvoZjq7ej61/mYPWPp8P27km4p9yN2//1C7xXUQPj7fciJY4hTjdE44sPjsL2nh3vNZ1GT8Rk3HvbFFWh9vnJ+39G/aepWPfIDNT892uo+utfYWv5GIZJZqx+djWm3qAK3mi6E9+J7EIdbXzrzb+g8q0afPDJjUhf9QR+ehuj10QZPxVzvnMjPmg4Suzrib0Njk++QPKClUyg/10KfAPTk29EXfVJvNdQh5rjNnz8ze9izRMPwV1Tg/c9CcRjCj4+8Wc4Im/HDwNypPHgA+tf4E65F7fHjdfJfBu33PEdfHKyCtVv/xV/oX01DR2Y9dByTHHaYPtiqoKxYp/3IyoR34v8hGOoxl+1sZwePxsPL/w27A3/F1Pn/gDfHhuejyiBZF694pt566w1H+H2f7sXcRp2+sfea/cnNvyFYVU/pJ+F41t6X/RFUY2INyP7wvAtBK2h+1KjUPcW11PTe/RtA9J/OAf/S1kvJ1FTcxx19EH76U7E35aBp9Zl+HYKesfm/Q6n7yjjORw9/h7s770Hx0f/g4SZ92JKAGlo0M11nFc1v3X+8C+xuPN7N6L+cBX+Wl2Jv7xZDdvp8cha+UP0vPsevpF4N74bZwzD974Nw41GfMjfjffefw9Npz/G2H+9A3felop/4tqv529MHf3U1tKB73LL8EMpbtScsCNh7n2423wj2k9Uo/JIFf5yyMp1ZMMn30xE9oZsTA7BFeoGIi8lAhKBC0Tg88+9W/XVhtd5WC5QhxSXCEgEJAISAYmAREAiIBGQCFz5CHzhZuoqAwyDmIfhTRdbl/rdYxAZPczb6Dlup2N0inG8TkZs8xtq3wXlxY7JiCgjDEPJhDDLzYgvZt9iPz4qY7AUxyl28Bm4R2u4sSrb+QxGGL14DGfv4F4Caux/XIeCOjO27ViuRNopukewU8ioNg49FjFekUzKMDaUjBu9Xf0YY4z0jyHAqou7Ueab2y0jw51L4t3bE4YdF+ojF2c+o9IuzrdEd8PjTYEwfWtE0xUbz9P/mZg+XP8frb5HNI75zboYjSVyBw65zi7e90L+ngSvPUaF9YrtmbQhckgbwhiIFJEISASGRKCvj8kKdWXwZnjdQ3kpEZAISAQkAhIBiYBEQCIgEfjaInD98OTQUOMyjA/jJLmxOlLJq2i4l3zKR3pJKK98GN8GEjShaKGAphynMSAqJuCp7yaAuBO1w9nraxXexSDdIZqFIyPGO3QxkKAcEY2hmw/xJOR8D4cN8Q7Ljgv1kSHsG7H6In1L6B0ebwqE6VuXxcbR6ntE40hqR490JECYcx6ir7D8i+RvZEgCOIRCWSURkAiMCgLD/cyPSgdSiURAIiARkAhIBCQCEgGJgERAInAVIuB2Qc36dRWOTQ5JIiARkAhIBK5qBOQ2yat6euXgJAISAYmAREAiIBGQCEgEJAKXAYEvOtHygZsnROrzMV2GfqRKiYBEQCIgEZAIjAICwdskJRk2CqBKFRIBiYBEQCIgEZAISAQkAhIBiYBEQCIgEZAISAQkAlcmAsFkmNwmeWXOk7RKIiARkAhIBCQCEgGJgERAIiARkAhIBCQCEgGJgETgMiAgybDLAKpUKRGQCEgEJAISAYmAREAiIBGQCEgEJAISAYmAREAicGUiIMmwK3NepFUSAYnAVY5At92Knc8XwdZxlQ/0IodX9fxi5Lxiw/GSndhZchwDQXqaDxVjZ8FOHPhbEIDn21BcsAXFx1jfcfyKwrj5jSJs+b0VHV/DbNPNh4qw8/c7UcS5CFkU3Pm8oAjHPwopcfGVfd3oHgazUcNV38+F+s75ZuTdsQDF9u7Q4+xug/WVnchZuQKLH1yBnCe3wHqsObTsZasdQMcQ5oXf5QDX5Bas4DhWrMyD9XTwyhysybaffrHfNvjBBdR01B245LXjbi1FzqObYQ88VX0EK1xw2O1w6tq0lG1GTn4pXFpLV4cD9lbnCHpGfuy6CPucDjtaOryWjNzHlSIRzlx02kqx7tFH8Sj/cp4qQvsXV4r1fjsuZs78reWVREAiIBGQCHzVCEgy7KueAdm/REAicE0i4DxehJwnVqD20t9Orzr8uut24gdPHIB51r+g7bUc5CzNhy3gJb4DByzLkLM2B4v/qyFg/AMtVVi29nGUtXdhoLPpCsJ4ALUvrsDjK3fCOTJ/EDCmr/6GtheQwFmZgxVLV+N4wFyo1nUcLSbufL52BZq6Qwhc7CA+suK6G6OxbyiSiTTpqOAa1M9AZ4PiO1Xhrs8xSUhLt2LZjBfQFkTctR3aguuiTVjwsxwSig0YaCOx+LvHseCu6bjujk1o1hEtFwvTiO1IVm66LgJxf7hEUurIFqQtfRxFvy/iXzOiJ4wboesBNLxCv3iuAZfiFV2NRZe8dtw89dCNDh+JNYLh6uM+O7YWFKC0udcv7u6Au73Td4Ji68HNKNhaDp2EX/YCrgy0zg3HBdjngnVzAbYdtF9AL1eG6Ihzcc6ObYWVcE0yY/mKTCTHRyHiCnxjufA5uzLwl1ZIBCQCEgGJgIrAFfifFjk1EgGJgETgGkBgTLQyyHFjroGxXtAQO1A0Kwd4pAzZif+MWf+ey9ZWNH2ke5X+qAFlXp2MtGrWkQ9tx63Kk+xZSYCG7bgxI72we5Vd3u+I8UL/OP7v61cibvLabEPF0TbvjfZNQuq1vKC6UbodUCNuxo2bMKTCUcE1qJ9xUxajqbEJy5KH7jfYIMsTb8GMTdj0mh+fgQ8PwGR5nKJm7D7qgMfTgIoTHni6HNj3Swvwbh6m/6z4koiiYDtC35OU4oNF4y/N+/pPCy1mvOXkGDxlmBUGPMr8fAsIQzS06aJWWcOjs3YMQ/cy+InRiAjWRkWIT7Uk/mQbdmxfhUjtPiKSVwZVzitzMd+GaVl4afsOpCq/E+FoMMJIWSNt/LqWIeeCftYJA7LzVmH2HelYtTITMVfgIC98zq7AQUiTJAISAYnANYyAfA27hidfDl0iIBH4GiDQ0Yzi/QfQ5OxHRHQC5j2wGLNuDnytbD5ygFuuGtDVH420Bxchoa8Zze4ELJpLQkiUvg5Y3yiDrdGJfkQjxbIIi76foD7jp9hy2JYwDynnG1BUXIv+iGgk3D4Py+abA4ibDkZdle0/Dmc/tSSkYNES9qWZIrZ9WttpX9IAKvZb0dYFJMyyIPs+Mzr+ZkXRn6hX9L2Qfc/09+0zQrvoriuDoA52rydRwJJgTlO+rcedyNaICUF42WDB7l1mbtXahNqWF5CULF7yu1FbeYDfuUiawq8W/rEM/KMNVa9YUfVBF6LjphPDRTDfpCMFznegan8ZqogPQuJzAM64JER8UIUKhqhNtyzFUoFfGHOjGHCBH8PhrKgS9r5WgeO2Ns5VAhZnzcNA83H032LBvER1QgY+suHAa1X0m67QfiO27R2qgu1DQdzEIen78/z+Esrebn/lpj9UIe++bL9vdNuwr8D/POAqDIyajxTjQGUT/SOC8z0Pix+YhQni/5100/e1bZnW/UVIeGAB5iXHBqgP+4aYHSdmtS1tXCeMkEoQkVwWmKfQD0L1c1MX2pqJzU1JiCWkYa2RCfOQ/0tgwYNFyHXnI2HMAPatXayYuLuxyue/SsWEBCz97T70fxiNFfuXYV+dBatnTlD6aR43i3PhXyNtx6w4/inl52vrmdFwzceqUHXcBmcXV1VcApLuWgDL91RsxFqs+gfnNKIN+w42IG763Yh310PMtO3QARyYwjWo/TZ0tBxHRWUt2hQ/YZvkNMzjuteWdQC8bXVWFLO9IMNs/M1BEmVFn5xjxZc+4O+L+O24OQnz7rMgIYDU4fZKtq86WAtExMF832Kfvco6OtQMM9dlkrfjPvonf2vi5i+FOeSUu2nHkFQKn/Wi5uDrqG924nNDFFLuzcRsQwj5LzpR82cr5c7gM0Rh6m3fR8Y9Zij00rl2lBdX0i+BxsN7sfdvMZi7JANj3i9HpTMOWQtT0XGiHIf+Rgl3K/b+cS9iTHORkRbPFvriRn1ZCZwmCyyTO1BaVokzXZ8j6tuJmLMgA4nqv4vA3VGPkjedSh/xY7X255yo/nMl1ynHQasm33onMuanwihs218B+znAZa9k3w2YencWZserY+xsrYH17Xr6B1tNmoq58zOQHOsdv9+ejOn9sL52GD1x9yLr7nj0Oupx+O13cOrjHrJscbiT9s2ZNgwN9UUv6qsO452Tp9DDKYlJuhOZD8xBTMA/tYc5F9qQncT01YM1vDOgpriEP+NuTL1HG9vZFpQfqkTLadW+lLn3It2s4f2FE+V7KjF54XJM66lByevH0Om+AXG3zkEWfdpAn6h+dQ+OfejCN6PiMHtJFlI1TESflc7JWL5wKmrK9lOmEzdw/HMoY6ZMb2s19lAfWyIuifoWCn2c9oA50+H6XTeqX+N/p6gHxhjMvn85UrW5EcN0nKjEkboGOAnaNyclIn0xo98miieySAQkAhIBicCXicB1HpYvs0PZl0RAIiARkAjw5fqVFYwIKcLuxq7Al2QdON32IkTPWKHUmOdb+CKrRj3lHnQg/z71Zdn6mxQs+JW69clMSd8mqPm70WXNxoSOKiyI+wFjq1huF5Eoqg6sKUPX9kV86R1AkSUCKw4p3QR8mJ+rRcOGWUpdM7c6Tf/ZTuXawhcL6yHRkxkVbQ2wTOF4fr8Y01eKF+WRyw5bF1Z/z/vWq5cfQPGDEVi2PxcOhUwQz9qQd50Jm5aQOPjTUhIwlFlJGRvHV5mCZdEpwC5G2zzC0ZMEXHzjdBx49i14niJB1FKEiCQVP30vIJFW21WhRrWQyMmhDmVkxMdMfJSR/bICDb8VhFwIfB6pQNda54hzE9ind2yL0PRpGZICiAK/5Eg4Q2x3M5igxmEFzDgs24nDGpKPx3Yi7q4cRamZc2VT5gpYXdyEHVkkVLqPY3F0GhRag34F+pUyZuLWQNwGF7/tguzJ+10b8WvwRQV1HMpDnMWG3F+Ow6bfHfD59Mj+2825jMay34sezbDcboP1XV7eng/H8VzEfRg4f5ZdTZxnLyHktdJv25C40i9y6BfeObZwNSj9CP9tb8C8vsH9lM2qRQTXnuqr48JaI8IiscU3mpGNLxx14rGZXVhhmI4i71r0mqz/po9eRx9dxLGVPZKAoju4FkHfPsG1q8jR/wLqgjCbz7hJbX7zq5zInRvL3xauxZ/p1+JS/BuK8Rdvv5o9zhKu6aXeNU1UtN8X/JLr57fBfuDF2auEq0jYfJeNa2yZUil+o7y+BOTD6clFrHe9KnNMsdvps++qv1LZ9Mfd9McB/s75sdZGHVSnjgna2ulG/R83IvWnL/mN0V990Y7CDdxa3UceYpIJsWM74Gh3aRKRWLXleZjF+jtbj9wni5QIpMSZqZjodqLmpAMYb0be86sQe9qKzTvL0a7oicfEsTHI3LAK/cU5KKwz4/mXsvDOrq0oPdlOZUbExxsRdeu/Y83CRL01vHZh72PrUEM9Shkfg8RJ5Oodnbw1wLLxOWSYjHDZirCu0IbsLVp02Nka2reX9pFkMiUisu8MHJ9wHIp9S9G4czPK7XxKffHGCMz46XpkTDPC9mo+Co/QJgP7MUXiVKuDdBKQ+tAzyE6L4xXtyaE94+MR2dWubO+Mv3cNMlGCbYcZjxWfjNm3xqGThI39EyBxSR7W3RNM8FHNuRbkrt1G+4xIJn5xhk5UHrXzQTLyXlyDeEGIhTsXFPUWV6sVW/mPF+1dbkTGmxB1zq2MbXZvKXJ3kyTjuFJnJsP9cT1sDheMyVnYtmYOf/9tWPdYIVzjjbxmPdtOZASmmL/4e7MwtbkE1e0GxJui0K5gb8LGFzfCRDttr6zjnLINGS6X2wjTtIlwtIp5NSFraRxKimtgmBSPKFc7OoW+BRuRt9AUNGcaroxhi3R3ElfRVyz7Enrise7FPCRe70bpL3JQ2cWa5FQk/osBtsM1ig9m5G2DRUeYefGQ3xIBiYBEQCIwegj09Xn/Y6zpFGSYLBIBiYBEQCLw5SLQ9HK2+IcID8mwITp2evL5HMj21Lb3qzKfOjwvzBd1Fk+taPbBPkUHHtntcbpVkYaXV6t183d7RKuyR4Q8PC9UOVQBd5enbI1Zqcs/6mRdv2ffEk3Gqsl0NXlWK32v9jiEXudbqs4lu9V70aqtwrNIyLAfYYp3PJbn3lL69XQ1eLIVHfDka3q7mlV7Lbsa2CJEcTepbZ59K+DhW78U9mZ7moQtlBH9kvjhTb9nt8Dj9h2KDZ7m3bpx8al2j/kveJo0mB0HcwNk3npWxWLHUW3s1Fnx3CJFhkSI0ocXn3xrk6fL6fA4usKYm4ARiBsvzos8TZ8OeqhWhIGzo1j1m+yXNQzdTs/uR9QxkFAhPg4N90Wet9o0v+Fc5N4u5tjs4fY2T3+jilOuVcy/KE7PDsWvaJvmR2q999Nr+2pPra1MwWb1QT9eu4X/rCnz1Barvqf69MgYOavyFV3Z22u9HXkc1heUOnV+/XM49Drx2jY0ro6X1fkkiezrx3lU7YcEklLn9RVvP4H33j64joZaI17Nnzao/inmoqvWQ3rIQ9LI+3TwtyZvVnxe60dbu6pwUN0H6tzhlxX0KK20v6X0o+rQrcVnKzxO+mrTB/TjT7V147VFW0ckrXxr2kNfUv3gBXpE6NKkYLnI06D58D7Fb+Cp8Poam9U+Z/H5mvB7xT+IQ/5BDQfaovqj+jsWiLXab3Cdt19l7RCDlStXhjaQtY1/eFx5vrvm7z6Zz53HPI+zzcqVj2u2f+Yp3sj71ds9pwZ8Yh5Ppyq3+qV3tMpmpd2exs99Qo1/+Dnb7fF85pUoYX+890v4RLULrS/2/2L1Kf/D/2n0bF0tbNruEZZ+1riH1z/X7Ovx7BH2rfyN551Of5N/NBSzbrVnf4vae/H6lZ6f/6HRJ/BZi3i+0vPky8d8dR7PPzzFvxG6Hve8o8wb7ckT9ys9j//hiKdHk/zc2eBpOOUdlVp5ZPtqym2nhlDlM09jTYOvvSLRecSzmnq316gtwpuLELpbVCwa/z/tGdeJmL/VWw4H4PyPGtUXXqxnfwMNnicpI8a1v9E7qh7P/t+IMbA+r9g3js8a9yt1uxvU8Tb+4UlV5jev+8bzWWOxWse2exq8CHxGfdS1Xp3/wDnzz/PPtx/2+cfnLYF9/b3hHc+pgP8G/N2zXdi3XT9nITCRVRIBiYBEQCJwyQh8+umnHv2f+HcbWSQCEgGJgETgSkPgQ25FEzY9Mo/bjbrRdrqNpxByG+QDpJhEDq3T3Wg+KjJnMbrl2WzEim1l4u7hPMZkaIUn3O0TERlrKvCYd9vVmAlY9OxOxkYBtTbdCWi370D2fG1r1oQkLHtOSDjRPcDYrKNqlEn2AymI7uygLR3opoxlCUUYTdKm/CML/6mbWvP/Y566fW6CGfPEc+pdremdcLMZwnqRN2uoIrQsuklEL/jL9HSx1awIzR/xq6VWiWhSt5GNIx6kxt7ls27aaTtOAW4VDNpKt/u51b7tVwncTibiqWqb2RPxOaBE1a1G2s0R6BAYfzTALWdi7ET5RJvyrXzcvpvjSMKE2AQkdI48N/6G4V+NjPMAt0cWUWE+8h8Wo2AZE4vsZ/OVMYnbAfqNkFh98AXMm6LhzLl4vGAHa21o1iWE3/SrPBS9UYW2jnGUV3NAJWl+JHQNLgOYcHMahKad3CpJ12AolA0799OiB9Pog0qN2iwM/60tUePbZt2VQNxVv4qYkab4iPXQpSVcV41QPxMe2AlHswN5wg95YmTHR21o+kCd29oPhceFWYZZI34NKuZOcYhAd5cSkTlsXsBx47gxlzPT2Kbi6VcU+oq5zBwfOOB80oJx5wfQ3dGBZo5FrGTb8TYt95i6FvPWWbjFMxZJYlu15gq+lceE/zvbHHA4H+N2TpraTfxbmtD8D9FtbcDpiaEM8eqxvEwd3B5poa8NcMwdHzajqV2xBm2dxIAlQnyI34H7tKi+8Ul4fNsLrFR/x8TjCyrEYNNvNg3RpBPv1PUyoCdTi4JSxQyxs/HUCrFmzqsVjAqrIUyp2dkwjdWpmjgbG5cmwn2yHC3nWN/Xr7Rwu8VmydDl/HlVp4i+Gqq4xUPmBFt1t8kvEp2MnDXpvLfDavNGrmmPz76j2GdesRapuu1zMWbmFXtpBzIZASYivJQ+FeVqOxFlBIMZ6x6erSkSXzHI+rnIcdaLw1WMfGNRmkTPxq9/OseX+8wQa4aZEWqdHe1wMJrJycis5JkCM85x0D+kK0pERFiamRFrnYx+YgQW5909fhrMjK5qtYt+wpwLVVnAp0sD063B0vn+MVpvRPbqdGV7olc4Ji0bWdPo+2XVChaf80HkzFXITI7URCKRfHOUqEX2+ixf3jHjLVOpTRTNH7gJVZH5eYYPD+MtMxR548xsLDfHKNIiAjBxClsK3whRFLPHpyKX86rq53RMCewrzpwKk9EFZztxbWdk3rkY3DmT0q0tSpReCLWySiIgEZAISAQuEwLD/t/ey9SnVCsRkAhIBCQCIyAwcF57+fr9MsT9frCwSjuI1+g2RI/XP5+ABEFCaS8vQsJ8SyC5JKSt4kMQDmu0F9RvBSannhCjvu6Kz4E+tbeipSkK0SKa+ouOMOIbt/clWWwvVEqQ3nCohwHv+4nWSax5lkL2NDCHU0KHsDwbaVP4gs+SoBBXK9DQ0ow4ntAJkla+vEOKhPgQtmiWjSc+Wo2oFq/tpHaQEqduF1NutY+AUx+/5dOA8OZGrym863BwVogFbqDz40zdMQlI4Zc6FrWvpHgx87pyXiUmrEx+v3rNYpT98gAW/64IKxYK6kwUC3ZY/cSlWhf8ydkbF4t5u0hA8lRMW182Eo7uI8Vmwb6ZscAf/PIjY3QOXapJWGEe7J9QSBm/vku64omHbSQRFyflKdtB9boCcNQ/CHUd5Mv6NeITH0/C+nbgwJEmdK9LA5HCAeZ2w8PaOvMJahedbWpi+/S0wDkNlvPek8xGexnyslag6F1vpfbN3wH/eMZp2ywDZbRVqVSO45bbol8tRt7vbYFCvPPrGfQooEIcJln2+zys+JXXjwIeKzf94rconUSy7tGEGO3uYv5fqMCgi6TPJC9BoVPc54CdjEQyt9EFlzERXnqCNNKZUwp5Ul+4DvXBgso980QJZoPEzmgVY7QgZQKLYQq3P6KSlYE/eu7OTtZF4vu3ekmdwHah79zoYQ4qw60pPtLHJzc+GSn0j5qOHlZxrXJsRnOKj7ARcr32cjxdYCXFxiLGLcavlMghYOhF+dbfwNpK8jGoRIr8bGHORVDTkLftrWdY70Lh2kdDPoehR8ntJlBMvoPsmK6cP88RkSBM1v8kjo3lBkjdEAX+QoYY+YtbwSL5jkBfijWxZZ0PHL+4uBK4Jt8ZiD/7mqw+UmTtBwtQUGFXrgNgjjZ4z3xRnskPiYBEQCIgEbj8CFzM/w25/FbJHiQCEgGJwLWOgPZuZH62AmXiRdr7Fstf7QFexzHaw3lCUEskEgLeowagvHwK/CinSQSiSUJIvKQPzJ8e8IIaKKS7Oy+0MPrnYBOyZ4xDv+hP+6/HwHkmPecLhJ4SU4Qv4WNQJM2E6VhGffuOWhHB0/nESZPenFvjGKmkxModtCKugJTOrpTwxqS3jzmqml5jQvgBjYAUYxMgMwosZAljbkK20yq9UzlIJgycGwSxcHsQVUFbBRGm1Ab4gr+HCTGxyo3lDjEmzv9vK9D/RAdstloeOrAPjzPXV47FhOgPPFh6s79dqKukdDEbi1F19DgS3iCJyBxqIqKsWS88IkZjtRNBLaho3KHOp9evGPGEMXHKPA6Jlb4v7Xoo2ePPL8MPnrDCvCQX+x6eh6Rb6PedFTDNWhFCyyVWcQ6b36WONbR/DA+M4OWBgp04/qzFn2PNzmg8TMcsRjA2v1GkEHSCqAiniJxkpnk59IFF2FGcjZSkJCTEdGB1vJoDLhwdigzzxi27ReQSNCN31z7Mm5GE6Tx8oWKliQn9w9XSgZ3pJuRwvIt+uRvZ6dOJLaP8DjHSUpc/UDlN8m9q5JvXc0PPlfep8GWV9g1licAg95X3GSE1e/BjJiuPZW1P5+BILn3+fEOUSkwl3s9cWYyy+swtIoNEuYHJ1dm36zwmCu6M5MZoFV0Al18lQ5+E2w/qRjG2l4n2Se6IAYVZXIxYcncJwiu49KCHvx16DNTwME3uixZsJhGG25h/a+UcH0nmrC3EM3tag5Up9y1lm0mEAVkbt2EOI8qUwiT2hWufgdIizLkIqTyoMmqimK9+ZKxZj0TD50oclyoi5svAoUSQOmxXq9xD/AgG6IwCm6nEX0B9iJsgfcZIjnXQhOnbBT+MwkStL3driUKEmZduDIgSrNm1Dnvf1+uQ1xIBiYBEQCLwZSBw/ZfRiexDIiARkAhIBIZAQEQ5hCjjbprOeBtu/2jvRtxN3Jp3s/o3cHwLpieZYP1wANEkgkSM1wv7bT4N3fYyNRm+eLnmFiwRj2Jdy22EuveDjjqrstUQ40L37VOmXcTNmKdcie2QsVM0W6bE4fhWJuq+JV/bJhnc6iLutTdk7/Yqv4ZY/P/tXQ1MlOcd/9l4KZBOIbLlLpGlMBeFYOJRteNaE8XRxGOtDVQTjlWT3mmcd5ioaNdy6Yw7bOaoXfhoKQWbugqpihE3zmS2amI9mtpxTTSgaStJS3Jsc4FaC3SYdr/n/bh77zi8s0or9nkS7n3u+fw/v+d5X3h//D9sdaUIvuiBly/q7mJrpIrmXqV0Gu9/sUrRWistFCtOMj1gQdFitv2QVJLZHMY4e6wbObl5qDkRn+JLZm9uJgG3JW5KjHMK8gq59g9d6PhoODxGHyMtCn05kVK4JpE8r/jD/Kn43v031dQ1heeir92FGTMKaAxnRuGKUmzf04HQ8WrRDEM0I7xpEnv0oA21xM1rtynO72vXCconOiXGiGtZIk64H8MkvrL1czV3DC+RrMrZEy0/JrlPjLPGx3UYvacFOlZGSvUxImMRrPPILjDCaNyUxDxx+8UU2hcK0tGM0kNuXv0khxrRr92DPXUrYVtoQcHaEi3ohBvb16jnVqFw/jMW2bsbIfQayKkQo1KK1PBGB9zlJNgWZcNMAm6S1ShtjR860Tw20KucGWvdQfg2OFBEczgzz0a/YS5jv7j56yGcIhEmTCA79jhhX1GI7LlmDNHkc0LivRQyPINOHVY1MVPFM0grHxY22Vrq/7hXz0646hhMqBAF9+VgYRaV5/7RpkRaNLa5GPyMX8nakpgw5RQomkGfMtpkFjV9FsxfoP3k4GqQURgxB2mGv5BNJhJkCZLQ8pksCRJq/J9tOPPf6BbBY50KIfPzzGgNMF2+zjc7Y3gXRkx8qx0fXLkWGSjMcJnw8BIu/soRRvaNVIvc5++0K6TrUlu01lS41cioIsf8JYxUGS5khuXh/3wYy5kfvTbCz1/gEZ0IE/X33cCozgUluReiW6KUY13IJuO4PGiic3t9r8Q1FRfOXWAQ4MxEQ0yo18WcUDEFBfpc4yMCMxMKfpUTNcsIHf7j/qgi+UUiIBGQCEgEvgcE+FeBTBIBiYBEQCLwQyHg2uZC/7wUzdePkIIvhL90oKGyCNufEyRPBXUkQnh3M6Mjnu9ACV+qgWoUso95QQUaFlfBs5ERJS/UMhJVPzw71ZdMZT0zs+E87kbNE40kUYCueicyPj8F29oqVtvhVXz4RF5ARS6WpxFl6YvL6KWKRJQjDxjgS3ixBT37fXDVk4Sr9ClaPbpWUGQ08X/8mKRVxs4RbkUix74KcNHEbIxRLI3tcpcIQk4ldOyF0RpbBcUkVYQswnxygbFXeORJMukoo78tj92LPNMYOs66YfmyBz67qjGkEmuRFYmcMnp6YcK9iTehisdRVG32INsoJjW7csur4V6WGGdU0t/bCzaaFmYguLcB2UOnFK2u8HwPUtOqEiipr4AtZRSNPBuhEz6UUTNKkBYl1P5JucHDQOpwpcODruedsIz3oXF3DcusyDXHJ0j1vVTRMMO+uRRVSsRCkiCLzOHpw5kkMMouJ1FEuSpyecIPvYuiLO5BZYkS9dH9uLr/usls4wse4HduOFdMJDsT4Zq7iFIx4mIrI9S56Z+sn6adJRvFeg1JI2T0eSpUTtHQQM2Gz4ChRsVEKxjoU0jZarO6wblrarmmRpTVe5BzmMT1fpqWFnLdr9PMlN+VtLtC0awTp8sioDzsgfOPKXAuykDgVfrHEo1IVImUMU/RNYO/uRUFm0mGfxyA7wlX2PzTKIsxr2g6sv/RV7x4CcSR97BIwRMH4V9SQdPhfhwk9joqUX2VlnE+eL8q0jACa+uJAtjIwwRIOCrPhQnNa6iJB7zLqLPDJ3keha8+RogtncdVD6iyVC1jBM1DfEYNB1AWuz/aeEIui8DgQ0FsxU/29avh93WifosPq11PYeGcG3jv2Js4o5nzXeq9Bqs1B+vW5GPX4SPY0TyOLWuWY/Y3gzjd9ir8F69hqWsFlgq+QlPnuszIisLE8FM8jIU6s6FNrzQZv4yTgXMYoTlfvqMcC+ISG9fQ/vxWhBzr8GgOSZx3jqDzfUZvpC8xO7EbuWocWJfPj61/+gLOJ5fCNEL53m7HxSFg+aLVWEoWcfxr9rtM/2LnP8OlyyZGPnRgQRejTPq24gvOYzWbMBg8ifbTlxi+sFiJNhlXHypttqJRF3ybmoqW9Zh//1e4ePYIWrvYj+SNiKCon0Ft2cjkPxB4gtB0PIj1RfPx1b8v4khjK5QeQ1eVZsntRTQRqI8fdc1aTQ2+kzhymJEyxzfBsWw+/sf52nkfXBxKQ2aRXSE3o/rcwpe4WnvJ9L/FjmmZgrQbx+HmTlh+W6yduXpFw06YegquNIqMTEYG2UYiIBGQCEgEvjMCkgz7ztDJjhIBiYBE4LsjkKKrsZxoDb+AhkdbU4RaEhpFe06hy1KFki1VWPm6VruqGoFmn+L0WmieuM+HkPG8GxXUjBKv1tXNLUCzKzxm9uMN6D2UjTwSYCWFGlG2yo2uOh8KxbuMnh5IjSKf1OIMoVxGxQAzqod6kb6zgmRbmfKyL+qFaVTtbhJRSlIdshg5ntRYXoWDCSqjb9LfPOnIW8HxSOgFBp0oMsiXnq/5oS7HOgAAButJREFUX1pci4K52pTaxUyizMoVByvtGqkQXY+ZRqnUOotGLpiJZ68/HRV2D8qWtWodS9FylqTTg4ZxYvBJvDeGvlo2Q8PDTyIkNpUWboebQQ4S4kySqWuoBzUbnfDuJEFEg9eWthYcdZDA03C17wuh46duEg4u2Gg6KpK9sgENe9xqoIVFTgT298P2TA1KTuiy2NFCn2tGzNWe6qcqu0U9DyzKLXYSc5KTzzkiJqvKYbHCkq4uNCFGc+0Y6utC1dMlqFq7Mjxd9X4SPI+rhGcKtdB8JEi91CRy9VtRdj7a95TolBDXzQG4T9pIDKpEm+IfjZgFiVnryQDGNuQidp7f/DVVlcd4dmLOgNpAu0fUL+g7fVDJFSiaYSKbgtK6UQR4tnxrPSQQNQKMNaWVbmR0N9Jvlw0zaCoaanPDvrsH1Z8UoIZ7p1C/a3wkxjvg+UQZFuZlDrRUBkg4ueDX9tZdx/vwrAtVJNdC9ONGRJTG+iNG+UKn9U7eq0dfIBn7zBiKvuzic0SYM4ozoFJgVp6RlrVBuHa2oocBOqz5sTcwR0oRY5ONURKDN5xtQccyF1x2bV2L3WgRRPkzXvi7Q3Dma8T1Bh+qB7xYadXnaoF/n0N95vAc9LRVo8BRA9dalfD2NZNE3ChIez1F1iQwWPevv+sVE69ZduzdZsK+epJNLS+jU7Qw5aC8cg2C9a0kji6hnE7MLb+uxLOmA6hv64SPDvPVlIniTbvwlFUjaOhrq5hmlJ3vd+LA+/Ti9ZAFK7IMDyZ2mm+jWSG1bTvfPMBvs5C5imRYdBOFU5u1bB0cc3rQ1NaEM+pkyHxoNZ7duFz5phIlWgUvEfnOoWnfObXClAn7pq1Yna9SJo88tgAfdH2AA3zsI8OKx1CMrS9tRetfXsMZwzxZnGfLRrtGtJA8UuGMTEYtrm3ecuzytaPpDzu0uYjZpnK819SOUIiaaGYNE61X1qptKB/chfauJuzoUgtzVpSDPdD+UUhxBj8ryb2ICGLMRf+iKN62F6a36tF+rAnBY2o708/y4dxTiaViPd+ohJ5xBDXPceKQkyZW6vSjSuzF7TmxUJSIzkzRexYHV7WZ0lyZi6Se13EVvjY/fL9X7xlTznI414/jAM1RQyQds7TfTVpXeZEISAQkAhKBKURghohPOYXjy6ElAhIBiYBE4HYRoPPzYf6RLF6s04XHaj0NdsO7J4CK3dsjTuMZIbHMlIex5l508SU/nETkOcURfswY4QZJZhgxblg0pTlZ+lT80U5fRgUZNmTv71V9pSUp1m03u8GIepqJYLpG5iQ15mR7k1TnmzSaBOfB90iqdGfAt6M04hvtUitm5LrQcmGI5IOBwOB6hrmuSffqTp2JmyxDqUoCo2GuV6QU+rPTTfmUAv1DrEOk6PdjtSzJTxHtcIxtb7q/tzMPHdJ7SbrUMHrrt3U6SRwtnJBBWQPNA9V1DqO7nYTYQBFaqA2pp4SyaudjUrz0gWKvsevTz8Dt3M8cU713Ej9b1H3ms8NwTMMi3glZwoOpmXGan9GlPNIe0NiLmHr9qzBTM9Hc0HT/zdvp7W/tOoID2+moP38TGkQU2G/omF2ESzSlIS0OSRNv7JHrXAVFuyX5vh7BNfo+S51NB/j3xRs1ftnIEIkvmoUmwizcW5mHUUNnp910nmT3IjzuZBkFP4qo7Ndkje7ycq7h2hejmJk2K+kzcJevSIonEZAISASmBQLXrysvVGFZJRkWhkJmJAISAYnANENAI0GwyocAtSzMGKTmh40aIvSrdfwKGjTtmmm2KnT/mSZXO224Mk4zwNsgP6bbupORt+8N+mmjeaJ990HUPk3yZCAIL80rhT5NV/+30dpsyQwo29wxBAZP18BS5JX7cMcQvVcGUsmwIMmwlwUZJpNEQCIgEZAISAQkAj8IApIM+0Fgl5NKBCQCEoGpQaD7DQ/N3XRTN3UOd3MADRsiWiZTM/MUjnqd2m0/yUN/XQ966BxfJgMCNwbRus0e45fJSrNOP5yPxthmGbrJ7BQjQK0wD7XCAnsD6DFoeE3xrHL4aYEAyTDPVpyb78RrlUunhcRSSImAREAiIBGQCNyLCEgy7F7cVbkmiYBE4MeNAM3hBq8OYXRmKv0nmafGfPH7Rnh4EP1j6cjWHJF/39Pf7fONEZ/Q8ChSuefpdGQd17Twbl/EvSQfTfwGB4YZbVUSkvfStt6xtQx9jktfz6EvMdXX1x0bVw4kEZAISAQkAhIBiUDSCEgyLGmoZEOJgERAIiARkAhIBCQCEgGJgERAIiARkAhIBCQCEoHpjkAsGXYLLjWn+9Kl/BIBiYBEQCIgEZAISAQkAhIBiYBEQCIgEZAISAQkAj92BP4PLo4EdlzNDyAAAAAASUVORK5CYII=" width="640" /><br />
I often wished I had more time to write responses to the students, but I think the act of reading and summarizing was enough to effect a great deal of learning.<br />
<br />
At the end of the trimester, I asked for feedback on a Google form. I got some great feedback from the students about the reading requirement:<br />
<br />
"Readings gave me the confidence that I do know the language pretty well,
and I also noticed the time it took me to read passages that are the
same length went down."<br />
<br />
"Reading new types of literature, like plays, have helped me see what more
conversational Latin is like, so it's made me more comfortable with the
language."<br />
<br />
"More comfortable with words taking on multiple meanings, and am looking
to recognize things as dative/abl. absolute etc. Realizing not to read
from beginning to end of sentence, but look for how clauses are
separated and move around."<br />
<br />
"Reading the <i>Aeneid</i> has definitely expanded my vocabulary. Both texts
have made me more comfortable recognizing things like indirect
statements, purpose clauses, relative clauses and idioms. Writing the
summaries of my re-readings have helped me to construct these things on
my own." (from an AP student)<br />
<br />
"It helps reading a passage that flows, especially with dialogue, so we can see better how to form writings of our own."<br />
<br />
"The readings have helped me to understand new vocabulary and to
recognize new sentence structures. This allows me to be more effective
in other parts of the class." <br />
<br />
<a href="https://www.blogger.com/blogger.g?blogID=7045927539398152863" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><a href="https://www.blogger.com/blogger.g?blogID=7045927539398152863" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a>I definitely learned a lot from the trial and error of experimenting with the readings, and I believe the students did too. In the end of trimester survey, I asked them to reflect on their own time management, since this requires a lot from them. Some said they managed themselves well and even finished up before the end of the trimester (I did offer extra credit for additional readings in case this happened), even more students noted that they would manage themselves better in the second trimester. I'm also trying a couple of new things, like posting a reading assignment at least once a week on our online assignment postings to help students remember. One piece of evidence that they are enjoying it and learning to manage the reading expectation better is the number of students who have been posting on class GroupMe's that they have been reading over the break. Overall, I'm very pleased with the culture of reading and re-reading that this has started in my classroom. - Parvaparvaluongohttp://www.blogger.com/profile/06542224156619746850noreply@blogger.com0tag:blogger.com,1999:blog-7045927539398152863.post-43655709208851905232016-11-17T19:11:00.000-08:002016-11-27T16:43:17.418-08:00Lacernella RubraMy students love stories. They have been begging for a retelling of <i>Little Red Riding Hood </i>since we were at NJCL this summer. My Latin 3 class latched on to the idea at the start of this year, so I decided to use the story to acquire some new vocabulary in addition to checking on their understanding of several different uses of the subjunctive.<br />
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I began with the story of <i>Lacernella Rubra </i>in <i>Fabulae Mirabiles</i>, though I modified it limit new vocabulary and to fix some of the grammatical errors (e.g. <i>domum</i> rather than <i>ad domum</i>). <br />
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In class, we started with a <i>dictatio</i>, which I always have kids write in their spirals. Once we got to about the second sentence of <a href="https://docs.google.com/presentation/d/1M6DKiF3truppqLJ_gt-WfjoVkkhQZFABEbyXiUzmFKc/edit?usp=sharing" target="_blank">this dictatio</a>, the students began realizing it was the story they had been requesting. (Thanks to Bob Patrick for the template I used for this.) It helped that I had defined the new word <i>lacernam</i> on the board for them. Even the slowest processors of the group had figured it out by sentence seven. The amazing thing was how palpable their excitement was to do this story since it was their idea. <br />
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After going over the meaning of the <i>dictatio</i> on the second day, we watched <a href="https://www.youtube.com/watch?v=RT-EwqgHqCk" target="_blank">this video</a> while I narrated the story in Latin, asking questions along the way to review the vocabulary and to check for understanding. <br />
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On the third day, after this quick vocabulary check, we explored the middle part of the story with <a href="https://docs.google.com/presentation/d/1Euc31cdi6KignEqJX303AAVVCRBbQwEA4WN1BLhzr4E/edit?usp=sharing" target="_blank">this second dictatio</a>. The most interesting thing about this one was how students reacted to the indirect statement on slide two and to the indirect question on slide seven. Many students had started to punctuate those slides with quotation marks. When they weren't present as we checked their work with the slides, I was intrigued with how they asked much deeper questions than I have had students ask before after direct grammar instruction about those structures.<br />
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On the fourth day, an administrator came to observe the lesson. We started with a quick <a href="https://docs.google.com/document/d/1Z7wE1lFbWjyokuG8hWHOAjuQ8xINk_E-uQTLY62Xf_M/edit?usp=sharing" target="_blank">vocabulary assessment</a>. I've adopted the strategy this year of allowing students to go over their work with a partner seated beside them before we check as a class. I've been pleased with how this both gives students more repetitions with the Latin while also making them accountable to each other. In an end of the trimester survey, most students reported that they were more focused on mastering the language this year, and I partly attribute it to this change in practice. After the mastery check, I had students act out the story, while I narrated, asked questions, and fed them lines to say. The students continued to be engaged. We finished up the lesson with a quick Dance Party USA translation activity to review the story. I had asked my administrator to pay attention to how much of the time I spoke in Latin, and he reported that he estimated I did so 60% of the time. I was pleased with this progress as I was not speaking nearly that much Latin at this time last year; however, I am still hoping to be at about 70% consistently by the end of this year. The administrator did think that by time we got to the Dance Party USA part of the lesson, the kids were tired of translating and going over the same story. I think that part of the reason that section of the lesson fizzled because my sound board wasn't working properly, so I wasn't able to play music as effectively as I had hoped. However, I am sensitive to the fact that a lot of my Latin class is often listening to, reading or otherwise working with a text or story. This is an area I need to keep working and pondering. I know my students are gaining proficiency from reading and rereading, but I need to keep working to make sure it is never monotonous.<br />
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I wrapped up the unit with <a href="https://docs.google.com/document/d/1aWzgDjAKea4XCna3iFjt_YtBJZbOORuMb1jjOY_FoE8/edit?usp=sharing" target="_blank">this assessment</a>, or Celebration of Knowledge, as I call it. Two things surprised me in a good way about this assessment. First, I have begun the practice of allowing students to work with a partner on the section they identify as most challenging for them. (I pair students up after both identify the same part as challenging.) They work in a different color pen so that I can see what they did on their own versus what they can do with a partner. I've been struck by two things as I've incorporated this practice:<br />
1. Working together with someone else who is challenged motivates students to persevere and stay engaged with the work longer.<br />
2. Students who are my fast language processors tend to work on the assessment for the whole period without help from others.<br />
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The other thing that surprised me about this assessment was the extra credit that I gave to students for identifying the type of subjunctive clause. Many of these had been taught to students the year before, but I had never directly taught the terms "fearing clause" or "conditional." The students had asked about the fearing clause in the story during one of the many times we retold it, but I don't believe we had talked much about conditionals more than in passing. A large portion of the students could identify the use of the subjunctive, and several were about to identify the conditional and fearing class. Most importantly, at the end of the assessment period, one student came up to me and said, "I can answer all the questions, but I still don't REALLY get why these verbs are subjunctive." When I explained it was because they were secondary or subordinate in the sentence, his eyes lit up. The lightbulb had gone on.<br />
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This was certainly the most effective way that I've ever "reviewed" subjunctive clauses with kids. Their desire to hear this story made them much more eager for the lessons, and they had a much greater need to understand the grammatical structures than if I had taught them in a more direct way. - Parva<br />
<br />parvaluongohttp://www.blogger.com/profile/06542224156619746850noreply@blogger.com0tag:blogger.com,1999:blog-7045927539398152863.post-22451886298510238422016-10-28T12:20:00.003-07:002016-10-28T12:22:43.375-07:00Initium ScholaeI had a former student who is starting her first year of teaching text me a few weeks ago for some start of school tips. Her text got me thinking a lot about how I start the school year. I first thought about what kind of advice I got twenty-three years ago when I started teaching and how different my teaching is today. I was told, "Don't let them see you smile until November." Conversely, my advice to her was, "Smile..... Have fun with the kids and be generous with yourself." I added, ""Think through your procedures. Be firm but kind when you enforce them. Do enforce them." I find that the procedures in my room fall into place these days without much elaboration on my part. Through a variety of means, I communicate clearly to kids that their enthusiastic participation is expected each day. My students comply with this expectation cheerfully. I suspect it is because I let them into my world soon into the school year.<br />
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I almost always begin with a slideshow about my life and my summer that I tell them about in Latin. Typically, I tell the story in Latin and check for understanding in English. There are lots of pictures of my family, friends and pets, such as this one: <br />
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For the last two years, I have expanded this activity more and more. Now, I spend about a week telling and reviewing my story. I now circle information in Latin and still sometimes check for understanding in English. I add details a little at a time and reinforce target vocabulary daily.<br />
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After the students hear, read, and know my story, I now ask each student to share their own slides shows. Students spend several days writing short stories about themselves that they typically illustrate with Google slides, though they are allowed to make videos. They work in partners and then with me to make sure they are communicating what they want to say. The final product looks something like <a href="https://docs.google.com/presentation/d/1fRtc13lJuepzLYRJ4vKf1PrvaEypPFzybsDstrEhMPs/edit?usp=sharing">this example.</a> Then each student presents his story verbally in class, and students get a script of each other's stories that they can use for reading.<br />
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I find that these activities are not only an easy way to get back into Latin, but it also does such a good job of building community that we reap the benefits as a class all year long (and really beyond when it comes time for class sign-ups for the next year). - Parvaparvaluongohttp://www.blogger.com/profile/06542224156619746850noreply@blogger.com0tag:blogger.com,1999:blog-7045927539398152863.post-55633898835004299462016-10-20T06:26:00.001-07:002016-10-20T06:26:26.077-07:00Circling with Pets<br />
"Circling with Pets" is quite a strange title for an activity if you aren't already familiar with the <a href="http://www.benslavic.com/circling-with-balls.html" target="_blank">Circling with Balls</a> activity. Our school has a culture that already emphasizes athletics in many areas of school life, so I chose to focus this lesson around students' home lives instead. (Also, I personally am obsessed with my own pets and don't "play" a sport, so this activity was much easier for me to model authentically.) This lesson was designed for the first two days of our 6th grade language carousel, a 4-week sample course before students make their language choices for middle school.<br />
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I passed out a blank piece of paper and gave them these instructions on the board.<br />
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Side 1: Draw a pet you have or want to have. quod animal habes, vel habere vis?<br />Side 2: Draw your family. qui sunt in familia tua?<div>
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I modeled this with a drawing of my own pets.</div>
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Once they're finished, I went around the room asking questions about students' animals. I wrote</div>
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<i>habes/habeo</i> and <i>vis habere/volo habere</i> on the board and their English meanings. My students already learned the words for mother, father, sister, and brother in Latin last year, and I circled with those as well. I also wrote <i>MAGNUS </i>and <i>parvus </i>on the board in Latin in different sizes to show their meanings and asked questions about whether their pets and siblings were big or small.</div>
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At the end of class, students turned in their drawings to me and I created a slide for each student that described their family, the pet they have or want to have, and said whether they were a boy or girl. </div>
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Here are some examples:</div>
<br /><i>ego sum puer. canem, nomine Lucy, habeo. in familia mea, sunt mater, pater, et frater, nomine Nicholai. quis sum?</i><br /><br /><i>fratrem, qui semper Pokemon Go ludit, habeo. mater et pater sunt quoque in familia mea. canem parvum, nomine Sam, habeo. sum puella. quis sum?</i><br /><br /><i>ligrem habere volo. unam sororem et tres fratres habeo. unus frater est infans. sum puer. quis sum?</i><br /><br />(Yes, this kid wants a liger.)<div>
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In class the next day, we did choral translations of these slides and guessed who each person was. The students were able to hear many repetitions of our target vocabulary (family words, <i>habeo</i>, and <i>sum/est</i>) and get their moment of fame.<br /></div>
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