tag:blogger.com,1999:blog-31272968652647407312024-03-06T05:08:13.190+01:00polskipogodzinach2Reaktywacja polonistycznej piaskownicy leżącej od lat odłogiem. Reanimacja nie objęła niedziałających linków, starych podstaw programowych, itp. Systematycznie dokładam literówki - może nawet kiedyś je poprawię.
Blog powstaje z myślą o moich uczniach, stąd niektóre wpisy czy sformułowania mogą się wydawać dość...hmm...
Cóż, taka hermetyczna piaskownica :) polskipogodzinachhttp://www.blogger.com/profile/04750628829384894489noreply@blogger.comBlogger64125tag:blogger.com,1999:blog-3127296865264740731.post-67959925027575514292020-05-14T04:22:00.001+02:002020-05-14T04:23:21.614+02:006B - części zdania pojedynczego - orzeczenie<div style="width: 100%;">
<div style="height: 0; padding-bottom: 56.25%; padding-top: 0; position: relative;">
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polskipogodzinachhttp://www.blogger.com/profile/04750628829384894489noreply@blogger.com0tag:blogger.com,1999:blog-3127296865264740731.post-54116871661722409252020-05-14T02:21:00.002+02:002020-05-14T02:21:19.789+02:006b - Części zdania pojedynczego - podmiot<div style="width: 100%;">
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<br />
<br />
PODSUMOWANIE:<br />
1. JAK znaleźć podmiot? <br />
- znaleźć czasownik i zapytać, kto wykonuje czynność, o której mowa - to nasz podmiot,<br />
2. Jak odróżniać od siebie podmioty?<br />
- nauczyć się nazw i definicji<br />
<br />
Resztę utrwalą ćwiczenia. <br />
ZADANIE<br />
Na początek zad. 2. ze strony 247. - interesują nas tylko zdania
pojedyncze, czyli takie, w których jest jeden czasownik. Zapiszcie
wyniki poszukiwań i ich nazwy w zeszycie.<br />
<br />
<br />
Zapiszcie też, proszę notkę w zeszycie, żeby przy wykonywaniu zadań
online, mieć ją przed oczami. Użyjcie kolorów, żeby wzrok miał się na
czym zatrzymać.polskipogodzinachhttp://www.blogger.com/profile/04750628829384894489noreply@blogger.com0tag:blogger.com,1999:blog-3127296865264740731.post-87845618351073311832020-05-13T02:06:00.001+02:002020-05-13T02:16:14.716+02:00Ćwiczenia ortograficzne<div style="text-align: justify;">
<b id="docs-internal-guid-357c82b5-7fff-c638-a871-79265276670f" style="font-weight: normal;"></b></div>
<div dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;">
<b id="docs-internal-guid-357c82b5-7fff-c638-a871-79265276670f" style="font-weight: normal;">Pytanie stare pewnie jak pismo: <b>po co komu ortografia</b>? Nie można tak, o... ze słuchu? Fonetycznie?</b></div>
I teraz uwaga, <b>no można</b>. <br />
<b>Ale</b> (jeśli w szkole na coś pozwalają, to wiadomo, że gdzieś tkwi haczyk ^^)!<br />
<div style="text-align: justify;">
Możemy dywagować, czy więcej zależy od kontekstu, czy od zapisu, jednak różnicę zauważacie:</div>
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhkShT1UgLYwkeaRC8kI9DtZ9K8gBqO6T6SLS_EflQlGLtYoKbB8b1QzwRV3YC_i9FB-iEaXYwqPde1fJsXwnPHBx_4QutrswX5__CN1sOJ9CcmugKGe12S20C1Yqsc7M5HIVgn6PTm1g/s1600/12027211_977608205630433_1416490772552889189_o.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="755" data-original-width="1000" height="241" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhkShT1UgLYwkeaRC8kI9DtZ9K8gBqO6T6SLS_EflQlGLtYoKbB8b1QzwRV3YC_i9FB-iEaXYwqPde1fJsXwnPHBx_4QutrswX5__CN1sOJ9CcmugKGe12S20C1Yqsc7M5HIVgn6PTm1g/s320/12027211_977608205630433_1416490772552889189_o.png" width="320" /></a></div>
<br />
<div style="text-align: justify;">
Tu akurat mamy do czynienia z <b>homofonami</b>, czyli wyrazami, które różnią się zapisem, ale wymawiane - brzmią identycznie: róże-rurze, lud-lód, brud-bród, stuk-stóg, rąb-romb* warze-waże, marzę-mażę, masaż - masarz, buk-Bug-Bóg, kolaż-kolarz, chorzy-hoży, karzę-każę, Chełm-hełm, morze-może, jeżyk-jerzyk, hart-chart:</div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhZATesfrTkyClffI2YAn33tBvtWlXqWnlQsJJGHojMlAzFe8HUFnuVOKTDpn5P_eClV5WhU5QS8J1gvwDRu-LeJEC0sAP9XphbwfxGyN6itPO_phNoRElWzh0etDTAqTB0yIAJHh2X3Q/s1600/12522944_1070091453041280_5254065075587008287_n.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="494" data-original-width="670" height="235" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhZATesfrTkyClffI2YAn33tBvtWlXqWnlQsJJGHojMlAzFe8HUFnuVOKTDpn5P_eClV5WhU5QS8J1gvwDRu-LeJEC0sAP9XphbwfxGyN6itPO_phNoRElWzh0etDTAqTB0yIAJHh2X3Q/s320/12522944_1070091453041280_5254065075587008287_n.jpg" width="320" /></a></div>
<div style="text-align: justify;">
Więcej o homofonach znajdziecie <a href="https://obcyjezykpolski.pl/homofony-zmory-dyktanda/" target="_blank"><b>tutaj</b></a>, a o harcie ducha <b><a href="https://synonim.net/inaczej-hart+ducha" target="_blank">tu</a></b>.</div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
Tyle dygresji, teraz do brzegu. Zatem możesz ignorować zasady pisowni, ale wtedy może się okazać, że staniesz się bohaterem Wykopu, np. tak:</div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
<img alt="Podobny obraz" class="irc_mi" data-atf="0" height="320" src="https://www.wykop.pl/cdn/c3201142/comment_ZIVcosGWF0UGtybzYQmiKQ0D4fETgn7I.jpg" width="239" /></div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
albo tak:</div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
<img alt="Zima idzie pamiętajcie o trzapkach. - SanchezYZF - Wykop.pl" class="n3VNCb" data-iml="8899" height="166" src="https://www.wykop.pl/cdn/c3201142/comment_DpvF6Qt2o1xlUefbnMusQQbXyPsrnGTs,w1200h627f.jpg" style="margin: 0px;" width="320" /> </div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
Inne przykłady alternatywnego podejścia do kwestii poprawności językowej odnajdziesz <a href="https://polszczyzna.pl/perelki-polszczyznowe-prosto-z-ulicy-czesc-4-wersja-na-slodko/" target="_blank"><b>tutaj</b></a>. Takie błędy mogą się wiązać z reklamacjami i stratami finansowymi. </div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
<b>Im więcej znasz słów, im zgrabniej się wśród nich poruszasz, masz większe szanse na to, że znajdziesz obejście, które pozwoli ci użyć innego wyrazu niż ten, którego chcesz uniknąć.</b></div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
A co z diakrytami?</div>
<iframe allow="accelerometer; autoplay; encrypted-media; gyroscope; picture-in-picture" allowfullscreen="" frameborder="0" height="315" src="https://www.youtube.com/embed/T2iISWltdzc" width="400"></iframe>
<br />
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
Tak więc możesz, ale gdybyś jednak chciał poćwiczyć, polecam kilka miejsc w sieci:<br />
<br />
<a href="https://dyktanda.online/app/" target="_blank">DYKTANDA ONLINE</a><br />
<a href="http://dyktanda.net/">DYKTANDA.NET</a><br />
<a href="http://www.ortografka.pl/" target="_blank">ORTOGRAFKA </a></div>
<div style="text-align: justify;">
<a href="https://play.google.com/store/apps/details?id=pl.ortografia.maksi&hl=pl" target="_blank">ORTOGRATKA</a> - aplikacja na telefon<br />
<br /></div>
<div style="text-align: justify;">
Ciekawostki dotyczące języka polskiego znajdziesz też <a href="https://polszczyzna.pl/dyktanda-i-quizy/" target="_blank">tutaj.</a><br />
<br />
Czy wiesz, że istnieje <a href="http://www.dyktando.info.pl/" target="_blank">OGÓLNOPOLSKIE DYKTANDO</a> ? </div>
<br />
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
* suchar:</div>
<div style="text-align: justify;">
<i>- Co mówi matematyk do drwala?</i></div>
<div style="text-align: justify;">
<i>- Romb!</i></div>
<div style="text-align: justify;">
</div>
<div style="text-align: justify;">
<br /></div>
polskipogodzinachhttp://www.blogger.com/profile/04750628829384894489noreply@blogger.com0tag:blogger.com,1999:blog-3127296865264740731.post-34817002425525340062020-05-04T23:41:00.000+02:002020-05-04T23:41:48.930+02:005.05. - 7a; Charakterystyka - ćwiczenia redakcyjne<br />
Zadania, Janiołki, na cały tydzień. Zachęcam do rozplanowania pracy tak, by nadgonić i czytanie tekstu, kto jeszcze się z tym nie uporał i minione notatki. Nadal dręczymy bohaterów Sapkowskiego, szczególnie Korina i Visennę. <br />
<br />
1. <br />
<br />
<br />
5.05. <b>Charakterystyka bohaterów opowiadania Sapkowskiego</b>: gromadzenie materiałów – przedstawienie postaci i wygląd<br />
<br />
<div style="text-align: justify;">
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<![endif]-->Korzystając z tabelek (linki niżej), w których zamieściłam cytaty z opowiadania Sapkowskiego, napiszcie dwie pierwsze części, czyli dwa pierwsze akapity charakterystyki bohatera. </div>
<b>Panowie biorą na tapet Visennę, a Panie - Korina</b>: <br />
<b><a href="https://www.pearltrees.com/s/file/preview/219591021/sapkowski%20bohaterowie%20przedstawienie.pdf?pearlId=303798761" target="_blank">link 1</a></b><br />
<b><a href="https://www.pearltrees.com/s/file/preview/219591019/sapkowski%20bohaterowie%20cechy.pdf?pearlId=303798756" target="_blank">link 2</a></b><br />
<br />
<b>PIERWSZY AKAPIT - przedstawienie postaci </b>– w tym akapicie <u>koniecznie</u> podać należy też autora, tytuł, czym się bohater zajmował, itp. <br />
<br />
<b>DRUGI AKAPIT - wygląd bohatera</b>: można dodać, skąd wiemy, jak wyglądał – czy tę wiedzę daje nam narrator, czy inny bohater?<br />
<br />
<b>2.</b><br />
5.05.<br />
<b>Charakterystyka bohaterów opowiadania Sapkowskiego</b>: gromadzenie materiałów – cechy charakteru+dowody<br />
<br />
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<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 6"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 6"/>
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<w:LsdException Locked="false" Priority="19" QFormat="true"
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<w:LsdException Locked="false" Priority="21" QFormat="true"
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<w:LsdException Locked="false" Priority="31" QFormat="true"
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<w:LsdException Locked="false" Priority="32" QFormat="true"
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<w:LsdException Locked="false" Priority="33" QFormat="true" Name="Book Title"/>
<w:LsdException Locked="false" Priority="37" SemiHidden="true"
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<w:LsdException Locked="false" Priority="39" SemiHidden="true"
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<w:LsdException Locked="false" Priority="41" Name="Plain Table 1"/>
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<w:LsdException Locked="false" Priority="46"
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<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 2"/>
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<w:LsdException Locked="false" Priority="46"
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<w:LsdException Locked="false" Priority="46" Name="List Table 1 Light"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2"/>
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<w:LsdException Locked="false" Priority="49" Name="List Table 4"/>
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<w:LsdException Locked="false" Priority="46"
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<w:LsdException Locked="false" Priority="52"
Name="List Table 7 Colorful Accent 6"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Smart Hyperlink"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Hashtag"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Unresolved Mention"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Smart Link"/>
</w:LatentStyles>
</xml><![endif]--><!--[if gte mso 10]>
<style>
/* Style Definitions */
table.MsoNormalTable
{mso-style-name:Standardowy;
mso-tstyle-rowband-size:0;
mso-tstyle-colband-size:0;
mso-style-noshow:yes;
mso-style-priority:99;
mso-style-parent:"";
mso-padding-alt:0cm 5.4pt 0cm 5.4pt;
mso-para-margin-top:0cm;
mso-para-margin-right:0cm;
mso-para-margin-bottom:8.0pt;
mso-para-margin-left:0cm;
line-height:107%;
mso-pagination:widow-orphan;
font-size:11.0pt;
font-family:"Calibri",sans-serif;
mso-ascii-font-family:Calibri;
mso-ascii-theme-font:minor-latin;
mso-hansi-font-family:Calibri;
mso-hansi-theme-font:minor-latin;
mso-bidi-font-family:"Times New Roman";
mso-bidi-theme-font:minor-bidi;
mso-fareast-language:EN-US;}
</style>
<![endif]-->Informacje z <a href="https://www.pearltrees.com/s/file/preview/219591019/sapkowski%20bohaterowie%20cechy.pdf?pearlId=303798756">tabelki</a> należy rozpisaż wg następującego schematu (możesz to zrobić również w edytorze tekstowym, możesz fragmenty skopiować, możecie też pracować nad zagadnieniem grupowo, ale nadal obowiązuje podział - chłopaki pracują nad fragmentami o Visennie, dziewczyny - o Korinie): <br />
<br />
np. (to propozycja, dla kogoś może to oznaczać, że był dowcipny albo źle wychowany, albo coś jeszcze innego):<br />
<br />
<br />
<br />
<img alt="" height="112" 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" 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<b>- - - - - środa</b><br />
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<b>3</b>.<br />
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<b>6.05. Środki poetyckie i ich funkcje</b><br />
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Na bazie opowiadania krótkie przypomnienie środków poetyckich. <b><a href="https://learningapps.org/view11779042">W aplikacji </a></b>znajdziecie szpileczki i nazwy środków, 5 minut roboty. </div>
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Schodki zaczynają się później: należy wykoncypować (wymyślić, wydumać, rozkminić), po co środki te w tekście się znalazły, co dzięki nim zostało podkreślone, opisane, zbudowane, etc.</div>
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<b> - - - -- - czwartek</b><br />
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<b>4.</b><br />
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7. 05. <b>Opis sytuacji - ćwiczenia redakcyjne</b><br />
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<b>Czym jest opis sytuacji?</b><br />
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Najkrócej - to, co widzimy, słyszymy, obserwujemy. Nie domyślamy się, jakie motywy kierują bohaterami, co czują, nad czym myślą, co robili, co będą robić, kiedy znikną nam z pola widzenia. I właśnie - są bohaterowie, jest akcja, następstwo zdarzeń, tło. </div>
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Proszę zerknąć do<b> </b><a href="https://gwo.pl/strony/2093/seo_link:szkola-pisania-opis-sytuacji-test" target="_blank"><b>karty pracy</b>. </a> <br />
Znajdziecie tu przydatne słownictwo oraz przykładowy opis sytuacji.<br />
Opisem sytuacji jest też np. <a href="https://www.pearltrees.com/s/file/preview/219591023/spakowski%20opis%20sytuacji.pdf?pearlId=303798759" target="_blank"><b>ten fragment</b></a>. <br />
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- - - - - <b>piątek</b><br />
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<b>5.</b><br />
<br />
8.05. <b>Opis sytuacji - ćwiczenia redakcyjne</b><br />
<br />
Poćwicz, wyjrzyj za okno - opisz sytuację, której jesteś świadkiem. A może sytuacja, jaka pamiętasz ze szkoły? Pamiętaj, opisujesz to, co widzisz.<b><br /></b><br />
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<br />polskipogodzinachhttp://www.blogger.com/profile/04750628829384894489noreply@blogger.com0tag:blogger.com,1999:blog-3127296865264740731.post-18458289667010242792020-04-29T04:02:00.000+02:002020-04-29T04:02:45.695+02:0029.04. -6b: "Trzeba mówić prawdę, bo tylko prawda obali strach” - o co walczyła Malala?<br />
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1. </div>
<div style="text-align: justify;">
Wiesz już, kim była Malala, sprawdź, czy potrafisz - odwołując się to tekstu Piątkowskiej - odpowiedzieć na następujące pytania:</div>
<br />
1. O co walczyła Malala? <br />
2. Dlaczego zaczęła pisać blog? Jakie sprawy poruszała w swoich wpisach? Jakiego używała pseudonimu?<br />
3. Dlaczego ojciec Malali pozwolił córce na blogowanie i występowanie przed kamerami?<br />
4. O czym opowiada reportaż pt. "Koniec lekcji w dolinie Swat"?<br />
5. Kto i dlaczego zaplanował i przeprowadził atak na Malalę?<br />
6. Kim chce zostać Malala w przyszłości i dlaczego?<br />
7. Jak zareagowali ludzie, kiedy po zamachu znalazła się w szpitalu w Londynie? Wypisz kilka reakcji (uwzględnij gesty zwykłych ludzi i celebrytów).<br />
8. Co łączy Malalę z Benazir Bhutto?<br />
<br />
<br />
<br />
<b>ważne daty </b><br />
Dlaczego te daty są ważne w życiu dziewczyny:<br />
12 lipca 1997<br />
9 października 2012<br />
styczeń 2009<br />
październik 2014 <br />
<br />
<br />
- - -- - - -<br />
<br />
2.<br />
Jak wyglądało życie w Mingorze pod rządami talibów, a jak w Londynie?<br />
Jakie różnice zauważa Malala?<br />
<br />
Zrób notatkę w dowolnej formie. <br />
<br />
<b>źródła:</b><br />
<a href="https://www.unicef.pl/media/images/stories/akcje_dla_szkol/dokumenty/65/malala_historia_dziewczynki.pdf" target="_blank">1.</a><br />
<a href="https://www.wysokieobcasy.pl/wysokie-obcasy/1,96856,14798454,Pokojowy_Nobel_dla_Malali_Yousafzai.html?disableRedirects=true" target="_blank">2. </a><br />
<a href="https://viva.pl/ludzie/newsy/malala-yousafzai-kim-jest-niezwykla-historia-malali-nagroda-nobla-jak-wglada-dzis-jej-zycie-113602-r1/" target="_blank">3</a>. polskipogodzinachhttp://www.blogger.com/profile/04750628829384894489noreply@blogger.com0tag:blogger.com,1999:blog-3127296865264740731.post-41208901445750802852020-04-29T01:50:00.001+02:002020-04-29T04:03:01.461+02:0029.04 - 7a: Tworzymy Fakebooki bohaterów opowiadania Sapkowskiego1.<br />
<div style="text-align: justify;">
Czym jest Fakebook?</div>
<div style="text-align: justify;">
Takim Facebookiem, ale na niby.</div>
<div style="text-align: justify;">
Znajdziemy go <b><a href="https://www.classtools.net/FB/home-page" target="_blank">tu</a></b>. </div>
<div style="text-align: justify;">
W szkole tworzyliśmy profile facebookowe bohaterów "Quo vadis", więc zasady są Wam z grubsza znane:</div>
<div style="text-align: justify;">
- znajomi,</div>
<div style="text-align: justify;">
- wpisy na wallu dotyczące treści lektury - co najmniej 5, można wykorzystać cytaty</div>
<div style="text-align: justify;">
- ilustracje zgodne z treścią utworu,</div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
2. </div>
<div style="text-align: justify;">
Zapoznajcie się z zamieszczonym na stronie tutorialem. </div>
<div style="text-align: justify;">
Uzupełniając profil wybranego bohatera, nie ściągajcie przy tym zdjęć z sieci, narysujcie własne propozycje, sfotografujcie je (albo zamiast kartki i kredki użyjcie od razu programu graficznego - jesteście lepsi w te klocki ;0 ) i wykorzystajcie w swojej pracy.</div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
3. </div>
<div style="text-align: justify;">
Podzielcie się na grupy (maksymalnie po 3 osoby) i przygotujcie profil jednego z wybranych bojaterów: </div>
<div style="text-align: justify;">
- Visenny</div>
<div style="text-align: justify;">
- Korina</div>
<div style="text-align: justify;">
- Mikuli</div>
<div style="text-align: justify;">
- Fregenala</div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
4. </div>
<div style="text-align: justify;">
Zapiszcie efekt swojej pracy jako PDF, a lider grupy zamieści go pod swoim numerem na padlecie, na którym polecaliście blogi czytelnicze, podając w opisie imiona ( BEZ nazwisk) swoich współpracowników. </div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
Jeśli z jakichś względów chcecie mieć rupe liczniejszą niż trzy osoby, wtedy na każdego dodatkowego członka doliczamy dwa dodatkowe wpisy na osi czasu, czyli grupa składajaca się z 4 osób zamieści wpisów 7 a nie 5.</div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
5. Nie wchodźcie w żadne płatne wersje. </div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
6. Ustalcie, ile potrzebujecie czasu - wstępnie proponuję termin 8 maja.</div>
<div style="text-align: justify;">
<br /></div>
polskipogodzinachhttp://www.blogger.com/profile/04750628829384894489noreply@blogger.com0tag:blogger.com,1999:blog-3127296865264740731.post-90602100927363806642020-04-29T01:23:00.001+02:002020-04-29T04:03:13.432+02:008ab - Jak napisać artykuł?1.<br />
Jak rozpoznać artykuł?<br />
- tekst<b> publicystyczny</b>, dotyczy aktualnych tematów - społecznych, obyczajowych, politycznych, itp., spotykany w mediach (prasa, internet - patrzmy na źródło), pełni głownie funkcję informacyjną, więc nie szalejemy z oryginalnością i środkami poetyckimi.<br />
- formalnie: powinien posiadać <b>tytuł</b> i <b>lid</b> (a. <b>lead</b>) i <b>śródtytuły</b>, które oddzielają jego poszczególne części,<br />
- język - powinien trafić do ludzi, zaciekawić, unikamy terminów naukowych.<br />
<br />
2.<br />
Tyle teoria, w praktyce artykuł ma dość swobodną formę... <br />
Zerknijcie na poniższe przykłady: <br />
- przykład artykułu poświęconego Malali - najmłodszej laureatce Nagrody Nobla - znajdziecie <b><a href="https://viva.pl/ludzie/newsy/malala-yousafzai-kim-jest-niezwykla-historia-malali-nagroda-nobla-jak-wglada-dzis-jej-zycie-113602-r1/" target="_blank">tutaj</a></b>.<br />
- artykuł o Apolonii Machczyńskiej - Poli z reportażu Hanny Krall - <a href="https://www.wysokieobcasy.pl/wysokie-obcasy/1,53662,7051629,Poznaj_Pole.html" target="_blank"><b>tutaj</b>.</a><br />
- małe co nieco z ekonomii - <b><a href="https://forsal.pl/artykuly/1089706,ekonomia-ludowa-czyli-co-myslimy-o-gospodarce.html" target="_blank">klik</a></b><br />
<b>- </b>podręcznik s. 111.<br />
<br />
<div style="text-align: justify;">
Zauważyliście (tak, wiem, że nie przeczytaliście tych artykułów, ale mam nadzieję, że choć omietliście je wzrokiem...), że na początku każdego z nich znajduje się coś w rodzaju <b>zajawki</b>, która przybliża nam temat poruszany w artykule.To właśnie <b>lid</b>.</div>
<br />
<br />
3.<br />
Kilka rad specjalistów - przydatne nie tylko podczas piania artykułu:<br />
<br />
<br />
<br />
<br />
<iframe allow="accelerometer; autoplay; encrypted-media; gyroscope; picture-in-picture" allowfullscreen="" frameborder="0" height="315" src="https://www.youtube.com/embed/hJ_b2kMqSIU" width="500"></iframe> <br />
<br />
<b>4. </b><br />
<b>ćwiczenie:</b><br />
Przejdź na <a href="https://flipbook.apps.gwo.pl/display/2751" target="_blank">tę stronę</a>, a następnie na s. 53.<br />
Przeczytaj artykuł (jest króciutki).<br />
<div style="text-align: justify;">
<span style="color: #38761d;">Zapisz w zeszycie odpowiedzi na zadania <b>2 a,c,d, i 3 [s.55 w ćwiczeniach]</b>- zwróć uwagę, że to typowe zadania, które pojawiały się w arkuszach egzaminów próbnych, więc warto poćwiczyć. </span></div>
polskipogodzinachhttp://www.blogger.com/profile/04750628829384894489noreply@blogger.com0tag:blogger.com,1999:blog-3127296865264740731.post-2481043624817525102020-04-29T00:38:00.002+02:002020-04-29T04:03:35.835+02:0028.04-7a: Świat przedstawiony w opowiadaniu " Droga, z której się nie wraca" A. Sapkowskiego - cz.1.Kto dziś nie zna Wiedźmina?<br />
Ale!<br />
Nie byłoby Geralta, gdyby pewnego dnia na rozstaju dróg nie skrzyżowały się ścieżki życiowe jego rodziców: Visenny i Korina.<br />
<br />
1.<br />
Tekst - mam nadzieję - został przez Was przeczytany.<br />
<br />
2.<br />
Ćwiczenia, czyli porządkujemy kto, co, kiedy i gdzie:<br />
<iframe mozallowfullscreen="true" src="https://learningapps.org/watch?app=2853286" style="border: 0px; height: 350px; width: 100%;" webkitallowfullscreen="true"></iframe>
<br />
<br />
<iframe mozallowfullscreen="true" src="https://learningapps.org/watch?app=2853591" style="border: 0px; height: 350px; width: 100%;" webkitallowfullscreen="true"></iframe>
<br />
<iframe mozallowfullscreen="true" src="https://learningapps.org/watch?app=2853541" style="border: 0px; height: 350px; width: 100%;" webkitallowfullscreen="true"></iframe>
<br />
<iframe mozallowfullscreen="true" src="https://learningapps.org/watch?app=2853438" style="border: 0px; height: 350px; width: 100%;" webkitallowfullscreen="true"></iframe>
<br />polskipogodzinachhttp://www.blogger.com/profile/04750628829384894489noreply@blogger.com0tag:blogger.com,1999:blog-3127296865264740731.post-59557628412454815992020-04-29T00:20:00.000+02:002020-04-29T08:59:15.352+02:008ab - Tyle wiemy o sobie, ile nas sprawdzono – refleksje nad postawą bohaterki wiersza Wisławy Szymborskiej „Minuta ciszy po Ludwice Wawrzyńskiej”.<div style="text-align: justify;">
Pytania o to, jak sami zareagowalibyśmy w określonej sytuacji wydają się szczególnie aktualne.</div>
<div style="text-align: justify;">
Pytania i nasze wyobrażenia o nas samych - to jedno, rzeczywiste reakcje - to, bywa, zupełnie inna sprawa.</div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
<b><i>Tyle wiemy o sobie, ile nas sprawdzono</i>...</b></div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
1.</div>
<div style="text-align: justify;">
<b>Kim była Ludwika Wawrzyńska?</b></div>
<div style="text-align: justify;">
Bohaterka wiersza: postać autentyczna, nauczycielka, która zginęła w 1955 r., ratując czworo dzieci z sąsiedztwa. Dzieci przeżyły, Wawrzyńska zmarła kilka dni później w wyniku odniesionych poparzeń. To miał być zwykły dzień, szykowała się do wyjścia do pracy.</div>
<br />
<i>2. </i><br />
<b>Przeczytajcie wiersz (jest też w podręczniku na s. 146)</b><i>.</i><br />
<br />
<i>A ty dokąd,
<br />tam już tylko dym i płomień!
<br />- Tam jest czworo cudzych dzieci,
<br />idę po nie!
<br />
<br />Więc, jak to,
<br />tak odwyknąć nagle
<br />od siebie?
<br />od porządku dnia i nocy?
<br />od przyszłorocznych śniegów?
<br />od rumieńca jabłek?
<br />od żalu za miłością,
<br />której nigdy dosyć?
<br />
<br />Nie żegnająca, nie żegnana
<br />na pomoc dzieciom biegnie sama,
<br />patrzcie, wynosi je w ramionach,
<br />zapada w ogień po kolana,
<br />łunę w szalonych włosach ma.
<br />
<br />A chciała kupić
<br />bilet,
<br />wyjechać na krótko,
<br />napisać list,
<br />okno otworzyć po burzy,
<br />wydeptać ścieżkę w lesie,
<br />nadziwić się mrówkom,
<br />zobaczyć jak od wiatru
<br />jezioro się mruży.
<br />Minuta ciszy po umarłych
<br />czasem do późnej nocy trwa.
<br />
<br />Jestem naocznym świadkiem
<br />lotu chmur i ptaków,
<br />słyszę, jak trawa rośnie
<br />i umiem ją nazwać,
<br />odczytałam miliony
<br />drukowanych znaków,
<br />wodziłam teleskopem
<br />po dziwacznych gwiazdach,
<br />
<br />tylko nikt mnie dotychczas
<br />nie wzywał na pomoc
<br />i jeśli pożałuję
<br />liścia, sukni, wiersza -
<br />
<br />Tyle wiemy o sobie,
<br />ile nas sprawdzono.
<br />Mówię to wam
<br />ze swego nieznanego serca
</i><br />
<br />
<div style="text-align: justify;">
3. </div>
<div style="text-align: justify;">
<b>Zadanie</b></div>
<div style="text-align: justify;">
Do wiadomości przesłanej przez Librus dołączyłam plik - spróbujcie odpowiedzieć na pytania, a potem sprawdźcie, czy Wasze odpowiedzi zgadzają się z moimi sugestiami. Wystarczy kliknąć w dymek komentarza. </div>
<br />
<div style="text-align: justify;">
<b>Są tam też dwa pytania, na które należy odpowiedzieć pisemnie - krótko, acz pełnym zdaniem, starając się zachować poprawność zapisu.</b></div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
4.</div>
<div style="text-align: justify;">
<span style="color: #38761d;"><b>Notatka: </b></span></div>
<div style="text-align: justify;">
<span style="color: #38761d;">Na podstawie przesłanego przeze mnie pliku i treści wiersza zróbcie, proszę, w zeszycie notatkę, w której uwzględnicie - poza odpowiedziami na dwa zadania o których piszę wyżej - takie punkty:</span></div>
<div style="text-align: justify;">
<span style="color: #38761d;">- kim jest osoba mówiąca?</span></div>
<div style="text-align: justify;">
<span style="color: #38761d;">- do kogo się zwraca?</span></div>
<div style="text-align: justify;">
<span style="color: #38761d;">- skąd wiemy, że bohaterka nie żyje? </span></div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
<span style="color: #38761d;">Zdjęcie całości odeślijcie przez panel zadań.</span> </div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
<b>Do przemyślenia: </b></div>
<div style="text-align: justify;">
- czy każdy człowiek zdolny jest do poświęcenia? </div>
<div style="text-align: justify;">
- czy mamy prawo wymagać heroizmu od innych?</div>
<div style="text-align: justify;">
<b>Przed egzaminem:</b> którzy bohaterowie omówionych przez Was lektur wykazali się heroizmem? </div>
<div style="text-align: justify;">
</div>
<div style="text-align: justify;">
- - - - - - - -</div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
<span style="color: #0b5394;">kontekst dla chętnych</span></div>
<div style="text-align: justify;">
<span style="color: #0b5394;"><br /></span></div>
<span style="color: #0b5394;">Wawrzyńska zainspirowała również <b>Leopolda Staffa</b>, ale zwróćcie uwagę, na różnice - czy Staff skupia się tak bardo jak Szymborska na postaci bohaterki, czy raczej snuje ironiczno-smutne refleksje o ludziach - w tym przypadku artystach - którzy szukają inspiracji i wielkich czynów daleko, a nie dostrzegają tego, co dzieje się na ich własnym podwórku?</span><br />
<span style="color: #0b5394;"></span><span style="color: #0b5394;"><br />LUDWIKA WAWRZYŃSKA<br /><br /><i>Ma Polska pięciuset poetów <br />O wielkich talentu zaletach. <br />Szukają wierszom bohaterów <br />W swoich i obcych gazetach. <br /><br />Aż w Warszawie przy ulicy Włościańskiej <br />Pożar! Drewniane baraki gorą! </i></span><br />
<span style="color: #0b5394;"><i>Nauczycielka Ludwika Wawrzyńska<br />Uratowała z ognia dzieci czworo. <br /><br />Poparzona przypłaciła to życiem. <br />Z honorami pochowano jej ciało. <br />Różni ludzi płakali wzruszeni,<br />Pięciuset poetów milczało. </i></span><br />
<br />
<br />polskipogodzinachhttp://www.blogger.com/profile/04750628829384894489noreply@blogger.com0tag:blogger.com,1999:blog-3127296865264740731.post-55778783600266601792020-04-28T12:26:00.002+02:002020-05-06T09:58:04.306+02:008ab - Treść i zakres wyrazu.<div class="separator" style="clear: both; text-align: center;">
</div>
<div style="margin-left: 1em; margin-right: 1em; text-align: justify;">
</div>
<br />
<br />
Uwielbiam ten temat :)<br />
<br />
Kiedy po praz pierwszy czytałam definicje, czym jest treść i zakres wyrazu, jakie występują między nimi zależności, minę miałam mnie j więcej taką z serii <i>ależeso</i>? <br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://www.cosgan.de/images/smilie/konfus/g058.gif" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="24" data-original-width="22" src="https://www.cosgan.de/images/smilie/konfus/g058.gif" /></a></div>
Sami zobaczcie:<br />
<b>Treść wyrazu</b> to zespół cech przedmiotów, zwierząt, ludzi itp. nazywanych
przez ten wyraz, które pozwalają odróżnić je od innych przedmiotów,
zwierząt, ludzi itp. Treść może być bogatsza (wtedy zakres jest uboższy)
i uboższa (wówczas zakres jest bogatszy). <br />
<b>Zakres wyrazu</b> to zbiór wszystkich elementów nazywanych danym wyrazem.<br />
<br />
No, tak więc tak...<br />
<br />
<div style="text-align: justify;">
Do dzisiaj, prowadząc zajęcia poświęcone treści i zakresowi, wolę odpowiada sobie na pytanie: <b>czy dany wyraz jest konkretniejszy od innego czy nie</b>? Im mniej konkretny - tym więcej rzeczy obejmuje, czyli ma szerszy zakres, jest bardziej pojemny. Wraz ze wzrostem konkretu, staje się bardziej szczegółowy, <i>wyspecjalizowany</i>, czyli zyskuje bogatszą treść.</div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
Gdybyśmy mieli porównać wyrazy: <b>sportowiec, piłkarz, bramkarz</b> </div>
<div style="text-align: justify;">
- pierwszy jest najbardziej ogólny, czyli ma najszerszy zakres, ale też najuboższą treść, jest najmniej konkretny, </div>
<div style="text-align: justify;">
- z kolei ostatni - to sama esencja, sam konkret, bogata treść, ale wąziutki zakres.</div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
I taki właśnie jest związek między treścią a zakresem: kiedy jedno rośnie, drugi spada:</div>
<div style="text-align: justify;">
<br /></div>
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<a href="about:invalid#zClosurez" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img alt="" border="0" height="246" 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" 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Z jakimi zadaniami możecie się spotkać? Zwykle brzmią tak: uporządkuj podane wyrazy, zaczynając od tego, który ma:</div>
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A) NAJSZERSZY ZAKRES <b> </b></div>
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<b>ssak, jamnik, pies, zwierzę</b></div>
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najbardziej ogólny jest wyraz <b>zwierzę</b> - tu mamy do czynienia z najszerszym zakresem, potem <b>ssak, pies </b>i <b>jamnik</b>.</div>
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B) NAJWĘŻSZY ZAKRES</div>
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<b>pojazd, Panda, samochód, Fiat</b></div>
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najbardziej konkretny jest wyraz <b>Panda</b>, oznaczający rodzaj <b>Fiata</b>, który jest <b>samochodem</b>, a ten z kolei należy do rodzaju <b>pojazdów</b>.</div>
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C) NAJBOGATSZA TREŚĆ</div>
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a=d</div>
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D) NAJUBOŻSZA TREŚĆ</div>
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b=c</div>
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Kiedy może Ci się to przydać w życiu?</div>
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Np. kiedy podpiszesz umowę na zakup 10 pojazdów, warto doprecyzować, czy chodzi o Lamborghini, czy o wozy drabiniaste ;) </div>
polskipogodzinachhttp://www.blogger.com/profile/04750628829384894489noreply@blogger.com0tag:blogger.com,1999:blog-3127296865264740731.post-53507486851286066272020-04-28T10:51:00.001+02:002020-04-29T03:34:05.631+02:0028.04. - 6b; Która to Malala? - historia najmłodszej laureatki NoblaWedług Malali - najmłodszej laureatki Pokojowej Nagrody Nobla:<br />
<br />
<blockquote class="tr_bq">
<i><b>Jedno dziecko, jeden nauczyciel, jedna książka i jedno pióro mogą zmienić świat! </b></i></blockquote>
<br />
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Co wiemy o Malali? Nim zajmiemy się tekstem Renaty Piatkowskiej "Ktora to Malala?", chciałabym, żebyście wysłuchali, co na temat córki ma do powiedzenia jej ojciec:</div>
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<div style="height: 0; padding-bottom: 56.25%; position: relative;">
<iframe allowfullscreen="" frameborder="0" height="480" scrolling="no" src="https://embed.ted.com/talks/lang/pl/ziauddin_yousafzai_my_daughter_malala" style="height: 100%; left: 0; position: absolute; top: 0; width: 100%;" width="854"></iframe></div>
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polskipogodzinachhttp://www.blogger.com/profile/04750628829384894489noreply@blogger.com0tag:blogger.com,1999:blog-3127296865264740731.post-83344988090994053932020-04-27T12:01:00.003+02:002020-04-27T12:01:59.107+02:008ab Pan od przyrody1.<br />
Dzisiaj jeden z utworów Zbigniewa Herberta, autora wymienionego w podstawie programowej jako nazwisko obowiązkowe. Przeczytajcie:<br />
<br />
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<br /></div>
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Zbigniew Herbert</div>
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<b>Pan od przyrody</b></div>
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<i>Nie mogę przypomnieć sobie</i><br />
<i>jego twarzy</i></div>
<div style="padding-left: 60px;">
<i>stawał wysoko nade mną</i><br />
<i>na długich rozstawionych nogach</i><br />
<i>widziałem</i><br />
<i>złoty łańcuszek</i><br />
<i>popielaty surdut</i><br />
<i>i chudą szyję</i><br />
<i>do której przyszpilony był</i><br />
<i>nieżywy krawat</i></div>
<div style="padding-left: 60px;">
<i>on pierwszy pokazał nam</i><br />
<i>nogę zdechłej żaby</i><br />
<i>która dotykana igłą</i><br />
<i>gwałtownie się kurczy</i></div>
<div style="padding-left: 60px;">
<i>on nas wprowadził</i><br />
<i>przez złoty binokular</i><br />
<i>w intymne życie</i><br />
<i>naszego pradziadka</i><br />
<i>pantofelka</i><br />
<i>on przyniósł</i><br />
<i>ciemne ziarno</i><br />
<i>i powiedział: sporysz</i></div>
<div style="padding-left: 60px;">
<i>z jego namowy</i><br />
<i>w dziesiątym roku życia</i><br />
<i>zostałem ojcem</i></div>
<div style="padding-left: 60px;">
<i>gdy po napiętym oczekiwaniu</i><br />
<i>z kasztana zanurzonego w wodzie</i><br />
<i>ukazał się żółty kiełek</i><br />
<i>i wszystko rozśpiewało się</i><br />
<i>wokoło</i></div>
<div style="padding-left: 60px;">
<i>w drugim roku wojny</i><br />
<i>zabili pana od przyrody</i><br />
<i>łobuzy od historii</i></div>
<div style="padding-left: 60px;">
<i>jeśli poszedł do nieba –</i></div>
<div style="padding-left: 60px;">
<i>może chodzi teraz</i><br />
<i>na długich promieniach</i><br />
<i>z ogromną siatką</i><br />
<i>z zieloną skrzynką</i><br />
<i>wesoło dyndającą z tyłu</i></div>
<div style="padding-left: 60px;">
<i>ale jeśli nie poszedł do góry –</i></div>
<div style="padding-left: 60px;">
<i>kiedy na leśnej ścieżce</i><br />
<i>spotykam żuka który gramoli się</i><br />
<i>na kopiec piasku</i><br />
<i>podchodzę</i><br />
<i>szastam nogami</i><br />
<i>i mówię:</i><br />
<i>– dzień dobry panie profesorze</i></div>
<div style="padding-left: 60px;">
<i>pozwoli pan, że mu pomogę –</i><br />
<i>przenoszę go delikatnie</i><br />
<i>i długo za nim patrzę</i><br />
<i>aż ginie</i><br />
<i>w ciemnym pokoju profesorskim</i><br />
<i>na końcu korytarza liści</i></div>
<br />
2.<br />
Zapoznajcie się z poniższą animacją - to raptem minuta z kawałkiem, a uważam, że warto!<br />
<br />
<iframe allow="accelerometer; autoplay; encrypted-media; gyroscope; picture-in-picture" allowfullscreen="" frameborder="0" height="315" src="https://www.youtube.com/embed/Rf2DSwlacro" width="500"></iframe>
<br />
3.<br />
<b>- Kim jest podmiot liryczny?</b><br />
<div style="text-align: justify;">
Zwróćcie uwagę, że pan od przyrody widziany jest oczami <b>dziecka - ucznia</b>, który zapamiętał detale, widziane z poziomu ławki - kolor garnituru, chudą szyję i - chyba przede wszystkim uczucia, jakie w niim budził, nie pamięta twarzy nauczyciela (nie patrzył? a może pan od przyrody symbolizuje każdego nauczyciela, który był ważny dla swoich podopiecznych? - w puste miejsce można "wstawić" odpowiednią twarz, przez co każdy z nas zobaczy kogoś, kto jest dla niego odpowiednikiem pana od przyrody? Macie takiego nauczyciela - mistrza? Ja mam - panią z matematyki, która uczyła mnie wprawdzie tylko rok, ale to był jeden jedyny rok, kiedy matematykę rozumiałam, uczyłam się jej i znajdowałam przyjemność w tym, że wreszcie rozumiem - życzę Wam przynajmniej jednego takiego nauczyciela na Waszej szkolnej ścieżce).<br />
</div>
- <b>Z ilu części zbudowany jest utwór?</b><br />
Spójrzcie na zwrotkę:<br />
<br />
<div style="padding-left: 60px;">
<i>w drugim roku wojny</i><br />
<i>zabili pana od przyrody</i><br />
<i>łobuzy od historii</i></div>
<br />
nad nią - wspomnienia ucznia<br />
<div style="text-align: justify;">
pod nią - rozważania o jego dalszym losie: co mogło stać się z nim po śmierci? Poszedł do nieba, gdzie spaceruje z siatką i łapie owady (skojarzenie z przyszpilonym krawatem)? A może reinkarnacja?</div>
<br />
<div style="text-align: justify;">
Zwróćcie uwagę, że Herbert w tym fragmencie przeciwstawił sobie dwie siły: przyrodę i cywilizację. Przyroda - daje życie (kiełkujący kasztan, pantofelek - symboliczny praprzodek), cywilizacja - rękoma "łobuzów od historii" to życie unicestwia. </div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
<b>KTO WYGRAŁ?</b></div>
<div style="text-align: justify;">
Czy podmiot liryczny - już jako dorosły człowiek - idzie śladem silniejszych, czyli łobuzów od historii, czy pochyla się nad niepozornym żukiem? </div>
<br />
4.<br />
<b>Zadanie: </b><br />
<div style="text-align: justify;">
w panelu zadań znajdziecie plik: na którymś z egzaminów próbnych należało zadać pytania do fragmentów tekstu. Właśnie na tym polega Wasze zadanie.</div>
<br />
<div style="text-align: justify;">
<b>Przypominam o obowiązku zapoznania się z tekstami Idy Fink i Hanny Krall, które słałam Wam przy okazji poprzednich lekcji. </b></div>
<br />
<br />
<br />polskipogodzinachhttp://www.blogger.com/profile/04750628829384894489noreply@blogger.com0tag:blogger.com,1999:blog-3127296865264740731.post-17110827818965777582020-04-23T15:34:00.002+02:002020-04-23T15:35:01.201+02:007a - 23.04. W kręgu ludowych wierzeń - opowieść o przygodzie Bajdały.<div style="text-align: justify;">
Dzisiaj zajmujemy się ludowymi wyobrażeniami, które zostały wykorzystane przez artystów w niekonwencjonalny sposób. </div>
<br />
1.<br />
Na początek pochylmy się nad tekstem, który najdziecie w podręczniku na stronie 89 albo <b><a href="https://wolnelektury.pl/katalog/lektura/dusiolek.html" target="_blank">tutaj</a></b>.<br />
Możecie czytać i jednocześnie wysłuchać <a href="https://www.speakpipe.com/voice-recorder/embed/msg/tncz45ftk0d3v48y" target="_blank">nagrania</a> lub tu:<br />
<br />
<br />
<br />
<iframe allow="accelerometer; autoplay; encrypted-media; gyroscope; picture-in-picture" allowfullscreen="" frameborder="0" height="315" src="https://www.youtube.com/embed/TouS04rvqY0" width="500"></iframe><br />
<br />
<b><br /></b>
<b>słowniczek</b><br />
pospołu - razem,<br />
<br />
tyli - taki<br />
wyłajać - zganić, zwrócić uwagę, skrytykować<br />
spotniało - pokryło się potem<br />
<div style="text-align: justify;">
łyko - znajduje się tuż pod korą drzewa, dawniej służyło ludziom do wyplatania koszy, mat, obuwia, itp.</div>
mozół - trud<br />
<br />
2.<br />
<span style="color: #38761d;"><b>Dlaczego ballada? </b></span><br />
<div style="text-align: justify;">
<span style="color: #38761d;">Tekst jest balladą (pamiętasz <i>Świteziankę</i> i <i>Lilije</i>?), co oznacza, że:</span></div>
<div style="text-align: justify;">
<span style="color: #38761d;">a) powinniśmy znaleźć tu <b>elementy epiki, liryki i dramatu</b>, zrób <a href="https://learningapps.org/11190490" target="_blank">ćwiczenie</a>, </span></div>
<div style="text-align: justify;">
<span style="color: #38761d;">b) występują elementy <b>fantastyczne</b> - czyli postać Dusiołka,</span></div>
<div style="text-align: justify;">
<span style="color: #38761d;">c) ludowość </span></div>
<div style="text-align: justify;">
<span style="color: #38761d;">- zobacz, jakim <b>językiem</b> posługuje się narrator, osoba mówiąca - <i>olaboga! a zad tyli, warkło, jęzor, trzebać</i>, itp. - to kolokwializmy</span></div>
<div style="text-align: justify;">
<span style="color: #38761d;">- <b>wierzenia</b> - dawniej prosty lud wierzył w istoty, które w nocy siadają na klatce piersiowej człowieka i go duszą, </span></div>
<div style="text-align: justify;">
<span style="color: #38761d;">- <b>bohater </b>- Bajdała - również <b>pochodzi z ludu</b> (on nie jest narratorem, ten tylko udziela mu głosu na koniec), </span></div>
<span style="color: #38761d;">- czego <b>nie ma?</b> - motywu zbrodni i kary, mrocznego klimatu.</span><br />
<br />
<b>3. </b><br />
<b>Język</b><br />
<b>- </b>z jednej strony <b>wyrazy zaczerpnięte z gwary ludowej </b>(jak w <i>Dziadach </i>cz. II),<br />
<div style="text-align: justify;">
- a z drugiej<b> <span style="color: #38761d;">neologizmy, </span></b><span style="color: #38761d;">czyli wyrazy nowe</span> (Leśmian był mistrzem w tworzeniu neologizmów poetyckich): DUSIOŁEK - od duszenia, BAJDAŁA - od bajania, opowiadania bajek - w znaczeniu historii zmyślonych</div>
<br />
<b>4. Potęga przyrostka - ek </b><br />
<div style="text-align: justify;">
ten formant służy do zdrabniania, Dusioł<b>ek</b>, woł<b>ek</b> - czy można się przestraszyć?</div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
<b>5.</b> <b>ale!</b></div>
<div style="text-align: justify;">
Cała sytuacja wydaje się nieco absurdalna, lekka, zabawna: </div>
<div style="text-align: justify;">
- pokraczna istota gramoląca się z rowu, </div>
<div style="text-align: justify;">
- ucinający sobie drzemkę gaduła, mający później pretensje do swoich zwierząt, preferujący rozwiązania siłowe ;) </div>
<div style="text-align: justify;">
- dowcipny - zwracając się do Boga, wymienia siebie, wołka i szkapę w jednym zdaniu, ale to tylko pozór: </div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
Dusiołek chciał zrobić mu krzywdę - Bajdała, pytając Boga, czy konieczne było "majstrowanie Dusiołka" pyta - po swojemu, tak jak potrafi - czy konieczne jest istnienie na świecie zła? </div>
<div style="text-align: justify;">
A to już - zgodzicie się chyba - nie jest heheszkowanie...</div>
<br />
<div style="text-align: justify;">
<b>Jak Wam się wydaje?</b></div>
<div style="text-align: justify;">
<b>Bajdała, zwracając się do Boga, jest raczej oburzony, buntuje się, czy jednak bardziej - nie dowierza (czuje konsternację) i wydaje się mówić: <i>Rili? No dobra, było zabawnie, ale już dość, bądźmy poważni</i>. A może masz inny pomysł?</b></div>
<b><br /></b>
<b>ZADANIA:</b><br />
1. zielony tekst do zeszytu,<br />
2. napisz ministreszczenie: słowa - klucze: Bajdała, wiosna, wędrówka, upał, drzemka, Dusiołek, zmagania, pobudka, pretensje do zwierząt i Boga<br />
<br />
I uwaga techniczna: w D. i B. używamy formy woł<b>u</b> - nie woł<b>a</b> <br />
<br />
<a href="http://aleklasa.pl/gimnazjum/c305-wiersze/dusiolek" target="_blank">1. </a>polskipogodzinachhttp://www.blogger.com/profile/04750628829384894489noreply@blogger.com0tag:blogger.com,1999:blog-3127296865264740731.post-8153743061706210812020-04-23T12:17:00.003+02:002020-04-23T12:17:56.763+02:0023.04. - 6b: Poetyckie wspomnienia z dzieciństwa w wierszu Juliusza Słowackiego "W pamiętniku Zofii Bobrówny"<div style="text-align: justify;">
1.<br />
Wczoraj czytaliście fragment poświęcony dzieciństwu Słowackiego, wypisaliście najważniejsze wydarzenia z jego biografii. </div>
<br />
<div style="text-align: justify;">
Dziś poznamy jeden z jego utworów (podręcznik, s. 184. - możecie przeczytać sami albo słuchać jednocześnie nagrania - <a href="https://www.speakpipe.com/voice-recorder/msg/bi40ju1oy1advwew" target="_blank">klik</a>). </div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
2.<br />
Pojęcia, które należy na tej lekcji przygarnąć i oswoić ;) <br />
<b>historia: emigracja, Zosia Bobrówna, nostalgia,</b><br />
<b>środki poetyckie:</b> <b>zdrobnienie, apostrofa, uosobienie, epitet, porównanie, powtórzenie </b><br />
<br /></div>
<div style="text-align: justify;">
</div>
<div style="text-align: justify;">
Znajdziecie je tutaj, na <b><a href="https://view.genial.ly/5e73d147b1e0c272bfe933dd/interactive-image-w-pamietniku-zofii-bobrowny" target="_blank">interaktywnym plakacie</a></b> opracowanym przez p. Marzenę Buszkę (klikamy w elementy interaktywne - wykrzyknik, pytajniki, symbol zeszytu, strzałki przy wersach, postać, pióro). <br />
<br />
3.<br />
Odpowiadając pełnymi zdaniami na poniższe pytania, stworzycie <b>notatkę</b>, którą zapiszecie w zeszycie:<br />
<br />
<span style="color: #38761d;">1. Kim jest osoba mówiąca w wierszu? </span><br />
<span style="color: #38761d;">2. Za czym tęskni podmiot liryczny?</span><br />
<span style="color: #38761d;">3. Kim jest adresat wypowiedzi?</span><br />
<span style="color: #38761d;">4. Co jest powodem powstania utworu?</span><br />
<span style="color: #38761d;">5. Dlaczego podmiot liryczny używa zdrobnień? </span></div>
<div style="text-align: justify;">
<span style="color: #38761d;">6. Czym dla podmiotu lirycznego jest przyroda? </span><br />
</div>
<br />
<br />
<br />
<iframe allow="accelerometer; autoplay; encrypted-media; gyroscope; picture-in-picture" allowfullscreen="" frameborder="0" height="315" src="https://www.youtube.com/embed/1EIdxt1swiM" width="500"></iframe> <br />
<br />
Proszę pamiętać o <b>Malali</b>.<br />
<br />
<br />
<br />polskipogodzinachhttp://www.blogger.com/profile/04750628829384894489noreply@blogger.com0tag:blogger.com,1999:blog-3127296865264740731.post-32941467963492519852020-04-21T03:16:00.002+02:002020-04-21T03:16:38.815+02:0021.04 - 6b: Powtarzamy wiadomości o partykule.1.<br />
To już ostatnia z lekcji o częściach mowy. <a href="https://nck.pl/projekty-kulturalne/projekty/ojczysty-dodaj-do-ulubionych/ciekawostki-jezykowe/partykula,cltt,P" target="_blank">Partykuła</a>.<br />
<br />
Co warto o niej wiedzieć? I czy w ogóle jest do czegoś potrzebna? Nie odmienia się, nie jest samodzielna, nie pytamy o nią. Nie zabiera zwykle dużo miejsca, no i - oczywiście - ładnie modyfikuje nam wypowiedź:<br />
<br />
<b>Czy</b> idziesz na lodowisko? - <span style="color: #cc0000;">zapytamy</span><br />
<b>Tak</b>, idę. - <span style="color: #cc0000;">potwierdzimy</span><br />
<b>Nie</b>, zostanę w domu. - <span style="color: #cc0000;">zaprzeczymy</span><br />
<b>Niech</b> on już idzie na to lodowisko! Idź<b>że</b> już! - czyżby lekka <span style="color: #cc0000;">irytacja</span>?<br />
<b>Oby </b>wreszcie poszedł... - <span style="color: #cc0000;">wyrazimy życzenie</span><br />
Wyjdziesz <b>tylko </b>na lodowisko! - nałożymy <span style="color: #cc0000;">ograniczenia</span><br />
Poszedł<b>by</b> na lodowisko, ale... - wyrazimy <span style="color: #cc0000;">przypuszczenie</span><br />
<b>Oczywiście/chyba/na pewno/może </b>pójdę ... Ogrom możliwości ;)<br />
<br />
Małe, a mają tę moooooc!<br />
<br />
<div style="text-align: justify;">
2.</div>
<div style="text-align: justify;">
Zauważ, że jedne z nich trzymają się samodzielnie: <i><b>czy, tak, nie, chyba</b></i>, itp., inne doklejają się do innego słowa: mowa tu o partykułach wzmacniających <b>-że, -ż</b> i przypuszczającej <b>-by</b>. zauważ, że jeśli zapiszemy je bez tych małych wypusteczek z przodu, otrzymamy słowa o zupełnie innym znaczeniu: że (<i>Powiedział, <b>że</b> idzie</i> albo <i>Zrób tak, <b>by</b> było dobrze</i>). </div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
Partykułą jest też cząstka -<b>ś</b>: gdzie<b>ś</b>, kiedy<b>ś</b>...</div>
<div style="text-align: justify;">
cząstka -<b>li</b>: Znasz<b>li </b>tego jegomościa? (= Czy znasz tego mężczyznę?)</div>
<div style="text-align: justify;">
Co zwiastuje większe problemy: <i>Chodź tu</i>! czy <i>Chodź<b>że</b> tu</i>!/Chodź <b>no</b> tutaj!</div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
3. </div>
<div style="text-align: justify;">
Ćwiczenie 9. - <a href="https://epodreczniki.pl/a/forma-bez-zmian---nieodmienne-czesci-mowy/DyfOMz4Iz" target="_blank"><b>klik!</b></a></div>
<br />
<br />polskipogodzinachhttp://www.blogger.com/profile/04750628829384894489noreply@blogger.com0tag:blogger.com,1999:blog-3127296865264740731.post-34162725539507657282020-04-21T02:36:00.001+02:002020-04-21T03:16:56.375+02:008ab: Holocaust w oczach tych, którzy przeżyli.<div style="text-align: justify;">
<b>1.</b></div>
<div style="text-align: justify;">
19 kwietnia minęła 77. rocznica wybuchu powstania w getcie warszawskim. Może mignęły Wam przed oczami podczas scrollowania żółte żonkile. Dlaczego to właśnie one stały się symbolem związanym z tą rocznicą? Odpowiedź znajdziecie <a href="https://www.polityka.pl/tygodnikpolityka/kraj/1789956,1,dlaczego-zonkil-jest-symbolem-pamieci-o-powstaniu-w-getcie.read" target="_blank"><b>tutaj</b></a>:</div>
<br />
<div style="text-align: justify;">
<blockquote class="tr_bq">
<i>Potrzebowaliśmy symbolu. Przypomniałam sobie o Wielkiej Brytanii, gdzie
byłam chwilę wcześniej, widziałam czerwone maki przypinane przez
Brytyjczyków 11 listopada – w ten sposób czczą bohaterów, którzy polegli
w walce o ojczyznę. Wydało mi się to prostym, a jednocześnie niezwykle
uniwersalnym sposobem – z jednej strony na oddanie hołdu, z drugiej na
zbudowanie pewnej wspólnoty ludzi, wyróżniającej się tym jednym
elementem, bez słów. Tak narodził się pomysł akcji. Wolontariusze będą
przekazywać papierowy kwiat, ale też – za jego pomocą – historię
powstania, pamięć o nim. Szukaliśmy kwiatu, który najbardziej by się
nadawał. Byliśmy po rozmowach z Paulą Sawicką, która napisała z Markiem
Edelmanem książkę „I miłość była w getcie”, a w ostatnich latach jego
życia głęboko się z nim przyjaźniła, i po lekturze „Zdążyć przed Panem
Bogiem” Hanny Krall, gdzie przywołana jest historia o tym, że Edelman co
roku otrzymywał żółte kwiaty od anonimowej osoby. Edelman był
strażnikiem pamięci o powstaniu. W kolejne rocznice powstania
przychodził pod pomnik Bohaterów Getta, by oddać hołd towarzyszom broni
i złożyć kwiaty. Często były to żonkile. Żółty kwiat, żonkil stał się
naturalnym kandydatem.</i></blockquote>
</div>
2.<br />
Czym był<b> Holocaust</b>?<br />
<br />
<div class="entry-body">
<div class="ribbon-element type-187126">
<blockquote class="tr_bq">
<span class="tytul">holocaust</span>, <span class="tytul">holokaust</span> [<i>wym.</i> holoka<img border="0" src="https://mm.pwn.pl/emf/usmutne.gif" />st] <br />
<div class="znacz">
<b>1. </b><b>Holocaust</b>, <b>Holokaust</b> «zagłada, zwłaszcza prześladowanie i zagłada Żydów europejskich przez hitlerowców w czasie II wojny światowej»</div>
<div class="znacz">
<b>2. </b>«w starożytności: składanie ofiary całopalnej»</div>
</blockquote>
</div>
<br />
<span style="font-size: x-small;">źródło: Słownik języka polskiego PWN</span><br />
<br />
<br />
<div style="text-align: justify;">
3. <b> </b></div>
<div style="text-align: justify;">
<b>Ida Fink</b> - urodziła się w 1921, " Pisała szeptem, ukrywając emocje w skrawkach codzienności" [1.], polskojęzyczna autorka o żydowskich korzeniach, w 1941r. trafiła do getta, skąd udało jej się uciec na "aryjską stronę", w 1957 wyemigrowała do Izraela, w swej twórczości podejmuje wyłącznie problematykę Holocaustu przez pryzmat tragedii indywidualnego człowieka.</div>
* strona aryjska - czyli poza granicami getta,<br />
*aryjskie papiery - dokumenty świadczące o tym, że nie jest się żydem,<br />
* <b>ż</b>yd - kiedy myślimy o wyznaniu (katolik, chrześcijanin), <b>Ż</b>yd - narodowość (Polak, Niemiec).<br />
<br />
<div style="text-align: justify;">
4.</div>
<div style="text-align: justify;">
Poznamy dwa spośród jej opowiadań: "<b>Drzazga</b>" i "<b>Wariat</b>". Jeśli zainteresuje Was temat, polecam tomik "Odpływający ogród". Na podstawie jej opowiadania "<a href="https://xn--jzyk-polski-rrb.pl/matura/zadania-maturalne/2145-zabawa-w-klucz-temat-zaglady-zydow" target="_blank">Zabawa w klucz</a>" powstała krótkometrażowa <a href="https://vimeo.com/117478236">produkcja</a>. </div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
Zagadnienia:</div>
<div style="text-align: justify;">
<span style="color: #6aa84f;">1. Kim są bohaterowie obu opowiadań?</span></div>
<div style="text-align: justify;">
<span style="color: #6aa84f;">2. Kiedy dzieje się akcja: w czasie wojny czy po niej?</span></div>
<div style="text-align: justify;">
<span style="color: #6aa84f;">3. Jak przeżycia z przeszłości wpłynęły na ich życie? Czy wszyscy reagują w ten sam sposób? Jakie wydarzenia wspominają (przytocz, odwołując się do treści)?</span></div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
MOŻESZ skorzystać z poniższych pytań:</div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
<i><b>Wariat</b></i>:</div>
<div style="text-align: justify;">
"... oni wszyscy mają mnie za wariata, a ja nie jestem wariat. Tak mówi każdy, który ma źle w głowie, ale moja głowa jest zdrowa. Bóg by dał, żeby była chora! Chore jest moje serce, ale na to nie ma rady." - kto wypowiada te słowa? w jakiej sytuacji?</div>
<div style="text-align: justify;">
- dlaczego chce "mieć chorą głowę", a nie serce? </div>
<div style="text-align: justify;">
- O czym pamięta - jak to wpływa na jego życie?</div>
<div style="text-align: justify;">
- kim jest narrator? co wiemy o jego przeszłości - czym, gdzie i dlaczego się zajmował?</div>
<div style="text-align: justify;">
- jak wyglądał?</div>
<div style="text-align: justify;">
- jakie wydarzeni wspomina?</div>
<div style="text-align: justify;">
- do kogo mówi? </div>
<div style="text-align: justify;">
- czemu służy rozstrzelony druk? - jakie słowa nim oznaczono?</div>
<div style="text-align: justify;">
- zwróć uwagę na środki stylistyczne: kontrast, wykrzyknienia, pytania retoryczne. powtórzenia, urwane zdania</div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
<i><b>Drzazga</b></i></div>
<div style="text-align: justify;">
- kim są bohaterowie?</div>
<div style="text-align: justify;">
- w jakiej sytuacji ich poznajemy?</div>
<div style="text-align: justify;">
- jaki każde z nich ma stosunek do przeszłości?</div>
<div style="text-align: justify;">
- jak rozumiesz słowa: "Powinnaś zawsze mieć dobre pomysły, ja jestem jeszcze trochę do niczego",</div>
<div style="text-align: justify;">
- jakie wydarzenia wspomina chłopak - ile miał lat, kiedy się rozegrały?</div>
<div style="text-align: justify;">
- co to znaczy, że "mieli przejść na drugą stronę"? (spójrz na informacje oznaczone symbolami * , zamieszczone w p. 2.), oni - czyli kto? jak się do tego przygotowywali?3</div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
</div>
źródła: <a href="https://culture.pl/pl/tworca/ida-fink" target="_blank">1.</a> <br />
<br />
<br /></div>
polskipogodzinachhttp://www.blogger.com/profile/04750628829384894489noreply@blogger.com0tag:blogger.com,1999:blog-3127296865264740731.post-27201729980003218302020-04-16T13:52:00.002+02:002020-04-17T08:41:09.056+02:0017.04 - 6b: Powtarzamy wiadomości o wykrzykniku.<span style="color: #38761d;"><span style="color: black;">1.</span> Wykrzyknik - <b>znak interpunkcyjny: !</b></span><br />
<span style="color: #38761d;"></span>
<span style="color: #38761d;">Wykrzyknik jest też <b>nieodmienną, ale samodzielną, częścią mowy</b>. Nie pytamy oń (o niego).</span><br />
<br />
Przyimki i spójniki również są nieodmienne, ale czy samodzielne? Porównaj:<br />
<br />
<b>Ach!</b> - wykrzyknik<br />
<b>Ups..</b>. - wykrzyknik<br />
<b>Hej!</b> - wykrzyknik<br />
<b>Bęc!</b> - wykrzyknik <br />
<div style="text-align: justify;">
Dwa pierwsze przykłady pozwalają wyrazić emocje, przedostatni - zwrócić czyjąś uwagę, nawiązać kontakt. a ostatni pojawia się zwykle przed ups... Wiadomo, o co chodzi.</div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
</div>
<div style="text-align: justify;">
<b>oraz</b> - spójnik, ... no fajnie, i co? </div>
<div style="text-align: justify;">
<b>z</b> - przyimek - jak wyżej: jeśli nie dodamy mu żadnego kompana, przekaz jest taki raczej średnio zrozumiały </div>
<div style="text-align: justify;">
inaczej brzmi komunikat: <i>Idź do sklepu, kup chleb <u>oraz</u> coś słodkiego, najlepiej wafle <u>z nadzieniem</u> cytrynowym. </i></div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
<span style="color: #38761d;"><b>2. Jakie funkcje pełnią wykrzykniki?</b></span></div>
<div style="text-align: justify;">
<span style="color: #38761d;">- <b>wyrażają emocje</b>: aha!, och! oj! ach!, jej!, wara! aj!, ach!, hop!, precz!, hura!, hi, hi!/chi-chi!, hejże! halo! biada! </span></div>
<div style="text-align: justify;">
<span style="color: #38761d;">- <b>naśladują dźwięki</b> - pif-paf!, trach!, tra ta ta ta!, hau, hau!, miau!, plum!, ćwir, ćwir!, szur, szur, fuj, fe, brr, eee…, bęc, trach, brzdęk, cii, pst, wio, chlup, puk.</span></div>
<div style="text-align: justify;">
<span style="color: #38761d;">- <b>służą do nawiązania kontaktu</b>: ahoj!, ej! halo! hop-hop!</span><br />
<br />
<span style="font-size: x-small;">do przemyślenia - <i>hi,hi! </i>- to raczej emocje, czy raczej dźwięki? </span></div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
3. Wykrzykniki oddzielamy od innych wyrazów w zdaniu znakiem interpunkcyjnym: albo przecinkiem, albo wykrzyknikiem, jakkolwiek to brzmi... <br />
<b><br /></b>
<b>Hej<span style="color: red;">,</span> <span style="color: red;">m</span>ożesz tu podejść?</b><br />
<b>Hej<span style="color: red;">! m</span>ożesz tu podejść?</b><br />
<b>Hej<span style="color: red;">! M</span>ożesz tu podejść? </b><br />
<br />
Wyjaśnienie zasady pisowni dużej litery po wykrzykniku oddzielającym wykrzyknik ;) od reszty zdania znajdziecie <b><a href="https://sjp.pwn.pl/poradnia/haslo/Mala-litera-po-wielokropku-i-znaku-zapytania;17064.html" target="_blank">tu</a></b>. <b><br /></b><br />
<br />
<span style="font-family: "arial" , "helvetica" , sans-serif; font-size: 10pt;"><span style="font-family: "arial" , "helvetica" , sans-serif; font-size: 10pt;"><span style="font-family: "arial" , "helvetica" , sans-serif; font-size: 10pt;"><span style="font-family: "arial" , "helvetica" , sans-serif; font-size: 10pt;"><span style="font-family: "arial" , "helvetica" , sans-serif; font-size: 10pt;"><span style="font-family: "arial" , "helvetica" , sans-serif; font-size: 10pt;"><span style="font-family: "arial" , "helvetica" , sans-serif; font-size: 10pt;"><span style="font-family: "arial" , "helvetica" , sans-serif; font-size: 10pt;"><span style="font-family: "arial" , "helvetica" , sans-serif; font-size: 10pt;"><span style="font-family: "arial" , "helvetica" , sans-serif; font-size: 10pt;"><span style="font-family: "arial" , "helvetica" , sans-serif; font-size: 10pt;"><span style="font-family: "arial" , "helvetica" , sans-serif; font-size: 10pt;"><span style="font-family: "arial" , "helvetica" , sans-serif; font-size: 10pt;"><span style="font-family: "arial" , "helvetica" , sans-serif; font-size: 10pt;"><span style="font-family: "arial" , "helvetica" , sans-serif; font-size: 10pt;"><span style="font-family: "arial" , "helvetica" , sans-serif; font-size: 10pt;"></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span>
<b>BTW: A<span style="color: #cc0000;">CH</span> - A<span style="color: #cc0000;">H</span>A</b><br />
<b>hi, hi! </b>czy<b> chi,chi! - </b>czy jedno z nich można uznać za ironiczne? Ciekawe rozważania<b> <a href="https://sjp.pwn.pl/poradnia/haslo/Czy-hi-hi-jest-inne-niz-chi-chi;11930.html" target="_blank">tutaj</a>.</b><br />
<br />
<br /></div>
<div style="text-align: justify;">
<br /></div>
polskipogodzinachhttp://www.blogger.com/profile/04750628829384894489noreply@blogger.com0tag:blogger.com,1999:blog-3127296865264740731.post-59578499014909906302020-04-15T22:42:00.001+02:002020-04-15T22:42:51.590+02:0016.04 - 6b: Spotkanie z mistrzem słowa - Janem Kochanowskim. <b>cz.1. KOCHANOWSKI - CZYLI KTO?</b><br />
<br />
<div style="text-align: justify;">
Otwórz podręcznik na stronie 137. Zapoznaj się z zamieszczonymi tam najważniejszymi wydarzeniami z życia poety. </div>
<br />
Informacje są bardzo ogólne, dokładniej postaci Jana z Czarnolasu przyjrzymy się w klasie ósmej.<b> </b>Co zapamiętać już <b>teraz</b>?<br />
<span style="color: #6aa84f;">- 1530-1584</span> (54 lata, nie tak dużo - zawał), <br />
<span style="color: #6aa84f;">- poeta, dramatopisarz,</span><br />
<span style="color: #6aa84f;">- jego życie umownie dzielimy na <b>dwa okresy</b>: </span><br />
<span style="color: #6aa84f;"><b>dworski</b> - studiował, podróżował po Europie, poznał wielu wpływowych ludzi, był sekretarzem ostatniego Jagiellona - Zygmunta Augusta,</span><br />
<span style="color: #6aa84f;"><b>czarnoleski</b> - osiadł w Czarnolesie, założył rodzinę, </span><br />
<span style="color: #38761d;"><span style="color: #6aa84f;"><b>- </b>nazywany jest <b>OJCEM POLSKIEJ POEZJI </b>- był jednym z pierwszych autorów piszących w języku polskim, jego poprzednicy swoje utwory pisali po łacinie</span>,</span> szlaki przetarł mu m.in. <b>Mikołaj Rej</b>, <br />
<b><br /></b>
<b>Pewne ślady z jego biografii znajdziemy np. w tej fraszce (wysłuchaj): <a href="https://polska-poezja.pl/lista-wierszy/205-jan-kochanowski-do-gor-i-lasow">DO GÓR I LASÓW .</a></b><br />
<br />
<b>Sprawdź się - <a href="https://learningapps.org/2123103" target="_blank">klik</a></b><br />
<br />
<b> - - - - - -</b><br />
<b> </b><br />
<b>cz.2. - FRASZKI</b><br />
<br />
<b>FRASZKA</b> - utwór rymowany, liryka, różnorodna tematyka (fraszki biesiadne, miłosne, filozoficzne, obyczajowe, autotematyczne, patriotyczne, autobiograficzne, itd.), puenta (pointa) = pouczenie, krótka, zwięzła, <br />
<br />
<br />
<b>Poćwicz: </b>zadanie 5. na <span style="color: #38761d;"><b><a href="https://epodreczniki.pl/a/z-pamietnika-polskiego-szlachcica-czyli-fraszki-jana-kochanowskiego/Dxclic0Gf">tej stronie</a></b></span>.<br />
Wykorzystując podane wyżej określenia <b><span style="color: #6aa84f;">zapisz w zeszycie swoją wersję definicji fraszki. </span></b><br />
<br />
<div style="text-align: justify;">
Otwórz podręcznik na stronie 138. Znajdziesz tam cztery fraszki: <i>Na gospodarza, Na zdrowie, Na starość </i>i<i> Na młodość</i>. <b><span style="color: #6aa84f;">Jednym zdaniem określ problematykę i morał płynący z każdego utworu (czyli jaki temat poruszono i jaki wniosek w niego wypłynął).</span></b></div>
<br />
Spróbuj odnaleźć wymienione wyżej utwory <b><a href="https://polona.pl/item/fraszki-iana-kochanowskiego,NjA4OTAwMQ/136/#info:metadata" target="_blank">tutaj</a></b> - to wydanie <i>Fraszek</i> z roku 1584 (tego samego, w którym Kochanowski zmarł).<br />
<div style="text-align: justify;">
Podpowiadam strony: 110, 31, 12, 39, 104, 83. Dlaczego wcale nie tak łatwo je odszukać? Co się zmieniło od XVI wieku? </div>
<br />
<a href="https://polska-poezja.pl/lista-wierszy/153-jan-kochanowski-na-zdrowie"><br /></a>
<b><a href="https://polska-poezja.pl/lista-wierszy/153-jan-kochanowski-na-zdrowie">NA ZDROWIE </a></b><br />
<br />
<iframe allow="accelerometer; autoplay; encrypted-media; gyroscope; picture-in-picture" allowfullscreen="" frameborder="0" height="315" src="https://www.youtube.com/embed/cIjWLYh8RdA" width="400"></iframe>
<b><br /></b>
<b><br /></b>
<br />
<br />
Poniżej materiał dodatkowy (spodobała mi się animacja ;) ), do samej fraszki wrócimy w klasie ósmej:<br />
<b><a href="https://polska-poezja.pl/lista-wierszy/124-jan-kochanowski-na-lipe">NA LIPĘ </a></b><br />
<br />
<iframe allow="accelerometer; autoplay; encrypted-media; gyroscope; picture-in-picture" allowfullscreen="" frameborder="0" height="315" src="https://www.youtube.com/embed/-ZApvqUyZ6A" width="400"></iframe>
<br />
<br />
i brakujące dwa wersy:<br />
<i>Jabłek wprawdzie nie rodzę, lecz mię pan tak kładzie</i><br />
<i>
</i><i>Jako szczep napłodniejszy w hesperyskim sadzie.</i><br />
<br />
<b>Poćwicz: 7.1 i 7.2</b> na<i> </i><b><a href="https://epodreczniki.pl/a/z-pamietnika-polskiego-szlachcica-czyli-fraszki-jana-kochanowskiego/Dxclic0Gf" target="_blank">tej stronie</a></b><i>. </i><br />
<br />
<br />
<br />
biografia - <a href="https://culture.pl/pl/tworca/jan-kochanowski" target="_blank">klik</a><br />
<br />polskipogodzinachhttp://www.blogger.com/profile/04750628829384894489noreply@blogger.com0tag:blogger.com,1999:blog-3127296865264740731.post-53155648391475815572020-04-15T00:37:00.001+02:002020-04-23T19:20:15.459+02:0015 kwietnia - 7a: Jakie uniwersalne treści zawiera przypowieść o synu marnotrawnym?<div style="text-align: justify;">
<b>Obrazem Boscha będziemy się zajmować przez kilka kolejnych lekcji. </b></div>
<div style="text-align: justify;">
- rozpoznajesz przypowieść,</div>
<div style="text-align: justify;">
- formułujesz morał,</div>
<div style="text-align: justify;">
- redagujesz opis obrazu,</div>
<div style="text-align: justify;">
- redagujesz opis przeżyć,</div>
<div style="text-align: justify;">
- wiesz, na czym polega uniwersalny charakter utworu, </div>
<div style="text-align: justify;">
- poprawnie stosujesz frazeologizm <i>syn marnotrawny</i>. </div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
</div>
<div style="text-align: justify;">
<b>cz.1.</b></div>
<div style="text-align: justify;">
<b>Przypowieść o synu marnotrawnym</b> znamy, ale przypomnijmy ją sobie - <b>s. 154</b>. w podręczniku. Wczytaj się w <u>przypisy</u>: jakie znaczenie dla Izraelitów miała świnia, jakie pierścień i szata, jakie sandały. Na stronie <b>155.</b> znajdziesz wyjaśnienie, jakie zasady złamał ojciec, wybiegając synowi naprzeciw. </div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
Spójrzmy na nią jak na historię człowieka - przypominam, że <b>przypowieść jako gatunek literacki odczytujemy na dwóch poziomach - przenośnym, niosącym uniwersalne, ponadczasowe prawdy i dosłownym - jako historię zaczerpniętą z życia</b>. </div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
</div>
<br /><b>O czym, Twoim zdaniem, opowiada historia syna marnotrawnego? Uzasadnij odpowiedź:</b><br />
- o wybaczeniu i rodzicielskiej miłości?<br />
- o skrusze i pokorze?<br />
- o zazdrości (spójrzcie na starszego syna)?<br />
- o wolności?<br />
<b><br /></b>
<b><span style="color: #38761d;">Zapisz w zeszycie temat, a następnie:</span></b><br />
<span style="color: #38761d;">1. odpowiedź na powyższe <b>pytanie</b>,</span><br />
<span style="color: #38761d;">2. streszczenie przypowieści.</span><br />
<span style="color: #38761d;">3. Na czym polega uniwersalność przypowieści?* </span><br />
<span style="color: #38761d;">4. Korzystając z podanych niżej podpowiedzi, udowodnij, że historia syna marnotrawnego jest przypowieścią.</span><br />
<span style="color: #38761d;">5. </span><span style="color: #38761d;">Jakie znaczenie ma frazeologizm syn marnotrawny? [s. 156. </span><br />
<br />
<br />
<br />
<b></b><br />
<b>Przypowieść to gatunek dydaktyczny (definicję znajdziesz też na s. 155).</b><br />
Cechy:<br />
<ul>
<li>uproszczona fabuła, </li>
<li>schematyczne postaci, </li>
<li>brak jasno określonego czasu i miejsca akcji, </li>
<li>uniwersalizm, </li>
<li>obecność alegorii i symboli. </li>
<li><b>morał</b></li>
</ul>
<b><br /></b>
<br />
<br />
<b>cz.2. </b><br />
Jeszcze jedna <b><a href="https://www.youtube.com/watch?v=OHrPavAbJ7Q" target="_blank">interpretacja</a></b>. Wysłuchaj.<br />
Czy rzeczywistość, w której znalazł się syn marnotrawny, pasuje do Biblii, czy raczej czasów nam współczesnych [tekst - <b><a href="https://www.tekstowo.pl/piosenka,trio_gintrowski_kaczmarski_lapinski,syn_marnotrawny_1.html">klik</a></b>]?<br />
<br />
<span style="font-size: small;"><i>Jestem młody, nie mam nic i mieć nie będę.</i></span><br />
<span style="font-size: small;"><i>
Wokół wszyscy na wyścigi się bogacą,</i></span><br />
<span style="font-size: small;"><i>
Są i tacy, którym płacą nie wiem za co,</i></span><br />
<span style="font-size: small;"><i>
Ale cieszą się szacunkiem i urzędem,</i></span><br />
<span style="font-size: small;"><i>
Bo czas możliwości wszelakich ostatnio nam nastał...</i></span><br />
<span style="font-size: small;"><i>
</i></span>
<span style="font-size: small;"><i>
Mogę włóczyć się i żyć z czego popadnie,</i></span><br />
<span style="font-size: small;"><i>
Mogę okraść kantor, kościół czy przekupkę,</i></span><br />
<span style="font-size: small;"><i>
Żyć z nierządu albo doić chętną wdówkę,</i></span><br />
<span style="font-size: small;"><i>
Paradować syty i ubrany ładnie -</i></span><br />
<span style="font-size: small;"><i>
A chyłkiem jak złodziej o zmroku wymykam się z miasta...</i></span><br />
<span style="font-size: small;"><i>
</i></span>
<span style="font-size: small;"><i>
Mogłem uczyć się na księdza lub piekarza</i></span><br />
<span style="font-size: small;"><i>
(Duch i ciało zawsze potrzebują strawy),</i></span><br />
<span style="font-size: small;"><i>
Na wojaka mogłem iść i zażyć sławy,</i></span><br />
<span style="font-size: small;"><i>
Co wynosi i przyciąga bo przeraża,</i></span><br />
<span style="font-size: small;"><i>
A młodość to ponoć przygoda, a wojsko to szkoła...</i></span><br />
<span style="font-size: small;"><i>
</i></span>
<span style="font-size: small;"><i>
Mogłem włączyć się do bandy rzezimieszków,</i></span><br />
<span style="font-size: small;"><i>
Niepodzielnie rządzić lasem lub rozstajem,</i></span><br />
<span style="font-size: small;"><i>
Zostać mnichem i dalekie zwiedzać kraje,</i></span><br />
<span style="font-size: small;"><i>
Rozgrzeszając niespokojne dusze z grzeszków,</i></span><br />
<span style="font-size: small;"><i>
A chyłkiem przez życie przemykam i drżę, gdy ktoś woła...</i></span><br />
<span style="font-size: small;"><i>
</i></span>
<span style="font-size: small;"><i>
Jestem młody, jestem nikim - będę nikim.</i></span><br />
<span style="font-size: small;"><i>
Na gościńcach zdarłem buty i kapotę.</i></span><br />
<span style="font-size: small;"><i>
Nie obchodzi mnie co będzie ze mną potem,</i></span><br />
<span style="font-size: small;"><i>
Tylko chciałbym gdzieś odpocząć od paniki,</i></span><br />
<span style="font-size: small;"><i>
Co goni mnie z miejsca na miejsce o głodzie i chłodzie...</i></span><br />
<span style="font-size: small;"><i>
</i></span>
<span style="font-size: small;"><i>
Ludzie, których widzę - stoją do mnie tyłem:</i></span><br />
<span style="font-size: small;"><i>
Ten pod bramą leje, ów na pannę czeka.</i></span><br />
<span style="font-size: small;"><i>
Nawet pies znajomy na mój widok szczeka...</i></span><br />
<span style="font-size: small;"><i>
Sam się z życia nader sprawnie obrobiłem,</i></span><br />
<span style="font-size: small;"><i>
Więc chyłkiem powracam do domu o zmroku - jak złodziej.</i></span><br />
<span style="font-size: small;"><i>
</i></span>
<span style="font-size: small;"><i>
Jakaś ciepła mnie otacza cisza wokół,</i></span><br />
<span style="font-size: small;"><i>
Padam z nóg i czuję ręce na ramionach,</i></span><br />
<span style="font-size: small;"><i>
Do nóg czyichś schylam głowę, jak pod topór.</i></span><br />
<span style="font-size: small;"><i>
Moje stopy poranione świecą w mroku,</i></span><br />
<span style="font-size: small;"><i>
Lecz panika - nie wiem skąd wiem - jest już dla mnie skończona...</i></span> <br />
<br />
<span style="font-size: x-small;">Słowa: Jacek Kaczmarski<br />
Muzyka: Przemysław Gintrowski
</span>
<br />
<br />
Jej inspiracją był obraz pt. <b><i>Wędrowiec</i> Hieronima Boscha</b>: <br />
<div style="text-align: justify;">
<b>1.</b> Kliknij <b><a href="http://boschproject.org/#/artworks/The_Wayfarer" target="_blank">tu</a></b>
(to strona poświęcona w całości twórczości tego artysty, pozwala na
dowolne powiększanie wybranego obszaru), a następnie na obraz, o którym
wspominam wyżej, </div>
<div style="text-align: justify;">
<b>2.</b> Przyjrzyj się detalom - Bosch naszpikował obraz symbolami:</div>
<div style="text-align: justify;">
- puszczyk,</div>
<div style="text-align: justify;">
- dzięcioł/sikorka,</div>
<div style="text-align: justify;">
- karczma,</div>
<div style="text-align: justify;">
- para w drzwiach,</div>
<div style="text-align: justify;">
- gość załatwiający potrzeby fizjologiczne,</div>
<div style="text-align: justify;">
- furtka,</div>
<div style="text-align: justify;">
- warczący pies, </div>
<div style="text-align: justify;">
- tańcząca para i grajek pod drzewem, </div>
<div style="text-align: justify;">
- <a href="http://aleklasa.pl/gimnazjum/sztuka-na-egzaminie/wedrowiec-syn-marnotrawny-hieronim-bosch" target="_blank">ciekawostki.</a></div>
<div style="text-align: justify;">
</div>
<div style="text-align: justify;">
<span style="font-size: x-small;">pomocne strony:</span></div>
<div style="text-align: justify;">
<span style="font-size: x-small;"> - <a href="http://www.magazynsztuki.pl/syn-marnotrawny-hieronim-bosch/">magazynsztuki.pl</a> </span></div>
<span style="font-size: x-small;"><b> - </b><a href="https://www.boijmans.nl/collectie/kunstwerken/1556/de-marskramer#">strona muzeum</a><b></b></span><br />
<span style="font-size: x-small;"><b>- </b><a href="https://pl.wikipedia.org/wiki/W%C4%99drowiec_(obraz_Hieronima_Boscha)">wiki</a></span><b><br /></b><br />
<b>[-</b> Bosch namalował więcej niż jeden obraz o tym samym tytule - <a href="https://niezlasztuka.net/o-sztuce/hieronim-bosch-wedrowiec/">klik</a><b>]</b><br />
<br />
<br />
<b><span style="font-size: small;">cz. 3. </span></b><br />
<span style="font-size: small;">Opisz obraz Boscha. Skorzystaj z podpowiedzi zamieszczonych w podręczniku - s. 172-173.</span><br />
<span style="font-size: small;">Wymagania znajdziesz w panelu zadań domowych (Librus). </span><br />
<span style="font-size: x-small;"><br /></span>
<span style="font-size: x-small;"><br /></span>
<span style="font-size: x-small;"><br /></span>
<b><span style="font-size: small;">cz.4.</span></b><br />
<span style="font-size: x-small;"><span style="font-size: small;">Zredaguj opis przeżyć - podręcznik., s. 156, szczegóły podam w późniejszym terminie.</span></span><br />
<span style="font-size: x-small;"><span style="font-size: small;">Skorzystaj z podpowiedzi zamieszczonych <b><a href="https://gwo.pl/strony/2683/seo_link:gim2-szkola-pisania-opis-przezyc" target="_blank">tutaj</a></b>. </span></span><br />
<span style="font-size: x-small;"><span style="font-size: small;"><br /></span></span>
<span style="font-size: x-small;"><span style="font-size: small;">Przydatne mogą okazać się również te strony: <a href="http://aleklasa.pl/gimnazjum/c268-prace-pisemne/c312-formy-wypracowan/opis-przezyc" target="_blank">1</a> i <a href="http://aleklasa.pl/gimnazjum/c268-prace-pisemne/praca-domowa-jezyk-polski/latarnik-praca-domowa" target="_blank">2</a> oraz <a href="http://jpolski2gim.blogspot.com/2013/11/opis-przezyc-wewnetrznych.html" target="_blank">3</a> (tu bank słówek). </span></span><br />
<span style="font-size: x-small;"><br /></span>
<span style="font-size: x-small;">* czy była ona aktualna tylko dawno temu w Izraelu czy jej przesłanie pozostaje aktualne?</span><b><br /></b>polskipogodzinachhttp://www.blogger.com/profile/04750628829384894489noreply@blogger.com0tag:blogger.com,1999:blog-3127296865264740731.post-16463061993924090682020-04-14T22:26:00.000+02:002020-04-14T22:26:23.042+02:0015 kwietnia: 6b - Jaką rolę pełnią w zdaniu spojniki?<div style="text-align: justify;">
<b>Po tej lekcji:</b></div>
<div style="text-align: justify;">
<b>- umiesz wskazać spójnik,</b></div>
<div style="text-align: justify;">
<b>- wiesz, który spójnik poprzedzić przecinkiem</b></div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
Dobre wieści są takie: jeszcze tylko <b>spójniki, wykrzykniki i partykuły</b> i skończymy przypominanie wiadomości o częściach mowy. Będziemy mogli przejść do części zdania ;) </div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
Czym jest spójnik? <b>Nieodmienną częścią mowy, o którą nie pytamy.</b> Jak go zatem rozpoznać? Otwórz podręcznik na stronie 174. Fragmenty zaznaczone <span style="color: #38761d;"><b>kolorem zielonym wpisz do zeszytu</b></span>.<br />
</div>
<iframe allow="accelerometer; autoplay; encrypted-media; gyroscope; picture-in-picture" allowfullscreen="" frameborder="0" height="315" src="https://www.youtube.com/embed/mMomTeri8X0" width="500"></iframe>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
Coś dla tych, którzy lubią rymy: </div>
<div style="text-align: justify;">
<br /></div>
<span style="color: #38761d;"><i>Spójnik spaja doskonale
<br />słowa, zdania - <b>i, lecz, ale </b>(...)</i></span> <br />
albo <br />
<span style="color: #38761d;"><i>Spójnik spaja słowa, zdania:
<br />Wiem, <b>że</b> przyjdą Stach <b>i</b> Ania.</i></span><br />
<br />
<div style="text-align: justify;">
Innymi słowy: <b>łączy</b> wyrazy, zdania lub ich części. Listę spójników oraz wyrażeń, które pełnią podobną rolę, znajdziecie <b><a href="https://pl.wiktionary.org/wiki/Kategoria:J%C4%99zyk_polski_-_sp%C3%B3jniki" target="_blank">tutaj</a></b>. Proszę zerknąć. Coś Was zaskoczyło? </div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
Najczęściej spotykane są chyba te:<span style="color: #38761d;"><i> a, i, oraz, tudzież, albo, bądź, czy, lub, ani, ni, aczkolwiek, ale, jednak, lecz, natomiast, zaś, czyli, mianowicie, dlatego, i, przeto, tedy, więc, zatem, aby, bo, choć, czy, jeżeli, ponieważ, że</i></span></div>
<br />
Co z przecinkami?<br />
Najłatwiej chyba zapamiętać te, przed którymi <b><span style="color: #38761d;">przecinka nie stawiamy</span></b>: <span style="color: #38761d;"><i>a, i, oraz, tudzież, albo, bądź, czy, lub, ani, ni</i></span><br />
<b><i>Chyba że!</i></b><br />
<span style="color: #38761d;">W zdaniu dany spójnik <u>powtarzamy</u>: </span><br />
<span style="color: #38761d;"><i>Lubię <span style="background-color: yellow;">i</span> filmy akcji<span style="background-color: red;">,</span> <span style="background-color: yellow;">i </span>komedie romantyczne.</i></span><br />
<span style="color: #38761d;"><i><span style="background-color: yellow;">Albo </span>posprzątasz pokój<span style="background-color: red;">,</span> <span style="background-color: yellow;">albo</span> masz szlaban do trzydziestki! </i></span><br />
<span style="color: #38761d;"><br /></span>
<span style="color: #38761d;"><span style="color: black;">Zrób w zeszycie zadanie <b>5b</b> ze strony 175.</span><i><br /></i></span><br />
<span style="color: #38761d;"><i><br /></i></span>
polskipogodzinachhttp://www.blogger.com/profile/04750628829384894489noreply@blogger.com0tag:blogger.com,1999:blog-3127296865264740731.post-52182464957882004912020-04-14T21:26:00.001+02:002020-04-14T21:26:36.999+02:008ab-Melchior Wańkowicz: "Ziele na kraterze"<div style="text-align: justify;">
Przy okazji poznania fragmentów "<b>Ziela na kraterze</b>" do przypomnienia są następujące pojęcia:</div>
<b>- dedykacja,</b><br />
<b>- autobiografizm,</b><br />
<b>- <a href="https://www.youtube.com/watch?v=oY3lD2mDtPU" target="_blank">treny</a> Kochanowskiego, </b><br />
<b>- retrospekcja,</b><br />
<b>- narracja pierwszoosobowa, trzecioosobowa,</b><br />
<b>- pokolenie Kolumbów,</b><br />
<b>- tworzenie panieńskich form nazwiska </b> <br />
<br />
<span style="color: #cc0000;"><b>Temat 1.: O czym opowiada "Ziele na kraterze"?</b></span><br />
<br />
<div style="text-align: justify;">
<span style="color: #38761d;"><span style="color: #cc0000;"><span style="color: #38761d;"><b>zadanie1.</b>: W dowolnej formie zrób w zeszycie notatkę, w której zamieścisz najważniejsze informacje.</span> </span></span></div>
<br />
<div style="text-align: justify;">
<b>gatunek literacki</b> - powieść <b><u>autobiograficzna</u></b> - <span class="ILfuVd"><span class="e24Kjd">oparta na prawdziwych wydarzeniach mających miejsce w życiu pisarza. Narratorem lub głównym bohaterem jest przeważnie autor. </span></span></div>
<br />
1. <b>czas akcji</b>: 1919 - 1945 (narodziny Krysi - koniec wojny), Wańkowicz przywołuje też wydarzenia ze swej młodości (zabory)<br />
<br />
<div style="text-align: justify;">
2. <b>miejsce akcji</b>: Warszawa (rodzinna siedziba - tzw. <i>Domeczek</i>), Kresy Wschodnie, Zachodnia Europa (rowerowa wyprawa sióstr - m.in. po Belgii i Francji)</div>
<br />
<div style="text-align: justify;">
3. <b>tematyka</b>: losy rodziny Wańkowiczów widziane oczami seniora rodu: dzieciństwo i młodość córek - wspólne czytanie, pierwszy bal, wycieczki, spływy kajakowe, anegdoty związane z życiem pozostałych członków rodziny, wojna i związane z nią rozdzielenie (Marta w USA - wyjechała na studia, Wańkowicz najpierw na zachodzie Europy, a potem na Bliskim Wschodzie, matka i Krystyna pozostały w Warszawie - angażowały się w ruch konspiracyjny, Krysia walczyła w powstaniu warszawskim, zginęła - więcej informacji znajdziesz <b><span style="color: #cc0000;"><a href="https://dzieje.pl/aktualnosci/ostatnie-dni-krystyny-wankowiczowny-opowiesc-gryfa" target="_blank">tutaj</a></span></b>).</div>
<iframe allow="accelerometer; autoplay; encrypted-media; gyroscope; picture-in-picture" allowfullscreen="" frameborder="0" height="315" src="https://www.youtube.com/embed/pzQmG6sKP3c" width="520"></iframe>
<br />
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
Córce Marty nadano imiona upamiętniające starszą z córek Wańkowicza: Anna (pseudonim z czasów powstania) Krystyna.</div>
<br />
4. <b>dedykacja</b>:<i> Dedykowane przyszłym ekskawatorom</i><br />
<br />
ekskawator - 1.<span class="tytul">wydrążacz</span>, narzędzie dentystyczne do usuwania zniszczonej tkanki kostnej zęba, 2. koparka<br />
<i><br /></i>
<span style="color: #38761d;"> <b>zadanie:</b> Kim, wg Ciebie, są ekskawatorzy?</span><span style="color: #38761d;"> (zapisz w zeszycie)</span><i><br /></i><br />
<div style="text-align: justify;">
5. <b>wyjaśnienie tytułu</b>: ziele - córki Wańkowicza, krater - trudne warunki życia (Krysia przychodzi na świat tuż po zakończeniu pierwszej wojny światowej, dziewczyny należą do <b>pokolenia Kolumbów</b> - przypomnij sobie <b><i>Kamienie na szaniec</i></b> Kamińskiego, ich młodość przypada na czas drugiej wojny światowej); </div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
charakterystyczne są również tytuły kolejnych rozdziałów: <span class="s1"><i>Kiełkowanie, Rozrost, Wykorzenianie, Odrost, Owocowanie, Ognie podchodzą, Popiół.</i></span><span class="s1"> </span></div>
<br />
6. <b>bohaterowie</b>: <br />
a) Melchior Wańkowicz<br />
b) Zofia Wańkowiczowa<br />
c) Krystyna Wańkowiczówna<br />
d) Marta Wańkowiczówna<br />
<br />
7. <b>data wydania</b> <b>utworu</b>: 1951r. <br />
<br />
<div style="text-align: justify;">
8. <b>cechy tej konkretnej powieści</b>: <span class="s1">swobodny język, wiele archaizmów oraz wtrąceń z innych języków, określenia charakterystyczne tylko dla rodziny Wańkowiczów (stworzyli coś w rodzaju rodzinnego slangu), liczne dygresje (czyli odejście od głównego tematu), anegdoty, zwroty do słuchaczy, narracja pierwszo- i trzecioosobowa, stosowanie czasu teraźniejszego i przeszłego. </span></div>
<div style="text-align: justify;">
<span class="s1">styl miedzy gawędą a reportażem</span></div>
<span class="s1"></span><br />
- - - - - <br />
<br />
<span style="color: #cc0000;"><b>Temat 2.: Obraz zrujnowanej Warszawy widziany oczami Wańkowicza.</b></span><br />
<br />
<span style="color: #cc0000;">Jak wyglądała Warszawa po powstaniu - <span style="color: #cc0000;"><b><a href="https://polskipogodzinach2.blogspot.com/2020/04/miron-biaoszewski-pamietnik-z-powstania.html" target="_blank">klik</a></b></span>. </span><br />
<span style="color: #cc0000;"><b><span style="color: #38761d;">fragmenty zaznaczone kolorem zielonym - wpisy w zeszycie </span></b></span><br />
<br />
1. Otwórz podręcznik na stronie 227. i przeczytaj fragment Ziela na kraterze (do s. 232.).<br />2. Znajdź przykład retrospekcji (definicja na s. 232., przypomnij sobie też Latarnika). <br /><span style="color: #38761d;">3. Zapisz w zeszycie odpowiedzi na pytania:<br />Kim jest główna bohaterka tego fragmentu? <br />W jakim celu wróciła do Warszawy?<span style="color: #38761d;"><span style="color: #cc0000;"> </span></span></span><span style="color: #cc0000;"><span style="color: #38761d;">Jakie podjęła środki, by cel swój osiągnąć? </span></span><br />
3. Przeczytaj <b><a href="https://dzieje.pl/aktualnosci/ostatnie-dni-krystyny-wankowiczowny-opowiesc-gryfa">artykuł</a></b> opisujący ostatnie chwile Krysi. <br />4. Wysłuchaj piosenki i <span style="color: #cc0000;"><span style="color: #38761d;">wyjaśnij, jaki ma związek ze starszą córką Wańkowicza.</span></span><span style="color: #cc0000;"><br /></span>
<br />
<iframe allow="accelerometer; autoplay; encrypted-media; gyroscope; picture-in-picture" allowfullscreen="" frameborder="0" height="315" src="https://www.youtube.com/embed/Y4fmr6zoNAY" width="520"></iframe>
<span style="font-size: x-small;"> </span><br />
<br />
<span style="font-size: x-small;">źródła:</span><br />
<span style="font-size: x-small;"><a href="https://maszuwage.pl/ziele-na-kraterze-gaweda-o-przerwanym-szczesciu/" target="_blank">1.</a></span><br />
<span style="font-size: x-small;"><a href="https://dzieje.pl/aktualnosci/ostatnie-dni-krystyny-wankowiczowny-opowiesc-gryfa" target="_blank">2. </a></span><br />
<span style="font-size: x-small;"><a href="https://culture.pl/pl/tworca/melchior-wankowicz" target="_blank">3.</a></span><br />
<span style="font-size: x-small;"><a href="https://culture.pl/pl/dzielo/melchior-wankowicz-ziele-na-kraterze" target="_blank">4.</a></span> <br />
<span style="font-size: x-small;"><a href="https://ninateka.pl/audio/glosy-z-przeszlosci-melchior-wankowicz-odc-5" target="_blank">5.</a> </span> <br />
<br />polskipogodzinachhttp://www.blogger.com/profile/04750628829384894489noreply@blogger.com0tag:blogger.com,1999:blog-3127296865264740731.post-77753165026077441362020-04-11T20:14:00.003+02:002020-04-11T22:30:59.291+02:00<div class="separator" style="clear: both; text-align: center;">
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polskipogodzinachhttp://www.blogger.com/profile/04750628829384894489noreply@blogger.com0tag:blogger.com,1999:blog-3127296865264740731.post-9760783754343975342020-04-06T06:25:00.003+02:002020-04-06T06:31:37.475+02:006b - Powtórzenie wiadomości o przysłówkach1. Zapisz temat, czyli tytuł tego wpisu.<br />
<br />
<b>- WIESZ, NA JAKIE PYTANIA ODPOWIADA PRZYSŁÓWEK</b><br />
<b>- ODRÓŻNIASZ PRZYSŁÓWKI OD WYRAŻEŃ PRZYMIOTNIKOWYCH</b><br />
<b>- POTRAFISZ POPRAWNIE STOPNIOWAĆ</b><br />
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<iframe width="520" height="315" src="https://www.youtube.com/embed/VYi8YZr0FKE" frameborder="0" allow="accelerometer; autoplay; encrypted-media; gyroscope; picture-in-picture" allowfullscreen></iframe>
2. Obejrzyj filmik i <b><span style="color: #38761d;">zrób notatkę</span></b><br />
<b>jak? </b>- sprawnie<br />
<b>gdzie?</b> - <i>no właśnie - gdzie? zaproponuj coś, co nie jest wyrażeniem przyimkowym :)</i> <br />
<b>kiedy?</b> - dziś<br />
Informacje o przysłówku znajdziesz też w podręczniku - s. 142.<br />
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<b>POĆWICZ</b> <br />
<a href="https://epodreczniki.pl/a/slowka-o-przyslowkach/DsLHWJzyV" target="_blank"><span style="color: blue;"><b>klik</b></span></a> <span style="color: #38761d;"><b>- zad.3.</b></span> - jeśli nie znasz znaczenia któregoś ze związków, sprawdź w słowniku (vide lekcja o słowniku frazeologicznym)<br />
<a href="https://epodreczniki.pl/a/od-przyslowkow-glowa-nie-boli/D17vnWF3N" target="_blank"><b>klik</b></a> - zad.: 4., <span style="color: #38761d;"><b>5. [minimum 4 wybrane przykłady</b></span>], 7. <span style="color: #38761d;"><b>8* - fotka</b></span><br />
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<b>STOPNIOWANIE PRZYSŁÓWKA</b><br />
1. Stopniować można przysłówki utworzone od przymiotnika, np. słowo dzisiaj jest przysłówkiem, ale nie podlega stopniowaniu. Serio: <i><strike>dzisiaj - jutro - pojutrze/ dzisiaj - wczoraj - przedwczoraj</strike></i> to nie stopniowanie ;), ale już <i>ładnie</i> - można: <i>ładniej - najładniej</i><br />
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2. Wyróżniamy <b>trzy sposoby stopniowania</b>: regularne (proste), opisowe o nieregularne<br />
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2RdH9Wsx04UIboTkjb9puCu2KE4zGse6s3+PTsjuO6J+WymMs1nI4n1trVthWe85oQY8SGDaibtEzsgxHZvJvYkTeYRzQ5axNjJw8umB/IbeKtktjZI/q3bIVp840ZrbY+43poTNfeJhu2RtRtoxQk2dY+wdWCMzFgJLXbSEXN10gYL8y6f6b3tivGzkH4408/mug0yW/+fIs5bAboVipsPyb7BCcXhrhug2g30Yp0eN0Abcnnw969w049/yVdu+wU/eOAx1uaHyJj1N6y/SCQSiWRmdrEYmxhjIXoJjFKIWqjR6fr8fmOanz3yNN++815u+P5P+PKtP+K67/yQL9/6I75x+1385MEnePzlDbyqdpMatMmadTrdoLmIz3UFpPXf8y3U038+02K4O8SX+Q1sH93yMMYrnHvF9bzz3z/GMZ85neEGaMUamimMG9Xx46uUIaodolqhCF/ghHSWfLb0DvPAMy/y9R/9nFvveYQNXWPCiLanekC0irGtYs189Z8qxoJqQ8YNp4ixOdNDN0MUU3jtao5Pby3ge3c9wEf2PYwVZ1zIxs4ROivQFBPjK/hJKILkqpZmeWQtD8NssKVnlLb8AKlBC31chAFQ4w2q6oZNMXdH34tqby/GqpbP1gGbvT96AAcvPpGfP/okvdUQ1ayKDYjlY1ghhhWhmSFp0yPTDBsRiBNqOyRrhyimT3vRi4WYxLBMxNjWK7TCQ9qwQ9HOVp2sVSNnVdHGS9z11B/5+k9/xQ8fepqX1F56ajQ36XP1tfmM0Nb3vqs3hzv6tzMZ1AsZk/NtNGebMxZShz0txk79fdhyM8BDbwnvMtk+08UccQsh+Wy62ECx4+uS8SYu0wyDEcy4YRJXssX4VW3hcdEzEbIhN8BlX72Ft7/nX7jljnvY3DdOthw2PfhUp7UOc4uxM73v3c1sbT2bGLtd/7NEeyhWg4xdZSiIeOiPr3LEcSdzwNHH8+RrW8nHhyia2UA3fYzYoyURY1U7RLcCsna4x+K6zVTvhVyr3N3vZbb5Zub3sf3ndDtEt4S4LW6PhLHHVeJ9GmMmBw8BmumJ9xKvubrZQCtW2dQzRFv3AJlRm7zrk4vXM73pPS68yzPFqXHDlWmiobj5IFCtsHldWXjIeWSKHoYbkC0FZIqNyQNJK/F0FeuRNk1oyZg+iimeqVphMy6gGLuTYUsU20ctiXAGaVuEB9DdSNSh2CA9ZLPO6KKjv0BmrIIai82KOcGoH3H26st4zwf/gxNPvwClKMRYxRa3lZJxLd6PH3tuBShWhGIKD8hk3hBhChpCUDFraGYVZazMvX94hZt+cg8/fegpXsl00V0OyCbvwg7Q42vwyeHknhgfM80Dr6cPL/Qz08fZnh5/O1I/zfTJjE+wbXCcTT39bO0fRytMoFuNllA32x8wTZ9fZou7vyNtv6faqVkfa+bvnV6mpG5GKWreTskURc4BzY49Yk2frBuRMv34wCQQnuduIG47ObGYHR8sTRVjY7HbCZs2454eC7PZidP7ubgVEkweFNnBpPDcPGjyMSyfLttDGbR4Zl07N932c77+/Tv4zcsb6RiyMJwG7YUKiivCOcz3vucr1870/4X2xbl+ljC9/89l47aKsaqdCPMtoQrittQcD82sYRSqDE1EPLuunVPOuZh//sA+vOcj+3HK6qt4IZVHNevION8SiUTyp8UuFGPj66hxjEHVDjGckKzVoK8ScskNN/PuD3+Cv/mnd/PW9+3N29//Id7+/g/xtvfuzT++d2/e9e+f4JNHH8flN36H367dRL5YwRivopnxZiX+ntlOqmcy8Bay2Xy99Z5PxF2I4aDEmzDD8hioBFxyw038yyf358RzzsWMoNPy4lhBwgjK2B56WXjIpQoe6YKHXvTonwh56JkXWHbK6bz1Pe/nhLMu5KVMD0pL20zfjKu2MA4WKnrNKcY6DQy7Rs5qYMSb4ozpo1oN+msBt93zEP+x72GsOO18NuQG6ZoA4V3jx/GFhaCZXMsxbCHEdtk+Hf0Wt971CFfd/GN++eRL5K2ArB2IBFtWoyU24M69x+3FWI8tfUX2/o99OeTY4/nFo0/SVwtRzQqaVUO3YpElvhZqlCPU2LNBdUVsT9300YoNEfPXia+IOj6q7U31FGiJZyi8J4SngFaYIGdVyZkVntmUYu8DjuAf3v9hTll9NS+kO+mZiEiuQ+9IP53rc38Km7+dYfq4TuaD6cLT9DnjjSrvQjedmdjLTYv7ZzpOJJd4z2WKDdrHJugYr5IarzW9Z5NxrVi+2LC5iHjMVkTGAsWKZm0XxfLF4Yblx7G8GyjjE/RNhGzM9XP5V77JO969F9+98z629hfIxWJsM9blNDF2epgCzREx9Savas/sybKr2nlH5+em+DDt7xQr8dL34zi5E4yEEQ899zKHLz2Jg44+nt+t76DT8UTYnWlibLI+7owYO9vmbXr5FjI25hOhp4+jhJl+v7uEkJnqNtN3abGnkGZN9rGkf2lxPG/VjuKQMkIcUAt18m5IpxOQsxrohSptXaPc8INfcNW3fsQjL6zDKFbJmnWyZp18HIdPLTbiK8atNknrd25fZnHgKUIj5Cri34Yde8cVPTQzjntuh814kroVkHVaxVjxHRkzQDVFfXUrEod2VkASFkqxkwNBn5TtkXGEsJMq1tGdgLwb0DFo8fBzr3Lx9Tdyx4NPsLV3lM5yiGrWSI85FIKQCy+/mn/72AGc/vkryJcSD3nxPVPqm8S4dGJbwALFIZ5jQvRyJG6SFKrk7AZ5u8aLHTqfOOY43vrevTnl/Iv57bqt5KwanaUAw/ZRTD+e85I46js/J+zMIfvrPYyf7XB/vrVorjH1esbZQueN2eaR5lxoB+RKEekRl/t+9yLXfPuH/OD+x0kP25OHFmYcnqkUiXA6c5RpJnt0vnrM1C7T236Xz0OxCK2ZC38HzdjQlggdknOT8d4gPVZFN4VXenuhGt8Ei1BLoLgRHaZPyvRJWwGZ2IYW89a0tcINRQzQXVzn2fvpjq/Thh0249wn4V4UJxAhyJLbdFYdo1Cjz/F4fn075150Nf/lr/8Pb/lv/4vPXnApv9uwje5aSNqewJgIUEtinzC9jHOtFzOuGztwwD9X0t7Zxv9sfXtHn6c4PhnXb8bdTcTY5prnBPF+SXgVG+Ml+t06X7rpVj7wb5/gv//d29nnkGN5+Pm1qOMlcqVgyt5DIpFIJG88u1yM1UoiNp5iBWjFBkaxSrdT58QzzuOdH/wwq879HL99aS3PrtvMs+u28Ns1G7n3iWe48sbv8pGDjuYf3/NBjjp+FXc++jR9ZZ98fP1JtWcWEmdjNiN8ZzeRu2sTmpRPdwKytkeXOcGF11zPXh/7BCeceRbDjZAuJ0A3A3E67wixT403QboTCQ/NQgN93OWcK67h3R/+KEefdCqb8oNoheq8i+9sAvdM9VywGGuKa/oixm2d3krAj+97lI8edBQrzriQDdkBeiYQYmJcn2ZyLKeBbjeEl63j0+0E3PPUixyyeBV/+0//wsEnnkaXKzbIWhK2wQ1IW42m0bKjTA/hoFo+W/qL7P3RAzh82Urufvxp+qsBhlNHs+oidIQpvGOzDsI7KL7KmbEaIplMsUHfREBfLWqJneyLWLCtiWaSJBd20Lw2ni+F5OwGOavKq2onp158Jf/7vXtz2uqreGZTB/3VBsp4TRxW2DMbmq3vdLbxMv09L9hDcBfT+vzZwmfs7PfPtymfbzzP9PPXOx8sZHMgDl6SK4lTv1d8xsdwfHpqEb2NiM6K2LAl4lnSrzV3MomKiE0cJ52bqV3iA41Mc/MlrlRrxRp9EyGb8v1c+bVbeMf79ubWO+9j68A42XLQFIMUe3uvQSFGtIqxMwtsu6NvzdfOswkfM/X5xKNJhEdpkLEqDIcRj/zxVY48/mQOPPoEnlq7le5SMKNn7ExirL4AoXhXip1zbU6n//9siR0XugF+vWWdT5AVP28NezHZz1rFWMUKUc0gFjlD8m5IenQCvVijb8JHLzjc+9uXeOdeH+Fv/2kvzrrsOl5M5eibiOgph2iFGlqxMUU0nbxC31qGmeaVOFxPcfKqsmYJwbWzEtHvRZOChe2jmt5kzFRne2FZawqxM4ix8VqqxQkv0/FNEb0Uki7U6K8H/H7jVs646Er+/h/fxT6HHMN/PvsqSqGKZtXI2jXGvIgLLruKf93nU5xy7mqUQhWjHIk1thl/PK5zLASIkARCjFVdRNIdNyQTh3jIOj69lZAN2V6u+OZ3+Yd3vIdTzl/Nr19aR5ddI2dNoBaqKIWaWP/iOLd6CRFLcyfG+Wx9dVfPLzv67Lk+P329bl0Hd/c8mTxzMoxGNEVE1t2Inhr8flOaUy+8lL97x3t5z8cP4rGXN6KMV8jaHmqxJgTb8SrJzY353sV8c8ZChbTd9n6TJKzW3HZE8r4MN0KzPNEGxTqq2UAt1lELdbrKIQONiO6Kh2rW4pwOXvNGWMYWQqzqilA2SlOMRYhv8fzSTIrVDFe28312rvVwrnl3tjZI2kF34/nJ3t4zNklCqNi+aIfCBIMVn7sefoIP7rM/b/lv/4u3/NX/5GMHH8Nt9z1CbzVgW6FEh1khbdWniLFzzQfzrUM78oz5+ul023Wmg43Z2muud6S4wRxibDjpNWvV6CrX6S1N8OKWDB/e9zD+69++nQOOOp5fPv47Bibq6MUJtDisyK4eJxKJRCLZeXa5GJu2gsmYeKZHp92gv+xx/Onn8v/2+SSXffUbdBdLZMcc9BEbbcQlM2SxXu/h8RfXcdbFV7HP/oezZMVneH5TCsOskyvRNAxnuuIxvSyzeRXMt/jOZ1jPtTjPt0jP9vfNz9niql6PU+cL136VvT72KY4/82zGgohOx8MwhVeWYjdQnIYwSOIEHobt011ucPOdv+JjRy1m0Smn89CzL9NX8kUyGXt2I2umNpyrnAsVY7ViQ4RViK/0dlcCfnTvI3x0/8NZcfr5bMwP0FWOaMasizd2zQzSlodueWQdj0434NGX2jjm5HN457/vz0mfu5K8JRJ4qZZHxmrEyQ+CnTJOExFySntYftMz9ohlK7nr8afpqXgYbh3Nqk0RWnQrasb+0koBuUqAbjbIFuu05Yd4KdPJ2s4RjFKA1hKDMPnuZsKLuL1020ct1Ogue6QGx/jxfz7GO973QVZ97hIeev5V1DGXrFVDN1uupk7vT7OIe/O1xVzix448Z2eZ6/BkZ5+5kDlgIb/bGbFpts3kQjehShJawJocp7oToBQbqGadrO3RMeLyfEeWdZ3DZApVsQG0Jr3dFVtcVVbdSU/BVq/UZib32JMuCfkhwoUI7zfdrNNbDtmcH+Cqr93CO979fr77i3vY2j9GthTPS0kmeHvq/DvpdS6YsU2nJXTZVbSuGfNtzOb7jPBaTOKI1lHsCYaCiMdefI2jjj+ZA45cxhNrNtNTDsg63qxhChQnbIYjmc0zdq7+sStEz9nW0Lk23XOx0DZcSL1mGzcz/a347uT7EyYF0kQMbQ0DoFs+WtFDHa+RtRqo4xWeXLuND3ziUN75kf247Obb2NA1QtZukLUaZB1x6CGuYYfbef1Nj32sWHF8P1tcuW8da0YpErHwLZ9NfUWe2tjBpt6CWC9sPz7k8+J4+UndWurT8m9xfdpvxr5Vk/HXjLkeiFsapYiOsQnyJZ/nt+msvuFm3vb+D3HUp0/n8TWb0cw6ul0na9cYrkdccPlV/OtHP8Up510sNu+lcHJttiYTo4nxHidZtSNUi+ZclYQyUIt1srZPetjhZ488xd77HsyiVafz4DMvoIwUyVtVsnaNnOOLBF5uiOqEtBcacdK1hd122dn5eVfPNXOtFbOtazP9fk+sgzPZg5OJp5hyw0KzA7om4CWli89d+zX++d8+xqeWrOSZzQqGGb8/q0HWDZuJ6+Yr91zje6Y5YUfmtF2F8LwXbPd9tk/GEiiW1yQRH7NOKLADcpbPOmOAu554hm/e8St+/ps/0NpY21cAACAASURBVFsD3WqgWPXY7k3CFMTJ9+IkV4knvNoyzyS3yJIErrPVfUdE6oWsNzM9d7bfNUOoWF68d/GbYmxyyKJZdYxilcGJgCdefI3FJ53OW/77/+It/+MfWHzKmTzwzEv0VQMyZgXFSZwtFnY4PlcbTLcLdmbtmq+/zfa5HdlvzewZm4QqCGIxVuQLMawJXkppnPy5i/mHt7+Xjx98DDfffjep/gJdJeHgotnejO0nkUgkkjeOXR4zNgnar1k+hlmn2/EYqPiccMb57PWx/bjipu/QXwnI2w1ySTxQ26e7HNJbDvnNyxs46awLeN+H9uHyr9/Clv5xsqUQzYlPhJPsnEmGziR5Tcu/hYHiTWUXbfbnM7h3+m8tETup2/X4wnU3stfH9+O4s86hEEHWrGGYXny6XEe1a2iuFy/CPplClReVTg47+TSOPe0sfnD/w+jjLjmrjpEILTto1M5o1NgLF2N1U1xty1giyUdPNeBH9z7MPvsewsrTz2Nj1xD5UtiMn6rGBm3G8lpiJHkiDq3js75zlO//5xN86ft3cucTL5K1hLGrJ39rBzslxCb1bf3vFDH2w5/iiKUruOvxp+kuN9DsGppVR7f8SSPdDEVW6Ngr1nDEJr6j3+SWO+7niptv48EX19Ndi0TbJTH6mvFyJzPXi4QNIjabYVV5+IW1nPS5S/j4YYv41W+fp32wSC4WerJJf1+AAbqjfXShfWJXM/d37Nh3zzXeXs94mG/zM197ziTGztrudhAnuwjjuI5xDMvY4yw94vKLJ57j7Ku/xu2P/JZtgxY510cz6yJ5YjOOZCDEjSTBjxVMFXFiIz2JUSYONsKm95tm1ekpBbQlYuy79uLWO++NxVgxxifjxk6ORcXyp3hYzlxXvyUT/e7tU/P179nmBtWOEzKZdXRLHMiozgQDXsRjL73G0cev4oAjl/Lkq5vpKftkHfGORCiTcGoCr0RUt4M9msBrtv7aFO0tf0pIgtb3Mx1lGjN9ZjYWuuGfq37N37Wu+81nBAgxMG7z+IA4EW2FUBrGB35CYG/rHuf62+7i6u/dwcMvt6EW4xBJxTqGG2AkCbXmfC9i/VLj2KeGHTQ9n3VXoNk+WTdgfdcoP3roaU75/BX8blMGtTBB3vUnw1s018SkPnGyzJbEPUnbJwm8tGQcxwcxSSIlEedWJITc0lfkwefXcvkt3+NHD/2GdflhdMdHtepoZoXhRsQFV1zNhz62L6d+7hKycTKhzDTPd9H2rWKssAUUa1KMzZYiMU/ZPg+/uJHTLr2OfY5Yyh2P/56t/WPknTq6WUW36iLuqBuguSI2bcr0hGCzA2v6nlqjFjK/zDWfTA/7sdBnvd66LeQZyc+TBJBJeRXLJ+uGbBu0uff3L3HtrT/hW3c/xObe8clEd2ajJfb4wso/n5fsbHPCTO22I9e/Fzw/WiFaHCJs0k6dJPFobb0ZkgjSYv4X+Q7a+y0u/8YPOOz4k9nvmONYfcNNjPqQs2ooxQmU2GNRxACd6vGvmS1liMuViLEZa+6DxtmEyJ2xgXakfzW/P0bY6MlaITx+RbzvBrrVoKvssbFzgNsf/A2rzl/Nqauv4McP/oZ12T7yTkPYvLHdPH3N3B3jYyH9c67xPdu43tFyZGYVY2MnG8dHcTyMkkf7iMV9z7zEx49cwicPW8QN372dNelOulwfxarT3Afv5D5JIpFIJLuHXSzGCk8q3Q3jZBE18maN/orPCWddwHs/uj8XffUWukritNRwRIKGVEFknc7ZPrniBN/62d38y0c/yYf3O4QX0znUlo1+K4m3RsZqbPfzBM0N0EsCoxxilCY3Rs0NUkvG4unJcOat7yxXdhKSRTXZkM0qklk+uunRaXt8/rqb2OsTB7DszHMZDxFJEsyGSDhi19CdKka5gerU0V2P9tES9z6/jsXnXMB37n+ITf0jdJV90mMVlJaYu60GwWxXaVo/N/2zmhMuWIzNxp9PxNjeWsBt9z7If+x3MCvPiMXYsnieZvqoZosRUwrQymHs7Sreo1EKSY1X6RitiPAXlvBwysaxiZNkCTvUV6fVv7W+quWzua/I3h/5FIfHYmxPxUM1J0TftWPPtjg+sl4S8ZsyZh3NrNJbCdiY7eeE0y9gv0XL+emjTzPoQa7kYbg+RtJX7WBKzFjVTjzwGnSMuNz+yG9Zfv4lfOeXD5MaNsm7scedHYc6aHlnyWHDfH1yLpJ30HrdbDav9Nc1T8zhXTdbGab34bmeO73/To716c+Z/crjbONjR+aAmco7n9dTUm+jJPpDUnbVbKAUhXCRc3y6ywHb+kf53HU38Y5//RiX3vhdtg0U6ZmI0GNvN81qiLh38RgRcSrF2DFsn6wTkI1jHGutcZtjz7pko6nbDXrKARtz/Vzx1Vt4x7s/IMIU9I+TLcXeGW4QJxcMmh6yiuXP+g6bbeZOet7t6vVotvc+fcM109+2flazQ7JuhOEI4UG3600x9tEXXuWo4z/NAUct5cnXNtNV8jHizaMRhyMwbBG+J+2IDMiqLUTBhfarmebj1nolY3dHxlprX5seGiSJSSwEMn87WtfY2dbmGZmlbNPn35nGu+Ykielakr/Zftx3pr5X3RVJRJthkxKP0kQId0OMmKwrEi1uG3TYOmSjmDVyZXHFVjEb25fJ9psiSFImoxS19HuxRhrxGNCcZFz4KGadromQP2xROfuKG3jbez/IA8+vRSuW6amE5BwRfzNrB3GIH7+ZfE9L4j7bIoO2Eoe6Sepg2OIgTy16cfKwQCT8ioVoPfbw1cwa7SMmSqEi/t8JSJs1MsUyo37EBVdezb9+bF8+c8EXybqJ4JSITZMH4Zrro5c80UccYQuosbe37ogy6baI/f6Tx57h1Euv57of3oUyXhZhPIpiflKtBplilSQhWMb20EvRgkMUzDZv7+hcvTMsRGicqz/PNje1Craas+PhEOaq+3Q7dIrdM61ek3OBWCNyboBWrJIatkmPueQcP14/xGGA5mx/oDNb/XU3bHrgzjU/T2/v7e2DyTlyV68fTTHWDIWdWvQmczA4AVopFJ7j8djXYg963fbRinUMU7DOGOCD+x3BX/3tW3nbe/bi9NWXYoYRnfYEerGCbtVa5gshVmp2JBL1Jd9vx9fg3UnbeKGesbPbP63rwI71r+3XDn9aiCRhF0+5GWP6aHHca8OOWpKHNtCcOqlCiRfULK/me8kUSmKeKNToKYFeEE4e+gzjb6b+PdMYnV7uSRbg6buAuWPqfm/y2TPNFdu/n+3LMZsYm9gOyeG5XvbZOmLx6Jo2LvrKN/nWL+7n5ViIzTo+adsj3RJHfFePE4lEIpHsPLtcjE2uNBmO8IzVRksMVAOWn/sF3vvxA/jCV26hewJxvccOycQJH1Q7Qhmv0lPyeeSZFzh2+Ur+5u/fypOvbSE1XhFX110hphpuILw5bA/FapCx6vEmUWwEdTfEKEfosRCbLQfkyuL6eK4SkCv7MQG5kk+25AuBrBSQjZ+v2YkwO8smNv5v0xixQ1RrqjgmEMab8K5JgtmHTSavGookATmzwYVf+gb/7+MHseyM8xj1QC9WMczY+8CuYpRqZJwKGXsCzW2QKlb57bYsv92msHXMJDfhoTsNdCfeNNpB7OUWxsJCEMctbdno20HMZLlVu8VAj8W+VjFWS8TY5sbQi8XYurjWGYu0itOguxZw6z3385H9DmbFGeexoVMk8Mo6IYYVNBMkaHaAXg7RygFqyUdx/eb1Zz0WjnKlUMSLNb1mHMCsE6IWvZZYfnMz02ak1ZBqirH/sS+HLVnOnY8/Te9ESKZYFdcp7ThBlyW8phJBwij55MsNhhoBG7Qulq44lf2PWMzdv/k9AxMB+VKDnOuRLSUb9HBKzNiM6aEUGuTLIenREn/syPPUa+10OT45O8CwPFRTJHESG4JJj6/p9WoKAcm7jt9jspFoei8mHqfN9y7ihBolMSaM0qRXWDImFjofLGSjqlp+3BdFmRNhWXMC8f3uLHWwpnlJTBNM1GY/D8g2x3nQ/K7mhqrl70R5Jsf4XAczzYObuN2mH+Yo9syby+TQYHofTLw+kjLrbkt8YctDLdbJlSJyji886ewqqf5BPrP6St76rg9w9TduRR1zhRho1ume8MmXxcGXEl+ZF2PGJ2sHZOOkPrmS2GQbsciWsYRXWiI6qbY4QOidiNiQ7eOyr97M29+3N9/+2T1s6x8nV/ZR7Qaq3Zg8ZGjeZBAeuXoJ4Zk7bQ7V4vc8KWS9vvWnOW/H7Ww4Ym7Xpx+0WT7NTO3T53hHJC8Tm34xHkRYAZ98ySfneuhWFc2pMORHPPTsyxxx3EkccPQyfvNqG/mSj+4KLx69mTgKMk5Eyo1IO1OvXiutZbGnldMWZU9ueGh2gOFGQlhzJ9eSZCPcPHiLSeo3+T1e8/OTiOcYccxDwxXjJV+eXCuzZR8joeS3zA0B2XIs2sbCXlOcmBIHPJnHp15jTdbMhOYYj+venJOs5OqvEH/05lzR4rGZXJtP7IBSQhS/04B0vM5ky0xmLI/Xj3wppHMiQC/FoW+StcEJmx5wehlxSJF4wcbvwXCD2DYJ4/UhvhaaeJrbDRSrhm436K/7/H5TO6ddfBVve9e/8PBzr5ItOPRNeHTGtypyTtjSZ8NmuJCMG5CJk/dopTjWvBOQc0JytrgSrceHm7oVYjixR62ZeNn76K5PZ8Un6wrxKGM3SJk1VLvGeBhxwRVXsvc+n2TVeavRrAZ6nJwyEZs0R7x73RECiuZ4GG6SKC1EM8V6rlkeSrGGatZ5Se3jqTaF9mGXnmpAvhTPaWbsERvPAcnzs6WkH/hTErhOWVumjPvYQzjux9p2a2HQ7OfNOTtOXPq65pyZ1jcnJEna1vQMbJZvcn5Pxk/iENC6hiT1bq4HcR9rtlXL/DB7+SbX0knng9bnxN877RA3Y/mkio04sasf28+iv3SWA3KuR85t0NsQ60uulJDMBZNZ3lU3RC8FU+ql2ZMHPbqT2CiTa3LzkGWWOiXoTjzuXD9+VthyQL1rhFndjgRW2Fw7m/NTHJbKqISo8dqpOT7p8SpZW8Sm7ioFdNoeW7pGed+HP8Vb/ubv+b97f4gLr/4S442AvFkiZ03Q6YqbTkpy0B6PJdUM0MxAJP1rzgkth1/Nvj9T+WOhz4nbumVtbtqG7lRa14Tmf1vWxdZ1tmlbuWLf1JrbI7EhdXfSaUCzJ+ujm6FIQBU/L2M3yDgN9IpPlxfQ4/nopTqK1cCwAjqtiLwZYpgtQmTzoCIuT1wmsX+b7EfJXN08BGiudWFzLCRi6PZ2m9f8m8m+FaLFiRlnmj+S/iz2k8l6LZJIKvFtpeZa5wTT3kMSe1jYxUlCxsQ2SsLfNPeZ8fqScepobo182aPL9eiviFuW2XicpEs+mbKI1Ss9YyUSieRPi10qxipORLvpo7ihEJrsGtq4y9CEx8pzLuB9H92Xi778DXrLoUhQ4YLqQMZBZKMv1ugrBzyzfjOnf/4L/PXf/x9++cQf6RhxMUoRqYLP1sESW/IjpHvGMMbK5EsB3bWQ9hGTzb2jbB2wyBRqZJ2QdV3DrMv1s8HoY4PSy/pMH68ZA7yc6WKd2s2WXC/rMwYbtBzr9S4294zSPuSwvnOMrYM2arGO5gSxNwqkS5CKrwjm3BCjWEe3fVJjVTb2mKzrHCczLoL2a5ZHrhTQNRGiFRts6THZaIzQpo/Q3mXSOe7RV4rIW7447Y03W93lgAuu+Rrv3+dATjrz8xRrkBuvkjUb4jvdgLTdYKtTR6kF5OoRuuuzddBmTWcfr3T3sX5olA63TGcYodcClJJPyglJOcILwTA9tnWbbM4VSQ/U0C1IlWGT47PN8dBKHoo5EXu/RKTGK7T1DNPWPYxqNYQgYIXkLcgWQImT0+iOj2FV0cYcNuYH2No3jjJWIet4dFU8fvTgw+xz4MGsOP1cNuaHRQIvNyJVFKfpOUckK2sfNFmX62NjzzCqVcFwRFy5Lb0FNnSOsG3IEeJ8KQ5wH1/t7CxFc4pnc/bdFkE2EQq29lrs/eF9OWrpSdzz6z/QUw7YNlYWmyinQc6u0eXU0cdc1hr9tPWM0z7ssG3YZEvfEE+vfY0jlx7HJ/c/lB/fcR9po58NShfrtB42dg6xZdAkY9ZQXB81Trqi2A26qxE9pQBjtExHzzhtej9r012k+ix6XI/eaoReikhZASknosMR1591N0IreqRHK2zsGqOtaxRltESuWKPfCdGHKmzqKrCur8g2s0GqEpIqh6QtD63YoNuF3lqEatfY0DfOy0YvazsHSI27ZEse+YkQoxySsRpkHK8pDGScsClSCKM4FiNMj7wdkbVAM+MEO05Eyozji1oNOoZd1uWG2NZfRCtOkC/7dE6EKOYEG/vGWN81RFvnMNt6x0XIk1pE3vbQCw1yVkjOAsMEzQLVjci4AduKVbLVkJ46ZO0JtvYMslHvYUO2ly09o6jFCt0NyNYiOtw6mZIvxMeiR9YMaOsqsDE/SmrIIes0UAp1MqYvPFWcOC62E6CXPRSzzOa+UTbkB8gVqxjWBLrbQHVFAp20HYk4cPHBgWp6rDGGWdtl0j5eF8m14mSH/RMhPW4DbdRlc/coa7VeNncOogwW6TSr9JZDeiqgj1fYnB9is9HDK1u28Zlzzudt//ddXHTFVbyyuZ2NejdrlU7W6r10DDviUKxQocv16a1G9EyAbjfYNGjxSm6QtfkhNvaMkR4t01OGnlIUC7fxJi/eDPRMRLTlBrjyK7fwjnd+gFtv/yXK0Bi9FY/UYIH1Wh51uIBm1UXcWYe4/hFpFzqSvhp7vbUPmWzI97OxZ4RMLPpoTjglacrUa3ktBxduRMoKSZkBapI0w/TocgP6JyJ6nAYdvWO06d1s0LrY1DVIZtyleyKiqwxZR/THlBuRStYhMxTvthyx1ayjOyF9ExF9FQ9l1Gad0ctavZO2zj7U4QIDpRquD0/8/iWOXrSSA49YxlNrN5N1vNjDz0eN48WKBF5h88BLdWKhtiQyz6eKIaoDWilCsX22jZZp6xtnY98IyphLp92gxw3otn2MkQqvprtZpw2wpWscbbRC70REZ0l41mSskA4zot2CtCvYMl5nXV+Rdd1D6MUKvRWfnrKHMuqyoXOELf02mumRGi2zsXOY19QeNhl9tKndtOk9rDN6eEnrZE2uhzV6D2u0Xl41BljfNcrWPotNnQXa8uNsGXDpcEO2lSNS5Yi0KzyBlTiJXMYOmokK06NVNuTH2NQ9Tma0TN72yJl1NnYOs753mI6iS37Co7vkkR116cgOsk3pJdU5jF4s01OPyJaSK/oBqu3TXY9IFats7C3wWnaQjflB9LESPeWA7groTiiS5JSgw4roiGP56rbPpt4Cm/rH6Bh1UK0GqhWRLsR9w4aUBVoZFMentxHS6dZJDVps7hxhndrHtq4CxmiNXjeifyLEKE6gmTVxFddsoI3X2NpbZEvXCP/59B85+awL+cd/eg/33PcgGzoybM11s17vYr3eizIygVqooxbrZEYrtPcV2NI9TGbMortaZ7Ae0jVeZas+zGZ9hM25MTr6HbKOT1dN2AQinmWA4ojEWikrImNHdIxOsEbpo73PRDVrKHaDTLGGbjYoNCJWX3kt/7rPpzjpnItEfNgKZGIP6azTwCiU6XFqbOsS/WRz7xjd1SgWPQIhuFgB+VLEQC2i02nQMWiyITfIhuwgW3sLZM063aWIvBOiFT3ybkTWDuPDWZ+OAZfXjGG2DVpkChUUs45Rig9/LUiZAR2WR7rsoZc9OvrGSeVHyA669FQiUuM1Mf7iuSZjiti/WaeBWqiwpb/Amuyg8CS2RazOJHa78PKNPXwtkSjUsFo8Hu1J7zLdFiFINDMiXYhQ436iOKDZHtv6TNqyA6QHi3SVavTXAnLWBJt7x1jbPcza3lE2D1vk3Dpd1Qi97JFx62hug75KRLfl095bYGNugA2d/bT1DZIxHbqqHtlSg0yhhuaIhGdpF1IupN1ICDRWDdXxydciOmseW4ct1uYHeC3XR1vXMKkRh65qRHc9QnVEIinFjehwQlK2R9rx2Tzq8mrnAK8Y3bya7WFtboBX9D5eULt5KdfNy0YXL2t51midvGb0sbFzjC1jFTaXfNZXPNaaJV7tHWZj7whKsUS+4pGv+KhmjfVdo6zJ9tLWN4xuT9BVi9DcxItPvI+UFZAyPVJmA73k01uHQT/CsMq0D4yzId/Ha0YPm3tGUEYduktCjNLNmhDCknjNjlgnxNo9KaRpjrBXtPjQrXlw5ATNeO1KEqKgWKG3FpKfCNk2XuGV7nH+mBthTa/FhgGHTLFG9wTk7Ai9GJAerbKlr8gGvYdn1q5nrw9/mL/6H/+Df3rf+zhz9Wq04WFe0ww25HtoHzKFSFeKSNmQdiDtBGQcj65GRG8jQCmYtHX3s87oZb0xRHuvTWehzkA5pLcSkS4KeyNlBmSsAN2GbBE6bdjSZ7G2c5B1/SO0jZqknQr5hkfnRBVlzGRz1zDr9D7W5wfYOmyilzw6K8I2UewQxRWHiRlX2DDqSIX2rgIb1AHWq/2kBx0h1tcgW/HZOmKzLj/EOn2AzbkRtCGXgQbkKg2UkkfKDWm3YZsJehkMNxLt1TXK1mw/65ROtg7bpN2ADidg23gd3YnQbdBtkUOko9igsxbRVfbRR0t0dI2wWe9lc66fLf2jpK0y2XqIXgtRSh6645O1ArJFD328wcb8OOuMITZ0jrJl0CHjBqTtANWJmiGJMlaVrNtAGy2xpXOM1/QR2gbKpKwQzRFlEV6+oUjM6AakClU2dBd41RhmfXaUzMAEnYWQHjOix4wYrkT0ugFGoUb7oM2r2T7WdQ3xWucQbX0FVLPKUAiaWUMpVkXYs1JA2vFot4WoqpbjmzZFH8OJ6KpF5Cd8lEKFrb0jtBm9bNT72Jwbpr3XpGOkJBJFlkS/z5he06Fjptsyb7QwIZFIJH9J7PoEXrEwpNq+MIiKZYaqISvP+Tzv+9h+rP7KN+mtiJiyaVMYXCIDb0RmvMpA1ee5ts2c8fmL+Ou//z/c9fgzbOm3yJVCNLvOS+kulp9yLl//1g9Zs01jc88wX/vJ3Rx72tkctPhEvvSt28TmoFTj7Ktv4PDlJ3PgohM5cNEKDjx2JQcsWcV+i0/igGNP5JBjj+Owxcdz6JLjOeiYZVx07df58YNPcsrqa1l5/hd5/OU2ck58outAKo75pzshWdtDL0zQXw342WO/Y9Xnr+S0y65nc+84WatOTyWkY8jk4Rde4/Nf/iZHrTyDgxZ/moOO/TTHLD+LC6+6icee30BHv0XWFtcXFbuOble54Ms38oFPHcyKMy9guORz/29fYI3SSbY4gVGokrXr5KsBL+vd/PD+X3PuJV/iqCUnc/iSkzhk8QoWnXQa51/xJW5/4DE2dg2g21XhVRMvwp1uwM0/vY9TL7iar3z3l+QKESknYJvrkyo10NwaarGM5npk3YDHXmnjnMuu5bDFy/n1q1tIjU2IWIgFny4bFDMgYwqPpfSoxT1PP8eyk8/gph/9gle1XrorIflSne/dez//cdAhrDjzfDZkh+iZIPYmEBs3bbzCE69sYcUZF3Duldfzqz+8gGZV6Cw3SA/bXPHV7/DZz1/JnU89T28jJG3VSMdX4zTLE5vXHbiq1npVaCYxdluvxd4f2Zcjlqzkl7/+Hb3VkI5CBd1toJvCM3Fz5wCXfvUWjlp1Nt+++2Ge3pDi+//5GActW8Enjz6Gt/7fd/H3b/tnPvLJgzlyyUkcvGQlBx57AivPuYhb732UnNMQz3MaGK6HUpzgxVSOm376S07+3Bc5cvmpHH7iKRxw7IksOfVcLrrhm9z95LNsHSjSXRUeKGlHiDya6ZG3fTb3jHL5Td/lsxddya+eepbRasC9v36Gc794PYcf9xlOPOsLPLoxRbtdJe3UUa0aPY6H3m9z5wNPcOFl17N4+Wc59JgTOXzRcpacdBrX3PhdnnxpA52FCfJx4iitNR5piTjxhPDUFYkbfJTxuvDSciMxxm0f1fXJTYSs7xri+796mAOPOo4f3vMQ7T2DtOW6ueXOe/n0Fy7lqFPO5OBlJ3HQohM5duXpXPm17/DEmo10DJrkbQ/D9GJvsNhzxQ7QywFd9YBX87385LGn+Ny1N3DkilUcsvgEDlu2gqNXfpYzvng1t977MOs6B9FKNVS3TjoWI/onIr5910OsuvBKrr31J2wbKpJ1A+GlYAZkrDD2jGtglOr8em0bF9/wDZafei7PrutAHXUwnBqq04gFSVGurkpIx1CRu558joOWfJprv3cnL2S6yZcD1GKdnlJIe88wP33gMU5bfQUHH7+KA5acxMHHHMcJp53L9bf+hD+0ZeivRbQPmNzy8/s5/rTz2P+YRbxzrw/w3/7mb9jrQx/i4EVLOWTZCg449gSOXHUW3/3VY2zqHae75GGMV3huQwff+vHdnHnRlSw55SwOPf7THLh4OQctWcmq87/I9+58kDZjiGyxLmISOz7pkk+H3SBfj1jbNcClX7uFf3r3v/Cjex7mlXSOx15az9W3fI+lp57OBVd9iVe1HnQ7TvRjRyitV/TtCK0EXRMR13//J6w47yKu+/5P6RitiFsGcYb46bHRJj1BQpEAqxShlkT8VeEl7dFZCtjcM8p9v3uR1Td8g6NP+iyHHreCg5aeyGEnrmL5+V/gxtvv4oVtBuroBFk3Qi1HpJ2AdHKjww1QHLFx08YrPLVmE1++9cccf9b5HLjkBA5YcgIHLVvB8rMv4KYf30F7rocnfvcSi5edzIFHLOPp17YIb2R3ezFWs8JJr69YjNWs+CqsJTxn0oUqXVWfJzds5eKv3syKM89DH7VRhkz+8/cvcskN32TJyWdz2HGncNCiFRx+3CmcvvpqfvzAr2nrGkIzqyLkhBuhnAiYoAAAIABJREFUuJCyAvK1iEde28JFN97KaZddQ1uul7Vpne//8n5OPn81hy1dyemXXc8avZP7n32ZU79wJQcedRyHLT2Jw45dzqHHnsjBi5ZzwJLl7L90BQctWcGhS0/i0MUrOfaEU7ntzoe45Qd3c/aF13DpV25l84AtPHBdsUHVCh5GMSBrhSjFOp1lj/X5Pr5y250cvnQVP33wCbb1jdFb9tmY6+PYFZ/hnGu+zOOvtdHWM8j37nmQUy+8lKXLT+OIY1dwxLJVnHTBxfzwocdp6x4k79TJWjW2DVr89NfP8NnLr+ewladxwJIVHLJ0JSvOuoDv/fIBXk7nMMyamCdKkLaE0JJ1I7YNWJx37ddY9Nlz+NmjT9A34aOYDXJlIealTeFVqzkeSqHMA8+9zBXf+C7Hn34+hxz3aQ5achKHLDuZVedfyk23/5IXtyp0WlWyVo2s3SDviPXk0ht/wKJTzuGjBx3NP793b/77//e3fOJTB3LIMYs5ePFxHLj4BI495RweeXEjyrhLZ9nnqXUdnHrRlXz+2q/wUlplXS7P7Q89yjmXXMui5adz2LLPcMjSkznutM9x/Q9+ygtpA61YEbaLFaA6EdvGxXzUMV7l7qde4tClq7jixltZa3STq/hkilWUsQoj1YgvXH4NH0o8Y13hzZ1xA3ErxKzQU6rw2PNr+Oz5F3PeZddx/7NrMEoiXnqmWCfr+OQdj829Y/zs0ac47+qvcOzJZ3DwkhUcuHQlBx9/Mmdefh0/fvBJ1hn99FQCtEIVbbxK3vZRxyo8sWYrx376bL703dt5vkOjq+KLpIV2RMYSBzxKKUSt+qzrHeaCq77Cis+ez7dv/xVdrvA41UrhlFArmlkj79Z58Pk1nHnllzn+/EtYYwyiWA3U5FpxKWomfEvmn7nE2IxZR7U8DCdCsUCxhXOBXoaNPWP84O6HOOb4VTz67AtkBkd44uW1XHT9TRyz6gwOXLqSAxadyJKTz+Sab9/GM5tStI+YZMsNMoUSv1uX4qobb2PVuZdw5PLPcOCi4zhs2XGs/vqNPPryWjoGi6K9il7sjSq+O2MHKIUqeccjNezw2MsbueZbt7H09PM4/MRTOGjJcg5ddhInnf0Fvv7Dn/O79e2ooy55xxeJV2NP8fRYmZ88+luWnXUB+y9dwf6LT+SAY5dz8KJPc8jSVRyw+EQOWbycI5as4MhFKzjsqBM5YvHJ/PzB37N5sIBaqfPAy+s5dOlKvnrzD2jLZFmf0rn1Z/dw+gWXs2jF6Ry86EQOXbaCk89fza13P8CW7lFypkenE5G3I/SiuBHU6YRoYxVe6jD4wa8e4Lwrr2PZqWdz+HGf5uBFJ3LI0Sdw8jmr+dYdv+KFdp1O1xOJVuM4mYoj9hmqG8fsbvHOb77XlpArzRtHjnCSyDkNOk2XNdtS3HrHXXz2gtUctPgE9j16CfsfvYylnzmDz19zPT994FG0EYu+ss89Tz7HGV+4nAOPWMR+Bx3K//y7v+O//NV/5a//59/xnr0+wGFHH8sBhx/JgUcs5rqbb2NrT5G8A7oJWQvyToQyWuKZTdu4+ad3cMbqSzj6xJUceOQSDjl6BYuWn8HF19zInY88xWt6D50TkTiA+f/Ze6vwqu53XbsUd4fiUNzdNbgECQkSHIIHtwKFAi1WqCDFC6WFUigOpUhxTyAkme5xnTqma+59MALrv/Zee6+1r2t9+zvh4D0MuS4yxpxjPL/3uW9bAIVdlAeqTSFUeT7W7tpPn1HjGRU9nW+OnUKSa+JuYhI7jh5lyqJYhoybRJ9B4fQbMY7IOQvYtPcAN56+QWV0obL4kZpFaXCy1YfOHeKhRMuXu3+i9+Bx9B8ylt9v3CdOk87NF2/5at9houYupv/wCHoPDGfomGhiln3B4XPniU9NR2pxILP7kTsg2VyAxOhH7whx/p+nRM5aRN+wkQwMj+LkzX+QWL1IBRExp7QGP7QIVUIQrTPIfamaH375g5jl6xk2dhJ9B42g78DhDIuMJmbdJn48d5FHSh1quwe11YvG4kVn9fNan8ecNVsJGzOJIRFTWLZtD+9y7MishVglSwCZ0Y3UbEdr83Do7EUmzFrIgFETmbR0A3eTDEjzvShMAVTmAHKzF5XVh94e4ML9F0ycv5xeg0cTNn46xy/dQZHjRGfyk5xu4fI/L9l+4AQxKzcSPnk2PQeOpNegkfQZGUH4tLks37qb3+88QJFnK2xK+FHagiTbAkgcIZIsfpIK21Vqixjq/hWXxJ5fzrJgwxZGRk+j3/BR9B44nAHDxjJq0kxmr9rA2TuPeZNuRiUUfMB9vH//ef/u859hwD7Ox/k4H+fj/PfPf3sYKxfEF2+FNYja4kVrcZHuDDBu1nwaderB0q27SHGFxPqeNShywewFYiU030WGK8CNx8+ImDqDspWq8ec/z8StGXsAlc3DM7mBBk1aM2POIg6ePMumvQdo23sQbfqG0X3QcDbu3kdCah4pDh8bfzjE7JXrmb5kNdNi1zB10RqmLvmC6Us3MCN2DTMXLGX63MXUb9GWCjXrMykmlp8v3WLczMXUatyavUd/RZ4toLWFkH8IFgrEyqTJi9biwWBxMm/tJpp07UPE3MXIcy3obG4kWUaOXbpORMwieo+KYNyMBUxbtJro+SsZPWU+QybM4ofTF4nTZaN3hApNlx40NheLNm2lebfeDB4zgbNXbjFvzZdcf/KKFIsLbb6ddLufv16/Y/nW3QyPms6w8MlET1nAnPkrmDl3GVFT5jB41Hh6hw1n5aZvuP74NbI8QWQ7Wjzo7T42/3CYzv1HMXTcLBQZTlEEJviRCR6Uggul1YnSKrLB9p44S/MOPSleqjLbDv7Ma0MWOnsAZb4HrSWIvLAWqbUHeaVLZ976r6jdvB0b9hwg3pCLzh5Aa/Ow99Rp2vXsLWIK1JmkOEFu8aIWAqitXu7Ey4iYs5RmXfqwZPN2/opPQmlxkuIMkJxhYsykObTvOZjdJ/8g3Q9JJrcYnNiD4mn9/wWmQG79z8PYhDQzzdt1p//wsRy/cI1UdwiF1Yfc7EJrc/Nak8Le47/SuG1Xhk2O4eerd3kk0/Hz9bvMWLaGcbNmU79FS2o2aEzY6CjmrdjA1NjVTFu8mhVbd3Piyt8YBB9aixud1UtiWh5nbz8ievEq+o+bzKDIqYyfvZBpS1YRvWg5o6bOodvQcAaNj2bjd/uJ16WJrDEhiNLiQ2Vyo7f6SDBkMWHuYrqEDWfz3gP8duUmo8ZPpV2PMDoPGEH0whVceZ1IktmOwuZBmmfj8TsFqzftYsCICMJGRDBhWgwxi1cwc/4SIqbMYuCo8UyKWczh3y+hM7vRCX6UFh9Sk6/wPqZQKvM+jA0ht4REvpo1IG4w2wNIbT5kgge9K8BLTSqb9uynSLFyfLFtN6cuXOHLnXvpO2o8I6JnMmnBUqYtWs6EmQsYNHoirbr0ZczUORz8/RJxhix0Dj9ysxulzY+isBYsMzn4J0nOki3bGTJxGmHjJhAxcw5TF8Qya8lKImfOp9/ICLoNCmfems1cfR5PUo4FpcWLyuQl2wu7jv5Gh37DGRE9i0dyLQaXuHEoMQeQWES8hLgF7uLbn3+jY9/B1KzThE27D5KYlo3eIVb25TZRRqO0+EhzBXmp0rN2x3cULVeVDXt/4pkyFb3gQ2l0kJyWx6a9+xgZPZ2wiIlEzlvKjGXrmRgTy/BJM5m5ahO/3n5KijtEYpaNwxduEfvldqLnL6Zl526UrVKVLn37MW1hLDOWrWFq7GpmrdnCsSv/kJBhxWAPocxzsuunk0ydv5Tx02OYtmgpUxctZeqCJYydFkPfUePpPjicJRt38OCdCpXJjUoIILMHkNh8aDwhnmrTWfbVLmrUa8o3Px5l5dd7WPn1HmavWEf3QUOp36odF+8/E3/WEkBhCSEtvC8VVrE2rbQGkGRbGRQxmba9B7L+231obR5kJvEwRfEhpPyXSqI1+KH6+qEC+57RZxPr6w+lOrYe/JmR0+bSc2QEY6bPZcqipUxbspzIOfPpPyaS9n0GM2PxGk5fvUdSpgWVM4jU5kNq8aCy+lBbRamQ3urj5MW/mDp/Ob2GjmZQ1GQi5y5kSuwKIufGMmTiNAaMm0jsus18/e1B+oWF02vAKK4+jUPvCv7XwlhroJDfK9bM1dYA0jw7mb4AFx8+Zcy02dRv0oJXCi27j5wkYtZ8Bo6dRNTsRUxfvJqp85czcuIMegwJp/fQcJZv3cmdtxIURidqwS8Gh2Y/BneQE9duM2LKHDqHDeXPv++xYtMW+o4YTZse/RgQHsmiL7fzTKnnytM4Vu/4ninzlzJz6Rpmxa5hxqJVTFu0kqlLVhEdu4KZS1cTFh5Jrc9bUqN+Uw6ePMu+Q6cZPDyS/sPHc/uNFJVVPLBRmX2oTH5U5gAaWwiFxYve4eP609f0D59IzQYtOXzmIrJsEwbBw6MkOZVqN6DvmPFsPXCY7YePM2DcRMbNmMeshSuZtWAF46bMocfwMfQeMYZdh4/zXKrihVzH1z/9TP/x0xgaPZuoubFMXbSMqFnz6DF4OANGjeOLHXu5Ey9B7xAFO3KzyGnX2gK8MeTQb+wEPmvRlm37fyLT7UdhdqGxv0d1iBK7V9pMdh45RXj0TMLGRDF2egzRi5YzbekaImOWMCBiCn1GRTJtwTJ+vXabhNRc1FYfaquf5CwHO47+zoL1XxM+JYaWnXpSpkJVwsdNYPrCWGYtW8W0JauYtWoT118mo7A40TsDnL37lC6DRjE4YiLfnzrN+t27GRY1iRETpzNl/nJmLFlL5OzF9B8dRYewoUyJXcnlB89R5NjQ2QJITT4kZj9KR5DEXIE9P5+jXPW6jJsymwdJUnQuH8lGJ/J8F0ZfAYtWrKFl+y5MmrsEudWP3FGA1OpDZnGTnGPmdlwC42ctoNvAkSzdvIM775Qo7SIzXiP4UOYL/P0qgRXbdtFndCQDx09m3Mx5TF24jGmxKxk3cx69wyMZPH4Kyzfv4MbzN6iMDtRmFxqzG3muwI3n76jfpht9xkzg1PW/yPAGkeS6RPxIoSRM6Qihcvs49/AZHQcMo1Ltz4mauQhJphV1YTX+fUVZKQRQ27xoLG627j9K8x79GTo1htf6rMJnL7FaLaJJCuvAlsC/mw9yqg+bk0GkFi8inkWsLkvNQZLNPtTOAPEpmWz57iCVqtVm574DHD7zO9MWLWXUpBlMXbCcmbFriJgaQ4+w4TTv0I3Jcxdz+fELXunT+fXWA6YuWkvkjFhmLVnH7GXriJw5j17DhtOiZ29Gz5jNkT+uoMgW0AmBQu5+ELlFlJqqzW6S0/P5/uQ5Imcvps+ICEZPmcX0BcuYsXAZk2ctYGTkFHoOCWfC7FiOnb9GnDodrcmLyuTBYAuiyndy7vZjYr/8hmmxq5gRu5ppC1cxc/Fa5ixZx7QFy5i5YBnzF69i8NCx1KjZmM9qN+fk79eRZBpJcfn57eY9ylauxYxZCzh66gybt3/LiHGTmTxzMbMXrmLGwuWMmTKT3kPD6TZgKBt27+d+ggq1yYvW4kdjCaA2+0hxhEhIzeP4pVuMm7OQqHlLiF64nOmxq5m+eBVR0xfQc+hY+o4cz4qtu/k7PpkUV+EzQSF2RzwMFptuH2R+1n8fxn5gXr9/RrQFUNoDSHLM3Hj4mHmLl9C9Zy9q16pD2TLlKFuuAmXLVaBi1Wo0bdeWOcuWkpSSRqbLxw+nfqdb2AhKlqtK2bKVKfZpcT4tUpRPPy1GseIlKVmmHCXLVaRk+apMm7+cBG0OqdYCdKYgKZYQ8aosjp27xqS5C+jQszc16jWgdMUqlChTmRJlqlG6/Gc0aNKG/iPGsmLbTu4mysVGm+BFZvOitAXE9lCelwkxsZSoUJUadRowe8lKfr10jcVrv6BD7z5UrduAkhWqU6RYOYqWLE+l6rVp1aEr46Nn8suF67zViQdeSsGHVPCidvq4kyBj+uLVfFK8IsXLVuGr3T+w/YeDTJ27iNadulOpRh2KlShPkU/LULJMZWo1aELvIYNZv2sndxLeobK6REyKKYjCKLaCjl24TJN2nSnyaSkq1qjD3lNnkFldKOx+NA5RiCazeJDbPLzNNHL61j1mr1pP97Bh1GrYlFLlq1KyTCVKlqlImYrVqN24JT2HjmLW8jXcePYaSbYJneBFY/OQkGliXMxiqtVrTKmK1eg1NJwnihTkJu8HBJnK6kctuJFk5rNwzXpq1m9MsdKVqN6oOWdvPUCWK6Cz+lEavchMHjQ2H/IsM7sOHuOzz5tTpFQ5mnTpxaELV1FbXKjMLp6pUpi6eBXtevSn9uctqFSjHqXLVqZU6YqUKFuZ8tVq83nL9gwZN4ETF67yRp+Nxia+X0sLMTUSiw+l1Y/W5iMxJZ+Dv11g6oIldO4XRt1mLShduRLFy5SheOmylChTgdIVq1GrSTN2HzvFC20mavv/3hXy/4UE7+N8nI/zcT7O/3n++8PYQui8yhpCawugt3pIc/gZM2suDTt1Z+m2XRjcIo9SIRTy5WwBkvPdqM1eUm0+fr5wlV6DhtOweRseJMrRCF7Udh9Kq5u3hiwatWzLiNHjmThjLt0HjaLnoJGs37mXg7+d4+bzt8hy7GitAV7pM3muTuG5KoVnCgNP5QaeytN4ocwgTpXGs3dSfvvzGq279qZzvyHsPnSC10o9Ow4cp2a9xsSu/ZInSQrSHAGkea5CplUIqSmAyuIn1R7guVTD4IhJtO0zgO2HjpHp9pPqcHPh/iOi5i2iceceLNm4lasPnvNKruepRMP5e0/ZcuAEZ+4+5U1aPjp7ELUQQGXxYLC5WbZ5G807dKVVx25Ez1nAnBXruPPqDRmCB3WOhTiVnrmrN9AxbBhDo6ayc/8x7j17y0uJmmfJSi7efciXu/bSre8gGjZvx5K1m7n9IgG14EYpuNC7fPxy8w7DIqfRvttAnidoUZu9KGxepBYnCqsDleBCa3fzWKZh9Zbd1G/clmo1GzFl0QruvE0i1SVuBiuNXhRmf6Hcwc/fcUl0GRZOs54DOHLpBhqbF5XVi8Hu5YdfTtO+e0/GT5vDa02WCOU3e1BZPTxIVrN+934qN2rNlCVruP7iLRqrG5XVRYrTjyTTzJhJs2nfazDfnvyDVA/ii5DgLxSj+FEXHgL8V6/Z/yyMfVvIjO03YgzHLlwlxSEeMKgsLhIzcjl09gKDxkTRqktvjl/8i8QMI2qzi4S0POJ0aVx++Jiw8NF06N2Pb4+c5J0hmycKHU+VqbzUZJKQkove4iHF7EaZZeHczftMjImlTsuORM6N5ftffufmizc8lql4Ildz9tZd5q5aT+sefWnWuRvf7D/EG30mGqu4GaYxOzFYPSSlZjFjySo69hvMxJhFDBwdRfe+Q5m+YDm7j/7C+QfPeJ2ajczqQC24eZCoYP3276hUpwmdBg5j1Y7dXHz4hJdqDU+kMv68/4iYNetp128QfcdGcfutFIXZhbIw7BErgHy49xXv5QzmQl6jEERi85EseJEJPiQWB1rBw1tDJnuPnqRYqYpMnbOYybMWEjZqPOGTZ3Dk7EXuvHzLC6mKh/FJHP/9MiOjplPz81YMjprC4YvXUNkcyMx2FDY3CqsbudHOwyQlC9ZupmW3voSNiWLznh+58eQ5z6RyXsk1XH/4nC93/UD3sJFUqduUuas2cvPFW7RmD1qTjywPXHkcx6DRE+k1dDTn7j0mxRVEIfg/8LtU9hA6R4h3abks/2o7jdt2pX7jNgwaO5knyQoMDv+HzVCpOYDK7CFF8PHX83gmxiykXPXanLl5D3mODb3NgzzHxLHzl2ndqy99R41l24HD3EuQ8kKVzoMkFccv32L/71e5/lqOWggiM3qJNxiJ02TwT3wiE2bPo3r9hsSu/YIHbxJ5oTTwTJnKI3ka8WlWFOZCRqzZx7c/n+GrH3/i6J+XuR2fwINkGU9kCv56EceWHw/Ssd8QqtZvzq4jvxCny0QriC9AKsGP3hXkhSqVlZt3UqFKXcZNmEWHfsNYuH4L+06dYf7KNRQvX5k9R0+RmJaLwR5Anu8prFuL0j2tEEKR7+TKozhadu3D0PHRnLl5l0xvCFm+B7nlf5VQvTdM/7sw1upDbhG3UdQ2H29S8ti45wA9R0TQefAoln61nUv3n/IgScZzhZq/X8Tz3dFTDBoZSb2m7YmcsYCztx6gFDzIBA8yqwulxYXa7EKebebmozjGTp5Dp54DiZoxj5/OX+RuYjJPlFruJkj46Y9LTF64nDbd+zNoZBSNm3Wkx4CRXHz0Er0rgMIu8t7EMDb0vw1jlYWYGrUlgNbqR5EnkO0NcOP5KybGLKBarbrsOHiYvqPG0S98PGu/+Zbrj17xNEnJc4maC7cfsuqrHXTo0Y/PmrZiw54feSRRorG6UVpEU32KM8iZv+4TNWshbbv1JnbVOtp170WPQUNZ/MVmjly4wV+vkknMtJKUaeWFJp3HMg3PVTqeqww8U+p5otDySKHmmUrDnfi3xG7cRKsevegbPobHCYk8jHvH1DmLaNdzAHtP/47K5hYbGWYR5fOe8ai2+5Gb7Bw+d5mGLTvRd+hYbj17jcHmQGt18FiqpHKDxnTsN5Cx02YRMTOGMdNjOHX5Og/fJPMyWcX1h8/Z8v1+WnfpRf8R4Xz93Q98e+gYHQcMo094FN8eP83tVwk8l6q4+zKO7T/up1OvvnTtP4jN3x9AZXKisfpFKabZi9bq5a0hi4ERE6nfuj3b9x8iy+VDaXaisHiQWsQg4pU+k70nz9Kqez+69hvMsvWb+ePWPR4lK3gs1/L3m2T2nDrL2BkxNG7dkRGR0Zy99YDETDMqixeFyUecLp/Xuix+u3WfSXNjqVa7ISfPnOdpkpR4fSov1Ck8kGhJzLKhtPpQC34uPXnNsIlT6TVkBMMnTqL/yFGMnDCZ73/+lXvxSTyVabkd947vT/5KWEQUFWo3YOHqDfzz6h0pNh9SoxulI4TSGSQx18b3p36nfI3aRE2ZxaMkCXqXF4nRgdLswRwoYOGK1WIYGxNb+LNB5DYPCouD22+TmbtuE/Vad2Lu2k3cfPUOvSNY2O7woBfc3IlLYOmmrTRo14leI8bw1Q8HuPLgKc+kKl4qtPz1PI6Ne/bRb2QErbr2YUbsKp7JNKiMAhqzE7XJQbw+g17hkTTp2otvDhwmze5Gnu8qFEWJLEeV3Y9KcLJp/yE69BtEpdqN6DM8gr9fS1BavCis/8J8FvzonUHepmQzd9UGPm/flS0HjqA229EKPuQm8TBIavKKoiTrv4V0/7oRK9bY338Ovd+kFJ9BlILIfX2X70Tj8CLJzGHP4RNUqV6byOkziZo1h4FjxrNj3xHuvXhHnDKV2y8S2LrnAK3ad6FctVos2biFb0+cZt66zQwcO5ldB05w80k8L2Ra/olP5ODvfzBwfBTVP2/KmKmzuPH4NRmuEAqjB6XZL0oZLV5kWSYOnf2T3iMjaNt7ELOXr+Xs9Vs8epPEK4mSB68SOHLmPBEz5lK/dWeGR03l8NlLyLMtqIxOtFYvWquH5CwzL1SpPJVpea4w8EyhL3yW1vFYouClVMHfT56zeOUXNGvThVGR03mSqERlsmNw+fnz4TOq1G3EoJFjiJg2gxGTo5m0YDFnb9zh4VsZz2Vqrj55zqa9P9CuVz+adu7Ftp9O8lydLh5iCEHkJg8au5+49DxO/v2A+V9t5+iVG9x4ncAjmYbHch234yVs3neErgNH0K7PIFbv/I5UpweNTdxwl9sCKOwFJJn8oiz1Pwhj37N5/435XihQsnq5807O7KUrqFy1BmXLlqNZk2YMHTSUyKhJREROpO/AwfQbPpxlmzeTnJmNwenj3D/Pid20i5ETZjFi9EQqVarJp5+WoEzZ8jRu0ZKIKVMZPXkqIyZNY/tPJ5BmmkmxBkix+EnU5/LT6T8ZGB5JiYqVKVO1Go1bt6HP4KGMGj+JoeFRdOzen+q1GlCiXGXqNm/Doo1beShTITHZkFqdyK0eEf1l9jFl7mJKV6hE5SrVGTZiDGMjJtK0VTtqNWxMu6496BU2jK69wmjesh1Vq9ak6KclKFa0JMPDI/j10nVk2Ua0Dh9yuxiGPlWlsGjdV3xasiJFy1RgdNQkOnXvSY3adalZqy4tWralfYeutGjZjuqf1aVoydIUKVGMBi2as/3gQd7oUzEIPlRGLxqTlwxnkOMXLtOiQ2eKfFqcStU+47uff0FusYuSQItXRL7Y3LzJyuX0rbsMjpxEhc/qUbZSdRo2bUmfgUMJj5zEqIgJdO3Zj1r1Pqd4mUqUqliNOUtXc+3pK+RGKxrBRYrTy4a9P9KsbQc+LVaSlh068+e9p8jzHSK6xOxHI4RIcQf5520y4ROjKVWhEkWKl6RoiVLsOXSMpNQs0hwB5PkupCYvekeAF1IVS9esp1T5SnxaugzjZ8/j2ovX6F1e5BY7z3SphEVG07JzT7r2HcTQ0ZGMi5xMRGQ0w0aMoV2HLlSqUoMixUsxKHw8v16/hyzfg8JWUIhk86Oy+dELXt4ZMvjx+K/0GDiUCtVqUrpCRWo3bECbjh3o0a8vA4YMpe/AIXTp2YfWXbtx9M8rvEnLE3m01v84jP24GftxPs7H+Tj/7+e/WeBVgMwURG4MoDIH0dqCGGx+srwFjItZQMPOPYjduhODK4DC6kJmcSM1e5CaPSitXtJdBUjS81m7bTcNW3ckesFS4nQZhbVfD3KLi9fadJq060SNOg1p1KI9wydM5+7rRNJsLnI8IdIcQVQWH9J8N3pvCL0nhNYZROsUmYdaIYTBXkCmK8gbtY6Vm7ZSu3FL1mzdSZxKh94icPn+E5p06EJY+DhOXrxMlsePNMcubllYg8htITSOAlKdAY7+cZlO/QYxfEI0158+JzcQIsvrZ+nWr2nRow/jZswlxeTfMWuoAAAgAElEQVQkxx0k211ApruAdE8BqZ4CDL4C5DYfEpP4oqYyedCYHKzetpOGLdtS5bO6jI6ezt9xCchyjOitTl5r0li9Yy81P29O+Ox5nHv0jEyvyK8zeMSKdoo/hMbu5O/X72jdpRct2ndj3Tff8iY9C7ngxBAI8lChYfbyL2jSsgvHf7uMPMeKwuImySQgsQjILHYygyEu3H/CzMVr6NQtjEHDxtNz6Bh+vXkPveBFZXYhN7pRWPxoHSFk+XZOXfubKo1bMHjydC4/f4ne5UNhcZLpCXLwtzN06NGbyOkxxOmyMQigs3pISMthy49HaNyxFz2GjuX+OwUGwYfO7kNlc6N3+pFkGhk7aSbtug9g1/EzZPlAaRfFIxKzD4VNPAD47w9juzBoTASnrt4kxRFAmmNDb3Pzy5VbjIiaQvN2XTjw63nkuRa0Np8YvNkD5PgKSNCnMmZiND0GDuHnqzfJ8kGKrwCNqwC1XeTjavI9ZNj83H3+jhkLVlC9XnOmLV7NK3UaGZ4Qad4QBk+ANF8B2YEQylwTuw8fp3HbDtRq3IJfr90hOdOM2uxCbXKQZveTkJLJ7BVrqdO8HbWbtqF+y04c+u1PpOm5ZLgCqAUPSpsLrcODNNfMnmO/8HnbztRs0oaz9x4hszrReYNo3H4M3hCpviBvM3NYt/dHarfpyLQ1m3iizSgUPrwXf4jsLKWlAFXhYYzCLIYwYk3Qj8zuR+UMITHZUZmdJKbmcPTsRcpUqU3N+s1o0b47i1Zv5LVCR7Y7RLYvRLavgBxfARkuP/JME5GzF/FZ07YMj57JnSQZepcPleBCbXXxSpPGt0d/oVi5agwfP5VLd5+Q4wmSFywgO1hAqjtAmjuI3urm72dvaNW1HzUbtuSLb74jQZtFmhAizVGANMtM9MLltO7Vn6/2H0YveEkyOkTBhD2Awuol1Rnk1rM4ps1fSrd+Qxg5fgqN23bn97+fIDe6URduScmtBagsXtRGB0f+uEzrnn1p2b03/7yVoLd6SBHcvNEZ6D0ygoYdurDz0DH0Zrt4T9sCpLlCZHoLSHMXFP6bhYwwewEZ7gIkGdnMiF1J9boN2PDNTtS5ZtJcQVJcBeidoLYjyvbMAfHAxBHE4A6R4oMUfwGpvgJS/UEyAyEUeWZO/HmdclXqMGzSDM7/8xSt4CU5z4ZG8JHi9BOnTmXN5h0UKVqW0mWqER49m8uPniHNzObHk6cpVaEy0fNjuff6DekOD4mZFgyuAtGabvKgs/mRZJhYt+N76rftzIJ1m3gu12NwBMWg9l/FVh9Cj0JOrC30IQBRCj60gg+D3Yck28hPf1ymWfuu9Bg0kgNnLpDnD5HuDmJw+Un1BMn2hchz+ZDqswiPnEGdJu2JmreE1+k5KB0ekswCcqsTjcXF00Q1w8dN5fPWXVi+4WteKnRkBgvICBZg8AZJ94bI8ARJSMlmycavqduoFUWKV6LHwHD+fPgSjT3wIbyXWwMi0uV9GGsN/vsw1hoUt/qNXhQmD4o8gUx3gL+exzFl3mKKli5H9c+bETYuipOXbpJq85DuDJDjFe+LLE8B0kwTJy7eoHr9prTu3ofvT/6KyiSgtovfmZm+ILdfJTBv+RfUqPs5VT+rR9iIMfxy8TrpgheDIAbBSpMokdE7C9C5Q+jdQbSuIHpPCL03iNbpJdcf5Pw/Dxg6YRId+/Xn0Lk/yHQ6UWbnsXLrDpp268WomTHIjVYU1sLvd6ufZIuPRKMHjSvIc20q63Z+T/X6zdmwdQ9JhjRSHW7UVgevtClUa9aKUtVq06JTD1Zs+obkjDxyAkHSHD7S7H6yPSFSLQI7fzpBk7YdadCsBe2696ZNz/7cf5NMqt1Fti9ElitIttNLvsvLxp27adapK71HjOFBkooUu4hRUpk96AU/8fpMwiImUrd5G3YfOES+14/MZEdmcaF0Bkgy2jn053Wade7FZ01aceLcRVLyreT5xHtTKXjRe0JkBgp4KlMSs2wNFarWZlrsKq6/SEBnF5s/GnOAdG8BdxIkzF6+jhq1G3LrwTN0JoEMX4g0XwEp7gLU1iASkxuV4OPeOxlTFy2hev1GlK1Ri8nzF3M37h3Z/hA5gQL0Li9pHj9pThf/vH1Hs07daNK2M9/8cBit0YlGEA8GFK4ASUaB706doUzlakycOpNHicmkuH0orE7kJjfZngIWrv6CVh27MnnuYpQWN1KzF63TzwttChu/20+5eo0ZOTWmcPswhFrwITHaUVqcvE3NYO32nXzeviNdBg3lUaKUNIebTHeANLufLE8B6c4AGa4gZ/76hyHjo6lUox6bvjvIC5UBveAhxeFFbbGzePM3NOnUg8XrNpGcmo1e8KO2+lBa/CjM4gFkclY+o2fGMDhiAp36DqT74FHsOPIrSpMTrf296M1PstFJiruACw+eMmryNDr0HsD5uw8xCB50Ni8Koxul2YfOWYDc7Bf5j/9LGPv+s+k9uzoomu1tAVE0ZAuisRcgMblRC14S07LZfegolWvUomKd+gydOIWj5y+T4yogzRYgwxkiy12AJDWXfSdOU7N+Y+q2aE2rHn0ZN3M+Vx++JMPuJtMVJMMdJMcfItvn4158Av1HjKZJ204s3bgNncWDxuxFY/OjswdQ5Alcf/yKZp160LhLL77cdwi1xUGmN0iay0eGJ0CWL0SmJ4A028T0Feuo1aQ14dGzuPYyAY3Dj8RoR2Z1o3YG0LoLUDkDKBx+tL4Qak8QhdOH1usn0+vj6MVLhI0dT6d+A7lw/yk6u0tsV9ndXHz2ktotWlOqxmfU6dCepbt3EpeVQUYwRIo3RKo3QIYviDzPzPErf1G7SVsGRU3n5M1/MDhDH6RTEosHmeBH5QohE3ykB0KkBQvQeYKoHeJBYVYAtv10jJa9BtBp0EieK1PQ2sRrRWbyobAVFKIK+CCjeh/GqmzBD6MsfA6UWPwoHSHis218f/YKFeo04tPiZWncsj0rN2zl6VsZqSY3ymwr/7yVce1ZPA+lGnSegkKJYQFKGyiNfl7JU2ncthtFSpal7udNWLRuHcaCArQ2B1KjDbnFibowdDQIAU5cukXY2IkUKVuRYmXL07pPX77at49HSRJ0RiuyzDzOXv+bcdEzqVGnEUWKl6V01c/46ocDPFPrUdndSC1OlNYAGpOHSbMXUKpseYoXL0GVyjUoVao8zdt2Zk7sCk5duML9+CT+evScXT8eYFj4GCpVqcYnRYpStERpJs6ey6UHT9DZPUgtLtTOENI8gfW7fqRE+ep8UrQEpcpVpFS5cjRt1ZKpc2L48aejnP79AnsPHGX8lJlUq1OPT4oX5ZOSJRgaMZ4zN26R5Q6izHMhyxZIdfg4duESzTt05JNPi1K6fGV2HzmB3CSIDH6zB6XFg87p5eLjJ4ydMZNPy1SkWMnytOnYnXVbd/A0UYrWaEGelcv5W3eZNm8x1Wo1oEjR0pSsVIPYjVu4nyglxe7BGAjy27Vb9Ow3gE+LFqX+503ZfegE8lwzanuQJKMPmcVHmjfE0QtX6NK7L8VLlaJ0+fIULV6cOYuWcT8+iRRB/FyXWHyk+wq4+fQ5k2bM5tMSpSlWqixf//gTLzV6NHYXcosDhd3Dvj+vsu/cRa48eUWiIQtdjolMswOlIYOjp36jz8ChfFK8NJ8UK8Pi9dt4LE8TP1csXrFZYveTnJbL0TMXxG3dUuUoWaEirbp2Yd7KFfz8x3luPnzMo9dvefg6gWsPn/PTHxd5m5GHulBm+j+//3zkxH6cj/NxPs7/f/PfHMaKFlCtgGgDNnmR5wgYBC9jZs6nQccexH61A4Pdh8woIDc5UFo8aIUA6Z4C0lxBDvz2J70Gj6J1555cuPsYpcWFonCjTukIEJeSTfPOPSlepjL9h43j5JXbpDl8qI12dBY3Wpto1JVZRQmBwhlCbg+QbPIiMXqRmtxo7QHiDZnsOnKCynUbMXLKTC49eo7G7ERjcaLKtzFwfCT127Vj+ZZtqE0CKY5Cm7FVrKHJLF60Ni/z1m6iWedezFuzAUlWHnq7C3m+hTEz59KsS2/WfrOXfG8IdZ4dZb4TWb6TxHwHUpufZJsfmUP8IlRZgqS6ClAa7cxas57qLVrTYfAwbsa/RWl3onP5UJod/H73MTVbdaRx74EcvvYXakH8/1OaPcitovhBYfOitnpJtXnYd+wMnbuHMXjMBM7df4TeF0TmcPMm28i63fuo37wjU+YsJTkjmxRPEJUziMIRINniIt0fYtO+QwwaN4XoWUvZ9f0xmnfpw7aDx0hIy0EreNAUPigZHEHi9Rl8feAwJcpVZsP3B3iiMaC2e1CYnaQ6vPx0+gwde/YmYvocXqoySHEUkO4O8e3x03QeOIL2/YZy/40ceY6A3OhEmu9AbnaR4gwizTIzdtIs2vcI49vjZ0hzhlAJheGYEERq9pOU4/m/OtX9T8PYdBPNO3Sh38hRHPvzMunuIKkOP9eevGb4+Mm079Gfjbt/xGB1Fb7M+VFb/KjNHlJsHuLUekZPmEy3sCEcvXKT9ABIrF4kVvF3qK1BDNYQadYAm3YdpE33QfQdNYHX6gwUZjdKmw+ZTbz2FQ4/crODVIeHOJWOzbt+oGiJikyPXcvteIm4jWlxora6eZeRS8zaL6lavxl1P2/Ntu8Pk5iahc7mQWFxI7d6kdt8ZARCXHjwlLFT59CgaRv2HvoFaUYeBmsQdb4fjdGH3uRHk+Mg0+7hxuMXjJ2+kLptenD1yVvUJh9a278Fr6I1/v0EP1Sw34fkEotPDGXNbrRWP7JMK79c/IsyVepRrGx1ps1fzu2Xb8nwiFvwSUY7EoubZJOLxFyBTF+I64/iGDRyAk3bdWfD3v3kB0OozAIai5NT127Tsf9wqjdqxZkb95HnCKgsHpJNTuR2H0lmJ1KrB60zgMJo49frd2nSqhMDho3j+B/XSHeEUOWLm1mrd+yhZe/+jJo+Rzx4sPtJNntJNrpRW7zkB2HPoWMMDh/PhOkx7Np/mJLV6rHt4Cle6LNRCiES8/1ILaCyBpDmWPnm0M/UatmB+es2E69PJ8URQGl0cvVpHJUataTLkJGcvXmLLLdfPOQw+8TrwCIayZON3g+CJ0meiLaQZ2UzfclKqjdszNqvdyLLNKK3+pEbPSJOpdAkLzH50dhBIxSG5uZQ4VamH7nJjTzfgdro5KlUS4/h42jcrS87jp9GYXWidvlIyDOj8/i5lywjZtVaylepxqjJU7n16i0qkx2VSeDmq3hqNG9N235hHDp3AY3FgdTkQGHzifI3wY/G5iNOl06/cVE06NidXcdPi2GI2YXC4kVp9X+wBX+QqPxPYazS6kNp8YjVP6PAvQQJ3UeMplGnHnz142GSM4xoLC60gg+F3Ydc8CE3uVBmW8l3Brj49xOGjJ5Mq279+Pr4aRR2N0kWAbXLQ0J6Dt8dPUPFKg2YNn8VN5/Eo7OJ11CS2YnM5kFqdqIwO9BZ3STqsxkROY3ylevQK2wUV5/Fi5gC+38UxhYUojz+7TNI7RRf3BU2UQopz3OQ7Q3y14t4Js2NpViZStRt1ZEj56+KEiDBj9LsEnnsVp/I2jS6eJuSw6KN31C/ZXumxy7nXqIUvTeE1OJC7wpyJ17C3KVfULxkJSrVrM/+k2eRZuRjsAeQvb9WLKFCxmgAhUOUnqiEIAqTF0W+C7XJxRtdFsMmzaBJp54sXPslqqx8dLlmsu1ejp27TM/B4TRo3p57ryVojG70thAaSyGDMt+Lzhni4pM4omKWULthK/56+Bp5lhmV2YHCbOeBVE21Zm35tEwVJs1ayN1XiaS6AshMdhRmNzKjC7nRhdrs4bU6jUFjIylXpRrtu/dm/+lzpDqcqMxOFEY3KpMbZZ6VXF+I64+fMWrCZFp16ckPv15AY/Ggt4fQWMUa9At1GmHjo6nXqiPf7D9MhsuH1CSQZLKj9Qa4Fp/I1GXrqFavKdu+P0S8KgW92YnS5ERmC5BsCyB3BJFbfUjzBB4nKek5ZDR12nRi3Z79KI1O8W9ndGNwB/krPonpS9ZQvc7nXPz7Aco8K1q7B5nJgczkRi2INm6dM8Q/7+RMWbCYMpWr03fkOE5cvonG6iI534bU7EImeEi22JFbBNRmC0s3fU3DZu2YMX8Fz6V6Ut0FJOa7SbR4eJtrZe+ps5SpUoOo6bN4JpGQ4nSTnG9FZnRiDBYwb8UqmrXrxOSYhahMDlLcIaQ5Jlbv3EO9Dl3oMSqCW6+TkebaUVp8yMziPZERCHH88lX6jxxN2249OfbnFVLsDrRW8e+lFQIoLR5k+U40Ng/SXAuHzl+lduuO1O/YnbO3H6I2i3Vejd3DwfPXaN2lF+MmT+PWs9dkekIoLW7kZjdqmw+1ycn9txKadOjG/NVfsHj9JgaPj2b0jPnIss1orD7kJi8ysweJyUGGv4Bdx36m+5DhDB4/kTi1gRRBRBcoTYV8UYt4sPsfb8a+v29DhduVBR+eFRTmIApTEJUliMzkxeAMIM3K4bsjP1OlRl3qte7AloNHUFtdIgPS7EeS70Zh9aGxeXmu0NEvPIJKterSqV8Yu479TLrLgyzXitLsRmp0kJRrQWN1kOHysnrrdpp17Eq/URG8UBkwOP3ILA7UdjdPlRqmxa6gQtVarNi6k8cqAzp3EE1hu0xucSI12pGZHGhsXh4rDAyeMofaHXowY+0m0gMFHw6UZDY/EqufRIsPuaMAuT2I1Cw+82ltHm69fMvAcRNo3aMva7fvJc3uQW10och3YrB7ufHkFXUat6FYmcrMWbmOu++SSHF7keTZ0Ji9qIwuNCYXBouX5NR8+odPolGH3qzdvh+t0YvOGkJjCYhseKEAlVCAQgiJ/GCzKMZTGr0o8pzkeELceh5P5My5NGnXhX2/nkdttqN3iHJHmcn/IYxV2ArEZz/rv4WwH55bLIVbgiYfBneIfyRKFm7Ywqcly/BJ8VIs3rCZR1IlBpe/sNkXQunwo7SLXNW3Jj+JhdJKuQOUQoA3hiwadejCJyXLUKtRY+auWUtWqIAko018LrH5kNv8qGwepNkWZq74gir1GlO8QlXqtO3IscvXSc7OQW93oTDZUZqdpAoubjx8TvTMhZQsW5VPS5SjZaeenLx6E43gRu3wo3YUoMh3MWH2AkqVL0+RIp9SrHgZWrTuyp5Dp0gwpGOwO5Hk29AIHjQWO5cfPiZ63nw+KV6CT4oWp27zFnz53Y9obR4Scq1onUHkeU6++PoHipSoyCfFy1CkWAlad+3Mlh++Iyk9Hb3Ngc7iwmBxcC8ugdh1G/mkRHE+KVGS+s1bsWHHXnRGJwZ7CIXRTbonwNE/L9KobQc++bQ4ZSvX4MfT51DbxTZSssmLzhHibWoWX+zcTcXP6lCkaGk+b9qevT/9THJqDnqHF6nNgcTmQCM4uPfmHbHrN1O0bBWKlKxAy6592P7TCVJsXtIEH08TFEyYMoMKFSpTrWZdpi9exUtNFkqbyBOXW4Oku4Ms+XIbDZq1pEbtOrRs357iZcvSe9Awzt++j97uR24WhaUGNxw+d4m+g0dQrGR5qtdrwtnrd1HlCuiFwu9ZWwClw4XC4Ubp8IkSWKuD5FwzKXYX8Wodm3Z9zyclyvNJiQoMi5rOb389INUVRJovIM+3oTUJ/H7jNoNGjaNoidIUKVaSXoOH8cOpX5Hn5JNqd6GzuNFbvGjNPvGQV3CJOKZCPOC/bsD+axj7MZj9OB/n43yc//fz3x/G2kBlLXzRt4h25HRXkLGzFtCwYw+Wb9kpbrbYfWR6AqTYPSRmGLmXIGfrgeP0HjqG3kPHsOX7Q8hzrMgtHmQ2P3J7CJk9yHN9Do1ad6Z8tXrErNhIvCEPjc2PyuwWZUjWABKzaP9MtoVIsopWc5lVfNFU2QKorR6OXLxBr/Dx1G3biZ+v3yEhw4jC4kZhcZHi8vHFnr0069yFCXPm8lSuItUZRGJ2IxdEOL7U4uG1IZceIyLoMXQM3538jRSXB7lJICnbRPis+dRt05X5azZhDYHO7EJpdKOweJHZ/SQJfpKEABIhiFIIoTYHSE6zsunbg7Tu2pcaDZszYc5CMgQHCqMNneDhlSqVr/YeomTFWizevIuHMh06ewBpvhuZ0SMGvBZfYZUliM7iJ16RwehJc2jcoQeLt2xH5/Yhd3pRubwcOHeJDn2G0KZrfx4mKVDZ3EgsLpLMbhSCH7lRIHrJanqNjGTHgZPcfyWhSduuzF/zJQ+S5KS5A6isHuRGNymOAPfeSJiz8gtKVPmMUzfvkphrQSl4Udo8pLn8HDp9hk7dexE1PYa3hhwyvUEOnrtE39FRhI2dxE9nLpJq9Yg1O5MYLqsdAdRWH8kZ78PYAew5/huZngLxwdXiEeUcttCHE9//6vyXwtj2nQgbFc4vl6+RbvfwXKplzPS5dB8Szqptu3mpSkFtdYsmXKHwJc7kxWD18SxZycjIyXQNG8ahP6+LxmlrAEkhW1VpDqC1BHkmTSFy+iLa9x7Cpu8Pk+4OFFqu/UhtARItfpLMPhQ2v2izzndw9cFLGrbuStOu/dn32yWUJteHl623ablMWbKaCnWb0q7XEB4mqFHkO1BZfUgtXiQWL1KLB63Dx8bvf6J51z506jOQeEVKoSBOlCgpTH7UJv+HGtkrZQrrdx2gZIXaHDl/k+RMm2jDNhdKRKxBVLZQ4XaJGMQqzYW2aYsoj3u/caSx+klKM3H83HWKlatJvRad2HHwFEkZJrQOPxKrl2SbD4ldvEeSrX7kFh+KXIGFa7bQsHVXhk6cjiwzj1TBTVJaDpu+3Uedxm2IXriKp3IDaosPmdkr2pmFAElCgGQhgMTmR2ZxI8+3Mnz8FJq370Hs+m1Ic2yozG7SXX4On79Ev1HjaNezH28N2agEHwohKG5Amb2kCj5ilq5m0MhxfLXrO/5++pxiVWsxdek6bsYno3GKVmOZtQC9q4D7EjXz126mXvN2nLz6N0nZFjRCAIXZw/VX76jRogPNuvfl8LlLpNrF3yHNdxcKmXwobCKDVOUslB2avGhsXpIzs5mxdBXV6zdi9ZZvSE7PRWcTMQkyS6FwzPr+AVuUaUnMkGQKkWQWWawKm8i1NQh+JBm5LPxiK/Wat2ftju9IzjGhc/nQOL081eiI3fI19Vu2pUbtenzz/QESU7PRCl7UNjdxqemMnx9LvTbtWbNjN+8ystF7AiSb31e9A0hybZy7+5A6bTsyasZc/rj/DIMriNzq/bfg419ZsbYCpDb+lzBWbfWgt3mRZOTx8+VrVK3TkPGzF3Dp4QtS7H5UZjHAltj8yOxBFNYA6nwPadYg0gwLi9Z/TYP2PRg5cz5vMvKQWh2oHB5uvn7H5HkrKFejMftO/UlyhgW9swC5EEBi9SF3BJDZvEhNDpQmO5nOAFv2HKBV+570ChvJladx/4fN2IJ/4SqL6AWJJUCSWWxcqO0FyPLdZLhD3Hzxluj5yylXrS6RMbE8ksgxOHwoLV4kJhdSs1es31pEyaLC5OH8/Ze07tGfboNH8MNv59B6AiSbHeicQf5JULBg5ZeULV+T4RFTuPPqHRqbB7nFi9TsQyGEUFhBbhGN44lWH4k2L8lWHzKzT2RE55lZ9fUP1G/dhcjZi7n+NJ4UmweNUSDNFeBWfDIzlq6laq3G7Dn2O5LMfPT2ADKjr1COFkLnLGD7sTN0CBtFv/CJvDPkora40di9aO0+Hkm1VG3clpqN27F5z2Fk2QIqIYDU6kNpF69VWeHniCrfw6zla/js86b0HT6ap1K9WJm3FfLvTF6k+XbSXQFea1OZtWItjTp0Z96GrWgsDrSCH6XJi8bsJ96QQ/9xU6jdqhPb9h8l3RlAbnaisvtRCl62nzxLm7ARtO4dxsMEOTqzG63VJ1bbbSGkjgKSbEGSzD6UVi8qo40Ne/bTqF0XomIW8ffrJNIcQTQmNzq7nxuvE5mxbB3V6zTm4p1HKE0CaocXidmJ3CqyuBVCAL0zyL03EibOnkfpcpVZsnErDyRq9K4Qcqu/UNjjJ9nqQSF40Agujl68TqtOvRk9YRbXHsWR6S1AavQiswVIzLOz99Q5SlerxdipM3iYlESK04XUJCAze8gLipuxLTp0JTpmEVqTA63VzY4jJ+g5YjR9x0Ry7t4T5EYn/4O994qWqmy3dQUVwQCCIEqGSc45g+QgEiWDIiAgCIqIAmYUAyKICUGQJAYERUAyKBIlzVA5zTwnM1SNVLnGqKrnXHwF/7/WOXvvdbHaOeu05sV3YwNtVo0a4x397f3pdimKVUrxsZUwdsXPvFVv0KpnXybOmYelpAxrmYZNjqbQAoJJaFfF883jj3I608KURUupVrcxb6z/kouuAtx+HbsS4bw9jz7DRtNnyAg2f7+X4mgShxzGIoXxBHRMRWV8sfMnajZoxgdfbmLTDz8x7um5NGnbjb+yXLiVW0WTUeyBCC5/iGdeXkG7fgN5dvkqcpUwbiWCS4nhUoU70qwYmGWR6BDFgf87Z2xSlLrJcVxaEoecxCHHsfpiQowtKuGTTdup8XADRj81l+9Pn8cVFBF5i5IQxYGKjlWJklUiMW3RUmo3TGP01JkcvnSdvHBczAGqjlnVMSsipl0YjrN17688NmIMnXoP5NDFawJB5Q+T6ZXZceQETbv0pF2Px9h9+Bh2KYjFF8EuC4yBQ9ZxSjouScctx8hWorz+ySba9h1GrxETOJOV4oVLMWySQK2YJEOUX6We9S5Jx1ok88yLK2jcoTtT5i/h9A0LxZEk9vIQdm+IPL/OoT8uUad+K2rWbsJHm7aTWVSOW4tiLgni8OrYvFFsvihuzcCthFn4+gc0bteL2UtWkZ4n4VIEv9Piu1UWmiBLMsjyijlXsNt17OUhCgJxrrnyWLB8BfVatmX5mrXYyyRygwkciug1MMm6YMaqSWxq8jaS4t8XyTZZLPctvs4eWAgAACAASURBVAiF4Tinr6UzZ8mLQky8+y4Wv/Y6F5xOCmJxrpX5yZRiqUWzgU1LiGJARRSp2bU4TjXCJaeTtA4dqVCpMvWbNGfhK69RaiAW7orAKLi0OLmqzv7j5+g/fBx3ValB7XpNmb10BVfceTh9AezeIE4pilsx8EgR7MUyn239jnade3NHhcpUub8Gr3+4nms5xWQHBRvXIetMnPscdz/wABXuvosqVWvywop3OXPDiksVzOMsNYpJjWLRItwo8bLtt8M07tCJSvfeT6WqDzJp7gL+NDvJDus4VR3zTT8r39/Infc+xB133UuVB2vw3CuvcOLGDdzBMBZ/BIsWw6HFMJXI7Dp4lEatWlPpvqpUq12fOUte5aqjiFx/Eps3Qk7I4Kt9v9CkUxfuuLMSDzz0COu2fYdViWALJMiSdLKDSQ78eYlJT8/hzkr3UalydZ5duJwTlzJwymEyvUEyAjEyglGsoRiZZTK7fj9J8849uee+GjxQqz6zFi/nqquAHE3HUaKy5NXXqVO/EfdVfYhug0ZxKt0lFsFKAqusYymRGTR+Cg/Urkun3n2YOXceFStVoVb9Zny4aTuZxTJ2RRf4EinCqrWf0ax9V+6v8Sh9h47h5MUsXGVh3JKBU0pgkZNYtCRZqVnUHIhjCRvYAzFyo3FytDA/H/+D+2vVo+I91WjdrR8fbdlJUSSO1auQH4xy1ZXNq++8R/Vaj1LhriqktenImi82c8VTKAojNUMs81SwKaJU0B6BLC2ZKvv9R2z95/xz/jn/nP9J579djLWkynvsigCuO3wRisJJnpz7PDXTWjNw7CQ2fvsdn+/8kY3bd/P+l1tY9t7HTF24lF6jJjByyize+fRrzprc5Gh66kEXTzWTx7mUU07DFh1Ia9OVtzdsxi5FsSsxHGoUmyyYg2YlgUlJYvYnyUoN13YlgUtJ4vEbHLuSxTMvvEKzzj15afVaruaWCoeHHMWm6bi0GD//cY6eQ0bQe/jjbPnlN/JDhvj3KzEcfoPMMo29Zy7TqE03pi94iYPnr5IbNrBIAZxqiCWrP6RZt370HTaWg2fOYSuWyVaiuPw6lqBOuhYh069j1nSsUoy/TLmseu9zRk14iqbNO9GwSVueenYxcjSBq0wlT43y25lLPDnzOao/nMb2X06QXihhl6NY5RiOgEGmqpOuxMhSDWxaErtPJ0cxWPr2Wpp26cXACVOw+FRRoBSLs//sRcbNnEeNuk3ZdfgEWWUSdi0iSr5CcQ5dus5j4yYzePJT7PvjMpZimS79h/HE9Nns/v0k+ZEEVl8Ymy+KRzXYdfAUQyZMo3XPARy9bsKmhrFqUexqlLzgv8TYybPmcdmZz/HrJoZOnsljYyax+rPNZOWXkaOI79yiGFg1UdJhU3XS87yMnjKbDj0HsHbLToojSVxaFIscTQmoydtuh//ytfp/LPDy0aJDJ4aNGcfO/Qe4bHEx/+U3aN1zAAtXrebolUyyA0LYy1J0TKoQtxyyTmEwziWzm8efnE63ASP4au9B8qMpV4ccx+ITQkBhKM7mnw/RbfAo+o2ayI8nz3HTALuiY5YMTHIiJd7GRbROiuFWdS458xg76zkeatSKlR9uJL3AKxx5SojMYi9TFr1EzbR2jJw8B1dZCKcUwyrHMCtRzFoMZ1Dnal4pUxe9RIM2nZk65zmKtKhYSPgN7MGEcBQqEZxqhJygTkZhGRt3/USFex/i7c+/4aKrSETLpRhWnxBc7LdE8ZTTTmALwC4nBEPVF8OuGrj9BllFMt/8dIgK91Sn94jxfPf7KTxqFKscwarFyVJ1TFocsyaKN0zlOvmhJOu27aHzgJG06dmfM1ezKNbCHDt/halzF1GveTu+/OFXsm7Kgq8qiyZls5oQbbRqHJNqYPXr5EbivLrmE9p06cuY6XM558jD7dfJDxscvXydmc8toWGLduw5fApTmSYik4qBwxfhb3sB/YeNZuzkmew5cIi/nS5a9OpHn9ET2fbbUVFwp8YxeaPkRhJs//0kI6fPpkPfQfxlceNQItjkGDY5wjlnNoMnP0Xdlu2Zu3QFxy6nk61EyfHrOOUwDiWGXUuVxmgJrFoCi6zj9utkFt3k6ReWUatRGstXv4+psAyPqqdcXnEs8i0HV6qFXE2SpYE5kMQWSmANxFNMtjBuOURWXjGvvvcxdRu3Ytlb72Mq9uLRwlx05fLSe2vp/8QE6qW1pk7dND7/eifmgnJcSgSbEsbi1fjyp19p0r4TE2c/y8ELf5MbSTl5pRjuYJwrOYW898XX3FurDivWfsZf9jw8gQQ2RcehxHEoemqRF0+JH/9RjLUqcSHGSkHytCjnTHaWvPk2larV5M31X3DZVUBuQCwDTb6Y+E1qwsHmkoUgmxuIs27Hj3QeNJJW3fvyZ6YNpxrEoQT55pff6dh/BG17DeO3v67jlMX1eruZXY1hVqOY5TB2OUipnmTnvsP0GzyaXgNHsf/sZTxB4//gjP03MVaJY1bjWLW4+M7KQhSH4/x+4RrT5r1AzTpprPliK+n5QvS2pBZlZkUUE1kUA7s/gVOLcyPPy/CJM2nRpScvvL2G7GgcixrG5Tc4cdXK/KWvU71WQ5a//RGXXfk4/FEypTBmNY7ND3YFbJLgPps0A5Omk6lEsGk6WaUqP578kzbdB9Jz+Dg27P4ZS7kfhyxYu45gjL+Lvby9aTs1GrVm3DOLOZPlwO03MEtiAeQIxMkollmw4h1a9RjAKx9uxOEL4lDCOLQIHr/OuSw3Neq3pF3vYXy++1dcqhAbTZqORUshT5Q4ViWBx59g6dvv07RDF0ZOmimav29dM0pSLBoUgbMw3fSx5O33adCxO6NmzcMtazilELbyEB7F4HpuGY+Nn8GjbTqz+ovNFIYN7L4gHs0gs1hi4evv0aBDd6YsXIq1VBFubjmKWTYwKcIFl6UmUi3XMdxqiH1nztOx/yD6jhzDlp9+oTSawFkeIMcf4/DlDJ5a8gq16qXx09E/sPo0HMEYJiWSekYYWJQYnoDBqetZTJo1lypVH+KjLTtJL5aF401NYlWTWLQEJkXHrEaxKkEOX0mnS78hPDZiAtv3H6E0lsRWFsGh6JjLAmzY8RNVaj7CmJlCjM0JhDB5VaxKjJtGkgXLV9KyY3emz12Es0zl21+PMGj8RIY+OZkN27/DLYtIv7jHGNg0A0cgxgV3PoOfnELHfgN5a8MXFEYMrN6wwNloSSFSpZrsLVIUtxbjRn4xa7/dzYP1mzB10VIOXrpGXjghCuCkMNPmL6Fr/yG88u5H5PhjOJRbi0SDsyYHs59fTlrbLuz+7TDHr15jwYrXeLBOE7bvP4a1RMGj6dikMK5QjPPuPAZPmUGvkWPY8O0eisIJXHI0NUMa2NQ4Jvlf5Vy3HOy3i7tuzw6J22WuJlnMD05/EqskirQsPiEWZxaUsO6rbdR4uAELXn2T4xkOnIFkakEGZi1JlqxjU6JkK34WvfYO9Zu3ZuaCxVxxF+IJxLGqcTJkg3TFwKSKkrT8YILf/7rChGlzaN2pF9sPHsepBcmJGVzKK+KdL7dQtXZ9nnn+Zf7MsJITMLD6YrdTKnafjsOr45bi5KhxioJJvj98huHjZ9CyUx+27fudbF8AjxzDIek4lCRWKYFZSmDxGbjUOJmFElv2HqJ5594MHDeZL3/8BacSwq6EsMlh7EqUbL/B/pMXeKR+K9p17s/2A0exySFRguoT84FViWNWdOx+A3coyvvb9tCyaz8mPrOIv6w5uAMJMbfIUUyqWMxmyGLBZg8mcAREV4FHieKRQ2TmFvLCqtd5NK05z614A2uJF7eawoCluOPmf+u3sKUWz/9+bHIciyQcj4WhOJcsDpa//Q53VL6bO+6qyMBRo/hy9x4y8oswewO4Ajp2JYpViojn2G0mp45d1XHKIS7ZbDRr34GKlSpTv1FTFi1bSZkODkXHouhYFR2XYlCgRHnnw89o0boLd1WqStuOvfh27yEcpSoOn+CvO+U4TjmO3Rsl1x/n0Lm/mfzMfO6oUIk7KlRi5rOL+P38NXID4nuz+mJMeHY+dz14P3ffV4W6TVvyw6HTmEvETJPpi5Gl6mKGTSUQ/7B4mPbcYqrVeoQ7Kt3DY4+P5rujJykwwKkZmG/6WbHmUypWqU6FuyrToHkLPt+5E7tXwhGIck0Kk64ZZEgRbEqEMxkWho6dwP0P1uTuex9k4sx5nMtwURAEmzdETkhPibGduePOu7m/ei3Wbd2FTY5gCyQxKyI5sm7LLrr2fow7765C9Ycb8tW2H8nMKcOtGmT6ImQE4qQHdDK0CLZAhHN2N9PnL6Z6rXrceU81ho6ezK+nL5AfSZAbNPhw0xY69OjNXVWqUqtBC344+hdZpX7cgQQ2b4CjF6/SslM3qtdtwJNPz+L9Tz/nwdoNqPTgoyxYuZo/zC5yw3GcWozreaXMXLSUqg/X4+G6TZi/dBU3nAXkKgYuKY7dF8fki2OWk5jVOBbNwCxHuVrs5VSWnUOXrvLrmXOs++obqtauw52V7qNusza8vm4jRREDS5mXokiM/afOMHbqdCrcXYW77q3OpGcWcPjCVcHol2KYU3OfRQazjPjvaQlMWhKzmrg9R/1z/jn/nH/OP+d/xvlvF2PNihhi7WoCh2pgLQtSEIgz+dklVK2bRuO2nRk1cQYjJkxj4Kjx9B0xlj4jx9F31AQmzlvClv2HuZpTjFsR7jCXJhhO1lTb6bV8H42at6fngBF8tvNnHLIQY+1qRDSJylFsWhKTLIDnNi0h3Hg+nRwlgaVY4vW1G+k9eCSjJ83gij1POFZTjd92LYnVFyOzyMvEOc/RsnsfFr2+mlxV8A7tvihuVedqTjGr1n5Bw+adWP3J19zILRWxWDlEbljnu2NneHL2Qpq17ca4KbPZ+sMBzmbaySiRMPvDZGghTP4o9oBOVrHCnoNn6DVgNM8ve4PBj0+gWfuuTHhqLmXROC45QF4wxuafDtCxz1DS2vXiyKVMrOUB4frwx3FG4mT6ddJVnSwtjk0VYmxuIMmnu36m+5DHad+nP5fcuZglP56wwXmbh5Vr1nFP1Vq8tfEL/s7NJzdk4JKjFIYMPti0lY4DhjB9yUtcKyjFpYaZNH8x3Yc+wVufbsKjxQS7TTGwlUX44KtdtO3+GM+88Cp/5xRi90eEm0OLkeuP8dX2XXTu3otx057mpxN/Mful12jQvisvr1nLBZuHPE3HWhrGKt9yxAkB3uFPkJ7vZfTU2XToNZC1m3dQFErgVCPY1Ji49uQkFum/V4xNz/fRon0nho8ex9rPN/HhZ5up9kgTxs6Yx4E/LpOtRbGrYSya+Nwz1DgmJY5TiXMzDFdsuTwxYSbdHxvB1z8fpkgn5WLTsZaHccohvIkkL635iLRuvRk9ax5nrS7yI3GcahyrFMciCceayw8WXxyLN4ZbM8goLuedL77h0catWLj8Dc5Z3eRF4ji1MOYSiSkLl9KgbTfmvLCKm4G4cHFJYcxKBFtAJ09PcvKGheETZ/BoWismPjWHX46fYfvBI2z//QQ7jp5k++GjbD90hJ2Hj7DnyDG27j/A0rffpcJ91Vn81hrOZLrI9sexy8KhZ1Pj4kVbES+1dhXsiuDI2hTxGWd5o1jUGO6AgblUZdsvh6lYqSrjnp7P4YtXyQvFsHgDOP0JTHIMs2ykmKdx7OUG+eEkP5w8yxPTZ9OoVXv2Hj5Bsazx7Y8/02f4EzTr2ovj10zY5JBo1FZuceGSWGUDqyywFo6ggSdosPO3Y/Qd8gSPjZrAr5fTyY4k8ASiXM8p5LUP11OvWVuWvvUhV3OLsau6EFDLAuw5dIambTszb8kyLpispBcV88yrK2nRQxTO2EsV4Vov85Mb1Hnjs6/pNHQUY56Zj71cxe3XsabK6yxlEp9s/55ujw2hS9+BPPfya+w/+RfpuUXYyjRcagyHFr/tqjYrIirq9utkFaecsY2b8cq7H2IuKsej6lh8UaxynH9/6bRIqaWFFifD6+ecJ4dfLl9n9/HTfLP/N7756Rc+3/4dE2bO5qFHGvLym2uwFntx+fxsP3ScwRNnMHH2Qp6YMJM6dZvxyWffYsorw6VEsfoi2OUol1wF9B4ygl5DhvPx1l3kBJPY1QRWOU5OKMGJa5nMXPgijzRoyo4DxzGXBnEqCWw+A4ecwCnrOGQdR0qQ/X8SYx1yDIfXT4E/wqG/LjJ4/CTufaQ+m/f+hvlmyq2tJMiSxIu3JeWAcsoG9vIQOaE4P/95kfFPP0u9xs357eRZsmUNe7nEB19/y6PN2zHp2SWcNbtxqsIhZVOFWy5LjmBSoljVKE4tQqkO+4+fZeioSfQaNIpf/rpMdvi/KsYKodgeSGL3G1i8YSylAUrCcY6ev8K0Oc/zSP1m7D5wHPNNCacSwSqHcQbjAveh/utF3qEZ5Go6zy1bRcsO3Zg6fxEuv3BLuv06x69amLf0NWrVSeOzb78nvbAMeyBKphLGrAkx1iEncfoSOOUEjkACm1/Hqopkw+HLGcxY+DL1Grfl9U++5Kw9B5c/hk0KYVXCmLQwlmCU7Sf+pHW/4TTu0JvdR/7ELoVxajEschh3wODQxeuMnTGXnkOe4Oc/LuDSIoKlJwfIViJcyvRQvXYafYY9ydb9x3GlROEsTRf3A18sJQAmyQ4mWfH+x7Tq0oPR02aR649jlw3MckJcM1oSu2bgUMLYy1WWf/AJDTt2Y8CEKWTLCk6vH3t5gBxV57rnJgPHz+DRtp1Z/eXXFEV0nF4/uWqMS7YcZsx/gWYde/DuV1txysGUQzOSutclMUlgVsAsiRdipxLhsjuXAeOepF3vfry9/lO8ehx7iUJeQOf3vzOY+fxyatVryk9H/8Ts1bAHhQPS5k9i15Kp37jBqRsmJj0zjyrVavHVj79ikaKpZ1QCWyoqb1F0TEoEkxLgD7ubHgNH0HPA43y1ex/eWBJHSRiXN4qtRGPjjh+o8lAtxj09i7MmEzkBgTywqgZFOjz70kpaderJxJlzOXz2b0ZMnEGHvo/x1rpPsBaVkqsZqbI94fy3aQmcwRgHLl2nS7+BDBk9nu8OHiMvaOBW49j9idsOd5sf4bKUYrjVGJYSmZ9O/skjLdrQf+xEdh46SlE0jkMOkes3eGf9l/Qe8jgTnp5P1k31tkvapsTYe+oCnXoPYviYyZy4fBVTcTEfbN7KQ41bsvSttVyy5+DRolilEK5AlD2n/6LToGGMf2Y+x//OIN9v4JKF6GaRhcs4Szaw+pNi4ZUSZa0pTvW/Zod/iXlmNSn+vD+ByScW42ZfELc/Smb+TdZ9tZUaD9flxTfX8Kc1G3dA9CrYZEQZrKTjUWMUa0GWv72GRi3aMvv5pWTmleLxC+H2umxwTTbIkONYZZ38YJI/r1mZMft5WrTvzpc//orbHyQ/nuSkxc5zr7/D/Q/WZsPXO7iRU4InmPyPLG5JF+KspONRDQqDSf64YWPGvCU0atGetz75nBxZJUeN4pCiOFP3b5NPzOIOKcJv568wbMJ0GrfpxDuff8XlnHxcwQjXyyWsgQhWfwyXX2fvyXM83KAlfYeO5cdT57D7xfPfpiTFM1lNCJE5oJMTifHF3gO06/kY42fO4XS6ldxQHIciymVtmhBhTapOutfPX64Cfruczp5jf7Lr4HG27v2VL3fsZuyUaTzSKI35y1dhLS7HKYWxeiM4tST2FMv1dtlwyglr+0+CrCXljnb7DbKKvXzz8z4at2nN3ZUrU+PhRxg+ZgIff/kNRy5eJzO/BJcUwK1GsCvCsGFJJVmsqkCIXXXk0Lx9F+6sVIV6DRvz3NLllBpglaOYlBhmRSwasn0BZsxZSO06Daly34P0HzqKC5lOHGUhHLdmUzUpUkaKgSsU56zTw4oP1nJHxbuoUPFuBo0Yw459hygIJrBJCcxlYSbMm0elGvdT5cEHaN+rDxdNLlyKkZoRElhlA4eawK4lcQWS3Mgr5/Nt3/FogybccXclOvTuzUdbvxVirF/HUqqx4v31VKhclYp3VaJzz57sPfI7BQFRHJku62T6k6RLMez+GJfdOcxa+ALVH6rNHRUqM/bJmZy7bqMoDDZfgNxIjE379tGkQwfuuPNO7qtWgw3bduGQI6m5MolDNlj82moebZRGpXur0qhVBw6dvoizNIgn5Wo2qcJxmqmGcYaimIpL+eSrrdRt0IwKFavQtecAPtvxAwUJ8ER0vjt2gscnTeWOu+/lrsrVWLvpW654CimIxLEUl7J+0xbq1G9E03btefXd9/jx0BHadOtP5ep1eGLGs/x0+hzFunC0nrxygyGjx1Phnntp3KItX3y7B2epj7xAHIdsYPEZmHw6Di1J+k2NU5kudh8+w4dfbWPJyjd5ev4iJs14mgFDh3Fv1fupeNfd1G6UxqsffExhRMdUUkpBKML6b3fQue9jVLjnfipXf4QPPv+Gq55CsgNxrJIwH1jkJFZZzBxWWaQobvc3/Bffi/45/5x/zj/nn/P/zvlvF2OtfrHttygGTn8Cl6KTqxlMnLuY+q06MmLCND7YsIlFy15j4curePXdtXy2/QeOX8nEUeYnPxTH4xeMP5d6yyklXFNONc713HIaNW/LgBFj+ebnw3gCcSxSBJsSwqHdatA1sGpgloWI4ZR1nN4IBYrOwTMX6T90FP2GPM7Wn37lZiiJ0xvFLt0akJPY5QRFUXhz/Ze06zOIgaMnkZVTglsK45aj5Pl1Tt8w0WvYWLoOfIJdv53EIwlxzSGHsPkCOH1Bvj98mtGTZlGtRj0R73/5dXYfO83lgiLMqh9bIIwnZHAtu5id+46wZOVqrmcX8Pw779Kkd29GzJlNYTJJhiJjD4f4aOd3NOzQnR5DRnM6w4bbr+P065h9YUySiPOYVQObLOLvznJRirb791MMe3IKrbt24/Clv7F4hRhkK1PZte8Q99xfnZlLXuTEjQyy1bD4HpQIzzy/lE6PDWTFx59QYIAnqPPB5h206TWQqQteJLPYiycgCl+uZnt5YdUHNG7Ric937sXuU7GpIbJ8QVwBg7ygzhdbd9Cpaw96DRzGopXvULlqbZr36MeOQ7+Tq4VxeMM4fClHnyoiNVmKgSuYxHRTZezU2XTs0Z91W3ZQHEpg9fmxKmJYs0kJHIooK/qvXqv/NTG2M30GDGb8lJm079aXuyo9yMat35GZV0qOP4ZZCpGlxEj3J8jyg0lNYJUMCvxJLma5eHzcNHoMGMmWfUfJC4FLMUTzsTeIRwlRaiR5aulLNOrcnaeWLsd004tLFrxQhxwX0UcpiUtNYvXq2Hw6Ls3AUu7nx5PnaNyyA9PnPs/h81fIC8XIDkbILCxj4tznSWvfg6Wvv4dkgFMOYfIFMckhrFqE3Gic385eYuDIsdx9XzVq1G1A645dada6Ay3adKRF6w40a9mW1u060aZdR9q260TLNh1p0LQlVavXZsmKt/njupU8fyoCqMSFEKsmyVISZMgGFg3sKtgk4Qa2aqKB2qJFsWtRMop9bN13kAr3PMC0BUs4diWdvEAUS5maipcK9IFbSZKtJHGUxcgLJzlyLZOZi16kfuNmbN7xPcVeHxs3b6FD73607z+QC64cbHJQOHBSn6NLAY+SxC3HsUtRbEqI/BicvJrFyCdn0HXQSL4+dBxPLIlDC2H3qXy26wdadO7FwNGTOWdzYFcj2OQImYXlvLpmAw1adeSddRvJkTWcqsY3Bw+R1r4DC5ct55LFQX5Qx6WEcXg1Zr74Cs169GPFR+spjsSx+gQj1anqOKUwzjKNNZ9tonv/wdSs24j2vQfwzvqvOHnNhLlUxq5ERYQ2taDI8kZwqlFMxTd5avEyajZozPJ31mAqKMOjxHAqhnAJSnFsSgKXlsTujeL2RcnMKWXfib9Y/u5aRs+YTbtefanXvBV1GjejQVpLqtWqy52V7mfpa29jKizF7lNZt2cva7bu4oeTf/H6Rxt5pH5zPtn8HZmFXjxaXFyvik62pjNr8TLadO/N/OWryNYEt9GuJHDKcbbuO0bH3oN5fOJTnM10kq0lsXoNLOUxXGoSlxxPCbFGClWQxPKfnbFyDIc3QFEoxv6TZ+jYbyB1Wrbj+2N/YC0PYpMNbiMZUm48u5rAIem4lRi5kQR/WJwsfPUNHq3XmG/3/IzjZjlZhcW8/vF6atRtwsurP+KyuwB3IMWoVWLC8a0Kx75FiWGVAtyMJfn15DmGjZpE70Gj+O3CNVwB/d8wBfF/ibHK/12MNd+ORqdKSspF2ePRc1eYPmcRdRo259eT53GUqYILrQhXrlmNCWSOaghmnTdEaSzJOx+up03HbgyfMJnrBSVk+TRyQwZ/ZNh57uU3eKReU344eEy0Sod1zFoEs2pg1xI4fHFcvrj4jagxrHKIbH+UjNwS1ny6mZp1W/Dk9PmcvW4nR47h9IbIVgQiyCwFcYd1/jA7eHbpG1SrlcaHn39LuqeYfE0nR4tSGkuydtN2+owYx7hZ87meW0x2MIZdCeKQAuQpEa6bcqhesxGPjZjIzt9O4gnEMakxrH5R7maTxfPNEUji8SdY+cE6WnTqwshJ08kLiESOcIuKmLBJCuNQw7jkAKs+3kCTTt0YMHYiubKCR/Lj9gXJU2NcdRYwaNxU6rbtxNufbaLAH8Pt9XMzmODkpQwmTJtNh5792XHwCDn+MG5/TCwC1ThWFSyyOFY5ITAsahRLiY8n5zxLy67dWfTKKkpDBo4ShdyUM3bGopepVacpv5y6hNUXxBlMpFJAqetEFtHlE9dMTJm9gCoP1GDLvkPYVD3FHE9i9yWw+nThyAsY2PwRTlkcdB8wjD5DRvHND78iRZK4SyPk+KLYimQ2fLOLKjUeYvwzszhrNpEXjmCRAlhlncJokrlLV9C2W1/6DRvNtPlLqFarHmOnzuTAyVOUhASf05kShSyycOjatQjbfjtOQbISsgAAIABJREFUu269mTjzGU5fzaAomsTmiwiHuiy+F7uWxCLFsXijeDQdjxLm+N/ppHXqTvu+A/l89w8UhXVsZQpFoQQ/HT3D8HFT6DFgBGfM2dg1Haumk16isXH3fh58tAkvrVrN33YX+aEI3x8/RfOufRk4Zhq//XUVlxIRzms1xOrN39Kya2+eX/EW9lINlxTBLump33VKePWTYlTfEmL/V/NDIjWjxFPpjQRmWaCEzL4AHn+ErIKbrP96GzUersvy1R9ywZlHThCB7pHEc9EhGeSpBnnlfl598z0aN23F7IUvkpVXRnYgiclnYPInyApAliKMBfmBJH9etTJjzmJade7Ntl+P4lRDZEcMfrl0jWnPv0TVmnX58bfjWG6qOP0Ch5Cp6GSqBpZASjyWo2SWB8gNxbmWW8z8V1ZRO605s156GUuJF6cSwiKFsKgxsuQYFjWOO5DgvD2PVR9+SpWqtZgybyEnrqWTE45g9wfJkDUsgQgmJYQnEOPAnxd4qE4avQaOYu/pczgDMcxyRPDkfbecqDE8WoySaIxNe/bRvltfJs6cw7l0K/lqlBwpgkeK4pKi2L0hrueV88Pxc6xa+zljps+hbff+NGjeljqNmlGnSVOqPfwIjzZOY/4rK7EUl5OtinJCqyRQGbYUR90ip1JKKX7mbUH23+7PmT5hmLiSV8jK99fRIK0F91SpSsW77qPGww0YOWE6677ewR8ZVmxeDZsa5oY3iCmQELFwBay+ODeyy2javjsVKt1L3caNWfDyMkqTYNaiZGoxzAEdeyCGpcTL4LHjqVqrFvdVf4jhEyZjK5VxpARekxonU41zwxfBpOrYwgZ/3yzl4293ckelSlS88y46de/Nl9t3UxpNYvHq2HwRJi1YwD01HuD+6tXoNXgo6e48XFIMi1fHqSZxSXFcXh2718CjJnCV+Tly4hwNGzXnjrsq0bhtW5a++y7FSbCqYUylMis/Ws+d91ej4l1307NvXw6ePEmRP4ylRMOukXr+GriDca5m5zH/xeXUeOgR7rijMmMnzOT8dTvFYVJc6hib9v1MWscOVLjzTqrWqMnGbbtx+IJYpahYqPuizHx+KffVfJh7qz9Ex74DOJdpJ9sXxVWu4/AamMujOPwJrFoUVyCMvdTHvoNHadioGRXuuIdW7bry5rqN5CbBFolwxmpj/rJXqHjXvdx5970sXLaSP9KzuBmNcc3pYva8hdSoVZveg4fw9Z7vuWi2phjxdejcfxjrd3xPnj9Cvhrgm+9/oFuv3txduQpd+vTlXEYWLknDJocwyxHs/iQOLU7WTT+7D//JnBdW0aJdDyrd+yD3VL6fe+97gGpVq/FgtapUqXI3Fe+sSO1GjXnl/bUURgzM5V7ywxFeW7eeRm06ULFyVR54uB4/H/0Te2kApyy4yGZJx6EmcSkJXJKOM7W4t0kRrHIMq/KP2PrP+ef8c/45/5POf78zVk0KRqss4uZuJUZhKMHYWfNp1KEbi99cTb4/gEtSsUsqNsWPXQ0JNps/cZstZpHES5c1FeG0awkcaoJrOV4aNW/LoJFj2bb/MO5gQjRfKilnniz4Uk4Vwe/yxrBLEVxqGFNRGU9Mm0mH3n157cN1OMo1nEoEm6T/ixclGdhknTwjyZ5TfzBy8nTadujGgaOncXglPIEIVq/GzkMneaBhK6YtW8HRTAsufxRLWZBcNYm9LIrbZ+Asi3Am3cmKDzbSsld/HqrXiLQ27Zk6bwG//3URR5lCTqqN80q+zJUCFYccY8Hr79G4aw9GzXqamwkDkyrjiURYu3krDZu04PGxk7ngySNLi5KhxlKlPkmsqmieFeJkDLM3RKGe4Jfzlxj39BxaduzB/jOXsPpCuAMJXKrBwfM3aNqpD72Gj2P3oRPkKCE8cpBrnkJ6DhvNyEmz+Hb/7xRHITeQ4KfT5+n9+FiGTZrKoXPnyff7KTJ0fvzzLKPnLKBd/+Ecu2zF6Y2SrSaw+cJYJD/5UYONO7+jQ/feVH3oEZp37E7foU/wYN3GLFj+GmczzRRHDSylqmCI+RM4A8LdZPMnybzpY8zUp+jcsx+fbtlFsd8QrgJVXHNWOYFLA4cfwcqU4liVBA4/4gXw1sCtin/275D6/y2moFNP7nuwFo2btaZDl548VLsefYY/zp7fj+FWUy8rsoHJl8QqkYoqRigIxznvcPL4xMn0GDCcb/Ye4WaU26gAmxwmRwmh6EkmPT2P5h168vyKd3H5othvsdEUwTe1BmJY1RA2JSQil6qOzRfm90tm0lp1Ztoz8zn050VyAjou1cBULDP52Rdp0r4XS157l7IYWKWQKANTI9jkAOVx2Hf0FP0Hj6RZuy7MXf46b23cxIq1n7Jy7QZWfSzOax9vYNXHn/Laus9Y+fFGXv3oU97Y8DX7zv7NlRyB93D5BT7h1mdn9wu3kHjpiaecDXHhVPcnsagGDk0no6iczXt/pkLlKkx5dgEnr1yjMBTDVObHoaTirEoSmwoONYmlPEJuOMHpTDvPLl1B/SYt2bJ9D6UlPj755DPadetJz1FPkF5ahl0OYJPDIt6oGdgCiHuELGLEFn+EnEicCxYXY6c8Rac+A/nsp/3k6glMchCXP8rek+cYPHoa9Zt15OdTf2Etl/GoQS7Y3PR5fDy9R01g88+HyfEbuLUYZ7M8dO87nHETZ/L9b0fIjxm4wzpHrmTwxIxn6TtyErsOnOJmOIE95cSyqglsqoHbHyej2MeOw8eZvvAF6jZrRbUatejUoxdvfPAhZ9NN5AQMTFIUWyBBpk/HIsW4XlDCzBdWULNxc15e/T5Z+TdxyyHcShSbFBXXdErIzA4nOXElkwXLVtK8Yw/qtejI41Oe4bkVb/HeZ5v5avdPfLptB0/OmsdDjzbgpTffI6PQi1uLk16kYvUGuGDPY/k7H/JI/cZ8snkH6UXlOAOCoW1TwhTHkny69Tu69RvKoDGTOHYjE3cogjsY4XphKW9t+Io6aW1Zs2ELmfmleDQDkzdCpjeCIwA2zcCqClaySRO/bYsCtpSLyazFMWsxzD4/eaEoP/x+jJYdu9Omc28O/vU3TlXw98xqkkwlSboSx6SlxNjyKI6yMAWxBOdc2Tz/xrvUbtCUz7btxlRaxtWCQpavWcvDjzbh443buJ5djFuNCealqmOWYqnvLI5NjeFUhLP9wKkzDBs1nt6DRnLg/NUUMzaBWRHuFLFUufV8NESJRqqczCTdusYTmOUomWUq+TGDQ5evMmXeYurUb8Gvx89ju+kn258UXEtZuCet/oRgSfoiOHxBJCPJu598SpuuPRg6birXsktx+8Wy7Mh1K3OWvUbtBk3Zuf93rF4Zhz9GVnlEOKLkW1FsgesRDN8QeYEIW37eT99RY6jTsgO/XbyBxRfCoSUwSQYm2cCqJrFqcZz+BDcKJL7ee4gHajVk6vylHLpwnbyAgd0bojCUZOaSl+kxYjQr1m4gz2/gkCI4vFGcvijZUpRLZg/VH2lEvxHj2XHgBDn+BGZvjFvil0je6Ng1nbygwaoP1tKqczdGTX2anCBCiE3FkS0pkduuxHDJEVZ+9BmNO/Zg8IQp5CsKLimEtTyMRzW4kXuTAWMn8WjLtrz72VcUR+I45DB5oSS//HmZxyfOoHvfQfx+9gKloZgoZJEM4bwOQLoEJuUWRkMU8bjkENMWLqF51x48+/KrlOkJLCUyucEYBy/eYOqCl3i4QQsOnbiAxxsgJyCEKasaxx5IYlJjuIIGJ25kMeGpWVR+oAZf7/0NmxLDdovLnZqTRBGRWIydNWfTY8BQeg0exqYf9lKiJ7GWBwWmoCTA+m0/UKXGI4ybPouzWSZyQxEs5Rp2b5hSPcnzq96gQeu2PFi3Ac069aRznyE0btOBZW+8RWZuAdkhHZsSxuqLYC2P4lIMXP4wn373Cy079eap+S9y2Z5PXiSJ2adjkVOLNSmKQ4qQrSVxqCnnlpTkkqOEFj2H0KrHY2zYtpOiUAy7TyM/FOe8ycXMBUtp2bU363fvxi75yI+G+cNs5oXVa3gorQ3f7DtKRpFMbjjJiWsWnnx6Ic079uGrvQfILJdxBaJYiiUmzl5Ml0FPsOar7XgUMRfaNf32/cbij2MLgjnlILMp8du/XYdkiCXRLWSBmkKFqKkZNcUptisGZl8YTyBGVsFN1n6xlRq16rN89UdccOTh8Scwl0ex+lJioBTFpUTJ14Ise/tdGrZoxTOLXiAj7ybZWizlhjSE01LVMSkh3GGDE9dNTJ2ziJaderN5/2HsaogCHfadvciYp5+lWu16HDt3hVw5RI4aw+aNYFUTAlWjJLFqQhhy+ELkKGEcJV5eevs9Hm7akmmLlmIp9eJQwpiliGClKzo2OYxD0li7bQetej9GWtd+/HouHVN5AJs/ilmNkilHsfjjZCkRXAGdX/+4QK16Tek/eAz7jl/ArYh0iljKJjD7kyJNpOncjMbY8v2PdOzek/HTZ3HmhlVw9lOCv0OOcfKKibkLXyCtVTtadO7GsEnTWPTGaj7YvJ0vvvuZT7ftYszUmTzatBWzl76CubgctyoWgjbFEL+rFF7j1vz3nzEFAp8gXIV2OYlTSeKSY2QUlPLBl5vpM2wk1WrWpuKd91D53geo8fAjDB49hvXf7uB6fgk2v3GbF+9QwemLccmRTbOOnah4TyUaNGrE4uUv400kyfKGyEqhlByqjtMr02PwUCpXrUrVmg8zfuZsiiOi4NecirhblQQ2STzf7Vocsy/Mtl+Pcec9D1ChQiXadu7O+q3bKY4ksJRHcHrDTH92AfdVfYD7q1aj54Ch3PDkYVNjpMsxLP6k6NvwhrBKEZx+A4cU5sw1E42ateOOiveQ1qItr7y9hvIkONQgphKJFR+up8J91al413107dWfX06cJj8UxeT1Y1WNFJ5IdBNc9eQyZ8mLVK+ZcsZOeopzGQ6KwmD1BsgJx/h6337SOnakQsU7ebDGw2zYuhu7JDAnzkASa3mESc8u4u5qD3J/jZr0HDmaq+5cPFIMe2kMpzeOuSwi3OdaGFsgiE1VOHblCo2bt+SOipVo0aYLb3zwKcVRcGk6pjKV1V9toXqDNCpWvI/HR03iyNkLFAZCHPnrIv0GDue+B2owYdZcDpy/QFZBEcvefI9ajzSibpNWLHvzPRxF5RQHo7yy+n3SWrbloYfrMmHmHKxSEItmkOVPkKUJB3auFOXD9Vvo3nMA9z/wEPfcV43KNWrSrm8/xs6ezZK33uGF196gacu23FP5AWo3asorH3xMYdjAWipT4I/y4utvU6tBI+6+typ1Gjbl7NVM8lQdhyQ6ArLkJPYAIsklRQSGxS/K6ewpc5M9lRCzKmImt2oJzHIcewBRdCeJ3oFb97z/yMyO8+/O8v+vRYx/zj/nn/PP+f/7+e9nxqYYZjY15WDyhSgIGIx7ZgGNO/fghXfWUBjWcatBnGoIhz+K3a9j1YyUQ0g4I60pcdSSGkRFOVKCa9nlNGrWhoEjxrBt/2E8oSRZknHbhWRP/T2rLy6cI5KBx29wLb+YtzZuon6b9jz36ipOX88iPxTHKoWxayLuZ/bFMXtTLtygzkVPHotfe5vGzdvx3IuvkFVwk7xQjHN2D6+t+5zKjzZm7a4f+LugBFfAwCHHyFHBIyXwSGLbbC4NctFRwK4jJ3n1g48ZMGY89Vu2pddjQ/hy10/cyLmJWzNSETcDjxrnuVXvkda5B+NmPYM3mcAsSbi0IB99+Q1NmrTmiTFTOGfPxhrQyVJT0TpVOIEtcgyHGsepGVi9IfLCBr+eu8j4p+fSqmNPDpy9ik0KYZejuNQYF205TJm3lIbtuvHJll24yhWcXpkfT/xBk449WLTyXf5Id5Ljj+PR4qQXeHny2efpMmgYa774gtJwmJKEwftbt9HzifGMnDEXtzeIW9JFLFgWUf7sUJTPv/uRTj370rBZa+YuWcaJ83/T//FxdOo/hNc/3oCtTCJHi2L3RVNoCsGKcoeSpBeWMXrKDDr16seGrbsoDiVTES9DxLZTEXSTT08Nb6K84La4mhJczZKOPcWQvHXN/q/FWC8tOvag6kOPMmHqTL7ds5fX13xEs3YdmfvSco7+fYPcYFwUWMlJ7Bo4tAROLUZeSOesxcKIiZPpPmgEW/b+TnGEVNxcx+IL4ZIClIUNJs+ZT9OOPZi3/E0spX5cWhKznEJ+aKKZ3a5GBW9NigixRw7x2/kMmrTqyPQ5z/H7ub/JCyVwa4LnNvnZpaR16M2S11cjJ4QYa1aiAlMgBfAl4Zfjp3lsyEj6DX2CPUfOcDWnkKvZ+VzLyeNqTj6XPflcycnnSm4+V3ILuJKbz9+5+VzJK+ZGkYTVF8bpT+AMJLHI+u3P0qqIAgyzT+AL7IpwZ1pTcTNrSnw03ZTYsnc/Fe6pwrR5z3Hy72sUBKNklWo4VeEOM6fiVg4lgVOJkx1KcDLTxtxlK6jftBVf79hDSbmPdRs+p1Xn7nQcPJSscgmHGsKuRm+/aFvVuCg88gnUgEOLkR9OciHLwZjJT9HlsaFs2n8QV8jAqkXIDhv8mWnn+eXvUKVaXTZs/57MolJcksre42eoUS+Nea++wbGrJoFqkKI4ysNMn72YfoNG8fa6jRREDQrjCT7/fh89ho5l7IwFXHMVk6vGsUq6YHspCcH91OI4NJ2smxKnbpjYtOdnFi9fSasuXWnevgPT5y1k76nz5AYNrCmesCuQ4EZhCdOXvELN+mmsePcjbDclPGoEmzckIr1yii0qRzie7mD8jLl07T+UKc8uZvOPBzh6KYMLNjc3sguxFJbyt8PF8nc/pE6TFrz09hoyCn24tTiW8gg5wQSXXYUse+t9IcZu2c6NwnIcKTHWqoQpCCc5fimdUROfonWPfnzwzXY8wTC5kRgHLl5h5uKXadapF0fOXsfpDeLxx8X/j6KnYp2xVGHNv8RYm8Jt1MVtMVb2kxuMsOfwMVp17kHzdl3Ze+IsDjmMTTXI9OmY/Eky1CRZKbamS45jKw2RGzA4Z89myevvUrt+Gp9v34OprJzrxTdZ8eE6atVuyHtrvyIzrxhPQMcsRYVzVRERV7NiYJYiONUwJXqSn4+dZMiocfQeMorfzl8T7GYt+a9r97YYa/wHMdaqiD9jkYVTy6oamLx+CvQ4By7+zcS5i6jToAUHjp/HUSbEWHvqHpXp01OuPPHCaytPibHrP6V1lx4MGz+VjDwJh6TjCfybGNuwGbt+OYK5VMYdTLlNldQ9TNGx++PY/QZWJUpuOM6p6xk8tWARHXv1Y9nqjzAVy9jlmPhNp/ifNjkuuOVKDIcU5lS6jZY9H6NVn0F8uusnCsNx3EqEs2YXfUaNY8S0p9l1+ASFkSQuRcfhi+HyxchRdC5bsqleuyF9R4xn54ET5PpvOT+T/0mMjZEfMlj5/ke06NSVx6c8jSfFFjQrKQSEamBRdJyagVuJsfKjz2ncoQeDxk8mx6fglEJYvRE8WpwbeSUMGDuJ+m07sOaLTRSFDMFR1uL8dPoCIyZOp3u/QRw8fZZCNYTTF8Yi6Vg0MGmQISPi6koKU6DpuKQwk+YtIq1zN+Yue4WSWAJLqUJOWOfItSyeXvIqD9dJ49cjZ3GUqni0VGReSTWIK1GcAZ0Tt5ixD1Rn896D4oVaTfybGCti1g5F8Mr/MmfTc+Aweg8Zztc//kxpPInVG8KhGJhLg2z49kfurVmHJ2fO5mymmbxgFJs3gF2OUGYkWbTyNeo2b0HT9p1Z8f4n7D5wnL7Dn6DP8Mf5ZNsOcgMxwQlWYjhkwbp0yGE27NpPy069mT5nEX9lusgJgdOfxCyLiKzTH8eh6oIxLiewK2CX4pyzFNCyx2Da9xnMZzv2UBiMYS5TcWs65kKJFWs20LrnY0xZvBhT6U0KYxG+P3mCUbNm07hLb/4yu3HIEbIDCW7klPDJpp080qAFb274git5RXj8Ec5lOmnZoQ9jn1rID8fPkRuMCzFZSRUzpoodxT0oNRvI4vN1pBidQswwRPoq9R39u3v2lhhr8QnGuqmwhI+//JYaDzdk+btrhRgbSIhCO+mWOzOGS42S7/+/2HvPICvLbW1XEAOIShBEkIySs0TJQZLkKCgZEUEFBBEjIqLgUkRMKBgRJSMgWUmSocPMsTNNd8/5ppnzdX48bze41tr77Dpn7fqqvuLHU0Xxg27mfMMY17jHfQdY9PZK6jdtwfT5L5Gecx23JmooiyJ+hghqC+EIxzmeZmLyrPk0a9eNr3f/jsMXJCcs7FfGzJjL/TUf5rfjp7EXK7jVKFY5JhT5GhhVMMpiNd2pRclSwxjzinjh9RXUbNKcyS8sxlLixa4KJZ1FS2DwBMgLx9n550lGPzODR9t15rW1n2EqlLCrYUxSCLMSwR5MYlSiGJQIzkCcXX+cofpDDejRdyjbD53CoYcdGbUYRk33cJdi2NQo1yJRvvrlF9p26caYydM5ftWCMwgmNYnDl2Tb8bNMmD2fBk1b8exLL7Phx6389tcFzthcXM4uxFjg4ZLNxfylr1KrwSPMWrwMS1EJTjUikuzlGJlSBLN24zuzKP8KYy2lMFZJic0SbwK7HMeuhLiSXcDPvx9lyYrV9B06kuq161HhrkrcX6MmHXv1Ycl7a8i8rur1q+hZ7N4olxw5NGnTnvJ33snD9evz3MLFFMXALMfE9aalsCoxLEVeug4YRMWqVbmvZk1GTplGjhbD4olilBKYFDFwsvuSZTA2o8jHFz/vodwd93BbuTtp9VgX1n37nXjeFIdweEI8NetZKt5bmcr330+XPk9wyZmDxRcjTY1j0JKYvEER0qhGsaoxTMV+Dpy+RP3GLbit3N00a9mBN1b/g8JY8u8wtnI1yle4h07d+7Dr6B/khaOY5IAQhWgJDFIYhy/C5ZthbPm7GTH+GU6l28gPgqnEhzsY5YvtO0TIWfnbqVLtQdZt+hGrHMLqS2LVwFwcZtzM57ij8r3cU6Uqj/UfxAVbFm45hrUkhl1KYVNEyKpBCWILhrFqGgfOnafBo825rUJFmrftzFtr1ovP3hvAJPnYuGc/nfoPply5SrRp05Utu/ZhuXadr7dup2rNh6laow4vv7Oasw4XliIPP+4+QKPm7YQyfOocLpqdFAZijJk6i2oP1eXRVu15ddWHZIWTmHwx0pUoJl8cY7HGLwf+pOvjA7n33hpUq16bXgOG8OHGzfxy9A8OXc3grMPN3hOn6dF/MPfc9wA1GzQRythQArvXR54WYcGrb/JA7XrccXdlatdvzJEzF3B5QtgVYbOXqYeEmfRnlU3Tt3AkYb1h0xLY1AQGr7B4M8pxDPo2okXvjaz6s+7mcwvG3jq3zq1z6/zvnP8VZaxZS5XBWKsnQJ4/zpgZ82jcsRsvvP0eWb4INq8PixTALIcxqdEy6GrSU8AtpTBWL3otmggGuuwupkGTlvQdNJxNO/fhDomVMnOpIlQWIQqigErgVBMYrit8//sR2vUfTJ/R4/npwBEckh+HJlRFVn9KXzXU16nlBGY5jE0O8NGmn2jdqSftuvXmj6uZ5PjC7Dl5jklzX6Jhu67sPX8VoxTAqomkWruUxCElccgprN44Jm8EVyCFVQ5wxurmy193MX7mXO5/sC4DRk/i54N/YPH4sSj6mq8S5flX36FJu86MemYqUjKJVdZw+cKs+/pHmrXoSI+eg/kj3YJVi2FSE2TKCSwa+qRTT5hV4phLguSFEny79wD9RoyldacenMx0YvEKqOdUo2TmlbDmyx94qFFLlry9mquuHDJy8li44j2adOzOmi9/wHRNxaXFsXgj5AYTLHp3Le37PMHU+S9QoGq4VZVnX3+TjoOG8+KKDyiKgkOOY9VDECxqiOxQjE++/5m2XXvSZ/AIth08TlEwzrrNW+jUfyi9R4xj087fuBZMipRmJa6vaiZx+pNk5HsYMfFp2nZ5nDUbv+NaBGxqDJMiPIpFEyUKC4uqq0lKfUz1a1P8+YY1wY2//29gbJtOtGzfiffWfYq1sJiTGSYGjpnAY/0Hs3zNOgz5XpxyUvd3FcW9wxcnNxjntMnCkHET6dxvEF/t2E9uGKyqfo1JEZxykOJoglkvL6Vxh8489fwiruQU4/YLdW9p4q9ZjmORotiVGDY5isMXJ71YYcO236jbpAUzFyzi+BUjuaGUgLF5XibMeYlGbbsx/9W3y2CsQQ5jkMNY5AAlSdj35xn6Dh7B4wOGseX3P7gWhexgHFcgiisQxxVM4g4lsPsi2H0RXKE42ZGUCKxQxXqnVUvqqqBYGfQ2K6UBGDGhOteDQwS0SWJW4rj9SczXZb7ZtotydwoYe+ziFfKDMYwlAex6YWhSksI3V19ddwTi7D53mYnPLaD+oy34cddvFEgKn2zcTJvuvWnavRdn7NlY1SAmJUymN6QHsCSE76y+Bm+TY+QFYe/xvxgwbAyPD3ySrcdO4QolMCpBnP4YGXklfLr5F26/pwYvvbWKsxY7V9zZvP3ReirWqMOab37gSs51XL4EFm+Ea2F4Z+1ndOk1mCnPvURmYQkFsSQL3n6Pjn2HMv/VleT7YrjkUtW/aMJKw2KMclSAIy2G6brK8SsG3ln/KZ0HDKRhmw48vWAJmXnFmD1BTF6xKp1eUMjkF1/mgbqNeXXlGiyFMk5ZeLiWqlOsqghrW7zqY5p2fJyn5r7Er0fPYC724dLiZPvjZPui5PpjmK4V89raT3j4kZYsWrGajAIJpyYUNm5/knP2m2GsUMbafAIImuUwbi2OpVDm+WVv06RDN0bPmUfm9RKyQxE++Xkb/cdNYfCEZzDneXFIIWxKrEz5ZZCFD6q5TDmqNwjyv8JYg+wnJxhhx5E/6NCjHw81asGP+45i8QSw6an2loBIEM7UdCWYmsTqiZKlJTh0IYPpC16mdv1H+HHPAUxeL1cKC3lt7TpqPNSQpa+t5rI7D0cf1JOEAAAgAElEQVQgTqYcwaTEhaLeL5RzBimMVREwdvexEzwxchzdBz7J7tOXcfjjutLk38BY/ZTCWLMiVtstikjeNnkDN8HYeTqMPY2lyIdd1Ycc+r+RqSUw+MRwx+INURhKsGTFKpq278SoKTNxlISxeUUK9e+XTcxY+CoP1msiYOx1WYTj6JsoYoU3pid7R7FpMcweH0tWreHxgUOZPOs5TmdYcMsRbF4RiGOV47o3vAhytEkh3FqUtLwinlqwmIdbteOFN98hI68Ql+Ln81930qpnP+a88jpnbdlk+xM4VAE6HHKMLDXGebObqrUa6DD2MDn+pHiOqDdgrPGfYGyz9p3+CcbGy2CsWYexdinMq++vFzB21HjcHgWbN4ipJIRDiXEl6xp9R0+gbqt2rPr0C/KDcSyS8Bfefz6dEVNm0K5LT77f9Rs5sh+7N4RFjmHxgVGDDBkRjqIrJ+1anKu5JQx5airNOndj0dvvUhhOYvUI8LD/UgZTX1hKzYcasuvgSWwlKi5/DJMcwSBHMfsSGLUYNl+MgxczGD91JhXvqcZXv+4TzXEpjNVhnUUu9SaOcVKHsd0GDOLLX7ZxPZHCVBLAKscwXPfz0eZfqPTAQ2UwNjcYxSIFMEkhCsJJ5i19lUdat2XQqHGcTLfi8vh5fe06uvYfxNAJk9l7+gI2KYBDjZZ5RTvUMJv3HKV1px6MnjSVg2cukxMEmx5SlakIJaRJS2CQIvoqbRJLSYj9f6VRr2VHug4cxjfbdpMfimMo8WP2RnArEdZ/v43OA4fTtt9ALmVl4ZAlVn31FZ0GD2PMnAWYiyScWlSA/WI/B09eonbDFjz13AL2n7uA3aPww+5D1KjXgueXv8dJo4P8iAiezCwJYlbjWPzidzMqN4a3FiWBVYrfCL7S/86siOfV33xllX+FscaC63yow9iXdWWs2y+GC1b5Boy1K2FytVIY25Lp8xeSnlOEW4uLoCZZDJaNioCxzlCcP9LNTJk1n+Ztu/LN7gO4/EHyIkn2nb3C088v4r4atflhx15MBSW4NGHXY1CSGDVxvRpVsS1kU8Lk+mOct7mZtXAptR9txfy3VmHzytjkEEZPEKsSxSKFuJp7jXnLXqdr30E8PecFzpmcZKtRsYXhDWGRIzgC4v9kkMM4AzF2/XmGanXq06PfELYfPoldjWJSoxi0MAYtgkGJYfBGsalR8qNRvty2nbZdezB2ykz+TLNiDySxB5KcdxWwdOVaWnR6nNFTZ7Lv1DkyCrw4tCiuQAK7GiM/lMLpUVny5koerNeImYtfwVJUgkNXcVt12wGzliwD7v8djDUrKUxyUh8ciJ/h9sUxF/s4YXDw7d7fWfLuGjr17s/9DzzI3fdWoXOfAfx88A9MRX4daCWxy1Eu23Np3Ko95e68mzoNGjJ34ct4EmDTFfyl72m7R6H/yNHc+0ANKlWrxsBR48jILsYhRcT7Tx9KWX1JTFIYhz/BxezrrNrwNeXuFDC2S5/+fLl1GwXhJCaPUMZOmjWXivfdyz33VaFT74FcduVg9cdJ1xIYfSksUhSnmhDDfi2CuUjmh90HqVO/KbeVq0ibDt15/9ONXIslsWuhMhhb/p5qlK9QiU7d+7Dz6HFyQwLGlvosG7whnH+DsbXKYOzJNKsOY3Vl7M6dNGnf/l9grEXTvwNPlGnzF3FfjZpUur8KLbp05/CFdOzeMDY5jlkS9ahJiZMpB7H6QxiLvWzeuZeHGzXlttsr0abj43yw4Ws8STB6fdh8Ifaeu8jEOfMpd3tlaj3UiH98/jV/XE5jxYfrKFehEk1atOezLb9i9SpYvSrnjA669h1Cxftq0n/IKHYcPE66M4fOfQdx133V6dF/CD/uPUxeHMxqmEwlhEUNcdrsYNrzi6n2QF3urlSdXgOG8dl3WzFd92BVQti0CO5AlFOZFnoOGELlKjV4qMmjLF29hhx/FIfsJz8QY9m7a6jbpBkV7qxEjTr12frbQYz5koCxvhQZkvCiN2ul/U5pPSLyHCz6tppREgpxoxzHKCfK7gmr3r+XBhdab7KNspQFqya5BWJvnVvn1rl1/jPnPw5jDYrwNDTfpIzNDyQYM3MejTt254W3V5Pti+KQg7o5exSLFsPiS/7bIsmke+PdsCkopsEjLeg76Ek27fztn2CssBgwe2PYvEkcUpwsLcG+c1eZsWQ5tVu156MftnI5+xpOXwyTFBHKsdLEbQ2haJISGL1hcgIJdh0/w4hJ06laqwHf79qPtdDDV1t30mPwKMZMn8el3GvYfDFMclSAYE8CizcpwgmUJAZJh8mqSEZ2yQF+O/kX3QeNoFr9R3l97XouuvNx+qPYpDAuOcTzy1bwSLvOjHp6Kt54EpvqJysYY/OO/XTrNYgGTdqx5+QFTN6geMkqSSwaInRFEy9fiyTCxvKDcd777Gva9ehHtwHDMBWqWLxBbLIIIrMU+fjtxAWatHqMp59dwKG/LnDGYKJjv0H0eHIMW/Yfx60I1ZPZEyE/kuKzrbvpN2oi/Z4chSk7j7NWG8OnzqTniPF8veN3CoIpoejwiiAhixomN5xg3Xc/07ZrL8ZNncMVVz4FgTgZecXMW76CNj36M3bqHNJd17BJQt1mUkQx69KSGAq8jJz0DK27Ps57X20mL5LCrsZ1f6+k3hyJwDaTJAp8sxzDEbih2rRqKVGs6cC19Jr9dzDWqoh08qZtHqP/sBFs3rWHnHAUhxZg7bc/0aHfYHoOHcPmbQfIVYT3W2ZJjEyvABl5oSRnrU6GjptE5z5P8OXO/eRE0ZWQKSxyDIccojiW4I2P1tGsS3eenDKNEwY72QFuBCsoIvDD4Inh0MSqnl2LciGnkPkr3qNGg0dZ+OZKLjhyyQkI6wlDvpeJc16kYZvOPL/sLaQEWOQQmd6wUNGpYQoiSY5dTGPwmEm06tqLlRu+5loUzHKYdE+wTEFiVGKke4JkeIIYFbFCm+EJic9OX80sLeospfBYB692NXVDWaSnFlukJBY5htuXxFyosGnbbsrfUYnxM+Zw+PxF8oNxTJ4wNhWsPh3ASHrh6BVA+Jv9BxkwfhKPtm3PvpNnyFX9fLdrH31GjKNhu85s/+MsZtmPUQmT4QlhV0ub6iQ2NSWaLm+M/CCs37yVjo/3Z8DI8RxLN5EbTZHp9WGRwzikEPv+PM8D9Zoy8umZ7D/1F4fPXWDszGd5uFV7fjl6AmuJD4cSxSZFuRaBrfv/oPeQMfQZPp595y7jVkMMmTydPiMnsv67rRRFUji8UWx6erepDMgmyZSEitWiCH9spxbHJmu8veFzmnXtSaO2Xdhz7Czm6woWj4ZN8ZF2rYApLy6iRv1HeWXFGkx5XpyyCPfI0KGOQ4tx7JKR1l370rH/k3y5Y78AyHJUqLy8YcyeIA45xNWc6yx9/2PqNGnJohUfkFEg4/KlMHuiNyljV5cpY9OvlWDzxQSMVUTgS34oybrvfuGx/kNp0a0nxzOMmIslFq9aS9cho3htzXryfTGsXrEWWQpjy8JybnqfWJQU1ptgrFhvjZEp+ckJRjl47hJDJjzDvTXrs+Gn7WQUSDh8pe8NYVFg8KUw+US4n02Ok6Ml+GHPEQaPmUzD5m34/ewFrKpKelExqz7bSN2GLZg89XlOGJ1YA3EyFTH0supQ16QlMSkirLEwlmTX0T8ZOGIs3QY+ya7Tl0UYlw5jhQf5fw1jLSpYZH3YoMQwewPkRBPsOXeRCXPm81DdR9l+4E+MhSpWJY5Bigq1fAAytDiZvoRIFlciOKUgT897kWaPdWXO4lfJD6Swe2JkB1McvGxi+ovLqPVwY37c/TuWYhm7FiPDExb3rg5jBVSPYJFC/HT4FO37DmbAmEls2r6X66EkLimMXYpglaLiHaOK9XiLFMYmhwX4KVHYsHUnj3bozJOTn2b3iVPYiz3MWvIKnQYN5f2vv8OphLFJEWxyHLuSwKHEcasxzprdVK3dkB6DR/PdnsNCGStFxTP6bzA2Rm4wzvL31tC8Q2eGTZqGO1DqLfx3ZaxNjWHzBFn2/noatetKv9ETcHsU7FIIU0kIuxzlkjuffqMn8HDLNrz76ecUBOOYvUFyIinO2HKZ/NxCHm3XmXfWbcDlUXHJEaxyDLOSFNZMMkJdpMSw+eI4fVGOpFnoPmg4nXoPYM0X34h1Y68fpz/K3gtXeXrBYmrUaciuQydEqF8ghlGJkKnEsARSGLU4Nl+cQxfTGTdlJndX+lcYa9Ob47/BWINuU9BvoLApiP8TjN20lUrVH2LMlOmcSDOQE4hhlgIY5RB5oSTPvfwKrTt2Zuqz88lRo+QGExxPMzHzpSU079iNaS8u4ZIrH5sSxCwHsejf+4Gz6XTpNYC+g57ku+17yQ8hVNxygnQlSbqaFAMERaSIO31xjIUy3+7aT7WHGzJs0jNsP/InecEERk8YoydKbjDJjmNnGP7Ms9Rq1prDF69wwe5k3vLXadO7P+u37MAhB/RncASXFCHNUUDnPkPoPHAIn//8C+muHJauXMPDzTvywcYtpBd4yAoKhVhGcVAMEn1JLL5kmUWBTbdSsMoJYT2kCwRK1eBm7cZz+3+ijH35nQ84Y8vG7U/dgLFKEqMUwa6EySmDsa2YNn8RaTlFuLVEGYy1yKUhbSFcoTh/pgkY26xtFzbu2ofLF+RaFE4a7Lz4xkruqfYgK/+xnsvOXFy+GAZvGIOSJENJYdBSmHwIharHT0E4ye/nrzB22mwatezA+1//gFPxYZWCGIr92OUINinIJz/+Srue/XlizFNsPXCcogg4vTHsUkwELyrivWOWYxikEI5AlF0nzlC9bgN6DhzK9qOnsGtRjGoYgxbEqIYwKVFMOozNjUb5bPsu2nTtxbgpszmZZsXmj5IdTbH14DGGjXuKNl168uuxE9jkANaybbo4md4wLl8cS6HE4tdX8GDdRsxYuBTz9RIcsoCxNh2eG28KMfp/g7Gl8FPYJCREb6EmcQbEUDr9mpcPNn5L+649uOOuStSu25D5r7zJVXehyLtQE9iVKBetOTRq1YFyd1aidsMmzH15KVISzFIEgxQVdipqFLfiZ/Lc53mwbj3uuKcynfr058j5DNxKGJsSx6AHNJm1JEZvGHcwzvEMM/NeeYPyd1bitnJ3MnTsRH7+/Sg5QfHstHrCTJr9HBXvv5+Kle+nTZdenLU4sGoxMhSxgeJQU9i9McwlAVya8Dt+68NPqVGnEbeVr0TXnk/w1c+7KEyAQwuXwdjb76lK+dsr0unxvmw/cpzsYASTFMAoR/XtqDBuf5Qr7mxmvbjwX2FsCCzeANnhGBt37eLRDh0oV/527q9Wk4+/+QGrJGCsURJe5kvefo8GjzTlznvupXaTpvyw9xCmIhWHL0GmpHuL+xIY5CA2LcSVrHyWrfyAGrUbctvt99Ct1yA2/bqH67EEJtmPMxTljN3NstUfcUfFalS6pwZL3lzJtzt2M/OFhZSvUIknRoxj78mzZAejWCUfTq+PSbMXULPuI3Ts1ofV6z5n56GjNGndgbur1GT8tGf5y+wmN5bSwXQQi+Rj159naNSyHXdWrEKtuo/w4vJ3sBRKZAVFIGeGN4hFDnHsqpGufftzT5Xq1GryCEtXv0+uP4TFo5IfjLP2q29p17UH5e+oSOXqNfng06+4YM/B6RO1U4Yk6hWLlsCsxjBIUf1ZddP78SbRiV1LYtfEYNYglfqg31SDyUmscvJv98j/aXBx69w6t86t83/T+c/DWFkkqZsUUZw5lQgFoRSjps+lQbsuvPD2ajHBVkLY5IgI2VFjYoqn3VDWlRZJZjWK5V9gbEv6DnqSb3b8hiuYEooBSSTZOrQETl8SmydGli+J6brGW+u+pGm3HoybO5/0/OvYVZHKLPwt4XJJVABkHxgVHShJMbL9Cc7bcnht9TrurvwAb61Zx+k0E2++/xHNHuvOp9//ilVWcQR0RZESx6aItVqzilgJ0xKkecOke0KYpBA5wRjmwmI+/PoHHqz3CDNfeoXj6SbyIjEyr3lxyUGeX/4OTTt2Y+z0WZTEkhi8Kg5/lH1/XeapWQu4895arP9xO5dzS7Bp+lqmlsKoRjGpEcyKWA3PDaRwlviY98obNO3Ug7Gz5pPrT2KThZrFLkeweQNcdhXQffAoBo6eyFdbtrHv5F9UrPkwMxcv59hVEw4lQkaRD4cf3AE4etXGtAVLaNWxG0dOX2Dr/kP0fGIYY56Zw1lrPk45iV3R10vlGM5AEncgwYafdtC+W19GPjWDU2YXOcEEbl+UPacuMHH2fBo3b8/azzaTea0EixLB6I1gVxLk+FJkZF9n+MRnaPN4b1Zv+h53KIlVioriWRGqQoOuBrQqcWxqAocvpRcZibLC44ZtAZSl6f4zjFWER1eaDmP7Dh3Oxp27cYZj2EIxjCUKc5e9RcNWnRg4fBLWXAmXPkXO9IYxyWFyIynOWV0MGzuJTn0G8vmO38hN6KusWkoovj0BcvxRvt+zn259B9LziaFs/f0YeYEUJm9ErLGrQsVikEQBbpJC2KUAJw1W+owezwOPtOKdDV9jKlJxKjHsUgRzgcTEOS/QsE0nFrz2Nt4k2JUIBo9Ijbb54rhUsTo3cc58GrfvyuyXX+NaNIFZjpApRzFqCcz+VBkYsIVSWPyi4M2UojegkpKgDCqVqsslAV3tCroqVm9ypDgWSSjdnFoC4zWFb37dQ7k7KzN4/BR2HDuNS40KOKikhAejrhzN9EYwS1HyowlWfrGRtr3703XgEE6nG8nRghy+mM7T8xZSu1FL1mz8ibTrHhyhJDZfEoeWwFQSKfv+jV4BkvKCCV54fRVN2ndn1PS5XMkuJCecxCQHMZQEcEhhzhqd9B02jvY9+vPN1h38tGc/j/V/gn7jJnHa7MAhBTEV+3GoSdxqigu2AsZNf54OvQfx0bc/c8VdQJueA5gybxGHz2eQH0hiLvJjkaIYPFHSSyJkynFsQcp8dk1qkgyvaNByYkkOpxuY9uJSatVrxtpPN2MqKMGt+HEoKpfzc5n84ks82Kgpr7z1AcZsL9l+8V1clSKYA3Fssp+dB49zZ+XqjJz2HDtOXcLuT5ApRbAFUhjkCJmeIFY5TFpuEYveXcNDjZqz6O33SS+QcekAISeU4oIzn5fffo9adRvw4cZNpBUUY/fHBZxUo1gkMcQ6cO4qU557iTqNm/L9b79z9LKB8XMW0OPJcew5dZEcXwKbDrSsepMshnH6MEkpLfxFgN3fYKwaxyiHcPpinDa7WbxyDXfeX5OFb7/PSYOTrEASixYhrSSor6yjB5+JYV2WEmPVJ1/TuksfOvR5gtNmO3afD7vmY9P2vbR/rBet2/dk79krWAJxDFqcTCmKSUqQ6UlgVpNYdauQHH+UL7f8SrfeA+jefyh7z17FFUpg9glvxn+GsaZ/grFWTQ8d9AoobpGC5EQS/HbhMk899wIP1mnCNz/vISPfg8MvkuktAaH2TVNipClRjFocqxrloquAPiPG0KnvQFZ/tpH8UApLcYTsQJIjVy3MWvQateo24ee9B3F4ZexamPTiIBYdqJrlGDYtjkOLc9qWx+Apz1KvfXeWffgpxuuK8F4sEUo5u5bEpulqZU9UB4NR7FIYm9fPOVs2XfsPoV2PPqz54itM2Tm06t6TsbOfY9vxU+QEE5i9YUy6R7ZdjuFSovxlct2AsbsPk6UlMHpKvY/FoFfYesTJDSbKlLHDJk0jKwAWDR2U6eBF94y1e0MsX/MpjTt0K7MpcKtizd6pxrnk0mFsi9a8++lnFITiWLxhXIEkadcU5r25mnptOzN66mwyswtxKWEs3ggZnggGKa5vMSQxSVHsapSsQIjNvx2l5WOPM2jkeH75/RjXwkksJRqOQJTfLqXzzEtLqVG3Mb8eOE5moQebFsKohDGocUy+FOneMA5fjD+uGpnw9BwqVnqAjb/ux3azMvZmmwL5JpuCUhj7yzaKkiksXjGUMhYFhDJWh7F/XjXg1iIYPH7MWoiSZIq5CxfTok0HJs+ch80TxOSNkBNK8sP+o/QdOZHqdRqz8Zc9ZBR6cIUS2Hxx7EqMi7Z8nhg1nhYdOrF0xSryArrSV02Q6YMMf4p0LYlRE8/YrECEq9l5vPPxeqo8WJv5y97g+FUzLjVBpieGWUmRE4TTJjcL3/6AKnUa8c223ez54xST5z5P9yee5KTRLYYDckx4zctRrEUq85e/Q/POj7N89YccOXuZQWMm0bHvUHb8cQ6rN0J6UQBHIIVNS+le0FHMihiqG6WIsHrSh7JGKXbTwFEkzlt8N4UK/guMDeH2R8nMu86aT7+h6gN1Wbzifc5Y/w5jTUqiDMbm+gIsXvEu9ZuVwtji/wLGBgWMvWpkysx5NGvThS937MWpBMgPJ8nILWbtl5u5p1otRk+ZwaELV3H5RT1u9qVIl4VgwuJLCb9cj59rkQQbd+6l17BRtOnam1+P/0V2ICTCz6QwTjnEWYuLboOepEnnx1n+0ec4pAhOJYWhMITFG8fhS+H0p8o+h0w5gj0QZ8eJM1Sr24DHBw5l+7FTOLQoJiWCUQ1jUkTgrlnSQWQ0yvptu2jduRfjJs/mxFULdl+Ia8kUqz/7gsce70XfoSO4ml8ktl7kGJlyQgBTJY5ZCnLFlc+Cpa/xYP3GzFr8CvbiEtxaRIRI6kOazFLvb+W/h7EmNUWmnMCg1zhmTxyzV1jeZMgJrnqjGJQwVo+P6fNeoFqNWlSpXpN+Q0dx0ZKNTdFrcSnCBVsujVs/JgK8GjXh2SXLuB5PkXZNxSRHsWpxrHIYpxzgnU820LRte2674y6atG7Hl1t3YS1WsXojGD0REZjnS2H0hHBpUbYeOs7AkeO4rdwdlK9QiZkLFnH4Urqw0JJjWL1hJs6ex93338+dFe+hXrO27Dp+DkNxgEw5QlpJCLsixCs2TxCnFOT4FSNDxk+hco06lL/rXoaMfop9py+RH0vh0KIYr8u8+v5HVKhcjfIV7qJzzz7sOHqcnFAUsxLULdPimKQIWYGYgLEvLCyzKRg+7mlOXLWQHwKrFCQnHOOrXbt4RIex91WtwUdff49Fh7EmKUGOP8UnX39Pl+49ua38HdxRuRqr1n/FJXc+rkAcgxzBGkxhUMKY5CAuLcypDDODR07k3vtrUuHuKoyYOI0jFzOwa0FMih97MEp6kcRXv+7hgYcaUeGO+5jx3AJef/8Degweyu1338fiN1Zy2mTH5Ytg8fooiCRZuX4jzTt0p3Hztsx47gXWbfyGOg2bUPuRlix6Zy3mYh8OfwyT5MOmBrF4VH7af5DbKlbmtgqVaNG+G2u+2ERBOElaURCDHCNTjmJRIhy/auTxgYO45/6qVH+4LkvfXUVRNEbGNQ9uLcxP+w4zZOwkbqtwN+XuvJtJs+dx8MIl3P4IRk9YbBl5IpgVcV2Z1QSZshjEGLUUJt0D2q4msHjDOOQQLiWiw34hwjBpCYyaLhZQRP1VCmQtcqKsDvs/DTBunVvn1rl1/m84/ws2BSKkxKzEsClRnHKUgmCSkdPmUr9tFxa8tZr8YAqnLIzFTbIohA1y7N9OrM2qHs6lJLDJSa64PTR4pFUZjHUGEmR4S9evI9hkoVKzFIUoCCX5avtvDJwwhd4jx3DG7MDi9WNXb/jfWFQBYE1aCrNPKGNNkijEnWoCW0mQ7387RuU6jRk/Yy4bNm9hzkuv0HXAMM4YHZi9fl3dK3wfTZ4oJk9ceNDKoom3+lNk6r+fQw6TmVfMtkMnebhJSybOns+Bc5cojCewSD6ytQjPvvIGjdp3YuyM2ZQkUmR4NCxalHPuQlZ+spEKd1Vl3OwFHLycgSuYwCCLtFujGsTsC2FWBZh2ynEOnL5MvyGjade9H6u/+p7cYAq7FhOrZ3IYuxImS4swfeEyOvUdzPxXXufz73/mvtoNWPXFJs4583EFBNQyKwlcgRSmIj+vr9lAs/bdWPvpRpa/9yGdBgxj7rIVuJQ4Tg3sagq7L4VFjWH2hnDIYT75/lfade3DuGlzuZRdiMMXxewJ4pSDfLl1J2269qF2k9ZsOXKCjCINmxLDJkXJ1pJkZhcyYsIU2nTrxepNP5IdQSiTPFEscgy7P4E7lMIdBLsqLCMcvpQOZkURYfIKxaxYw/kfwNhsD01bd6T3kCfZuGsPrliCq1IAuz/CvnNXmfLcQuo0bsnC5Su55CjEoSaERYQvjjuQ4C+ri6Hjn6JT3yf4bMdeXJEU6XKEdP1at6txCoIp0hx5jJo0nXpN2/D8K29wPZzCocN9g5ok05fCEoIrxX4cagRHicqWPfu5u0oNugwewfe/H8ehCQsDpxLDmO9h/Kx5NGjdsQzG2qQIRm+pQlh4Cru1MMvXrqdxh2607TGAq9nF2JSYWPPSgatZS2KQYxh0dWAp6Cidnls0AZSsWqnSR4SnmfSGxqp7Uoo1fLF2bpTj2NQ4GQUSG7fvpdy91ajfpiPrf/gFuzcoAnB8kCnHMMgxLL4E9kASmxLGUFjC5OcWUK95G2a+8DJF/gg5WpiM3CKWr15H5er16T1sIkczbdh8UYzeIJnXfbh8SWyBFJmKGFjYfVFOm/No13swzTr14vUPP8OlRbBIAWxqVFyzSgRDfhEvr/iARq068trKNaz6eAOPdOrKkvc/xHCtUIS4eQI4tRQWbxS3GmfhyrV0GjicZ5e8weYd+2nWuSdL3/sHGXklZPvjWEqCWKQoDp+4XtJKIhh1ZWyGN4ZBLlX8RDGpQc66c1my8gMerNOEd9Z+RmbedVyKH6eikX7tGk8vXESNuo149a33MedKOPWmMlONYQ8lMZco/LRzH3feXYVnFrzM/guZOPxJsZYu6x5+HtF8Z+RfY8LcF6lepxEL31pNer5UpozNDv4rjL2cex27PyEGakoEmxrD5YtxNa+YNz7+nJpNWrD03bV8svlnBk+YxthZ823fmXcAACAASURBVAXY0xLi/lbEoK30OjPp640WXfXnkBLY5JthrGiobf4kdl+ctAKJzXsOUbFabR4fOoYf9x8jJxDHooaxaHoopJbEIEVJ9wbICqa4aMtjyqwXaNC8A3OWvYnZq2GUVexagP1nLjFu8hwq3VuHT37aycVrEgY5gsETxqmlsGkIew4likMLk62FmLXwZWo3eIRufQez4+R5bP44Jk2HsUrqJjVJqQ2PeNZY5RRWVdgUGD1RjJ4QNiVCXjTJb+cuMmnufO6v8TDPLlzORWcWTi1MRnFAHz7GyFRjpCsRjEoEU4mPnw+doNVjXRkx6Wl2HDtNTiCF2RPB5Uty6LKZmS+9Sq06jfh5z0GMRTI2fxyLFscVEsMfixTBpcU57yzg3Q2bqfpgQ55/YzWHMm04gomyIB9T6dqjkhDXrpIUXnNyHKsk7oE8f5zxs+bTqksvnn1pKfuOnuChRk159YOPOWVx4w7qXtNSDJNXeFq61JiAsbXq03PIaL7fe5gsPeDNJIuwLKMOv6xagtxggmWr3ufRdh0ZMnGqroy9AfaFAiiKTY3hlCMsX7OBhm270Gv4GJzFCi5VBCS5tAQXnXn0HjmOh5u3ZPWnn3E9ksQsRcgoCWHX4ny8ZRft+w6mbuNmHDh9HnuJH5eWwCoLJaBJigpfypIANilE+jWZSfOX8lCz9jy39E3S3NfI9seweAM4g3H2Xkxjsq6M3XHoDxxeFXcwikkN68FsCdI9IWxqjKOXDIydPJO7K9dg46/7BHj8W4BXqWdsErsc/zuM3bqNolKbAuVflbF/ZRjI8YVJK5RJK1YoSSaZt2gxLdt2YMqseZhLgpiUBM4AZBbKfPzdVmo0akHr7v35bt9hTCUqVjmM1RsmR4uz4NU3aNKqLf2Hj+acxYlbEyDToMYxBVKkyXEy5Sgmr58cX4hD5y7QfcgQqjVozIYt2zAVadh1AJDp0ZPti4Ns2LKb+x5uzLJ31/Dmmo8ZNmkqo2fMw3jdh730e/AKq4JsX5ivft1Nx179mfH8S2zY9CNtuvVm5LS5HE3LJCuUFBtRUlRsm+ifpUNLkBtJkRtJYVXEan+pN7JJX+U1qUksPoQ9hf48+v8CYy1SSg8ajWBXw+T5A7y84j3qN2stYGx2MW41VQZjrbIYlhiUIO7gTTC2bRc27tyHQw1il4PYSnxsP3KKxm07UaNhU9b/+CumEh9WTQyKzZpQABu8YTKLfbjUMC41yOxX3qBB+64MmTILqycgbAc8QVxKhHO2LF5esYoH6tRn3lsrOWJyYA0IX3vhey1EGEK1nsDmT2HyJ7CHkmz78wz3125A135D2Xb4NA59a8six8psNszeKBY1gisaZd22nbTSYeyfV81YfEGuJZO8/Y+Paf1YF3oPfpK0/CKxjaYlMGpJzGoKoxQjN5Tkoj2bZ198mQfrNmTGwqXYiktw6TDWosRvsin4e5/xXyljzZoIN7JpSXJC4NTAKMVJ98bI8EYxKWEKwgkWLF3OQ3XrU71GLfoMHsFFWw5WJYpBimDyRrjiLqRlp15UqHgfteo1ZPqCReQFxLPH6UuWWUHkBmLsPfEXj/d7gtsq3M29NWrTa9hoTmfYydHEM9JYHMBQEiQvnMR0rYTXP/iIqg/Vo1z5u6lZ9xE+/Op7MvI92JSIeCZIUcbPmsed995PuQp3UbHagyx+631OmV1khZLY1DiW4jC24jCFwTj2Ig9f/LSNe+vUo3zF+6lSuyHPvfIW6bkerJKwKzIXqSxb/RG3V65K+Qp30alnH7YdPU52OIpZCYnPUhHvFZcvymXXv8LYP69YyA8KZWypZ2wTPcDrvqo1+OgmZaxJTpITgN/+PMuEp2dSrkJFyt9ZmYEjJ4ohvi+KVYtikIOkFSlkBSKYCor5dNPPVHmwPrdXuJcaDzfhpddXYS3RsKpBDHIAkxrCpoY5dD6NDl37UbHSAzzx5GienDCJB+o1pMI9Vdj0yy7S84qwKkFsaoiCaIodx8/SY8BwqtWsS7feA3hu4WKq16pN5/6DWffTTpy+BEY5hFkO4dTC2DwaW347yG133M1td1SiSeuOrFr/BQWhOBdzJQzeKM5QEqNHZfPu/TxQrwEVKlWmVuNHeGX1B+QGIhivy+QG41xy5vLi6yspf08VbqtwJ9XrN2L52k8478rHHUziDiRxKBHssqjpHKqwWLL6EOHaWgyHP05ansS3e47zyfc72HPiIllaHKdf93xWY8ISShX3gVUGmyz6ItGX34Kxt86tc+vcOv+p858P8NIba4sqwpvs3jD5wSRjZjxP4w6P8+LbH5AXSOFWY2LNXG++b6iFxLkBY0uTbZPY5CRXs7w0aNqGvkNGsGnnPlyhJAY5is2fwCKHRaiQHCVLjXHa6GT87PkMGD2Bjzd9R7bix+rVsMkhbEoUixTVwyRE2JBJiYskeCmOU01h80RxqhGOZpjpO+4ZWnTtzfCJ0xj79CzmLF6GWw5iVyPCHkGJl/launxJskPgCiax+mIYpSAWTax+ZqlhMnMKef+zzdSs9yjPLX2TPzOtZAWimDwabjXE3FffonGHLoyePouiOFh8ESz+BAZvkK1HT9Ou1xPUb96WN//xKRfcebjDCcxaGIsWwKL6sWshXFoc83Uf0+YvpUmbLoyZMY+DV4y4gwKQWnR4YlXD5EXivPfFZnoNG83AkeOZPm8hdZu2ZdefZzEV+7BpYkVXKIDiOJQ4X27dS5/Boxk+ZgpPjJrA0EnT+OjbrWT7U8KeQIrpTWIMmxIh1x/j0+9/pV2XPox+Zg5n3QU4g0msSgynGuOsJZt3Pv6Cyg81ZOSseew5d0UUWJ4gWWoMyzUPoyY9Q5uuvVj99Q/khRGTXSmGXYljkcKcMLn57sAf7Dp9mXMusSbm0ISpv0X3lBLwVfcI1mGJRU3poXGlytkENiVOWk4JTdt0pN+wkWzavQ9nOMkVTwCDHMRQpPDVL7vpNXgE9Zu24cuf95KW68WhCjWAO5DigiuPJydPo23Pfvxj809ci4FBCmDUE9+FJ15cJKyu/4bOPZ+gfZfe/LTnd2zFCm5/DLMaIUMNY9SiWLQo2f44e//8i1FPTaVcpSq8smYdJ6zZOPxCFeVW45jyPTw1ZwFN2nViwWtv4YmDXS5VEQvrjExPmKxAgt2nzjNu9nwebNyKxe+s5UpOEVnBFFZVgEynP4FZCmP0hDDLUey+FDbdv7nUU6rs3i9Vm6gpHc4K7ymzKpo0Q2mAiCICBDKuKXy9cx/lq9Tg7qo1mDJ3Afv+ukROKIlDE+nyBkmEgzi0MIXRJJ9t2cZjvYQK8ed9RyjwxXB4hZpj6+9/0m/4JKo+1ITX/vEZp21ZZAVi2FWRbm1WQ5i1CK5Agss5RcxZtooa9Zsxdvo89p6+RG44gckTFInmUgSHGsPq0di863faduvL2KemM27qTJp368HOk39hLJawaxHhja2HveSEU3z6yy6GPDWdrv2fZPLsF+g2aCTrf9yGXQrg0HRVuiZ8na1KDLs/Kbx4faXFbgyrEsHiDZAbjnHochpT5y+iTsMWfLllN6ZCGYcSxK74SS8oZO5rb/Bgo6Ysev1dMlyFuJU4xuIgBjmCzZ/A5g2w++gZqtZqSP+xk9l65CTZQdEAmjzCoiDLF8FaLLFl/2HqPtqKOypXZ9HbwjPW5Uti9kbJCiY578xn8durqVWvIf/45juu5hdj9yV0KxABY22+CFYlwKY9B+k8YBhdBzzJqCmzGTF5Fm9+/AVZQREQZfKGMEtRzHJcV7AmdTVGAqsiQKzTKxR/okFOlMFYi5bALAtoftLkZvCkmTRo3oHZL73K0SsGciNxbGoIqxTE4g1glUO4g3FyAnHe/ugLWnbqRae+Q/jx4HGywzEsviBOf4S07ELWbfyJipUfZNiUWWw/eZacUBy7HBaqO0mkEbu0GDavxtaDR3isRy8q3l+dHoOHs/v0Rew+YZliUJKYlBvrfZZ/A2NNskjtFp7KUSxSkNxogt/OX2DSs/O4o1IVGrXswMZtuzEWenAHxBDNqq81Wv0RskJxzjvyGDZlJs279OCV9z/kUtY1HaLHcPlSHLpkZtaLy6lVpxFbdh3AVCxj9UXJlAS0NnvDOLUYVm+Ab3YeoE2PgfQaMpZf/jhDWolKphzCpEXJLPN4F1C2dO3XKJeuM4pV+YIw/OObn+k5ZAyP9RjA84tepU2XXny7+3cMRaq4ZsqaOTGccakxzhidVK3dkF7DxvDDb0fI8Scw6eGWQt0s1NFWTXyXy1f/k03BPwd4yVFsqgjwem3tBhq160qfkeNwlSg45DBmT1jYFLjy6TdmIvVatGb1hs8pDCcwekIYvDHc4RSH0szMWvImlWvVZcLs5zl22UCuL45bi2HxBrHLIVxqmFx/lPS863yyZQcNWnSg2+BRfL51F05dQW+Vo7gjSQ5lmpm15DUeqFWfn3YdwHLdg0MLYpT8WPTPxqgIf/AjlwyMe3oWd1euyVe/7hNetf8GxtpvhrG6Z+wXvwibAmOxUONnFvr4x802BekGsgMxTF4/Jq+PkmSK5xe/TMu2HZg8ez42JYFBTmGQYtjVCCeNNl54fQU16jXmqXkvsPv0ebIDCexKjNxAiq2/H2Pw2Ak0aNmaJe++j6VQJtsvBi8GTwSDJ4pdFZ7qJzNNvLziHWo2aMSwKTPYd+6qAAdKEocP4WMsxXBoMXb++RdtewxgwtRnGTB8HANGTWT52vW4A0KVXzpYsqoxHFqYY1eNDBw1gT6DhjN5xlyaP9addz/fxFlXHvZAUveXj4oBixzD4g1zNdfL/nPpfLXzAMcyXWQW+UXYoz8lVqXLVO03Nmv+pzYFi1e8zxlbNlmBFBYp/jdlrEONkO8PsHjFqjJl7NWcYtxq8r+EsX9cMTBl5vM0b38jwMumhLFLYc6Ys3jpjVVUrdWAsTOeY+eJc2QHElilsLAO04P2XGqIPH+IL3/ZyWO9B9JlwDDWbN4iYJsnjEuLkZ5bxKff/0yTlq3pN3wEPxw+QppHIV0KilpfH64apKg+2BNDtUwlii2QYNuJv6hatzGPDxzO9iNncchJzF5x3dr1mt7sFe+7nGiUz7bdsCk4kWbBFgiTm0jx4abv6dSrP517D+CsxYnbJ7YwjJ6wDtLjXAun+OS7LXTuM4BaDZow95XXMV/3iPtcV8Ya5Ni/hbG2m5/TckLPj0hi86UwesJcyCrhL2suxkKNLH+M3EiSnFASty/C4QtXGD5hEvdVrU6tOvWZvmAxV7KKsJb1LjHSc0ro/sRwKlV5gEr3VaV7vyfYeeQkGTnFGK+rmEuE1YZTCWPIL2H+srd4+JFW3F6pCtVq1eW1VR9yKs1Mthwkzx8TvsoFJaz56hu69R/I7RXvpcKd9zL2mWfZd/oSLk34z9u0FOaSIONmzuWu++7nttsrUP6OSjRo1pal737AwQtXMV2XyVHiuD0Rrtiy+WTTd/QcPIzyFStz2x2V6PPkWL7euV9Y0MhRHFoSy3Ufr61eR4XK1Slf4S4e69mLX48ewx2OYJSDIudATmLy3ARjX1xI1Zq1ua1CJUZMmMrJNCt5QTB7AmSFYnyxQ3jG3n7nXVSpLjxjbXK4TBnr1FKk5xTzzkcbqNOoGeUqVKZazXrMXfgqB84IS6jcUJy8cAzL9WK+/mUH/YaO5va7q1DurioMHjOFH/YeIcsfx6qGMMohDHIIhy/KeVs20+cuolr1OjRu2orGzVtRudoDNGnTnt//uoDV68OqCFs9uy/OGWsu42fMp2qt+jxQuz5tH+tExfuqMPKZmWz/8yw54SQGKYxNjeNQY9g8AXYcPUWNBo9QodL9VH2oHtOeX8g5s4O8YJS8UBK7FGDr4T8Z9cxMKlSqRLk77uDBRo155f015EcSmD0BrN4Qdo+fTTv20bnvIG67oyK333M/TTt1Z/6b73Lg3FXSc6+TJQfIUQK4JT/W6xpnnYUYPaXhkBHOOPNY/uFndOs7jOZtujB2ymx+2HMYVyCGWYtg0GIYtASGm2GslMKmv+PLMl5uAdlb59a5dW6d/9/nPw9jfX+HsbZ/hrEr1pAXSOHUk3jLGtSbghDMSkIEgyjJstAlAWNTpGV7adCsDX2HjmDTrn24QikMigBVFiUsGiMpjMMT5M1/fM6gcU+zdOX7pLuyuB6KkK0FyfZH9dAa0RRkBxK4/HHsPj2YSIrhkGLYvTGcWpzzedd5Y8MmajdrR51H2jBk3BQ++fYnroVTAurKpR6tUbJ8SYyFCidNDk7bsjB5Vdz+CG5/lGxfFGNeMVv2HKLX0LE069CDj77ZQlpeCRY5iFUO4lKCzH99JU07Pc6oabO5HgWbL45Ji2PxxTnnLmDlhq9p2LwdXfsO5q2PNnDKYsfhC5IVCOL2+TEVejh8LoPX3/+Uxm260m/EJNb9uB2Dx4fFL/yJhBo5glkTzfyuk+cZMWUWzdp1pVvvIQwZPYWzlmycPhGGZZDiugVFDKcvwd6TF3lmzovUbdiCBi3aMuPFJew+cY7sYBKjJ1KmPDFLUVxanGvBBOs3b6Vt176MmjqXM858nGHEdaLEsEshDl/KYMC4yTRq24lla9bxly2LbF+UbF8MY0ExI5+aStvufVj7zY/kBVPCk0uJ41ATnHMUsGT1OgaNn8q7n23mlDkbx//D3ntGSVVmbf/PM+M4M5IxIipIkCg5I9CCWQdzVkBBVFSCJBFQkgRBSSJBRUVAcjaQO5KhQ1WdytU5Vjihcurf++E+1cDMO2Gt93nXPyw+3Avo1d3UOec++9772te+LiUuWES+WJ2ZggBjhYSEUUmBsWK8XhhMxTHLoni8VFRNu669GPbE03y7+yD2QJI8bwSjHMGuxcgxO5m/4ituvqsNf3tlNNuPZGPxRjB5BdiWW+5m5MRpdOg7iDfHT6XQq+FUQ7gCcez+hJBZ8MRwykkOn5F4d8ocWnbozrDHnuKbn3dwwV6IUwng8EdwBIQ+2dbf0xn1wWTadunJw8++wp7s8+S7A+I+eqI4fXFMpW5ee+cD2nbvw3szZuFJgMUdFvqtihjpy6sRI7B5FR5W/bSDAQ8/xT1d+/Hpl2v4/WwupkofhVqE4kAMlxrDpUaR3H7OFVVz2lGJ5I0IRoUvJhyBfVePcgo3eT0myIIVmwJjjfoIaH65zLe7DvDHRjfRpNkddOk3kLFTP2b3yVOYqjWc/ihFwRg2X4BzjmK2/X6ER55+gX73P8LUeUu4WFiJXY5g9oSw+6KcsZXz+YYtNL+nO73THuWTpas5kWfCoQVwBULYtSCGKi+/nc1l9tLVtOzYm4EPDmfVpu3kVwgzELMsgFWTNyokVHxBMowOHn32VXoPGEqvwcN44PmXuVBaicknjPskXwxDTRSbIkDV/afP8+ak6TRv3Zl29/blhdHvsfNEDvYUIKxEsKhibxpqQpwv83H4konzhVU4vGFK/HEK1TAl/jAXnS5mL1tO3wceo9+Df+PwebNwRlei2LQohiovn3/zAy063MvzI8ZwKOM0FaGEMLVQhF6m1RchvcDG4Ceeo13Pfny8aBnn7EUUB+IUajFcSoQLjmLWb9vFk6++wR2tO3B9g6ZMnrOQgnKv0Pf1RIRmrL2MD+cs4rYWrVj27Q/kVtRg1eLiXVeEVIFRCWH1R/jtQgFvTZrBjc1a07J9d157exLbDqdTGEli8Ak5j5S5mkGO62ZIghUoyZfBWPMV++jyiuvgSxxDjZ8New7Te8ijdO0zhPemzea3cxeR3D4csmDg2b0qmSYbSzb8SO+0R+gz9HE+WrKSC6XVWANRJDWMRQ5j8QRIz5V44vmRdOg1kNGTprHnZBZSpYdSf4xCLY5DjnLeWc7GPQd47Nnn6T1wIG06dubhZ19k65GTuoGXGG+9EoytY8bKl8FYg1e4dlt1hl5BtUZxOM6BU2d4+a13uO4v9Wneqj1PvDKS1Zu3cdZRjF0OUxRIYteiGKp9/HrmItPmL+W2Np14fux7bD+RgU2NIPni5FdFcPiTHLlo5q0PZ3PbXW3ZsvsQUo0PezCmPwfRKHRqUQ7mnGfM5Bl06DWQ9Zt3YapyUxiKYVXDOAIxnIEYLv28dPgTOIO1oqEq65qaPtEgK/TX8ttZA8+9+R433nUPXfoO4pnX3uTwhXzsWgyTHCXXE8akCOayRU1iV+JkFNho3LwVgx4TzNgif+J/qxkrKVeAsT378PjLQqYg9T1GXc7AkGLGylE+XrKa1t37M+yZFyn0yth8lzVjLxSW88BzL3P3vd1YuPpryoJxCmqCeiyLkVsps3H/YQY/8Qx33tOJd6fNYvfxLIzlborUiNgbcoDTZhvLN/7I4MefpFWXXsxYupqTRid2LU6BR+gj28O1ZLvKmPH5Sm5s1oL3p8wkx2ClSBNGWKKhkcSoRLH54xy5YOClUW/z1wa3sG7bQWGq8g8GXkIOxuKLCwOvoQ8z4MFHWLttxz8x8LqdZ157gxO5BlxBoVVs9mh4ErW8N3kyHbp248Ux47BqUKBAnieGJEeRalR+PX2BB59+jq73DeGjRcu44KrAoSZwaEkuFlcxZ8VXdB98P5379GPR6rWcuGjEUq3iUmLY5TgOX5Rj5/OZNncBfdOG0WPIML7Z/Qvnit2YVR0g040fDd4wNn+ME/lmRoybRN/BD9KqQzeefnU0Px44giMojK0MvpTmdAyDHEDyyLw1cTrdeg+iY/d+dB/8AHszz5Jf48ekxjHoscPiFU0AY6XKtsNZPDXyHYY+9zo//Z6BoVpD8kUwawnMdQB5ymBWvLemFBNb/tcGXikw1nkFGGuSkzogHKHEH2Dip3O5q30nRr4/iYt/pxkr4ke0Dow9dqGAV0aPo32PAazbcwiLFhTGmr4IBRUKh7Iucv/jz3Jvn0G88cEUdh7JIL+0hkI1SmkwjksOcs5WxHe79jDsiafp2n8w42fNI8PkFIC4L4bVF2bzr8d5esRo7m7fgTU//EBuaQnOUASrP4IrVEtRqBanlsCpxnFpCRxaLVZVyMhY/BF2nMyk6Z2tue+h4ew4egqrnMRYB8bWCm8FTxyLHKE0EmXd9p107TeIZ18dzYlLZmyhBPYI7Eg/xdOj3qJN1158svRLcp3FuOQghZqQQjvvqmDdtr08+fqb3N62A83bdmDcjE8wV7mxK8LQUrpSs1uvMyRZALGpdRUY603gCtSSYXKxZMNmXn9vMnOXf836bTvZfPAXftr/C+u2bOe1se9yd7v2/KVhIzr1GcCabXvJr9IEsUMV00HGCpkR702kectW/PFP13Nr8zt55pWRTJmziIVff8/ezAvYfFEkdwiXEmP77xm88MY4Gt1yJ3+47ga69OzHuA+ns/bHrWz/5TA/7N7HRws/Z8BDj9Do1mbUa3wjPfsP5ZttB7hYWI1NFSCwWU5g8YR5fvQ7XN+wEX/40/X89YaG/LV+Y7r07sOrY99m3vLVfP3jTr5Yu4n3pnxM/7QHaND0Zv7w57/SpktP5q5cxylbKc5AkgJPBKuaxFwdYNbiVVxf/yb+8Ke/0GvQYLYfPYorHMHgCyDpEkNXMWPHT6TJrbfzX3+qx/AXR5KRa6E0iNBJD8dYu3Mnrbt147q//JWGTW65AowV5rgmr9Df3Z99jjfGT6FB0zv443UNuadDD15/631WfreJbb8f4acDB/lk2Rc89OQzNLmlOf99fT069xnEoq+/47S9FLsax6TL4xl8EaxqjIIyNyvW/Ujzu9pSr+FN3NCoKU2bNef5N0Zz2uLErkYwKxGMcpQCXxRDdZDJc5dyd/tuXPfn+tRv3JgbmjRh4ifzyLYU4gwK0kPKgNfsjXA8z8zw18fQ6KZm/KleIzr36sfEGbP4+eAv/LT3IPNXrGH4yyO4o/U9NL71Fv54w1+55e42TF34OWXRpNjDuhRLjsnJwlXraNO5K3+u35jr6jeidZcePDdqDFPnLmDlNxtZ8/2PLF/3LXOXrmLstDkcOJUv4p8cZE/2OXre/wg3NLqF/77uBlq27ci7Uz/G6Q9i1sIYtCj5WoICVZiMmr06GOv9RzD2GiB7bV1b19a19X+2/q+AsSI5FYmhzRelNJDkqRFjadmlL+/NWkRJoBarN4LkiYgxRd+VYKwYG68DY1Xxe+uYsYUeWra7l7RH/8b6XfuxhZLky1F9JCQonFMrfexLv0CfoY8zbPgLzP1iFb9kZLLvxAn2nMhkz4ls9pzIYe/JHA5kZrMv4xS70nP47ZKBC2VuHGocqzuC3RvHqia44NbYkXOJ1j0GcMPNd/L062P49fQFioNxJG9EJNeeGFZPlBJ/khN5Fuat3sC0xV/w1bYd7D6Zzo5jGew8ms7K7zbz6lvjadmxF29P/pTDZwyic+8VLFuHHGLcR3No060fw199g6oImGVh7GNW41h9IS7Yinln/DTu7daP/mkPM2XeQn488Au7jx9n55EjrPvpZ96fMpt29/an3/2Ps3TdJk47yrAExOiyQYnpo+dRDGoUsxblUmkNIz+Yyq0tOtC+U18WLltHfolXOG4rcfJ9MQxKLXmykATIkQr5ZOFy/nh9IxrcegfTFizhtK0QVzCBwRPR3dEFw9ClxCj3x1mx4ScBxo4UYKwthC5BEceuxckrr+Gb3fvpNiCNtMefYdm3m5BqZIqDcfJKKvnby6/TbUAaSzdsoiwoHGAlWejVHTqVS4f+99P49tZ8tGgF5wqrBIikj4RbdP03oy+OWf3nYKzkjYuiNgXGduvNkEeGs2HbPlwB4UAsqUnMagy7EiIz38Rzo0bT/J57eXfaXH4/L+kAfQSLHGLxN5vo/9Df6NJrIBu+38reI8fZeyKTwxeM5Faogj3hTWCsibHl92yeHvUOze9ux6NPP8fCL1ew89Cv7Dt2kt3H0vly4088PWosXe+7n0eee4mtvx0nr0ZF0nRgyhPF6Y0hlXl45a1x3N25G2OnyZkGgAAAIABJREFUfYQPAcaa3HHMckpSIC5GA7UopyyFLP7qO+7teR+90x5i7IfTWfPjFnYdPsHeY+nsOZHFnhPZbNz7C59/+xPrdhwkt8yDTY4KVqgOiht9elEsCzmCAm9CL3qSOmNNAOGSnMCuJDGU+fhu+z7+eEMjeg1KY9CDjzDk0eG8OOZ91m7dw65j6RzIyObnX35n0ep1PP7CK3TrN4j3Z3zKwdMXsWgRTEoMyRfF7Ili9cbItpTy1rQ5dO5xH4MeeIKJs+aycf8Bdhw/zs6jx1m/ZTvjpsyg931D6dF7CEvX/cAZewlOLYbRHcKScof3xjB4IxjlMDY5yJjx02nbsSedeg1kwvxF2PxhJC2CSRWMLIM7KnTXgnHOFJYya+kKbmx2Nzc0uI3pC5aRYXJgD8QpkEMYdBkRixwjt1xhV+Ylxs5YwIKvvmXT3kPsO3aSPUePs+/YMeZ98QXDhj/FgEf+xszlazHqI9tGOYFVS2Lxhfj9bB73PzacPoOHMeHj2ew5fpJtR7L45ZyB88U12NQ4uRU+Fm3YRI+BQ3j4yWeYu2wFOw8f50B6Djt/P8GCFV/z7IjR9Bo8lGdfG8VNzVsw5dPPMJZ5cWli3N0VSHLKXsqkTxdy612tWLLhey6V12BRBRgrqTFdDzCINRDhfFEFK7/bQv1GzWhy691M+WQxZ+0lAgRUIkJGQEnUyQ+Y1FoK/hkY+3fNujp2qZLAosSQqoPMXLyK/kMepVu/NEZNmsr6HbvYceQYe0+c5Me9+5j+2RI69U+ja78hTF/wBSeNDuzBOAVyRLA9dRMqq1tjx+F0nnjuFXreN5QXR7/D11t+Zs/xk+w+kc2WX47z2ZpvePK1EXTq3p1xE8fz+DNPM2z4U3y1dQeOQAyzJtjgJjml5ZnAdBUQkETypaRSasV5pyQw1GiUhOMczDnDy6PH0qBRU158dRS9hgzl8VdG8smXX7Hl0FH2njzFzuNZrN6yk7c+nEGP/mkMekCYWuZVVGMPxCjwxMitDOMMCDB2zKRZ3NayHZt3HcJc48MRimOUwxjlMHYtQm5JFR8v/oKu/QfTL+0hdh44zC/pWexPz2LPiUz2nshgf3oWe/V4sOt4FrtO5HDS6MLoDWFREzojKo5VjpNfLjNx7hJuvPsebmzegvnLV3O+sFS8B74Iud6ILg9UexmMNdhofPvd9H94ON/tPoRLi2PyxjCrQsOxQBYNQUmJURxMMG3eQu7p2oPHXngdh7+2TsczxYw1eIUuvc0bZvrCFdx1by/SnnyOQq+MXdd9tStxLhSWk/bkc9zRvhPzV6ymJCCkOyS1ljxPBLMS5UJRBat++Jl+g4fSofcAXnhrHCu+38yeYxnsO57J5v0Hmbl4CQ8/8xwdevRm7Eez+T1X0nXxE5i0JEY1gUlLkO/28+2eX+nWP43OPfuzYPkadhw+ya700xw8a8BQE8Qoh7H6Y/x+voAXRr7FXxvczLrtBwUIq15h4JVqItYZeDnoO/Rh+j/4SB0z1lQTwCLHMVQF+PK7n/lr09sY/vJIjucV4AxEMdRoWGpUfLEkb0+cQOvOnXj6jbGYlCQGVZdy8sWxKlGsXo2vf95O77Rh3P/4U6zYuBVjlV/orGoxfr1YwOT5C+nUoyfdB9zH+BmfsHHbXvYfz2bXkWx+2PUb46bO4r4HHmXQQ48zd/V6TNV+JCWuvzNJTDVhrL6YAPW0COeLylm+/ntatunETc3u5p1JH5MjFWL2JyhQ4qLxodZiVOPkyQGKYwmWrttI7wHDuLl5ax55aQRnXWWisa03oy1KArM7QnFAaK3OX/UN1zW8hTZ9BrH5t+PY5BBmOYRJDotzRhWTQSbdiNIiI8y8/kNmbKbZdZVMgUlOYvRFsSkRitQAH8z8hDvbdWTk+xN1MDaOVX+uQuonSoEcwBGKc/RCPi+PHke77v35aud+zFoQSyCO0RcRkxfuICt/2MbDTz5Pj/5DeHbEaFZs/Ildh09yID2LrYd+Z/7yNTz49HN07tmPsR9OZ+/JHJxKFLM3gtOf4KTBwbsz5nBn+870GHgfm3ZuZ9/JY+zLSGdfRjZ7jmdxID2H/cez2X8sm33Hc9hz4jTnnRUYPSr2YIhtx07Q4Lbm9B36ENsOZ2LVHd4lnTkpybUYPXGs3ihloQjrf95Gt34DefqVNzh60SQa9gE4V+Zl3tff0iPtAbr1H8DnK1ay89df2X8ygy2HDrNozTcMHf4Cjz3/Cj3uS+OO9p15ddwEpIpqnGoUkycsGsZ6DDbJiavqjCtXCow1eWIU+5PsOZ7DU6+N4bpGN9Lm3m70S7ufYY89zoOPPUG/wUNo2PQmGjRtSvsePRgz9WNyXBW6lAsYZTArSWy+IGs2bWHQ0KHUr1+P6/54HTc0bMLNd7am84D7mb18HabqABZfDIeSQKrU+G77IR579jWa3dmav9zQkGZ3tKTvfUN47KlnuW/YwzRv1Zb6N9/CzXfexaAHHmHhym/JdXmweoUOr9EntLxt3ggvjH6H6xs25C833ECrVm0YOPA+7mp5FzfedgutOnaiR/8hdOjal8Y33c51f65HwyY30bZLVybO/Yxjl0xiLyoJ8t0RbGot5qoAMz9bwZ/qNeUP1/+F7gMHsu3oEZzhMAVevy6ZAiZPFIcW45zdxRvvj6fJzc0EM/bFEXVgrKSDsWu2b6dF58788fo/c0ODJixb/70uU5DAJIvJPEmNY3Br7E0/w5MvjKJVqy7Ur3cTN93UnG69+vHYs88y5NFHaNGuHfWaNKXxzbfSqUcvZi75khMFFqyKYPcafYm6PNiixLDW+DmafYGOXXrzxz/X57+u+wt3tW3PknXrMZa7cWhRTHJESATJMZzBWlb9uIP+Qx7mv/77ev77j3/gjtatWPn9JsxuP5IcE/mvngebZTEJtn7HQXoPup8GN97CXxo04vYWLXngsce5/+FHadWxE83uakmnrt25/9FHqH/TzTS+owXjZs7BJgcxeWNYlSQ2bxSHJ8Q5ycm0OfPo2XcATW9txnX1GvCn+g24tUULuvbuRc9+fencrTst2nSgQbO7WfrNZs4XVWJVg+w4kUmrzj34S72m/OFPf+X2u+7m9bffpTgQxKwGKFDD5GvxOjDW4gXrNTD22rq2rq1r6//K+h8HY4XemT4eKEdxKHGK/QmeH/UubboP4L3Ziynyg9UrgBxJ1p3tVcF8Sel4mmR9ZEgRY53CoCLJeaebDt368OCTz7Fh1wEsfmEWYFIiGN1+CrUwF13FvP3RPJq17EC7bn3plfYA3QcPocfgIXQfMpRug4bSY/AD9Ex7iG6DhtEj7WE63TeMkVNm8sv5AsoiYPdEsHkiSL4IeXKInOJq+j3+DM3bd2fC7AVYPQo2OSTG2GRhWGX3xSnSEhzIvsDTb75D885dua1jJ+7p05fuacPo0GcgLTv14N6+abw7+RPOW0qxu0PYZKEfafKFsPtCvDV5Fi0792L4q29QEwXJE9bHEmNYPUExmu2sYNGiFQwa+ii3t+3IXZ260n3wYLr0G0Dbzt25p1NPHnjkebbtP4ZU5sOhxcmXw+QpwvDFpNVi1OLkKWGMShhXIM6H85fSqnNvevV7gOOnCrB6wiKpk6NYQ7UUyJCviGdiqlT5adcvNGjcjFtbtWfFD5uxeDRsqm4WocSRVF1b0RemRI2xauPP9B30MC+Ofp9sRynWYK0w3FISSHIEixKkNBRn2sIv6NhzII8+/xp7ss5RGklSUOHm+ZFv0WvQgyxZ+wNVEZDkKAavGLPeeSSbP990J617DWLtjoM4lBgOVbACzDpDwOSLY/DG/yUzVvIldGZsnEvFbgEMP/oU67buFoY43gQF3gj5niBWJYzdp3Hs3CW69RlM224DmLZoFZInjFmOUhhOctJoY+LsBdzRsh23NWtJ9z4D6DnofkZP/phfL5opjEO+UotBBaMvypFcM2M+/IiO3XvRul0H7u3ek579B9K5Z19adO5G6x59eeW9iezPPkNppBZJi2HUBEBsk5PYPVGMpV5eHSPA2LemzsBTC04lgeRJYPQIPTRbAIxyGLMviEuNYi738e3P+xj6t6e5s11HbmvVljZdutM7bRg90obRddBQ2vW5jw733c+YaZ+QJbmweENi9FGJYfOLwtQop9x+0Uc5hXaYJNdilJOYZJC8CZxyElOpj40/7+UPf6rHG2PH8c2Pm5nx6We0aN+Nlh170rlvGl0HDKV9937ceU9n2t7bk5mfL+dEvgWrFsGgRTEGhIGfJAu2rVWOYq72s+DLdQx+aDjN7+nInfd2oeuQIXQdeB/33Nudth268OCjT7Jz/xHsVYq4N17RFDB4Y4JBnTIhDCQoicHsRSvp2nMQgx9+ku8PHcYVS2JUQhjkKGZN6F8WVEcxykEsisb6bbtpf28f6je6nfU/7yW/UoyFX/L6hdadJ4zDHye33Mvq7Ydo0X0gzdt3pU2XHnTpN4Aeg+6jQ88etGzfjmF/G86yb77H6gtiD9YiqWDwJjF649jkKIVqlCXrv6Pf/Q9x852tuLt7H7oMeYjXxk9nd8Z5nP5awcKtVJj1+Zf0ThvGba3a0rprd3qlPUjbbr25u2M3Hn/uZb7+YRObdu6lS6/+fDRvCYZSD04tiVQHxpYxdcEyWrbvwuffbOJcUQ1mfXrBpOpMSzWEJRjF5FbZdTiD21t1pnOvwXz1w3YccgiTKmQ3TKqutemN6ZqxCQqUxFVgrM0j2H4m+eqkPwXGmnw6+KEmsVQorN+8m8dfHMGt7TrSrGMnugwaTMd+/bj73q607tqDrgPv58tvfuK8vRSnP05BqthTEyLGeoWpYXW0lv0nsnlpzLvc1eFe7ujQkXZ9+tJpQBqte/Tnjo7d6DpoMMvWruV4TiZvvvsOXfsNYP5XaykMRbBoqaI/fhUYa5QvNytMMlg0MPiEYZHkiyF5Q5RGkuzPOsWLb7xF8ztacvDXoyxe+RVDhz9D8w5daddrIL2GPkbHgWnc0bkHrbv05pkXR/Lb8VNYq2WscogCTwhJBaMPXCH45ayB0RNncvc9Xflp9yGMVV4sapg8tx+THKY8Ucu+rFMMf3kETW+9g9YdujIw7WH6DB5Kz0FD6DU4jT5D0uh132B6DhpCn/sfoMeQYXRLe5A5qzdwrqhCxH6vLtvji+DUYnz54890HzKUFu3aceT8JSSPiqREhZmavxajzpSX5AQ2OU6m0cHtrToy+Iln+Xb3LziUqD6Wn8SoJCnwxXUwNk5xMMnU+Yvo2KMvw18ehVVJ3dsEkpoURiQ+vTHmDjFt4QpadOnDkOHPYa2SsfkimL1R7Eqcs/ZSBv3tWW5r24G5y1dTFk4Kxrs3KQzb5Lj4/govWw/+xkPPvUSz9p24vX1nOg8cQpeBg2nbvSctO3dh4COPsmD1GvJLqrEoEQxylDxfFIOWxKglyfVGMCsxTluKmbt0FS3b3cttrdrTukd/+j/+LKOmzuakuQijL4TNH+XQmYs88/qbNG3Wgm93/4ZFSWDRmdQCjI1j8uosWU+UdIOLIY8OZ8hjf2PN1p2UhoVMgdkXJb9SY8XGbdzYrAVPvfYmR3IN2PwRDDUqdk8ATzjJWxMm0LpbN54Z8y651REKlJSjfBKLEsUsq1g8Xj6Y8QltOvdkyCPPcDTPLpy75QhmLcIZVwmL166nc5/+NG/djjadutOt//10H/ggLdr3pGXHHjzz+hg27jyAwxfGroqpFYNci1mpFexMbxijL4RZjSDVqBxKP83dbTpzZ6uOzFu2hmJ/HGsgSZ4cI19OCBkLNU6+GsEejLHneA7PvTqGtvf2ZtKCpeRV+YSkgRIXGvieCDZvnNJALdlGJ5M/WcwNjW5h9Icfk2G0UhyKY5FDGDx+YTal+wJIOoPSIot7YtL3r8knZHuMnjAOf4z80iqWrf2B5i07MG3BMjLNRbrky9VgrFWO4JQDTPh0Pm279eStD6dzsbgKpxrD4otdBcYa5ACOUIxjl4yMfHciXfvfz1e7DiJpQWH+5o1iURNYPEFcvjDbfz3GS6Pf4fY2HWjWtiMd+9zHvf2H0LZHP1p06k7nfgOZv3w1Z80OCuUQFncAszdKUSjJyi17GPTY0zS97Q7adu1Cv7RB9Brcn56DB9J7SBrdBgyh133D6Dv4AfoOfoDegx+g/0NPsPbnPVwsraA4EmHb0aM0atac3vc/wObfT4iJEE2QLAq8UYxyEqMngcUTpdQf4tttO+g3ZCgvjBrLkQsmbCEoUMHsr+W4wcHsZStp17UrzVu2pH23rnQdMICOffpx973dGfzYU2zas585y5bTunsfhj77EuecZdhSkmQ6ECtpQnZCGLleDcSa5cvMWMkTx6Uk2XP0FC+PeY9mbdvR+OZbqN+kMQ2bNKZJ06Y0bNSYm265jb5pacxcuox0yYE1CPky5Hkh35PE5EvgCsbJdRUxbfYsunXvRtPGTajXoDH1Gt/CTS3b8faMuVwq9QqJKF8ch5zEVhXkt8wLvDFuIh269uam25pTv3FT6jVsQv3GN9Kwyc20bN+B50e+yQ87D+CsCeHwCja1JIv82+qvxVwT4IXR7/CXho1o1LgRQ4cO46efNjHm7TG07XAPDZs2pV6jm6jX6BbqN76ZZne1YtBDj/Lpl8u5VFyOXQ5i8Yb1Kag4drUWQ5nCjM+WU6/JbdRvfCO90tLYevQw1kCQ3BpVbwwJHX2HFuOsrZAxEydze4vW3NDwJp57bQzpuRZKdDDWFYzx1fadtO7WgxsaNKbRjbexdP0PmNwB/TrAKCfI94m8wSqHOW8sZMKkWfTpM4TbbmtBg0Y3Uq9JI+o3aUTDpk24q00bHn76GVb/sIn8kgrsWgSLGhPnsG6KJ+JoHKs7iKXUwyPDX+CW21tQv9GNdO93H4eyTmPz+rEqEYxeQTIxKHFK47XsPZnDiyPGUq9hU+o3bswDjz/B7qMncWkxDDVhXVNaj526drzFHWTByrUMfOBhbrr9duo3bkT9ho1o0Kgxt9x+B48Mf5LPl69k1foNtOnYmYa338VL704ky1Ii8lulFqsvhtMbodgXorDGy6oN3/HYcy9wV/uONLr1Vuo1aUyDpo1p0LgRDRo1oclNt9G8dScWrNzAKVsRzkCEE/kmXhw1lrvubk/DxjfRd+Bgvvh6PZXRGJLsp0AJUaDGdZkCsHrB5q3FeiUYq14DY6+ta+vaurb+J9b/PDNWFiCGpOrOz4pIYJds2s3EJV+x/uAJbAExnm76D5ZZq6XAI/SobP5aLlb4eX/el8xZu4lD5yVhOOQOYvEKk6hCf5y8Mg+rtu5l7EdzGD11FiMmTufFdycwauJHvD5+CiPen8yo9ybx5nsTeWvCFN4c/yGvjZvE/DXfky6V4AyA5IlhdkexesLYPH7yiyoY/MQzPPDsq6zdvpfisHDZNfl0DUCf6By7grWYvWEOX7Ly9Y5DTF28glcnTOfl96cydsY85q/9kZ0nz5FbJgvNU19UH4lOkOrSrt3zG5MWr2Lppl0UhsDgFomQVUlg9QnNVqeaIL9c5pezBpZv2cW7ny7k1UnTeWP6LD5evoYffjnKucJKCmr8SEoMs5rApB+eV97fOsMcJc7W9HPM/Op7Pl27iUuVGmZVGKUI0xZhhmNRk/rYf4wsaykTF65iytKvOZxnxu6PY0o5EauC6WXyRvXiJMn+0wamLVvH0h93k1cVEGNcmmA7GXxxLGoSh1pLjrWMBV//yJRFq/jx90zsWoLcaj+fbdzO5C++ZmvGWYqiYPYGcPrCFBRV8dXGLfzx+kY8Nfp99p29hC0QI98dFHtRd2gXIH/tf7CSovhxR5i0eBXz1v7IobNGrHJM12EMYawJYpGjOLUkFl+Er7Yd5N1PlrBgwxbOFtYIAMwbweILc8pezjd7jzDmo3m8PH4aI6bMZOG3W8i0lOIKIiQufHEsvjjGmhCGKpmdGWdY+M0m3pm9gJc+mMxrk2awYMOP7M66wPkiN2ZvRBSwKdBbS0l6xCjwhPjy5wNMXLKar/cdxhUB4RStm+8ogmEgnmtUvKNKHGNNgNP2EjYdOsKMpSt5fcJUXn5/EiM//Ih3Zs1j1sp1fHvwCKddFRjdwlVdSgHvVyVkl++zpMs+mBXhQpzvTiB5EziUWozlMt9u38cfrq/Pq6Pf4Wj2aSxllew4msXMZV/zxtQ5vDL+I8Z+NIfP1m7kZL6F3EpZFMX+WkxaQiSE+v4UY3miCWSs1vj9gsTKLXt5f85iXhj3IaOmzGL28nX8cOAoGUYHTlWYG5j/VUxTBEi3O6eAj1dtZP43P5PlrMasivudAgUtGsJZ3hfGrMU4XGBn5lffMWb2QtJtxZgUYVSY+hmDJ4JVSWBTElwq9bE74wJLv9vC+DmLGDVpOqMmTefdmXNZtW0fv16ykFutYQ8mKfBGkNSEbmoRxegJYfcnKKjS+Om3DCYvWsmrE2bw4ntTWbR+C+kFLlxqErsvhs0ToaBSZtvxHGauXMcb0z/hlQnTeXv2AlZu3cMJgw1TtcLRPBtTlqzmu/3HKKjUsCtJzF6x93PLVTYePMk7s5awOzOX/CoxkmjwpUbzwxjkEDYtglSjsP1wBre17cKr4yZzIPs8rkBcd4yP6cm+XiD7Elj1ouXKd1D6Z+dMnRyGGPXNd4eEVqsvxHFzIV/t/o1x85YyYsosXp/0ERPmf87XOw+SaSnC7PNjUyOYfBHyveG65pFRFmxoySc0n21KhGxbCT/9dpKZy9fw0vsf8sr4yYz7ZD6ff7+Z3y8VYJU18is8fLV9PzO+XMvPx0/j9MeFE/vfGcP843XUYpTBpKCbBMXIq9IojyY4mH2GF958h+Z3teHAsUyM5VX8diGPJd9v4f1PFjJywgxGTf6EWSs2sPn3LM4WVmGVBQvUqDtZC+aPKMgz7BWs3PkL4+Yv49AlibxqBZsmdECNbj9OLcaJfAuLN/zAGx/OYMT4aYwaP5WRH0xixPvjGfn+B4z6QPz55sTJjBr/Ia9/MIm3PprNmm17yS13Y1OjSJ6wMKTxhHFpMZZu3MJ9f3uWx14dibHcI3SYVdFszfdELj9HRbxPZ0o8vDN3GXO/2cqBC2aMvpjQbfQKPcrUszfrWuA//JrJlCVfsfi7n3FoScy+KCa3MAe16lMTIg5H2fRbJpMWrmT+uk1I7hB2VYDvZm+E/EqNeWt/5L05S/n5WDZFwSQWn9DStcpxESe8EUw1ARxqiExzIRv2HmbKktW8Nmkmr0yYwQfzlrFq6z6O5FqweP1YfEKP3qg/69RzN/gEc9qsRDldWMHGX44xbs4iXp00nbdnz+ez9T9yvrASmy+IS4ty2lbCFxu38caUTzh4xojZq0vpKKmVrDtvje4wF8pkPvlqIzNXfcOenFxcfnFmmX1hTO4Au7PO8+b0T1m2aQenXZVYVQGeW5UYVjnK2j2/MXXZGr7csheT3mwzy0KmwCxHsChRnIEEv1wwMefrH5i4aCU/nzyLVY1i9IUxyhGs/hgGt8ovFw18uXkHH8xbzGuTpvPmlFlMXvgFP/16ghxLMVKNH7uaQPIIEN+s1dZJ3AgZgLjQrPfFyLKVM+PLDcxc+R37TuXhCgpAWpKFiZrJG9WbOxGcwVoulPpYte0QUz7/mn2nC4QplyxyNYuSEFNN7hAuNcbezLO8NHY8DW++g6+37uViSQ0OTeQxJp0QYNBNqow6WUBSRD5k0VntZlnoG0u+KHYtSUG1xraT5xg7azHfHTzJ+RIfVjWp65wKPX3JF8OqJrAoUb49eILxn61g5baD5FVqOAK1dZqo4jpjQv/YX0uOo4rlW/czdela9p0xYFWFNrJZiYvP7IkIbVhfkCyri+9/OcKM5Wt4ffLHvDRhOuPmfc6yn3Zx6LwBs1cR8dATwugO1uUuO9PPMHvFWkZ9OIPXJ0zhtfGTeX38h7w+fhIjJkzmzcnTeeW9CSKnnjCV1yZMZfS02Wz5PYPccg/OQILjBidjZy9m1uqNHDMWijxUTmDR83pxb2MYfRGcgQQHzxqZ/sU6lny/kxxnFTYtIa7LF8XsDXOx1M3O9NPMXrWeN6d9wmsTpvPBnMWs3rqXTHMhZl+Q3TkXmfrlWuZs+IkLFT4kJYbRJ/4vi78WQyoP+pe1jADP7FoCye0nS3Ly46GjzF29gffnLGL0R5/y1oy5fLhwBUu/38av5yXyKrU6SSzJm8DkiWPyiLNNMNlj5NhL+PHQYT5auoKRUz5mxOSZzFy1nh2Z5yioCWBShNyP0SfY+GY5wtnCan4+fpr5677n3dnzGTXlY97/dAGfrFjH1qPZ5NgrMLlD2LVaTJ6oMLX1xkUTXEsieUM8N/ptrm/YiHqNG9MrLY2zkoVzNhebDh5m1hdrGDNtNm9Omc34eZ+zfPMujlwyI3k0LL4IZk8Yiy+CTUlgVUQsNNYE+en3LJHTfjCdj5evJ11y4NCiGGoCetyNimaXGudSqY/V2w7wzqyFvDJ+Bgu/2cK5whoKgyB5Qji0OIfOGfhw0Upe/mA6b8/8jD1ZFzHWBDG5Qzj8tZj1dzuVs9rVOOeL3ezJPM+SjVt579OFjJo8g3dnzmX28jVs3P872RYXDi0gzkZvRK+1xLO3KrVYZDHdaPZGsHgjrNy6jw/mLmPsxwuYu+Z7zjgrscpRbEpM/LxHnC3OQC2n7BWs2X6IMdPnMeLDWazcso8sezlWv96k0esasd9EHWJVYuRXqezOOl+X3782fhqT5i9lzc97OJFnwlTp4dhFI5MWLOOtGfP5/IedZNrKcYWokwYz6wbANjmKzecn21LE5t8zmff1D7z18VzemDqLsTPnMWXxChZ/t5nNhzM4V1iN5BUyOPlVAQ7n2pm69Gvemb2YLzfv5WxRjfAU8ekNUF1C6u/zmKvM7v5fAGJcW9fWtXVt/X99/c8zYxXR+TYpQq9NUsXXThVXkeOH05/zAAAgAElEQVQqIa/KW/e1/2RJShKDV+hRmnTmWpa9iNOFFeRX+zHLMUxekTBI7hBWbxiLJ8j5wiqyzA6yzTYyTBZO5EtkmixkGM1kGMxkGiSyDRKnDGayDBKZBonTjjLyqkOYlCQWLYnZF8OpRjFXe9l66DBt7u3F+NkLOGG0YwskyXVH6q5bkhN60hzH4otirAmSW+blrLOEHMlCtslMluTgjLOSgipRgJg8EQpqQhi9UcyqMD2yqAlyy92ccpZwpqhKjHV5o3WFl8kT1d1odTd2X5gLpW7SJRfpJguZFhunnMVcKndjVYWG4390n9UEeW6VnKIKsgsrsQUTuoGSGAW3+IXhhVkWo3iSL0ZBTZBsRylnisowegJYlLjuQByvKyBEkShA2oIajRxnKWeKqvQxqji5nggGRQA5Rm8MkzuKTYlyzlVJtrWI3ApPXUF0priSHFcpF6pkTHIYs1eYGWTlm5k0cx7XN76N2as2cKqoFHtIdw9W4nXFv9EX1426/h0oK77f5IuT7SgWe63Kj0UWhY5FjusmS8IN3iLHuVjuIdPm4nRhOZI3jOSN1u1NkzdEQbXCSclJhsnCsQIr2fZyTJ4QNlWYHEgpZpMvhl1LYnAHOFNURYbFyUmTmRNmK2eLKzF6gnoDIoJJb1IIcE6A5ga96DhVXEOWo4S8Ss8VwGvsaiD+iq+Z1YQofOQwBZU+zjlLyDRZOGmQyJAs5NgcnCssI6/Ch8kTqpMnkP5pUSOYTmY1qRdbcUwaSGotRm8cu5LEWK7wzfZ9/OFP9Xh5zDscPnWOUi1CQbmX045SjhntHDdayLI6OFdSgVUVjENJS2DSY0jqGlJyF6l30KYKU7dLZR6yrYUcyzdzwmjjtLOM/EoZiy+MTYnW6V3+u5VbHeB0YQWniyrJqxFSAbZALQZvlAJPFIsmWMBGOYJZi1PgDZJTVE66vfCKpkDiMrDkiQkQ3ivAIpM7yKWSanIsLtINVjKMFnKsDs4WVZHvDmHWEki6I/aVjS6hTyxA3dxyhVP2ErIkKycMZk7byzFW+bH5opjdIRxKHIsvTF6lzGlXOSclOydMFrLtTi6VuZE8ISy+CIbqAKccJVws9Qj9bCWJ5BHmVZInyoUSL+lSIfmVmq6vmxA6iloSsxYn3+PHrkU4Yy9mzoq1NGzehqXf/MR5VyU2JUaBL4xBjQumoF/oLkreODalFknfN//ueVylT6wD3JIax6wlMClRLlXJnHIUkWm2kW60kmUp5FKZF6si5HNM3ogANzQR61NGc5Ie2yRfFLMvgtkbxlCtcqGolEyTmZNGMzk2J5fKKpF0QzarEuVccQ05jlKMblloWf9dwfK/L1oEy9moCBkPSUmSXxOgKJRgX9ZZXhg9jttbtmPvkXTMbhmTT+NsSQWnbU6yJSsnDTZO2cspqNKw+5M66CDOydQ9MqtCIzrfE+JcuZtMRxG5NQGM3jBWNY5Ni2P2hnD6E5g9Ac46y8kw2siRLGTq52SW0US2yUSW0cTJPCOZRjOZJol0g8QJo43csiokbwirEscii6LVria4WOrm7Wmf0mfoYyzbuBmnL6wDlKIxZvDG9HdH3H+DT2j4nbQVkeWqJM8dEHIP3qh+LUkdtBYmgZJcy6UKmRxHCacLK7DIcexaUi+wo0i+KFZ9osTkiXCpzM1pRzGnnBWY9eamyRPB6A5jkWOcLaog215EXpWMTY1hqAli1xJY5Cgmb1gAlqoY1TfLEXIrZHIcpWRINk5KVtLNRZwr8WD2CTBQ8kZ11ngCgzdeByLXNTfVOFY1xqUKhWybi5MmC+mSgzOuMhxaBIs3iMUTQKrRuFBYSabZQV6lKpiwcoIUsJhqeKcapQU1IXKcpZwuLCOvSsEsR3UjxhCSN0x+tUKG1cHZ4iqMnpAOBsbFlI+S4GK5R//5anHGKXH9TBeAp8EdErHfF+BscQWZtiLyq71IvojYg7IA1yRfGJM3xKXyGnIchfr12TjjKtLjTRCHJkAFozuMSRYTHsIEKqFPrAgQw6IkKKgJcspVxrmSCgpqVCRfFKMngk1L1i2LktABTmGId7a4hkxbKXlVAZ1RrDd5vDHBmPZGKAokWLfzAAOeeJZ2fQZx7JIFszco2LmKnqvKAoQV0zSX45NZuRJUvdyAlnxCr7ugRiXDWsilCp+4PzpobPcndUkD8TW7P8n5Uh9Z9mIulNVg0QFwq5rQr0X8nFVNYvREMLhDnC+t4ZSrtC4PtqqJutxMPK8oFjmC5AuQV+XlVGEpxyUrx4wWMm2FXChzI/nCWNWY/nliGD2iQWlXE+RV+Mixl5Au2ciULKQbzGSazGQYJdINZnLMFk7mmzhpMJNhMpNhFGesodqLVRYAXn6lwilHIWeLy8mvCeg5WOpdSF5u9vuiWLQEBR4/2c5SzpVUCcMkn2jmiz0XxabGKajSyLaVkS7ZyZCs5NhcXCh1Y1UEgHmp2sepolJOFVdQ4A1hlKN1OW5qpaQl/nnuIsBYoycsYpscxlCtcK6ogtOOInJsTjKtTjJtJVwsc2PyhsX+kvWY7xVsdZPvcn5hURJYlSj5FV5O2YrIsdrJtNo5XVhOfrUm5H58EV0OQ+RlFi2BVY1TUOPnfEkl2XYXmVY7OTYXZwvLuVgmY/BE65jyYroihtkrJpLMWhKzN8Tzo9/hzw0bcUOjRvRMSyPXWUihGqKgwsM5VxmZFgdZVgfZ9iLOl7oF6ChH67wBUjm8oSZUF1MvlvvIsLo4Kdk4XViG0R3Aosdac6rJIMfq4ueZohqybS7SzTbOFFUIPWZd0sssRymoVjjlKuG4yUaW3UVepVxnOGfSQURJudz8t6pijxfUaJwvqSLbXkiW2U62xcUZRyn55V7scgSbIow+xTsiGihGn9DdturTeyZvGJsa51xJDVm2IjKtLs4UVogaSo/9Fl2Wy+gO6jl+iEsVbjKtLo6bHFwodYtJvb/bWykChEmJX5b0cvs5X1xFhsVFhtnGGVcxl0qrMVWr2HwhzDV+TtmKyDA7OVtcpb+nibr6yqIbOBo94bqcJr9a42xRFZkWJ+mSg0yri9OuEi6WVVNQrSLpPgLiPY9gcIfJdpSSaSviQpm7Ls5fuY//3boGxl5b19a1dW39n6//cTDWrAkARhRWUWxBUQxKagx7IIEjkLiiYPw3S0noxVe8rvg2yQnsgQRWTQc+9UMpVQiafREsvghOf5LCYBKnP4bTH8MViOP0x3Dofy8MxCgMCIOiwlACRyCK1S9GmAp8CQH2+CLYlQjpBjMvjH2PzgPS+GrrLkyeAJImtOuEmYzOlNDd5S3657GrcZxaVDdCiuJUo9gUwaC1KgmdxSFYsZIq3HUlJYFNiwnWkqaDvIqe9Nf9HwmMnigWOS6KEL1AdAaiuIIx7P4oFiVyVfLy7+61YOvEsfjFszKrsbrCSlITglGgO5+nrlOS41jUKDa/+KxmJSGST18cg0cUohZVuAAbvVHs/locwSQWNV6nFZx/hbut0RvFKov7JmQGYjj88TqNPIsWw6JFkTRRtFt8YUqCCXYfy+Sxl0Zya7uubD2WjckXwBqIU+CN6EWvYCVduYf+OQh7NRjkCCQEYKEXOSlQPPXvFEvYqsZwBOI4AiJ5NnoEQ9joEcCP+HoUhxbGrkYFgKamkp445pSBmCeKyRvDpiVEkaSJZ2rzC6MBm6YXcW5h0JMCkVJu0lZ/Qn+mMayauH8FnojOBPnHlfq6pCQwK8J0z6ZGcfpjFAZjuHTTHmdAvDsC5BSM2NQe+JfxQBWfzSDHkfxg9kOBV1x/QaXChh37+O/r6/HiW+/y66nzFAcEYOgIJjH749gCcRyhOPZgHLOqs0bkWJ0RkvGKaxDXobN0fVHMahx7IIkzmMQRSGBPvVeqKBAkbxSTHPuP4pqkCNM1m/8yG1bSWT0m+TILMaUtaNbiWAMJrAHxLCSdYSuaSuI9MerabmZfFJuawOmP6yuGyx+lMBDD7k8BjIk6ZrOkCkZoHRij7yGLHMeuip91+mMi1sjCjMWsv1vi+cb0+xHFrgkDP7smGCJGdwi7lsThj2PXhPSD2SsMCq16bLMpCcEcVVOmJ5dlHcxKDEkOY/YG2PzbcR58/nV6D3uCQznnsHmDAgjVdasNagKTJlgkklfXv/wPz5lUQS+eQ/KKc0LXytNiuIJxXEER/x2aAOps6hVxVxHnVd0e0pm2Io7pTT6fMHF0+aO4/BHsahhnIIozIBzAzT5RtFr0/eEMingn6dI6f389V5uQCaM7k/7ZJTmO0R2gKJxgb9YZAca2uIfdv53AUOXFFohi80dw+aMU+aM4NQGaWPUJhgJfVNcWF+Bmfl2zUB9ZDSSwBXUZGV9UTEwosbpi2KbEcGgJXP6EMLbU96Iw7RL3067FcfjjuIIJXMGkHqcEY8msiOkGkzdKYRDW7PyFYc+N4LGX3iTdYMelieJckhN68zFJvjuigzJJXXM6iiNcizVQi8WfFBqBXvH+mPU9b/AKMFdSarFqcex+ASqL+JxqAoopk1TxKvli2NQYzkBcZ4LGrorhFiWOM5jEFUpi9yfqwAdRPOvgvJyKv+L7rWoCuz8uYmMght2fwO6vxaYl6wpnSd+rBR5xDVa/mAoy+MQ+tagJLGoCVzCBMxDHpsWwazpI7hOMLZsSwxVI4vBHMSuxq96By00JcX8E2CjOZas/JppXchSbPykAUjmGzZ/ApkX1Z5eoA/pShbjdH9fPveRVhb+4r7pGsy+mn0di2f3id5j0yShxfREsaur3RXH4ozgCMVxBwci2KMLx3SRHMXgjOmAh3o0CX0KXYxFgrM0vYoxVi2MPxDErUQyeCCZfSnc6XpcrpZofRm9M/P+B2rqvmXUw1uQVUxR2JY5Li/Hp8q9p32cwL477kPwy3cxRbz7Xvb9KUmdnJ684F0SsMHjEs7Zqtfq/hS64zR/Xl3guRm8Uq5bEqqXyopj+vJLY9PzIHhBnsQDZUj8nTDLtgVo9Z4xh0+LYA2L/iGu/nGvZ/LViasUbxiyHsWlR7IE49kAMe0Ccqza/+FmjVzC465qZcgyLHMOqiGfrDMQoDEb1M0nEQacWoTgYozAQw6FGcKhhce4EE9i0iGhY+MQ56/BHcfhjl43+lOTV+YcOVKV0x+3BJPaAyBMlRdwzkw4K2rRkXa5v10TO69AiWGSxJEWY+Vr8USx+kSdeOQl0uRn9r84XAcZKclJ/LwQILJaIhYVBEQetqog/FiVep5edkrv6h1xITojfoUSxySEKA+LzW7WYkG9QRUNKSuXD+r0xK3GsWgJHII4zGNPPtKgwQtSnIFL5gXh+Cd31PqlLVoR4cfS7/KVBY+o1bEzvtPu5YHfhUoLYfCFc/jiOYBRHIIrdn4oLSX2qLXKZme2L1eW1FkU0753BhJ73xnWg7+p4kWrimGUB+DsDcVzBVLyO6g2geF0O7QzG9d8n9neqUZRqOosGfKo2FEaQZiWq79M4hYE4Ti2GU4vjUOPYlbjQC/aEdU1roc9uuKKRK+nxPUVwceh1qt0vcnABGEfr4r6ke2GY5Qg2Lap/XnFuSErs7+oMkbuZdCknox73raowwHT4hYRFYUj83eIT0yUWXxSHpsdhfwKzclnSKRXrJD3PF/8WzR9HIIkrmNR/t8jZHYHU/Y5cce6LfMOq59hWLaZPyKUa0on/aP0/DWBcW9fWtXVt/f9h/c+DsVewEE1yXBQDeqKVOqTqAIn/YF1O3GJ1v7fAE62TLrgMCopk1qyDeqnRtfyaEAXuMEZvlAJ3mHxPWP8sYQo8AYyeICYlRp47RL43ikmrxeATQJ5FiXC+uJIvftzKTW06MGLSdH4/b8Dhj+tJX8ooJPkPo2vm1Ih+TZCCqgCG6iDGmhAmT+QqECvlPG9Sa8n3iq/luyPkuyN19yl1TyUliVnVR2C8l4t9ozdKQU2IAncQgyeM0SsOXfMVrI5/t1L3tMATJd8docATFXpT6t8VHnLiqkQjtzpUV/SnABHxZ1QfSYtfAQpcWUCKa5N0x1kxyhnH4U/WjQ9KnnCdjINJTpDn+V/sfXecLEd1LmCCkCUsBJhkbJ7JYLDJGYExyfAMxsbCGNuY9AAb2cbYYLLBCHiASBZRgAAhxBMoIIEQUUJZumFnOs7M7t6gm3anu6p6csfv/XGquqtnZ9PVTUL1x/e7e3cnVFc4dc530gRzwZgMvTBGS8To8DE+883/h8c863l43ql/j2s6u9EeZHAkkUyRorOeOZ+Bla9TxI0jjXa3VLhT2dWaDEArmMAO4pKIccJEGlKkMDssQbM7xvYDPdjhGC6XhhhLZSf1Ai6jdbW6sfz7GFYwgh2O0VgeoNkdS4OJFKFWVDXjUnPaHtA8NoNJuY6bOW+OVDTtYEwRKcEYVncMqzshA1Mqg6VRs9bZ5UphTkh57hVwewUa4QRelKKxn+PL51+E2x93Ak79P/+IH16/BTuGKSyZOj7HJmiwGE0eo8knsNgEFoupSZhGxtVRORcq0jYhoioY02fL8+FoUYTrQUXxVcRQseJ86kaRxYg0boaT8jU2S9Hoqiha7VzJ/eQwaiJlByOSS8EYrT5FxNbKIchzVsnHjJ5FkgBzS8NS5ikj25eGusuJ0CHlfixlBu1dOyTHgR/lsKScUs3MfBlF4rKUonpZBidMtaYnKaxgDDecYHGQ4Zd2G299/0fwu495Mt73yS9g28691ByGxfD7OZosrnW09lgGN0jg3AIFX5GxzWCCZjCWzzWG3R3Blg1cPFGRtw6ntONGGFNjLUm2lGnzXBo8YQy7O0JzaYDm8oA+S54Rj0sjKYhLB9Oq4xMr4apoYEZRaU4wwJ4kw8VXX4+/eu1bcL/ffSi+d9kVsPaHaPVjOHwEa7kPe2kAV2ZJ2GGCZpiUzcFUeZkqorQoM0wawRjNcFwatbaUa1Ywqck5FXnfDCaY647L+7HJYjSCGI0gKc/h3PKImt0pwjKKccOO/Xj560/DU/70FfjPT34eC70YLUYORFfeJTTGRO7rggjlYFLKFuVg8qICfk+Xc2lt35NcisnJJwm6Vo/IAlvuY49n1JRPPqfSEdRdbQexPINJuU/avRxNmVLuR6qeZCrv9qREsztGY3lUIwZLOamNWRHQemaCFRKBbodELioZawWTqsSL3IeNpaGcL7qvbF5F3DpSN1Br3ZC6jnKmqvV2I3IiNZaHNE9RTnuoO5H3UCYjO1PZ9DKFnunS7uWYH6iSCBRdZQcT2N0JRclzVfook4RSAjuckOwNRiU8QQSUyytZSX0Dclg8g8Vz2QCJxuv36noKOV0S7dxXOoWS17rOSURIWt1LjEiVxX6O6xf24nVvexce+eRT8NlzL4QfDKnRTziRd0Sli6p9V9aIVXJkal9W94XSVdMyw8vvVfeFItF13Vg5+NR4q7uO5kHpxEpX0884vTZBq0+vcWV5CYeTbLeCEcnHUM1hWurUDqdaxC5P5T6U92Q4htUdwOqSvmwF1c8en8BaHmLuQB/N5SE8QRlTdjCRzRWzUgd35ecrWEGMZkC6Ac1BXJYuUWj1AeUs9jVngx3E9T3VHRHxHFEG1/blIdXYZbF0ZqayxE9elWta8z6hM6YaenryO5tdqQ/Js1rJk2SFTuJqd4mqK+xJgtzqUnaCHY7RDMayfi7JcEfaFVbpbJYlpsJJqR84wZB+5tT8uMkSNEJyfrRFgRbL4YV0Tv3uCKe+9i2464kn44STTsaTnvNc3NhaQDscwOn24bAJmmyIuWCIRndIzUVVI1Opz3qyHAoRdZX+62iyywmTMgCj0jeqwA1PZDR/at7kHtFlpi1leSl3hSqLlpX2TNnsubRvKp1VEa+ebJDqS4ebfo7pLs7hiKI8V5UOL/X4kIIirK4co6anqbvAkpmNlnwOW54pnYzVZQadZZJ3pb2g7qQgLkvPOCxBc1nqL1JmlPauqOSdwylIhpz8cXWHh0onqewHh1UljCjiOpe6dCx7YJBM8Hv5in1sYGBgYHB4ccjJWKV4KpJo24Eh2oMcrb4ijjb/ee1BhvYgL5VGpdC6Ii2/T/2rLj+LJeWFpV+IXg9EtjKpxIRxqfyUF7xUmBZ7I3z7xz/FC175t7jXAx+K8356JZylCC0+pnRxkVGNM5l+7fCpiC1eeYhVOlqVtqh5UFXDI/k50xe4FarIUCJilOKsjK8y8pPFpVK3HlmmK7zTioNO+toswdzyGI3uWEb1VJFk6nU6QURrA3SGdSLXESotVaZr9ws0wwR2VMhC9xnVtFVKGqMoiE6flDFbRny1+oAfZZjbN0Cnl2PLzgDv/PiZeMxzXoTPnnMBrGUBT8RlbU0yeJNyvnQiayNQ5FurX5Qp5o3upNzjvozs86KiNo9qjeh9NN/UrCcu0+TmlseYW57A4QWRMqKAVza+qiI5VNmPatyqBAAqY1yOdW55LPdKtR9LAl9be/WzvtfKvcjrUVe6oT/9WWvBY1kVXab2Pac95YkE2/cyfOX7l+AOJ9wdf/2W03DZDduwY5iiEQyxfXkMu5/DHQB2lKEhI6fIiKrI82r8eimK6pltTg1/yMjJqByGIMLA2mBUrNo7ak7Uuuv7SVfAlRGu9obfA2xGqfx0hlCuuT6fpeHFY4mkOtMlmVOUskPfd9OyTycFLJZKI5QMUrUH28OCzmEwkee2QGdYPWc1vxnag6KUvUQqJ/QMLJOEbIYWj9HhCdrhEKd/6Ww87k9ejMc8+4W4zt8Fd6kHP5zQ66K8jCRzZMkGn1N07GbIWH3v6vLf7xXl/ldpxJYkcWpygJNR5vVJ9pJTKJ8hD2V2Ak/J4RfV5acug20p62YRr9Mo9xbP4bEUVncINxxiX5LhkmtuwKmv/yfc74GPwAU/vRr2sqAoa0HEsBPEsuEMNYixuHRs8awkdFr9okzvV/ukGUzQHhRyH9L3+z3Ak46duhwv4PWK0thv8gxOD2jyHHMh3aH+AGj15b4JRnCWe/C6AU7/0jfw8Mc9Ha984z/jspua2DPJMbdPSANxgrnlcenwUw4RNY+N7rgk01TNWLXGNN5qnMp4dHiMhXFVNmR6rdXn6WdZrbHDs5LUUu91RYrOsCjPmZpX9Tr9TlF/U/+qz9DPtjqr6v2+bPqn5roZ1O+o6uwmZWQt/V82f4u0JpRC3Z/5qrK5dgdGeVkDvhUVMrqdznFLFLQfeQZfFGiJgpyDLKXzGagSK/RzS2Ro9wq4YUrvlQ43RSY1WdXMU5HCzbAi3C2tvjGdQfVM9Iy+JOPUfKq5bPULtPoVianOvSI26fV01zS6k/IslGvOKMV317jA2Zf9Ai99w1vx4r9/E66b34tOmVpNBNP0XlF6ncsqx5x+btQebfVR7t3ptdDltdrbc8tElCp56/eKco8rub99aQQvKtAeFHA43ffTepsX5Zo8lPOuk3pTOp86+/Qc1X3iyfOv1szmSdljwObk2HFk1pQrSVC1zs2ps0vN36q91hKyDADPJfFewB8A/gDl+VL3rJovfX69iO4uX+plRJDJrBgZCdsZFnDl3iPHaFy7Lzd0z8j7yQmr9Zq+73X9qfa7qI6SlFX3SS9HayDnWL1f3g0WV/aIfp6rNXRl+Q4VENJkMZoylb0lcup6H8rzvDzCK17zJhx3t3vgxHv8Np78x3+Cm+Z3YLEfw+UT2CKBJehf+py6faE/G52tSc1RoNZIl1v6+/R9r4IEyLGAFZ+vzo66E6psF7Unc3j96p6udPAMVhBLUlPLWhN13U2dO68vywMxWg91p6h7qa4rV2OZtjN12b4iInYNqEAJtZ/m5L2g5Fipn8iyal5ENpW6L1V2iP696n5S9okro6vJ4UeNZr1e3QZacd9ojp2N6mEGBgYGBrcMh75mLK8uJ79mHKalkryZz1LEhsNXRh3YrCIkygtGZPD7KBVJunQzNMIUtiAF2WIp5pbJsOmMCti8gMWoO7kTxGixCW4e5bj4qhtx6uv+Eb//qMfhbR/8GOz9S1jsTeB1h3C7I7TL1GRqOjGLnPFERaJ6UyRrqdxJhdTiOXXVFopMI3LOZpQ2ZTPygLYHBWxWReqpz9Lnfj3ie5qM1ZUrdSkTsZeVkRwOJwPc7ZFyqebUiSC7XKdwJLnaCBPMBaScd8YFmmGqdRfN5c+yg7qsN0klLSjVyZHF+h1ZZoCUjhTNIIXDlNGY4qrWPnzx+z/Gh77wDTT29yh6j2skSa+oKfCbJWNnzZEioNUcVxGTeWn4q32uFDilgKpGW9UeyUoSlojYAlYoSX6h6ijGZYSlIgEdXsAKyXiidc9qBuesqJnpZ6pFbqi1l+ui9mSTEWFFHYhpL84txxuaQ4p2pI7lHkupmUUoo01YgrmbQ3z1+z/EHY6/O175xrfisuu3Ytcwg9WdoCnJHkuSmI4kAyiqroArKlJTgcacltEljk58adEmRM4mNUJsI/tAN5y3HRjWzrq+J1oyWmH70gRzy3E1vvIc5+XPDtfkhRw3nS9JGk8ZfNNE0ApjiSUV+TxlENqiIldtntb2gb5H6kQW7cftS5OSBKEU+Jj2q4yOnY8K7Ojn2Dsp8OXvXYpnvejP8fhnPQ+f+uZ52DOK0RZjtHgCn2cy8k6ROAnsblwSQRstU6DLPjXnKvq4ypxINRlcnf1y/2iEltrrllwXOouak0LOUzNI0OjGklgvpHOJ1t7vQ5a5kVGqGyBjXUHEl8dkWn13hF2THBddfQNOfR2Rsd//6TWwlnvwBrQnPF7V17XCDM0wRUPKUSdSRly6wlCj31UEVrW36XNU2QSvB0moUdkGnZS1eA5LFLCE+ntGdQXDEXYNErj7u/jy+Rfjfg97DJ7ygpfiS9+9CDuiCRYiqo9MqaJ5GRXbHhDZphuRfo/IJtXsZ9p4VGRTuTYzXjNtTE4TozZLS8ObnHx5Wb9WjaeWUSColAKNa6UBO8uhqc6Vft/PuivoTClZnmMuSMo70vjM8jsAACAASURBVO0VRD6IAv6gkOQMyeKKvKyT/6pjvBPlaIYxti+Pyv1oycjV1rCgTJMuNc7ye1VtfitM0OxWhLJqSFPqK2ECrzxLVZaAFVKEtr7/Szk8dX9O30NeRA0enagoHdOWjP6dzl5Qzgb13erMz7rndSJver/4IsN8D/juFTfg42d/F1+56CeUHhwV0nko36PI4bIclUy/ZkQAWWFaygDan5T50AzIaWWzXPt7rv2OnHTNQL2/ujv0DCV9zza6Eygnue6E1feg7iSaJg7rukte3kVqzki+STInyst9RI7MvHRquj1y+jVCyhCjYAvab0R6yjrQGjHXWBrDWqb6+FQjP6MxSPmrIqKbZRkSivCuakVX2SEqMKBy2qS1faD0Y3Wm1byWxP8GySZVm1rd16RzqJ/X1rNnZkLIAAUriDG3LOskazq714ckYgupH9cJQOVoLJ+dp7CjrCRU/Uj2HghSioyNAG95jFNf+0844e73wUn3uh+ecMpzsXVhJ+YF1R5uhjEsmT3kyECB6b2nnknfo9M6oLL5Kh21rj9RYE39Llb7Wbdd1NrRPkxkQIPcs6V9kWJuOZZOKl1PUuPMNbtlijDXzrTNK/uUorCrs1aXf3Xbtr5H6lkJ0zr1NElfW0cp75S8L/VvKQtdzSZQz0uO/Vz+u1KHm3Y26OPRZaiyS/Vn0O+mjerGBgYGBga3DIehTIF+IVWkk07qbSptmq+8cJRypv6mG962JI+cqNCUPPp/q1/I1PAMDsthhUTCOqJAqwe0eAp3eQR7D8PXL/wRXvaq1+IJz3o+XnPaO3CVvQPOsozuCmO0GTW2URF/ygBWY56+kKf/r8+VLbuRK2NMj5BUkQpVFB2luujzoxt2lUGCkqjbCPRLnJQFpfymNUWE6qapKL5M1lmslBorTCm6Vzbi0EtMVOR8St3XRY6mGm+voGYtjBR5XxrsurJqswxWkMFlBVoCFFmxPMKW3V1ct7iXGgeIuuJFUYl6/aa03kBu5nxUpQvISF6pnKyIguAyBamMCMm1ectKA4tqo1Xpt/RcCnlpuNXGUxurIvEKOLzaH1S3VI/qy8pzYoXpquOefjYigeVYJDnjSuNSKYG1iOe1ZAHL4IcJWmEKP8zghTmcgGrjtkWG5l6Or55/Ce5wl7vhFa99My677ibsHCRoHBiiFRVlKpknCkpXCxLU1yeDiji1WVarx1meSUnOKiJCJwm8frFO7bjZ50MvGzKtdOtEZj16VxIuLIfH1Tmvk6D2DAJP1c3WyYVZsqU0EOS6q/d50jBSZ3W1PVx9VoZWP6/JWEUYE5RhX50NWpsJrvF34+NfPRfPeP6f4UnPeRH+/cOfwNZd+9FiI/hRImsSE1o8R4vnVCeWKRmzsfIX+pmrooRXRijpEZAV2aCMdX2P6DKcMGtt1ffosoGMdBq7IsNt7czaNcwmY8nRkKAVpbCWqWbsBVddj1e89i247+89HP/vsl+h2e3B6WeYC2NYQYwWB3Wb55LEkrXOrbKeXrVnaD0zOEyWOJERyJVclc4BjQxzogKNLn2XJ9P5bU4RmiQXVBZHihZP0AqGuGLOwwc/fSYe+4zn4MGPfTI++sWv47rWLnTYBG53DJ/nlEYpayjTXZWW+05FHDsqmiesSAj9vJERP64crjMiE3VHmW5M62dU7Tn1/YrkUuSkfuarfZSX37GCTNRln/Z//XXTe3dueQIV/aTuexUJpbJtqoyS6jw6nO7XmsxTkXQ1J1RWEmmKWFNZAZUzSt3zddmu/q9HFKszpGde6HOjIvVqTjG1dzT9RL+DdD2I9iE5SuySjF05r3p2QDXulSWw9PrJtD9S2LzSIz2eYttehpt27cf2PV144YQaFQpVjz2HTsaq+tweT+CzqtwUOcoT7fur+4nIlKpUxUqio7rPFAFMjq+V0Xf6ftRld3uQQ4/Yr3QHDavc+dMlmojIqiLi1Z3ZlI6+JktKQrYhSwvo867mXJ2tUqcU1CtBNbjylKNV3lP6flZj0iNk60TTSpJrel/p+0IP5pgmEde/Z9TezMqfnakxzrpXifirMOs10wRa1TuiXk+8/qx6IAc56OiMUz1QqncuIyd7gNMd42V/+0bc8fiTcPxv3RN/8NRn4sbODnREDLsbU5kcKRd0fWha76jI/pV1q2c9+yyd2RX1/Tv9XmXL6fJZvyeaITnoHaHbgcq5re9tVbIolnaAnkGYViWSosr5Nm2nqWfWx6TuFD0IRr9TNoPy+aWjhvRs2SBwKtCgCrqoZBcFp8QrdMFZZ6G6j2ierLDSJWs66NRnGBgYGBgcfhxyMnY1A9YVB/9505eLioqYvjTVd1gy/UlB1QF0whhOMIHPMniCImKbLIfFqOZhmyfYtnMZXz7vYrzwL/8aT3nOC/GGt70L37/yRnREJuuXVk2bfJ7JOnNrK3ezlL/VyFmPF3BZAYfllLLLsqpmEc+gGputVHgrIqEi7DZ+oepRFIrIqxMy00Te7Geb9ayVYjZ7ntyS4E00xTIto/eo6UYOl+VwWQGPFXBDmU4pMiJ6erIZk8gkSZLVUhsdnlUNEWTa/+rEj0541tdrliGklMBKCc1qSqfeWEql86lGOyrKVSdjqR6gTI/Sxynq46PXzy43ofbHWuszyzCjenqZJA0pmtvjuXRg0HdXe2+dPcUy+CyDH8qGEhywghxWQCUonOUevvPjK/DIJz4Db33vh/Dz7TZ2DFI0u2O0B1W0gKO6t8ruxNVen22Y1p6X6wZRptUyzFYY+utBX99ZZQpI9lRlAVSaabkmgppqlM3alOzQZcjU+KYbr5UpdarhUViR+mr9qM5aVjb3onIAqUxpXztigtY1qZ1vZczoEd8qUt3iMTyR4hf2It736S/jCae8CM96wcvwnx/5FH6yxcZCP6H09YhKLzgsQUsQEetJg1zVgmuyuEyDrTcdXP9eWM/Ann7tLEN+1pmY/mzdOFcRcfXXJlUtuxWE7Kx9J417Ro1aGt0hdowzXLalidPe9xGc8qK/wA+u3IrGcg9WlGBOkuEtASL1pbxwIoqiUhHRFMGkiEMyZlVtXo9lsgYfnW27LA+hyBDphJHpnp5qdiWkI01lOHC6i+d7OX4+5+Odp38ST3/+S/C4Zz0XHzjjTFzjLKAVjOCFE1k7O6817FF6Acn4TDoAs3Ju9fWpp3ZntXIvs9eoInYVIaM30VP3ynQd2kpe18+9/h79u6aJA30M03utkh/Te0a7r1lenllfRoqr5k26HuBOyb8V+1drAqQa3uiRs7qzRydPponv2r7W1kLNXZ38yupErEYOUx3+ikCdeY7DFHaYlnePq3QgXjkXZ51JXfdTz1FPJ1Zrk8psAZprSzYFavEYnYga5nhyv7ulLF6NjI0rMlbpnVMRqtN3h77PVtMraqnUUUUiTuu6dVmVwYvUGqVlRLnNUjjlXtDkvLxvVjTjkfeFF0nnsSRe7SiD08vLqGqLp7VGU3USunI+6+S4ImN9npUlaXyussWq11bk0Oq65Fp3gY7KeVYRmJshYkv9QdWYLUnt1e+lWXfMrHOq6/yr3WEbIcXUe8h5FFN9YEa1121RwO4BVjjBP77nv/GHT3kWHv/0Z+Olf/86bNmxB20hS44wFWSxsTt1mpytnGj187iWjqjbb7q8XEkQVjpXfd8X5b/1zKO6/K/GWTncynuH1+XGLF3A4VWdat2OWY34XE8Xmd4PVpjAVeeAk97t8hy+gOwhIXVxWT5GNeqjZn11R8DGzks1d3TH0u+q0meGhDUwMDA40jgsZQqmLxwiJeo1XDf+eXlZR1V93rQXU/1NER5lcwVeXVwuS2Etj+GzCUXA8gyWyOH0gUaYo9GN0RIJblzYg//86Bl42p+8AP/yvv/CD6/bik6UUjH6HikspTLKKwW49l08w7TCVjeYsto4q272kqgJczhBCidIqL6WjOBwpGFNZExW1u6qFI6iVE5UGstG53mWEjYdxUHe1HoEzaz6Z7pRontlZ6URunIebEbROm6PPPTNsv6tjB5gOTxWwGOAGxIZ68qIvUY4wVw4oigcnqEq6TAVRSiJgFpk7DpkrBUmFaklslpX5orwTKq/CdXQi5RiW9artMOkilBT+4al0vgGPCEj3VguCZaq/hmRY6n2/Xn5Wj0NU1coSdGLVxi/02u+4m+yHqCqIahHsZAyWBnI6+4pSfo4YUbPFAFNVqARkMHoshF+Ybfx/s99Ad+67Ge4aededHpUQsDrF2jyDA0VNc5SeHIt1jJyZo6jBrnfwhRWkKzrSFntjOhnoEZm9AopH1Kp8MblGDxO9dzUHE/XYNTHWX1vKuvIVvWDyxrCelQfzyjakVWRR9PwJKE+bcxP/6w33FNnmYiyOpnQDGI02BheL8HFNzTw9//6bjz+mS/Axz7/VVznLWKxF8MTE6pzGlEjNpsTGeuFRK578rntKEVTq0m49vmccmCtSBVVcmiKYOJK7laOrqoLufw8oZrE5BpRrs9PRcROG45UnzGFIxIN6z2HTBXmWVkjeH6Y4vrFvTjnR7/EGWd9G9d5e9DsDtAUCZqCHIlUczGHE8i9PB31XZKx1ITLDmUTFLk/fBWVHFJUridlnLqPvChHu5ej3cvgMWpU5cnSOU2eo6nSilmChQHw/StvwGve+nY8/2Wn4vTPnwVnH8NilKKlzk4faDCVeqnItaqUkVq3Kh1Yx3TWR16rB67kq1o/LyqknEhk13r1TJlc2+o5HV45Q5R8INkQEzEof+cowjzSDGd1VlkqCe20JmPU3tHPkn5Pq5RxlQrtsBx2mNXOq8clgSUy2Vm8aiRWH3dFgrnybiKijNbf4SRHLZZWJGxNxqwmBxUBnZR14isnsNTndFJOOqNWiwTU5Wilr+VVGRr13EzJq7qDUY+EV8T49D2g1+Yt9S3pWPZkarDFMjS6I3QGBZxgBHt5CI/FaEVEGpK+IJ36iowVq5CxUyS8/rwKq+lLa5E50yUtFHmjy+tKL07KWset/krSsfY9tXmu7zeXaXWPGUVPu70CTj+vpdmr8+ZHRe08OIzkkZKpVpDAV4SjvOd8Tvqtz3NqICfovDW7k1L+eqLS4emMJ2WpGE8U1b6ZuWeJaKKocz2Fu6jdXxuBzaq7V0fpXOdaNqB6n3Y2p1HqumEiz2xeztsslPd67bxo3xOm8HmGdpTDZROCdDpYokCjV6DJE5zz4yvw0c9/BR/7wpfxxfMvgLU/RDtK4YYZ7CCDy0kGeZoDSNWGdUVO6yxlpyvo71SuJEO7L8+vsmuEyoJMazKSAkvysoGbJ2W7bjfRfUx/V7qKK3K0eiCSUjZxc1RZOVbXh3VdrOYsl/tHNRhTenhlJxaaTZbJ76rPB71fZu3VxpuXr9uQjl3eHZU80c+gaoqq39ezzqqn3TNqf6ymJ+n6RpVlSXaiFWZQJThm1bg2MDAwMDi8OGw1YxWoc3idANhMmQJSglWtNPrdrJpgpZLO6+SlK0lTj6doRxk8TrULHZ6gwRPYfcCOAEdQ92VnSeDiq2/Aty79ERo378HOUQJbEn1zPIPVK2D3cljSU+tKxVFFEbkyisjjegqb9i+rOhOr1/oy4sUJlMGcS/IxQysq4DJZa08aCp4yhMroolnRq1Wt2mnFfxamlf5ZkT3TxEeNBNcIV/U9qi6SzdIVUaplfSKVpsxTLaUyo+ZKUUaknKyp5nLACQo4QY5WBCo5ISjyo4z2kc+uN0eqkbGcmoasIHxqZElFxqrGPQqtiAwIfc1pDfOyWRDVxEzQ6RflXtT/5gsZvRgqwr2oweeQnbQpWs7jSbnuLkvhsRwtAbQiUlDV/OvRzXojvek0q9X2gs1S2UxIRstMKX7l38J01X00SxZYLEUjzGAJwO5TA6AmS2HzGO1+jP15gb0p0InGsMMhkfE8x3aWwopy+H1QTcfueF3iVT1HafTyOqmsyEql8G60Rqk7JX+mHQ5l1I2MDGuGqtEgyrkko6mgzu1hCp9RI5NWRGvpcSJqLW3tPOl40SMKS2I2ImLWYrHcL2rt0rIGq2qaUjbI0p5lNSJbb8inEwPTstcVOewoQWuY4cabl3Hez6/FeT+5Bosswq5oDK/bhxcREWtHCeyejMYLEjjdFO2ooMZVYQwrSsngn3aUbICYXYnq/JbrxqbIB83A0clxdSbtbkzRxHLvK9k2fX7oDqiIVDeife0IhbWbKZLDTDXsUBGHE7RFjN3DHMtxgZ1RAVcksCI6Dw7P4IbVOXUk+aXqvKr7Uo233aMyH6oZjSf3g6/OgrxXfCnbfNngiWRVCkeWRvAiwBHAHM9hRdSoyREF2j1gy84uLrjyRvzgqi3YPcixINO4HZajyYHtDGhEQEOlJddKquTluqk60FVNvLwkLWuEXkREsKfdi/r9SzJWycyk/Lsdxtqdm5bP7ZdyPiubVfk8hy2by/k8hxOmsKWDVN3V7QhlMyJPM6BdlsLXys3odyilraflvWazHE6YS9lfSJIKtF5yvB6P4YsEvqAx6neS6lqvIsyVjFBywo2ysla5cig0upMq/VvuX5snZTMmW0ZTl/JFNmZSn1l+vso6kJGS02djluOnFt0pZdY0CaHWUXeWTesa005jJfenayG6Iq/SectIOnJotaIcPk8pejuMaQ6VTskzrc49nalyjSUZ609Fh6rvU3fwtMNGJ1Sn98Ws+3n65zIDQnOIUS3OqhTHrHtQf49ykqr7wgk1B6xO2oq8rBPbYDFFPbO0bNpYykxNV/A5NepSskmtq6P/nZMTyeMFpdNPOX/LIARRlPKq3CPyPnNkFPVKu6OqJ+/JtG8rrMvZaX1o7Xs/q+19i8VwuabjK31/ijRbDSqAwA4Tup/Vvaw7TafIuJpTlUkZJap59nmOdpTDCYmM9URGDgdRYHuvQDPKsGOUYyktEGQF9qcF5sUYbZHC56RPV5GYUs/tFWj1ikoesvrzKvnq8rTUdxWcMKbfTc1L2eSPZ7W7VukpbpjClo0pazpbmJZ/L5upac6E8j4TK+1CV+R1uSKfQenhJeGp7b2ykaEWiKDWSjnPy3I/ck18nks7JkdVbmZ129ibIesU0eyylJoY87TaI5pOp9ZErb0brpST08EwSiZV9WZlKZypcghEzKpI2UPPDRgYGBgYrMRhIWOPVVQRq/T/Kg1Y/l1GmDW7Y1jBiIgwGflos3SqtuDK+mQGBjo2SvTdllAngZUSqaI761FGK8sIbJwEPlYxM3pild/fGqAicx2umtlM0OrlVQQin034llE/t3HMdpbJM6EcehskDlb9jkO95jM+3xMZbEna6tFyKrrJUk69Y2DOD+n6HQNjMDA42DJgBr8emLZtFEqbRTqibNnTwFYk/SpZTkauGRgYGBgYHBncpsjYjYIield2Ktdfs5H0aAMDgzqmI3KNU+PWDT3qarqjsP53g9lYLXNhM2U4jgWs9wxHe3wGBgYGt1WoyO216hobGBgYGBgYHHkYMnYDMIqLgcGhwWwy1pyvWytWk42GhDs0c3trmcdZdZxvLWM3MDAw+HWGkcUGBgYGBgbHJgwZuwqMMWlgcOgxi4w1Z+zWC33tDAl324UhYg0MDAyOfazXP8LAwMDAwMDgyOE2R8ZuVAmZbnywXtMbAwODzcOcp18fzCLhjOFnYGBgYGBw7MLoYQYGBgYGBkcHtzkydiOY7gKsaiHqfzOKi4GBgcHqMETsbQfTtW9NBLyBgYHBsQFTRsbAwMDAwODYhCFj14EiY6cjY40SY2BgcFvHLMNuFhF3tMdpYGBgYGBgsBLGcWpgYGBgYHB0YMjYdbBalM/RHpeBgYHBsYC1HFTGcXXbgVlnAwMDg1sfDBlrYGBgYGBwdHCbI2MNOWBgYGBwaLEWGWuFyVEfn8HRWX8DAwMDg2Mfhow1MDAwMDA48rgNk7H1JjMbe8/RH7+Bwa8TTETGrRv62q1FyB7tcRocuf2wWt1YAwMDA4OjD1M71sDAwMDA4NjAbY6MNTAwMDAwMDAwMDAwMDAwMDAwMDA4GjBkrIGBgYGBgYGBgYGBgYGBgYGBgYHBEYAhYw0MDAwMDAwMDAwMDAwMDAwMDAwMjgAMGWtgYGBgYGBgYGBgYGBgYGBgYGBgcARgyFgDAwMDAwMDAwMDAwMDAwMDAwMDgyMAQ8YaGBgYGBgYGBgYGBgYGBgYGBgYGBwBGDLWwMDAwMDAwMDAwMDAwMDAwMDAwOAIwJCxBgYGBgYGBgYGBgYGBgYGBgYGBgZHAIaMNTAwMDAwMDAwMDAwMDAwMDAwMDA4AjBkrIGBgYHBEYctMf27+v/T+vvEkR5neoS/71CN+dY4bgMDg0OBaTl6dJHCYZU8OrbGZmBgYLB5uMfAGFZDXcamMDqhgcGxjaNGxroihyvydV/nRQVslsIKE7gihxcVsMKE/s8zeDyDG6bwWLYqDqfQtFla4mDeV3tWlsHjKTyWwguTCiyDx3N4PIfDCzi8gCsAm2WwwgwOz+EKwOEFrFD9rpC/q8/5at8/6zk2sj4bmZfVvmczc6b2y2pjmv7cg1mTFRAp3CiBy2O4LIbLUrQYSngMcBjgcqAR5rBEAYvnaLAUXh/we4DHCnhBDr9boNUF3DCDw9Zej1sy7wa3Dszam9PrTuc+g8cSkglRgWYQw41yuD3AEdp5ZylcnsLjKXyewWf0sycyeGL177ylz2DxHLYoYIscjqjLMJ+l8FkGPyzgMJJdbgS4faDJgO1hijmewYpyOL0MTZFgLpjQ5/QLWDzF9u4YbpTDFjlskcEf0BlzRFF+r8VTWDyFI1I4IoMraAwuS+CxBD5P4YsMbpTB4fQ+i0uIAnYEOFEOiydosglsHsPrpbDYBM1wBItN5BgOzfxtVkap19C/KVp9ugObYYomy+BEBfx+AZslcKMMVjhBszuCG2WweQKLp5L4TmGzRM5NDJdN4IUxfJbAl/vHUXMbAY4ArethPgeHel8aGMyCxzK4YUzylKewWEK/7xWwRYYmS+GKAjbL4LJcvp50MZ9JuarpYa7AzLt6WldZb39XsiCHxXNYvIDNaUwez+GLFD5P4LMYPovhhQlckcKNcjgiR4NlaLAMdlTAiQBL5JgLE/ospp4zhd+j+6LJMtgihxuBXi9luCPk97IcNstrz+NLmerxBB5P4PIUFpffIcdsCcASUm7wDG6Uw49yWN0xGktD2FJvn+tOYJffe/T3xZGEK6RMZrH8fwGLZbBYLueNQD8XaIb0e0eA1jJUezaHzZOVzkoDg2MIpQ3OUng8R0sUcIIEdjeGE6ZwwxROkMAJErSiAp6UmavZerNsVF3OHqw+MW1/rWaDuUzqlTxFpwfY3QncIEaLy7shKmAzOrdNTnoUyTo6zw7L4AYJWiKV70nh8tl3xkE9S0T68VyYwOsVsFiCZjhGMxjBCcfweqmUGwlskcIWGdmtUpcu5bGI4fIUrpB69UHM5SGzw9faX5zsG4/LvRQmcFgu7+YCzSCHzQo4XPEjFVfisrzcf77IpP57bMtTm9N6OVGBJkvkPUv3isVi+p20jWhd6U62uLxvuVwPtb588+trcHhwzEfGNoOElGORw4tyWGGdtPBEAU8UJNB4Bnc1QlbiaD/PWiChnMLhCRyWUDSBuiA4CWp10NyogCPy0gPmRSR43SiDF+V0yKTiVn7+BshY/bUbJcxnYSNC+Fgxwte8OKIEjkhoTXhK68ALuKyAw3RiPIffL+APCjgiQzOMiUBnObwwLwlch2WGjDXYEFyeoRXlcFkCO1TGWw4nUiQkGc1+ryBll6XweFYZziyDz7OSPLA3KP82RRQKjYyVY/YkKewx5SSjc6KM/bkwQ5MDTq+AHeWwowz+IIffz+H2clIuFHoZHCGVEEakqy1yOBpBS7+TcyYUSLFyWSwJBKV00Lw1FekhiMBwoly+L4EnJuj0UyyOMuycZFgcpXCFlMm3UFm7Jc4ockrGcHiK9kAp7fI1IoMdxlgc5Ng9zrFzmKLdS9GOaD5pDlPYkpTxhCRWWFLOT+W0rO4Zhx9aWTQt22bNg5F/BocDpB/SnndZgmYYw++RE8kWGelTjHQpXxRkXEvj2+cpfJ7L3+lO8dmk62Z0p0oeZLBrZ085txL4XBKxnBxzDifHkyNIltmiKAlQr1fAYeS0afWLUhesiGQVOUVEn3LeO9JIXUHGcuUUzGpkbGXM55pBr2R9DiuMYQdjdHo5Or0Mi6Mci+Mc7UFG8jbKDzrT4Zbopgf7XWthc59HaAYx3d08I5KG5/B4AV8AHs9hdRM0lifweA47qIhYV+RohvFhyxI51M9rcNuFssuVLat+9kQOX5KvdpjB1oJU1sJ6+sKhIGNXfRZBOqIjn8FlCdpRhpZI4YUx3DBGq1dIGZtrpJh0UkWgOyZM4HK6g1xWJ2Onx7PpZxF5CVck6Awy7JiQHrswyNCKUniSYFXyW42zTsYqnfDYsNHX21+uyEo56jAZKBJqzlWRw4tA68Iy+W9a7sVybx6jUPvDFgWaMuDLifLS3vJFilaUwY+kPShy0iXkPtTJdrIDKk5js2NY628bxdGez2MRxzwZW0V+kmFI5ANFfKpDNW0wKuJ1Fil7tJ9nXYiMhGQZzUQHSglYW8LiiSQuUjgshh/laHaH2LqPo7ncR0skcMO4Jkw3c2kdiwfncJG3a3ryomzq4spgiQxNnslovAy+yNESKZoHIszt43CCMTyeoMUzOGEKO1SEemFS9AwOAnI/CoLFSDY4+hllKck8roHl8HkBr4yS3xghuynCUFPk9PG6JcjIrJQCIg+akkT2RS4JhjG27+Owu0MZtRnD5Ql8kcJhSal0NcNEUzirUgcrz5UkY2vkgTy/JRlLd4fLc+ldT9DiMdygjx9tsfDpb5+PD3/5a/jceRfg0htt+DwhRfYWrmdtfnm+QsY7qyo89Fx2GKPVI6WaIp/J+WYtDXHOj3+JM84+B5/8mj+R2QAAIABJREFU+rfw1Ysvh73Uh8uIwHUEkTWWInNq61RPI7YkDvVeNmSswdFE5aypnBMWy8oz1+jGRMZKooD0yCoq1uf0O1tiVjTTZsdUkweajledz0SDdlYFRbE7UjemsSbw2QR+MEJzv4DbHcJjE7hhDCeI0RYFPJ5JmZrC7wFWSE6qSsfOaveEy/UsMxqHo+lDtiRjlfOGHNbkCPPDCbzuAN/40S/w8bPPxUfO+ia+fNFluGFXl2T8bS0qR8pgV+SwwoTkN0vJKRYmsJeGaOzvwemO4MushZbI4IbkDPREDk/kaATxqveEgcGxCSUr89rPyhk0LXdm4UhEW66GcrxcBgaEMTr9HL6I4YYjeOEYXjjGtj0cVncEL8qkzT5FdooMFk9gs2TN79vss5KzkQIhWiJFR6S44Kqb8Jlzv4fTv3I2PnPuBfiVvwt2dyyz5VYhY0VGWaG3AtmsdFVbkBOS5ksSjYwiXp0wxtyBAeYODCQBToFuNksoC69XVDrABmTqkd57FRdDgSOV47WQWZAxvHAEtztAY5+AF4zh81je1Wo985puQfOWmsyKYwjHPBnriqL0bjQDUhq9iJQ+laK7GVJ2Y9+5cSXnYBj/td6jH5gqBXil58pmMbwoRStK4YYjbN/L8e2fXoVPfP07OOuCH+Fqbyc6PC7TIKafa6OewKO9/psZ7y397NWIAZfL9YgIDZGiwRM0RQw3itGOElzj78BXvvcDfPKsc3Duj66AvVegFU7gsgQWS2CJVEawHP25NLj1oCkNdKdXwIlyNMIYjWACh2fwI+kBDZMqqppTii2hgMcBj4PSdmaQsTNl0GaUQI0MKN8rjXVlsDtRDktGUNlRDrdH6Vq+yNDhGeZ2h7jkqi34+Je/hTO/czEuu8lB80APbR4TORrGaAkqNWDL8jQbnb+SbBR1MtZSBCine8FnCVpsgnY4xk0Le3Da+0/Ho5/5J3jgY5+Cl/7Dm3HuT67CfJSSYXwI17eKLNaidEWxQim0WQpPpv26LIETxrIkhRxTOMblW1y8/B/eiAc/9gl44nNfgHd+9Aw094ZwgxEpoRFFFM8FMZrqu1eJfLXXUdQO1tNtyFiDI4FV5ZpQsiiD2yswF8SwWVo6OppBTFE02vtdlpdlojwuM6y0SK9DkSZbonT8pqUMrYFnUNH9Sl54UQE3TNHiKfzuCDe0duM7P/o5zvjKt/CtS3+Gq7yd8MMJnOUxWoxkhieNdj/KquyrtSJfZKqxw9OabK/LLyKQPZbCDcboiATtcISfbGnixX/zD3jw45+Kx5zyPLzpPR/EdQt74AUjeJuMzrnVozT4aa6cICbSNZzghoX9+NrFl+OMr52L839+DbbuPIAd/QxtTqRsWa6IZ+W9utF9f9Sf2+A2gZX7T2ZvSjue/o7SbrdCsuspu3WlDT8LG5Wzh1qPcJVdLu1wS5Yr8PkE9nIPV7d24cvf/yE+ftY5+M5Pr8L1iwfQEhllX3AKJLBYSuQfz2Rpr/X1p42eX49l8MIJWuEY7WCEuZ3LeN3b3oNHPe2P8dAnPQt/8YbT8OMtDuylodRjZfmrKX7BlmTssZS+PluuERGrAivcnszGYDF8kaAtErjdIX5wXQNnnvcDfO7bF+Kiq7fBLe8dWeYlKrRMubWzNY6GI6BGxkoQB0akeysc4Vp/J87+weX4xFe+iQuvuB437dgPn43hM+nELQnZepm2jdqDR3v9bws4amTshhdYhpHbLEWjO0YziGVEgrYx+9KA5bPTKnXP/nrfd7SjQevkq5b2xVXUAT1HOyrghjE6PIHfHeCiK2/CU//05TjhXg/AHzzxGfjgZ76InVGC1i0gY48mDqauIhlVhzYc3uMFXJliTfXYCjSiFA0xgSXG8KMJFqIJPvw/X8KjnvQMHHf3++DJp7wQP7riRjh7GdqC0gXdQYHtnIzAoz23BkcfG05hldGklvRmNroTOJw8vqocgfL00nuqFFpVQsMTgM+pfvFGUsE29xx1uauTsbZIYUUp7F6GpkhhSzLQljVcW2GMBR7jh9dsw1+//q244wn3xG894CH4p/d9GFd7O7B7BOzoZxTpxWJ4LIYTxvS8GzXgxTR5kJX1EZU8bfEMfjDBgkjQWu7jez+/Gvd7xB/hLifdFw/5o6fi7R/6BLwDfSyKrCZPDwWmydhp59uK/aJIFJ7CYzEpluEYW3cu4e0f/gQe8OCH4bgTT8Tz/vef4YdXX4ed0QR+SJH6bpSjESZw+7KOFINUQA9+Dx+u+3Ijn3ks318GxyaaLMP2IMH2IIYjU/ocTlHm7SinVL+pkh26/uXwSp90w7osOCR18kQCR8QSK4lYJb+aLEdTlUniGdwgxoJI4e7j+MYFP8RjnvIs3Pk3T8IT//hF+PS3zkcrHJFzeHmINk/RiQr4LEVzaYx2lJe1GtcfnxZBr0VVqfmxeQIvnMBZ6qPDxtiyuBcf+MyZuMf9H4g73+1kPPelf4GvXngpdg9TdPhIRvD8+p7j6T1hyVIUFEwio5V5DOdAD+f88Bd42JOeiTufcA+88BV/g2/84CdY4CP43R78YAQ/pPqUTpiQzSPTno/2MxoYzEZekw+KeHVlKRQvKuCKDFYwgRtSGRh3g2WRjg4ZW8DtAV4fZRSmtTzEYpRg+64lfOrr38HJD3wYfuOEe+CP//yVOOvCH2FHP0NHUN1xqxvL3jdkS7oR4MqAiulnWq38zVrweAo/GGM+HMPZy/DV8y/Fgx71BNzp+HvgsU97Lj7yxbPhLw/QEemtjoydjaLKcmMFlW4JY3hhjHmRYkeU4MaFPTj1Tf+Mez/w4bjnAx6Cl73mTdi6axkdkcBnCewghsMps6MRZLUsmYPdd4fzPKkgElcUsLoTdEQCb7mHr5x/Cf7gqafgN+56N/z5370B511+BdrhAK1wRLXm1XmIVEkj0v9XC8YwOPI4piNjPSaLM7ME8/0Mu+ICnYEU4DIazI0Uu1/MAH3OZshYh29OiB+sl261iCCPFWsgp4Y4LIMXTOAuDbEoJmjs3o93ffRzuM/vPRS3P/5k3Pnk++LZL/kL7GBjtFil7G6UjJ2Vtn8khdCs711tTWa9biMkwcwI2KnXU2M4mntXpXpHkHVXYnh8ggUxxk4xxikvfhmOP/neuP2dTsD9H/BQvON9H4W3Zz8WRQxreUxeURMZa7ApFHD7kI1ZClIAgwnaUYIdgxw7BgXagpp1Uf0feo+6bCsyVtU/rH/+rHO90Ro/1XnbOBnr9HJ4/YJqmIYx/GCE+WCEL5xzAe75gIfi9ne6G+5w3El47steia9d/GPsHmXYfnMALxijxcmx1Iqomczmo6k0w0A2pyKHHjUa6/AYiyLBT7c4eP3b343jTro3fufhf4T3/N/PYev8XiywCbylIdUGO4RrvDYZq4HTnWcFREYv9As43QE60QRtPsJFV2/F/3rc03Dnu98Tz3vpy/DNCy7Czb0x2mEfbncIO5hQOQdZw6wplTGLUaO0WWM7HCTrenfJse4kNDg2sVH9yhYFXFnb3e1ReZKFYY6Ffoo2n6AlYrSjqub0NKFA5Gde1sWelgW3WF+qkbF1QlY171BNB90eyTArTOB0J9g9zHCt08G//9fpuNNvnoTb3/VE3PmEe+AfTvsP3LRjCTsHBRaiDF5ATcBaompS5hzEWGvzwgq4IdXk9UNybC2wMb7386vxyKc8E3c+8WQ89fkvxhfOOx87e320wz78oE8lFDYpy4+kXnpLauDNGqfXy0ubxY0yuOEEi/0M13VuxvvOOBN3POHuuP1xJ+B+D3803vHRM+AvCTlXQ7QYRcg6YaI5FdfPajG1/AwOF6b3Del/U7WvoypYyhMFOn3ACRJ4YYqFfo6d4wJtkVNjwg2e5Vl7/PA/bwGL5WiGVI+0ExVwlobYKRL8+NptOPV1b8Fv3PW3cLs73w0nP+AheMu7Pohd/Rx+d4xWkKAtdXC7G8u60EXZC2b6mWaVv1lPznksRYclWGATXNVo409PfQ1OutcD8KjHPwMfOOML6AQD7IhS2EtDajy2Chnr8IzKFBziwINbvK9WrHkBTzYybgYZnDBFK0wxz1PsjDJ0lge46JfX4jFPPgV3PPFe+I0T74UHP/LxuOy67XAO9NEKYvhhgnavQDOkBsnujGyDo4kVd4iQpYl4BjuYYD5KcV1rN97x35/AnY6/O253x+Nxnwc/Ch8+8yy0gj78YAQvnFC2ygwyVtW9X3uej73742jwUocbxzgZS3VPGns5ftZo4WuX/BTv/5+v4wpvN5xgUnYJd8UsIraofVZV6Hl9pX0W1krl3eymWOs9Ovmqotl8lktkJTosg788xgKP4exj+MJ3LsbvPPyPcPvj74F7/69H4NVv/lfMSwVus2Tsas93NPfCRg77Zsa47jOxVJKxGkHOC3gCsmg21ZdcEDF28An+7h/fhvs+8OG4w3En4fcf+Xh8+ivnwNkTYFGk8EOq50lN1w5uvAa/XtjYmSowFyRoSm+tx1Ms9nNsu7mLC6+8AZ879wJ84fxLsNCjSEmHZVTDNaLIRzLWyGD3eAovXPl9q5EWGyVjdYKiapKoR6OmsKMUVpTBjqhOUTOMZWTsBAssxrcv/Tkef8rzcYc7/xbucOK98Jevfyt+cPUW7JnkaIVDeMEYXkgEghPG8HleiwRWpWzWSnGzy4ikojQMSlIlTDAfpbhpYT8+/Pmv43f+4PG448n3wxv/4/24/MYmdkYxOiyGH1An9kOvoFbpeVTLaSVB21TORyEJD5bCDYZoiwku3+rgNW97F46/x/3x+Oc8D58862w0du/HjmiCNp/Q3AlSxposg9dTdaeK0jOu1s5l1T15sE7JjcKZ8T3Hwl1jcOvDxoy3nLpNixQ2j9HqZXCDAa7t7MK3f/wLfO7c7+HCq25EKxzC5zEc2a1YOTBsTW740gm2miw4eDI2lYSswnRkbGVM2TLCzOEZvDDBgkiwbXEfPv7Fr+HEez8AdzjuRNz7QY/C20//FBr7IrR5hrYMbiAyOSPnDs/Kpierzu+KBrh1ktqVwQIuS9AKJ9gRZbjs+gbe8G/vxgn3vB8e9oSn4eNnfRNbduzFYjSBGwwo0vMgyhQca7rp5taXyFiHZ5jrjuCLDPP9DFtv7uJ/zrsIv/eHT8Sd7nk/PO0lL8fnzv0+WuEAbUElH3wu7x9G96jFV6Y5r7rvb8Hc3qrn2+CwYpbcpXrzeeWoEYAtGyv5PIfVHaMjMjT2RfjxFhdf+t6l+NCZX8dNiwc2lHm0ng5xS7B2kI4stcBzOGGGFs/RCibY3ctwVbON0979Idzh+JNxuzudiEc84Rn44Ge/gl29HN7yEB2WoiNytHgOL8zghwV8pvo5rG/XbsSJ7bIEi70M1/o78YFPfQH3esBDcb8HPxr/8r7TcUWjjR0RZdG2VENbrt1tHDUy1uWHvoHXZtZoo/e5G1GglB0QyT0vcrTDGJ3uGPPLQ/xqzsczXvAyHHf3++L4k++PJz/3Jbiy2cF8OEY7jOF1Y7QjasB9uKJED1aeznwtz2XJjxwOS7DYz9Hcy/Cpb5yHBz32KbjLPe+PU176Vzjrgh+hJbMpqLyNXl6N7A2VobFRMvZwzM2hms+jPaZDgWOXjGVU1H5nP8P5P7sKp733v/Hs//1XeOwzX4BLr2+gxSZoiQRWMEG7D7lZFPRorXodmo0c8mnMIiU2sgk2vWFYJsk/6qpaes543VimGocpWixBmydwlwe40tmBf3rv6fjz17wZb37HB3D2xT9Bp6wZUj3HRsf/67jZN7JW+lqo5kNENMkanKzQ5j/FPE+wwFN885Kf4Y3/9h689G/fiH/+wMfwi7kW3OUB2pzIc5dl8ESx6vcdawLP4Mjst7XPFkUt2nL/tHiCBRHjE189B6947Zvw7Je8HH//L/+Bnf0EbSGV2LKchiJj66TjoarPV42f5K0rvf4qm8HVyViewo5yImJZAluk8KMcHovR4TF+ZS/gw5//Kl76qtfhFW84DZ/99oXYsnMJOwYZWmwCNxiXBIKtkQdK1ruCauLOlPc8k/Uds3KsKyLcwgQL/QwXX7MN//D29+L+j34iXvx3b8T5v7wWzlKEjqC6tW6YHPKUWpIxU+nOXEWWaKQsl5kTIqOxBDFaIoa91MNXLrwMT3zBn+Fhj3s63nvGmfiVs4DFKKUSBlL++z2KrG6q5kOqcZmsg+lzvUlPPnMu19vHh9qIvy3cOwZHGFEOi8Vw2AQLvRRX2m2882Nn4Pl/+Uq85K//Fp/91nnohD10BKU8EhlbyVNbl6fs4CJK10ZawhVT4Eo2ZLB5QVHtLJcZVRnVhV3q4dJrt+L1b38X/vxvX4d/fO+Hce7PrqUSL90YLZ7LDt7y8xhF/86GHBMjxzRF0Kpx5lW9cEEGMemuCVphAm95iM9/9xL88ctfjUc+6Vl458c+iyvsBUqrDCeww/FBy9JbtW4qiEC1WYpmQNFpvqC+Dz+35/Huz3wJr/7Xd+HjZ38XP7fm4bMxPC6jtRk1pSESYnPkwcE4ywwZa7AZ6N3bK0cNyRJPldQKYtjLAyxGGb592RV4/dvfg2f96cvxpOe9BD/f5qGjEYUzv2PGPpxtOx1EpP8qNpn+2a6g6F43JJ2pJZ1gjZsDnHfZlTj1DafhZX/zBvznxz6HS65tYCHK4QQTtLjUr3iGVpTD6aaSjF0/JX6j505lJXzvihvwiv/zz7jvQ/4Qr/nnd+KiK2/EPBujw2WjJxbL9Sqqu02SsQ4nfdTjcUXGbqBcwaw1mEVsH/p9J+8qeT91opwIyOUROuEEzj6B//6fr+FVb3obXv3mf8OHP382Gns55kWCtmya6AsK6NhIA7mDOhe3QJ5Ov85i5JD1ezmsYEK9NNgYl29z8Z7PfAmvOu0d+Oy3L8SV7k5ZniChOvd8uteFKm1365Tlv4730VEjY9cNb2YpfJZg37jABz99Jh7x+KfidsfdDSfc83fwg6tuxDwnb7EdjNDpFavU+FpZR3b6O9da1LUixGyWyvovqzTiWuPQzfpM9XfVEX3F36caqthhTISGSGEHY7SiFFe1d+HSGxv4hT0PZ3mAtqin0q1Fxh7uUPPNfv5Gwt9vSZi8F61NrrtCNoqLctiRrKPDVZSsMn4ytMIUbZ7BDUb4yZyPi6/fhl91dqPTz+EJSrtRhozHipl7w6SK3fZghUlZakXtt/oeIDnm90hha7EMCyLBfDDAi059NU787fvjbr99fzz/Fa/Czf0E80J6sleQsUq5SuCFMWyW1OTILDmkj2s9TJOxvooak2m8DifCghoSUsF9KlVQwJF1YL1ghG03L+MH12zFT7Y52HZzgI5I4bMYTjCGG8bweFbWNbSniNWKjF0p70uCcR0ythOluOja7Xj3p76EN777v3H+L6+HE0RoiRjN7hhNFsNiKTWjuAXQ59sTVbqzktN1hakybFzlyGGyRnAQoy0SNPYLfOvHV+Dv3vYuvOP/fg6/tBfQ5ilaPEOzO4ETpkSW9CAj8ws0A0nQykiNFqdauL4+VzyHzYt1ZdJmlaGNyHQvKtb8bCMrDaaxEX3GZimVUGETtKMYO/sxvvuTX+Bxz34ubnfX38SDH/UYfOTzX8RO0cNCFJPRKvJSnloymtzRnVuaPD3Yfam/z+aVQejxrKwNvkKe8qxsAGMzinJ1whg+i+Eu93G1v4hLrtuGK72daCz14UcZ7CCBL2StQ0XCCiJ0bRnB5kaoObdKHSVM4IbJFPmsmvJQXXIKIMjQYhka+3r46sU/w1ve+1G865NfxDWtm8mpJp/BYllZB/1o753NrM9q2Oh7PdV0k1FDRtL/UrR6OfwoxdZ9Ar/wdmL7gR78KINbdsWuSHqHZ7LW8Sb2/QZl9Eae1chdA4XSjuFZVZIgQtn1Xb3GjzL4PIHbHaHDxtgZpfj3D38S93/oo3HH40/Cyb/7IFx+/TYsiFg2V1rn+9YhYw+GoNmIjV4GALAcXkRBOT6boM3HcJZ6+FnDx6U3NHDt/D7KEogKWSc6I5krUvg90s10fW+zQWIziWKWork0xPd/tRX/evqn8Lp3fACXXDsHd3mAhV6GFkvg8hh2MCFdVqWrT5Gx1CQwlpkfmyNjZ/Eqq413o2ux2vtp31XwRAZPOq3ccAKfJ5jv5bhpVxeXb/dx+XYfW29maPdysocEvcflqSx3kK16Hx1t+VfTDwTVum+G1D+kFVETuW37GH7S7MBaHqLdK4gfimT0sFbSxuUpXDYh/YYlpBOtN8+rnIuZ+/AQ3h/rvceQsZtEafyLDNTVTf5bRgCoSZfvYRkc6eVZjnO880Mfwe897FG4/V1PwIm/8/u48Mpr0QoGWIiog2w9/XbK4BZVGkBJfHH53axScmyWrDj8qqNuFYlVPY/NKyLN0z7TLZ8tK5VeK0xhhynsMKHoV+09rqgENQnIdNVOurbWhMaRh8wRGZphjEYwxsI4w840R2eYwOYTeL28FKQrN3S1JuXfeRWp5fDqOegA5/Xi6kw9z0YvDLnWfEbJh/L1MqqOa5AKrM0zTSBMvUaiakKh1jTVIknqY/PKphXpFLJyXbxeDqeXwZFkrM2zKkI2JO+oE8p9EGVYmOTYkeVoxxksPoElElgskd8HuGEuiaS09ErN6lhORPE0MWPw6wQrTMrzU5ODau+JHK5seuAwScayGLv5BE9/wUtwp7vdAyfd//fwkle9GvtHE8wL2dhK5GXqEXV9pbRXj8dwwwlsHsvLV5e9lfy1eVp2fVXkoy1l9szn0KIsfV5F7KvuzyoKy+Y57KiAHVHRfaojRk4ll02wMMywJ8lxc5xjvieNf0blF3yelQ4N5cEmoiCfQbDW0748nsv02bz+mrK0QlIqb244hsfGaIsJdgwztHopbB6jyRIqsyCoE/ta3VbXg6oRVtUxT4iQZhSJ4IlUKoVp1XE3ImKESPKEIivCGFZ3iBaPKdqsO8DOYYb5Xk5prGEGhxOpYgugwQo0GN0ZrQhUJoKnEkmZuubJdEKLp7BEXt7VlJ1RjwQkuSrlv9DkPa9SmsvnFZWM9sq9pnSDVHamlwq1lMt2DfLzlJ7Aqvepe2X1Odfvtfo9dLSVbIPNnp/Zv6+U8rTUrZQDR+kfpA/EcPgEnX6MXYMxvnnxpfijpz0dt7vLcXjQHzwap//Pmbg56mExGsENR3BFCqcHWWe5KuvhKPmmy1L1fVzXSTKsGX0iz5t6vYqKV9FkPiMjmuqFxqXjxgoTOnNRjrnlMe1fRvWv53s5dk9y7B7n2DEq0IroO7yIHFaW7EJt8QyNMEGTpxqRMl3yhfRkRzZHqT2LJIPpzOelQ67Fc/g8gbM8hHWgjxZPsDgg57QtUrg9wI6ABsuljNvA2qt1nD6jrJId04RlbX+seE9FLK9FCNfvxylHmiBjV+lr9fdVc+NFhXS8KdlHd5Qvg0i8Xg4nytDkCewoR2dCNY0dKX/bwxwWS+D3iGywwkTuebIbSr2YV2Nzy+eWOqYg2U91EYsZsq96zvKZogxulJX/9+X7S2fZOvt6Wj8v12rGfB5tuWJwcCA9Rdml1NvAiaqIeYeT3mYHpH+2WYwFkWCXSPCm/3gvTrzP7+JOJ56M+z7oobhyaxM7eol0gs3+PotV8rayn9Q+1Gw4sR6BlK2QG5VTTZ5hnpW6ShVUkMKJSO7aIoUb5fB7KTwxgSfG2JUW2JXmaA/p7Li9Ak2eo8kz2fshRzNMMBeMy94K6uyVdrRmH87KvND1rFomBUvhhhM4wQhuMEYnSjDfT9EWCTnpwhhz3RHVRY0KWX98LTJW3m9idf1K2eW6jqWXvSn1tmmsIfNLvbC8z2XvIO39ZaQoVyXQclhc3i9SbtmciMbOMMPiJMfipEBnSD0rLDah5+pJG6mXw+sVpe49c75F9Yyr3TOO9rzVOtZ1UD0zpZJ/K2VgKSfVPuSSWO3RPvL7BbxeDi9K0e6lWBzl6Awr+e31ZA1cobJY6FxQ4MeY7EEWy3mq9r7SwavgF/qbF1V8mqdBjdPR7w+RwxcFfPVvRNDfs9o9bdfOoDyf+pwdA3LvcOCQkrEeq7z4riYI5wKKLPIGGTrjAn4/w/Zlga37Q8wd4HCCITpRhsVhQeH8YQY3SGHt7eEAn+B9//URPOThj8Dt73InnPiA++Ocn12Orfv3o7EssH1vD9aBGI5M23JYgZYo4LIEtkjQGefojHM4PMbcgQG27xugeWCE5gEBrxtif5JhxyCGI5ucuAKwQyLOOqJAm6VwDgwwd3OEbXt6aCyPYYsE3jDF/KSAFYzgdEew9gvM7VlGiw+wY5yjNcilskuRST4r4C3FaC/H2BGkaC+NsP1mjsbyAHNigm39BHZcwO6naARDNA/0Ye/rw94bocPHWBxk8HspGmEMNwIcDrgM8EOgHeZwl8awD3A09nax7eYutu+L0BJUS6XFC7RFQWl1wQQWn8AbZfAmgCOVPmtpAHt/D/b+CM5yhFZvgs4kh9MjkroVAq1ARUDksA4MsX1XCHt/H9uX+2jyGJbI0ZQRFhaTURa9Ak0e46Z9HHN7GPzuCH4YUwfNXoFmVGAujGHzGPP9FPNiDGdJoLlXYNsegS37+nAjoMEBpwe0h8D8sKDw/GAEex9H4+YAzT0M7v4B5nmOnUOgPcjQ4BPMRSm2ihxzUQFLzpvNCmw/0Me2fQzblxgs3ke7H2NeNkRylkeY28tg7RPwu2Ms9jLM9wvYIsX2boJGVMDqUaRMk0kBxFM0D/SxfU+Ixj4GPxijHdHFZrMMTRWtGORwgwKtHtAaA84A2MZG2NLtY8sBgbmlCLuGwK4h0OFUb9aXAtCOclhRJmvepXCOsWLjBlnNcWKViqrsgBkVaPUKuCF1M10c5FjspfCWBmju4Wjui9Dc14cXTLA4BDU66Oe0jw8I2LuXsWN/iGe/8MW4y4m/hbvf+z54ySv/GvPdENaeLpoYFPObAAAgAElEQVR7ORpLQ2wLYjQGwJZehi29DHO9DE6P5Ed7XKA1zGDxIbYcCLBtf4C5JQ6Xj9AeZGiPAXdYYK5fYGtUYGuvwNyA9ulcGGNueYzGgSG27+tjy74+bgrHaPQydEbAzcMM7X0crf0B3P0BrGUOqzeCnxZoDgrMiQINXpBsUJFULIOzPMbcXo5texi2HeDYHgzQZAlcASz0AbebwlmO4YVjtKIx5gcx5kc5LDbB1v0jbF9KsO1AjMYSpXPOD1QaGZ13hwEOK4jUDgvY+4aw9w5gHRhgWzdCIxrDjzP44xSuGME+0MP23QEay324vQT+qIAzLNAUKbYHQzgiht8jotxmgMuVXPn/7L1XeFV1v++bOmd6IQVC7733HpLQSULvHURBFBuIIIKKigoCKlZQsICCIFIFQUGKSAnJ7C2Nkjp77/mcizFR1/usfa7W2Wudvd+L3x0PycwY81++NfgXMaOw+HhUqqa0gNwEKjOhHPAACqMbaa0d6UML0odW5HUu1NYAWncDckeQO0YXt+rslBg8wmHIGETxKNfKEkDjbEDnbkBr96E02JBW6VHWmlHWmQXlib2BcpvwsyTWBorscNsa5LZRKAWSVJuQ3KtH9sCEos6NxtyA0ghKo9CwWmLxInf4kFoES7Gizo7svgF5lQ2FxY/UBiU2kNmFtVkSygZWmbwoqx3I7lmRPHAgrxcyDuUGD3K9S3jHa2xI9S4kVh9qt1DKqTN5UdfakD3UI6syorQ4Ubv9qD2gcjRQYhTAYaWtAZnRw537RiQPTUirjaj0drRmn0B0mYV1XmpqQGoQwHat0YOqzhbaK4yUPDAJmfOmAApjAJnBJ7Q5P8qD++9eQ/49f81f5LM5gMoYpNTcgMoQQKEPEdy2AFKLD5UziNYVQGfzozN5kN43IntoQV3vQWcNonEK+63c3kCx0YPMYEdnMPH1saP0HjiQsMho2nbuzms796CtM6OtMSK/X4e8xorMGqDIHKTI2kCJDSTWACVGN6WeIGVuP1qbG7neyt37BmTVVpR1LlR6DzqLn4eBBuQWT+h8FBBatG0gMwjfNVm1l+J7NhTVduQ1NmQmN2pngFJXAJ3Jia7WhvahGc0DM9o6B+WOBkrdDcgcDRRbGygOXfTVFtCZg5QaA2jq3MgeWJDcM6KotaM1+SgNlTgqjQHkFh8yiwep2UmJ2UapL4jGJUTiFNd7KKl3c7vahtzkocwZpNwVFAp3TH5UVmGPk5r9SOwgsUBRrZWSaiOKWivSKiul5iAV7gZK3UEUJg+37xkoqbYirbeitrkp84LaHUQaAmfllgAysw+ZySsAk38RPCFi0Rz8D8CB0oZwMTT5UdS7UNRYkVWZkFebUOrtKE0uFEYPKqMflaUBiSVAic2P3B5AbfUiq7UgqTIhr7OjNPkoNnoEoMTSgMIYQG7wCuCnPYhcb0dSZUZSZeNurZviag/SajeyKjuyaitqixOVxYXS4gkJOgKobcJ+ILEEkFj8KM0+dPUuFA9sFFc5KKn3IjcGkde6kDy0IqmxcbfGxs0qK9er7dysc3G7xk1RtQtJlRNFtQ3ZQyuSahsyvQehmR4kJpBYQekCjSuIXO9FVuNCXuNCWu2gpNaJ0gEaL0gcwp4us4PECCW1PoqrXJQ8dFDy0MbdKgslNRaKaswU1Zm5azDzR10NN+pquF1Tj6zOgsrgQlLn5E6Nndu1NooNLuQmHwqDD6WhAVWI/FOagijrPZQafeiMbjT1dhRVFkruGymqNKE0CK4+uTnwt5LyHw3ufzlF/iUv+d/zX7GePnLbBP/62wr5oN6/gDeFOXTHsAZR2EAaIqPkVgGwk5oEYEZm9KEKnf00zgC36+zcrXdxp8pOcbUTtSlIhQ1KraAwB5CYvBQb3BTVWFDpHTyxbjPJTdoSnZBBs9YdOXvlBtJaA3fqjBQZ7RQbbEhNAiGmsQrkVInejcYZROcFpcvPXZODm7Um7uqtFOttSE1OtA4/D/ygMLqRh4BdIT5BKG7V2EBhcHPngQGp3iSMxYHC6UflBq0LJHUupNV25NXCnVhjcVPmCqJ1+FFbBRFXicETEkUJn09e70ZbZ0d2vx7JAz2Kehtqqw+pyScQL8YAinofKoMfqcmL1hWk1OlHa/WgMDq4cd/IndDZSGf1c8/VgNbsQ2sKoA45wORmkBkbUFtAoXcirTYiqTUhMViRm12UOvyU2wOo6t3Iqq1Iq60o6p1orT7K3UGkJi9Sk/8fIob/6IQQRAKhmAKTB6XRhdrsQmsViHqZwY/UHERma0BiCSIxeZHUO5DVWpHXmJFXW9GaAgLeECL3FCY/smoH0gdWFPUOdHYflZ6GkMiiAYUJYT0zgswKJZYG1M4Gyl1BAbg3e9FWW1DcN6CoMqPSuynRu1E7g6gcggJbZgoitfiRh4gtRQiUVVsC3K2yUnTfLNyt9B6UJg9qiw+F0U1JrZ2ih1ZKqmwo6twhIkDYi2QmrwCGWoXvitLgQl1jRfHQhKzGjNzkRGUPCWbMDUiNQaTGAGorVNgaUNQ4KHlgo7jKiazWhabOgeqB8a/Poa53ozYHkZsakJpBahXOJ7JHALQ5gNLgRVbjRFYjrNXSeh8SQ4BbNS6K6hzcrjZTVGOkuMZEcZWJu/fNFD+whtZ1YW2XPDShqLOjNDiF52oHmb2BO8YGpPYGVK4GgQzU25HX25DVWFDWOSizgs7J3++dqQFJvY+ShzZk1VYkD43cfWjgbrWZOzU2blZZuF1j5m6NkZIHetQPbajv2VA/cKCqcSOvcVB8T0/JQwMyvQ252Y3c4kVtEbp4ZBbh2ZeYg5S6QG3yoKq3o6w2UlJZi/ShAZXeKZRWh0Q5KquA58jM/4xG+c/WvX/Gpvz3r8P/2fyXK2NlJh+qEJuqMAfQWAVmXmcNcKO0mgOnLvDCG+8xaeFyRk2Zyejpc5n52GrWvbmDAyfOU1RRi9rg5Kdrd5m1Yg2Tps6ma9deJCUlEx4ZTlRcDP1GjSRn8lRyCmYyccYynt+8m+uaWhQGP0qDD7Xejc7sQWN2cb5IxvtfH2b1xjconL+SnIJ55E6ex7Qlj/Ps5s18/v0hbpWWozM70dkCIQYZAYC0BLihq+KDb44yavJcsgvnceCnC0irTFySa3nvwEFWvLiZ/HnLyJ08kwmzF7Bi3QZ2ffMdvylKUZg9yENMmNIcRGP0U24O8KfqHk+//Abj5yxm3pp1fH7yHBK9ldNFMl77aB+L1rzIhFmLGT15LtMXPsHL7+7i+JU/kNQa0Tj9FBs8SB81pYeUE/fsHl7avpNJC5eSN2M+T76yDZXei9oSFFQR5gBaawCF3onO5kVWb+H0LQlvff4NC57ewIRZS8jNn8m46XNZuPpZXv/oU45eu8Gth/WozD7UxgBKvR+1rYGb9wxs//J7Rk+bT07BLFZueoMzRXK0jn+U41hAYfIjqXdyqkjO/GdfYsz0+ax6cQvfn/sdrdWL0upHYWtAbgmgNHtRG5zI7utZtWELE+YuYcqy1Wx6f5+gsrM2UFRt5dxdFZ8dO826t3aw4MlnGD9jDjn5Uxk7dQ5TF6xg7avb+ebkRf4srUJj9yG3epHbBBZQaW5AUefjqqKaWY8/S/aUmTy15XVO37yFzmzjm9MXWf/WbmatWEPu1LnkTp7Fwqde4O1P93P+jpwyRxB1SMEgtBIGkBm9lDkauKyoYM0rbzFy0gwKFz3Ozv3fI60yoTZ6kBs9qBzC5yy3N1Bq8vKn7iFfnfuNp7ZuZ+zCZYyYPIPR0+cxZ+WzvLb7M05euY30gQmdxY/C7BPyHs0+5FbhIKT6R37t/6lM0f8f55F1RmEOhC6ZfoHJtASRGb3IDW60Zh9qg5Nzt6Ts2PcNy5/fwLiZCxiVP538uctY/sIm3vpkP+dvK5EbXdysrGP3gcOMnzyb0WMmkdm4GVHRIkTiGJq0aMmYSZPJnTSNURNnMHflWj48fFbYXK1+pBYfSosXrcmD/IGRg6d/5bXdn7JkzYvkTZlN9qRpTJi5gEWrX+DVXZ9w9OJ1lHVOtDaBvXykRFAavZTZApy6VswLr+4gr3Auc1et43dVGXerDBy5eJ1Xtu1k/pKVjJs8nXHTZjJjxUqefftdDl25TlGtVXhPjYK6/BEQqzH7OHT+KmNnL2FE4SymPbGaQ79epswZQGrwozCBKkQkCSpQJ7cr7vPZ0Z949vVtTFm6kpEFsxlZOJspS1fx0ru7+eHiNVS1dkrNgVDOocA8q80BKmyw/bNDzFz6NFMWPcErez5FbrDwi0zJh0d+5KnNWymYu5ScSTMYP3sJT2x8jY+PnOCP0geU2f2oLG4UFm9IMdSALHSYVJiEQ4HCHAgdBIVRmAMoTQ0ojA0oDEE0lgZ0tiA3K+rZ9P7nFCx8nAVPvsCn359AXW/jlyI5Wz89wIxVzzP5sTW88dk3qI0etGZB9aa2+FFZvBTXWvj63CXWvb2LGcufJG/yTHLzp1EwbwmrN77GJ4d+5Kq0FK3Rg8wSoMjq567Nj8zmp6jazAtvbmfC7IXkz13Ks6/v4FaZHpVBKJCUm/xIzG4kZjsqq5sDpy+y9JmXmDRzIU88v4lTN2VITF5ktgakIQWt1OxGY/dy7o6M5c++TG7BPCYtWMWew2dRGd2oDFZ2fnWY6UtWUjB/Oa9+sJfbD+q5or3Pp0dOseblN5k8bxk5k6YwfsYcHlu/gT1HfuSKtpJSu7B/yU0+5EYvP/1RwqJnNzB6+gImzF3Cu3u/4XZ5LTpHaN+xPgJsgoIqz+rl08MnWLhmHaOmzqVg8Sq+Pf8H0norOkeDoE40/GvJwb/nf8II8SZBZKYAKqMAxGrNQeGyZw4gNbnR2P3crjJw+NJ1Nu38iBnLV5JbMJ3cgplMXfgET738BrsPHuWa7iEai5eztxWs37abvILJDBw8lPRG6URFRJGQmEKnnn3Jy59G3sQpjMmfweNrX+H0HQVyi1f4XYzC97Dc4uW6Usenh4+x9o23mbNiNSPHTyV74kymzF/J6pfeYPeBI/xaokRjdqG2eVBYPALoaAmitICs3sve478xZ9V6xs1ZwpuffMGt8nv8oSvno++P8ewrrzN93lLG5c9k8qwlrHhmA69/sJdf7mq4W2dHYQuisAWRmDyU1DupcPq5XV7Frv2Hyc6fycjC2by882MuSNSU2gMU17lQmkMlLVY/arsfpdnJ2TtStn3+NctfeIX8ucvJnjCdMdPmseiZF3h775f8fFuCNuRCU5rcqMweVNYAUmuQXzW1rNr8FjlTZrBg5dP88PNlVA9M/HTlFq9//AULn32J0TMWkjN1LoWLH2ftth18d/EK0nozauuji68AWMjNvr8VTSGXh8Ia/KsMSBYCZh+phUrtQW5X1vLJ4RPkTJ3LqPzpPP3KG5y4dot7Dh/SagdaqwD6Sqw+SgwOfpWoeWLdK4yfsZBlz27gyxO/oLULBJfCJKhXtdYgGluAP8qqWfvWDsZMn0vBghVs2LWX/aevsPyF18nOn8uURU/w9r4DlFTr0dqEWAu5wYciROyoHEFuVRnZf/oC+bMWkztpJstf2Mi+42c4dukq0xYtZfzkaYybMpW8yVMYWTiZ7KkzGV44nVEFMxg1cQo54/MZXziF8VOmMW3pUnbs/4riaj1qmw+F2YPK4uGyopQ9h47y9MbXmThjIWMKZjJx+jxmr1jNc2+8yxenfuZGRRU6RwCF3sHJq8XMWPY0uYVzySuYTV7BdHILpzNq4mSyJ04le8JURo4rYMSESYyZOo0xBdNYuuo5Pth7iJ9+vcmUhasYkT+ThWvW88Xxczx0B1EZvAKRZRGU10qTlzKrn2vKct766EvGzVjEqMmzWbNlO+eK1GgsfmQGL1oHIQeO/99g7P+m9fRfQYu/YqzM//hbW4PIrEEk5gCykIryUSyKyhxAqndTZgsge6DnxKVrbH5vN4WLlpNTOJPcybMonLecx57ZyDsffsnvd9WUmhxc15Wz9bMvGDF5GqMKp9KqYxeiY+KIjBKRkBDPsJEjGT2pgFETC5m5bCVnbpUg1zvQ2B8VFvmp9AQovq/n+3OX2bzjfRaseooxk6eRPTGfSXMWsOqlLbz/zQ9cKFKh1DvQWv3ITV4keo+g/jQ2oLM28OOV28xb/TzZBYWs3rSJ0zfvUFJj4OiVW2zc+SmzV65l7LSFjJk8l5lLVvLs5q18deJnbpc9pNzmR2sJhMppG/5yEP2uus+cFc8wevIcCuYt491936Cz+QRw0CrEQmlNAdQGH1pbkJsVNXx16jzrtr7NlEWPMbxwFiOmzmP26ud5bc/nnLh6E7XejsboRmn2hfbBBnROKKm2s/3L75myZCVTFz/BV2cuIqsy8sstKe9+9hXLn9vAuBkLyJk8i6lLnmD927v44bfrqIxOSu0BtNbgX2T0I8fYo8xfQdEv3DuVZi9qixe1xY/cGEBmDCI1NSCzNqC0N6B2BPjsxM8sWrOWSbMW8vzmt5BU1nJdVcmXJy/w3Fs7yV/8BKPyZzJ+2gKWPbue9/Yf5JJUi9roFcrMQsXYcnMDJUahNPPWfT0nrt/ivX1f8eS6DcxatIxxk2eQWzCN/LlLWPL8Bt4/dIzLyko0lgAaSxCpwYXC6kdmdqMwe1Ca3Jy5KWfuqrVkF85l/lMv8vnR09xz+ah0+rlR+pAdB74nd8YiRk2Zz1OvvMOpP0vQOQLIQopRQckZQFLv4HyRkoWr1zJ+xkIeX7+Fr89fRudoQKYXxICKR8pwk1AGvPrltxg9YwlTl61hy+69HL9wlcWrniEvfzpzlz/F+18eRm30hvZk4T2SmnworX60tgAlVSb2HvuZ8XOWMapwHo+ve51vz/zON2cuM+2xp8kunE524RRGFRaSUziZvCnTGDVxGqMmTCdnwkxyJ80ib9JMcvKnMW3RY3x08Ah3H9SiswqKZ421gSvKSj797kdWrXuZCTPmkDuxgAnTZjF3xZM8/+o29p/6hTv3DZTZG5DXOTh2+RbjZ84nN38qefmTycsvZHThNEblT2NU4UyyC6cxomAK2fnTGD1xJmMnzWXZ6pfYufc7Dp25xPjZi8kunMGy9Zv46vwlypwBZPVuNJagABJbG5BaAujsQa6pKtm882NGT5/HmOnzWLNlG1cU5WjMAgGoMjcgMfr+don/5ZD8z9a9/8vAWLk5ILAu1qBgXzB60ZgClNuCXC7RsXXXZ+RNmkH7rv2IT21MZGwyooRUUhq3oFPPfqxcu4HfSxSUGm0cOPkzrXr0RZSYQmS0mMjIKCIiwggPDycqNpaouCQiRMmkpLdh/JSlXCqpQG30oTP70OkdlFRUs+fgYRY/+QyDs8fRqn0PEpKbESFOIyImlcT0JrTt0pnho3N5etMmDl+4RNFDPUrbI1bQj8Ye4KrmHq/s/IjwxAzCY1J5cdObHPjuOM9t3MKAETk0a9uJmOR0ImLiiUlOpWn7TgzMyePpV17jyOUbKMwe5GYfMrMPhclLhT3Ab8VyBo2ZQHx6Ezr26s+zG7fwxffHmL7wMXoOHEHj5u2JTchAFJNKUmoWXXr1Y8aS5ez5/gh3auqRWtxILAGkZj9Soxu12c0Dl4f8xYtJbdGK6NQMhk2ajkbvQW0JhqxMPjQ2H6U2N39qy/ngwEHmP/E0fYfm0rh5R2IS0okQJyJKSCG9eUt6DRrKpPkL2L7/a35XlaO1+pHqXahsfoqqDLyy8yMyW3UiXJxMt8HZ7D16CpXB8ZdtT24Ssn+K7uv55PBxMtt1ITohlY49+rH53fdR6a2obYJ6WQC+fShrzZy6/CfdBgxFnJxBxz6DWfvGDiqsPiocQc4VKdi4fTcjJxTQoWdv0po1Q5SYRERMHNHxySSkZdGua1/GFMxi8/YP+U2qRGdzhy4QfkotDWjr3Px6U0m77v0Ij01gcF4e2z7awwf7D5A/cx4dewwguXFLIuNSiIhJIr15G/oMHcnKtRs4+ts1Sq1eVCY3aotPyF0xOqnyNnD+loTRBTMJi0micdvOPP3y60ju11BqcaM0utDY/KhMbiotbs5du8WmbTsYPXk6rbv3RtQokzBxAtFxKTTKakP3vsOYtnAFn3x3nJsVNagdfmQWP5IQy6s2N6A2BNEaG4RysP8BC8m/59Ea+Le1/5ENVGkLWTdC+ag6k4tvz1xkxfMv0X9kHk3adECUnEa4OJ7YlAyy2nRk2NhJfHzwGLJqI9fV93hu8zZiEzOICBcTFR5FVHgEEeHhREREEi2OI1KUSLgomQ69hrDh3T2UWvyoTB50Vi+KGjPnrhWx+c33yJ86j579htGkWTuiY5KJjE4kJj6NzKZt6dF3GFPmLOWt3fu4UqxBXWdHZ/Sg0bvR1LuocgY5/ut1ZixYgSiuEW279uOL746x89MDTJ2zlM7d+5KW3hRxXCKi+ESSmzSlXZ9+jJ81l51ffMtVeTk6oxeVwYPS4EVp9qK1ePng26PEN2lFeGwSrXr05KNDh7jn8iOp9yDRN6CygcYWpLjKxImrN3h64yZGTZhE267dScpsTHhsHGHiWBIyM+nUpw/TFyxm56f7kZTXoTYIB1lhPfJQ7YHnN2+jbdd+ZLbswJSFS/ju5/M8vvZFho2ZQKtO3YlPSkckTiImMZ3m7bqQM2Ey6197i+tSNRqjA5VFOKhp7PwHMFYgoQIhUOERGOsPZUw3oDIGUZkE29jtiloWPLOezDYdadu9D0+9+DKnLl7hsaeep++wXFKatCGrbTcWr16LttaKzuhCZ/Ygr7Nw5nYJa7ftZNysBXToPZDkzOZExSYRHi28Py07dGNY3gRWrFnLD+cuU1JjQmH1IrW4Uds8SGtMLF7zHFntOhKX1oS+o8Zz/qYcVb0bjUnI3FLZvSgtDiTVel58812ad+hGTFIazdt14fMjJ5HUWkP2Z2FfU9vcyOqNfHTwCC079yIqIZN2fYezbe+3lFrcaI0WXt6+izZde5HerDWT5yziwI+nWLnuFbLHT6F1h+7EpWQSHpuAKDGJrHYdGD4+n3Wvv82vd5SUm32ojW40Zg+nrt+hYN5SYlMaI07OYPbyJzl1vYhyR6hZ95EN2BJAa/JQZnKxYt0mmnXuiSitKR0H53Dk0i1k9Ta0toBgJTMIxOW/19L/SRMCYh/Z9s0NKA2Pcvr8gjvG4uHW/Vre2neAyYuX06X/IBIbNyEiJo6ImEQSGjWhVecejJkxh/O3JJSaXPxw4RqT5y0nXBSHWBSLKCKK6PAIoiKiiIyJI1wcR3h0HKL4RgzMmcDhX6+jNrvRGH3oDD6kFfV8d+I8Tz63nuyxE2nfvReNsloSFp1EWFQS8SnNadm+F4NHTWDeE0/zxbGTFN2rQmt1oTC5EEqbgsj1bt7e9x2dB+cQm96YhU+t4fPvDvPK2+8ybPR42nTqRkJKBlHiROIS08lq2YGeA0aw6Mm1HDj5C3fu16Nz+JGanUhNDio9fq6qSnnu1W2ExSQSFpfE9MdWcvzaH9xzC2Dso+gutaWBW5UGPvvhDHOXP0W/oaNp1rozCUnpREWKEccnktmyBX2HD2PJ08/yzc+/Iau1ojW70YSKYRXmIDcrTIybtZCoxGTaderKG2/v5NMvDrJwxVP0GDScjJbtiU5IIyI2hfi0JrTv0Zcp85fw3r6vKL5XhzoUmyM1ef92lYTA2L/2UvOjfNxHuXeCw6vMHqDoXi3v7v2auCatCI9LpdewPHZ/eYh7Nh/KOjcqkx+p2YvK7kNSa+DAj6fp1KM/ovg02nfrx/Obt1HmCAg/1+BDaRCAlnK7n2O/3WDkhAKiEpJo0bErL27bxZELf5A7ZR6RiRkkZ7Vk7Kw5/KEpQ2t2ojELhSoKvReFXojeuazU8vzr2xAnpREhTiR/zkL2/XCcr479RLM27YmNS0AUE0uUOIZIcSyihGTCxfFEieIQRcUgjoomRixCFCumcZuWrNm8CUlNLVq7G63NzanrN3nxtTcZnjuWth27EhufQpQojpi4RBo1zqJDj96senEDF27f5YHdg6pKz7c/nqVFu25EipOIEicQJY4jUhxDeLSYyOh4IiPjiAwXExspJiEmjhhRPAMGDOeNt3fz69U7tO/aj4iYFFp16sHq9Zu4Z3WiMjoFa/ijuAWLl0p3kCMXrzBl4WNEJ6YTlZDOkmc3cu6OEp01gFzvQWkJZdQ/UmX+G4z9/3Q9/bsQ9F/BWP/fYKzFj8regNwaFMCxUOSA3BIQ4lmMAkBXVFHDh198w+wFi+neuy+JGZlExiYQFZtIfEoGWS3a03fwKL7+4SS6OgOXJBKWPP88YfFxhMXFEBYdSXh4GBHhYUREhBEVFYE4WoRYFE+Hzr357uyvKPU21DY/MpMXab2TG5oKXt/xMdNmLqJ37wFkNWlKfEwsoqho4pNSaNmuM0NyxjNj8Sq+OXmBuw/q0dp9yEwe5OYgMr2fMluQL46dpn2v/oSJohmUM5Idn37GR19/R+G8pXTuO4xGWe0QxTVCFJNMSloT2nbsyuiJhby2/QMu3pZRZvEJEVZmPyVmH0qbnwslalp37Y84sTFpzTuwcv0WSq1eASC0CGpanSWAWu/k5zsK1r25g3FTZ9Kxaw8SUtIJi0kiLD6V1Oat6TF4KLOWr+DzH36k+EGtoOg3C1nbpU6Q1zp4adsHtO0+gMwWnXhp6w72fvMjTz6/gX5DRpLVqh2iBOFunJjRhI69+zN94TL2HzuF7IGecqsQJaYweJEb/QhgbEOI+BJIPnmoOFL1SC1tDKIwCypJiUmw+t/zNfDuF1/Re1g2yRlZjBozkcMnz/DcK68xZupM2vXsQ2yjDCJj4omJT6ZJy7YMGjWGJ9a+zOlrd5FWWUP7uGBDlxpclNoCfH/xCo+ve4kBI7Np1q4dyWnpRMfFESGOJSYplSat2jEkdxzrXnuXk1eL0JrcaK1eFCYXUoMdtcWFzuLk8C+/0/JqE3wAACAASURBVLnvUMLjUunafxhv7fmMep+PSpubW6X32LL7I1JbdSAirhG9h49mz/c/ojS7kJk8KK1+5AahKL64ysjeo2dp0q47osQM2vcezItv70Zr9qA2+lEYQx1CVj9Kk5MfLl6jz/DRRCVm0qHXINZtfYfz1/5kaN44YhLTyGzWlqnzH+NOZZ3QnfHI9m/2ITc5KXP4uCxRsWbjq4iSMwgTJzFl/jIO/vQzHx04RLN2nYmKjSMqRkykOJoIcTRRsTFEiGIJj44jMioBUXQiYlESEaI4mrRux8Z3tlN8/yHlFjelJg8nL91i3StvkZM3gXZtOxIbF09kZBQx8QmkNW1Gpz79eWL9Ji7LNFQ6/MiqDHx++DgJ6ZlExcYTJY4hWiRCJBYTFS0mShxPREwsYTFiwmLjiIhOJEqUwoBhY3j13Q85fPYimW06EhmfTKsevXlm61toTXZUepcQo2H2hfYOH5XOIEcvXmPi7IVEJqWRlNWKJc+s54q8VLjbGr2oQ8Cq0vrPqIf/Rbbs/3VgrEXI7pBbBDWo3OCm1ORFUWXmjV2f0WdgNtHRyaRntqTfgKHk5k0gZ/REBg3PoWe/Qaxc+xK/l8gpt9g5fuUPpi1bwZipU2nXrRvxyUlERIYTJRYzYOgwcsbnM2rcZCZMWcCzL7/LH5pq1GYvOouH26X3eX//NwzOG01SemMSUxvTrnMvBg8dzajRhQwfNZ4efQbQpHkzImNEpLVozozlj/PlqfOU1NuFw6DVh9ru5/a9OrZ//hURcamER8YydmwBkyfPpH2HzqQ0yqBztx70GziYXv3607p9B2KTUokQiWnevhOPr9vA+WJlyKrgRmJ0UubwckkqZWBuHrGJSbRs1YYxo8czaeIUxKJEmjZtQ8dOPenSpQ+tW3UiJjaJiCgxcSmpjJs5k6/OnUfr9CKz+Sg2Cv+n1u7mvsPDxLlzSWmSRWR8MkPGFqIzeFGbH2XXelCanSjqDLz76V6GjRlHSloTkpIy6NatL8NG5JIzZgJDRubQoWs34pNSiYiNY3DeWN75bD+37tUgN7tQ2lyozQ4+OXSUPoNHEh4RS3rTNryx62PuVlSjsbqRmd1IDIId4bqylA1b3yFcFE9kZCxJKRksWvkUN3QVlDqF30uid6O1+pBX6dn5+QGatm5PeHQcQ3LGsvfwcaqcAR66gpy8fotlz62lTdfu9Og/gKGjRjFy7FhGjZvIyNET6D8sl4ys1ohiU+nWdzCbd+xCXWdApbehNXuotAUo0zv59YaEdp27ExEVTfvOnZg0fQp9hw0lo2kLmrXuSIeuvejQpQdNmrUiOiaO8CgRzdq2Z+Gqp/lTVY7GYEdncaMyOtCYHNT4gly4eZfRk6YSFhVH4xbtWPPSFuQPq6mwuVEZHGjMbnRmF78XSXluwyY6du+JKC6B5u06MmBYNtl54xk+cjTdegwgOTULcVIGY6bN47Njp4TnZvUiNXlQmPyojEE0+gClJlCb/g0g/E8aeSg/SxGKJpAYfCgtAdTWADqrH7XByTVFKXMfe5ImrToQl9yI1h07MSwnj1FjxjMsZzR9Bw9nxNgJfHLwKLIaI7cratix7yC5k6aRM2YiGRmNiY6KRCwW0bhpU8ZOnETO2HxGjitk9oqn2XPwGGVWL1qzC1W9mVNXb/Dk2g20bNOJmIRGNG7ahp59BjNi1DjyRhcwZHgeHTr3IrlRFuK4VDp278+mt97jcpGCcqMLbb0DdZ2dh64A5/8sYtHKp4kSxZOZ1Yp5C5czeGgOjdKa0rxlO3r3HcyAIcPp2rM3mc1bEBmXQFikiMEj8vhw3zdIK2spNbtR6AVrp9ri5oOvD5PUuDnhkWJad+7MR19/zX2HEGUiMQiFX1KDkx8u32DxmudIzmxCYkoj2rRrz6BhQ8kZP4YRo3Pp3KcHyY3TiU9Npd/g4ez79ihFlbWoLB7kJidKk4M6fwMb33yXTj36kprRlAHDRzJz4SIaN29FcmomrVt3oFvX3nTv3Jv09CyiRfGIRHG0a9+Zre/s5LbuHmqzYGFS2wQ17N8xBUIuk8Cqe0P5lP5QNmxQiALQe9GYPMiqDTz58qtktW1HVqvWTCicwuqnnyM9PYvYuBSSkjPp2nMAq57fiK7GRJnJgarOzJkbd1j98hYyWnckOjGNzGZt6N1/CNl548nOG0/fQUPJatkGUVwiSY0ymbVgKccu/o60xoDK7ERlslNhc7HlvZ1069efiJg4mnfszqGTF1DWWNCZBZJJ5/JT6vRyqUTGvMdWEpPUiIgoEWGRYl7f8QG3tPcps/hQmYSMsgqXjz+0Ol7cuo2YpAwiY1LImzqHr05f4L7LT6nJyvbPPqdjj56kNEqnT/+BzFywmJTM5qRmNKNV20507tGHdt17kNo4k6iYWMKjY2jfpScvvfoOyvt6tAYH5TYPf2rKeWXbe6SkZQn7RO54Pvj6MOW2ACqDX8grM/pRGbzojC6KSh8wZtpsYlIySM1qxfi5SymqrAuRAiH7dSiL9/8ty+zf8797/lZFqqwIeWWmIAq9F6XBjdbsQWW0s/fHUwweN5H4jMakNmlCjwEDGJmbR/aYcQwemUPvwcPIzp/M5WIFZSY35/6U8uLW7eSMz6f/oKE0Sm1EZHg4SclJdOvfj5HjxjNy3ARGTShk+XPr+blIhtrsptTspbislq9/OM2kKTNJzcgiMSWNlm070m9INqPGFJKdm0/fgaNo1qoz4vhGiBIbkZs/mc8PH6Wo4gE6sxONyYPa5EVr8fDBwaP0HpGLKD6OnIkTKJw1mx59+pGYkkb7Lt3pPWgofQYMoX2nbqSmNSY8MoaE1CbMXvYE3529gNpgRWVzobA6KfcEuKIu5YXX3iQsUkRYlIjpy5Zz/Oo1HngCyPQelCEL6a1yI58ePkv2xBnEJmSQlt6Sbl37kj0ilwljxzFs2FDadGhLfEoijbKyKJi/mFPXi1DV2dCZPSj1HiHKyxRg6vyliOLiadK4CTOmzyEnZxzNWrQlM6sFHbv0oEvXPrRu3ZnE5DQiomNISElj4Mhcvj8luMzU1oCQyx0CZAVVliAg+Csf1SzsqYLjzo/i0fOvs/DtqfN06DOI6IRGNGndhbWvbkdZZaPUGkRq8CAxudG5fBRV3mfLW9tJz8giIlxEo0ZNmTJ7MZKHRhRmL3KjF5nei8bsp8LiZefn39C9T38ioiLp3qcvh06eQ1pZw7JnXiStWWui45No0aUrP/52GXmNgVKrl1J7EKXRh6zORYXDx4+XfmfyvIWERYoRxyWzZsOr/HJTyolLfzKucA4DhuTSf1A2AwaPYsCgUQwYnMOAgaMYPGgkvbr2ISutKZFhkYSFR9G5Tz9e3/MRarMdjc3DzYpqntu8lQ7deiKOTaBFq3YMGjyC7NyxjMgdy4ChI+nebxBrNm7m1zslPLC50VQbOXHxKuMKZtF30Aj6Dh5Bv8Ej6DtoMH0HD6Xf0BH0GzyMLl17kBwTjzgiApE4htET8zn440m0D2rJHpdPfEo6CSlpjM2fzB1dORqTA5XViyx0oZaZPVS6/ez+6iADR40hXBRPfGoT3vnkALfLqim3CcSkzCA0u/+zG+PvQst/5gD/d69F/ydMwz/AWMGW/pc1/V/AWCFXNBDqHHgEYviF+A+Dm3KHn88O/0Tu+EKSktNISk2jx4BBDBs9npFjJjBk5Gj6DMqm56BsDv50FnWdgesaHa/t+ZjhEyaQPWkSrTp1RBQbKwBACQkMGjqUMWMmMGbsZOYueZKTV26hNFhR291I9FYuStS8uHU7XXoMJDkpk6zM5vTt3Z+8vLHkjB5L/6HDaN62PVGxCYRFx1E4eyEHTpxBUmtA4whFh+k9VNgD7DtynFaduhIRFUmX7l2YPmcOuRMKiE9tTNuOPejddygDBg6je/deNG6cRURUNGERUXTrPYCNW9/lluYeSqsHqdlDicWLwu7nQomSNp37IYpNp1Fma1at3USFzYvc6qHE5EZu9qLUO7hUomLVhldp0akHSWmNadWmHQMGDxPugHkT6NyrLymZjUlISyenoJDvL/xGSa0JlVUgqbTWAKUmL+9+vJ/eA7NJSm3KxMI5jJswnVZtOpGcmk67Dp3o2qM7rdu1JTktjUhxDIkpjRhbMJXjF35HVWtBZ/EiNwrxKgprQygSJpRZbm/4OyLI8vf7ozQJMYQSo5eSOhu1DfDJd4cZmD2KhOQUunXvyaLHHqN523YkZzamebt2dOnZg+7de5DVpAmxMXFERIrJaNaGVete5lKJCrXJicoiKFkVBgf3HAE+P3qCiXPm075HT/oOH8bQ3BxGjhlN9pgxDB2RTYuWbRDHJNKhS2+efXkrNzSV3Hc3oDQ5kemt6KxOyq12jpz/lc69+hMWGUO33gPY8cle9F4fZSYrypp69h4+SteBQ4iIjqNJ6468svND7jysR2XzorR4kdY5KbX6+ENTyYa3diNOyCQiOpHEtGbMWvYkdytqKLMEUBt9SPUu1FYPKqOZtz75gtadexAmimfAiFy+PvYTZXV65j/2OBlZzYkWJ9K59yBO3ihConegsvjRmPzorAGkBivlTg/fnTlHwfRZhEeJEcUmsG7zVi7fkXDk7C+Mzp/CwCHDGTRkGAOGDKXf4CH0HTyYPoMGM3DYSDp36UV6ahbREbGERYjpNmAwO77cj8JgRGt2cre0hpXPbKJ1ux7Ex6fStnUHhg/PJidvLCPzxtJ/xCj6jcxl1cuvcUmupczuQ1Jt5ODZiwzOHUP/4aPoN3Q4/QYNYeCgoQwcOIyBg4cxYPBgOnTpiDg+jvAIMSJRIvlT5nDo+Bn+lKnoNyKbuJRGxKQ2YuK8+VxX6qi0eVEbXEJ0mdGN0uLhgSvIzi++of+IXCJiE2javjO7vviGuxU1lFv9aM1+wS35SDX/j3XuP8uVFRwB/2uw9n/C/JfHFKjtgjpIafRRavHz0OXn7LU7DB+dT1h0AmlNWjBl9gKOnPgZme4eUt19zvz+Jx8fPMKJq7eQPNRTanWjMFi5c6+KUouZtW+8TuuunQgTRZKQmcm3p09TfP8h8mojJQ+MlFRZkBicKK1e7lbp+ezIj7To2oPo+HjEKSkMzBvLq+/t4eIfxSgqqrkl07D/+x9Y8PgKGjVvTmRsLDGpGUxftoqfb8kot4PM6EFh9CCpNvP54eNEJaQSER2HWJxAbGwimVnNGJdfwM5PP+XY+XN8e/w467a8Ro++A4lPbkREZAwduvVh7WvvotI7kJtcIYDSw2WZgtyCAuKTE0lKSiA5MYnEuBQ6tu/O8ifW8PbOPWx//xOefGYdXXv2IyGlEREiEY1btWLB6jVojHbh4GPyoDR7qHT6eeDwUDBvPqlNmxGd1IjhE6agrnOhNQdRGP0oTV6Kqw0cOneRrgMHI0pMJik1gyFDs9mxaw/Xi6QoKu5z6eZttu16n/5DR5CQ1IjwiBgGjBzNB4eOUub0Ibc40NpcHL90jVmLlhMeISYiKp6nX9jIdbmae74AxQY7MpOTSrefk79fZ9rshYSHi0hMSEUUHU/epMkc+/0qld4GlFY/Ur0brdnL3fIHvLD5DTJatiE6sRFT5y/l0l05Va4GKu1+7lTWsP/kOTbueJ8vjp3gqlRJcdkDpPfruFtRw6nf/2TyrEVkZrUhMjaRXkOG8cuft9GabOgsHiG6os7GL9fv0q5jZ8QxYuIS44hNjic2LYUBObmsXLuebR98xJvv7WbxipU0a9UaUXw8ESIxrdp34v19XyOr0lNqcaM2OtBYXNx3Bjj3RxF5k6YSFhlLk2ZteG7jayiraqiwOlHUW1GbnJRZ3Kzd8gbtuvUkKj6Rlp268NRLGzn121Wkpfe4KVHxyf6DZI8rIKlRFqKUxkxe8jiX5Bru+xuQmYRcY5UxgCaUn/dvZez/rBFKlvx/lXA9Ch5Xm3zoLD6KH+h58+MvaNG+K5HiBLr07s9Lr7/JDakcecVD/pRrOfbL7+w7doo/Sx+gtHhR2YQ8n+L7tcgfVDN83DjECfEkp6cxYfp0dLW1yKvrKL5fK2T3mRwoTE50Di/n70p5fP1GRGnphIljSWrWnJnLH2f/0RPcUpahvFfP5Tsytu7+mOFjJyJOSCQsWkyzjl1444NPkD6oR220U1JjpsLt50KJnOXPrSVcJEYUl4goLhFxXBKdu/Vh9XPrOXjsFD+c/YWde79g5pKlpLdoQXh0DGHhIgqmzuGHs79S5QkIqnKbF4XRwe79h0jLakV4uIhWHTvx4f6vuG8XrFESgw+NI8jPJSpWvLSZyKRUomPi6TNgCBtf3cr5K9eQ3bvPnfJydh34kpEF+cQ2SiM2IYUhI8Zw9OI1lEYHaqsbpdFGtSfAlnfeo1uvfojjkkhOb0xElJiUjCxyxk7kxQ2b2bNnH9t37KFg6iyatWpLRJQIcUwsnXv04vtzvyHXO0LPO5S5ZRUsVjJT8K/8Q6nRjczkQWUJoLE0oKj3oTEFURt86MxeVPUmXtn1Pq26dCE1M5OWbdrQtGlzYmOTaNu+C6PGTOSxp55nz9ffUW6yc9/h5apczbrXt5GY2YyIqHhSMpoxe+FyDh49SYmuElnlQ46e+4UlTz5Nyw5diI5NICxCxPwVT3Li9xuUml0o6y3UBxr4+sRJsidOIkwcR3pWS97d8wWSezWUWX3IDS4UFjflbj9fnzjDmElTiIlPJjYxifBwEYseW83ZK7eptPiQ6e0oTC4eePz8fOMmi1Y9RWRMEhGRCTy5fgu/SlRU+RrQmax8+PU3dOzWlZgYMQmJCYjikkhIziB7bD5rX9nKrs+/YPP27UycOZMmzVsQFR1DVHQ8rdv34OylP1HWmtFZ3Ege1HP0519p16UXosRUmrXvzJPrN1FqdKE1+oQWYKMXjclLqdHJd2cu0mPQMMJEcbTp0ov1b++izOoQMqlMPkptgnVRafT+p4UZ/57/vpGHrM+PbKrK0LPVmj1ojE6uKcsoWLiMtGatSG7clNz8Qr74/jAlmjJk5fe4ePMuX5/4mS+Pn0ZRa0Zn9qLUO1HUWVDWGjhw7Ed6DRxIWGQkbTt3Zsvu9yh5cJ+SBw+5U/mQu9V6Ia7D4UNn87L/p5/JK5hOWKSIKFEsPfoNYs36lzl+7jfk5dVIS6s4dvYSK5/dQLuufYgUCWRU9oR89v5wnDKzE43Bgarezn2nn69+OsvwsZMIj4oiISWZ6JhYktMyGJKTx2u7dvHd2Z/5/szPvP7eLkbnTyYmPonwCBGpmU15/Nm1XJNrKHP5KK43U+b2clWt4/ktWwmLjCYsWszsFU/w49UblNl9KGodqPVeSk1eDpy4QN7UuYSLkohNSmdcwQx2ffQFN4sVVNbU89sfN1j/6mZ6DxlIVFwcsUmNWPPKG1yW6ii1+FEYfMj1ATQGH1MXLCE2IZ7YGDFNMrOIiU2kbcduzF64lLff+4APP/6SDRtfZ+jIXJLTmxAWFYM4LolFTzzLhTsySu1C1rbM6EFh9qO2Cqp2hdGH1CAQWo/K2ZSWIJpQ/IhKb6fc7OSqVMmMpStITMlAlJDB/Mee5Zqsggp3AyUmJxKzE7Xdw4W7UqbNmktKUipx0XHEiBLp1W8YP135E4XZjcIqEKlaWwO6eier122mZdsOxMTHMmrcGG4ptVTZvOza9w39RuYRJo4nJimFV9/bzQ1tBaX2gFAKbBU6BkpNbt7f/y1devcjPFJE01btefezr7hzz8TdBzZOXJHyw7mbHP+1iJOX7vLjxVt8d+YKJ375k5PnrvH6G7sZMCCHsPB4RHFpLH9uA2duSylzNqA0+3n/u1P0GpxLhCiJZm06s/L5DZz67QaS8hrulldz+o+7fHDwR84VKZHW2imzCxmUxQ/NnLhazJGLf3D01+v8+OsfHLlwhcMXf+f7S5fZf+Y0697cSmpGOpGiaFJbNOeJjRsoqa6i0unimc2v0rpjJ8IiIuncvSdHzp1Ha7IJ6j3jo+xcN0q9nedffYvWXbojSkqldbdeHLvwO+o6G+W2IFqLkOmttjaEctb/IxgrkJjC/HevQ/9nzL+CsY8KTf8Bxob+rdQY+i44Q2Vtei8Kg1DAVWryIK0yMGnuUlIatyQhtQmDcybw2eFjXJHrKKqo4bJEx+ELN9h3/ALyWisamyC8KdE7uFlZg6zayONrN5LSuCXRMUk069CJU79dQfnASHGFkdsVemRGB1KTDZ3bw817lWz96COikoR7eFpmcwqmzWP/4Z+4U17FH6WVHLl8hVWbNtGsc2ciRNGER4sonLeA7y78RpkrFH9i9FIZAmNbd+6KOCaG9Iw0EpJTSGyUSY/+Q9n01nYO/Xian85eYM9n+5i3cBGZzZsRFRNLWEQ0ffoPZfe+ryl3+VHZfUhtXmQ2L2fvyGjXbQDimEY0Sm/BU2s38dAVRG51c8dgR23zck1dyabte4jPaEZ0bBJd+wxgzUubOHP5OtLKGm6pK9i17wB5BVMQJ6UQFhXN4jXPcfrPu5TafajNHqGs1ezhs2+OMCJ3PBGRcSSmZBIVnUBKehajxk7k1W3vsOfLL1m/ZQvDcnJJbJROWISIsAgRL255kytSDWU2gXgXiqwE18GjmDW5LYjM4hdKsUJ2fZ0N5Pqg0L9g9qMwuKgLwNfHTzA8Jw+RKIak5FSiYmKJT0phUHYOT720kfc/38d7uz9kwYJFdOrQCXF0DBFRMSQ0zuLTw0cpqdajsQkFaEqjkwpbgIvFKj449ANvfLKXo79f5ZpaQ3HlfeSVD7h6u5gnn3mRZi06EBEZT7+hOXx+5ASVDh/a0J1Ca3GhNdg4dOYcnXr0Iiwymu59+rPjk73UuLyUmqzcszk598dNpi1YRFRcIqLEFB5ft4Gr2jLu+YPIDU5URi/llgAnL99i0oyFRImSiE1MIzo2mRF5kzhz5RblFh+lFh8ai5dyhw9ZdS2PrVtP41ZtiE5MYdKsedxW6TD6g7zz0Sf07DeIsLBoMpu2YvtXB7n1sB6l2Yui3oPWFEBmsqOzOdm25yO69OxFlCiW/4e994yuqlzb/bNWVrLSO0kIhN57V0BREEQFAbFiQ8WGW+zIRlBRUVSwbOwKCqhI7wLSQXpLsnpLJQkpa82yev+dDzO49xjv//w/nTPefca7P9xfM0aSOe/5PNd93b+rqHM3vlu/GV2Dk7J6F7tOXmbL/hPsOniKXUdOs+PISbYcOs6Gg0fZdfQkb7zzEUOGjUWVmE5SZj5PL3iTXRfLsfhDVDjd/LBpL737j0atzadz7yE8OW8+xy8aqahu4qyllm3Hz/Pt1n3s01VS3hpQshqEMGevCKw/fJaNh8+w+fApth46ya4jZ9hx6BR7Dp9ky+7feW3hAtoVtUOdmEz7kq689d7HmGsbsdQ38fyChZR060FCajrDx01g7fY91PtDWMWA8u1ow+rZBR/PzF9Exx59ScnKY8gNN3P4fBnmqwJ2IYi1zdVtFP9rOP2/DvP+Okf+S/bAv2v9Hw/w0rcGMDkDWJwBHEKAGtHPW598Qa9ho1Bn5zF0wiT2nbuE1Sljl5QVe7McwO5VglEMouIkM4sRTE4fDaEoCz74kC79+5OQlk5mx85sO3UOvaCEq5ikqLIG7I1j88bZ8ecFHn1mHonJ6aiSUxl7+1RW/rYJs+jB7g7hkINYXG7sLomTBgPPLlxEQeduqFOy6dZnGC8u/IArEtiFKA4phs0Z4OddB0jNK0adlI46KY3Cjp25+9HHOGOxYXS2YJUlrKLE5eorbNhzgEHDRpOSmkNySg6jb7qdU+UOqqQgZiGITQ5xuMLA2NvvIC0rA3WiitT0TIZfP461m3dTXt+ITfZgkz2UXWnk19//oN/wkWgzstGkZTFs7HgOnCrDJvqxSGH0zR6srW4aPUHufOBBcos6oMnIY/Ttd2FtDWBujWAT41S54xypsHLnw4+TXdQeVWo6N9x6Oz9u3Ealy4PF5cYm+6jx+DHXX+W3bXsYPupG0tLzSc0u5KapMzltq8Xg8lIdinLKWsnCpSvQpOSiUqdz38NPsf3oaaqCMSpEPxWCD6vk55v1Wxg47Ho0ian07TOI/Pz2DBw1lg++W82VMJgkhVVkdQU5cL6CKfc9TFZeER179OXVJcswNEjYXP9MLdYLAXRODybRr6ANhHDbdD1EbSDIL9v3MWbC7aiS0ynp2p35yz7icmMzJsmHSfJjFb3sPX2Jbn0HoNJoUGkSyS1sx50PPsSO4ycxXm2hWvJQK3qobnay+P1l9B44iITEJPKLSnhgzlzO2euo8kWVdQanhzpfnANny5k45R4SEjMo6tideW+8Q0Xd1bb1NR+Vko/95/QMGDUOTUY+3QeP5JWlH1EpSZhFN0bBTaXsxeEU2HXsDMPHTSQlr5ihN0xgxQ9rqZICWAQ/FlGBwZvdcSqckbZk+f/Uv0spaZnKc2mRoljkGGZXCLMzQKUc5rSthhun3UdmYQeKuvdm7oI3sTS6qPeGsbV6sTr9WIWgEkIiRakQo5S5wlS4gljkALXeEDfeOYPkrBxyioqZMutB6n0Kk9Mk+DF7IhikIAYxiMMd5qNVPzN47HhUKWmos/OYs3Ahv1+8iFXyYHR6MLX6sMlBDK0yq3fuZezUO1GnppOYks6kGfeydtdeGsIx9K4ANl+UY6ZKnn/jbVRJKSRr01FrUxl0/RiWfLoSQ6MTu+THJvuxSl4OV+j5+wcfkJrfDpUmleKOPXj21cUYm9wKX08KYRICrFyzgZx2HVCpUujWfzDfrt9ArTdExVW3kujq9LD0mx8YcN0YUtKzGDRsFKt/3YqhrpFqj4KBqZBCmGQvq3fvZfLds1AlpqNNL2TJZ99xprIeuzuIvlnEGYuzZPmn9B00HFWilkRtGik5BTz36kIOnT7HFadEdZObWqeHUwYrc155jbxOpai0WpJSUnn7sy845biCzRNrc221cUqvMbfalI2f9gAAIABJREFUWGImOfKXM9Ymg6k1irFVQTRUyWGMTU5ee+8DOnbrRnJKKimp6aRn5jJ6/CS+WrueMxY7xlYBvUvCJLhxuH38Y91vjBw3iURNJqnpBbw4/y0Onymjxu2nyh/GKHmpdPs4qTPx+pL3ySpsj1qbTmGnnixa9hnldS1KEIU3wsFyHXfPeQp1Rg5ZuUXMnvsyhy+ZlXBFVwCd6KcqEGfx8s/pN3g42fnt6D1oEInJqYybOIX12/dR742ga/Gic/mp8YVZ//sfTLn7ARKTMskt7so/1m6kvKGVmkAUqyiz4ocf6dG3L5qkJJKSU8nOL2Lua4v542wZ1hYJu+jB7BK5XFPHUy+/Qmm3niSoU8gr6szby7/kbHU9Vm8Ik+DjtLmKidPuI7ugmKSMLCbddS9/6u04hDB2KaIIsWIIc5PI60s/plOPPiQkpTD8hgls+OMYdiGAvW1obGgNYbqWGP8fMfbfqsxS9K9+apVjGJxBLEK4LaREZuOBE3ToOxR1VjuG3ngLH339A3Wyj2o5QOW1AawYwCwFlF4sK6FSFilAlT/AT7v2Mfi6MSQkJdN94ECWfv01NZKEXfZiEv2Y3BHK5TC2YJyj5kqemr+YzKJSErUZdOk9gE+/X0NFTT01sg9zi4dqKUKtO8gFWw0ffbWakq59SEzOIC2/mCdfWsBZczXV7gjWVj+NwSjr9+zn5tumk6DRotZo0WZlM/nue1m383dsohu7O4BV8mJocrL10FFuv+se0jJzUGu0XHfjBD7/8WfqIzEqmt1U+cKcMFl55c130SSlolIlcc9jT7L9xGmuBKLYWn3Ue6KcMzmYO//vpOW3Q5uRyV2PzWHHydPYJS92OYjB5cPuDqJraObdlV/SdcBgErVZ9Bg4itXb9mOTwtj9yhnE5Awz/dHH0WZloFKrSdamMWj4GD799ifOmyuxN4k4GkXqWiQ27NzHHXfPIkGbQaI2k77DxrJq6z5lwCzF/vp2WiQleMXY5ow1CBEs1xjmrjYHuzOAsclNrRxAV1PH/HeXkdeuI6rEDO6Y8RA7jp7HEYhj8oYxeoMYJQ+//XGITr36kJqWQdfO3Sgp6UTXPgNZ9v2P6F0SencQnRTCLEW4WHmVOx94nPySUkp7dOeZl1+hyunhiifKjuPnuOvhOSRo0khKz+H+J55h//kyHN4oFc4g5a4gdm+ci1VXefXtD8jMLyYxOZXRE25l46FjWD0hdEIAk6QgXkxyCIsnhNkTxCB5qPMH2XfmLI/MfZ7UvEISUzMZcctt/LRnHwanhE32UecP8vhLC2nftS/ZRZ2Z+uATlNU2YXUFsMtRbO4oFncIo+zH5A63BS/FqHBdcwkpa9YmKYhZCmEUguhdfizeAD8fOcyts+5HnZxMgjaFe599lk0nT2PzB3EEwny7ZSfDbxyPOjmVjt16MP+9pZyvrMMqKKFpViFGlTfGcV0V0x96gtTsfPKKSrhn9hzOmSupcSs4OaNT+XbrnKF/JsmL0f+Isf/X6n8jxgqx//J31gvKc2L2KAx5U1v4s10MYXN62HL4FL1G3og6NY9hY27hs7UbqfT50bv8mOQwVk8EsxzCIAQoawlyyRmmXIqhd0cpa/VTF4jy/KKlZBf1QJOST2G3fhy6qMPhVjjRRm+UCjmIXvJhlCS+37GNYTffjCpJS2p2Ox568nm2Hz2Fw+NH5wmh84bR+4IctTtY+tXX5BUWoUlKoaBjZ558dSGX65yY3TEsUoy6QJxVm7dT2qsvKnUi6kQNqdm5TJpxDxv3HqJalqn1+nGIHmwukUtVVXzw9dd07NkLVVIqmbmFjL99OhdrGjBKPvSyH5M7yMEyE517DUGrzaOgsDPPvfwGlYIPnejB6o/g8Eb4+fdDjJ44FbUmjeIuPVm0/HPO19RT5Q8qDG8hgF1w89vv+7nptmmoNSl06z+Uz39arwzxnF6MTRJNwQjrd+/h1ukzSNBoUSUlk5yVxwNP/o0dR05SJciYWgQcLpEfNmzhljtmkJCYhjo5i8nTH2D93iPY5RAGMYheDmF0t+EqXGHMbQOla9kHRjGEwRnE4QaLK9aW+xDBLodpisC3v/7GdTfchCoxCXVyKgnJ6dz/xLNsOngMS6tEleil2unBXN3I0veXM6D/YFTqJFRpGTz9+hvsv6RTUBIuvxK+KyjZGgaXH5PoxeQJYvNFMIl+LE4/DqePoxdM3DBxOimZRXTqOZBnXn+L8gYJg6CcX63uIA7Zy9aDR+g7eCgJGi39ho7kwy+/pTEUxtgqUuXxc8Zi4+W33yM5MxuVRsuMh2ez5fgpqoMx9C1u7GKYSleQHzftpufAUag16XTr1Z+C4lIGDLueFd/9RJ0vhNnlxdjqxuJ0c0xnZvK995NTWETHnr3528I3MTW0UuePsO3YaSZPu5cElZbM3ELuenouRyx2qnxxbKIS9G6QQ1xuaOa51xeSU1BEaloW142fzO9nLmMUQ5QJyv/MJgexuoJY27Zs7O4g1b4gu0+e457ZT5ORV0JKTjGDx01i4/FTVIhujL4AFxqamfXMi7Qr6U5qQUemPT6X044r2L0hrO6osh0mKegxk6w44yucbeFknhg6MYRRDmF2BzHLQUxCCKs7SI03yM87dnP7jBmKk1ylZfYz89h38jwN3gjWFokftmyjz6jRJKRk0r3PYBa8twJLqw+LHMEoRzG5oxiEAKctNUyYcR8puYUUlHbh7sefxHiliTpPmGp3RDnji1EMrvB/EWP/dcvin4Ha/4PEWCWFL4pFjGJxhrA6A1TLQWpkPy+/8z5d+g9AnZPDqClTOOWoxO5rs++LQXTuGDqPkgyrd8cUKLYrhrElREs4zqIPPqZbn4GoktPJ7tCFnacuYpYDWH1xTO629TV3nIqrHj74xyp69BhEkjqNTl378P7n33LOUY9VvsZ4CWJ0hzG7Q+haRQ6U6Rl7251k5LUnPauYCZPv4eRFG7bmIJVinEoxzMb9x0jNb48qKRV1SgY33nYn32/Zid0bQu/2oHd7Mbr9WCQ/lmYnr7+1lN59h6LRZNC91yA+/+5njI0SZmcAuxzkmP6fYmyCJpE+Q0ew8MNPsbS4qBA96DwBKtx+dKIbY0srz7y2gNLuvVElptCjzxC+XbsFY5OMTY5gavXhcHm56g0yfdZD5BaWoMnMZ8yUezA1+bEKMRxSHEODzKrNeyjo3JPE1HQ69e7H/KXLqGhsVoIUPBH0UhCTGMDh8mFraOGVBW/Tq+9QklKy6TVgBKu37KGiScLmCXOhtomVazeSVdwFdUouYydMZeW6zcp0XApicoe5dMXJwvc/ITe/hOLizjz62NP0HTCUws49efD5V6n1KxxNqxDG3OJl88ETdB88kuT0HIaNvYVPVv1KpazwWMqcYQyeGCZvHL0cVWDPbWFxVm8cmz9OtT+OsbaFWY/PJSU7n9ySjsx88mlOVddh8gQxuoMYRB97z5XTrc9AEtRJpGZmM+qm8Ww+dJSKZgGTFMAk+nFIQercQf44c57psx4iPbeA1Ix8+o8cx95zFRicPipcPgySn/pInIPndUy6414S1OkUdezOC4veo7z+KjbZj9nl43xlAws++AdFXfqRlt+BqQ89wbZT55X3wBuiXPShF7zYJR+VLjdPvrSAjt36Udq9H8+8+neqBS920Y9ZDCoTZlcQkzv2Lysk/6l/h7K6Y4rDwBX662JpcgWxOANUucOcslbS+/qbSckppKRnf15+50NqPWEF1C+EMLchDvRiFJMHKgRlYm1zx3C4o1SKQcZNuYvkzDxy2pVw5/2P0OAO4RADWKUwFrktPMMd41i5g1lPvEBGTjHpWfncePtUNh8/QYVLxCgFlMN12+DL6o5wtqqBFT+uI7e0C4mpWXTpNYiXF7+PvkHE7FISUM/Ya3ll8Xuo1Mmo1UlkF7dn7huLOay3YvNE/+qxOjGArlVi//mLjJl8Oxl57UhKzeaWqfew+3SZEoYlKxzllWs2kt2uFJUmnc79hrDy5w3UeiPYhCBV7ihHy43MeuoZ0vPyye/QgdcWv805ox2HEETvjHDRFeeSGMfoi3PCcYVFy1fSrmN3VMk5THv4WbYcPYfDHcLglGiJx3l7xWf0HTycBHUy6TkFTJ75ADuP/Ym5yYXN6cPqCmITg9g9Ab7ZvoObps8gITmJBI2GB+c+z+4zF6n2XUsYj2NwRZV0WklJJTXIYUyefzJjTWKbO7Y1hKFF6S2WVhevL11Gpx69UGuSSc3Ipv+I61m3cx/naxswSF70sg+d7MfiDXGuup6nXllIVkEpaZmFDBkxjk27D2G+KmISfZRLfi5LAUxyCJvgZdvh49xxzyySU7PQpORw3+y57DpxCbsnhlkKU97k4uX3ltGuay+02QUMv2ESO45fwC4rAwSjFEHf4uXeOX+joEM3+gwezpwXXiAlPZuOXfvy7sdfYawXFZ6bGMLY6ubDb1czcORYtKn5jLhhMlsOn0Hf5MYs+LDJblb8uJYe/QagStSQXVDEjVNmsPe8Dn2LB7Oo8L4sbh81/jBrd+5m/JTpJCRnkJZVxLSHnmJ/mUlxU0t+jK0ii1d8QZe+A1BpUxg0ajRf/byRajmAXQwoqatOHxdstUx78DHyijuQX1LKQ08/T1mNIlrYxKiyWeBSVp5M/xFi/63KJLQJM4IysLW44wqj2BXALocwNctsPnCcdh17kJCcyZiJd/Ddb1tpjcaxuLzoW33onEEMUhSrH3QuMIlKGKBdClPjC/HLnsMMvX4cCYlaevQdwLIvv6FGdFMpKaYCkxjB5FEG/V/8spUbJt1JojaLrLwiXl64hOMVJuxyALMUwuqNtrl3lfDYw5f0PDFvPpk5RaiSsxgzcSpf/7KVK744llY/V3xRNvx+iFvvvBeVOpkEVRKDRo1l2Tffo2tqxSgFMXljGOQQVneY8ivNfP/bRrr07YcmLYP2XXvy+AvzMTbLGJp91PqinDBYeemNd9p+noZ7HnuKnX+eoTEYwd7spl4M8MMvG7jp1slos7PoPmQQq3fs4kJDCyaPEsp1WY6id0dx+CPsPHmWWU8+hyoxlZT0AuYv/YRjljpFpJHAIIS589EnSMrKQJ2cRG77Uha8t5zjOguV7iCVcoRqMUKVM4C+tpkln3xJx179USWlkN6uA2+v/J6ztS3YvHFFZG0bipgEhbFo+sutpTDYDYKycWKVo1icAarlEOarTlZv3klp74GotdmMGHMLn6z6BXsgSoXoxeD2c+7KVZavWkNqVg5devXhzrvuYdToG2jXoTOznnuJS/XNGOUABimI3unl99OXGTxmAilZuQwbM5YV36+mPhDF6gpwvvIqr3/wKfml3UlMTmfI9TexeutujE4vJreSGu/wxdl7ppwH5zxPYnIWyenZzH19EUcqTDi8YUxSEKu7Dckgh9FJfnSSF6vPz6X6Kzz/5pt0GTCApOwcCrv3YMXqNZyvrMMuerE7PTS4A9zz6FMUlHQhu7ADMx5+nCrBq3xbpDBGSWGwmt1R5Yx4jbkrK+dnvRxBJ4WU3i2FMUkRagJx9l4oY84r88kvKUWt0TJm3ERWbdyOvlHALoepdMc4oXNw14NPkJHdjszcQm68bQondVYcQghTaxBjS4DaQJT1+08wZuIU1KkZdOnbn+Xf/oCp0YlDDGJ2KnkWZreSaaEX/7kSfW3N1PQvYqzpWv0b9KX/tyvGv4qwSpjqf3XGXsMU6IRIG39dMRXYxRDGqxJrdv5Bl/7DSUjJYvSE21mz/XeuxsAiB9AJPnSiH70YosIVwChH0cvKvd7sVsS2Ok+U5xe8S067riSl5FLSvR9HL1RQ7Y5hFMKUOwPopTAOX4Rz1fUs+GA5GfntSUjOYuj1N/PNuo1YmgRskp9y0YfRF0Yn+9E7JY6U6Zj5wGxy80rQpGQzcdq9bD92HocvjsEVwuGJ8P3mnXQeMAR1SgoJmiRGj5/EZ6vXYmkVMAp+jHJQKcmP3iVztraemU88Q7vSriQmpdKj70B+3r0ffYuIye3HLPs5Um6hS5+haNPyKSjuyt/mL6ZaCmAUvdh9EU7Z63j9vY/Jyi8hIVHLvY8+ztYTJzF6AlwSfeg8CuKqyhPhtMHGgrffJzEpnazCjrz2zoecs12hUgqhu+qiIRBh3c7dTJw2jQRNEglJSQwcfSP/+HkDFU0iRiGAxROhyhfjpMHBa28tIzu/E6rELHr0H8lnazYofFUxiM4dwiC3bfC5wlhc/8JvdkcwSSH0rX4sQgS7FFfQh60BTE4fzVFYtWkro8dPJCFRS0pGLoPHTGDtroOUNYqYZMUlbxXC1Hui7Nh/lHsfeJSERC0JSVrGT5vJr/uPUOmJoGv1/RX8bpDj6OUYZUKYMiFChRjBLEdxeGPUeOPUSn4enfsaRaW9yG7XgUkzH+RinatNeItg9kSwCF5+23uI3oOGK2LskBF89NV3NIXD6FvcmMUA5Q2tfLNhG3klpSQmp3L9+El8vm4DNd4YRqcXhxjmcuVVlnz8BVn5HWnfpSczZz3CwKGjaF/ag9nPvUSNJ4BNCmAV/JibJXYeO03XgYNJzs5lxM0TWb76Z6q8YRw+JXDyuQVvUdihG9rMfLqNGMUvfxzB0OrD7IphcEaw+mPsOneJabMeRqNNI7ddCc8vXMIJUy0mOUqFFEHfNpy0iFEsYgSbFFG2xhqu8uz8hXTt0x9tRjbd+g/m87U/c6G+HqPbjcnt5lJdPVPuvp/8olKyi0t56PmXsErKM2oQlM0Gk6QI7gZnCLMYw/xXr2jj93vimD0xDGKICqePmnCcPWcv8Mizz1FQXEJKehajbrqV3/YewNDQis3lwyYFOGmr5pZ7HyQtr4Tcdp25feYjnLU3YmxDuxmlEEaXj00HjjN4zM2o07PpM+I6Pvp2FbVuH3bBp2w2OduME213ZcO/9rj/6WKsUYxiaks6NUtRLEIQu+Sn1hPknc+/oPfQYajS0+k5fDjLf1zD+dpGzHIAoztMhRSjQo5z2RVTwNCS4jIytgZxhuMs/uBjuvUegFqTTm77ruw6cVEJ85CVKY3BFcXmjXOo3M4Tz80nJTmb1ORs7rjzXnYe/JNKUVHvdWKYcjGsiL9yGIMcxO4O8NKb79Gl5wDUien07T+CH37eivmqG4ccxSYG+W3/EVIKilElp5Ke147Z817lTGU9Nl+ccslHuRSgQgpikMNU+6Js/P0QN02agjYtm6IOnXn02Re5UNmIqTWAQw5yXGfghttuV5yxKVpuu+cBtp24QHUALrt8lMlByuQAFaKPSk+Ar3/5jaGjxpKgSqG0ax/e/nAlukYnNk8Eg8uHTfDQ7A8y/f4HyS1ojyY9jzF33I2p2acIM54YJ/R2Xl+yjISkNBISkxk/ZRqrtu+mMhDlstNPuRxDJ0cxCCFsrhANnii/bvudG2+5A01qFsWduvPc39/iYk0TVimEocXDlmOn6T1qHNqsQrr0Hcrfl32GodWNSQ5SGYjxxyUjjzzzIplZ7Rh30yQ++eIbxk64lZS8IsZOuZvz9npMrV4cUpjLNU2sXLOetPwi1NpMpj3wGBv+OE61L47epTgEdVIEnRRBL7WJXkKQ8kaR0456Dums7DlVzt5jZ5l+z0OkZOSSkdeO0bdN4ZjFoYix3hAGycees2V06zOIBHUy7Uu78Oizz2N3ypikABViUAnKEkJYnT6szS5eeGMx7Tv3IDEpi6zCLmw48Cd6pweDHEAvBagNx9l3+jIT77gXVWImRR278eLid7lc34jDG8Tk9PLHBQOT736ErIIOlHbvy6tL3sfUImJ1B9FLfvSiH6PgwyH6cYbiLP30K/oPvZ7MdiVMnHkfpqut2EQf5jZepa6N82OU/n0ZKP8Tyywra116V1jh+4pRJanWFcAhBTltreLmGfeTWVBCZlFH7nz4CXaeOIulxU2VN4pVjqJ3RdALMYySEgxlEePYpBg2MYxd8DPujhloM/LIyS9h6syHaJRCOFx+zEIQkxjG5ApR64Xv1+9m9Lg7UKkzKCrpwqKlH3Gxth6zO4DO6cMqRLEJYGgJYxEj2KUghy5XMGriJNJz2pGeVcj0+5/g0EUrdjFKVSDOGUcdr765FFVCImpVIv1HXccXv27AIvkxSUpQYbkrTIUrhNUTRne1hVffXUpJ124kaFIYNGoc/1i3mVqvEtpncQVYuXYDWYUlqDQplPYbyMpffqPOG8ba6qPBF2fVxu2MmTAJTWoaPQcPYsfBg9hbRBxiGIMzjF4CvQRGMYRV8LF22x4GjRhDYlImw8fdzg+b92KXghhdMo2RCG+t+JS+Q4aToEmmXccufPDl95TVXsUuhdC3BNpYhUFs/ij7K4w8+doCZe03MYkJ02fy2x+HqPMrCdJWV0xJ0BaimP8SY0MY5BAmdwSTrDwLZiGGyRXB2BrEIYewOl289t4yZcimTqZ9aTceee5F9E0CRslHheynrO2iURWKsenwSW6d8QAqTQa57Try9Lz5nDbYcUhB9C4f5XKIcneECjGE3RPljK2GNz/6jKyC9qg0GYy5+Q5Wrt1CpS+OzhXE7gnxyZpfGDz2JhJTMslr34U12/ZibvFilaMYXEEOXLZy/YQp5BV34rYZd/PFmp8o6tyV9OwinnpuASfKHTgCYHJHuVjXxLxFS8gv6UJmVjGPPPkCxyqsmF0+jIIHu+zmk9XrFDFWnUSX3v15aelHmESfgqoRFOyOsc1ZfdJk49HnX0abU0hyah4DR9/C7tMXscpBDIIfs+Rj85FTjLx5Aklp6XTs1pNnX38DW6uE1eXD6vJjapLZc+Ic/UbdQEpWLgNGXMc7n31JjRzG6gq2uUCUc4tRUETo/zBj/33q2oDf3MY1vDZ8NQgBrFIQS4uH/acu0bX3YDTaLLr3G8ILbyzhYmU1NtGnXCLFMDoxikEGvQBmMYbFFWob9IT4de8xhl5/EwkqLT37DGTF199T7ZSpEkKYmgMYnWEsnji6Fh/zFi2lS6+BaFOz6T1gKJv2HMB0VcAqh6kQQhg8McrFKGXOIFY5jL7ByeqNO+nccwCalBy69BnCC4uX4hADGJo91Pkj/Lb3IJOm3YNKnURCgob7Zj/FzhOnqQ3FKHMGKRejlAtKsrXZ6eWU0cykmXeTU1RMWl47brnrfo5W2LE6A9QH4vypt/HSG++QoE4kQaPhnieeYsfJMzSEothbPDiuisx/81269+lPblExUx54gDNmu/KeihH0UoxyKYLRHaHKH+ZSVR3vf/YFak0aCepUHn72JXaevozNG1eEUSHEtNlPkJyVgTYjnZ5DRrDl4EkqrkqYZWUQZXZGMDX5qfNEWLvzd8ZOul3ppykZvPjOhxy31FDpjyshLkIIoyuohAhKyvfUIET/YgcreRQRLHJcuYSKIaytHo6WmxkxfjKp2YV07T2IFxe/p2C1RC8OX4gDZXqeeX0xmvRsxk+dzsJ332favbNIzy9mxC1TOFRmQt/qxiIHuVzfyre/baNjz35oMnKYeNe9bDhwlLogGJ0BLK4A327axajxt6FSa8krLmXJJ19wvqoBmzdGhRCg0h/n2992ctOk6aiTssgu6sB3G7ZQVteEQw5jEcOYXBEsYlT5uwshDIIfk9PNitVrGTr2JpIysinu0pPH573GSYMDq0txhtmcfho8QeY8P5+STj1Izczm+ptuZv3uvZiaXDi8YcxyGL1L4eCaBGXYZJEiWOQoBkn5PunFtp4rKsOOstpm/r50OX0GjiApOZ3iDl14f/lKzuorqXKFsbWGcQhxHE4fC5euoGe/oWiSMygq7caWfUcwNoqYnQGMbUzRRZ9+Tc/BI9Bm5TJqwiT2n7mA3enBJobakDBRjHIc3V9s6Gtcv7b3/1/E2L9E2X+DvvT/dv0z6Mbc9lxcY/Oa/iUwT2GIxtAJEczuuCLQCCHscgRzi4cdJ87RZ/gYElOz6NF3IC8uWMxZqx2r4Mbq9mMU/eiFAAZBSbY3tjnfzGIYs9NPrRRm3utLyCvqQnJaLh269eLIuctUS2FMzhC6lgAmV5A6f5ydf57jvifmkpCUQUJSJo8+/SIHTl+mTlZMPHqnD4s7glFQAj719U4+/vJHOvUYhEqTwaARY/n42zXU+OPoW31UekL8sHUnnQcMRqVNJjkjk6dfms/RywaqfcoZqkwKUyaGqBADGOUgVQH4+IdfGHL9jSQkJlPcsQsL31/OpZpGrJIPi+TjaIWFTn2GkpyaR25RZ+bOX0ydJ4xR8ODwhNl+7Cz3P/YsKnUqmpR0Plr5JRera7F6Q1x2ejF5oljEMLVyGEN1I9+sXkdqZi7J6dk8/Ow89p0ro9YfofxqK/WBCGt27GLC1DvbkDQpPD7vVfaeq8DujVIhKkY3gxjE0urhm3Wb6dprKCp1Jln5nXn78+8od7qpkINUeELo2gLGrEIUiyuqhH5LUeX/1ubgNzrDWEVFvDc4AxhbvTRH4YdNWxk9/hYSNEovfGb+m5y212HxKIOpckERzhxShPPWGha+9yFJGTmKQDpyLN9v2kmtJ4rZFVS2H8QoOimmlKicoY2uMOeqmjlUZmbf2TKOXChj5qNP0q5jV5LTsxg4ehxnKxuVEEFJMXpYBC8b9x+mz6BhJCQm02/ICJZ9+R31QcWFq3MpeQe/n7nMgJHXk5qZS9e+g5i/9GOqpBBmp5crvgj7z5Qxe+7LpOUUcuPtU3n74xVMuG0KGbmF3DB5Gqds1ZhcXirlEOU1TXzz8yYy8wtRpWUyZdZsNhw6QU0wjqEtY+GzH9dz3bhbSNSmk1JQwIffruJ8VSNWKYquNUhdBD7/5TdGjruZRG0KXfsMZN2uQ5Q3SFjkqNK3xbBy93cp9z2rGKLiSiuffP8jA0eNJjUrm849e/L0K69ysbYWoyRhkGRsHi/6hqs88uSzFJV0JiUrl5unTGXD/oMYWyRssjLMM7nCGJ1hxUiq2z3jAAAgAElEQVQkKBx1i6AY44yCMhTVC2Fly0jwUl5/lRfffoce/QeRlJJBl14DWPrFKs476rFJQYwuPybRj90T4Lk336NTn6EkpeTTq/91bDp0Gl2LG7McxCz60TU6WfLJSrr2HkBiRg43Tp3BnlMXqPWEsAqKicgoKlxrgxRHL7VtJIrRtsHjfxVjr4n0//39939f/wfF2BgGMU6FGMPgvvbg+al2B9m0/wC3TL2T1OwcMvMKGD1xMsu/+4n958q4VNuCwRnC5gG9EKOiVeFDWeQwJpeP5nCUN5Z9SNc+/VFr0sgr6sKeY+exNPuxOiMYWsPonWEcoThr/zjGrXfPQqXWkpaeyysL3+LPcjNV7rCyEiTH0ctxdHIcXVujqfJGWLttNyNH30iCSkOH0q689ua76K+2YvMEMbrc/LzvANp2RahT0iju3JUFSz+iUg63TRJDGKQwOjFChais1Z2xVDHzkcdIz88ns6CAUbfcyglTJSaXH4c7yLEKPTdMvo20rAw0qWk89OwLnK92YpRA5wpjlK81wSB2KcDOw8cZN2EyCeoUSjr15OU3l1Le1ILZG6Lc5cYsyjQFAsy4/wHyCopISstm7G0zsLR60bu8VAUi7PzzNPc+PBu1OokElYYnnpvHvvOXsXqjXHIGKBfjGGWwiDHszgh1UoxTFVamzXqE5OxcMtsVMm7qdE6ZK7EJQRzuECcsDqbNfoqsgvZk5LVn9t9eVQ6kcpC6YIxV2/YwfspMitt3Zu7fXmLPoSPMmPUw2txC+gwbw/rdhzA1idT6IhwpN/Hi4iUkJKeSlJHLvIVL+FPvoMobw+CKYJLj6IUIOmeQ8iaZk+Yqthw+wcq163nzo8+Y9/e3ePy5l5k9Zy59+w0mKSmVtIxsBl9/A8eMVkxuPyZPAJPkY8/py3TtPRCVKpnefQex6L1lNAViSoOWIhjdCpPL3OKj0R9iyYpP6dF/MAnqdDSpBazbfQiDy4vZqzgaqoNx9p68yMQ77kGlyaCoQ1deWrSEsisNVPtCmFokthz6k16Dr0OblkXXHj15et4LbNy7n3V79rNq225Wb9vLmu37+HXnfrbtPcSzL82ne//BJGbkMOiGm7hQVYdZ8GGRIm3Ji2BwKRPuf2co9f+sUnrgtcuFSYphEpSVS7MrgE3wc7nmKos+/pzOvfujTs+itE9/Hpn7Apv+OMoZSxW6qyJmMYTNHUfvjGIS2hwMLsVFapf83HjHDJIz88guKGHKzFk0usNYXT70Lh96MYhRCFLrh/nvfkKPfiNJTMqie59BbNq9D0OTE5Pkx+AMYBfjWJ1gbFU+tFWeCJdrann61VcoKilFnZjKmPFT+HXvcSp9UWzBOMcdtbz49rskqBNJVKm5dcYMNh04RI1XERptMpgEMAkx7O4oFpfEL3v20HvwYFRJKXTrO5jX3v2YK94wNiGA1enji3W/kV3cHpVGQ2n/fny5/leueAKYr0o0++MsXLqCXgOGkpSeQY9BA/lq3VrW7tjN2l37WbPzAD/tPMCaHQf5aetuNuz6naUfr2Dg0OEkalLpNfh6Pv9xE5ZWLyaXREMozOLlK+gzZCgJSVo69uzDtsMnMTS52xh20b8uJBZPlHPVjbyxbAUqVTIqlZYxk25j3e69XPFHsLT6sbmUVXezoPR+fdtFV9nAiGByK+K60aWEeBmdYexyGHOri1feW0bHrj1RqZMYMHQUn6xaR6UnSIXTTYXoxyCHMQh+GsNxVny/jmGjx5OQmEZhaRe+XPsr5XVXcchBzGIQszumcJ2kKCY5Slm9k7U79tC+W280yZl07z2UBUs/pcofp6zVR6U/yoaDR5j2wEOoErWoNKks/fxrztuvUOmOYGhx88Wv2+g5YASdu/fhuVde4/c/jzFk7A2kZRYwbcbDbN53AkcwjtUf52CZgXsfewpNajaFRZ358NNvKatuwC4HsEg+7JKbT39YQ88+/VGrkhg0cgxfbNyO1RdEL4XRS1HldxCDmJweTM0CL771HpmFHUlKyaZbvxHsOXGGKjmIodWHSQxwseYq9z0xh4L27ckqaMfN02ZyxlyNucVNtRymvLaZlWt+I7djNxLTsph81z38uvsPrvhiWF1B5cApXHMKxTDL/zUM4D/139tPTW0YEIMY47IziLHtbGkRlXC286Yqpt79IHntOqDNyGXAyDEs+ugTdp06x7naqxiEAGY5hsEVwyTG2kQwHxbRj8Mb4ud9Rxly3TgSVEn06juAz7/9nhqnRKUriKk5qPRdT4zTVU1Mn/0UmQXF5OQXMunOGZzRW7A5vVjEMAYxSpkYUc6WYgSzGMba4uPEJSOjb5pMRnYhOYWduPuxZ6m46kLfInMlGOHXvX8wYeoMVGoNCSoNr775LqfMDqr9CoaowqV8U5QUcx/Gxiaef+MNOvXsQWJGBsNunsimQ6dxCAEag3BSb+OVN98hIUlFgjaRmU/OYevJ09SHYtidAS7bGpj12FxyC0vJK+zI1Jn3s3r9Vn7evp+ftv3B6u0H+GHnPtbu2c/Pu/fw0+ZNvPz3hWi06agSU5j2wKNsPniMuoBilrALAWbOfgxtVgbpOdmMHD+Js9YajK4A5a6w8i1sjWBqCVLvj7Hz2AlmPPhwm1iczN/eWMJRo4PqQAyjK6CwxIWwwgYWo23vY5sLVwaDFKfCpVxEFbE+hE0IYGySuHfOcxR26EpeYQfueXQOpiYBm+ijzhfmlz0HuPnOe9DmFPL0a3/nx83bmfPCq2hzimnffSBrtv1BRb2TKk+IU5Yq5r/zAXnFHUlrV8LD817luKkKuzeGUQhR6Ymy9/QlHn/uJZKSUkhMSuWxufPYe+YSlb4oOtGHRQrw+nsr6NFnOGlZRQweM45DlyqwCV6sYqiNfayEOprFOFYJTC0+fj9dxi1T7yEnv4TsvPbcOvU+9v15GWuLD7OkDK1MUphqX4jPVv3KsOtuQJuSRlH7EqbeN4sfNu/giMHGpUZRwT+IYSxCFKsQweoKYRYUNIFJDmGSw39hwiyuCN9v2suY8XeQnJpNXlEJ0x98mONlemzNHmwtIawtEUwtEa4E4qzZuZ+J0+8hQZNCUmom7y7/B2dMVTikEBaXH2Orm6mznyK3Q2cKOnbhvjnPYG1yYXV6sIphTKLCJdWJMSrEuGLA+SvxWnn//yPG/t+pa87jv9iK/x8OMr0UaxM52rZOnUGMQhi7HMEmBLhY3chdjz5JQftS0tKyGDBoGK+/+z4bDxzhlK0afauM1R3C6omgd/r/CuczCkEMzW5q5RAvLHyHvJKuJGfkUty9JwfOXVKY3kJbqGarjwZ/jG/Xb2LsrZNJ0Kai1qax9LOvOG+ppUqKYGoNYXBGsEhxzGIUmxTF1Oxl94mz9Bt1A4kpmZR27c2zryyk1hfD2Oql2hdi9fYddOo/kITERDIL2vHeJ19gahCwimGM3jg6d5yKNuSUzROjyg37T+mYctcsEpPTyG3XnpmPPMFZc6USyujycqTMRGmfoSSn5pJVVMrTry+i1htG1ypR7QmzauMuxk+egUqdRnJGFgvefoeftmxj3e59/Lh9H2t2/cHaHfvZsPMP1q7fzIJFb5GRk4s6KZkp98/it0NHqQtFKW9yUh9UxNhbpk4jQZNCgiadDz77jvP2BhzeGAZPmEuChwqXh1pfiM17DjJs5E2oVRloUvJZ8OFnXG4R2xAPESokpd/axDgWl/LtUZ6Ba9gt5X00utqeIyGE2aUwY7/bsJnrx91MgiaZ9l178skP6yhvaMXqiSimN08ck6yYpyytbj79cR3phSUkaFLp3HcI3/y8mQZPFJszgFkKYxBCGMQIOleIC/VODlwysP73o3yw8nuef30xc55/iafmvUjfIUNJy85Bnayl+4AhnDLXYBIU9IlZDmMTvWw/dJS+gxRmbN+hw3n/y6+pDbRtSbuCWOQI5+x1zHzoUfKKSshs154Hn56Hvt6J1emhwR9m9ZZdjLttOrlFHXlm/uus3/M79z32BKk5+fQYNJI1+w5T3iRQ7YlwvNzGa4vfJyU1G21WAU/PX8QJcxV2b5TLLX5s7hg7j5/h4TlPk5isRZ2cxDMvv8qBi+VUeqLonQFqfAHmLX6bLn36kJmXx023TeWcvRGrGMYqRRTTjRBUhiSuCBYxgqFJZtvhM9ww4XaycovILWzP9FkPsfvPU1QGwuhkHxWSD6s3jLlF4rNv19J/0Cg02nSKO3Zi5kOPsnrrLo7rrZQ3igp6QI5ilkIKp7jtu2wUIhiktm0GZ0gxCLV6WLVxO0PHjEObnkNxh27c//hcTplr0Td7MEthjFIIvctLTSjKt5t3MnbinajUmRQUduWtz77mQm0jld4gVsHDOWsV02c9SH5Re/I6dOKhv71Meb0Th6SYhkxSFJOs9CWdGFfOBW3DI8P/jxhr/J8jxiqO1jI5TpkbKuQoJjGIQwpQ5RRZtHQZ/QYPIzklg0RNKu079mDW7Ll8s3YrJ/VVOFyKld0ihDALAUyCD5PgpiEa5vWPP6TLgAGok9PIKyplz7Gz2Jq92EVltVAvhLFH4yzftIURt95GgiaJlIwsPvzmWy7WXKHSF2lLt45hkpXQFb0rikEI45CjHLtYzoTb7iAhUUN+YRH3PvY4ZY2NmN0+dC6Rnw8cILW4mMS0NLr27sv7n35Bgy+GqSWIXVCS9IyuiMIMFMI4RC9Pv/YaBR07oElPpaRfPw5UGDG4vDg8QY7r9YydPJn0rAw0Kak89rdX0Dd6sQhgdsWwOCOYnEEsYpDGUIxDp88zYfJUVIkptC/txgtvvkNZcws6j4+LgoTF4+GKz8fdDz1IfmERyWlZ3HjbdEzNEgbRQ3Uowvr9+xk/eTJJScmo1IksePsdLjhqsPmi6MUIeiGOWQBLaxRbS4gr7iiWBiez571IdnEx2qxMeo0YyaFLeqytXhxyiItXrrLo05UUduxKQmIqk6ffy55TF6jzRaiSAixc9hndBwyna4++rPjHVxgqq5n39zcoLO1Kxy69WbL8C8xNrdQHomw8eIzb7nsAVUoaBZ26seK7nzBfS/d2hjCJih3/cl0rO46dYtH7HzFy3DgKSkpIycggJS2N9IxsMjKySElOQ6NKIj0ji5FjxnHGbMci+zBKPsyCjz/O6+jWqz/qhCQGDhjK0o8+wRUBg8tPhSusuLKFCDZnkMZAiGVffkn/oSNQJaaRnFnEL3uOoGv2YJRDGN0BrkTiHDmv49Y7ZpKg0lJU0omX3liMsaGRWl8AfUMza7ftJj23CHWShpTUZLLzssgrLqKgQyn5HTqTU9SJ3MJOFBR3oV1RF1JzClBr00hI0tJ3xHWctlVjdHmwSlEsYhyzC8zO/4ix/14VRyf88wNhlJVDjVmMYXaFcYghqkQ/f+pM3DrzXvKKS0jUppCSmc2AUWN4dcn7bD38pxJiKIXQN/swtqVJm+QoJncIi+xn7NTpJGfnklPUnin3P0iDP4TZ7adCDlAuBamQAtSF4jz8/KsUlvYgOS2HwaNv4M8KPcZWAYs7gFkMY2qNYpfA6kY5XAk+dI2NfPbjKrr27EWCKonB193I579uoSYSwRqLc9BRxXNvL1HW9hNUTLv/PnYfP06DL4yx0UulEMfmjGNuCWNzBbELbo6XlzN07BjUWi3tS7vx2HOv0OQPUin4sTS7+WLdb+SVlqJKUtNlYB+++HkNdbKXSqePJl+cx/72GkWdepKQlIo6LZXMkiKy2rcnr2MpeSWdyMxvT167Etq1L6GwuIjcvBxSUlNI0Gjp0L0/769chaFRwCq5ccbjLProY3oNGkyCJonSnr3Zd+oi5hYvDjmOyRWlojWEVY5j98S5XNfCOx//g8QELZqEZMbdeju/7N5LrTeMscWLTVDcTRZJSRvWCYE2V6xyiNULEa5xZc1iTHF8CAGMLS5e/3C5wkVVabj+xvFsPXicKwGFjWVwKeFSVqefllCcv7+3nJ79h5GQnE5J775sO3ocY5MLh6Rwo8ytIcyuCEZRWes1tno5fLmCXoOHoU3NJq9dJ56Yt4AqX4yKVi92b5hjBjMvLXqTpOR0ElRJzH72BfaevkRDMI7haitzXnuT4s69GHb9jSz/6mvKquxMe+gh8go7MOr68XzyzVrsvgiVoTg/bN3JjbfegUabRY/eQ9j9x0ksTRI20a+EKQhuPvvhJ3r36Y86IZEh141l1c59OIIh9FIYnattDbXFR6UYoMYd4NV33ic9vz1Jqbn0GTCKXYdPUyUEMLd6schBavwR3l/5BYNHjUSTlkHX/kP49ffD6BoE6vwx/jTYeO71N0nLzCctr4g5L83nT72VWn8Mo9OvXOyvXTileNuZ4L+7h/yn/rWfGto4h3o5TpmorNHrJUXsrBRDOJplfli3kVFjbiIlPRuVNhVtTh7jZ8zkgx9+ZH+ZEV2ThKWNrWYWAxhEL2aPH3swxJp9hxh8/VgS1In07NuXFV9/RZ3kxi74lRU9Dxj9Uf4Xe+cZJFW19+uejjM9eQaYgSHnnCWJEhSUYMCEmWNG9KCieBQUFBOgIBkRUEAFRRQUEBBQguQwM527JwdgmO7evTvnfu6H3QOe875174d7qu6p9/phFVUwRRV077XXev6/8Ku5nBGT70KWlkZBm9Y8OuMFdPWXKXMFsDil84lejGH0SOp4sxCm3BHAWHWJe6Y+RrMWrVFqcxh1xz2cqb6E0emhLhLj61/2M2bynchSUpAplMxfvJTzFZcod8cxOqKYhAQWMYHVFaVcDFMpuvlg1Qq69euDTK2i5+AhfLFzv+QiCMJxo41Z85MwVpXClKf+xg8n/uBSDMpdEQ6fNTN6wv0oNHnIFRmkZTSjZatOFBZ1Iq9FO7Kbt6Z5m/bkFxWR27IFeS2bk9ssH4VKg0yu4ba77mXb3n1cDsQwNfiocAS49/FpaDLTycjNYcT4CejqJCAgqZuSMWKNIWr9MfYcO8nUaU8gS5EhS1Hy9znvcMxSTlUwRkmDB5MrLA0vXTGMQhS9K5pU6XHNAWF2S03wpmTOrNUVpswVYv6S1XTtMxBlagZDbxrL4fN6bHYPFY0+Fq76gqJufUnLKWDR2o38dkHHGx98QlZBe1K1LXh30RqKK+u4FIiy/9RFJtw7lfTcFhR1783cpaso90TROUPoHCEqfTEuVtayeOUa8vKbo1SoGTH6FtZu3U5tIIbZE+BUeS1T//Y82XlFtGrTmRffeIvimkuUeYIYXAH0rhA2P+icMQzOOGWuGMcNZTw7ay65zdsgV6YzeNgolq75kkv+BGYhjM4TpdgXo9gbReeJcK62gSdnzqJl2/YoNWmkaNIp6tGfabPmsnH3b5wqb6DcE046YOKYHVEM9hBmTxSdS7KBG8QoekeIs5V2Jjz4NLkF7VBps+h/081sPfQrZrcbqzuMRYhiFeNcbAhh88U5aLDyxCuvoUxLR6FO484HH2HPH6ep9oUxNro4brLRbfhNyDNy6DFwCPOXrKQhksDU6MHkkAYkRrcEYXXu65+t9LxLz/9fMPbfv/4MYf+3MNYlAVmDO4EuGd9jFuNYBAm21/rjbNn1C7fcficZmXloUrOQaTIZOHo8sz9ays4T59BdFTEkC6L0riiGZCbkxStuavwxXnzrPbJbtUeVnk1h9x7sv1CKOSlsMrmjGBpcXA1FWbxmJT0H9iFFrUSdl8n67dspveTA6k6gFxKUCgnp++OSnC1WMcSF6lqG3DoedWYWeS0KmfLQY9QFYpidXiq8Qdb/uIsOffsiUyrJbVHI0rUbqUoWA+mFGKVOKdbD4ophsUeoFsBQ6WTaMzNJy8hBm5nDoJvHckJvpkoMYLV7OHhOR/veg1Fn5JHVqh3P/OMtKj0hSq4I1AWiLFq9kV79hyGTp6FITSOzeXPyWraiWcs2NGvZluwWReQWtKZFQWsKWrQiNzcflUZFilLBrVPuYdPefVSHY5RcdVIfjrJ558/cMuluUpTpyGTpLFmxkZLKK5R7I5Q4vejcPgyChzp/mF37D3PTzeNQyNNQaXL4x4dLuHhVwOCLoPdJ4jSTK47NBWYhQYk9el1Y545LrhQvScYRu3ZfuBqHDd99z/BRo0lRqmjdsQsrN21Ff8lBmS8qCQrcUYzOEDZXmHJ3kGVfb0Pbqg0yVTptuvRm3VffcsUbxnTZjVUIYnGFMQshjltqWb1tJ/c8/hztu/VDm5WHOjWVtHQtGTlZpKZrUSqVKJQquvbuz0lzpcSOxCgWTwyr4GPXwd/o0acfMrmCnv0GsHDVGurDEUzJuL8ybwzTZQfvLF5C2w5dkKm0jJ54NwfPlFIhBrHZfcxdvIL2PfpT0KYjSzZ+wSmzhZfemkdeqzY0L+rAu59t4kL9VWr8MXYePsXEKY+gSc+jTadefLRmIyaHH50zTLE9SIU/zoXKWt5Z/DHZ+XmoNCpuvnUcX/7wMxUeCbSeLa9j8oOPkt2igHZdOvPiP+ZgbvRJg2FHBJsQweaKohNiGFwJbJ4YBy8Yefqlt1Fr81EoMhl6060s3fgVNcEEpe4IF90xSjySENHojKGrEXnoiZm0bN0FpToddWoWnfoO4elX5/PlniOcrmmUHJTJfFpdUo1r8iQoSQ7NTK44ZnuYoyVljL/jAXLyWqJOy2H0+DvYdfAYVZ4IVndUyiUWghjFIDZviD8sFTzy1AtoNLnk5LZhwgOPceiigSpvEPNVJ/v+OEXH7t1Qa7X0HTaSD9ZspNqfwCZGpRx5IYJOiFAqJB1PLtBfy8OO/wVjja5kALgzitUtZQHpxLAklfeEOFZWzftr1jP4pluQyTQoFWmkp+fQoWN37n1oGtv3/IrVLmIV/RhcfgxiEL3TS100zpsff0KnXn1QKNMobNmBPUdPYnP5pYddCKG3+7kUjrN0w1cMHjHmWhbo2h07KLU7KPfHMDsilAtgdsSxigkpm1GIYBMj6GuuMPGeqcgUWnLzi5j8wGOU1l+izB3CZPey7cBh0lu0Qq5S075rdxZ8uoKaQAyjEKBMjGAVpAB8nStIqdNLfSTGzLfeobBdF5SpubTq0Jtfz5mwOkNU+6L8rtcz/Pbb0WZnoUjT8vjzM9HV2Cl3RbEKUlmVPpmhUR2Ms/90MaNvuwOZXEOrth2Z9fZ8dA1XMXv9lDhFzG4fNd4gdz38KHktWqJOz+HmiXdju+rB7AxS44+x5adfGDbqVskOp0nl3WXL0Dc6sAaiFDuCGBxS0Ve5K47NEcbW6ONSMMrzb8wlt3VbVBlZFHXtya8X9FjFsJQPaffyw++n6dj7BuSqDIaMHM1n33yDPRzhbHkZDzw7nYyCNnTtM4ztuw5TI3hYvHY9fW4YRn5hIQ899SxnTJXUeqJ8/v0ueg4bRkpaGjeMHce2fYeockcwNQYxNoao8iU4V3mZhWs2MGjkKLJym6PWZJKd34qu/YYwbspUpv39FR6dPoMuffsjV6eRnpHDkBGjOK63Yk4WeJkEP/vPldKxWy9kKUq69erL3I8WYY+BxRVM5qVIqgtDo58rkTgfrFhJ934DSFGmokrP5ZtfDqOz+zC7Y1jECHWhBAdOX+TWSXchk6soLGrH7HnvYbh8hUpfkJK6q3y5fRcpijRkKXLkcjkKpQK5Sok8VYNck4pcrUGuTkWu0SJXppKiTEUm1yBL0dCz72DOmSqpcgYoTzaAmz2SUtjwb3x+/1r/hpXc9PWuKKWuSFJZgGQpEaJYHGEqnGF2/36Sp2a8RLuOXUmRq1ClpkttrjeM4OW3FnCs1EqNJ54MKZeK2szuODYhzE0T70STmUFO83wmP3A/9YEQZo9krSpxhTG7/FwJRnjoiWk0KyxEnZnLoNETMTb4sIpSnq3REcUqQKUX9EIMnSuC1R/DIrr5YtdPdO7RG5lMRb/Bw1i++Svqw1HKQmGOllXy8rz3kKVoSEnRMvH+R/jxyDFqA2H0V0QsQhibmJAuT84oViFEcfVlhtxyKwptGgVt2vDo9Blc9oUod/opt/tZtfk7Mlq0JEWpolOffqza8g2Voh+z00tDNMHkxx4no1kzZAo5MnkKcoUCuVKFXJmKXJFOiiITuSobuSIdhTINuVItKc0UaTTr0JP5K79Ad9WDRfTREE3w1qKP6d6nPzK5ijYdOrPnyGksjV7KPPFkNqF0cbD4Y5yvb2TeJ8uRJW3EI269na/2/EJNQCqvagIG0iEgLk3lXVEpK9glwVjJ8pXA6I6jdyTzpexO5ny4mLZJGDtizK3sOn5KaugVpWfcIkiWvsZYghlvzKd1517IVOm07dabU3oLVqcHqzuIRQxL7zQhht4pKads7gjHTZX0vXEsaZk5ZOc157HpL1LhDWMUQxjFCLqrHpZ9uZWcgtakKNK4ZdJ9fLvnEHWeMEdKrdw46R4y81pyx5SH+PHAb9gcTma9v5jWnbtR2L4jz7w6G5PDTn0wxIKPl9C732DS81sy7I4HOFl5FYszhMXuo8zlxyZ4WPrlFrr07IUsRUH/oSPYuGs3VYGwlHHojGISpP8/ixilQgzz2rsLyWxWhCotm259BvPjoeOUi0GMQhC9I0R1KMG2Xw9z+/1TUaZnk9esDQsWreJUZT0WX4hvDx5h7LjJpKoz6dirLx+sXYfB6cYgBqTDZdIWq286v3gSf8UU/CctMYpZlOzVRiFMiTOM3pXA5EVSRggJbK4Y1qteVm/5jlvvvIf0vGakqFVoMtJp1qYdY++6l4/Xb8HU4KEi2d6uc0oRIrZAiE2/7Kff0GGkyOV069GTpavWUuPySOdCIYrZBxZ/lF9LDIy4ZTwyuYqi9p2YMectzHaBSrc0jDclh/E6IYJRjGFwBjELPipcIg9Nn06Ltu2QpWoZPn4ip201mC8LXA1F2L7vV26dfDcyuRyZWsPbSz7lTFU9ZZ4oNiEmub8cEXSOEFZPhBp/gBWbv6L3gBtISVHTs89Avtj+Izanm6pIlEMWC8Z1unUAACAASURBVDPffReZQlLaTp32NHuPn8QejVMm+Nl74hwjxt6CTKFAJk8hRS5HqVajUKUiV2iRK9KTS4tClSb9vlKDTKFGpkjl1nsf4stfDlERkMq7yhxhpjz2BOqsLNLz8xg89hYuVNVjc0el/FxReqYMDj81wSg/nzjF/X97GlmKHJlcyYtvzueoqYyqUBydM4ghWdTaNCjRu+IY3VxfYgKDK3bt79ULYYyuEJWBKN//doJho8aSolLRrd9A1mzbSZnDw3lLGdNnvYoiK4f0oo5s3LUf41WBVVu/p+ug4ajTs3js2ec5eLaUGm+cHw+foG3XHqjS0hk2bgJrd+ykJhzH5IhgdkYpE8OUCz52HT5KzwGD0aRlU9C2C68vWEyl4KcuGOG7A4cZOX4CyrRMOvXqx4qt32EW3Vi9cfTOuAQh/XDRFcbmi1Fc3cCnn20ip1kRak0uzVp3Ysab87lY14jFF5GyHcWkWk1IoHPGsXhi7D1n4KUFC+k84AZkSjUKdSpZOXn06NOfadNfZN+Zi1gEP1Yxit4eQt8YxuZLoHfFKHaFMAUinKutZ95Hiylq2wGFUkOv/oOZv2QZNm8AvcuHUQhJSkVXHJMnjsUdxWr3sGTtRjp06YlcmUrXPv1Z/d13GN0iFy418PnXOyhq1wOZIoNb73yAH34/SbU3htnux+wMJR1eyTgnMX5NFftPyth/gYbmpu/FX+v/Yk+9HvfRBF7/vK7/nLT/6gUpMsCcLNVr+hys7hg2IcDXuw9w3+NPk9OiNTK5FrU2n6z8VvQfNpJX5r3LHwYLNqcXixCSbM9CjJJGP1XBONPfXkBmqzao0zNo16UHv586T7kgFSea3SGMV0WuBGIsWLKKzj0GIVdkos1qyU/7jlHR6KdclLpfit1hSv0xSt1S7EaZK8Jlb4xRt91LamY+GXn5jLvrHq4E4pQ7fVR7Qny+Yyft+vRBplSS1bwFiz7biNUVxCCEMXuQVNtCFKMYw+JJYPUksNh9PPX3WWizckjLyKL/TaM4UmqSBs4uP0d1Jtp064kqLYOcwjZMf2Me1f4YF696qQjFmLN0GW269ZDOkgrp/KpQpaJQaZAr1cgVGuSqNOn3FWnI5VpSUtKQybWMu2sqX+0+wOVQlNK6Rq4GInyzYze33nY3spQ0ZCkalqzaSElVAxVeKWbK4EqqEQMRvj1wkIE3jUKuVKPRZjP3o6XorniwiHEMrmjyeyEJCIxiTCptcyUkIYlLigoyJKNipIF/GKMryJUEfLZ9B0NHjUGWoqRVm46s2vwtpqsOyrwRdE4ps92UdGyZXGGWbNlORlF7UuRyOnfvwdqvtlLlC6OzS9CyzBfnwFk9L72xgFbtuqHNykOp1pJf2Iq+Q4dwxwNTefHNuUy4ZypF7buQotLSufdgTluqsbhCmESpENHm9vHtL4fp1mcQMoWGXv0HsWj1Our9ESwOP0ZHAJs7itnhZ8fhP+gxcAQyZToDh4zk86+3U++PcNJcyWPPzyQ9vwVtuvbk+8PHsDpEFq1bT/eBN5DVrCWPTH+N46WV1LojbPpxDx37DkSems6o2+9gy+4DVPhiGOxhzEICm5jAIgRYv+tneg0dhlqTSsuWbXj342VY7C4q3X5++vU4g4aPQaXNpu/wkazctp1yT1gqVku++3TOBCVCmLJgnHPV9XywfDUt23ZCLk+jZcsOzHl3MecrLmNxR7kohND5pD4mvRDD5IxR5Yvzy2k9L7z5Pl36DCFFrkGdqiEzK5te/fvz7CuvsOvYCSrCEUo9ES66IlJWrTuGyRtD7whQ4Y1wpqya+R8vIzs/D7lSQZ8bhvDup6spdwSoFuKUO+NSFq4Yw+iJYnD7MYtu5i1bTvuefVBps2nbpQ9bd+2nxulDX32FZes2k5mdT4pcwx0PTmP7kdOUBxMYXBEMLgnGSsWeMcweMLpi/yM4yL+9wMvsjEqlGK4oOlcUvSeGwRNBL/j5w1bD17t/ZdbcBQwdOZZmBW1Iy8ijeWFbhtw4lhVbtnGxtp4ybwid04vJ5eNSLM6cRYvp3LMvKnUGzQs7sOv3k8mw/AilQoiSRh8NkThLP9/MoGE3SzA2J4/Pf9zJhStXsXoimJ0xTI0xLGICY1PehUuyjJ6zVTPpngdRajLIa96aex59itLay1R6wlgdXrbtO0h680Lk6jQ6dOvJe8tWUROMobP7MDklK5DJHUXviaJzBagLJ3hxzju0aNMZVWoubbv05/AFC1ZnkCpvmN90EoxNy85CoU1n2oyXMdQJVHkSWF0RzGJUOpSKYaqCcfadLmb0+MnIUtS0atOBV+a+ja7hKlZvAJ3gxuz2UesPXYOxKm02I2+/C1uDG7PDT20gxuadexh84xhkCg0p2nTmfbKU4ksNWANRqUlRTGBxJbAIMSyOEFa7n2pvkOlvzCW/dTvU6Zm079mPIzoLZldIsv8JQc5XXGHUxHvJyC2kU48+vL5gAY5ohN3HjzHmzilkF7Zn3B0PUWy6RJ0Y5uuf93PblPtJy82l95BhHDh5EX2dgw9WfU5Bx04oUlN5dtZsDl/QUeWOYnGGKXPHKK13MPfjFfQfMYrM3Bak57bgjvse5r0lq/jqp/3s/uMsfxgt/HzkOLdNuQ+VNpP09Bz6DhjCcb0VqyeAyR3A6PSy99QFCcbKVXTt3Zc5TTBWCEo5W4I0gdE1eLkcjvP+8pV069sfmUKNSpvD13sPobN7pVwaV4S6YIIDZ4q59c4pyFQaClq146U33qa49jLVgSgldVdZu+VbZCkaZHIVHTp15ZG/PcnStZ/x3pLlvL98FR+sXMt7K9ayYPkaFq/dyAfLPuPDZZ/x4bJ1rN60HXO9SJkjiE2QLit6MYrJG8fg/n+/ify1/rwiGIQIhmTxi9ENpYJ0UTeJ0uHGKkQxXXFz+KyO5Ru+4uGnptOuWx806dmkZTejY68BPPjUDH6/YMLU6Mfiul5eYXEEuHnSnWgyM8lpkc/kqQ9Q5w9i8ka56IpSLIQwuQJcjca5/7FHyW3eDHVGDoPGTMJw2SeVinli2DwJzEICo13Kpy0VIpg9EcwuD1/u+pkuPfsiV6bRf8gIlmz4gipfEFsgxPHySma98770XZalcseD09h59AQ1gQi6Rg96RxCLJ45ZTEjKFkcIXW0jg28eTUpaGgUd2vPw8zOo8QapcAWxNvpYsWkbOS3bkKLU0L5XX1Z/s426QASzEKTKF2f8Q4+hbdYCdbqWrj278cmnS1n86QoWLl/LwpUb+HDlF7y3bAPvf/oZH3y6loXL17J4pfT8fLxhK3vPGNHb/RidbhrjCeZ/vIQefQckYWwXfjl2FkujF5v7OozVu2NY/HHOX7Izb8kKCUakqBgx7na+3vMLtUGpcMDokhRxBvd1GGtKFg6ZXDEMriZYm4Sxzusw9o0PF0nKWLmKEWPGseuP03+CsWHMzjAmu5/GaIIX57xLm659SdFk0q5bH45d0GNzSQpRgzOEyRnD6k5gdscwCmFsrjCnbbX0HHIzqek55DQvYNqMmZR7QuiFwLWD8de/HGb46HEo1en0GjiCtVu+p6xB5LsDR2jVrR8ZzYuY/vLrnDbaqPT4WPfDHroPGoo6K5cJ9z/AmfIKGkIhnn/lVYradqSoU0+eevNd9E4fNjGCxe6jXPRjFT18vPFLOvfseQ3GfvFTE4yV8sia3ssmV5RKd0SCsfmtUGky6dJ7ID8dOUGVP4pZDGMQIpR545wur2b662+QU9iajIxCbpv8IHvP6dELPlZu/Z5WbTqjUKQy4d4H+Hrfr5T5w+hdgaSdSXIWGATp8vGfPjn//3EZnFLevzl5STSKYHBxvQ3cKalESmob2HHwd978YBG33DWF/DbtUGXlkt2iNUNuGs9bC1dQUmXH6pTy4E2eCGZfkE2/7GfgyJuQq9R07d6LJas+p0rwYBYilDqimLxgC0bZf1HH8DHjkMlVtGrbkemvv4nVIWB2+DE0BrA0qUU8cQxiFIMzKCnCnS4eev4FWnTohEyjZdiY2zhbVkuF3UdDIMZ3ew8y7s57JXiqVDHn4084XV1PuT+O2RHB6oxjdsclVYorRKUnwKrNW+k3aBhyeSo9+w5i048/UeHxUh2L8avJxIvz50v7lUzF/Y8/xe6jJ2iIJCgTAuw7VcyIW8YhU6rIa96C2yZPZPGy5SxesZYPl63jo5Ub+GD55yxauZ4Pl67mw6UrWbh8DR+tXMd7yz5jzY7dHDJXYvPFMdjD2Owh7nn8KVKzs8nIy2XouPFcrL4k9Qo4I0iunQh6u5fqYJSfTpzmgSeeScJYFS++OZ8j12Bs6BqMNbpi/wXG/hdY19T4LUYo98U5aiznroceJSMnj6IOXZj17kLKG53s/f0oUx56hPTmhdww/k4OnDdS4Q7z3aHjTHzwcRTqNAbdeBPbfjlEaZ2DFZu/Q5vXDLk6lcdfeIndZy5S4Y9hSmYmmhwByoQAf+itPDFjJtl5hajSm3HPY89y+GwpV0NhPlr9GT0H3kB6XnPGTJ7CEb0Vk9OHzS2VoOidUUrFCAZPBJPgY+OO3YyecDdKTRaq1FwefmoGO38/QZk7SIndg9krZd5JIBr0zrhUOOj0ccRUxmff7WT6rDfoNWAIGdl5pKZn0bpjF8befQ/bDvyO7rKLMjGG0RHD5IaSRqlk91z9VVZv207nnn3QpKbTrLANT774Cr+XmrH5Ihg9yc9DiEmfpSeGwRWiQgzx44EjTHngUVIUGjLyW/Dqhx9woqqC0xVVPPfSP8hr0YG8lp15atYcTtrqKHNHJYW6KAE9gzN8LRbG8Ccge+3z/QvG/vv3UzH234LY//JzglQ+avHEsYoxrGISyiVLupsiAUrrHPxy4jyLVm/grgefoHXnPqgz8knLyqNj917c8dAj7D5+CnOjR/r+OSUldpU/wfS575LZsjUabSYduvXm99PFVDj9mJx+zK4QRqePukCceUtW0qHXQOTqLLQ5RezY8zvlV6VyJaMQxuiNo/NEMfpimNwRjPYglUKIMZPuR5vdnOzmBUx64CGuBOLY7B6qPSHW/7CLdr17I5MryW5RKMFYMYTJLbljTE3D9Wt38ShWp58nZ75KWlY2qRmZ9LlxJEf1Rio8ISyCn0MXdHTu3Q+NNpOcgtY89/pbVPliGFwRaqIJZi9aTEHnzshT00jPzuPFl1/joyXL+fDTFXywfBULlq/i/ZVr+Wj1ehauXs+HK9bz4fL1vL9iPRt/OsARcyUWMcDFS3YuhyJ8tWsPt0y6B5kyHZlay0cr13Gu8hIVPqkEzeCKoHf6qfJH2HrgIP1uHEmKQok6LZM5Hy5F3wRjkyVtBlG6VzbBWPO/wFi9K55898ale7IrwOUErP0zjG3dgVWbv8OchLGljpDkbrj2PIdZ+tV2Mlq2JUWhoFO3Hqz5ahtVfklBafXFOVPVwCvvfESH7v1Qa3PILWjN1MefYtGqz9i2dz/7Tp3lnK2Mpes3MWTkWFJU6XTpM5hzZXWYhQBGVxCzWxKlbP/1KN37DEYmT6VX/xtYvGY9lwIRqVPAGZSKIF0RTpirGXvXg6TnFNKpa2/efOcDGoNhfjx8jPF33UteQSvG3Xkfp2zV1PjCfLP3ALff8wCa9Dx6D72Vn387h6GmkcVrNySFJanMeHUOBy8YKPfGkzA2jkWIUe6L8cuFYh5+fgZqTRpqtZZpz7/IbyU6yp0iH6/cQKfuA0nNLeD2Bx/hsM5EuSeCWYigt4cwOCKYxQQGMYTVHWTNtzsYNeEOVKkZyJVannxuJnuOnKbMFcToCqP3xLnoDKNzSgM1iyDl85rtPn4vtbH2mx95buZsevbphzY9nTStlradOzPxwUf44fgZSho9UllX8n1rcAQo90S4WH2Zjz//ks59BqBQqsltXsD02f/giM5ClSeO+WqIMmccs5BAJ8TQiRHMvgjl/hCb9/zC7fc+QIpKiza3kPc/WY2uvI5TOjPPvvw6qRk55Ldqy0tvv8+JMqmfyeAKS/eW/6GCiX9vgZdwHcg2ZUsYxDg6MYLBnQyVb/Twe6mV9d/9wLMvv07fITehycxHmZbDuHseZPvBI5idHoyCD4NDpCEWZ85Hi+jUozcKVTq5BR3YeewsOocfgzuKzhVB5whyOZxgzZZvGTF6HCkKNamZ2Xy0bh2nqmqxeaOYnDGMdim4vOnCbRIjlHvDHDh9gTETJiNXa2lR1J7Hp7+Evr6BSk8Ym9PHd/sPkpbfnBRVKu279eS95auoC8XROQKYBCn/SS9G0Xmi6MUQJoebJ1+ZTX6rdqRl5NP3hps5UmrFYvdS4Q7wW6mOEbdPQJudhTwtncdnvIK+3kW5O4FFCEsh1C6pEfWaMvZPMHbWW/OuwdhSpwRj6wIh7nz4UXILWqFKz5FgbKMHs9NHXTDK1r0HGHnr7RKMVafx2rwFnLRWYvNFpcmYOyFdTgVJKl/pCVNaf4VHZvydrBYt0Wbl0veGGzmis0qXZ1cYqxihTAjy5Mx/UNShOy1at+eRZ5+lxulk2Rdf0G/YSNp26csLs9/hshimRgzx2wUDT78yG01uHtktCtmyaz8Hzuh48Y35aHPySc/L59ONmzhfUU+5KGVcVXjj7Dj0B7dOmYomuxm5zVtxxwOP8vVPezlXXoep0YtVCHApFOeMpZw7pj6CMjWDjIxc+g0cygmjDasngNkTwOzysff0RTp2l2Bst979mLtwMfYYmJOKK4MQxeD8rzA2RaH5ZxgrXoex+09f4JbJdyFTSjEFf//HWxTXXqYmFEd32cHnW38gLas5cqWWfoOGs2j5GsqvOrhYeZkLNQ0UX7Jz4VIjZ2uvUnzJxYVaO8V1dkrq7JTUObE4JKtYU6alPmkl+k9vCPz/bZnEppeF9FwZXDH0QtOfSQc8vUOactpcES7W2PnxyGneX7meifc9TGH7rijSsmjdsTtvL1zKmbI6bE0FC2IMkyPATZPuRpOdTXZBCyZOnUqdP4RBDFMsRJKto2Euh+JMe246Ba1aodJm0Wf4WI7qKtE7Apg9UluuyZXA4Iwl1YFRLJ4I+gYHn6z7gvade5CiSGPwiNGs+3YHNYEw5cEIx8urmDX/PWQpalJSUrnroSfYdeQkNYEoeqefUmcAvTuK0S018FrsAY5eMNNvyAhSNKkUde7CU6/NpjYQwiYGMTu8Uq5nQRtSFBra9OjNiq+lw5nREaDSF+e+Z14kt1V7UjOyuWHEcM7r9eir6ymtbeRivcD5ywJn6hxcrG+kuK6RktpGSmvslNY0UlznRH/VJ9nSBS8NsQTzFn+ShLFqCcYeb4Kx1+FpE4y9cMnO/KUrkCk1yORqRoyTlLG1wSh6u186xCabgv97GNt04bmujLW6glganfzjg4XXYOzwsePY+cdpKoJRzKKUnSgdmPw0hBO8/t5iOvceSIoqnaKOXfl+/yEMDU6sXmmoqHdEk8BeKsExNfo4cFZH+943oNJm0aJ1W6bPfoNqfxSD4McoRrC6I+w/W8KTL7xManoOzYs68u6i5ZzW2Vi2cQsZzVrRultvPlixFlujC5vLzzFTJTdPuhtNdh5DRo3huwMHKamsYvKU+8jMaU7foTezctsuynxhbGIEs91HuTuA1e1h0YYv6NSzFzK5kgFDR/DlT/+sjDUKkh3OJESoEMO8+s5HZOS3RKXOoFPP/uw+epJKr9TOq3dKP1fu9vPx5xvoNXAYKnUuRR16s/Gn/RzUW3j9o09IS89DqUrn1bcXcNRgodwfRS8EMCbhuaTykFTrRuEvGPsft4RIckkRHCZRgrAmUcqh0yUjAsq8UcwOL8fNFXz58z5mvbeQwaPHk9WsCG12AQOGj2HrT7+iq3NIGWhikAp/kE179zNgxEjkSjVduvVi8YrPqHZ5JNDgkFqdLf4oB3VWbrptMkp1OoWt2/PQs8+jr7uCVZAiRYwu6Z1s8iSkQZwrTJkrSHHNJSY+9Ch5rdqSmt2M26ZMpaTqChXOAFcCcbbuPsAtd0xBplEjUyiZ8/FSTtdcpjyQSBbsSFnGkuI+RIXbz/vL19K990DkCi19Bg3n6937KPf6qY7GOGg08uLb867D2L89w85jJ6kNJbC5Qvx63siN4ychU2tp2bYDz/59JiW2CvS1jVyosXO+zsnZWgfFl5wU1zVQUnuF0rpGztfYOV9r59wlJyVJV5DZGcVmDzHlsSfRZGaSkZvD8Ntup7jmErY/wViDK3wNxv584jQPPPmslBkrV/HCm/M4Yvzfw9g/qyabYJ1BkAo8pMtZVHJ8NLh5ac482nXuRn5ha+59YjrF5dWs2riJ4aPGUNCuI0++OocLNVeo9sX5rcTGy2+/R4pCTV5hESs3beXgOT2z312EIlVLRl4L3vl0FWerJYWRyRnBKkoRJzZXEF1yyN62c08UqdkMG307n339PfUeH9NemElhu4606dyd52e/SaVbgkwWIYxFkIpRDK4AFYEYe05f5G8vzSa3ZTtUqTkMGDqadd/swHDZiVUMUer0YfJEk6UtUSweSVBidEaSrogQpZdc/HrGwPINW3nob8/SqXsv5KlatHn5PP3ybPaf0VHmimNyxtE5oskhRogdh45x7+NPoUzLQpmWw+1THuSLH/ZIwgR3GIM3WZDiimN0xyl1RSl1hqjwRDmhtzFnwUJS03NRpKZz/9NP88Oxoxy6cJHR4yaTnlVIv2Fj+eizTVgcTf/2MFYxhkmIoHeErud0/7fK2Ni1Yqm/YOy/bxn+Zf3znze9E5OfQdIlaEoWKVrEOBZRinMyOSOUiRFsTj9nKy/x3eFjzP90LRPvf5TWHbuhUGvJbF7AG+8v5KjORnmyiMnsilDpiTFjzjvkFLVFlZ5Fq07d+e1sqVS27QhiEsIYnD5qw3HeW7OOboOGkqJOR5mZz8Zvd2GsE6hwRTE5whhESfhl9EQxe6IY7X7OldczZOwE1Jm5NGvVhgf+9gx1nghldh813jAbfviJ9r37IlOqyGnRkoVrN2BxBTG7Y+id0v+DyZ1IqoNDWLwxTpbVcd8Tz6BMzyA9N5cREybxh8lCuTuIxenn8AU9HXv2QaPNILewNc/NnkuFO4zOGaQ6EuftZctp16sn8tRU0nPy2bT1e4rLqiitvcLF+gYuXG7gbN1Vztc7uFjvpLjOQXGdgwu1DkquuikV/JQ6fZQ6ROpCMb7ctYexk+9BptQiU6fx4crPOVd1mQqf5AAxNsHYwL/A2NR/B4yVilQvJ2DN9u8ZMmosshQVrVp3ZPWfYaxTgrEGVxSTEMHqCvPplu/QtihCplTRoWsPVn29jcpAFL1T2g837f6VURPvQpGaTk6zltz3+DNs33+Q4up6LE4PZaKf+mCEL37YzY1jb0euSqdrvxs4V16PWfDTBGNNTh8/HDpOj743JGHsEBavWc/lQARLEsZaknd4i93H07Pm0rpjD1oWdWDaMzOotjtZsv5LBo64mbYdu/HCa3MoE9xUeyMcvqDnuVlvINdkk9msLZu+28Ph08W88tY7KNOz0OY2Z+m6zVyoaqDME0+WNUruijJvlLO1l/hkw5fkNitArtAw6vbJbPhhJ7q6yzz8xAyatexEm259mDl/gVSKJ4alc4YgMRGzEKbCF2H3ifM8/OwL5BW2IVWbw6Dho/lqxx4p89YTQS9GMHoTGNzSPmpxRjE7wpgcQco8YcrEEKV1Tg6e0bHs803c/+g0OnTrjjo9k2at2/HkrDkcLrFIXKppH7YHqfXF2Lb3EJMeeISUtEw0mTlMvP9htuw5gEWUYvD0V0NS4ZsIuqTgx+SNUBGI8lupkZlz5pGW3QyFJotpz8zkwLEz7PntOCNvm4Q6M4f+N97M8i3bMAtSya9eCGP2SMPpa3vZ/6Az+78VxhpdUq6MSWhSckm5EjpXUxZNFIMYxuoJUxuM8nuxkVfnf0jn3oNJ0WSTU9ie95Z9xoXqK5R7guiuOmmIRpmzcCEde/QiRaUlu6ADO09cQCeEpCwTUcp+rQ8m+Oan/dx+571JKX46T7/2Gof1RmlS5IhidEiE3pCU5pvcYap8YTbs2MnA4TciU6pp3bkbb763CFODgwoxSJnDy/f7D0swVp1K685dmffJp1T7pUuCySVN0kqFKDp3GLMnzFGjlbsfe4L0vAKy81sx7s77OWGqwGR3Uy76+L1Ux8gJE9FmZ5OSmsGjM16htN4lPaxNMFaUcnOqQ/8CY9t24NW356O7chWLJ0BpMqagLpBUxhYWocrIlWCs3YvJ4aUmGOGnYyeY8vDjyORqZHI1T0yfyYFTxVR4Y5Q2BiUgI0oKDLM7RE0oxsELxUy4fyrqzGxymhUy4c77OK4vTwY7S23o1b4YC9d+Sa9BN5KRX8C4u+7mnMHIs6++RtuuPRk44haWffEt9ghUCAH0dXbe/XQVzdq2RZmq5YOVn/P5tz/xwLRn0Wiz6dS7Hz8eOorpqojVJeUrVvlivLNkJd0HDCFFnU6X3v3Y/OMezA6Rcn8MgzOMzh6g0hPjSImJCfdORaHWkpGRyw3DbuKkqQyL6MPk9mMV/f+kjP1XGKtLwlijEEF/1ZeMKVj1X2IK9HYpmNoshKkLJNh38jy3TJSaLQuK2jLzzbcpuXSZqmAUw1WRbXsPUdS5D6q0bLr2HsSCJSup8wSp9sQp9yUoC8SxBuKY/AmMPrD4wRqIY/PHsXmlEjOpWbjpYJyQyu7+AzaRv1bTSqpf3WBKQleDU2qFboKzRneMUiFCiRDG4I5h9iaweuLYXBG2/vIbkx94lKz8AjKycxly8xj2njiHVZBsfSYxgtkZYuTkKaiz88guKGTCgw9SFwijdwYodYYxuuPYPDHq/DFmz3+XLj16otBo6dhzAF/+uI+SBhGjJxmh4E5g9nBt4mlzR7hQWc9zs96gZeuOyJXpjBo3mV2/n6Q2FKUyFON4WRUvz1twDcZOvu9Rdvx6LAnJAuhcBmqUWAAAIABJREFUAUrdUXRiFJtbavDevH0v3XoPJEWVSqc+/fjHJ0upDUUwuQOYBT+rtnxLTrOWyOUa2vToxadfbaXcF0laWxO8+NYHtOvWD1VaNr0GDOb3M+epcPkp9ycw+uLog3H0gQS2cIKyYAKbJ4FVTFDlhQpvHKsYxeQMYhZ9XGmKKeg7AJlCgrH7jp+7DmOF/wbGJpWxKSkqht96G1t2J2MKkspYgzt2DcYaXZFrhxZTEipIrbRgdMfQOQJYXYHrMLbDdRj74x+nKA9Gk3EqQUlF5PBxOZTg47UbGTB0JDKFmuat2vDxug2crarH5m8qCZOWwRHG6opQXOtgw449NGvfHXlqOl1692XOwk+S8Tp+DM4AZZ4IZ8tq+HD5anJatEKTmceMl1/n+937eWXuPNIyc7jxtsls/mkfNb4oJqefCneEaX9/lYK2HenRfyALlq5g5/6DDBoyAm1mHuPvmsrBixbKfTEsrjAmh58yT1CCsRu/oFOvXsgUSvoPk5Sx1YEwVrdk8za5pPey2RVNwtiFZDaTlLGdevTj5yMnKRODlDZ6JZuSM0RtMMaOQ0e4+6HHSVFkoNLm8+7ytaz9ficPPvsCmrQcCgrbs+7r7zE0OLF5wuicAQnkiHEJavwpk/D//R7y1/rn/TSpnBOSUS1JWGMWY9LF2SUVbuqECCZ3jDJ/Aps3SnG9g/dWfM7gm8ahSM0mI7s5s/4xj5MGG+ViEIvgoyYQYvOe/fQbNgKZQkXn7r1ZtHIttW4PZe4oOqfUg2Bwx/ij/BKTHpxGRm4L8pq3ZMykOzleasbq8mNyRyRRgJiMK3FFsYlRrA4/hy/qGTxmHNrcFrRo25nHZryC+bKLMrufK8EYW/fslwq8UjXIlEpmf7CI4+W1lPkT0h7iTF42khdZc6PAc7Pn0Lp9N1SpOQwddRs7j5zA4vJRHYlx2GRm5tvzJStsipIHnnyGH4+foioUx+oKctxUxe33PYomsxnNW7bjoSeeobSyjkpPFLMnJlkZfQmMgRjWYJzyYJwyvwTLbH6w+hNSuawQwSYmsNlD3P3oE6gzM8nIy2X4bbdRXHuJMncEQ1OG9Z9h7Mk/w1glL7wxjyNG2/8Rxjb9avwnGCuV/hldUYyOEHWBBMs3bmHIyNFk5LZg+Pg72Hf8HH9/fQ7tu3Snc8++fLrpW8yNHqq9CYprHCz74hu0WbnINVre/mgJm3bs4dFn/45ClUa3/oPZ8MPPUn+FKDnWTEIUs5CEUA4vRy4aGH7LRNJzC+jaZxCvv/MRJRXVDBs7nrTsPG4YOZqVm7/hSlSyp5qdASzOIFZnAKs7QOllB28sXEL3QcNRaHNpVtSJuR8s5bi+jHJ3GJMrhMEdQe+KXIOxJvE6nNQ5ghIsEuPYXAmqRNh77CxPvvgS+S1bIVer6NpnAOu2/YSpMYxRiFNiD1PhTXDSUMY/5r9P6w5dUaXl0KnPEBat3cS5qgbM7pgUe+RJUNoESd0JioUopUKEMk8MQ72Djdt+pKhDN1RpmYwYfxtLNn7B1t17aN+5J5rUHO566Em+O3ican8ckzMktXO7ritjze4E5qQQpEm889/tBX/B2H/fMv3LatprpZW4tgyCNKjUO6Pok+9nizuBWZRcVWYhliz1CWFyBSkLxTEJAb7ee4j7pz1DZk5zZAoNo8dP4qufD2AVJJeDRQxT5Yny9znvkFckReAVdOzKofM6yt3SoEDqSghQG4mzYtu3DLllHDKVBplGy3tLV3PWWkuVKMEtnSuC3hVDJ0iCL6Pdw87fT9Bt4BDkqem069KDGbPfotoVokIIUeOLsX7HT7Tv3Y8UjYbMvGYsWLYag92D2R1F75AGw2aPBGN1ziCVIdj+2ynGTJ6CTJ1KbkEhU5+dwSlrJVZXAKsQ4EixiXZde6BO1ZJXWMT02XOpEIMUN3qpDsdYunkLA0aOJEWpQqXNZM0XX2Oqb6Q6EMfijVIWimP2S3ua1Z2gzJOgwpOgwgtWXxyjN4JeDGJ0+agNxPnyx73cMvkeZIo0ZAoNi1dv4EL1leswVoxiSMLYbQcO0n/kTaQoVf9XylijKOV1Sw7SP8PYMRKMbdOR1Vuuw1idM/ynDOgoNleIZZu2oW3eCplCQ/tuvVj1zbdU+COU2n1U+iK88u4HdOrVG5Umla49+rJtzyGsdpFKfxSjK4jO4aXcG2L1th8ZNmq8BGP73sBZm1RybRRD12Ds9weP/ZMydtHq9VwOSjDW6AxKympniEshWLjmS/rdcBM5+YXcNvkezhktPDfrddp26UHfQcNYtuEr6gIRKsQQxdUNvL98Hdq8IlIUGSxato4vtv3Aw088g1qbRZf+N/Ddvt8xN/qSPS9SPKbJEcEshjEKXvaePEfvwcNIy8ila79BvPHRxxw+X0KvgSNIzWzOiFsnsmrrdmpDMUxCCL1TKl60ukOYHV5MDQKz5n9I514DUaVm075zH97/VCrhtYhSzmupGEMnxrH6E1J8qCMi9UuI0n3NKASxilEqvDGqPGF+PnqCx55/kYK2HVClZtC+10C++vkgpqveZGxamEoxymlzFX9/Yx4t23dGnZFD14FDWf7Vd5ytbcDik0SS+uQA3SgmMLilcmG9GKbMF0V32c7yL7+hQ4/+KJTp3DR2Ap9v/pbPv/qWlp27ocjI5J5pT/LjsT+oDMYodQTRC+GkG+afIez/lNLdfzuMNSXtDCZnDJMjJgVCi2Byg16MUepKZqvaPdQEIvxy4hwPP/UiMmUWMkUGL73xLidN5dSFohgbBS6HQ8xdtJDOvfsiT80ku2UHfjh+Fp0QxOhJSHmHjhA1gQS/ninmkaeeQ6lJRZOewU2TJrH90FHKxAhGRwRdYzT5gpEOMSaXn2qvj1cXvE+H7j1JUanp2X8g3/y0D6vdQ7kQpKxRgrFZha2QazNo1qYdf587n9JLzmSgsGTh0buimDwRqoJRvtn7K0NHj0emyaSgbWeefPFVLlRdxuz0Uu72c0xnYNTEyaRn5yJPzeKxF16l9LIn2b4euRaobvZIMHbf6YtJGKuhVdukMvbKVUxuHyUOEYvHT40vxF0PP0ZeUhl74+13YrV70NtFKgJhjhrMvPL2O6SotcjkqYyfdC9f/fALtd4YhsYguuQhS+cKYfYEKfcG2fjjToaMuYUUdRpFbTowe+4CLlZeweqOoneGMDpC1Pjj/PD7KW6+/U7UWXkMGHEjP+zdx6gJk8hp2Zbb7nuE3X9cpNYPNkeACiHI+u07GXDjTSjS0nli5mu8+eESbrvzfnLzW3LXfY9wrNRCmRjCLEqW6/pglL+98BIt23REodZyw81jMV8WpI3ZLYElnTNMuTvKbxcNTJ76MGpt1rXM2BNGG0bBg9HlxeLysev4GTp07YEsRUnX3tczY83OwDVlrNEVxdDo53IkzvsrVtGtCcZqc/jml8MYGr1YRCnXsT6Q4MCZZGasQkVB63a8PHc+pZcuY3X7MTS62X+6hCFjJpKe1Zzs5m14/PlXOG2qotITw+KOUeIMc94R5oIrSrE3QbE7zkUhQrEzgk6QVLBGsclSK02bzG4w/VXe9R+0EhgEMAjSnlfm4dqApanIwOxLoPeC3g+lngTFYpwSl2S5rA8l+GTdF/QfOhxNejqazEy++nkfVqcfmzuKwe7HJoQZOfle1Fn5ZLdoycQHH6LeLx2G9UIYkxjD5o5RH0iwatPXDL15DHJVGs0Kinht3vucqqyVXpZi5JqC1ShGMQkhrA4/Ry4aGTbmdnKbtyYju5B7HnmaU7ZabO4w5cEYx2yVvPT2u8kMVRUjx05k4/bdWBw+DE4fBncIoy9OqRCSFKD1jcx99xNaJwu4Bo66hTU7d0vxKN4IZjHEys3fkpNfiFKZSvvevVm5bRvVIQmg1gQTLFyzmX5DxyJTZVLYtiPL1m2kpK4BszfKeSHEaSHEGTHGeVeUEleUUmcMnSOG2ZXA6JCaeU1C6HpMwSdL6dFvIDK5mrYdu3Dg5EWsDh9lbmmQqE8ODy2+GBfqGpn/p8zYYbeMZ8vPe6nxJzNjk5EhTfmjRjF6LVvtzzBWUv00wdj/GlMwfMyt/HD85D/DWCGE1enjUiDO9n2HGH/H3aQoNWTnt+DpV17jqMmG1Ss1wxoEqdjP5IhQ7oryh7GSNz78hLT8lshUqYwcN5HV33xPmRjE4Aigt/spc0cwXnHy1U97aNutF6qMLKY++jgLly5nwpR7Uadn8tSs2ew9W0y5N4rVHaXan+DD1evpN3QkbTt146kXXmbN+i/p2asfhUXteXrm6xiueJOgM4zBGcDmDWERPSzeuFlSxqYo6D90OBt3/UyVP4RVjGBySp+XIZlNV+mO8Pp7i8lu0QZVahadew3g5yOnJBhr90nPmxilwhvllLWKOR98glqbhyxFyxMzZ/Hqex8ydvLdpGpzGD3uDvYeP0uZKA339EJIavd1xZMKnyb7Zfyvy/5/1EpIg8fkgMvslhqz9fYQensQQ3L4ZPQmKBFjlIhxSsUYJc4g5f4ExdVXeenNBWTkFpKamsmkO+7h8JnzVHsCmJ0eynxBtvzyK/1vvAmZSkPXXn1Y8tnn1Lg9WJxBdPYwRjFpsbP7eO71tynq0A11aiYde/Zl2+79FNc1YHKHMLij0nJFMTnDVIhRDPVONv+wl3bd+6HMyKNzvyHMfu9/sfee4VVW+7522kwya2Z6SOgQCD2A9N57FVCKgILdJdgbKuJSKRYUxYIgKEgR6UWQKkFASsrsM5VQk8ze+30+PBPUtfbZZ13vWe+797VfP4xvQC4yk/E84x6///1bRaVF0LPc8ATZfvhnRk66V/Bhxycw7+ln2XehBKMzjKrBi9YsjOLqbcJo5RmVkeGTppOSkYcirTHj75vPOeNVNCahqfi03hi9LIsjJjaO6Q8uYHfRWWr9IbRmN5qbNh57bgl5zQqQyDLo1mcQB09fQN3gpMzm56LZy2VnkPNmD5etPkqsPorNfopNYcqsCMU+FkETYrCGMdR7mTp3AeJUJbKMtLuagnJ7dLTdFvnnZOwdTUGsAGNPaoxUe/91GCuA+TvaiiBqi5+yOjc3/WF2HTvNxOmzSZKm0rJjN77avIMxk6chS8uke/8hHC82oG/wUWENY2jwsuPIaQoKu5EokTPvsadY8u77jJl6HyJxCpNnzWPfmQsYHX40NgH2q8wB9PYQxmirvPaWhQWLXiKvZVtymrZk2gMPsnXvfvJa5BOXJGXy/XM5eqFUgN1mL0arF6NFaF+vcnjZsPcw3QcNJyZRTkpmU4ZNvp+iskp0DS40Fq/wNa2B6PlCKAguve1Baw0IXnJ7KKrGCFPSEEZjCnPVHWHr4SMMGTeOWFGC0ED/yTpKbjqjU4EBKh0+Vn76Od179CY2LgmJIpMnX17GiVIjRqdwYVzqiHDZFo7CWKEopcyB4IC0CIWkx38rY9DIicjTcmjZoROPPfsc73zwEYkSOcnyNBYteZvT6koqnBEBEJmFhNWdkja1Jfh7OvY/2Qv+grH/nvUfl6L9GcLeAbEaaxi9AwxOAcBpzCE0JmHprWC0g9YWoszqp9ji47LVj8YZpNzu4+ttu+jcrRcxMQk0adGWD9ZtQlPvQGf1ozI5ue4Nsei1paTmNCZRIqdx+0789FsJRocQblKZgxicIaq8Ibb+fJyJs2cTI0okRpTErAVPcujsJaqdArjVuYT09h0YW3KjnhVrv6Rxq3xiEhIp7NWPj9Zv5qojRKU1yFVniK9+2EOzDp2JTUoiQSxl0ZK3OFdxjXJHCI3JL+xtjgia6N511Rfm/Q1bKOw7kJiERHKaNueNDz7hUvVNjDYv5TYfp4q1tCroQJJYQlp2Hk+8+Bo1zgBlZje1gRBbfjrCmGnTiYlPJD5JylPPLeHERQ0V1iAlt92Umv3onGEh0GYKoasPCoXa5ghqk9AhY3SF0dQ5uO4KsXnXYUaNn05MnORPztiqP8JYy/9LMNbyu6Zg7Y4f6Dnwz5oC7T/AWK0tjM4SpNzi5ZNN21DkNCU2PomW7brw2fc7qPQEKTO5qPUGmDx3LsqsTKRyGQMGD6Oi3oExql0oNvu40uDiWjDC5zv20HvwKGITJLTq0I1z+hp0Fg9amw+9I4De6mLr4RO0/SOMXbuOm75AtB/Gi8ripczk4UYgwrafTjJ07BTE0lQ6d+vJviPHGDRqLLK0LIaOncSxiyqqnSGMFh+GBg/rfzxE2+79iUuU8/iiF3n1rXcZOX4y8tQs7p3/CD9fUkUvIIRUrN4aQmcOoDZ50Vl9XKq+yZzHniazSSsym7fmvgWP8vmmLcgzcolPUnDfQ4+x/9yl6PPHL6RDrW40Vie6Bhs7jpykc++BxCcrycxtzZQ5j3Dl6m20Vh8lFh+XLX6KbWGKzSFUlghaSxidJSRAYVuAMouHMqsPlcVPiclDcb2Tq94Q63ftZcDoccQmJBEvVbL22+3ob9uosgdR3XZTafHw+qpPaN+tJ3GJyWQ0aswTr71FkbEGvTNAmc2PxhVB7QhTYg5QZg2hdYLOFabU7ENj9VJh97Hv9HnGTJ0tlIe16ciLry3llbf+jkihJD5ZwovvLOeMoRKjK0hxvfuulkh91xkbRO/gLxj7v1sqszByqLeEMVgiwoZijQgPUXsQtd1PcYOD0nob13wBzqi0PPXSG8QkyolJVLD4tbc5q62kxhVAdctMfTDEkhUraNW+I7EiMfKcJnyz7wil9XYqPGCwhVE3+KhwBNHcNLP0/dXkNG1ObLyI5IwMXv9wNcXXbnLNF0ZjCqBq8FBW78Zo91NudXP0YindBw1FnJqOOC2DIZOmcLniGuVmD1edIaotXrbuP4oss5FQsJQoZviEqew4chJTKILe7EVt8qExC2P7RouHZ998hxZtOhITl0x+uy58vX032gY7WouLcrubU6Vq+o8ai0SuJDZRypzHn6XklhO9AzRW4ZdOYw/dhbGHzl1h0Ig7moLmLH51CarbdegcLkrNdoxOLzVOjwBjsxqRIFbQd+R4dHU2jHYvBoeX4uu3+WLLDiRp2cQlSMjIbsaiF99Cf9NOrSuCukHYlNRWD0aHh0qHk9mPPU5Os5bEJUlp3+UefjhwjHKzE53VR0m9G53FT7U7wq/GWqY//CTyrFyatWzNW++uoGW7jqTkNmf+opcpvmam0gk6s49qR5ADRReZ9chjxImS6DFoGFNmz6dHvyHkNs3n5bdWUna9jnKncCOpsXq4FQhw7wPzyWzUhGSZkr7DRlF29TZqi4dis4cSsw+DI8QNb5iNew7Se8hw4hKSUSjS6dV3EBcM5ehtTrQ2F0a7m0MXiu8WeLXp0JlX311BfRC0Zg9lDcII7J1k7HVfmGWr19CmUyExcYnES5R8d/AYqnon+uh43A1vhKO/FTN8vABjs3Kb8tRLr3Pl+k10dg86i4cL5bUsfOYV0rObEJcgoc+gkazbuovbHqhwBFBbfBQ3eLhc76bUKhQxaV1COk9lDQoPNWsAnVXwNxlsgt/3r4bZ/04rgtYGZaYQGkuICqcAA/W2oHDjbvFRYvKi90CZM8Ilc4BLDUIxzZVbDm76Q3yzczeDR44mXpSARKlky8EjqOscAiy1BTBa/PQdfy8iZRaKrFxGTLmX8norVXYfRnsAjdmLqt7FVXeEo7+VMP6+OcQmyRDLlPQYOIz9Rb9hsHnR2X2UmlyU3HZQcttOtdNHac11Vn62Dml6I+ISZLTt2INXl69GZ3KhsngweoL8YojC2IQkYuOSUGY35aW3V1Fy9TZXvUFK6q2Ump3o7QGMZi/HzpfSq/8o5MocEqRKRk6byTG1EY0jgM4bQecMsHrjVpRp2SQkJNKyUyc+/f57qt0+VPVOqp0R9p26yOgpc4gRyZAqUhk5aSrHr5RR4Qqgcvi5ZPVQ7AjyW72DYpMnWqIWEkrKbGH0thBqkwe1yYY5EuH1lXcKvBJp0qoNh85cxNDwZxirsgb/AcYmRgu8RvHd/kPURpOxast/BmNDd4sRBJgQoixa4GU0m3ll+SqatmxDTJyI3kNHCDDWF0RjE27sdVahsbbGGeC8vpK5jz9NUko6IrmSZu07s2H/IbRWJ0ZnkNLbbnT1PqrsYWpsAXb8dJK+w8eQkCwnJlnKzEef4shFFZUOIbWnswrjWQaLl1NlOroNHoYkNZVho0Yzb8FCmrZqTZxExsovN/BbzU20Vi86e5BqN/x4vIgxk2eQmplHv6GjefrZl2jWMp/CHn1Z/slX1DiFZ63gT/ZicPjQWR28/813tP4jjN29jyq3D73V/4cCr9+TsS8sW0FKZmMhGdu+kH2nfqXK6Udj8d49wOttfvQNDjbtPkSHbn1IEMnoM2Q4IybfS7uuPVCm5/DKspVcMF6lwhFAa/Xffam748DTmoNRaP/XXvrfa0VHl60RVGbh0Ki3CYcaTYMPtcmH3gU6RxiVTbhMLjH5uFLnElL5JjdLV64hp2k+MnkaI0ZP4Nj536hxedBZHVR7fWw6+DOFvfsJLvf8try+YiXGOjM19iAGcxBVQ5BSS5CrwTAfbtxCjwHDiI1PRp6WyePPvcA5rY5qj58ysxuVyUVZnQttvYtqq5/TV3TMXPAkcmU2MSIpQ8ZOYdPen6h1h9DednDVGWD74WOMmTJNKPBKSKD7kOF8tu1HrvnCGO0BIWFr8XHVHcBQZ+Lr7bvJbd6WOJGMJq078vjLS6n2BFGZXVR6g5zSGlj0+lIBdsbEMX3+g+wtKuKaL4DmtpVrjiDvrP6STt36ERsnRqHM5I3lH3C+vIZyd5BSm5dSp48rVjfFFielZpdwyefg7h6mjnrRdZYQxnof0+Y/jESpRKpM4Z5hwyi+el246PlDMras3kG1J8DeovNMf3DhfwJj/zB2+B9qCsKozIFomjIU9SL6UTd4qXZGKNJU8vAzLyOSpyNJyeC5V9+gS88+KHNymTx7Hrp6F3pzAJ05QIUtyC9lemYvfASFMp1eAwYzccYsevQfQrIinVfeeZ9fjVVRtYkvWm4jXNRrzH4MFj81Tj+fbNpO5179SZIradupkIeffBplehbpjVuy6I13Ud+0oa13Y7QG0Fm96Kxu9GYnl6tuMPr+eSgbNSdemk7n/iP44XgR2jqXALPNfsrqfUIpnD1yd9xXZ48IpUL2MBqbH40jiMYR5rc6H7/ddFHlDrKv6CxTH3iAmPhY4sRSln70OVdu2DB6oDIYYs+vFxk2biKJScnIUtLoNXws+3+9IqR2HSHKLH6KLX40zghl5gBlDUE0FsHdqzIHKDV5KXcGKLl6g1fffp/MnOZIlBn0HjSUaTPnECdKpmVBZz7ZuC0KfUIY7NGwifX3NJPKHPiXDtN/wdh/z/qTh/c/gbHC8/UOlI1gcILeHhGKChv8gqLEHkFnC1Jm8VJs9nDZ4uVKvZNat589R48zdOQ4YmISaN66He9/tQnVbRt6WwCt1UO1I8DiJcvIbNwCkURBdn4B+4p+w2gPoHcIpbKXb9qosHm5YKgSgkRiGTEiKa06dGP1hu/Rm9wYnSEu1jm5VO9EbfNhdPg5drGMfkNGIEvJICZRzMgp0zl2UUWtK4K2zkOVPfC7piCa0B88fiLrdu+j1heh0h7GYPahaXBT4fBywyewiHGzH0KZ14w4qZz8rvewt+g3VHU2DHY/5XYfxy6V0bJte5LEUtIb5fG3V17nujtEcb0dvd3HSZWGJ158iRhRMjFxydzTbxjf7PyJGicY7SGu3HZT2uBDVe9D2xDAaA6huy14Nw22cHREO0jZTSt1/iBbdh9kxJh7hQKvuGRWrVlHcfUtql1hdNbg78lYd4Dvfzp6V1MgSpbx6jsf/Gsw1hK6W973jzBWY/X+kzO2UeMWfPLNVjS3TBgdv2sKNFbh3zGYPXyyaRupuc2JjUukRUFn1mzeQYU7iMbq4VYowsQ5c5CnpyGVSRkweAja6w1o6z2U1HsobvCgsQe4GYbX3v+Etl16EBMvpmX7Qi5WXEdv8aC1+jA4AxhtURjbWfgz/wRjrT5UNqH0rdId4hdtJbMfW4Q0NZvsnCYse28lrdt1RJaZy6zHnsZodmEw+zCaA1Q7Qhw+X8bMh59GlCxlwJBhTL1vJj36DiAjpylLP/yMKzU3KXcGUVkCqM2B6NRaSLhIswfQ1Dv4dPNOWne8hyRlJp169WHmgwtIkilJy2nKS++s4sq1esqd4bveYp3dj8Hu4YymnOFTZpKS2QSRNJMBo6ey/aczaEweyiw+VPYgKqcQ9FHZIqgs4bswVmMOoHeEMbojaBwBis1uLjc4udLgpNoXYtvxk0yYNYeYBBExCcl89OVGimvqqLQLMP3wuSv0GTmORHkKiowMBo+fwLEyPSqzG5XNT7HZS4nJS6nZJzzTLdGCU5PAMNRmL9XuIOcMlTy79D3EKZkkSZQMGzmOiVNnkCCRk5NfwLpd+yirs6K1CcBY7xSS6mqrcBmrMgt7xd3L2f8G++v/zfr3awrsglheGy3yqrCGuFxr4dJVM+o6J1WuALXeIFfdAa46XOw4coxJs+YRkyAlTp7BayvXcLHiBhU2H9p6B3XBMCu//EoYJUtIIkmu5JEXXubo5VL0Jifq2w4q7GHBp+Xws+PISSbMmENMXDIxicn0GjaSlV+up6T6BrXOELXuEFddIcpNTg6dvcTsR58mvVET4pIkdO7dn7c//YpKqw9dg5cKa4hKS4BtB08gycglLimZmHgRTVq15aG/PUtRsRZDnZ1Kq5dKm49LVTdZvWELnXr0Q6LIQJaazfAJ93JWU4HW6qXU7MLg8HCqTE3/kWOi41FSHnhiMaW37IILw+K7m4y9oyk4fL6YwaMmEhOfTG7Tljyz5A3UdX+AsS4vNU5vNBmbdzcZazS5MFh96Kw+DBYPR34rZvS0mcjTsklITqFH/xGsWvsN5fVOalwBrnpDVLt8XKqs4eMNG2nZmSPSAAAgAElEQVTTuSuJEgWZeS2476EnUF8zYbQJBRgaSwCjI4Te6kPT4OC5d1fRokMXUtIyGDpqLIr0bNp27cXSj7/E6AhEfy4CVLvCnDNUsWTFB8QmicnIa0pB5240btGG/PZd2XrgONp6J1prkOIGHxqrjxveIE+//BrNW7clPiGZVgUdWf31t2jrzFz1hajxhqm0CoUK9z74MFlNmhMbJ0IiSaFTYQ/OagwYHG5hLPqOM7ZdR2LiE2nTsQuvvifA2D86YzWWIKo6ZzQZ+xltu3QjJiGJBGkqmw8du5uMNVj9QjL2/GWGj5tATNwdTcGblNy4icHpQ2fxorlpZeuB43Tq0YdEiYK07DxGT53B3mNnUF+r56rDzw1viBveEFWuEOXOABqLC5XJgc7qpdwZQmvxojH5MFiCVNjCqOq80fHe//qN5K8V4o9jXro70MAUQGuJAiSbD73Dx9nq21ypc2JwBqj2hqn2hLnqClJeb+XNlR+S37EzSWIpbQu7sutkEVqTC71N+H3TNXiYNO8xUvNakiBJIb9jF77ZvpPS6hvo6+xo6pwYbUHBz3XLxhvvr6FtYQ/ikiTI0zJ58Oln+fHkGfRmO7W+IFc9QWo9AUprbvDx1xsp7D2AuEQZ8clKps19lB9PnMPoCqG2BajwhSky1rD49WXEJiSRIEomIVlO7yGjWLF2HaW116mwOSm3e9DWOzhw5hJPvvAGyvQmxCfKadWukOeWrURlcgnlc84QOpufNd9uJy2zEXFx8bRo345Pvv2WaqdwiVHpCFNcU8/zS1fQrE1H4hPFpOU04rHnX2Rf0XkMNhcVbj/Vvgi1viC1nhBVjqDgqGsQfle0Zj8qkxutzcXtUITXV74vaAoSkmjcph37Tp5DVxctmLAE7yZjDa4Ql68LmoLYhCRi4xLpP2IMWw4c4poviKrBg8YaisLYO/61P8BYWwiNTYC7gh4niMrspdzuo9xk5tV3VwgwNj5R0BSc+ZVKfxC1zYfK7EcoTvFTbg1SaXHz4bpNdO0zkFiRhKSUVO5d+Ajbjp2k0u7mhjdIrT1IlcnH/lO/8fCiF0nJySU2SULLLt159/MNaOudVDrD6C0BoRTOHMBg81N8/RYzn1hEZuMmtC5oS2H3e5ApUmncqoDvDh5FY3GjsfoobXBT445wzlDDvCefQZGZS1ZeC7r16IsiPYvRk+9l64Ej1Hojgi/SFkRjEQ5I5TYHH23YTH6HzsTEiyjs1fduMlZv+11ToIoeFCusPp5/azmKzDxESfJoMvZXKqMwVmO947zzU+EIcOS3EmYufIxkmZLMvCZkN2lGSmYjmrfrwvcHjqG6acNgF1zsWrswZqe1hdDbI+itgjNWbf6v3j/+Wv+4nwqfcXSE1iKk6QzRpbcE0DR4OFdVh6bBTbUnRK0vzFVPkGuuEKeuaJj3+GKS5RlI5ek8+NjTnC7RUOHworG4qHAG2HPmIr2HjSU+WYYyM5uRkydz6uJlDDfMGG+70db70dqFg8vRK1rmPvksEmUW8YlSmrZpx5KVqzhZpqLc7qbWG+SmL0i1xcOJi2peWbaKnCatiRdJadSyLc8vW86Vq7cpd/hR1TuocQXYcvCoUPwZF0+sKBFFZjb3zlvA9qOn0dXbqXYEqLJ5uVx1ja+3/ciQcZMQKzKISZQxYMxk1v14kEpvhDKLF6MryAmVnsVLlgqQITaWGfPmsff0L1zz+FHfslJt9XKo6BKzFz6FWJ5OfKKYdt16suzjzzitNmK0e6ly+6j1B7nmD1LjDlBh86EzC+9GwkWGAECNtgjlJj/3zluIOEWBLFVJ39GjKfmjpsAW4Y8FXneTsXEJxMQn8uQrf4axfyrR+9/A2DKTH70jgvYOGLYK5SZ6ix/1LRtvf/wVefkdSEiU0HfQMLKbNKdtYTdefmcVhmjHg8YUoMIeorjmJu99/BmZObk0atqM1h060bh1Acrc5nyz8wCqm1ZhJN8iHNy19hAqizDKrLeGqHKF+fmyjjHTZyFRpiFXptGuU2eSxDJ6Dx/Dp9t2UekMoKn3YLAJzzuj08+v5bU8//Yq8lp3RCTLoEOP/ryx6mMqLHYqbV4q7H4MVh96i59Kd4RyBxicEfQO4XJRY/Jy5ZqZ4utmdGY3Nd4Ilb4wFe4gerODz7Zso/uAgcSKEmnUohUffbNFKBBz+TlbfY0HnnmR3JatkStS6D9oKN/tPoD+tpUqu59Ke4BKZ0gojHNHqHSGqXJGqHSEKav3ColWq184JN+2suf4r7TucA8isZKM7CY0b11AfLKUiffNZs/pXyl3CO/TdyCsNgqA/lUQq7H+40j9X+v/6fpH/642us/eTcTeUVLYIgjj6CE05qBQDmoJojMHMFhCaOs9XLraQMlNK0abh1p/iNpAmEpXENW123yw9itad+hCrEhM5579+XzrbnQmjxBgsQtO+NeWf0jLgk7EisQkKdN44/2POVlmFJyY1iBas4dqZ4Bqq5uNO/fRY8AwYuIkJMvSmTzzITbuOYK23k61L8hVX5BKp4cjl0pY/PpbpKRlEy+S0rpjV1567300t+0YrdFknzPAul17adahEzGxscTFx5OW04jJc+YJk7QNbqrMHmpsPoz1No5fKuX5t96jWbtCEiQp5LVqw/xFz6Ott6G3eNFYvOhtfo5d1tCyXUeSxBLkGdk88tzL1LrDqG0+tDY/2gYrX23bQZde/YiNlyJPb8yUuY+yaf/P6MwuKrxBqv1hqrxhKl3C75zREhQcuraAoBezeFCZndwMhtiwWyj9i4kTE5OQzPLP1nG55paQjLX+rimo8QTYevRnukb3gySJgtf+1WSsJRRVs4T+BGPV/whjBw8jJi6R3CYt+XTjNrS3/1lToDMHMJi9wvt+Xgti4xJpVdCJzzZvp9IVRG32UOsPs/D5F8lt0ZIEkYj8tu3Y9ON+dLfNXPOFqPGE0Jpc/HDiDP1HjkeqzBLUhZ3vobj6pqA2tEVhrNXF9sMnKOjcnZh4wRm74rOvuOEVYKzK4kVjD6Cxh9Da/GganLzy3oc0a9MBqUzJ0GEjSM3MoaB7L17/6DMhNNXgRdPgp9IR5lz5dZZ++AVJEhm5TZpS0LETTVrl0zi/Pd8fPoG2wY7RGZ20s0Qv8GxhdDbBc64x+zhZVkGfUZNJTskkNSuH1u06EidKpt/Q0azfuY9KZwCDU9AwlZl9GBx+TqkMPLf0PTJyW5IgTqfnwFFRjmOj3BHA6AphcAoTtwZHhAoXlDsiwte1BtFZA5yvNnH5mhWNxUulN0SNL0iVJ4jR4uKDb76j+6ChxCfLyGiRz1fb96C5aaHC6qVIU8nsR/9GdtMWSJSpDB49ms179lLjdFPh8FHhDFDpClFuD1LtCVNu91NuE84wRmsQvT2EOqoqKblhYtO+I2Q0aYkoWU5ObjMaN22FNDWL8Q/M56fLpejtAjTXRJmY8P4u9LLceX78BWP/T8scQGv2o6lzs+Lr73nh3dUsX7uBrfuPcOhUEQeOn+aLTZuZ99gTtCjoQHySjC4Dh7Pux0NRoBBAa/JQ6w2z+dDPjJoynZh4EfGJSbQt7MLCxYtZtnoNH33zPQfOlVBS56TCHeZi9W1Wb9hKu8LeJMqVKLJy6D1kOM+9vpTv9x7gwOkidvx0jPc//5pZDz1Gbou2JCRJyWvRhkefF2TF5bYQWlMQXUMIY0OAbYdOI85oJIw0JCcjVabRql0XZs1/lA++WM+6bTtZs3ELz7/1Dr0HDUciTyM+UUa33gN5b82XlFvcqO0BrpjdGJw+flEJyVh5agYiiZx5Ty6m7JZVkI9bfGiiL5h3C7wulDB4zCRiRBJym7fi2dffRF1Xh97hotRsw+D0UOv2MeH+WXedsf1GTaTS7MVgiZYF2QIUX6vjy+276TlkBLK0bJQZefQdPIa3P1zL1kNH2XPqFzbt3ssrb/+d3gMHIZErSUnPYcSk+/h8+z4qHCGhpdESRBcdJ1WbvFR5gqzeso3ew0YhSpaQldMYUbKMMVNnsunAz5R7I4Kj0hqg0hlGddPMV9t+JLNJc8QyBXJlGmnZefQfOZ7LVbdRm+84gISvU+sMsn7bD/TqN5DYeBFyZQYDRozjw3Ub2fnzKXb+fIo1G7/jgceeIrdNAZK0DJIkCuTyNDp368mvWgNGpwet3YPW7OLQ+Su0bN+JmIQk2nTqcldToLdGRx+jLy1ldS5uBcP8fc1a2hZ2J0aUTIIslc2Hj6FuiGoKrD6uuSMcPX9ZSMYmJJLTuDnPLHmb0pu30Dt8qBrcGBrcaGobePaNZeR3KiReIiM9twkTps3kzeUf8O0Pezlw4hcOnS5i17FfWP/jPlas28hXP+7nfGUttd4IOrMbrcmL3hLEGH24af/yHP73WrbfPYcacxC9PSyM5ll8aM0eTmsqeeSVZbz6/qd8se1Hdh07yf5TRew8/DPL3v+YgaPGIcvIJjU7j/lPPcMptTHaLOtHb/Vz1eXn2WUradWxOzEJYuRpGYwcP5El7yxn+adfsv7HA5yvvInO4qfcFmRf0RUWPvsKaXnNiI1PpHmbdtw3fyErP/+KbUd+5sDZc2zau48Xlr5Nv6EjSZIriUlIpvuAYXz8zRZKbpjQOkKUWgNUeCP8Wn6VZ19/m5g4EfHxIhIlCtIbNaH34GE8+8YbrN+xk693/Mh7a9fxwGOLyG/fjbh4GYr0Rsxa8CQ/nviVcreQZFNZhSKTNd9uJ71RY+JFibTs0J7PNm/mqsePxuJDZwtitAbY8fMZ5jz2N1KzGxErEtGyoD33zV/Ie59+wZb9h9l36iwHTxex99hpNvywj/c+W89H3+zgXMVt9NYgaosXjc3JjUCYpR+spn23e4hJFNOkTTsOnL6Arl4o7bkDY1XWIAZXiCvXG1j6wSfEipKJi0+i3/DRbN5/iGveECqTR3AD20LRkpMQGmvgn1I8v8PYECqzj3K7T9AUvP0eTVsKo3R9ho1g15mzVPmDqGx+Si0B1NEiDb05RK0rwvFLap59bRl5zfOJS5KQl9+GaQsW8tE3G9l/6hf2nzjLZxu388DDT9O6XSHxyRIyGjflkZdeZf/5YiocIaHJ2hwtAjQJSpwyk4PlGzbTqlNnZEolKalpSBWpTJg2i8O/FWNwBoQRKZMPgzWArs7Oq8s/oHGbDiRIUpErs5CmZ/LQ04s5WaqhyhOJjhEHUUf/v1V2B6vXf0t+xy7ExCdS2LsfG6IFXga7kLLTWSN3k7F3YGxKVhOSJEry/wBj1VEYq7ELBwijM8yFymu8++nnpGRlI5JIiE9MQpGRxeAJUzmrr0Fn8aGxBimzCKC9zOwXkga26FigLVrk9V+9f/y1/rTuejLtghtUaCUOUemIUHrDwncHT/LEq3/nnU/XsWn3fvaeOMXB02f4dudennjhFdp370WCREnjVu35eMP3XKy+id4uXPLq7SF+1V9n4qyHkKfnIEqWkNO8CQueeJylyz/g43Xfs/3oOVQmHypLgLI6B2u37Wbw2CmIJCnEJkro3KsXjz3/PF9s3ca+U2fYd+I0azdt45GnX6Rzt77EisTI0rKZvuARtv18knKHF5XFhdri5qo3xPeHfoexcQkikqVyWrbtwMT7H+Ct1WtZt2MPn3+/g1feWcHISfeiSM8iTiSmeUFnXnh7JefKr6FxBCmz+in3hDilMfLsG28TJ0okLj6B+x98iANnirjuC6JpcGKweFHftLBm03b6DB9DgkROglRO9/6DeeTZl1i9/lt2/HSEg6fPcPDUL/xw+Cifb97Bm6u/ZNuxc1y+Kbynqsy+u87YqXMXIFYqScnMYOD4CXcLvDSWIFpbNM3S4PpzgVd8AjEJSTz5ypv/DGNtfyi7/EcYaw1HEzG/w9g70wgak49Ke4Cvdx6g19AxxCaJScvKJlmhZMi4iXy79zCV7pDwWZoCGGxB1Les/HD4Z/I7dkKaqkSiVJKak0unPoM4dkmNvsETLS8JCClUm+Au1ljCAqywhdDUO3nqtTdpkp9PfKIIsVSGSCxj7lPPsP9CMZWeCBpzAFWDF70jwKUbDXy+Yw8F3fsilmeSLE2j7+ARvLXyQzbt2s3XP+zm6x/28PUPe1m3Yz9f79zPlz8cZN3un9h/oQx1nQOj2c17X2zileUfsuqrDWw5eIS9v55j+4nTrPhiPRPve4D0Rk0QiRWMm3ofP/x8igq7l0u1t1ix/lvyu/YkWZ5KZk4uI8dO4IuNm9m4Yzdfb9/F+p172bj7IF/s2Mv6XQf5eucBvj94guNXtFTa/Ritwtisxu5HZ/VRXH2bsdPnkprZjIQEOUmSFJJS0nh95QecNVRT7vozfP0jjBWmAf/r95n/v6w7hWh3FErCCqO2Rv7p9+yus9vkj4JYPxWOIAaLm71Fl3lh+WqWfLCGL7f9wK5jJ9h94hTbfzrO3z/6lJETpyBNzSA2ScLsR//GvqJLGO3RUlOTlxpXkE+/20afISOFskGRmD6DR/Lki2+w/PNNbNh9BNVtGwazm2q7nyJ1BW+sWkNuy/aIxEryWrRl0v0PsGrtV+w9fZI9J0/w2ebNLFi0mIKogio9pxlzn1jMrtPnqHKH0UTTiZXuEF/s3EPjdu2JiY0hMUlEklRGk/wCJtw3h2UfruXL73ayfttuVqz5grmPPEmbzt1IlqehzMpj3PTZfHfwZyqdQXS2gFAsZAty/IqONl26kiyRoczO5bEXX+OqK4TK5kNl9VJu9/BLmYZX311JbssOiMQZNGpRwJgZs1j68Ro2HDjIjpOn2PXLWXYcP8OGPT/xzheb+Gr3YX4pr0Xn9FNqcaK2uaj1h/h6z34GT7yXmGQFMUkS3v1sHRerb1HhCgull9aAAGO9Abb9AcYmS1N47b2P/q+TsWqrhxsRWLv9B3oOHkZMQhK5TVv/qcCrzOKP6mSEf8doDbDm2x9QNmpOgiiZ/HYd+WLzNqFY1uShwhNi1YbNdO0/iNiERFKUGUyaMZu1Gzez+9gJtv90lFVfbmDs9Flk5rUgPklGXLKM/M7dKVKXoze70dkEaGmwuthx+DgFnboRE5dM+y49eO/TL7nuDaC1eCgze4ViK2eYMrOHKleITzfvoPeQkYiSpGRn5ZAkljFq6gw2HjpKpSeEyuRFZQqgt4UpvmHnmz1HyWnWDIlCjixFQUZOLr2HjuaMvhptVDOjsQmXHrpoUEMb/f4KJbQe5j/7Go1aFhCfKEYsVSBKEvP4My/w88VSqtxCqW1ZVDtxseY2H3+zmc49+5EoVpIgVjJo5ETeWvUx3+7ez+fbd7Pux/2s27mfdTv2sX7nAdb9uJ+vdh3kwMUyyhrsqG7beOuT9bzw99Ws+Oo7thw+xoGic/z480lWrV3H2Gn3k57bFKkyi1H3z+PAr5eptLi5YKhhxdqvadqmHUkyBWmNchk9ZSprN37Hxl27WbdjN1//sJcNO/fz9Y59bNxzgHU7drPl4DFOlxqpcYbRR/t41FY/GouHU5pyBo2dREpaNiKRBFGSjPScpvx97TrO19wUSqWjij+VxX9XxaezC+8B/9X76b9z/dth7J1UodYaRGP2UmS8zrAZc8kr6EL7rr0ZP3k6s+fMZ9asOfTpN4DsvMaIU5S0bN+RV97/mFPaSsrtQgJCawlgtIf4RVfNoiVvkt4oh9jEeGISYlBmpdO8oIABo8az5P1PuXjDjNYRvvuC/dqKNXTtN5jU7FySpDKy8nIZOW4cM+c/yPhp0+lQ2B1ZSjoSeTqt2nZg/uOL2H7kFOU2P+qGAFpLBF1DGENDgG2HzyDJyCMuMRFlZjr5Be1o264TiUlSutzTk35Dh9G1dx9Bj5CQhFSmpF2HQl5YsowLukoqnQHKHEEuWbwYXAFOl6noO3w0CmUGiWIZ8554mrJbJvTOAFqrF81dWX+Aak+0wGv0JGISxOQ2a8Xi115HVVeH3ummxGRDZ3dyzeNj9LQZKLNzSZAq6T1sLJUNHowWQRmhswTQWVyob5tZuvpT+g4dSWpGLhJ5Js3bdmbM1BlMe2AeQ8eMpUXr1ohEiWRl5zJi3BTeX/cdF6+Zfj/EWkNR314AtclHtT/Ezl/OMuWB+cTEiYiLT0KUJOOJ517leKkevTfCFaufUosfvTWA0ezhQNEFeg8ZgUyhIC4+nkZNW/DAk4up8QjNeypbBI1dcG5W2wJc1Bl5bNFimjRvSUKSBFGygq69BjFx+gNMmjGbHv0HIM/IoHOvXrTp0pX0nDwUinS6dOvFr1rjXRirs0Q1Be07/Z6MfXc59cEojLUE7jaIltW7uOEPs+yTT8nv0o2YhGQSJMpoMtYhjMhafdFk7EWGT5hMjCiZ7MYtePrltyi+cUsYB693YzR7uWYPcOJiCY89/wL5nbsgTkkjNlFM89btGDJiHNNnzuO+Bx5i2ux5DBo1jg49+3Lfw4+zr+g8N3x3CiD80dvKMMb/Qb6U/zHrD6OMaktAaJ22BjHaQpRct7Bu50FSmrSmSZsO9Bk8nCkzZjJr3nwmTZ1G8zYFSNMySW3UlP4jx7P14HHK6uzo7CHKGnxoTF5uByJ8u/cIIydMR6pII06UiCg5meatW1NQ2JVpDz7CtuNF6Kw+tNYA6gY3W4+cZurchTRt1QaJTIEyLZN2Xboy+t57mbnwYQaMHk1202YkSeVk5TWlyz29eOfjtRTpKih3BSm1Bbhs8WP0hPm1vFaAsbEJxMbG0axNW9p07Exe8xakNcph4LARDBgxioLCe1Bm55GQrCA1szEjJ01jw4496OvsGJ1Bykw+NJYgerOPj7/ZiiIzm/ikZJq1bcfazVuo9YWEMZeoK6/0tp3vDhxh8qw5NGvZCok8BWlKGq0LOjJ64lRmzl3IzAceZNr9cxg8chxtuvSg7+jJ/Hj6EjpLAK3NT5nZzo1gmDc/+OhPMPbQ2YvoG5x3k7FlFsHRp3eGuHy9/k/J2D5DRvDt3gNc9QjJWK0tLBR4RTUF6j/B2GDU0SfAWI1dSFiV233o60y8sPTvNGnekth4EX2GDmfXL0VU+oKobAFKLSFUNlDbQGOJUGELU97g4eCpCyx8cjHNWrclOUWBolEOnfr0Ztqcucycu5Ae/YaRkdMCiTyd1gXtuf+hBew6XST8HNkCQmmKRYC8qmiZZYnFx4EragoHDxGKhOLiSctqxLIVqzlffhWDQ0j56m0RVHUeahwB1n6/g55DRhGbKCcmXkxOq9a8/uGHlN1qwGC/I9gPojZ5Kbd5qbY5+Oirb8hv3zkKY/uyYc8+qj2+32Fs1Kurs4WotPp59s33kGfkkSRNpXnbTuw9efZPyVitQ0jKae0hVHV29p46Q+sunUmUSoiNj6dZm7YseuMt9CanMN5nCUa/r3c8vsG7Y9E6B9ED6H+DPeSvdXepbX409sBdtYSqwYfWHKTKGaFIW8UTr/6d1Matye/UjaGjxzFt1mxmzZ3LkBEjyWnWHElqBs3admL6wqc4papAYxbKmNRW4QBqaPDz6jsf0r7wHuITE4lNjEWqlNGsVT7d+wzh0eff5GKthdIGHwZHkHPltazesJk+Q0eRmdOYRImE7MZ59Bk8mBlz5zN15ly69xlMVqMWSBTpNM1vy+h7Z7Bhzz6uXL+F1uaixOxEZXVz1Rdi6+GjjJw0lZjYOOLj4unUuZD2nQrJbNSEZu070W/EaHoNHkrztu0QK5QkJklo1rw1jy56nn2nz1PpDFISdTZW+sKc1pWz+I23iU9MIj4hkfseXMD+orPcCISFyyOrn3JniF+01by7dj33DB5OeqPGiCQpKLPy6Ny9N5On38esOfOZNecBJk6dRq8BQ2jSrpC/vbGcY+py9M4gKrMfvSWEscHPpNnzSVIoUGRm0Gf0aC5XX8cQVY/o7BG09iBqkwBjBU3Bw8TEJxD7v4Gx2v8DjNVY74y5R5MyUe2K1uynyhVmX9FFZj7yFDHJycTEx5OoUDDr4cc5ozJQ7UPYB8zC/qRrcHNeZ2TwmDHI09OISYgnI68x9z/yFFeqb2M0+9CaogWa9t/93Dor6KwRSk0Bqj0RPtuylf4jhhGXEEdsXBzZec34+6dfcuFqHTqH8LNcVu9B7wqw5/wlZj/1DLFJckQiKTJJCu3adWTkmHH0HzaMgaNGMXj0GIaMHsfgUePpP3wM/UdOYNC4qSxZ+TGXKmvR3zIxbNJ0mrXtQMfuPRg1eQozFj7M+FlzaN+tJ8r0XBQp2XTo3JPVn2/koqGaaoeHn34rZuCYiUgU6cSJJCgzsmnfqZDho8cxeMRoBo4YxeDRYxk6diIDRo5j4KgJ9B8xjqmzF/D+lxtpCILRLDSWaxx+9A7h4uyNlWto26EnMbESROIUGhe05/ufjkbHuEP/lIS983z4YzP2X+v/g3Xn/fQPCXTh3eUfYWwoOjkSFhyXZj96i5cqlx/1rQaWf7WJFl170bR9R/oNG8akGfczdeZcJkybSbsu3VFkZJGSlUPHnr34csduLtfWY3REUJlDlNZ5qHEHOXzuMg/97RkUaZnExieTlJxCo7yWtOvci0n3P0SRthJNvQ2d1Yva5OZYqZGFzy+hbWFPpCkZpKZlUditO/fNnsm0mffTs38/MvPySJLIyW3WiqlzFrBp30+o6qwYXUIJmcYWotIT4Yudu2nSrh2xcTHI5VLaF3ahoLAr8rQsmuZ3oO/gkfQfOoqCToXIUtIQJUvIzM5lxPgpfLR+M+pbVjQWYXxabQticIT5+bKWFh06kSiRk5rTmMdfWsJVV4gSs5tSiwed1Y2h3sLJy2UsWPwKBZ16I1NmIVOm0bxNWwaPG8fEmbOZPu8hpsyex5BxU2nZ6R7ufehxdp48S6XLj8bsQGO2c90bZMOu/QyZOI1YsZKYJCnvfvoVF6tuCoXlUceqyuSi2u3n+yNRTcFdZ+y/qCmw3lGE/HOBl8ri5noYPt22gx6Dh0ZhbKs/O2MtgtddOFML6R6Vo1YAACAASURBVMjVG3cgSc8lMUlMqzYFfPHt91x1B1GZPOhdYX4q1vHg0y/SqGk+okQp8tRM+g0cxuQZ9zN26lS69OxFWlYjuvXsR16zVsQlimle0IGdx4tQ1dnRWr3o7V6MNhfbDx37M4xd8yXXvIHopLIXVRTGlphcVHtC7Dp5lunzFhInSkYUn4BYLGPBouc5rjZQ7o0IQNAcQm2JoDIF+Omimp5DByFTyomJiyW3aTPmP7EYTYNT+P7bQtFi35BQfB51ogvv30Gq/fDhtz9wz8ARxMQnkpAgIjsvj882bKKk5rZwbjT5KLUGMLoj7D59jjkLHydJokCUJCUxWUbrdp0YMGI0A0eOoe+IUQwcOYbBI8cwdMRYhowcS/9Ro+k3ZhzLPlvLheoazhkq6D9qEo1bdaJD936MnjKDWQ8uZNp9M+nUpSvK9EzkqZl06zOYjzbu4EpNHbWOALt/Ps2QMRMQiaXEJSahzMqmfWF3ho0ZT79hIxgwYiwDR4xjwPCxDBg+lkGjx9N/+GimzVvAZ99u5YYnjKbBIyggbQFBkXDLwmvvraJZy7bExiaSnJxC+y492Vd0kdJ6pzCFY/HdnYAR9BjBP3GP/ykM5N8OYw0OQdSutwsOkMNXtAyb8QC5LduhUGYhk6cik8qRS2Uo5ClkNMqlS//+LFr6FmeMVehsHqE5rt6HwRZBYw1isPnZcvAok2bOIiMvC6lSgVghQyxX0Dy/PY88v4TLN+sptfoprveiNwepMPn5cN23jJ48nSatWiNXKhHLZIjlMiRyBbKUNLIbNeWeXgNYuvxDikp0VNmEkUmVKYTGEqHcBhXWEFsPn0GR3Yy4xCRat23Dk08/zfKV79O4aQtS0tKRyOWIZXKkKUrSsvMo7N6bd1d8xEW1gRvuECX1dortAS5ZfOicAY6VCA2syoxsxIpUHnxqMaU36jE6AuhtvuhhQYCxle4wh84VM2LCNJJlaTTPb8fiJW+iul2H0eWl1GRDY3FQ6/YxdsZMMpu0QJyaRd8RE9DfcmAwBTBYhM9EbXFT4fShrbfw0YZvGTllBjnN2iBTZiFRpiNWpCBVpJCWkUmLFq2YOXs+W3cfQn3TgtETodQeQWUVbiV0VqG5W2P2o3P6OVt5lUWvL0UiT0UiSyUzpwnvfrSWkmsN6D0RyhwhSi1+VA0eKu1+LlbU8NDfFpPXtCkSqYyuffqx7NMvqfRBmTWC6k47eUOQSnOAm04vP50+w6NPLyKveStkigzE0nTE0jThs8zLo1ufnqzfto0nnn+RNh0LSUnLpkNhD86oDRjsHnR2D3qrm4Pnr1BQeA/JMiUdu/fkteXvc8snaAo0f4CxpXVOrrpDvPXxWtrf05tkmRJpWg5bDh1HVW9Hb/NjsPm57otw6OxvjJo6nWRFGo1btuXxF97g0vWb6BxCW2OFNYDhtp3rTh9FZWpeX7mKwr4DSM1pjEyZiViWhliqRCxTIpGnokjLIjU7lzH3zmDbkeNc84QptwXRWYSmT5UlgtoKwnjR/4zN6H/CEhofg+idEXSOMMV1Hgy2MJUOuFB+kw/Wb6FV5x6kNcpDlqJEKpMhk8uQKRTIU9PIbdGa0ffez2ebd1LrCmJ0RNDahc9YawpQaYugvmbmrVVr6NqzHwplOmKpjGSpFElKKn1GjGHtjr1UuEJorELZiN7s4eQVNX976VW69uhNZnYushQlEkUKYmUaUqWSlMws8jt2YvrsuWzesQvNjXrKbV5UVi9lzhAljhBGb4QiYw3PLFkmXLrExTFpxgxeWfYWcxY8RGpGBlJ5CpKUNCQpacjTc8hr04HR02byw9ET6G6aqLQKjcoak59ye5gKe4iPv9mGJDWdZLmCvDYFfPztZmq8YUosfkrtEa5YhKZvg9nJ8YvFLHrxFQp79CEjpzEyRTpiaSpSWRpSeSoyRSpyZQaZuc3pMmAkG/Yeo+SmA61VgLG3wxFeXbGSDt17kKxIpXWXrhwsuoj+j87YaDpW7why+Vo9y1avJVmeSrJMSf9R49i09xDVriBl9W7hlvs/SMZqLdGXLusdB21YSHJa/BjtfrS3zbz49nu0KmiHWCpn8Oix7DnzK1W+IGpbkDJrCLUDVHZQW0FrClBlCXLN6ueKvoqnXniZ9j17kdo4F2l6GmK5ArFMiVSeSVp2c7r3G8yLby7lglaH3mxH7wjcvSQwREcQtdGG7BJLkDKThxH3z0KWk4M4RUmL/PZs23cEbb0VgyOAyuQX/l6dl2veMPt+OcfMhU8ilmeQLEun57ARrPtxF9VuYb/TRA/bqgYvRouXKquDD7/cSIfCHohlKfQcOIQNew9Q6RTcuFqz8PKviSoeyi1enn3zPVKymyJNyaRZ207sPnGWSkcgOj0ilKKVWoQJinJnENX1m4ydPo3UzAwSkpLoNWgIWw4eocrtQ+cIUmaNXvI5wnf9U2VmvwAJ7jgx/xvsIX+t6IqqmtRRr5vGHkLviKAxC5MhJ0sqeOT512nSpiOKjGxkylRkCjkSqQyJTI4iI4OCbj14aPFLHL6owmjzo4sWIpVZAmgsIaodEY78WszDf3uGRs2aI0tLQSyXIlWkIk/NYdiE+zhfVYfaIoxlVzj8aG6a2fXTSe6dOY/8Dh1IzcpAKlcglqYgUaQjS8kkK7cF3fsN5m8vv8bRC5cwmqxUOD1obG40Tj9X6m1UewNsOXyEYROnEBObQEJsPM899wJL3lhGv0HDUKRlIklJQ6xIQaJIQZmeRX7b9jz34qucvlRKhcWNzuJD7QrzW53gjD2tNbDojWWIZXKSZQpmPLiQ3afOcNUb4vJtJyqLoOkod4Ypu2Fmy8GjTJg5l2ZtO6FIb4RUkY5EmoJcmoJCkYIiRYkiNZPspvnMeHQxe8+VCI3lViFhX2EOMGnOg/+LvfeO06ss08cTAiFlMgmgVBGwISLrCru2db+ri7KIGCJdE0J6AqFIL9JBQKmKoIA0C0gVEClpk4GENDLzvqeft8xMembe09962nv9/rif55wzE9zy+7gru+aP5zNMmLecc57nLtd93deN8VOmYMoB++O4fz0ePZu2Qnd8SGYA1WlDYczYvnqIl1etw9nzz8O4iZMwbtIUXHzDbViplNDXjJPhXe8HxspuCsamrYlB+hqL7G7BjfBuYStu/ekvMGHyZIybNAkf+eSncPnNP4K4zYBepRhWZNIkRTtAv+Vh3sU/wOGf+hTGTerEkX9/LO785eOQd9goMkaXZhMYK5gtSAaBE4oTI1fx0VdrY8m6jZg+Zy5GjR6NPffaC18/4SSSA6oGyBlNyFYI3Y2hewF+/sLL+IfjT8T4jn3QMbETkzs6MaljEiZMnIjxHRMxfhJbHZMwvqMT4zsmY3znfpgweT9Mn7cI7+RlrBE1fPuM7+HQwz+ByZP3wcRJkzBucgfGd07CpMn74aADj8BXv/JN3Pbjn0HbNIQtThMDdh0vvtWFCZP2w/hJ+2H8pH0xvmMKxk/sxPgJkzChoxMTOjrpMyd2Jp89oWMKPnX053HJtTfDDABtqAbZbiJvN5A3qajw7Jtd+MrXvoVRYzqwzwEfxckzzsFqvYSCS0Vh2R4uUaA4dJb/r7GbPvArA8ZKSVFyVzBWZh0jqk0dQEUnhG7R8Ln3BnbgR794HEd98auYfMCB6JgyGRMndTJyE+VjhxzxcRw/7bt45PnnIeyooOBGkM2IZA/sCKrlQ6l4eOzFV/DVb34Lk6fsj46J+2LihCno6PgQjjnuq3j1nQ0ounVo9QCC60PxQkg7PVx52134x3/6Ovbf/yDs09mJzokT0dnRgSn77osPH3wIjvzccZh36dVYukGCbjWgez5ylUYCMpfrMR596RV87Ji/w+gxo7H//vvh0quuxHW334FPH/sFTP7QgZjQuR/LxaZg8j774bAjjsAZZ0/Hr194FeoOC5vqxA7NGy0obohivY0335Ox/xGfwMR998fkgw7FvMuuxkA9Rq7SgGhTbl92G+i36hD6K7jmlrvx5X8+HgcfeAj2nTwZ4yd20BmcNBkTJ+2Dzin740MHHY7jv30anv3TMmytBihUPGg7bAy1QvzmpT/ihJNPx7iJ+2F854fwkwcfQ0//dvTXmUyBHUAwaihVW/jdm0tx3Nf+FRMmkY+67s77CYy12Xm0WXH6fcFYGm7Kh0jLNg1NF806tkTAL557Ef90wrcwrmMKjvjk0Xjw189B3mGi4DF7yWQKFDOEZvq45/FnMOFDh2Bi5z74xJFH4aEnf4t+z4dYqUOrAaV6Gy8sfxfnLvoBDjr0Y+iY/CGMnzgJ4yd1oGPKZBx06KH4xre+g0ee+C3OOPscTOiYgsM/eRR++ptnsXFrBbJdh+rUUXKreOZPS3DkMcdh1Jjx+MznvoA7HngY2/wAmttC3iIwVvZi5M0GitUI72qbcNUtdxKOMWESDjviE7j53p+hZ7sJxY2YXmkbokW6yu9t2oFZF5yPj3z8CEzo7MSxX/oK7nzwERQ8H4oXQXJjpnPuQ3UCio3tEIoDKE4bAz7wxzW9OOn072HUmD0xYeJE/Ms3voElq9agz2pAZ/c8Z/oo1WM88Ovf4ytfOx4TJnZiwoQOTOzopDyuczImdHZi0n77YsKkSZg4cSI62Brf2YHxkzux4PLLsCKfx9J1G/H1b03DQYd+Eh1TDsSESR/ChImT0dkxCZM7J2P/Aw/BV4//Fn784OOQd3jQK00M2C08+ewfsN9BH2H+YRL5pY4pDLfoxISOKbQm0hrfuQ/Gd0zGxz9zDK689UcY9GOIlSqdG7sF0W1Bsep4YclyHPP3/4hRo/bCQQcdhhmzz0du8yA016fYgevlenGiGSvbEenG/7Xt6V9w/cXBWM1rQ7J8SGYLqu1DNht4s1fFz599BZfefg++f8FlOGXWQkybswjzrrwOdz76a7yypgfCoAPdDaA5PhSHqt2SwRy50YK4s4puuQ93PfEsZvzgSnxnzkJMm78Y5994B556vRvSUB2qFUAaakE1fJS9NpRKHcuFEh5+6XVcevs9OG3+hThlzkKcdd7FuPCmO3D/b1/Esh4NyqCNsu2jYAVQDB8FB1DsNjS7jYLp49nXV2DygYdij7FjcfinjsRt99wLbdtOPPXKElxx+92YfsElmDZnEWZcdAVuefAx/OGdDejZXEHJDVH0qLKo2DQFWHcDrOvfiotvvQ9TZ52PU2Yvxl2P/R7SdhdFO4BmkbwDZwX31WK81VPApXc8gJNmno+zL7gSDz3/J8gVDwUngFypQTVqKDkt3PrQ4zjr/Etxyuzzcfkd90MarEExW9BcEv6mKdo1lKohFKOGZTkNDzz9IhZecxPOPO9inDJnEc5afAkuveNePPmnZVhd2ArFbEB3Q8iMTaI5MQ1mMPxkOqrqBFCsJp56qxtnX3wFTpq1EHOvvRkvvLMesklsDMUOEgH/ghtCHHTxxGsr8f0Lr8C3z5mHy350N15fL2BzkwZ9aTYNPlIs0gMruBE0q4WVSj8efPaPWPjDH+G0+Rfhu3MvwIKrbsS9T/wOKwUNRcfDE396C/OuuRHfXXABFt90O94tbaGBbdUAqtXASqUPMy+7HifOWIi5V92CR19eik0NQDUDaGzaoGZFEAcb6KvFePL1FZh95Q04/uxZ+O6Ci/D6exKEQRea1UTRjVD2YnRJ/bjyJz/Ht85ZhDPOuwL3/+4ViIMOk9vwoVkhVMOH5rRQcJvI7TDx+nsi7vvt8zjvultx+oILMHXWQpy+4ALMuOgKXHP3z/Hg71/Ga2vzyO9wUfZAZ8IiDT3JbkO02JTTD4Ah2b0iyHY69Vlx2IRgM4BmByh6MTSzifXl7Xj5nfdwx8NPYuE1N+K0+YvxnXPn4+zzf4Af3HYXfvHCa1ghF6HaNShmkzkj6jagoUshyl6Ens0Gnlu+Btfc9QC+c+5CfGv6XJy9+DLc+osnsULqR8mLk7YY1aH2GmGng5dWrsGdv3wC5119I86ctxinzjkPMy+6Cjfe/wieWbIa6/sGUag0oFV8FC3SZhRMSnoLjQiriv245IZbSZN71F6YduZ0/GHJMqxTNdzz2FOYc+nVOG3eYpy56BIsvvHHuP+ZV7CqsI0mQ9tBUsDR3RiaHUA1mnh2+RqcsegSnDhjPmZcej1+v3IdCjVqQyE2DdM/ckJoZhPyoIMXV67FnY/8BouuvRXfnXsBTpl1Hs5ceBFmX3oNrrzjHjz49It4Y52I/DYPuh1DMXzkd7rY4rfxq1dfx6wrr8U3p5+Lcy6/GiuVPihGEwWnDc1qQzVjqEYM3Y6R31HF468tw7dnz8e3zp2Li26/G3/cmEe5yYYYjJjuKdsMSMhoGIlmAMVtQ7RYS5sXQjCqePDFP2LGxVfi5HPm4dLb7kKXqGOgHkE2GlAtn4B4i7oQVCuCYtDgmYIVoGeLjRe71+O2XzyB2Zddi2mzF+C0eedj1uXX4pZfPo6XVq2HMGijVA0gm3WIlToUi+57wnbg2rYmDdG69zfPY8bFV2HanPNx8c13YrU2AMVsMnCZwASp0kS5GmNNaTt++rs/4NR5F+KkGfNw0wOPYllOQ9kNE/utMv+gOwF0u4mnl67B3Muvx8nT52LxdbfhtXd70ecSo0022QAtNhinaLXw8HN/xFkLL8bUmQsw/4obsCJfQNmLoTsU2EtWDMGiAU9FL0Zv/zaceNoZmPLh/bHvgQfje/PPQ27zINlgJ2K2Mk7OkWZRcYsGhxHoLTm7i1sfqMWHNrFzpdpsjzBbsEodwJN/XIZr7n4A515yFU6ddz6mzV6E6RdehhsfeATPda3Bhs1DJBNj+QSquhGBspUmk3Bq4R21Hw8990csuOYmnDxzAb41fS7mXnEDHnz2VeR3eNAsH6VqDM2haciK1cL6gQqeem0pfnj3/Tj3osswdfocnD77fCy+5mbc89gz+OOqXuS3WtBtH4VqTJPHDQKWdcvHlnqMp19bgm9OPR2j9qSJ2Lfe/VOslgp47d33cM1dP8OMi6/C1Dnn4czFl+HKnzyI3y1djY1bKpCNBosT6V5IlQb6qhHW923HA0+/hG+fMxffPmc+bv7FE1gilqDXiHmaN5pMBiCEbLeg2U2s7d+JR19eiqvvfgizLrseU2ctwnfOXYizFv0Ai66+GTfd/zCefGUpVqmbIQ42oDkkEZAfrEO1m7jhoUdx8tyFOGXBebjkx/cgN2hDtXxoVoCiG0MaJI3q/mobXUIJtzz0GE46Zxb+7ZzZeOC5V/Fu/9Au4BxnuwiZ1vb/aK+oVoSCF0McquH57g04a/EVOGnmIiy87nY8vXQ1Ck4AqdKg4W5eDNVsQTEa6KsFeOr1Lsy96macOGMB5l19C97s0SBV6pDtgAawWCF0O4ZqsqnyTgzZidA7VEd/Lcabq3tw9syFGDV6AsZO3AcXXHUD3pZ09NcjYtYyf1pyQvxxTS8uu/1unDR9Nk6eMQennDsX02bOwSkzZuO7587FqbPmsZ/zcdrsBZh2zjycMmM+zlpwEX7yq99iQ3kHyk6AlfkCfv7bF3DZzXdgxvkX49vTZ2PauQuw8KobcM9jv8Mba3NQBz2UrCbKjo+y42NZj4ozF16EqTPnY+qMeZh2zjx8d+Y8TJsxG6fPnoczZs3BqefMxLQZM3DqrJk4ffZsnDFrLi666gY89cLr2FwFNLMNyW0jZ9NE7s1BhGfeeAtf/pevY9Qee+KIT30G9z7+a8iDFopuSLJjzD/+X9D2+1tYWQYzyS2FEA0fsh1AdUKsGTDx9PK1uPmhx7Dgmutx1nkXYursBThj4UW48Kbb8cDv/4AuqYRSowHV9Zn/pVhIMHyoDhWEerbZeOHt9/DD+x7Gd+dfhBOmz8LZF12K2x55EqsK21BwAhTcNhQjhlyJoBg+hB0uXnm3B7c/8hRmXXENTp49F6cuPB+zr/whbnrwV3i+ax3EnTZUM4DKpJ5EI4RqtaFbEbbU2njixVfxyWM+h1Gj98SUfffHPb94DPnNQ3hp5Qbc8sDjOOeCKzF15gKcseAC/ODmO/DoC3/EmuJmyCyOkkxGRGIanLodYJW+Fedefh2mzj0fp59/Ce797fMoVUPIRpPFWCF0J6LCjhVCqnj409oe3Pfk73Dxjbfi1Lnn4ZRZC3DGggsx+7Jrcfnt9+GBZ17FmxtV5La5KNgRdCuAPFjD1maEP63pwRW334+Tvj8X3zlnAX77p5XIb7dR8CLq5HBjCEMNFJwAb25UcOHNd+HkmQswbc5iPP7qEqiVOjSzQfGa5UPlRIKshIVJMVLRa0M0WtAc6rJVjCZ028emRhuvrN6Ii2+5CyfNmI8ZF1+NZ5atgTxURYENIaR4izppFauJZ7vexRmLL8G/zZiLmZdeixdYh4diNFGugfIeo4ZutYz7f/c8Zl1+Lb4zZyFOXXgRLrj5Tvz82ZfRJZYhb3fwi9+9iBmLLsY5i3+AB55/Eeu2bYfs1aB5DRRMDy8tWYmjPvsPGDVqPI7+uy/iJw8+im3NAIpTg2DVILJu2JLTRsmOIW6r4rdvvIPvXXgVTpyxAIuuux0vvv0edDuAbDRR8mIUnIiep+VDrtTwxGvLMfPS63DSzEW48Oa78No6Ef31GKrJGOXsPkpOm4ZpOW2IFr3H1maI11etwbdPPQ2j9twT+xx4MC668TasK29CucoKgQ4xnYtugBdWvIvLbv0JzpizCN/53kycMn0Wps2YjWkz5uC0c+fhtFlzcdq5c3D6rHk4/dz5OGX6HJxy7nycPncx7v/1c9jQv4MGK+dKuPepF3DhDXfge4suxndnzsd3z12AxdfejJ8++SzeXCdA2emRtECljoLZwJ/e7cW5F1+Nk6fPwXfOmYuTp8/C1OmzcNqs+Zh2ziycfu4cnDlrLs6cNQdnnjsHp8+ag2kzZ2HB1dfjsdfeQrnVRq/pQ7AjpjnfQr9dx0tvvIVj/v5YjNpjDI7+3Odx7y8fQ7/XgGbT4LO/ti38n1r/DQO8iM0qsUBRc+iQbdxiYFVhE7pEHctyMlaKMrrlItaWt0MYpINLSRnpBKpuDMkkAI9XplW7hQ1bKuhSC1gqylgqKOjW+pDfaVPyZ4d04I0geY1stNCz3cK7fZvRJalYLsroklWsKvZjw9YKDURyfOgcCLXIaEtWDN1to2T7+P0bKzDpgEOwx7hxOOzII3HbT3+GrY0A720ewruFAXSJGpbmZHTJOjZs2g7JqNEkbN5CxRybYpPOqlxp4G19AMsEGcvyCtaWt0GrNAmMtUPobpQYbdUOIA7V8E5xE97slbEkp2P9QAW67ZMRNVsougGUSgNr+7ZghaxhmSBjdXEABYcGwJA2Hku8LbrWghtCMxvIb6tgTbGMLlHFCkHGSlnDu6XNNFDMDqC7UaJzojgxxAoF/7qTGlrFIkbxxu0Wlko6lggyVupliAa1JCtWC8JQLWEv0CRPH8JOGytEHW9ulPCOOgBp0INmtaCYPj07K4BotFCoxhCMFjkJy8fGrRa6tX50iSq6RAXvqCW8N7ATRbuJYtVHz/YhrNRLWCoqeLvQB8moQnNa0BwaZpbf6WGZVMCSnIQupYR1AwZdj0EMLT5dW3cjqFYL720dwkqtiDd7BSwRFQhDHjTbh2q1oFgtFNwIUqWBbm0T3uyRsULS8N6WIShmE7LZgmIGKLg0eEEw6pDsJlTHh2TUsX5zBd1qH5aLCpYLMlZKCrplHWtLW5HbakKp1KHZAWM2B1SxdgHZbUOwdjO5PlgrTlgGMgdjmXA7BWIhNKuB/A4b6/u3o1suY1lewTJBwkpFw6rCJvRus6A7NLRDMrh+NLEMSaO5BcVoQjVbEHa4WFPcghWCjK68iBU5lQooRgO6TWLzihWQJqZNiapsVLFhYDveUUpYKSjoEmQsF3WsKm1D784qNDeGbkdQzQiaGVMw64QQ7RZKfox3ywO49MZbMWqPsRg1eiymnT0dr3a9jU1ODRv6NuMduYDlgoJlgoZubQDrtxlQ3QiyTZINihNCqLQSDSXVCrBxq4VleQ3L8hKWK0X07HSgeQRcEAATJmxThQF94mAVGwZ24m21D8vzCpbnZayUVLyjFrGmuAk9mytQhmpQDB+6zYepNaHaDWzcPohurYC3cgKWSjrEigfNDqDbbShmDGkoQMlrQzZ8iEMNrN88hLfyEt7Mi+gq9KNn0IHsBBDMJvRanGhAZfcCb/3iTCDZjhgTswXZ8VGoRVi3eQgrJB1LeiR0K2UIOx3oVguq1WK2PyJ9KrdNE4+tCIoVQXdiFLw2pEoN6wd2oFspYkVeQpeo4G29iPWbt0OseFTcdANinloB04qLyI6YAflKpu2uuzE2bBrESvb8Vun9UI0GCi7tHc7skk2fBaENrO3biTc2SliWE/FuaQvyO2xoVhM6S05Ui+yWYpE8Qs92G28rRSztEdEtlyAOutAYg0NmBQeh0kCpGqPoBti4aSdWiipW5CWs1ooQdzpQGXBLoE0MySQ/n9ti4KmX/4TDjz4Ge3V04tiv/j/8+Je/wkCVgcJ2BIkNKVHsiGnU8kSTMYNsQPo/0vL0f2UpjBGZgLFODMlsQTGbKDgBdLuF3i0G1pY2422F9u4KQcYyQcfq0jYIg1XoXsj2WMBkiCJoHu1lyWhBdwKoZhMbNxvolsvoyktYkRexSi2hZ3Ml2e+qxQrQFtMstUPkdth4t7QJKwQVy3MiukUZq9QyNvQPQh5qoOi1IVsBBKaDTyBeCLnSwJZGhN+/sRQnnHI6Ru05DqP2GIvrf3wv3uvbioJdw+oCXdNSQcYySceq8lb0DlahOAH0agzZDiBUqIVeNltQzRbkoRrW9+/EGxtEvNUj4Z3CFgiVGgp1AmOpGETfQTTptaodILfDxtq+rViplLA0J2O5IKNb1rBaK2N9eRtyW02oRguaFUM2Y4hmCNWlQSGr+7dgqShhuSRjVbkfolGDahMAq5ohPsJN7wAAIABJREFU5KEQmkmFPXGwirV9W7AsL+CtnIDVfduQrzSgeW2obox8pZXYTtmOhumM/od7xY4IKDEa6NlmYYVMsWi31oee7RZ0N4TmBMy+kga7yn6+t8XECqWEt3ISuvUyVLsOxfYhOgEEj6RNeHeA5pK2dZ4N1umvRbjj54/hc1/8GvaasC8O+eTRePKl15HfVoHutiCZLeh2zFaA3u0WurU+LMuLWJEXsZz9XJkX8bYgYul7ArpyIrpyIpb1iFjWK2FlXsLyvIq15e3QrRYBApUGNm4ewmq9n+xkTsRKQaJ4ePMgNKuBvjqgGA2oZhOa3YKw08EKZlOX9ohY3iPSe/eI6MpL6M6L6M4J6OrNYVkuhxV5AV15EavkInoGKijaMRQbEO0IeasF2W6iz2vivKt/iI9+8kh07rc/vnnK6eiWClDNBknjWMFuEPZ/4ZKsMI3B3HYCpqtuDM2L0bPdw7q+7XhHLWFFXsFyQaIYTO/Dhi0VKFYLpWYbgtmEaAXD3lc0g2SYkFSpY13/diyXVCzJC+hSNKwd2E6gnEmygbIRQbNp2KbuRJCMGtZv3okurYgloohlsoIurYg1/dshDNagO1HCxJXsGKrHYqhKEwPVEI+98DIOP/oYjNpjLKZ8+CDc9cvHUXRakCt1rOvbgS6xgOU5CV2SglWFfry3ZQi6EySMU71KnaE8fqLraGC5WMRSFv+uH9iJkkcFbM2mgX+KFbL4heIWqVLFxs07sEorY0lOxpKchOWSim6tiDV9m7FxhwnJpDxAZXIIUqUBzfaR32Hj3cIAVuRELNkooWezCdkg5qXE7KFsUd4gDFbRrfXjrR4JS3MKNmwaZGBhEwqbK6Mk8VAqu0U+tw3VpuF9usN0PytNKEYLA/U2ctsdvK32YUmvhOWCzuLAFov/KI7ND/nQ3QgFL0TvDhPLRA1L8iK65AJ6tpoEBpt+kttodotylc2D6FKKhJUIKrq1Aby3xUDRDVC0AvT070R3XsWKnIq1W7ZDdGoQnRpUtwFl0MEvf/cCPvHpz2P0mEk45riv4u5fPoFtfgjFqUN0mpBckuvS7TZ0sw3NjNC7zcZyuYC3chLe1vuQ2+lAcwLIZhOy2WQEBSIZqFYL6zZV6O/zMt7W+yFWqii4AfMxtGdEK4DA4kzRiiEZPjSzie2NELfe9zN89h+/gL06J+PIY/8RT7/VBWGHTZiEFUFx2kwWyEd+h4nVehlLNopYkRPQnRfQ1StiRa+IbkHCypyIFT0ilvdIWNErkR8RJCzPKdgwsAOq1YBkNJAfqqNn2xDWlPrRLass5pGxWuvDxk1DkIfqKNg+4UwW7ZOerRaWCQUsy4lY2itieS99/juCiCUbetDVK2Blr4iVvSK6cyK6BRHLcwJWqkWs2zIIwWpB9GJIHnXLFGwfvf3bsejSy3HQRw/HxCn7YupZ38cqsYCiQwN9pb+hmTh/ec1YO0oBIqYfqznEEKWpnCHKno/+qo8SA0EJ3IsgmaziZNPABokdZM3mCXmAUi1GqR6gWG2hWPVRqkUo1aIkYdeSv2f0eocMQLEaoFxroVhroVT3UayH0GoRM1zEwFVYi5RkxRCcGIobQ7NbePqN5Rj/4QMwetw4HPbpT+OWnz6ALa0YilVHueqjrxqgXPVRrPooeD40N2TMA74i0quxY5ZUB1AdH331COVaiIITQDN9FBJx9SiZfCeZATQnQNELUapGKFUjFNyIDB1jiBQ9YosUPR/lWoByLUCxSvd1GK2bseT4azXLR8kN0F8L0FdlP2sBih6x+WQrvScyAxXyQy1odsTYSQQyUkUtgO6GKNVCeja1gMkuEMAuGcwhMVaTXPFR8iKUvAB91Qh91ZgxPJpQHTb4KAkGiH0mMzaX5kYoVEOUq+x6qwGKTkBAht1Cscq/R4BynSbYKnaLEgSHgd2uj3ItRLkWM5CLCge6EzMwliYfEpvMR7Hmo1T1UaqHKdBupQWHghej4EUouAFdU6NNzBUzYHuY7pdkMnaOE7DriFGqRSjXAvTV/ORZlNwAJTdEgSVLsumnVSInZm17u4GDD9oi4CANZAiMYwm8TYP0Ck76fMvVEH31AP31IDnbmpMZsuCkgLvmku6SYvqMeeSjYLfQXwuwuR6i5LSg2z6KHjtLBh+iQq33khVCq4YoVANmO32Uaz6K9QhaLYZSJbaPbIbEfrJYO6hDU1yLrYjA2BtIpmDU6LGY+r1z8IcV72BLPUDRqqG/6qOv7qPoBdC9MAEriV0bQWbsMG6PFHZf+mpt9FUDFOsRafMxbSCuvauws8/BPW73StUIfbUIfbUwWeVqiKITUnHNoEmwmk2sfMmoo1QPUK77KFab0D2mWWqHUK0YshFDNiJWoQ8gVajQ1N+MUfBaKDZiGmZltaC4AbRqlNj4LJtkJBgrGD5UL6K2a9uH6oYoVtsoVgP016kDQrVbUC0fukf3RjLDxG/QBFsWnPD95AQoVuma+2sByl4L5Rr5IMVusSDeT+y+kvluskVDvMg/kq8sVmOUqiHK1QDlakgFTgY0S2wYneaSTSS2d8R8UgulagjN5sWpeJj/IDseoFBto1QN6BnVIuge2UPZjaB4BPoTwBFCsVsoeAH66mTn+2o+FbCYrIDokE/VLB+6Ucdrb6/D9+efj/FT9sP4fT+EmedfhCXrc+jzqMBJ5wgMkE0HKnAWSKr5+9e3IbtXZjE/J1p0vvRqmxJik+ROdMeHbrVQ9gL010L0VQP01QOUqiF0j2IFhQ1/kB3WZmhzYDedLq6xOLTkhhio+hhgfrjgkK1NJnxzO2/TudeqEfRqCN3z0VcP0d8IUapSu7zuxsT2tALkrACiE0OptiG5AYShKjY3Q/z+jSX45tRTMWrMXhg1Zi9c/5P78F7/dvTXI+iOj/56SLFULUShFpF2rh0mMZFo+tT55EQEyFo+Sl6M/lobJS9EoUqAqewEEIwW08ql9xBNYrrJdoCCy2PMkCYiVykeIXtK05GpQNSGZLUhGPRdiGXcRLHWRLkRoFgPIPPijxlCMSMCIZ0Yqkn3uVQLMdCkOFF1STqCgz3cN/z/AWNlO2LgMg3MLNcj9DdjlOsxdJfiqIIXJ3Gb7oYoeKRrXfBiFjdS7Kw5BGqIboS8FyPvRMgbLSqMOSFEswnZaqBUD/H6+l6cMn0WJu9/CPY7+DCcMWcB1mglFJwGZLsJwWol0+npngXQPB/lus/8UAvFahPlWhMD9RaKbhN91Rb6qi0UvRbFqVWyh5obJgCn6oQoVCnOLXpNlGvkewsedaupLgHmIgNzJMuHZLXQ32qjrx6i6PooeT4G6hT799cC9HsBBthZKtV89DcjFGsBdDdgcXPM/FIA1QmQ327hmTdW4PP/9DWM79wPR/7dP+CaO+6hqea2z7T+dgOx/9tWNm6R7fR8coazymKBcjVCnxeg7LTQV/UxUA9RqkV03tjgReoIer99QHZMc0MUvQClGsVlpZqf7DfFDGmGixlBd0inWTYp3yxUQ5QbEcr1Foq1Jkp1wgd0J4ZssFzeJjkGxSOJAqnSQH89xKMvvoyPfuZojBqzJybvfxDu+OVj0JwmNI++e8kL0VcP0cdsmuLSGRIMH5IVUDGPxVAUQ1C801enGKdUZXm5Rfmr4vCYi+JY2ebkrAAFr4USz5mrLRRqPgr1AIV6CK1G8bfIJVmY3ZcsKsiV6xFKXgsFp4UCO++Sw+YBWBH0apsN2w5RqsXoq8coVSMGJPpslkwwzLfJdpSRqyC7JVkRwyJiaA6bF1NpUrzqRCh6YZJPl2tx0u2kObRPckM+A2apO7RY9THQjFCqBqyLKiQSCIstVasF1WpSPl0L0N8gXEN3A+hOhL46oFkhinaIfubvtFoEtRZCchpQnQZymwdxw10/w6FHfAaj9+zEcV/5Bh555g/Y4oeQnQYE14dYbUNwyacpZhuq3YbusftaC1GuE35EuAEVPWWTumw47qHaFIcXq/xnlOIDtg+Z2UHFY/mB0YJmNlEyqnhz9XqceOoZmHLAwTjw8I9jxqILkd+yA6rRYLq/EWSnTdq7lg/dC1CoBii4dP/6GwHK1RbK1Sb66z76az5KLs2lKFd9DDQCyvGq9FqV5VaC5UOvBpQL1XyUqwzfqAYoeHR2ZfbdCcsif1Kst1Gs+Sjw96+30O81oNtVDNQDDNRClN0AZdfHQINys1I9hloNkTdbkKttCFYA3QvQu2UIDz/7Mo469gsYN2kKPnPsF3DD3T9D0WpBtiImxfi306n2FwdjRTskkMhNgynJ9CkxswIoRgviUB3SUANSpcHYlQQ0yDZL/JgB5b9z7RrZ9BlA2URusAahUofMWgYUJjKt2m1oThu6206DVMuHaDSQH6ohX6khb9TZcJiAfV/SZ+U6OrLThugBgk1DyJ55cznG7X8ARu+9Nw779JG4+ac/wxY/gmTWoJgNKGadJAD44kACBzFtdk1WxBLqEL2DDUosjVZmWiUZRDFh/hAjVTR8iJUWTb+2OOs4SFqQFYsSZZr0x79Hk5yEy3WB2DNi0+xkxjJTjCbkCi2p0oBYadIyWgwAZdeQ6HSFkM0IikkAIyXeKUiiWD7yg1WIlQarJBEzVHMieiY2BzsD5mipgsaZsApjrvAlOyHyhk+M68x3EAwfucE68kMNSAYlIXKlCZntNcloQag0k/fkwADfE/w6JTOAbIYQKz6K1Thp46UKZgjNjSCZLQiVOl2T1YJoNNM950QMXKefwlAT+Z3UyicZQVIUkA3GRmNaaDyZU5yItW83IVboTChsaITCjb4TsqSSgouRZ2z3+uAsyYkh2BEEO4LsxtA8sOQ3SECsghMmz1g26NzJRjOpmguVFvIV2vOKhwQkIoYCBTfcHopDdXqt0aL9b7QS8C35TnYEgWlrCjZNdhXMBnKVOnKVOiQ3gFyNILqkoSlZIWkzcltkB8ibDRSaIZMpuAWjx+yNUaP2wslnn4OXulZhUz2APORBqdQgW8wGsYEsEp9gb9N3oL0fM1vuJ8xhcbAB0fCRr7Qgmj7p+5mpjmAKnkQ0GZcV7/gSjRbZLYMCQYW1oNOK2O8+FLsJyaxDMKoQjDoB3Ix1qlhtqDYo4LToc2QWVAkVPvyHQIxCLWYDDcP3BQzSfwuRG2pCdSNo1ZjZNLLPImPc6U7Izjq1UJO/oGnkghkmrE7J4v6BpIBki4JDqdKAMFiDaDQgmU1arCtCdqIR36udfDfNbaPokYQOTfxuQag0yK8aVAAimxuljEJmT4mpESE3WIVstaCwIhUvGmTZUDT0IIJQoe8nWz5Ns7UDGoDm0iA02Q2RNwM2rZdauvNDdYhGA5wlLtoBZJfsbdlp4l1Jx00/uQ8HH/Ep7LHXOBz9D1/Cfb/6NQpDVahGA6ods3Z3sCQjTvafwoEtJ405dq8P0GLFLdGKIDuk9cv3l2z6iZ9ULfpvsdJgcWErkXhJE9kIshMxzVA6n5zhKnPJJTONT+VKk/yy0ULBaycdTrITs4F8VEAQrBbyZpMxwFpJvCvbIWQ3pgF+bsRYIREEpwXJrGFLM8Qzr7+Fb35nGkbtsSdGjdkLN97zM2wY2ImiFybnJF9pJkCqaAbDfvL2X4XZRpmxkQpORLEVuwcEqnBiQJApFkXgnWySQYtsAItHTALVVIcl7E4bsg1KlFihLlepIVepQmQTqlWXd4RQTK67ccae+sw+1SEaNVCyx/yUlWrBcTDov6opqrkEcEgm+QKy3yyutIMEfFcYMUBzaSic5sbkQyr0uvxQg76TG0NwY+RtsslUDG1RB4BVw4ZNW7H4uhtx2FFHY+ykThz7lX/GEy+9goJpo1j1ITo+8naAnBMjb7cheW1IXoi81UTObNAy6P7lKlWIRg2iWYdg1CAYNYhmA5Lto2ewSvvL9pE3feQt2s+SE0A0G8hXqshV6sibNJgmZzaRN33a60wXlLSSW4n/EViuIBlNGopoNCENNiEPUa6RMxoQnQC9ZhM9RhOCHUDzIuomtAJolRreWP0eTp0xD537HITxHfth6lkz8YfudSg12hCT/Gqk/9kdt37QV7YYkj2DWUCWOkwCKEYD0mAV0hCXTuE5F4v1WPwqstxFtqnjQXFJJ1pguZpQaUI06mw1WDcndSvJZgzFakOxSDNcNKjYrNg+RLOKfMWDlEgqRZAMkj2hz2A5k02t4QP1EI++9DIO++xnMWrMGEz68AG4/eHHoDgtCLZPMbDRgmg2IVoNWnYLguVDtAN2D3gc1WZFvoA6DVxikFLs5EOoNKHXQPEMz235QCs3hmz7kKw6JKvO7GcdebOOnNkgjIIBZ/zeicynSOx9JDtA71Ad+aE6+S8vhuK1IVhUgNY80o+VuBQUI73JVpqbJsQPO0JS+M8MTCTMgs0YsKk7RWO4Sm6wnrJ9jVbyvhLLI3jOwuNWitMbECoNFlM3COTN4Db03AMGZLYgWQ3IdgOiSbiGbAUoVEHPuRJCNmj4q2AHkFwCznWnibWFTZix8ELsf/ARGDNuH3ztW6fi1e512NQMIbst5J0A+WoMoQrkbUC0AMnivitInqHC8nvNTXMQ3mnG8Rd+/WLSwRuwGMCHZLcgOy3otQiq7aNgNVA2PaxTCpj/g8tx0OGfwN4dU/CVr5+AJ55/FVtqJGMkmTQcTnZjCHZAywogmGyP2j7Z+grhWpLVIN9RqSFfqUI0aNBi3qgjb9B+Eu0QSrUNwQmRN33qljGbEFgumGc+hj43jcslJ2LxeYTeSh25Sg2CSWc1N+RBNDwaPm+x+GGomXQ2i0keElJOYjWhVBy8sLwbJ39/FsZO2gfjJ++Hs+eeh5e716Hscb14knT4WyGd/cXBWMUjAIELPXPjLRj+sESZqjVRyjRgIBuBsUx30eXvw9oLk4fCGZ8Bm24XsACO5AVE3p6QbY1hf6+4pFeRM1oU0Ligti2Lg8YhdA+QPUCySaf0uaUr0XnIR7DH3mPx0SM/lQFj60yLjDFrGVOAB8uiFUJ229BqQKGBpGKlum3oVaSaiHYEzYkhDrUyhosCbb3aZtIPMXiFQDSpMqd5ILZqpcXAyihJvlWXWktkl1iUcoZ5QGBLjGKtjWK1nbQAZ5nJmtdmnx2z1ro2VBco1EAJusEGwZgBZCNg7SNxYqhIFzJKmKYFF1CtCFKFgOdyDSh4IFYqA1IkK4ReBfKVFnJDlKjrdUrGCJRKBzgoTkx7imlKFrw2vVcmgFecmN2rdqLrKNsRckNNaB6JaucrreRv+d9zMIpXgHl1X/PaNC2dAVUcnCCgJU4EpXcNXojdplfp+wtWRABLZn/ygRSKTe3AiawEE67Wa7SPeHAhWGSYdzO5PlhLcmNydFZAk+GrSNpCZc5wNlqJZIdipYUJnoSKZgjBCKG6gOIiadPldpTvS91rs0Q3YlVnAiqH2VIrpCq5Q3ZZsGmSpcRa5gWjBdEJCYi1A0rgzIAATJMl0E4I2fFRbIR4p1DCJTfcjD3GTsSo0WPx7TPPwcvdq7ClGSC/04XEAEuZDyFkgaNeb0N2IwZi0PXkKsQ+0lj7u8KYXjRluQ3NixkDgM5v72ADuaFmwtYYlhhkWKj8/OlVQHVp8f+neYBgNqG4AfRaO5EYoNe32d+20bOzBYnZatkJkavUobgRDSRg30+yQvTsrDP5hShjO5D4Ks7m48+O/1vClnUiAtVZO6DiUKuuwAJrrUb3ittwssNtFGpknxUnYva4xewFAb6Fevr/h98jQHGQXKdkEVM5N9QkgJe3lLJpy2ImoE78eKIBGDB/FyBvNNlk8+FstrS1sY18xWfgmE9ggBVAr9F081yFEo5iA1A8QPUAxWP+yybGh+bFyedJVgtFuwV58w7c94tH8KWv/gtG7zUOY8d34oIrr8fSDQLKDkkW8VZF0uwCUtYH39sBZCcNGP/aNmT3yqzM8CaR+U6Ztc2qTMJETpg9lKT3DtVJmon7YysFRWlPtRlzKAUnuc3QmK49aeGzaeJs/wqGz84wFafVahuiE5FN5ewvBlIodjTMT4usIC4ynU3daWFrK8bvX38LJ0ydhlF7jMGoPfbED398H9b1b0ep3mYDzIbfD8FKAS61GkOtUvyRG2qmUlIMVFQs7jMCSFaEYh2J3ZLt4aAnb0XmhRuFaaImMbbFbC5Pkiw6m2q1zRj/VKQSDIph+flXnDbylYCYUTzGMlrID1ZJ9sTODNFzokSuIGvb/yv7heI5Yo3lKy2ypYafxGr5SouB8GnsLPBiP3sPbl8VD5BdQGJ+WK+2oRhNFO0WynYT6wsDuO+xJ3HQkZ/GHhMm4COf/CTmXXo5ShUbuuERu9YNITghcnaEnAMIbhuiFxOz3yI/rLgxsaYS2+azYhTZV9VrI2/6UKsR9DrZR8kFDSRkRI8sUKPW2lBqbcheG5JLuYxgRZC9CFo9Ru8Q2V7Vy9h1s8X07WNoNiBbMTYONbHR8JH3YhriabcgGHUUrCbKZg0rN4i48vofYa8JUzB6zER86ph/wE33PoiC2YDsBcjb/i5g7PsBsbslDD64i59Dbh9Vtz0sz+EzAMhmUiyb6OU7cWKzJdbNR78HjPQUJXm5lOTP6XwSAi2RyenbaezixpnX+sl7ULwRgwrXMQ2/dULkK03KUU0f/Z6PX73wMj7+uc9j9J5jMfHDB+L2h5+A6gYQHWYL7QiiSUCWaDWheG2oHqDXAMWLkDMIO5CcNnV9ZXJGft+431Bd+hslAbNa6K34NESSxR+S1QLXM1fcKGHDinYI1WuzPIJiIskhgkU23lQ9JoflREmsqFaBnOFDNFMCUzYuHUkgeP9Bbhx7obgxXwmYRE0a1/KBfJJFpAN+3aIZIl9JfQ99zzbrDiO/IhitxD9xoppsE9BMeVMAyW5BslsQrRYNoHQ4yQWQbUCy2hBN8leCSVJkulnFm2s24pgv/BM69jkAUw44FNPnX4D8wA6Uqz4U10fObiHnhJCqgMDAWNmmOSz8vooMVObXxv0k+akUk8qei2xnHBVrmxDNBhSrjoJdxya3hp5CCXc9+Cj2Pfgw7DG2Ax/5+FFYfNUNULeZKJpNqAYr6DIwNueEyLsRFfPcNgQ7Rt5kGAD3IQlWQbE59yEqOyuyGzE8KIZaBWTmd1SP+WGOKThRghtJTpvwCjtK8lrBCqBWYyhelAxZLTbajDxBmJfq0RnNGS3kTSqM606A/E4bJbuKJRt6sOiKazGmY1+M3ms8jjr2S7jrkaeg7HSp263WJpzFif9mSBL/DTIFbAIqm9aseaAKVSYxyxoEbtQ5oEqHjLEh7IgZYw7IsgDLaDGjFScBHAGV/O8AiVU5yDBHSWCrezFjzbbJwLognUQngmaRlpzCjH/Bi1FyWnjm9aWYdOBB2GPc3jicyxQ0Y2iWT0whh0CEJAl12xBtYvjkzZD0lcwQOSNAjhnhYhMJQ0y20gQ2X6GgV/PAEgAKZNNKHF1PbqiZGAF+D7khUFwK1HuGGsgZATlDm7RGuREhJ0sgQDLdNGNkJCtAvhJAMAjM4YOJ6H4y4IIxq2QrfYZZB0R7YjhQkjKtYsgW6dFkQWLVbSc6cUnrKAOSOCDLvwv/nCy4IZncMHKwIa3q6dU2A3bCxKDylb2XfPHkK3Fy7N9Stl6cgA8p0EKfmRvyIVlx8l1km5ISSi4xbCkZo54Fk/g18YQhAVQSkP1vo2L0v2kpDHwUmHPjyRJ34nyPZfduGhRlC08UdPJAVmH2IGsv+R5Mk2tehR6RbHMgKpO8cf1FLcNakNj+1Zw2VCNCwYxRdKjIoTkB+lsx3i0RM3bUnuMxes8J+M70OXjlnXexqeGjd4dLunzMSUs2Ofac0WJOPi0MaTWkgRezE7pHSbDqxglASLaQdMhlO0yKU8Pup5uy5xI75bDpr3abBfIhuF2ls5WCJ7xgQnaCB3nc1qXD2LKgBS8GZYNwIQOojtRY44AyZ6hxv8hBgbSgSEElBeD8OtKp4jyZyWf8Dbdh9PrhCRQV/jJ+1YwgGAT28+vNBpf8vTgQSkXBOLGR7wd8ax4FTlkfn02wOQhMBT4kALJiUZFOd9pQrQiyRf6Q33/+3HhnAenARyg4EXSzia5eDRdfcz0++/fHYuy4Cdh7Yie+ePyJeGHZKmhDDegmvUY2guQMZIcoJAmhTcUG1d4Nxn7QlminhSTJbiNvDC+2qiyW4yCoxgBFvocFK0DOaCVFoTSmeH/fSRJRcWIfR+5p1Y2hVclvC8zeyFlbbjJZFBZLJvbLYTbWIu05daiGbfUQz72xBCdOOxV7jB2HUWPH4dof3491A9tRasTIG00auOUykgPz+xxQTmIkO6IEy+PFvGCY1iMnKtBi9s3hLPvhEiuiRaCewuJjyYmSJE1ObC21D2q1NnKGzwaCRQmoKjJNRB4ncjBlmK3y4qSIxe89L2Jliz5Ze/uf3TMJsDzi9z9nn2Q7BTb4Z5Ntj5M4VTbJBhWdEMpOB6+ufBcXXPVDTDn4IxgzfiL2nrIvTj57Ol5a3o3N1QC6UYdmkma7ZEeQGICaZ8VRKhIOJ6yIjNigWtRFpjOtxvTa48R+y3YbsgMGYhALjndO8O8tWrz4CaZh32YgCflF2YyhWhQD0IwEPsCSsdTqbeStEIIXQ6rFkFwfil2DtK2C37z0Ks6cMQv77ncQxoyZiL3G7YMLrrwB3TkdfV4I0apDdhkA8O/Y1Pd7FrvXX39lczl+JrN2N7G9ThsFt41Sjeww35/ZAugwW+VkchcW68h2lBRCeSEntSHtpKDOF8/n+HlW3TiJEZOimgeyOTYf+hii6AJapYkBL8RjL7yCj332c9hj7wno3P9g3P7LxyHbFKdqdoyiS3GvysgCepXFJOx8cYxCrTLbzmL9vOlTR1yNbJxg+tg4WIdgBYyoRsX1Qp3ZZTtOiGkkpRVBZnNLFCsCj0NFi0kPmBEkg8mI8dkmLH5SzBB5hi9oNcqXeQeIXkXzVjkuAAAgAElEQVQSpyZx9whA9v3AWCWTRxPBLU5sDo8FeXyZlbLgsS09oygTUxN4p7E8XK/yz2eSPoxIJ1phIsugMsAwYRQnti4mENZqo+DGkMwmyl4AcdsQnntzKc497wKM7+jE6D33xnFf/iru/uWj2OK1ULQb0Fwfgt1E3mqxQhj50ZH3hmNSWR+UtddZPCt7b3k+INoBFCYVJFVcaBUHLy1bibkXXYoDDv8k9hjfiVF7duC06fPwStdabPZCKIM16vhh3dWiEyHvtiE4bYhODJE9J05s0diz5SCy6rahe21odgRxqLUL7pY3WqlPMUMm+5Fheie5TwzFJRBdshmR0BtO8hAy+BHlVHTuZTums8DAWs31UbQbELdX8NRLr2Lq92Zg8gEHYfRe4zBm0j648pYf4+18ASU7gDTUJAKM0WSdh399e/g/sf7bNGP5xs5u2uwmHzk1dVeWYJRUZSSLg2ph8uD54eSfwQNNqmzQSgPQODX2NgdcqW1SMmjol2aG0LmQc2aAl2428etX3sCek6Zg9F5j8ZFPfAo33vtTbG5EEAbrBGhawbDvP8zJcNq/PcLw2VQNGllRke3hgSNnDGSNAf/J2zCoesbaMRhwSBp8EWuFGCl9sKu2YWpIhgernPGpOO1Ed1JhrGcOQGafGw+g+Wdylhv/XWGs3VQHZFeQnjNfFCdmRjlKBeA5eJQEoDxwYBWgBNCigDTLLKbPCRJDya8vyx7L3h++ss+Ns8Sy9zQLgHF9nQSwzjC2+T7IVhyzQFE2aeCfozH2gvo+wOtuVuwHcCUVf8YsGlFoyLImd3XotH95IUEwaEiRMuLsZ/dnNlBOz1ZqT5Pkk+0X1WW61Sa1KBWcdtKdQIyAGHIlgG7GKNltFJjWqmDU0d+KsbrYj4uvuxmj9hiHUWMm4oQzZuC5rnfQ3wghVuokdG+n+lYUgMbD2J2CRTIbCtvXw6rzmTOaMr344J14l4BSdrJAMwEjxGiiYCUtYGU1fCOWkGbZYam9pmeF5Bxnwdd8hRfGdmUW8DWSGSoYfhLQpdfIuzd4wbCdFMuS1jqLuiuI3UHJC2+LI58TIcvmpSR91/2RfCbTcNQcKoJxW8WLSorbTmwtr44TwBMlz2QXQNrKtn+nQH/289OCQZjaYgZaKSbJ82gW/U5SPJR08GuRTNKcl40WNMOHsM3BS11rMfX7s3HEkZ/B+I5OTJyyH477f8fj0edfw4aBoWQAms6YjulwinhY0kFnjtgpvBPhr25Ddq/0LLHkN1uoynYIcduajb9I5oSBaxbtSa3WTgAAhZ2lbLySjbmyn58958k5YedQcfmgRtKaUywaWKVbMYp2DN2KWcdC9kzSQFNpp4ut9QBPv/YG/vWkqRg9ZixG7TkO19x5P9b2b0epyeyeTYkrZz5J7HoovmY23dvVP2SLJry9lGzX8PgsC7gk1534Lx6rpnMH0viLzhInCYxk2ab3j8c/w2Ms2U5juuz9TZLYDBPvv7JfhseuKTiQ+sh42HPmRaj0+zJg2fDZM42hWm2oZgRxsIl+L8bjL72O089dgEM//mmM2mscRu05Hl87aSp+/ptnIG2roGg3oZs+dJZXKFYElRUT+D3lSbDm0DBGslMpuEIzBgiUodkX9F2oXTtGwWP6mRlyBI8nkyIi+/8kvdNmeptR8h6KSdem2W3IBmmmq2wPKxaROkQrQs7yITg+FM+HZNi4/aGHcfy3p2L/gw7FHmPGY8+9J+P7sxfjD8tWQx2qocAGBMtck3g3GPu/bo3M19OidUo8ku2ICqgWgZ48fs3mPZxYIDtpDJPEGCPknbKdOTxGGgmC8fhhODAWgefZw2yJyaRSrAi6FUM3I+iVFrbUIjz63Es4+ONHYvSeY7H35A/htoceg+pQvKVavBASJh1smkNnJ41LKD7nDN5EjoaBssNlBSIG9rH4yKWitGyyeMcMUiIYP/NWRHbAaTOAlkhiqh0ng8z43xZcoOAycJZ/n0zunJ6zXQH1XWNYlqeOYMbyPJV3LohmQMMWeZzKGfDOrnZeYqAyB1k5sSK1x8PBXvKtKfM56VhiOAiR+5DsM+qQoRkcT722FOdfcz3++YQTcdBHD8fovfbGIR/7BC66+jqs2JDH5moAzWzS0EsngGj7ULi+MZf9caJh/mJkIY/fv9Rn7Mo25jmHaJM0m2KTBv3Dz72EU743Awcf9jGMGTcRo8Z34oRTv49fPf8axO0Oik7EZoKweQtsDwlOlICwvPjLQXqJLdGg/a5YUYpzsfkfXOtXYzme7rJ4xeIzlshPpJIg7HdWiFQt/jdxIvlGfikt5ql2nOxXYYiD3CEUJ4Du+OjdtBO3PfAQ/uXfTsR+Bx2C0XuPx6QPHYBzFl2MV7vXQx2qocw6nGWrRfro7l/Gnv1vWH9xMDa7KcnA/vsg4PtVFYY7BTrIPADnAbGUJPzZtlzuDLJ0cwomZSairVhkwLieDR+upNssITQjqGZM7aB2DM1s4aXlq/Hp476Ejx99DL78jX/D3Y89hf5GPCxoHBnkjbwHPNlPD3c4zKmNPOxZh/jnNLTo/ckYckZeYhQ5HZ2BjX+OEZC999m1awISJe+TDoAYnqDzax0OsIcjAJcU8M3+XcpwjnbZL++3h95vP5GR5kEA3y88KE+/z5+7F/+ZwDANCEa2/w5/3tl2wFR2gmnw8GVln/GuCSG/56TrwxYrJHBNtr+2Adm9RiyLOcOMEx+5f0cCpfy1vJ2I2wj+98MLM/EwUO/PnYf081L2kcQLGImDpeEqcjaBtWnQSsGi6aIqs5+9ZgPFZoRV5c244d6f4xOf+TyOOPLvMfOiq/DKmo0o16Nk2qiU1QiyM+CBHbHWV5LpGGn/R373bLvqnz+PvPgXpwACC/j553EbSWc3TRpSMLKdOXMxG0ozssCSBpFp0sFfn4Lg2e/KiyhZECA7jCtNKtIOjpRNkBYek89N7HA8/PoTNhT3l2z/OTEBkCYP0viAS3rOiU1he5Q/G4nrkjHbLVshJQ3sdbKVuf/seyXFBzvDIHQzn8/OhcwLUxYDha0IiuFDNQMa4MA+g2uEqoxVqNgBVNNHyQkhbbPxm9eW4oBPHIUx4zvw4UMOxfFTT8OdDz+F3DYLEmfVWCRfo7JhlZoV0CRgO4Jst3cBZLMDvXavD8ZSWAJAiTX9rrGuHDnjP7P27/3a23mBY6R9HRlvjbQ1I5OvbOyQFEgtNqvAjqkV1oqgmyFUM0iSI7JJMSuIhZCMOjY1Qry4/G2cPe88fPyov8MRR30OP37k11i/eQiFesxsFh/a4mcKyGQT0muJMzazvUvswa+XD37JXtv7FZQ4OytN7OLEXvAzz4EUHtsOj7tG+iQO5qZdCFyGi/9b9jtl495sh8F/Zr+kseTI2DHV1x12rSOAYB6HSgxEJ+CjDc2KIJst9Ndi3PvkM/jC1/4NY8Z1Yp8DD8U3p56OB379NNaWNqHoBjRALEPwUNkzICBiuE2m7jKmqWtHkK0w0WRU2d+Jhs/sOXWhyWyYosKKWtn7n/qDiECyjGZ6knhbtAj0jWnYkcl8gsWG0jgRhCH6XC63IdstqKaLC6+/BYcfeTTGTpiMj37iaJwxcxGeX/I2hO0OdDeCZNBkdN3iNvXff167wdgP/uJ2JptLps+Qxx0pY5XOHp3zVGZvV3A3G2Px98qCrWm3DyfctDN/x+0LB/KG7yk+tJQXM+ShALoZYKAa4revvYUvf+NEfOzTn8FRx34R9//meQbOhVDYmVet4WCswmOfJAeLkrhJ5Z1ELP/O5uI8hpEy9zJhwFrvY2/fZ3Hfwn9XeMHESq9RtthZc7i81PDYn3zW8Gf65585I5DxZcVssG+UDnW1siSwIAF/h+UbJi+KtxkBLrXFZJdjcJmBrC4tj8OJGcvJa2lOM4zIZgWQjSa2ttq45if345gv/TM69tsf+xx4CD5z3D9i8VU/xB+6VkEbclF0QjY/hhdl2WfwodyJtinhRVn//+/5qZG4D59xI9o0Q0S2I2xptvGTRx7H57/yVew1oQP7f/QIHP/ds/DIC69i/cAgFeSYf+DatDTjh+dQDHxNPjM9L3xpTpy8Jp2DwW17ukf4nuGgbbqvaHEfoVpx4htURuLhfoq/F//MdC5HkMh2cqkjzfHRu3knLrruRhxyxMcxtqMTR3zm7/D9+YvxSvda5LaYhL+x61bdkAavO/9+Me//0vrLa8baURI48GQw/bfhCWsSCA17uDyJZAG4FSf/lr4HiWVLFk1i1b02a3+PoNhtqA6vCvO2eDpkqhtRBYQfKtbewLUXVWY8JDNiGqsRNCvAam0AN9zzM1z5oztw6wMP4Q+r1lGwzFri3g9UyB5azt5ImQgx9Cppe2UBXX5vJDMYcS8idi3DafC7ODQnDZS5rkxiJOz0XmcX/8zEMLMDxlv0+D2UrZBaADMsiQSUzQzdyj7XXR05Yz6YXOd3JBibsqazSVOaNIwMDnZtX6NBP+l9E82AJW5pGyP95Pc1vdbE4LJ7r9jDr1+xaZgafx2/TzyA5p8psSBbZANwsns7/a7Z+zji/hh++ryNINUUzTpo9vtf24DsXiPsX4bNQjawvcvZfb/qdHKm2X5RHbIRyTm1qHijsH0mMTuRdf7ZgoeUsNJTUEwyKWASMwEl7aGUcSU7FLhqNqCYjEVajdHj+JDqIdZtG8LTS1fi2tvvxhU33YmHn38Nq4tbUKwS40s2m5B5UMMKNvlKa5ider/CE79mJQuk2tGw1v9s4WcYmDLi/GUDBTpnjM1h8MnjbSg2IFttqiZbbaZzlmqTqm6Uap9ZdKY1t51h2qfVfAoKU+A4laJIQQF67iG4NIBst5NWLmINZLoKuB1lullZAXw+hIcXIXk7H0mipNIPqhMPY09kA3olY080O2bDH4cX+RQvBaAVKySJAIcSeNlKwW3+LLL7T2RdClm2F/8sPpCJZHNI5kYxAyimD81hBTU3ZTpLLjGrc0M0nKPsRtCNGt5a14svnXASjvnil3HW3Pn4xe9fRO82G5pHreN5M4ZoxaRbbjZRsGjpls/2PB/oxRhrdvQfAge71/+wLbUzgL0Z7LKPNRYfaZlukixL5f9j773j5Cqv+/8kBNsQSmziJLaTn2P/XHB3sDHYgOkgwBRJIFFENUgU09xjbOKG7YA7RXTT1ZBE71V0CUk7c+vMVq2Eys7cNrNTbn1//3ieOzsrC4wdxZLQ88f7xWqZnb33zt1zz/N5zvmcDbWmd290duekxnrxaPzGVjguruQ5gel1FRbIY7W9FMuJMKWXYr4RpfkpRV8MgzLrGbof0j+a8KzRx1V3zOO7l13Ot35yOfMXLaZnXb3zd9/x1nPaMv7LmOLHnU2gTs7gjXX6rH++Y628G656E+clnwtdA1bXv96dyeFePjQ2lDE0xZTVmLqTdPIj8QwY867LN7A0Z8x+pls8X//Yur/3ZrGDlFItHfd5iVicyOdmnt8lnc9R5GuRnBkhYpwo1JCfqbQy6W8m3PX4s5x49gV8eo99mPrVc7jj/sfoWT1CuRELP3Y5N8LyEmxZbWpIuwe9697K6Tx7vaSzkWgFiRQ6ks7z08w9dnPvx25hzE87bbyd58L6z1cv7xRIOoPVLC+vzpPe7V6IGYiZFIV1oagQDBA5gxPR57f55U13cNCRx7Lnfodyzrcu5eGXi5hOU/ibBykFJ0YfadMrKxK7Y+r6f6eKzZtuwSmvilw/zo4bIig3X/K1rS7XX3n8zPNXsbZM5Bp//Lo9/zpfR3VvSJfqdPJpsT7OsHzhcWxIsUl3onHxJu8oKo6IeNYbRDzZY/Czq6/jWz/6MZde/ivufWmpGN7lxxg+8liSTrVkJ8fxxoTQfHOkE7OCbFwhVC7Kjm30pJ31QJ4TWfL4dLerq1WKtXo1kgJoXtGYdAZL57lp3iWqrbfJprt5cdL4v7lSPcXoWnf+qc8/j4HdVgjGuHvijwvqOrmgMzZPpjdIO4Ufhj9mU9DdxZrbWuqutN7x89fKKtlOB7Lwos2Ff80JMZwWq8OMn11zIxMmTeWLBxzC5NPO4r9//XueXG5iOaOU6+KcNC9D88Dwkd0tCYbbFpto8tlmevmw2i79xMvX+8nY+stLOs+LzprDFTrDmDWWsAYabqTMfvgJppz+VXbb+8ucfO7XuO2hxymsdbBHE7QgRQ9Akx3N+fydzn3iju8SzHWT3C9WfL507ov8M8mFck12To913HVtAMrPOr+/uitfLU/8/eXrw3xzQXiNR52iF62TK0XYdWkxFYjuOcuPsCoBv7r5Nr484Qj2OugwLrjkxzz4/FL6A2EnVnRiio5cP9SFZ7MmB05u6jj412Cji7FWro5vaBHY9bqO4OZJ1V0+7E0nHrcLJLxRErl7mwsdEbYvSsstTwySKgVg+2DJUmvTyUv6U1EJJP1fzEAGRz/3dRTKfT6sQfhyIXzlvBjDC+mrRawJM1a1YlZHKQNNYWZcrEFxPVFt/eTf9NM/8hzJz3/9hWy+G5+fp52XfXfOe7zvZL4rmP+OTjCWdB6Y630enV2QLjGv84CVAXf91+U/nw9Pyz1484EqQjAQ79NtXyCChfAp0dxQPCCDBE2alXc/FNavQuleUK2fuK+/U9WpXnOizjRP0426BhxFY4Gts7M4do5aJRQVN15eko9sV6Gze2R7KaWA8deyc5+mna/HLWCkgJEvKnVXGmx3Xce8faTb7yh/fffvLeUtKzJ5Lq33N6XY9OR/v2OViGOfY/73233vdi+Yx9oVo3FDvkpdwpYt/aU6rdfr/R1YQUpvPeu8xvLiTuyz/bySsasSSJrxC1uTuGsBJxIkPcjQGhnL6zHLgjbFoEV/M2IkzljbzljZgr5aIoXYNuVa2hmqY8oW2zzmdp+v8PTKBxjKajc3Gasaz4U9JxoXU4XnXZeliJd0rsmGyK9fuSaqgESCm8j2TDrTekvB2DUz3Kjj4dWdjBqOaAUaa6fKh2GNDehaX5gcv3uekFeP5N5Y3a3XnQpV2WqWD37L4+zYwKmYfFhF/lmNvY+8D2Q8ymNV55mSb+R4Y3Ewvz/z481bu/OqA9sTgxitvHpUtnJ1L1LGnneJjO9iCJLpyWpcN+58vpqfUfQSORE8xgzk1Fm3PTaBu5ZR8FOWO4n0TU7E9ORqg7LbwFrncsO8hdx090Ke122GR0UC3FONxSZpHTEJ1g3p9UN6vRZlt0nJFaJupzLWy8XYTG1ubWbkuWTuFVzyRftoJ752WV2sPwjW8P54sSn8ZcUip3u6dB4bbdmdsn7HSx4PuuNx/jOinTKvwGx3htmIuJsKj0A/phikFGoZxVomvnZDDC+kr56wqp2xLs5YG2X0j4qpzXleZcmhdWMxIO4MEexUnrjju4zW757qFmvHFwWMdW6Y3XmRzDU74nJXnBAVnLE4TyeW1ZWyDd4VMdL2sk68EAMr5YR1r1tkza2bNryxPrbR1N1V8KfvmU6uu141mVGN0CtdxyxzqbyNM68yy38mFxGEl3WE5rYpui3KzZglw2u5/eEn+P0dcymsWMdAEGL6bXq8Nsu9iOVuJDwj/UxaAXTF8g2sETo2EH7S8eouOmFn4Fzu22vK3DkfIiuGHqXjWqT1vEtBfr+zrujq0ui29hhf8JBgBJFoLZWWX6YDmgOaI85nYDTlOXOAa2ffw533P4m+ymOwBQUnZqmbssyHoi+G81qVGKsaj/vc12dTxxjF6/wdrSe4dsfW7tw1f97na0Ddk3mfn3TlrVEnj+qsX9ykY53RvWY3qknHPqMjWHqyWs6L6a0jnwmJrNpLO7lc3r4vxMuxXEZs/kLRka3ZfshgM2JdkrK2FVJNxJpeq4khSeP85OXQrXz4tt6pRE07a3Td6ZoZUsvG7Aq6Nlk6WofUOco1sY7MN026K2o7dOkKY5WodLxn82PMf6fRyctefyNr/UKQN46lSedaj3v2dn3+3QOw8/fvPGOknmO6CUYlFPYnnXXv2LHkldP50GLhh510iih0OSBTDDRHDg5L5Osy2QGcMFBPeMEeYuEzL7Lw6Rd4uTTEikZCXyAGe/Y4oRh86EPBpSPIGn4m3t/LRUkhlmuV9liO0bVJ2d3ab8h7oLv6VBtpi9cEwte76Ii5R71uSGFoLbcuvJ/rZs1m+eAww60U02tT8CKRHwQZxXwgl5eI3MdNKAXC1sJwx+sunZzADeUspbxDLRkryqulFLwILUgw6hl6LUWXQyRzIdX0ZSWyl68txqzmuv+28wrw7g2HohtR9OMxW0xfDtIMMjloMsYIYnrrIU9rJX5/+1zmPb4I/TWXobrQ93Q/oyifHbr0+s/vEyXGKjC8/AEkFugdVCvjX4C6Zv8blOj61mdjfcYb9V6RFTdjrf95PJSL7PWqCTfX+3RzPS7FG7O+L7ZY2IvF2fK1o2jVBnYgqtnyqupxr88rcbyE3INrU5+TQtG9YNWdsIPhqvtzcyLvZso3zMUGVILutihWGmPtpN6YFc+YPc5bD9NPZDV0A9Nric2NfDPCjcmHEosuPCW2KjYuGyePy6v7IxlzQ/7aeYHKRzc+YgC5aG+3vHanEGWs8+/PfM+/dHO+6+dyb3fDk90pfoJWaVIYaQjxN+9u2Aj33+YwQ+aNRP48b9edBnq1JQt2Nv0xby4oMfZ12NBu4B+3uqlkQ6FQvPVYf0d9Q1VLeYXNpj5WxdZLtx/5H9n2KBSbMfm9mleAqni6+TLe8iG3mPnjwS5bC91DZVXcVWxprB971b27ZdNtAZnH5u7PeVMd1/p6UfdsmL/UhmdLYP0K+vGdv9mY376igxJjX4f1xYcNJRxKjFUoFFsD6+94buokR/HW583cX92LKnVPKrZU1L27+fJGn83WKkT+KSFra7wmii0RdZ9uyXTbI7zeoPhNfYyKsc/njYYxb+0oMfZ1eDNCqxJjFQrF1oDyelP8NXmzifTrbZKq+1SxJZD7/m/q41C8edQG0HjvYcNTMVex5aDu1bcO63twd/+/bl/sTX2c3ceztWzgrf93trWc91+KEmPfBEqIUCgUChULFZsvakCMYnNFLUS2bDa0qFTtza+/4M7/36Y+PoVifVSe8NZl/QG6+ee9KY/p9bqsN5fj25isH/839Df2VjrfjYkSY98kKmgrFIqtBZWoKrZUtrYKBMWWxxvNIlBsPqhn4Btfl/Ur07qtC9R1UygU/9es7+fdLcaq5+pf/7NYf5PyrSw+b0yUGKtQKBSKcSgxVrEpebP33uuJWioJV2xuKEuCLZc3qmjaGuPM68VXFXsVmxsqj9262Nw+6zfjOb6pj3Fjn2/311uznc+fgxJjFQqFQqFQbHH8KSFWLcQUmwPqPtyyeT2RcWtdZCrRVbEloOKuYlPeA38qTr7VY6iy83nzKDFWoVAoFArFFsefSvLUYkyhUPxv2VoX02/mmqj4qlAoNiWvl+dtDh1+W6MYu6HBapv6c9jcUWLs6/Cnbhx1YykUircq6ycI45Iaf9Mfn2Lr5fWsCDY0tfWtmOgqtlw696WX/3fTH5PizbGhnF/FmPHXQcVexZaEWsdv2byR2Kfiz6b7TN7M56MYjxJjFQqFQjGOzs6mF6O5EbofYwYpZi1F92MKThsj+HPeM8XwMgwvQ/czjACKboIRpJi1DM1L0ZSfokKheAti+hmGl6K5CWYNrDpoXoLmJePinxJnFQqFYuOwufvJW36K7aWYTozpxFhugukJb3Hdlc8EP8MMMowgQ/dSrAAML0Ovip8p+Zn4OSfGcDf9OSkUij8fJcYqFAqFYhzdPj9mIKphC9U2uidEWc2N/qwKWdPPpH9QjOFnWDXQ3YSiEwuBws86gsWmPneFQqHYmIwt/lMK1UjGwRTDT9G9VMY+Ff8UCoVia8HyEiGkugmGm2B2/T/dTdD9BN1P0byYohujeTGafJbYQYrpRRRGWpSDTIi6m8E5KRSKPx8lxioUCoXijzB9gebEiJ36SH4/RXf/PK84K8g6FQlWkG2g3TPf8VdihEKheOthys0rzYnRZQWTiIkJdg10V8U+hUKh2GpwYww3xvTGhFjdS4SNjSfEWCNI0f1ECrIRuicKJOxaiuHFFCtteutgyvfa5OekUCj+bJQYq1AoFAqJaJEy/RQrSKUYG0mxNJMVrmlHPH2zguyY5+yYKGF4CVYgfk8u+G7681coFIqNSx5L8wpZIb6Otctagdjg0lWbqUKhUGw0NochTq/H+p6ahp90RFghxI4JskYgBNlcnO10pvkJpXq2WdkvKBSKPw8lxioUCoWCbl9XzYkpVCIMN6Z3NKNYjWXllhBjNSf+s8RYw0uwaymmH9Mz0sKugeF1T2ROKFZDlUwqFIq3HMKiJUJzIorVECvIMDwR96wgRXeiTueBQqFQKN76jBNQpcg6JsSK+QyaF6F5cm5DLaWn2mb5SJOiG40JtH66wY4zhUKxZaDEWIVCoVCMo7eRYXgRWjXC9jJsL8N0U0wnxfYyykGG4SRvemBAnnSaXkI5yOirg1GNMJ2YcpDRW08prmuhO0qMVSgUby10N8b0U+wgw/JSSn6G6cTolRCjGlHyM3prGZZaTCsUCsVGYXOvFtXlgK7cF1bzYnQ/xvBjzCDBkGKs7sfoXoTmhvQ2M6xaij2aYdVTim5EoRqJwbgb+fnxRgPQNrdhaArFlowSYxUKhWIrobPr/ideZ3kxpivEAm0kpORDOQDbTyn5KeVahp23Vb2Z9/NTDCfGcCL53hGlIMH2E0w3wvIi8fVmcI0UCoXizaLL1tI3eo3pJhhOhOFElIIUoxpSDhL6RlPKtQS9GmLJzapNfT4KhUKh+CsgBzfqXiqETS/BkGKs4ceYXojphdhBjB3IfwdCqBW+smKgrqiIVQMgFYotFSXGKhQKxVaC7qcdNvyaGMOLsbxYiANujOmEQih1QnrW1OlZU8eW4qnhvzmB15LYnhB6i2d0Q/kAACAASURBVCNNCutG0UaaGNU2phNR8tU0WIVCseWg/znxzxVxtVzLMN0IbaSBNjKKNtJAr7SwPSXGKhQKxdaCmYuxbjpukJfpxRhuhOWGlPwYy22jjYzSs7aGVm1j+vJZ4caYnhp+q1Bs6SgxVqFQKLYSREtUJsXYnK7XyB15O0iw/RjLjygFEb31mKeNQW6493H+8ODTLF3pUgoSTD9+c9W2rqiI7a2nmG6L+S8UuHreI9z3skFxbQPbjbFVZZhCodiCeNNirC+6AEpBSilIKddS5i1axsz5jzH3maVYTkTZT5VNgUKhUGwkuod3vd4Qr03bZp+LsQmmE2N7KbYnusWMaojthvTXUxbZw9z68CKuXfgYPWtHsb2Ykp9ieymmE3dEXSXIKhRbJkqM3UTo6/HGr1WeLAqF4i9DH/d1OibIeoLOa/1kXHuU5YUYbgvDHWVlAr+5az6fn3AMB049lSe0Xsq1BCtIOhNgDW89m4Fx7xejV9uUg5CeNes48aJLeP/u+/OdX11Hz+oa5SDFUt5TCoViM6ATx9wY842EVn/MpmCDeZqMf5YXY3sxlhthuiH9oxmnfutHfHL/o/jqd39K2U+w3Qjz/zIGbuA8RHVVJPg/qszV3RhDxXaFYqtj061dxwbDWn6KFWx4wFUnNnXNPtjQenxjn8dYnE3R3RTdSbDchJKfUfISLCfEqLSx3DaDjZSr5t7P3hOn8fH9jmDpSg/LjbDdROClaK6ssv2LNvPizvX64+NcT8z20rHq3fzfryNy/yXXRHcj9axQbJVsfDE2SDECYUZdcEJ0P6HoRqJyoMuk2gykR4obYUhz6rx6wHAidKeNVcuEcXUQY9TE+xadCNPPBF6G5WVYrqAzaMZJ0avCWNqupZhBguZF2LUM2w8peWLHyXRDDE8k05qXUvRSNC9F8zN0P8GsZZg1MdGw6IbiWHICca6mn2J5KaYXo7khmhti+JHAi9A9cX6aH1P0YopBQqGesdxP6AliCkFMwQ8pem3sWiZ3u0Q7rx2k2PWMHqdJ0WuL6xCMTeY13RTbA9vNsB25w5abgQcxWhC/KT9HhUKxsXh97ybTEwmXJXfBxU54QinIxDArN8GoRhjVCNsTyaMeJBSDGK2WYNYzil5I0Y0ouhGaTFrsmvBytdxE2Ar44ntmkFJwQnqcEM2XU1cdkXjqQUpPTcQgzYk68UYMEEjQnVB4u3oRhtdiZQSXXHEln93rYE6ccRH9XpOS28AKpFjhxpjVUAz28hLMQLROmR6YDiLZrbYZDEKKQ8MceNRkdt1zb359210MNCKKToOi00aTsVWTMdcMEjS3jeGFolq3nqE5oRxqkGAEGYafUXTHKhxMX1ghGE7I6yWZCoVi88f0Ytnin5Pne3R9LfyrhRe13ERy2uhuiOEnIo66snooSCn6EUUvxAgSkU95cWdRbrqxWBAHoFdCiiNN+poZpp+guXFnyrUmp1ibnlgMG27M8koLzYuxg0wM6PISCr7Id0t+Sp+bUHYiLLdFOQg57MQz+Oy+E7hs5s2siTLMah2j2hD+gPWUYjVEcyI0N8EIMqwaGD4UnVRupIHmZmhuglXPxs7DS0TeKa+h7orXW6NQdEBzU3Q3wXZjBoKY4qoq+mqXUnWUPj/G8hOK1QTNy9C8jKKTUnDicWKG6aeYNdBl7C26YqPPCjJsP8P2Y0pBjO2GLHvNRx9polfbGNVQXOea9EncDO4xhULxxuR/9/naU3NEfNHcEN1rYwYxdj1B99pyDSzW+IVqe9y6WfOiDrov1rP5Glv35Tq/lspug7GNfFNuVOXPAd2J0d0UM6BTXGD4aSema26TUi2kuM6juMah7LcoBXFHRLR8qR04ESVHdGUJW66EQiXBqGVoQUbBz9D8lILTlAUKkahK9RLMathZr1tu0snBDSfuDKe15bBGy02ETuAmmE5EXx10N0FzRZzVPbBqdJ5hth9SCkIKVZ/eeptLfzeTz+43gQOnnkK5GaEHbWw/os9PsJ0EM8goeuL6Gl6E6cWUAlE5a7sZJVfoBPlnp7khmh9i1MR76V4L3WtjSPsx2xXrE8MV6xnTR1ghVGKKa1vo69qUXel97qeUapnQOdxQxHY/kZ9lJnQVF8wANB+KPmIt4yZo0p6h5Cf0BgnLVrroaxtyXSTmTBSdGM1LOtqM5ovnb641KY1D8VZg44uxMqCZrvDJ6h0Vi2fDFwEjr6LSpWhgBalMdEWwFcFLBDixQxJj1sTi3vASDD8VQdTLk3EhSBrVBNvLKPl0BFnbz8QQGlcEH8MJsZw2ZTeiV7aMiSE0XdVifoYegObGIvnumhbYMcr2c/PsBK0aYTjifE1PJLJ2MIaVi8t+jD2aYtQSetwYPcgw6hlWPcOqxVhBiOWG2F6M7SbywRBh+TG6H2HWEiwpLOtujO5EWG5KyYeSl2FWUzQnT7zlw0xWrW3qm0yh2Lp4/V3ifFdZd2J0J9+VF1/bgWxTlX/fuhuLhb/cyNG9mEK1jRWMxUPTjbFlsmd7YmOoM+U0FyL9VIijeVuTl6D5CYVagjaaiQWxI+KvWROCRW5VYPkxutemv55w0nnf4jNfOpiLf3AZa9sJxrqAYrWF7ok4XvLFzr5IpFN0H3Qnw6jINiw3pFxt8OzSIp/4/BfZ58iJ/OG+hxhsJhSd1piXrZ/JhDm/HqKazHBDdKct/LS8WMbilKITCyHAS8U5uLFIED01EEyh2JIxO/7VeezMxAZPB7EpLypYYxEb5Ua4FSQYXkyxGnVyo6ITYtYiyg0R43oqTbkYlAMJq1GnQsmSm2N6JUSvRCK3coUoa/gJdpBJT+1YWBA0RNzTHFnd4yf0eBFFX+R0vU5MnxfTWwt5rFDiS4dNZL+jp3DL/Y/yWphiew1MX2wg6a4QO0w/lXlziu7EaNWYUpBhuimGK849z6e7r5vuSfHUk8PD3Dy2Cm9BO0gprgm4+6kXOea0sznzm99j1sNP0++HGNW2iKWBEAjMIENzhSgiRG+xWVeohpiBfH7kFVKyvbYcxDxtDPCTmbdw0LHT+N3t81myYg19dbFJprmRmsKtUGxh6Ouvib0YQ+ZmpifWq1Yg1qpWbWy93I3pp531v+mL97TkJn7RCdG9CLueYfkJutPG9mJ6aynlQLbkO0L4NP2UQiWmpxJjBpnIiV3htdo7mvDywGou+fXVTD33In5yzU301YVFjOGJatlykKKta1J2E2xHiLGlIBPxzoOCm1H0MrER5sXYrhBiLS+WxyGeDfnzwvYzipVQXhdRVWrJ54FWDbG8RMxFcGJhQeClWDXx/pqTocu5CZbTxqw0KXsh5VoLba3LuZf8mE/vczBnfOv79IcJZj3CdNrYlRBbPpuMQOb50grHdCI5p0FsWJrOmG2DIXUF3Y8waiG638bwQwxPDJm05bFa+bm4MT1rGlz8s6uYOP0b/PDKW9BX1+n1Y0puiOm0xwaNjdIltqdoXiI68PwMIwA9yMT35DO0r5air61xz3PLmHTWhZz69R8w56lX6Ktl2J6sSpa5viE38HIhX+kbircKG1WM7YiwsurLckUQ1auRqArLB7TkVQhdbVG6bBUQZfBiBymv9LJ8Ieyarqgis9wUy00xnbQjwppOKoVZWSHmiABpVGVw8RNKfixwY3GMbiyTThEoOm27fiaEAE9Ws3UW+rLyzB37nuUl8riFuCuqOKJOdavpiN9heEJINXzx+lIApSClsKbOS32rebF3Jb1eHuyTjqiQD77JB0Dk3xPib4bpiQWC7qby+oqWB82Jsfxso322CoXizbG+BckbobkxRScUIoFMpsT3hZgwrnLISShWQuwgw+okniIe6U4kY8JYBYPhdXlmdURKISAU3QitnmGMiooqwxHvY/ip2ISSO+yGH6H7bZav9jnouNP4woFH8bOrbmBdnGKMjIrKCD/BkLHQ9lPMeopeS9H8FF0KBkK8iDHW+sx/9Gn+7cOfYOLp05n/zAsMNaWg4IHYhc+rFsSuviWfJaYjfbS8BEOK16Vahu4knTavTmWxbOFSYqxCseUicsTu9vncGw+J/LespMoXgbofi4WujGeGn6I54mvTF5OpdSdEd0JsPx238MxjYUfIrMqKLE+IoLqTyK6kFMtJsF2x+LXrol1UbBQlGH5Kjxeh12S3UzWk14sYbITc/MCTfObLh3DkSWdw34tLWdFKsLwGhhd2xA67JrsMvETEekccR9lPsV3xu3ORuru1U3cT0YmQb+h7wq87X9BqboQdJCwZWsf/3HAb7/6Pj/DZfQ7k1zffSb/fxnRaQkSQG3qWL4oKLDlQxvbEexYr7c5nYweZEDqqbaxqm4HRhLseX8SEE07jHbu8l/O+fxnPWX0M1COMShNTVm+pzgWFYsugW4Q1PJFb2hLLFQKjmW/qd8XtXBfIY6odZLJDK+6sp/MiBUOuy21ZkGU6EbYrKlFLcqisla91AyH0Fqqi+8EKMlEYVY0YasLCZ1/l0GNP5r0f+TRTpl/I4KiwAMiLIPL3L7kRlhNhObEUeaHogtbRAjLKXkLZiSnJIjOjK8Zavij8MtxEdKyOa9sXMU6XhWWWtE3I83XRbZChVYQm0RdklN0Yq9qm5IYMNVMW97/GCed8nf/c73B+es0f6G+mWEFMyYvodSLsitikM2Sxm+mLjmBLdqwZ8nllSq0jt9TR/RjNjzBqYwVfZk2sP0wvxXQSDCfE9iNsL+T50iq+eNix7PT+jzN5+sUsG6pQdkPKbkjJj7D9CNMLMQJZoesnHcHUDsT1ya+NuJdCbDdicDRh6eAarrjxTt75bx/mI1/YlyvvWshAPaPXFwUh+TNozFYnFEPMfPX8ULw12OhirDCgTseqOzvC7PgWXcsTJeh5BZj4IxVTBUUVQyIrW+XPyfcoyZ8TAmUqgowr2g4M2SJgSpHC8hKZwIodLzE4IRurVnVC8SCQIqbhCkwvpdRptxJYnqiaMKtCaC37mdzZkq1WfiosEZwYo9LutD0YTiSO088oVkVC3etnlJyYx161ufque/npVTdz/bz7GG6kWF7UqYrIr6PtptjVGLsaYcvWB9MXbV5FN6HoxbKNTT6knASzGlNyMyVGKBR/RboHurxZctuB/N+aTJTsWvfCX3QCGNUEy8867WJi1zhvtRX/FoJuPJYUurGs+BJirOXIVrMgxRwV7yV20MVrtaqoTig6bTSvjeG3ecYeZvdDjuGgySdz490PsKqdYjot8f55oiU3vcx6gl4T1be6l2DXMnQ/olyP6Vk1wvWz5vPO97yf87733zyxXGewIRJS3QHDza1nEoxKQslFxLN8A86ViaUTyyEGcWfzzXBEvM2rfLt9wBQKxRaIbFU1Oouu3AZmPKLVNaLQsTDJq/xFt5NZA82RLZduIipdK7LN1E9l9agQcHXZhZAvoG1ZNSty27wYQHZfuRklT+SHed5qBakQUv2Uoqzgsb0Es9Km7LQZarT42Y13suue+3H82RfxjNFHfyPGcBvobtjJJ61AVtnmhQNuQm8NLDfubDZZXa273ddNcxO0SojpikWy5Ueda1h0Qiw/5tXhCr+/fS6f2+cAjjnlq9xy70MMBCG608L0xesK1Ta6G1GqpVhuiFltUfIiykEiW4fHCi1sP8F0hYgwOJow6/FFTDzjXD62+95c+ttrebE8TJ8fYoyMUvJEa+ob+vEqFIrNgg0JsXn3Umd93JV/GU70+mv/bqsuN9cCxHq+5AurQaMq4luerxrVthBOZTGW5orOT7ueyk18uTHnpNhOwtAozH9qCceeei6773sYF176CwbrGXanGy3pFIRZbig3mmJML5XWL6D7YMnO01I1olyN5JDZXKuIZWdvOpaPu/E4wVFzhD2iJXPyPC8X3QwJhpdiOClGJaHXhz4vo9dPhX7ghKxswRPLSxxxwpl86dBJ3Pnws/Q3MiwvouzF9HsJZVmMoPv574gwpaWX7sZjnWNdtjJa/ozzYtFt68djYqwvi9OcWNhF+m1sr8kL5WGOOPGrfOxLB3L2935Kz0qHkhtS9iLKtQQ7iNCqLTQvwpSV0fmzu7eOKKaQ4rUoKBMVwANByKuDr/GbP8ziI5/Zg4OPPZlbH3iSgXpCrx9je5EcJpxXYkfSjijf0Nv0fx8Kxf+WjW5TYLrCL6u3nomq2IooxzecqNMCllsHGJ4QEYpuhFXPMGsZRVf4gxiBCBrdPovCjyWiWBWtAKV6RqkuApBVz2QSHnWCgOZEnfZcvRrRMxJSdBOMWoY9CvaoEH+L1RC9GnaSXMsVgTJvbesk/PLcygHYXkpxpM3ySkjBTUTZvRRgrXw3LxACbaEainJ9N8J0InqdmOIKnzMv/gH//rHd+JcPfZJTL/gm65KMYnWUnmpTvNYTu3y2m4lAHWSU/QyjKsr/C15EwY8wGhlWI2O500KTiXN/XVgXKEFCofjr8WYF2Nw72whS4fcnvQh1LxYtnF6XL7QrqkSNqtigMryEYjWk6LQxggSrnmLVhRhRdNsU3ZCeShMzkG1gckOqr56JjR3padvjRFijcjddbnh1xy3h/RViBW3uf0Xn47vvywnTL+LBlwr012K0SgPdiTsVEiK2RxScFkUvGvOp9RIKboveZsySFav4+VXX8bbt/5FfXn8rS4fWUfJTitUUwwXTzTCruXgs7GgMF3Q3Q3NTio6Iy731DL3apmfNKHq1TSkQ1QaGl2DXwW5kaMqTUKHYsvkjMTa3QMnGUXQjjCDGqqcdT0IjyDe7YvE6VwxLMbs3fKpRZ26BIT35O76DXkjBaaO5EYVKC13mr7YnBIiSL3z4zGqCUYkxvJRSHXGMshrXrGUUKm2RF1ZDSk6bsj/KeT++nA99cX9mfP+nFFY79I6GmF4D3QvlojoV9l5eIu1rhA92uZ5hehF6tY0p/f0MR1hw5X6IhpdQyGOhH4uKJTekUGmLVlE/oVRLsf02L5SGuPzmO5j9+CKWr1zLQCNm6dq6WEyP0pmXYAYJerWF7Yp5C5Ybyk4wUVAhPCRFt4I20sL2Ql4eWM0djzzLj2fewiJzEMsRQq5eacmKZCXGKhRbAuOsCcaJjTHFatxZK5fqiKIguSGVF2iVAlG8pFdDiiMtyrKryfDyalJEd2fefVARhVe9gRDx9Goby4spjWYUqm0KbkjBjVhWCYW3tSNyQ9NNxVq5BtrqUW5e+Di/v30+T/aU6ZMzWUr1TK79Y15dE2D5EXYQYQUxVk0UOGm+8Ms23IySl2KNtLFGWiLW+sImrFgRG1XFaig0BDemWG0LkToYOzcjFz3l3JueakRPNZJVqCm6k1IOoNfNsEZibEdusjltVrXhrkefY9/Dj+PQiSfxrDHAQJhheC20kQZWpU1vvnEnhVVLXtduuzBNkm9M5jZn4jON0F3RnVdwQgqOsFEsNTKseozuttCqo5SDkBvue5zf3rmQe55fTl+Q0FfLsNwIzRHrDl16AJcaGWYtoei0KVRa2LVUVrTGsts4obeeYlaaWNUG5kiN56wBLv3dtdz16CIWD66lHETYXr7hJ6tg5Xwh0fHxfzNwUqHYFGx0MVb3EwpdbbfCE1UklsVqC91tC6NoP0JzW2iuMPwuOm2WjzTpqbYpepE0oxYiqyFb701PCLCGH1N02vRUGiyr1FlWqVP0Wmh+G81vU3BbLFkb0FNpjmtbM0czikFGIcgoBilFL6Kn0qJnpEZxXQ29UsesNrGccGxKuJ+iBwjk5EPDS2SJfILZyNBqsrqt2saotDFHmhgjTXS5S6QHolJM92MxWGJNjZeMIT726T3Z5m07894P7sqZ3/gOq8OUYjWg6DbHDM29MRsGvRoJX5l6huaHLHeaLKvWWebU6XGbFNwWRactBj9UQ7R1oRJjFYq/In9KhO281hfDD4py6N+ra2oURppoMuks11K0Slv4x7oJxWpModJGdyJ6Rhr0VBoUnSYFZ5Sla32WrvVZti6gUB2VQxRELChUW/RUWhSlIGA6wt7F9DJptC83w/xEeKyua2GsbQoP1yDEHk3oWefzq1vn8R8f243zvvMjlvSvZkUjw3LaaCNNetaMUlgzijnSZKCWijjvC+8oq56huRFaEFJuxDxRtDjvvy5l2x134bb7H8V2WlhyaILlI6rWRkK0kbb0xk4oOCnWaIY1mrBspC0Fh1gk0X6I5bYwKk2K1SaaHBqp18TQGW0zuCcUCsVfxrihqZ0Y+sdDEsWgv5Ci08LwQ5aPjPLqmoBCtSXzz0hWLo1ZuIjKoYieSoOeyig91VGWrfNZPhKwfCSg6Iyiey0RZ6sNseCsisVlsRqKDipfePHplYiSj6jelz6JmhNRqArh0ayKKiC72qS42uOo08/l4/sewg+vuZ7hdoTljaI7dQqVUXoqDQpOG8MX4kOeHxt+LAYYygE5nYVpkHS+zofIap7IkZevDSiM1DA9MVilx4kwasJKRnNDCutqGJW6yH2dhujM8jN0H5Y5MUVfbPZpjlj86iNNimtHKaxtdPx2DV88S+xRZAVyXn3bphy0MSqjlDwxMNeSlXC6LwZ+ber7S6FQ/DHrV8Ju6P/nnVm67IAqVNpyWKLsqnJDNKdNodKk6LRFrPJj+psZxWqbohN1Bn0XPaEVGL7wTzW8rDP8yvZiDKdFYWSUZetqMu9toQUR5mjKsoqYN2BIATS3tbIqIdZIA2tkFKsqrFcMXw66kvGz6DQwvQZaNaBnxKenOkrRjzHrGbosCNOrIXa1RdkVM2dMpy2FwJjCugZ6pSUq/b2IxSuq9KyuiQ2nahut2qLcyLDrefeGGCZebmYiRnspRgBWkKGta6GtbcmYGqO7bVYn8KOrbuITX57AV047h1eG1mLX2lh+i+K6Ovq6Br1Bgu6FUktpY/oxpVom/Hf9RHi0yopYqy50DDPIsINU+HePNDCrrc6mnuGKDpOiKywHSqMJ5dEErdJCqzQwqk1sL6IcZJ1qYKGTiN9T8MZ+vlgNKaxrsnxNvVPkVnBidC+j4IRYnvDuLfkRZrWJUaljVlrCxsYX96AmB6t3b8KOdcWoZ4jircFGF2OteoZRE0JnvqNu+BF9zZihdkJ/M6EUhJheE9Nr0DcasiJKGWyn9DUSBlsp/a0UqxZTcFosrzQx62L4le7FQiTwQnobMQPNhIFmzIp2TKnWxvQa2LU2fa2EgXbEQJhQGk3GKh5qGcVaSjFIZYtDwkAzYWU7ZpVkZSthRTOlXI8xg1gGzBjNzzBqIhBoXiy9EmMKXhO9FlIeTRhspKxspqxpJaxqJQw2Eux6jB606XGaWEHMimbK6kaEPVzlo5/Ynb/ddgf+/UO7ct53/gsnzRhstBlqxwy2M0qjYrhZPiDHDBIhNjgt7Jq4poPtmKF2zIowYaid0FtPROWEJypkVeWBQvHXY4MCbFd1V+6lZUnfvd4gZqiZsqIVs7qdsLKVMjSaMlhPKXtiMEw+yLB3NGWglbKinbCinTDUSljRjnmtHbG6HTHcjBhqxgy3U16LUobaKQNNEXP7G4kYYJj7Xftil77ghJi1RExQdSL63IjVrYTeRkzRbWD5TQqrRzjvB5fxwU/vwfd+/lv0VQ6DtYjBesxwK2FVK2ZVI2aoljBUSzE9EaN1L0JzxOACI0go1xMWPr+YSadN598++inmPPYMJaeFLb1ldTeTVgoxA42UFWGGXZMJnhtTcCPhZxWkmF6bgVHx+wfrEcPNhOEwoa+RCL+seiZbsTb9PaFQKP4yusXYse+PibGdwalehOm2sYM2Q+2UFe2YFa2I4XbKilZGb5DSWxOt9KIrK6KvAQOtlIGWyJ1WhjEr2xHD7Uj+N2FFO2VFKPLEwTBlQOappdGxylXLFwOxykFGcURU0hp+jBXE9I8mrGyn9PpteoOQfr/F83o/nzvwK+xx2ER+e8dcVjRjyl6DFa2Y4VbMilbCkMyD7VqI5jQx/BC7nlBwQ4xagllPRQdEtYkRRGhum/JoQrkeU65HrAgz8VxpRgy3YoZaompN91OKnuhYsIKEwVbCcBv664moQvIirDoUPTG8RvNFxZVebTPYSBluJbzWinmtJa5JXz0XVsKxaitPfCa9oymDLegfRVgSdCqZxOK66CYqPisUmyF/NKjLTzf4/+wgpXc0o6+RyWp7UYlfrscMtkQOKtamKb2jMYYrBkWZ3ZtrQSoqUX0punm5XWGI6YhhgINynb6yLeLjYCtlMMwYijKxvu8e6CQtB/pHU4bbGYPNVMS2IJHxT3RO2LWY/kbMUCthVTtiZSuirxFTbmbYDTodbHYtZUUrZbgpWNlKWdnOWBVmDLcSVrYSVrUyVjUzXmuEDDdjhkYTBuop/fWUoRbYvmivzwd/W3XE4C4/QfNFRWtfLWFFK6E8GqMHEWYQ0ee1mPFfP+EzBxzBad/6AYW1nngWNRJWNGNWtRNWhRn9jYTe+lgXhCkrcXVfbKhpgdBldF96fHsRvX7EUD1lVTPhtXbKqnbKcDtlsJVSrqcYXijz+Da612KgmbAizOgbTTv2PkvXNLBrCabM04teSo/Txq4n9LdSVrRTVrYThlsxg6OZ8I7tDEmLpe1EhOWJ58uKNvTW0rFiOC+/N7JOda/mg+4h7SmUGKt4a7DRxVijlsgWrwjdCykFMc/3v8adjy/i2vn3MfuJRehrXAaCJj3Da3lyucbcJ57hpoX3c/3d9zLr0Sd5YplGz6oKZT+k6DQxazFGTez0606bUj3mabOPOx59ipvueZD7n38Zc61Lr1NnycAq7nlhCdfOv5d5z73Iq6sq2IEowzd90YZgBgmFdXVe7B3moZdf5a4HH+bWBQu5/d77mff4kzzw4mKWrVyH6YrJ5XqQUHATMa2wJtq8ci9Fq9amMOLxrNHLgiee4/b5D3DnggeY+9DjPPjSqzzfN0zRqaF7TZavdnlkcQ+3zruHG/4wm/d/YFf+7u+3493vfR9HHDuZ2xcuRBjZ4AAAIABJREFU4Ka7F3DTgnuZ8+Qini0N0d9IxTAd6Y9j12Isp8ULvSu4/4XF3PngI/xhwT3cdu8D3P3UszyjlSms8SnVEgxPTObd1DeZQrG1ME6I9cYWpvlUcNuNsN2IshfS64UUX3N5YrnBrQ88wsxZ87huzgLuevgpnlpmYY+Mitf7CVqlwbP2EFfPvYff3zmHK++cw9Wz5jJz1hxm3nEn191xF9fdNZvrZs3jujl3c+O8BSx89gVmP/Esc558jqeNsmgx9eTgAi/p6hoQU3CNkQYvGIPcOO8eHi1avLrWoVxrsbhviMNPOJ2P77kfv7zuNnpH6mivOTz2qsYt9z/EzNlzuenue7jnmZdYNrCastfE9sUEWa0SUg5ES1gpSLjj4afZ67Cj2OOACTz44hLKXhPLCzsTuUtexBOFErc/8hSzn3qO5WvraG4skP64tp/QF0QsG3qNB194hZsW3MvMu+Zy/d0LmPvU8yyyVmB5UgRWKBRbLBsSY83uWQFujOVGlLyQktvi1RVrWfjcy1w3/x6unbeAGxfcx9wnFvFyeRVlp0VJDqBa9prPvS/1cM28e7lq9nxmzp7PtbPnMvOuWVw7azbX3jWLa2fN4bo5d3P9/IXcfM+DLHzuReY+/RxznnmRxStHxKJXDhax/bGWfV0OMXn1NY97nn+VOx96khd7h+mvhfRW6zywaDEf+NQX+Mq0r3LnI08xWGuzZGAV859+nhvm38M1s+Zyy70P8cirBYprPSyvheWHGH5E0RNirFFLO0UBVi3G8kP66hE9qyo8+mqROx9+lJmz5jFz1lxuufcB7nthMUuGq5iyos1wI5asdJj79AvMffoFlq4YoexFmNW2sPXyM3TZjmwHCbbT5lmtzOxHn+L6ufO5bvbd3PHok7xQHkav1LF94U+rVduUail6pcVDSy1ufeRZntQHxeCvfGPRFR1vRTf3TVQoFJsbr2dN0OksCFL0SpPHC2XuePRZXupbRZ/fouSM8lLvMAsWvczMeQu5ctZcbnvoMR4v2OgjdSw/xJYWWoYUY40Ail4qbArlkMW+0ZjeIOTVobU8sqSHOx9+lOvn3c01s+Yxc+4Cbn3gUR54aSmvrqxgOS1sP8b0Igy3TbmWcN/iAnOefpEnimUsOZDWCkRXlelFWNUmi4xe5jz6FDfOnc91s+dx6wOPcd8rBZavDsTgKKkVPLJU4/r593P1rLuZOftuZs6ay9V3zOK62fOYedccrr59FlffPoeb5s3n+rnzeeSV5TyxzOSOh5/mkaU6xkidUhBLz1NxfcXg8BgziDDdFi/3ruLWBx7jnleWs3SdJ4oo3BaHH38Gux1wON//9VUM1hpYIx6PvLKc2+97mGtnzeW6OfOZ++SzLB5che00sb1QeL3mlbh+glZLRZGc06IUJPQHMfprLk8tM5nz8BNcP/tuZs6ax00L72fOU4t4rjyE4Y5SqokOh551AQ8v1bjried42hjElDMotEoormWQiAGRXkxvI2bJyhHue2kpN9/7EDNn3811s+fxyCsFel7zxQwJT1hUmp4QkF8eXM3sp19k9tMvsmTYwcgHgPl5Razw8O0MWZcWEkqMVbxV2OhirOaKsnXDjUSCGMQ8uETj5Au+w+cPPIKTzrmQF4olXjF7ue7OuZz37Us4cuo09jr4CPY84FAOm3w8537ze1xz2xxeNAbQnaZoJ5AtaLYXMdzOuHrWAiaedjb7HjGJGd+8hFf0Mk+/spxfX38LJ5x1PrsfcASnXPQdHl5cpC+IMKoNbC+k5EUssoa59f4nuPSXv+PUc77GwUcdxV4HHMh+hx7KkVOmMu3s87jixtu494VlvDrsCB8saZtgymmFlh9i+y1eHlzJzfc9yDd/dBmTTzyN/Q88gv0OPILDjjqOk8++gJ9ccz1PGiV6602e1ctc8vNfs9e+h/LlvQ9i5512YZu/25bttt+ef/vA+9n7oP3Z+6CD2evACUw750JuWvgwK9ugu8LWwfRDlqyssHDREv7711cybcZ5HHLkMex9wMHsd8gRHHPCyXz9h5dx08KHeK40jFFtYXjRJr/JFIqthQ1ZEljjhFgxfbTXa/NiaZgb5z/IOf/1I446ZToHTT6RgyadwPHTz+dnV97A8oHV2NUmfbWU5as9bn/kaQ6eegr7HzOVg46ZyoRJUzl80nEccuQxHHrk0Xxl0nEcdsxk9jpoArvvezDfvexypn/rEk4892J+cf2t9PticqwtBxeIhXxC0W1i1yJeKK/k8mtvZfcDv8LV8+9jyeoRBhoRTy0z+Oh/fol9DpvIjXPu5QW9jyvvmMf5P/gpx5x+FgdOOo6DJ0/hhOnn8bOrr2eR0YvlNMTvqcSUfeRAxYirZ9/Lh/9zD6acPoPndJu+oIXhNtG8ELue8kShxHcv/w1TZpzPJb+5liXDjrBu8BPsIMHyI/S1dR55pcCvrr+F6Rd/m4knn8rhxx7PwROnMPWsr/GDX13D/GcWY4y0lMG/QrElkwux3WJs1wwB240ouSHmSJ3Hlhr88uY7mXbBNzh06ikcOmUah06Zxqnnf5PbFj6CvsqhVG3QH0S83LuKH111I4edcDqHHHsShx17EodNmsohR0/i8InHctgxkzhi8nEceswk9tj/IA6eNJVv/0zE02lf+wYLnl9M2W9j1xIMTwxmzb2rzSBC99vct7jIied+g6lnX8y9zy1hsBZirHa4feHD/Mv7d+Xsb/+Ae559kUcWL+Nn19zEKV/7BkccP42Djp7M4cedyPSLv83t9z/GksE1WG6741eoe6LCy/CEoFGqJWjrAh54aTm/vWUWF37/R0w5/UwOnzyVCZOncNRJp3DBD37MPc8twao2KHkRltPi/pcKTJ5+AWd88xIeXVyk3xPtuLa0ErD8BNNp83L/Gu586Gku+Z/fMO2cC5hw7Ansd+REDj/xZC755e947NUCdqVGyW2jj4wy0EhZsmKEH111E5POvIBbH3oGy2lS8iKMqhiWU6pvBveWQqF4Xd5oKJXhJfSNZrzcv5pfXHcLx515Lg88v5iewVXc8/Tz/OT313L6Rd/msONPZb9jpnDEtK/y9Z9cwdzHX8B2GiIP9XLxNBbDpdyEoiNFU79NYfUI97+whF/eeDvnfvdSjj3tLI6YeiKHHXsCBx8zhQnHnsRZF3+PB19YSmmkRr8fYTttbKfNwGjCeZf+nJMu/A5XzbmP3kDGZz+h5MUsHhhh7qPP860f/4KTzjyHrxx7AhMmTmHSKWdx8Y+u4IllJWynRV+Q8MrAWn5+/e0cfdoMDj72BCYcdwITjp3CQUdN5LDJU5kw6TgOOWYyBx45kc/vewBfPPhw/ueaG/jdLXdx9Kkz+O4Vv+fVoTX018QwKstNOtfQ9CJKtYie1xx+ffNsDplyGj++9g+8snINg42I0mqP3b50EHtPmMiVt82iMLiC6+6ax4Xf+yGTTzmTQ46ZwsHHHMekU8/gsquu5ZHFBfSRGpbfRgiasbBJzId0+W20dTUeX2Yy864FXPz9nzL19BlMmHQ8EyafwJEnncq08y9m5ryFLH9tHX21Fn21NkuH13Hhj6/g2BkXc+M9j2NV29hOSG+QYlTaWG5E2Y/RR0Z5omjwq1tmcfZ//ZCJp57FwcdM4cuHHs70i77FjfMf5Pm+NehOjOGFGNUW/fWYuxe9zMTpF3Daty/lKb0X228Lax0vkZqLtFbzxIB12xWYSoxVvEX4PxjgFWEHsl1BCg9PLDfZ74hj+du378QnP/sF7lrwAN+/7Ofs+tnPsc32O/L2Hd7J9jvvwtu325G/23Y7/v7tO/DBXT/Nt//75yyyhtCclkzGQ4xKk3VxxqW/upIPf+rz7LjzP7Pnlw9m4f2PcsE3/ov//6Of4m+22Z5t3vGP/Oe+hzDn8WcZrMeUnCZlt8WL9jD//Ztr+fz+h7HtTu9i2+3+gR3e+U52fOc/ssNOO/H2Hf6Bv9tuB3Z+338w6fRzuGHBIyx7zaevgfC9HWlhOG1Kfog5UuOya6/nU3vvw7Y7vZO3b7czO+30T+y887vZYcdd2G7Hd/Gxz+3BtXMX0usHPPLKMk6ecT477fzPvHPnd/O2bd7Otn+zDdtusw1v2+4d7PxP72Knd/4TO/7ju/nifofyyxtuZ7iRUajUKdXbvDK8hitn38OXjzyO7d/1Ht623c7ssOM72XnnXdhxp1142zt24O077cJn9zmQ//7dTOxqHctXEwcVir8q+Y6//Hd3VWzJDelzI4qrqvzi+lvZ+4hJvG/XzzBh6imc/LWvc9S00znomCl89cJv87I5QKnapL+WUljtMffJ55l0xtmcfO5FnHb2BZx61rmcPv0czpxxHmecOYOzpp/LEUdO5D3/3wfYcZd/5SdX/JZpM77GJ7+4L1POOp+hIKQkJ8faQYJVi9HcFkbQolQLue3Bp9jz4KPY+d8/ws0PPobh1ugNmty/6BXe8Q+7MPX0c7jurvn88FdX84HP7sEn9tqfo04+jeOnT+eAo4/hPR/ZlR3e++98/1dX8mJpkMF6gjUSYTkZ5VpGYV2DH//+Rt79vg/yg//5DcuGVjEw2sbym+hei2Vrfc79wY/5xJ77cPCk45nz+HOUvZCyJ4bf2E6IVRnlgReWM+m0GXxi973Yba/9mHjiNM487wIOnTiFD392D/79Y7tx2JTTeXJpL9q6hop/CsWWSsfmZex7+VBX243FNOdqk6d6bM7+3o/4j8/uwSf32o+Jp09n6vTzOPS4kzh86ilc9rvrMYarlKuj9PltXu5dyU+uvpEpZ32NE886j1PPPp/Tpp/H6TPO5avTz+WrZ53NKWecyX4HHcrbttuBj39uD7738yuYeNJp7Pqfe3LV7PmUgwalmrCQMbwY3RFDrezRmCVrHP7nD3fx9n96H0efPJ2HXlnOylbC8qHV/HrmzfzTv76fH17+W66fu4Bp53+d937sP9nn8GOYctqZHDvtNPb88gHs8s/vY+9Dj+bmBQ9TXF2jN5BDx/Jp3o4YhmWMNFjwzGKOO/N8PvK5L/Kxz+3J4ROP45SvTueU6Wdz5PEnctzpZ3H93HspV+oM1hOMdQHXzruPd33wY0yYMo0Hn1/McC2i32vTHyRYTkjZjXixtJLLb7iDT3xpf75w4KEcM+0UTjxrOhMmTeZ9H92V7f/lvXztkh/y1DKdwVqbklNnxWjMUz02086+iE/uvg9znnyRktvCclqYTpuSH6NVWmoAi0KxuSLjre5uSIwVHQFDrYxHFxc45dyL+MinPsfDi17mptkLOOrEU/nIbl/gS4cczrQZ53P8meew+/4T+MCnduegSSeySOulVGnS54uc2HRiyrUMQ3q9lrw2iwdf49d/mMNBk0/iw7t9kU/usQ+HTzqe0879Gl8990IOOWoy7//wJ3n/hz/NTbPvpbTGY8gP6XVa9PshZbfFp754ALvtfzi/unU2K9spRqWFXY0w1oxy84JHOfDoE3jPBz7GAROO5uQzZnDiqWdy8FHHcsQJZzD/6VfQ19To92OWDq3j5zfcxulf/w4nTD+XaTPO4ZQZ53DSWTOYNv1sTjn7XKadNYNDj57INm/fng9+/DNcMfMGfnHN9fzbx3fjgMkn8ORym7LbxnZDemsZWjXCrMYyHrZ4plhmr0Mn8v5P7s5PrrkRo+pjjfg8/sJSPv6pPZh84hlcfdssrph5E7vutgdfPGACRx53EsefPp2vHHci//z+D/Lu//gwZ3/3Up7oMRloJtLSMULzIzRf2A2UgiYLFr3CyRd8i49+fi8+8tk9OODISRx/+gxOOecCjp52GvtPPJbvXvEbXiwNUKrW6PcbvFQeYNe9DmDXvQ7g93fOZyCIKDlNer2IktOiVG1irq3x+FKT486+kM/sdzD7fmUiU04/i6mnncGX9j+Ad/3Le/jSwV/hV7fMo+zH9NYiSm6TAb/Nb26ZxQ7//iEOnHoKz9tlBhshpiPn98j1k+WNbcKWPIHqflO8Vdj4NgWe8NAyvQTTjekNEp63Bjl86ilsv9O7+Zd/fi8H7H8Q737Pe9n2H3bgPR/6KPsfeRwnnnk+ex/8Fd793g+wzbbb8ffbvo1/+ud/4Qe/uJyXSv30jab0uDHLnJhVccZPr7yGT31uD9658y58YbcvMGXKiXxo10/y9+/Ygb/Z9h38/fY7su/k45n73Cv0jsZYlTpL7CFOOX0GH/rQx9juH3Zg+13eySf22ZtTL7yQr//wx8z45nc54OjJ/MO738c279iR7XZ4F/sceDhX/WEWa5oZ5aBFoVLDDpqYFY9bFz7Chz/zGbbdfnv+cZd/ZY+9DuGbl/yM7/7kfzjzom9zxNRTOXH6hTy52KDPa7B4aBXX3/sQF112OV/7/g951/vew9/+/TbstMsu7Ln/gfz0N1fxvZ//mm/99Aouv/F2HliynL7RNqbr07N6zf9j7z2jpKrXb10DKkkRDGDAAIiA5JwzkkGCiICiIEoQEARBBVEEsyAiKFsUBEFMICCCSs65u6tqhQod6YburlqxcnzOh1Wg+/z3ufd/xt1nb+8+9eEZDMboATS1eq13zd9852TZug0079CdGyrV4OoKN9GuUx8mT3+Jl994m8mz59Gyc1eq3VqT626oQsPGzVi2cg2OEgWXEbuS1SOZVtGD9bCNXym2+Eef4987UCz+3Rdshgx/VSQ1gawkcalW07aQLv7LSccBiFoMpxqhOJjiwy83067PILoMHsG6X37F7vWSXa5hK1fIKi7jpKcMoSyKoCWxKXEcahS3P4KgqDhUDYei4fCqSGUqbq+KR1E5bBd5cfES7mnYkJnz53PG6eTtTz+jVe/+9Bg+hjw9ijPdJC7qCasIwWtSFI6TVXSJV95eTq17GzD55Tc4nluAJxDidEERqzZv5vpqNzNszBM88vgT9B72GJNefp29Djc5l8oRfSqnC4r4dOsOqtd9kCZtu7Bq7SZyy0zcegSbL4DTH+OIs5AXFr3FHffV59MtPyBc8pJvhMnTw2QVljFh1kJq12/BE1PnsPNkNqIZQjTDuPQweVoE+aLGjn3HadahF43adeOF19/ilzNZ5HgVZFUj2+tj074DjH7ueW69oy6jx03mUJaMO52jJWnW4C8ZKUQ9ZRXN+KzfW+tQ/1PG75XP9nJGZerffo1lyPB/C1a+dQpZA1FLkaPHrbz/dIGpwxfCrYSRL2pMevEVWvfoy9ipL/B7tgN7uZeccpXzl3ycK/Fx/oKBUGat0ot6HMmIIukB7D4VQVGRFRXZp+IoU5DLVVxehc2/7GbE0xOo3egh1v24laM2gWnzF1KneRte+eAj3KpBrj+OqMQQ0g4ySU1QGE7x46HjPPL0c1S7ty7rt+/GcUmjIJBg73kHT0ybyV0PPMioJ57gkccep+eQESzf+CPH8y5g8ynYfQr7smzMX/wWt9euw+jnpvPDoVPk+lPWqr8Wx6aGEI0wWSU+Nu74nYZte9Ky12BmLH6PbcdOk3OpFKfiQ1J82Mq8nC8u52yRgq0siCeYwFaus2z9N1SpXot5r7/LKSmPAjOO5A0jaSHy/XFOuwqZt+R9Wnbrw9gZs/n5TDbnL5UhKirn8wv56sdfuKt+M5p07s376zaTG4hhUwzygnE2/bKfAaOeol2vIZxwFeM24zjMONlGHLuRQFKTSEoSSU1kBNkMGf5FiFeErT/4xz9/1gwkmUmrAFG1ogVkPY7DF8Lm81MST7Lz8FEen/gsDZq34ostW2nSugs9ho7inc83cNxZgFimke9TOXjmPJNnzeOu+k2Y/9YKzheVIZsxstUIOVoM0YwjqmE8eoj9WTZmL3qT6rfVpkOfISz6aA17ztpwlPlwqSpuRWPbgSOMmTyd+q078+PBUzjKrBgA2YgiK0FOOHJp2LYrg8ZNYsvvh7kQSWC7qOHRY3yxfQ/9x06gfvturNj4Hac9+cg+FdGrknWxnEPuErLLg4iXSxLVMLIRQPTpiD4Vyaci+lSyyhRERcWpqmw7dJTHJ8/kppq1+WDVWs6789m48xfa9B3IA+06seesDacZs/pv/ElySkLIpTFyjSQ5FxU++3Y7lWvcw7hJs9h59CwFkTiOMi9/2/wNjVq0pPfAwQwb+yTNO/dg0ryF7D5rx1bmw+FTOVd0ka0HDtOsS3fqtWrPnKUf4PT5cRlpo4PiR9ZDCGU6n367nebd+tK4Yy8mzVnA9/uOklNajs2rIigaNq/C6eJyThd4kXwRnEYMtz/Gb9kSle+qS88RY9m09yCecAyH5sdthvGoAQrVEFv3HGLgqPE069mf977azH7RjVCu4vIp2ArLGTd5Dvc0aMmwcZM4l1uCSwuSZ0ZwXChn8Yerua3eQ8x+ZxmnL1zEHYghKBFEJT2H6ykEA0QdRD2VNrdkDvMy/OfwTxdj/z74O45TTyCUGYyaOJWq1W/n+usrU736bVS48SZ6DR/OO5+tZefhM/x2PIcd+0+w6J2P6Ni9N9dVrMS1199A8w4d+WTjFrJKfIj+BGfLw1yIp3hr1ac0adWWSjdUpnatu6lV626q17yLFh268twLc3hv1d9Yt2svx/Iu4jbjnHIXs2TZpzzwYBMqVbqJe+o9wOhnn2XL3v0ctIuc9eRxQnSxbf8x3vjwE+o3a80NN95Ctdvups+QUfx8+DSiz0DSQziNCAdsTh5/diY33XY7N9esychxT/PNzr2ckvM55sxnv8PJzyey+fmYDXuxiVOL4NRD2Ep9nPDk8+vpHB5o2pRrr7+Ou+67n6efn4GjoJhT7iJOeQo5d+ESgtfAY4TJ84dZu3Un/R4dS9Vb7qLSzXcwYcqLfPX9Lg7nSJzOLeCE7GTznl95dOIk7rivLlVvvoV2XXqx4/AppHT2i90XQlAjVxp4Lfu/VXjzjz5LSf2v/Lsv2AwZ/qpIagKnmrIETzVllREYYNetFSFJj+NSIkgXDQaNm0jPRx5j6eq12MtUnEYQZyCGMxBHMmKWy0pLIelYg4ieQDBjCEYY0R9GMsM4zQi5/hiF/ji2olJefncZHfoNYsiT49l37iwlgQDrtm6nx9BHady+B+IlE6eWxKFYcTKiEcVpRsg3I2zZvZ9hTz5L3RYd2H7kNILPIC8c46jTw8IPllH5ttupXb8hvYeM4I3lKzkuuxHVME4jhsuIIhthDjlzGT3tBe5t0IwX5r3OGSmfgnAcm+InNxTnp2NnGPP8bO5r1potv+1D9ioU+kP8fsbG9AVvUfuh9jwzeyE/7DuBw2simCEcRhBJ8eP2+vl+zyH6jxpPveYdeHPl5xy0OZFUP6IRxKH7EfxBcrwKn3+/jQ6dH+buexqx9vud2C7pOA0rJkHwxdKrT5a46lDTLrOMGJshw18Ka+awBDtBTefe+VPYzQR2LYpTj5Knh/l+zyE69hrA8HET2HbgKLlmGEkP4AnFcQbiVsu0L4acXr23q1bztDNgFbyKWhhZC1kvlv4IF8IJfj5xmgkvzKJ9z968/PZ7nPfkU6CavPruMuq2bM+z8xYie1VcatjKWdUS2HxRZD2JSw3xzpp1tOjZj4dHj+O4Kx9ZDeIxouw+eZ5+Ix/jlrvv4YHGjRk36Vm+/H4b2Re9CFrU2lLwh5EUnd9OnqN5h240aNeVt9asozBkZYeLahSXP8bZ4nJWf7uN1l0epvvg0Xzw5bcclPIRFBOnEcBlBHD7QzjNEJIWRtYSCL4YzkCSo3klvLp8NVVvvZuV67aQlV9Grp5AVKzCMFkL8/qKzxjx1HO88NoSDgkiDp+JaASRND9uxUC8cImhoydQu3FrZrzxNrIWQFBNCqNJVny1hd5DxzBo9DPYL+qIahSbESPHn8DhTyEqSZxqylo1zcyVGTL8S/jvi7EJhHRGv2gkcKRzQS0xNozdF6QonGTjjl0MfPQxqt9Zmxade/L4pBn87YednC64hNuIIGt+3IpOXrnKmo1baN6pJ617D+GQ6MHlT1hF31oUyYiS64+x/ehJJs+dT8uOXZk44yW++3UvZ/KLEX1+RMWPpBpcjCVYv/1n+o9+kjZ9BnM67xJuPW040sI4yg027/ydB1p25KkXXubXswJFoRQePYqtRGPKq2/Stu8QZry+FKG0HJcawKkFcephnKZVpiWbVp6rQ4shmwlkPYLTiOI0wtZzIhBB1AMUhBP8ciabKfMX0axdd6a/tIhjOU6KAxF2Hj/JoPETqVKzNjsOn7bewfUodjWKW0vg8sYp8CfZc9bO+JnzqHzrvfzt65/ILiqnIBTFcfESLy5cxL0PPEit++rQbcBgXnlvGQdFJw6v3yprNKPIaoBc3WT2krdp1K4Tgx8fz4EciaJwAknz4/KHyCopZ+3Wn2nativdBo1k6SdrOWRzIXsNnGYEhxZCMCKI/hiCEUdUrENGpxbFXqrz9e4DVLmrLmOmvcjO0+fxRGLkKAaCz6DQH+XnQ6eYNu91ej7yOGt3/sqJCxctM4UeRFJNyuLwxfe76NhrMN36D2fX0XPkmmEKg3GO2pxMn/c6d9Rvyspvt5FVpuIKxBGV6B9ibLr4SzBSiOl89owYm+E/if8jztjLOJQYghIlz4wydvJMqtaoydVXX89111Wmbe/eLN+4iVN5F/BoEQr0OHlqhJNSLq+/t4wGTVtwdYXrqFTtZqbOfYXfsxy4QwnOlQYpiiVZvPITHmrZmgrXXk+lGypzQ9Wb6TvsUT747Av2n8nGVlRK9iUVUQ3jKPPzzZ6DtO7al0pVa1D9tjsZOX4CPxw4hMsIkmuGydWD5OkhPGqQc7lFvLhoKXUateCq66ty5/0PMvPVxZy/cAmXGcaphdl2+Az1W3Xm+io3Ub9pMxYvX4nb58eth3EGY0jBGIIeRVCslwBRs8QYjz9BvhknK6+URi3acO11Faldpx7T5s7HG03hMa2TKJc/hkuPkqtHyS4sZdLsV6l5X0Nuvv1e+g0fy/b9x7EXe3ENDFvkAAAgAElEQVTqQeRAEEHTcSgqq7/7kV6PjKBC1WrcWOMOlqxay8ncEtxmHMEXtoptdCsgXVAtV6xk/GMx1nI3/4m/wAWbIcNfFaulNIWkJnGoCexaAsFI4TASWAdTcTxqlDPOYpp37MWYZ2fw87GzFATj2L0mDiWAXQ1jTzvXRS2ZLoZJIugJbEac874wOWoYuxJCVEM4tTBiqc6Sj9fQdcAw+o4ax9rtPyN6VS7FEmzbf4RhTzzD/Y1ase+sjOyNIKoJbEoUhxlBNsPIXp1X3llO296DGDXlBYRyHYfPJDcYYX+Og+denEfFajW4/6HmvLj4bQ7ZJIqCCQRvGLvXKlWUjRi2co3Pvt9OvSatGD1+Mr8cPUNBJEGOz6QgnODL7bt5ePSTPNSlBwez7RToJnvPZPHCordo3qUvjz07i20HT2O/qCNpYWx6AIcRxG2G2XvOwfRX3uSehi2Z/sqbHLF78OgRZD1MjhIgRw1wXjFwByMcEZzMmvcGFavU5JV3V3DEWYAnkLwixgpX1u7gssj6d1m/GTE2Q4Z/O38+BBbTBapWcVUMhxrBY8bI04Ms/ugzHmzZkekvL8JVruHSAgjK5dy8KDm+iDXn6EmrNEazNg0uZ1E7fGEc3iCyGsathzhgd/Ls3JfpOmAIE2a8yGGbRK7P4FIozntrvuShjt0ZOHYCWfkXcSlhZJ+VmWdXI+SHU+zPkXlq+lyadezBRxu3IHoNJC2IUw3x4/6jNG7TkUrVatC1Xz9WfrUBx8Vy3EYUQbVKau1KEJcewlmuMHrSNO56sBnPv7oYpy9gzXBqGLcR5utf9jL0yUnUadyGZV9s4aSnFJeRsEQDM4JDCeBQgzjUsFVgqyYQ1STuUIodZ+08Pe81bq/3EFv2HMR+0cClJ3DqMWQjxPpf9vPIhCk8N3che05mUxhMIGkRHGoAe7mOy2dSpPgZ/fRU7mrYgqkL38R5WYwNx5mz9AM69HmECTNfIU+PIigRcnRLjLWb1oGgUwNJS2bmygwZ/kX8d8VYMZ1J7VD/2KK01sTjCIq1aZTvT/DxV9/QsVdfbrrtDtp078eGn3Zz/kI5TsMqfrIrBqJXoyQQ4cdf99N90AhuqdeEvTkC7vRBmaBFyA/GOSrlMWPhYjo+PIBRTz/Hb6dycHoN8gNxnHoUe7kfh8+gMBTjjY8/pXWv/gwY8zR5RsQqpPIFceohhEte3l75N+o2a8vsxe9x0l1Cnpkg35/gtOciw8dPpuvAEXy/9wiXYilkrx+h3I+ohBHVmPU9a+l3ZMMSZG3ekLVZpYYQFb8lgPrDHHMW8MIb79Dx4SGMfPJZDpy14SzVKA7H2Wtz8PSL87im0s2s++Fn7GWGFQ2mRJGUGG41gVuN8OmWn2jWpQ/dB43i4DkJlxrAbQQ4l1fAY089w2133MN9jZrw3PxXOSg4yQ0lLFOVEkFQIshahOJoiq9376NLv8F07jOQH/YepiSSxKn6kRSTb/YdYuATE6nTpA1vr/6CE3IB+UYMtxbGoVjPCJsWxabFsGtxJD2JvTyMR49yLr+E9z/fQKXb7+GlpR9ySPLgCkWxqSYef5iz+ReZs+RDhjzxHG+v2YBDCyIGwjjMEDmKia1cpzSZ4rvfD9Nj4Ei6PDyUnw6eIi8QpTiSZOehk4ydNIO6zTuw7fhZ7Iof2bSusSsHdZfF2PTWdUaMzfCfxj9djJWMFJJuvbTalRgOX4R8f5wxk2dSpUYtrq1QmWo1avLasuUcceXiNCNIahiPmUTyhSkMJth94gxPTnme6ypV4eoK19PvkZFs2L4Htz9GdnmIomiCRR+toGHLllxT4TquufY66jRpwcdfbUa86KXIHyXfiCIbETyBJMecRSx4byXXVKrBVRUq07JjNz5a9zX5wSiSEcahBMi+pGMvM/EYEQqDUQ6cdzDw0XFUqnYrVW6+lVZde/Hr2Swkn4FLC/PD/pPcXrcJFSpWoVGLVixdsRqn10TwBbCZIbKMEOe1MDlqDNGw3G02XwyHN45UFuWkcIEGTdtw7XWVufPeOkyaOZvSSBKbL0C2N0SON4TgDVFgxNn6+zE69xlKhcq38lCLjqz7dgcer0m+P4KsB7BpBufKvXgCQU7nFjDnzaXcfMddVLjhRsZMncXOEzm4L2f46pZDTE6LsTneSPoFJUOGDP9fEY0kjnTZn91IIJopq4BGieLW4uRpMU6KhTRu3YWxk2aw50QWRcE4ojeA3efHns55cugJ7EoCWUsgKdamgc1Mka0nsKXFBFmLYC9V2bx7H22796Vrv0d4//ONyHoIu+KnMJzgt7N2np4xj9r1m7Jh6x6EizouI4FdDZOjB5D9YQ5kCwx/8lna9BrIp9/vwO2PYvPquM0QO46cZODIsVxb8SZGPP0s24+eoiCYRPRFsJWGsPuiONQYshnHaYQ4YJNp0rojA4ePYfOufeSFEuSUGxSG4nzw5de06zeEzoMfQSwp5ahNYM4bS+nQZxADRz/Nb2ccyOUBnGoUhxLCbgQRTMuJ8P7ajXR4eAhtu/fncI6MyxfCqUVw+KzyL8GMk60Gkc0IjosKG777mUo33sETz8/l59PZ5AYTiGrkT+7+ZHrlyRJkM2Jshgx/La7EJGmJKwdSDi1uvSyrUdxGjFzNz5wlH1KvRXtmLngTl1dH9hlIagBBCSGo0St/nl21yq8kI5kWYa3CLVmN4lQjONUw5wpLmfPWhzTr3ItHJ05l64ETFJox3EqQkmCcNd9uo9OAYbTs3o8jOW48SgS3GkP0RbDrYQqicVZs2ELPgSPpN+xxzhZcQtKC1rpoucHn322nes27ufnWWix4931OuHPJDcSwl4cRlfS/U4kgaWEK/EFeeutD7m/UkvFTXuRsXiluI47HjHJSzmf6/EU80Lwd4194iewLXtx6EsEbw+6L4gwkcWhRbGoUh5ZIz59xHEqCvHCKr347QL8nn+GB9l3Yc8aG6Asi6zFkPUJWSSmjpsxi6PhnWfPNVgqNOKIviqhEkfUIbj2EXKZx+JxAx54DeKhDdxZ/8jfy/GFExSDPH+HxqbNo0bUf89/6iIsRkFXLAZdjxLHpCey+OLKayhSwZMjwL0T8OxH2Mn/+miSXM6kFLYn9sjMxfWhiOSbjyFoCtx5j0YeraNSyPfc/2JT3V61HKPHh1CLk+II49AgOI4io+ikOxdi67xC9ho+mZoPm7LeJuM2oJaBqYYqCMd7721d0eHgQ/R4dyze/HuJCKIVTiSAq6fJCNYzLH0FSTKa88jpNu/Ti2bkLuBRN4VIjOLwBPGYYW1EJk1+cT92mrVmy8nOEUhO3FiPPjHNcLmLo6KfpMWA4O46epTicQi4PIHmtgkFZS5BVFrJycY0EgmEZF+xKFFlPIOtRJDWA7DNx+nTe+vRLOvV7hH4jn2Dzrv1cDCVw+vzkBqMcducy5+33ua7KLby7ci1nckvwBJIIWoycMqsL4rhsRXfVbtSSdz5dj+1COS49iODVOZDloEffwVS/7W6GjHmSzXsPkBdNYdci2JXolXI12UjiCSbZ73AzePQTtOnak7Xf/0SRP0qeHuKI5GHWknep1aAZz73yBqfcReQbMZy+EII3gKhGrO1YM4Fdj+PQE0gm2MpC5JlRjgkuZi9aSoWbbmPFus2cLy5H9kdwaAGKYyk+37qbAWOfZfysV8kuVnEG42Srfux6ENkM4dIDeDQ/iz76lJZd+jDosac4aHPjMsKUxJJs+Gk3Ax59kqad+3A8txhBCyPpMSQ1diUj3YopSF3JMhY1K1840weR4T+Ff74Ye3md/XJMgZHEY8R47LmZVK5+B9dXupk6DZqy9eBhsst8iEYEQbdEwZyyEE4tzvmiclZs2ESN2vdSoVJVGjZrzZsffYboDSEoEcoSKd5YsYIGrVpy9fXXcX3FKjw5YzZ7sx3kmmGEMsMqDDBi5AWTbDt0ipHjJ3PVNVW4+rrKPD19FrvPZJMXTuLQIgh6HFlP4TRSSOkTuAIzytwl73Ffo2ZcW/lGbrunDiu/3sL5wksUBpL8ctJGs859qVjlZm6+tRZjJkxh9/Escs0g2ZpBjj+EzYxiU2MIegrZBFkDpwrO8jinhRIaNmtDhUqVubPO/Twz+wWUVAqb18SuRhG1OC41yoVAjNc/XMWDTdpSuVpN+gwaiZhfQq5Xo1AzyNN03IpOoW5wIc3qDRup37Q5115fhU4DhvP17kO4NKvtUFaj2L1h68GSdsQ6/am/E2T/5zb4DBky/Pew63Fsegy7EcdhJhHNFHY1iuCzxNh8PU52npc2PQbSvvdgln+xkeJgGI8aubImJRgJspQIop5C1tJZzWqCHCOJELSctqIWR/KF+P2sjR5DRlKvaRtefXs5Z/Mu4vZbArDLn+KIfIFZr7/HPQ825aPPviKnsByPGceuBsnRTC4kkry1+nPa9x7IyAlTOZlXgkMNIhoRXEaEtT/8zIPNO3D9Tbex7KvNZF304jJj2EpDuPQULgNEJYGsWYH8p3OLad6uC32GPMr67XsoCCexl5vkGhFefvcjmnXpxciJzyIWlzB9/qs0atORQaPHs/eMg0J/ApcSwanFkc0EdiOMaEY4lVfM41NmUq9VR+Yt/ZCSUBS3HrVOzvUEgpHErsURzASiHkUuD/Dr4bNUrlqT/o89zbf7j+EJxLF7Q7iMFJJuvXA4VEtkFXUyMQUZMvwFEbX4H7OKHreESj2BlC5DdGshPtrwA41ad2b4k8+w53Q2xZE4khJAUtNfa6QQzRQ2NWG91GlJBDWBy0xZ7hpfCI8RwX5R4fOtu6hZvwmdhozi0x92kWvEkMuDSOUBCsw43/52mGFPT+H+Zu3Yczwbty9Mrp5AViPYtSBZpQrjps2mY+8hzF+6jMJQEpvPjycY50zhJd5Ytorrrr+Rdl168f3e/TiNAIIewmkkEXxxRCOFXY0jqlHyzBALl6+iXpM2jH1mOiekAvICCUpiSdZs+pZufQbQplMPdp3KwmNGkLUYgi+BoCTJUaLpe5l1f5N0kPQUtrIwecE4n3z3I20HDKFNv0EcdeZZAoMRIadMY8vvh3mwfVdeeet9TtqdFOoxBG/EKk3RozgVPwezRea+8TY1a9flsYlT2HrgKIXBKE7Vj6yYDBgzgdY9B7Hsy2+4FAOXFseuxcjRouSoMeyK9e8UMhEFGTL8y/izGPtf55wEf8w5f8Q4OdQk4mUXe1qMdekppPIQk+cu4t4GLXh46OPke8PkaQkcvqgVPRBKYDMCZJer5PnDbPrld7oNHUXbvkM4Inlw6WEkJYBHDZKdf5Hug0fQ5uFBvPnpF+SZMTx6AqcaT7txIwhKCE8wxnF3IY9PeYEOfYfw/poNXIykkH0hBF8QlxHhmJRLvxGP0bB1R1Z9/QMFZhKnYomxZ3IvMerpKTzUpgsvv7sCjxoiV4vgVMKWWclIkuONIBlJHJq13Sb5wRXAcgQrIdx6COGSyubdB2jcqTcd+g5j+bpvuRBI4VYjSGoIdyjOyeKLvP3FBqrcdg+vLP6QY3YPef44ghLCoUUoCCdY8/12Hh45lja9BrA/R8KpBHAbIXIu+fj+14M80Kg5d97XgNeXr8JWriIHE5wvDyIaSSQTHGoSmxJDMuOczL/I8PHP0Kx9Jz5cuw6PYnAhGGXN99vpMewxHmrXhWNyHk5vwNroUMK4jQRuvzUTWyaSBA49hcMAhxIj14ix+/hZRk+ayvXVbuOb3ftwakFkI4ygBvHoUcZOn8/wiTNZ/c1OCgJJHGoQuxJE1kN49CBiSTnbDxyjVfd+PNC6M3OWLsOtRnB4DYpCcT76chMd+wylfd+hCD4/oh5F1GLWdapa16TjT1FigpZA0OOIaQfzv/tnKkOGfwb/dDFW1lOIShyHz/pBcftTePQYY6bMpuotd1KxSnUat+7AEdGJqAexaWHsWhxH+oXXZYLgDbDh59+4v0krrqtYlVtr1Wb2wiUIpSZCeRBvIsmbK1fQoGVzrrrmWipVrcbHX2/hdOElZD2CoIQR1Qg53hAuM8EXP+6mfY/+XFWhKtfVqMlLb3/IMXcRspkgxxuxTv+U1JUsRVmLk+uPsnLjN3Tq3ZerKtxAxarVWPTBCk65CikOw2lPCfOWLue2WrW55tobqHXn/fR/ZAyfbPye4/mFyIEQzoA1VDu8UQRfAtGXLvjxJTjrLOOBppaYfGede5k49wUuJmIIih/ZsIRTpxLG5fUzauJUbq9dh4rVatCoVVvmLFjES68tZv6ixbyyaAmvvr6UV157k/kLX+f1pW/z+JNPcef993N9tRo07NCdL7f/Tp4/hdtIIHhD2MqCVpGFFsfmi5BVFkpn/FqfYUaMzZDhfx+HbmVgXRZiBX8KyUjh8EWRfHHcagKPFsNdHub5BUup37wDvQc/yrZ9xynyJ8kz49YLtR5H8FuDh6TGcakJnFoKm5bkbHmY80oUdzjBnnM5PDF1FpVr3MGCdz/imOAh14ghqDFsPivv69xFncWfrOWeB5syddbLnM8rxGOGyPEZCLofSTN4+NHRdHp4EG+vXosnEMOhhZDMGNkXNd5ZvZ476zTmweYd2HnyHJIZRtAiyGoClwaymkLwxZHUGLIWYm+WSJM2nRg8ejzf7j1MYSSJpIawFfuY9OKrNO3ck0lz5jFn8ZvUadSMcROn8vPBk3jUEGJ5AMEXsV4UtCg5ShBPMMaGXb/TbdAIuvQbyo4jZ8g1okjpA6s/l3HZtTiyEcelhNl9+AyVq99Fn1FP8s2+w+QG49jLg38nxl5+4ciIsRky/EW58rOYFhCUqOVm1a38Qo8Z45CQR5/RT1K7eRsef342Z/JKyDfjuPUokhqxNoCUKJI/hWimo0mUBIISRfKGcWtRnEqQDbv2UqdNZ+q17c6abbuxlRqIvjCyGsOlxMn3J/ntrMBzc1+jeq172bxzL2KJgVuJIishXP4wG3/dS+vufRkxbhK/HD2PS4/h0CK4/HF+yxKZOu81Kle9lbkLl3DC5cETipKjBq3oFCWJ3ZfA5o0hqVE8ZpC57yzj/kYtmTBtDrbCctyaFaX11LRZNGndkUkz55JnRhCVEIJmOZpEI0WOL2ZlYatJBNWKu3EaSURvkDwjxNLVa2jQoTPDJk4i52IZouLHZYY4W1DIK+98QJ+hw/l57z7UcJTyUILCQJJTuV6+23+ChctX02fkWKrfVYf2vQaybusuxEsqBWaEPH+E7cfO0HHQCPqMGs+WX49wIZRC9EasZvYr91jSh2F/gWssQ4b/S/g7MfYffs3fi7GinkLwJZDUFE49ZYljvhi5fjiXrzD8iedo3LoLiz/8lAtGCrE0hKBYM/B5Jcx5xcQZjOLSA6za/D1t+gxi2ISpnM235lCnFiTnQhnvfvoF9zRsxqSXXmW/4CI/bG1fiUoMUbW2IRxqBE8wwW/nBfqPHEu3vkP5dvchCswETiWCrIWR1CC7TpynSfvODBw1lh/2HrRiwMqCOLx+8s0Y732+kVbd+9GgRQc27PwdqUwnz4gh+cIIvgjOgOXAtPni2JUEUro4SvDFkJUwUrnBjiOnadylDw+26cZbq9djL9HIN5MI3iA2bwCHESLLp7Fhz35uqnU/z818md9P5ZDnj2IvN5CMCKLX5Nl5r9Gkcy9mvLaE4nDE6onxhxG9Gmu/38ENVW6hR/9hbPj5N2QzTI4aQg780XUgpreQPWHYb/cw6PHxtOnWky++34ovGsd5yceEF+bRoH03pi1YQr4Zwa2FkZQwkhpF0uI4fBHs3giCevl7TZGjxLGrMQqCSbYfOkb/0WOp3bQlO0+cxWmGEI0gohpgf5aT3sOfYME7q8jJK6U8CoXBFJI3wKEsmS+++YnnX1zIA41acW/9Zsx8dSkHsly41SiyHkb0Bpj/zgo69RvGpDkLKAhFrYiCfyDG2o0kdiOtT2ixjBib4T+Kf74Ya6YQ0gVeVuZoFJcWYezU2dx4611UqlqDZu26cNKdh+yPYNcj1nBmgGSAoMRxaVF+Pnaaxu27ckOVm6h00y1MmbsAscyP6A1xKRpn8YrlNGzRnKuurUClm2rw5U+7OX9Rx+lPIhvW3+vQouSFkny8YQt1GjXn6uuqcnPt+1m+fhOOMiO9rp9E1lMI6UHYrsUR9SgXYgm++30vgx59jKuusdy3sxa+wQnZRVEwTs5FnX3nnIybMJl773uAipWqU+PWe3ioeUdGPDOJt9b8jd/O5ZCnR8nXrQeLrCYsMUCNc8p1kQdatOaaG67nzrr38sxLsyhNJpD1IA5f0HJrqBFc5QZdBz1ClVtrck3FSlStXp1769Xj3voPcl/dB6hTtz716jagbp363H9/ferWa0Ctu+7hhio3cm2lqtzZqDkff/MTkhJBVqPWy8Wf3CaibhVP/LsvxAwZ/hOw6XErIzbtOpe0JJISx6UncWoJRF8Ej57gtyyJaQuX0qZHf7o8PIQ3PlrDIbsH2RfGacRxGDEEwyo3kRWrGEzWkziUGM5Qgl8dTmYufoeGzdoz/rlZ7D2bg+wLIClRBMXKWrKrEZz+CKu3/MADTVszctwznJA95JoRJC2E3avx5Y5faNC6A09NncVvZ2x4AnFsSghPKMHZwjJeeedjbru7PuOmzOKwbN2zBS2CS09iL40iKkkkNYlbTyCUmXz50x4eaNaasZNnsPtsDvmhOPmBOAeyJB59eiq33d+ARu070ahteyrffBtPPTudQ+fsFIeTiEo6RsAXx+GLIvvjFCdSvPT2hzTu0J1h4ydxruAieYE4smGVRdqVOIKaRFRTVlyCHsNRqvPtrn1UuqkmwydMZdux0+SFEjh8IWQteSUz9sqQnYkpyJDhr4mRwK7F0m3eKWQtaUW3qOm4JTOGpIb5fMceBj79HPe17ECfkWNZs2U75wtKyU0fcNmUyBWnqGykrGJZb4RcPUa+P87mPQcYPP5ZbmvQjHfXbuaYuxinbs1JkpbEUR4hz0xwOvcir32wiptuvZvPNm3FXuzDo0csJ66i8eSLc2nWpRcvL12GXGYi6nFyfGGrwPDoKR6b9Dw317yHVes2kV1chtMfI0cJW/FeqlVsJXjjSEoUe6nKuFkvcW/ztkxfuMRqrQ5EOZAt0mvwCDr16s+KLzZQEknhUELkKFHsehLBSGFTrMxxQbGyHmU9juAL4tEjOEu9zF28hHotWjHnrfeQfZrVvK2G+OXkOQaOGk39xo0ZNW4Mz784m6emzWDYhGn0fuwZ2vQfQeNu/WjXbxjPvrSQTbv2kV1YSq4WsjDCrNqyjWbd+zJy0nQO2DzkB5LYy4IImtXOLujJK2KCkIkpyJDhX8r/c87mH45YQUsiGdZhu6gkcOrJ9CZBhIIQ/HJKoPcjj9O171C+/eUAJQFwa1berN1IkmPEydHDyP4I2cXlvLHiUxq07cpLby/HXlJGnhnGqQTYnyXQqd8QmnbszvL1mxG8Jk4jhuiLWbOgmsCuWgf0RfEUX+/ZT+d+Qxn06BOcEPIo9CdxazHcZhx7ucGGn3/jxpp3MmHGi+w5nU2uP5GOgbEO3g45PCxcvpqW3fvRrEN3Zixcys7j53GpYTxGAkmL4lAiaYNS+v6kJBDKI3i0KNsPn2LkM9OocnddXn7vEw46cvEYCZzpw0JJj+PQIwh6iF9O27ijTmOGjnqarXuPUBCMIiomBaEkX+85QLeho+j5yGPsOHqGgnAChzeA24xypuAS73y6jmtvqMaM+a+zP0fCHbQydiXNmndtSoJsXxS7GiM3lGTL3iP0GDiMLg8PYNu+g5SHE/xy+BR9hz9O214D+HLbbgrDSWTV6o6RjQSynv5ctfS7imbNxHYtiWgkkdUQn327jabdetNtxGPsd8jIZgjJCCKUaXyy/jsatepG596PMHH6fCbOfpkRz05nyFOT6f3IGDp2H0T7Tn0ZPPwJPli5jgNnRKRSP5IvjNMf53yJwlOzXqZF174sXv4ZRdE4smEJrbIaT+fFX+51+EOMzThjM/yn8X+kwMuhJqygZSOJoEbxGDHGTXuRG2+9i8pVa9C8XReOyR5c/ggO3bqZODRrSLaXh/EYUfadz6ZV115UrHoT11WpxsQX5uMoNZHVKBejMd5c8RGNWrbk6go3ULnarWzctZ+csgCymbySJ2JTwxSEEyz74itq3VePqytUpHrte/ns263kGhGcWhSnmsCjp5B9KcsdqyexaxEuxFPsPHacEU+O56oK13N9pao8P/9Vjgoy+YEYjvIQsjfC1t+PMOvl1+nccyA1azfg6mtvpPqdd9GiSxemzJ3PD3sOUOAL4/SFcRoJnH5wqDEOSxd4oGUbrql4A3fWuZdJc2fjTaWQjBB2JYSkRsjXYzgvqbTp3ocbbqrB1TdUpHqtmnTp04v2PXrQtmtX2nfpRsduPenUrScdu/akQ9eetOvWkzbdetKyW0/6PP4UG389gqxFkbWY9auRQFBjCNr/urxL0DIFXhky/O9i1xMIZtIqQFASSEoCp5a01rq0RLrsymrw3n4yi5feXk6XvkNp0r470xe+xc5jWYhKCIceRTSt/G1JTab/nBi5gQQn8i4wf9nHdBo0nP4jxrL76Bkkr4lTi+FID4NOPYHdFyA/FGXz7l9p3b037Xr245dTWUhqEJce5kx+MSMnTqZVtz58sGYdUpmOqIfJ8QXJCyQ55Mhj2rzF1Lq3AR9+sYlzxWVIZgSbGkqvbMWQ1SSymiBXT+Ao9jL/neXUfqgZk+cv4Jgrj/xQjOJIip8Pn2bAiHFUvvUu6rZow7Oz59KwWRsGDR/Dl9/toDBoiamilkJULcHUacYoCscZ+uQzNGrbhRkLFuPWArjNCLIZT+dHJdOCdxKHL4rLjHG+8BIr12+i4o23MOXl19lrk8gLJayNCSWOQ4n9SYzNFHhlyPBXRTST2HXLpSMbKWQ9haTErRd1JYqgR3H6E5wt8fL5jj08Pm02D2lBWwIAACAASURBVLTqSI9BI/nwi685JhXg1mPY1TCCYWXGynoSl57AUR4iz4iy89hZxr8wj6bd+vDMvNc46SlG9FllLqJu5dU5lBi5/iQ5JSoffL6J6nfX49X3Puaku4j8YBxHucauU6d5qHMXhjwxkU279lIUSmFXrZ6D/FCC9Tv30G3wSGrVbcgvh04hef1I+uXcv3SMlZbCpSVxKhFOeoroMHg49Tv1YNHKNRQFY5SEo3y941daderBkEfHsvPgcQqDCUQ9gk2Pk6MnsF++J/riyOnMXUGJIigBCgIxTghOnpk5m4ZtOrJy0/dWtIARx14eYtPugzzYvA0PNnqI3v0fZvCjw+k34lH6j5vI4AkzGDPzFWYs/oAPv/qWPeccCGUmuXoUtxrCrQYpMEMsWL6KBh17MmHOQrKLVTym9X8taXFr3lTjVhRDupDl332NZciQ4TKXt4YsUVXSk1fcqbJmHRJJSpgLMfjsh1207zeUwWOe5kCWxIVACpdm3WNt6cJZuxHFE4xz0lPE7DfeoV6LDqzbuhvhokKuEcZeqrJp916q3XkvQ8Y9zdaDx8j1x3D4QunIQ+vgxq4mEPU4BdEki1evpVWP/jwxZTZyiU6uFkNWIuQGEpwvKWfZV99wdaUbWfDuco7K+bjMBDZfBMmI49SiyL4A+7IllqxeS/dBI2jasQdPznyJTb8ewqmGcepRyxigWXmsopbA4Y2Qa8TYe9bBzAVLaNC2C6OnzeLXbBGHEkRIb2BImtXzIGpR3P4YRwQPLTr2pnu/Eazf9gu5ZhhZC1DojzH55ddp+/Bgnl+wBLHMxKlHEXxh3Eac37OdTH15MddWqs6yzzdyrqgUlz+KwxdO39ctwTxHiyMaCYojKd79bD2tu/dh0OhxHLWJKLEkq9dvoV2PAfQZPpbfzgrkBRNIehRBj1moMZx6Emfa9CGrSeT0pphoJMm+qLNk9ZfUbtKGSS8v4nhuEZLuR9ZN7CWlzJj/Ovc/2IJmbbvTf+Q4Hh41jh6jxjHwyWd4bNIMpsxeyJvvr+KbHb9z1lWCyxvCpUSQlAiecJIDUh5Dx0+mfa8hbNqxj/ygdXhqvVukn1//QIx1pLdlMmJshv8U/ulirBX4nR5gdesGmudPMHbai1S9xRJjW7TtzDHJjdO0XFZ2JYpDSSJrSRzlYXL1CHvPnKdVlx5UrHIjFavdwqQ5r5BzScepRbkUT7B05Qoat2rN1RUqUrna7Xyz5wi28qA1ePqiyHqSbF+QvGCc5eu+4q669bj62grceMedrPz6G9xqELcWRSqP4lFTuHwgKSnrQaJGKIim2HroMMPGPcFV11li7AsLFnFUcJIXsMofJC1Orj/OIbuLlRt/YPy0eTRt05Wba95BhSpVuPP+eoybOJXDZ0Wc3gCyHrOcHmqMA9IF6rZoyzU3VOLuOnWYPGcu3gQ49Ag2LYpsxMnXY7hKVDp270elG2tww43VaNmlM2u/28InX3/Niq++4uMNG/hk4yZWb9rMqo2b+WTDZj7euJnlX2/i3a828tlPuzjivoDTTCAb1hqvkHaK2BXLESv+LwbiP7cZX8kC/gtctBky/FWx64krIqroSyL7UlfW+UUtYbWzpk/OJSPCUWcBH6zdSOuufajfqhNz3vyAAw4PTr91rxD0FIKasoZhNYxTNXn/i/V0HjiULoOHs/rbn7gQSuDWraIvSUsgmQkkI4rg81MYiLLj8DH6PzaW2g+1YONvB7H7TBzlGlv3HaVWvUaMnTKDnUdPkx+IYfcFsCsh8swk2w6d47FnXuCeBi346chp7F4d0QiTo4Sw+SK4TGt1TVbi5KoxzjgL6PfYk9zbojULln+M7ZIXjz9CSTTFxm176NFvOPc1bM6kF+dzxunmuelz6ditP1NeeoOc0kC6JT2FpIOsJxCVMJLXpF3vAbTo1IN3Vv2NC6EYomJauVJGEklP4dRSyKrV/prrj3FEdDJz4SIqVr+VxSvXcDKvBLc/kY6vSW9t6Mkra7zin/KoMmJshgx/DRx6AoeZwm4mrftqWmSU1QSi8ocY69AiyGYEUfGz+3QO0xe8SYMWHeg5ZBQfrf8W+yXd6iYwrAIwIS0syEqQ484Cpry8iDa9+jPymakcFly4tVD6YCuGXY3j0FOIehK3mcJRarL6m5+4s2Fzxj0/m1+zBAqjKU7mFbHgw2XcWf9BFi1byencC+T649h8Uew+y5DwwRcbeahDd5p27E6WpxiPGrUcvnoKWQNZtV6Kc/UEcnmAncfPcHfjFnQZMZo1P+2iKJyg0Ajy/mdf0bB5O8ZNmsYpZz65ZhRJj+LwJ8kxkuRoCVxaEtkXs7YxNKsUTNTCFIUTbD9wlBFPPEPLrg+z9dAZRC2CaFjFNZ99t5sad9zHoCHDeOOtpaz8fA0fr1vP+p2/smX/Kfba88i+ZJAbSJIXTCGpUWQlguQN4lKD5Ol+nnrxFRp26cOLby/HrUdxajFrM+vyenQ6rkAwklcKWTJkyPAXQ09caa6XNCs6RfSFkNUwl5IpXln+Cc179WPs9NmcL7hEgT+J4I1gU6LY0t0JliEqyd7zDia+MJ+GbbpyONuJVGqS649yMv8CS9d8ydVVqjFj4WIOCRJ5wSh2bzC9BZF2z+vJdPFihFFTZ9G068PMWvQu+UoElxLBUR4iNxjnaG4h8z9cybVVa7Bq43dkFSvIZhKbFkPyp5D1KE4thFsLklNczvrtv9B3xOM82LoTj0+bzW/nJTz++BXzklNPWBsSapSswlIWvLOcTr0H0e/Rcey1iQh6ALse5rwvhE2LWb0ziiVa55pxzniKeGTMM7Tt1p/l6zcjqQaSanJM8NDu4cEMGDuBL7b/Sn4gaR0A+qK4jSTfHzxN/zHPUPn2e9iw8zeEMh2nGkIqD+Eqj+H0JRGNFA5/CsmMc8Ef4elpL9KkY3cmzXkZ6WI5ejLFvMXv0rhdd0ZOfN4qgDRjiEb0SrmjTbE2dmVfHKcvjku1dJgcJYrsT3C6oIz5b6/gjvrN+GD9N5wv9iKpJm7dJCu/iIEjx/Bg41Y8MWkaH/ztCz748is++vYH1u3+nR3Hz3LSWYhHCVEQjOPUo0hKBMlnPQvyovDd4dP0HjGOvsOe4Kgt13pWqDEkNf7/Lsb+l7zjDBn+/8v/AWdsEtkEh2ZZ6AUtjseI8fiUWVSpcQeVq9SgZfsunMktSLd+hywBQbVO4JxqHI8S4af9x2jYqj3XV67K7ffUYdYbb5NTqiN6g5Qnkry1ciUPtWjFVVdfT+Vqtdiy5yi2sqB1kqcmcJopsn1BPIEYq77+hvpNm3J1hWupWqsWS1Z+yvnCUtxaDKc3htObwp1eEcv2xcjRIuRHkqzbsYveQx/hqmsrULFKVRa++yFncvPJDyWsllo9gU0N4Q7EyQ+myL6g8tVPv9FnxKPcevfdXFPhBmrfV5/X3voIW7EPhxrGpkWQzATHc8u4v3lbrrquMvfWrc/zL71CaQRseoTzagS7GsGjRsgv9dN/yCiqVa9F9dvvZORTT1ESDHIpkaA4meLCn0n8QVEyRWEyRXEyhTsQR1AjOLQIomEJsYJuuRQsUeIfi7Hin0RYOc2/+4LNkOGvzOW2bllPISvg9IJLA9GXQFDjSMEUNj2Gw4wgGGE8/igezc+Pe4/QtG1X2vUaxAfrviE/lCTHG7Jyq3yWm0tS/ew8fpI2PfvQvHN3Fi37BJdhDTaiL4FTtXIB7XqEHMXEqQW4EIyx72wOE2bOpcb9DVi99WcE1eCo7Gb2oreoVONOPlj7FeeLLuH2R7ErQUQ1QkEgyec/7KbHI2N5oHVXDou5iGoAyQgjpF27dsW6R7i0BM7yIDsOnuS2uo3o0H8w63bsIs8fRvAZFAaTLP7wM9p1G8Cop6aQU1CCEk+weevPdO8/nK4DR/HTcRuyP/lHxqGWQFRCnMkroUWnnrTp1psV6zZwKZbE4TUQ9Ah2LW5l4yoJPGYKhy9Erj/CjwcP0WXQYG6+pw5rftiOrVS34gt8YeR0K/DlAi+7Ekc2sVZnM2Jshgx/GRy65bCymymE/8Hee0ZLUe5bv9u4FRFFMYdtAgVRcs45qwgqRlREUZBsQpCcQQkqqGREEBVEQKKAAhJda3V3dVXHlQgrdcWOVR1+90M1bvc5577vO8brPXvfffrD/IBjsNawu3jqeeYz/79pZHCFbK6qV8tk/x0n8YRTOOU4LjWKpEYpNEwK5QiT5i7h3npNePy5oew66aIonsEZiuFSTNuYVOJ4FZWZy1fyUMt29Bv0PJv3HeK8lUYKhbNM6hRuNY2Q5fJJ2dLEL3f+RL0W7ej+xNNsOXqKQDTJliPHadunD43bd2LzvoME9ATuUBxRs9FUQpnBu7MXUadJG556ZTjuMyECimUfgtVsQj9kIVTECSgWecXlzFuxhhv+dh+vvj+Z3U6Jomga9zmNcVMXcFfdxgwd8y5iuUog25Pg0lI4jQwuLY0kW/jkFKJiTxAIRgqXGudMMsOqb7fTpd+TtO7enxPBSjuZG83wW0WEBau/o9rVN/LeB9Nwer1oKYtyy+R8MkNxDAJhENUkrpBt4Iqq3YsgyQm8oTiO0hBdn3iRpr0HMGfNBorjadyhOF7NwqPY46eSlrQnxDT7ffnPfs5yyimn/6DsPshGPyWRVNPmUocieLUY5ekML709gfoduzJi8nQCWoyAZiJUJXApVtY0S5JXYVAaT7F++176Pf0yzTr2RjgTwi/HKU2k2ecSGfLOJP5y9XXM+OQzjgVK8IVNRO3vyCqbZZpBVC2OBs9Qt11XHm7fnTnL1nAmnMavWQhVMfwRix/zXLww/n2q33YXm/Ycss3jMIhhEI00ghJDUqJ45Ah+JUxlKs32IyfoNfAZ6jVvy9tzFxOMpPBqCSTZRht4lQRFEZMP12yiZadedO75KBt37qM4kULQYzi0BAWahUNN4o2QDYQl8Kkm+cUVjJ00i7pN2jHxw6U4K6pwlVcx9aOPubdhS8ZOn8/JojKCkQySbGXN2BQrtu3j4c59uad5O7YdPok3FMGvxAnIJoFKC1+VhailcBlJHFUGpzyFNGvfhWadujP381WciSRQUvD0KyOo3agVr46fRFA18RsWLjmGUzVtnJqWsk1v2b7A86lp3CGTvIoohYk0R6Ri3nx3BnfVacSWX07gDhl4tQhBPcIJT4AHm7Sgcct2rNn8HaF0hrJ0hsJkiqJUmmIrQ2E0jUe1yA9FEXR7Xy0pSXx6isI4LNn0Pa36DOTxF9/AWRJCDMXtRLJ6wXNI/4MZ+/cJtpwZm9O/l/50M1bIcqEkI2Mz/aqiBPUEz74+kurX3ciVV11D/cYtOeD04dZt0LdLs7lggpbAZ1g4zql8umEbNW+rwyV/rUGdhxoz7aNP8YQiiHKUs6k0k5d8zP2NmnLRxX+l+rW38OWOQ7gqI0h6BqeczrbnximMWKzftpsO3fryl4uu5KLLrmH421M4WOAjGE7jVk2cmonTsHAZFoJuIakmxeEUcz9dQ6OWXbj40mu55qZ7WLT6a34rqcAbTuLUTNxGGklNIlaZiLI90uBVYhz6LZ8BzwyixnXXUP3aa2jVrTMH3H5cevZgoVv8GjzDvQ0bctHll3HHPffw+vi3qbBAUOM41AROxYaRB9UoL44cy61338dfr61Jix49+PHYCYTyEG7ZwFEVpiAUw6UnKVCT/BZK8JucIE+1yFcsnKqFoFi4VdskkvTM79/The/s/82MzSmnnP7PJSkpvIqFVBXHK5sEw9lbci2DqGay7axJBC2FSzOzXKk4oh4lYCQYM2Mh9dv34Pk33yUgmxQqFr5QlKASpzAU49ApN537PUntxm15f/7HnCosz5byJRBDJh45iVdJIWlJ3EocUY1RFE1yKljK9MWfcvnV1zP381U4z5Xz1e79NO7YiwZte7DjeD5eNWH/HS2OT41RqpvM/WQlbbr1pdvjgzjpL7WNXyOZTZelbb6hbFIcTXHSV8QHsz7kr9Wu5Z2Z8/hZ9OMNm7i0BJ5whpfGTaNZp/6Mfn8OpXocX0gj79w5hkyYSJ3WHRg6biLnIyaFehKxKoFHNgmqJkfcRTRo0YFmnXvx0bqvOZvIIFXGkSoSeEN2sZlbTeFQEoiGhbNSZeHKddxV50E6duvHnhMO+zNSk7hkM4snyK6BWeZsbv3LKad/PV0oi5Fkyx6j1Owk/u8YLCODU7XH8p2KzZWVtCR+PcnJwjK6PPEcTbr0Zs7yVZQnUvgrNDxlCiVaDF+5zJotP3JX/WZ0eeJ5lm/ZiaTGcKtxO60qJxGzrETJSOM2kri0OF4jwc4Tv9FzwCDqNWvB5n0/4a4MsXDVWmrefDvvzFrIEU8RXj2OIEfwh+3JsNPec7w+9gPub9CWyXOX4Tmn41ftXgVBSVNQkcCjZvCoJsFwkh3H82nWqz93NWzNJxu+RzynU6xYeMoMhr07jdtrP8SwtybiVaJIahyPZu9bPUoSr5zCU2XhrUrh1zJIahKXHEcy4pxLZpi5ZDnN2/egz5ODKQ4nEeQIkp4g/7zCR6s3cuU1NzPy7ckcdEp4w3GccgRBNm1+o5zEKSdxKikceooC1cKhW4hGCo+c4HB+kEbt+tD7hddZ8eNP+ONpBO3Ce8NEUC2kCwZADn2VU07/vbpgYml/L/L6479Bu7U+g6BncGkZnGoGKZy9hJZNpFAcvxynJGzRbeCzNOjUg6kfL+dMIoWjIoyoJZEMewpMCMXxyjFKo2nmfrGOjv0H0W/wa7jLw7grYxRHU+w6WcCgYaP5y2XVWPHNNgrKVdxhu3vBrdqFYWJVlCIthq+sijlLl3P73XXo1n8Qa7bvtS97tChuJUyREePbPT/R56nnqN+qEz8edeCTk3gVEBVw62R9Btvs9ShRPFU6pUaMD1eup3nPR2na81EkLYpHiyGqUXx6HE+lwQ+HjtOwRSfa9HiMBSs34pWjeNQokhLDI8fxKUl8WsaeCNYzONWkjdIqV1m2djP31GvEmElTyC8u5qjkoVHHbjTv+QifbtmBJ2whKCZCKIZfNSnSEny4cgM31X6Yx55/lSPOIIVKCl/I7o4QQ/Y0mCgn7YLIMpm5n6/mbw/UY/CIUew5VUCRESWUhgEvD+O+xq0Z9vZkgqE4AcVOpgqyHSYTw1CggVMHl26bnaJq4a4MU2ok+W73QZ544RXqNm/NT6KIOxLFoRsImsERb4DajdpSt3F7Fn3+FYFK2zB2ylHyqyI4lYQdTFEzuKuSiKE0gpJEUC18epJzkRQTZi6gdc9HGPruJCQliqiZ9uSakkZSQFKyhZvqhSmKJKJywZD9O1Ijp5z+/64/34xVLvD4LrBbExQa5u9m7GWXX8Xtd9/P2m17yDuv4jFsvopbjuEM6RSGTX52+BgzaTaXVqvFRZdUo0vvx1izZTuF4QT55SqlyRSTl37C/U2a85dL/spVV9fi6z2HEUNRvIYNtrY5MwmC4SR7jhcwdMRb/OWiK/nLpdXo0udx1m7dSWkshasqYpufepICJUFBVQy/niIveJ7Br4+l1q33cEX1WtRr3Jqdv5zEUxnGo1k4smanW0/ZYxmyZZcnKAkKZZ3Js2dTt/6DXH7lFdxV90H25XsRlBROJY0rZHLMV8p9DRtz0eWXc8e99/L6W+9SlsjgqozgCiWQZBO/EqdIiTFz0afUa9CMiy+7ivvqNeDDT1fiPVdFIBTBXRHOwsZNnFUmbiWJO2ThqkggZotwXLKVhZFf+I7+8UYpZ0bklNP/vUQ1hV/PFnXJFkLWiHWGUjjlNIKasW/ntRQuNYGkWwhKDEelSlkaPly3mcYde/P4C68jVUQJyCaiHCYQSbArz8VL4yZQ8291GDl1LrvyRZvfqiYQ9BSeSBpBsXCETBtvoNtJKI9hkn8+xOebt3H5VdcxY8ly9p4sYOpHy7j74RbMXLqG34oq8etpRNWyD8xVEUqMJKMmzqR249Y8O3wsnirDNit0+0ZdUFO4lRSiEsMrR1izdSfNOnTj4Rbt+Gr3T7gqVSQjgWiYiIrJoy++SYc+g5i9dBUlhoUU0vFHY3y8dSudBg6iQfMO7D+Wj7sibCetVJMiI4lUbtCyaz/qterEB4s/oySaQayK41UsOxGsJLMJjgTBeIqtv57kmWFvcutdtZm1eDmnCsvwGems8fqPWBbhD8iCf/azk1NOOf2jRPVCaUwKMZRCkFN49AyCmsal2ocxl5ZC0NOIhl1G6lZMRCVBoWEx4LWRPNSxB2/PXki5mSYQMihUIkjlIdZv30Wz7n2o17ojC9dt4sSZcrucUEsgKiaibNrJHC1tj3SqMRyygS8S5xdBYvDrI7nhjntY//0Otv58lEHDRnJfwxb88PMJhHINjxpHUKIISpTSRJoDeSLPDHmTBxu15YuNO/BWRvDpNu9PCmfwhFO4qmL4dZNj/mKmLP6UWvc8wHNvvsW+Uy4KlTiBUBR/KMLIKXO484EGvPjmePLOVOLRE3j1ZPb/PWlzdTW7EMwtZ9n/uoVLi+KPJBj9wUxadOrNkFHv2pdbWe6uqzLMx+u/5cqrb2TUu1PZmyfg1qK41DhuJWWX2Mi2ISuoKcRIJsupNZGMJJ5QjN1HCrjrgaY8N+pdtp4swJ9I4VBiiIb1O6JH1JK/T1vlzNiccvrn6IIZK6l/7wT53YzVQNDArWVs9KCcRJQtfKpFQIlzKnCW5t360rH/ID75egul8QyikkBQ7fOmW0na4/2hKKXRFONmLqBJ1z68/NZESmMppFCMkmiSHcdO89jg1/jLJVey5rsdOMpVxHASMZxB1DK4KhP4lAS+Kp3tPx+lWceuXFXrFp4Y8gbbjp6k1Erj0qKIWoTSqMnqb7bRsE0Xej71Ej+7ggTUDJIMogqigb0v1kwENY4oRxHKFM7Fkqz7YQ9dBzxLvVYdEdUYvrCF14jjKFf47uCvtO7xKI3admPqki84VliGL5xG1OK4FfsizKNauEIWTh2cGjjUFKKWQqqKsefXfB5o0JzXx73D7iPHWLl5KzVuu4eRk+eyr8CHR7eZtl4tSVA3Ec7LTF6wlBvurMObk2dysvAcAd3+/EXVxmq5QiaSYuFVEuw+6aBhh6481Ko9C1evR6hU8ShhqjIw6PVR3PFQM54dPh5PeRh/KIZHNhGyQS2HliRPTeGKZHDqKZyKHd6SlDhnY2k+3/AtPR59ina9HuF4cSmCEcWpR5DCUX71F9GwfR/qN+/KkpWbCVTFkEL2+8KhmTiz671LSdoFldqFbgYLn2ZSHk3zwrBRtOn1CO9/uJRg1C4PFrKlXf9oxqbs0i7VfnfYPydXAJnTv4/+PzBjU39oSU3i05MUGgmeHTaC6tfV4uKLL+fqa2oxdOx77DiWj0+NU2hYBNQohUYEqaySz778mnbd+vCXS67ikiuv4ZVRb7H3lIOiSBJHuc7ZZJppn3xK3SbNuOjiy6he43q+3n0IocKwW7bVNIKaxq1b+MIWpwrPsfDztdS69S4u+euV3H73vbz5znscE70UGwm8RhKPkcaj21yTgJJg8covadK6A5deUZ2bb7+TYSPHkh8oIajEkLKIAnc4hRTNIIZTuAxbkm5RFk8ybd4C6tZ/mCuqXU2d+k04VBDAE7KLZryyyQnvWeo3b8OlV1bnuptv4fEXXsJTruDXYvjDKbxZ2Hhx2OL7g0fp3PdxLrvyWmpedwt9Hh3ErkPH8J5XCOomXsNC1C1EPYnPSBPUUhTKSQqzDLILnMQ/6p/94OWU07+jRO2C2WeXDrg17PVIsTeXkm5vpIRQHEkxcYeiuCpUKtKwcO0mmnbtx5OvjsKv2CysYCTBfkFi3OwF1GvZgUeff8Xmt1bquNUYDjmKUzYRVSs75pS0C7+UtD0Sqpi4y8Ns2X+U626+m/GTZzP/09U8M3QUjdr14FehEG9VAo+asg/cWgpBNikMp3l51ATurNeUYe9PI2AkcFQZFMhRXJqdQnMrFsGIxbajJ3lh5HjurN+YifMXcyxQaicL9DjesEn+WZm2PQfQ94mXWLdlF2diKTxKBF/M5Cevn5FTZ3Fn7YeYMONDjgXPIhlJXEocjxKjWE/y2OBh3NuoNS+Pm4BQruHVEohqDJccxRmKIipxCsNJXGUyE+YuonGHbnR5/CkOOCXcoRiSdiEF+19fSuXM2Jxy+ldU2j58ZiX8rhQu5cJ0j50qElUTtxLHLcfwaAmKoikGvj6Ghl378t6CpZRbGXyhCEE1ztf7fmHA0BHcVLch4+d8yEGpEMkwccoxXHIct5zEHUrike1Uj6AkETQLpxwnGLH4LVjChGkLuOn2Osz/eAWT5i6mRbd+PD98HO4zFXhlOzEl6QkccpiSZJqdJ/IYMPhVHmreng0/HsQrRxC1GA4lilON4VKjePQEYqXKpxu/ocvjT1K/VTvW79iL42wlXjmMVw4T0OPM+nwN9zdqQf/nX2FvnsCZeBKxKoIrFMMlmzgVOyzg0jI4FfszE400gp4gr1zh6TfG0rbn40xeuIziaBpRs/eOQijGqi27ueWuejz+3FC2/3oKjxHDqcRsHEEoawjIJm7Vwm3YE2JONY7XsBDOa3y5dR833VmPMdMXcDh4Bl88RX5VBLduIWYvCd1Zbq+UM2NzyumfJlHNmlvZwmtRTf1hjbVTnrbxZxcqSbJJQLPwVUXYdSyPei070P/l19l84Agl8QxuxURQL0xO2WgDrxzFJ0cYPPItGnbozuTFyylPgqcqSnHYYufx3xg4ZDgXXXE1K77eQsG5KiTdNnUF2UQMmQR1i90nHQyfMIWHW7Xjmtvu5qWx77E7TyQQT1MgRxHUGH41xoLP1vC3uo15bcIMThefx6+nEeRsL4CassNTShxnKIwQCiNW6pyLp1jzw256PPUCjTv3wqsn8GkJfHqcH479xuDR71DzjtqMmjiTPafdiJqJQ44hanEE2UYtuhQbm+XQlKUlvgAAIABJREFUwaGCU8kgaWl8qsVvgXM0bteV54YO56Plqxjx9mRuqdOItdt+wlUewaOls+aqSWE4yamic4yfPocb767NOx8uJu9cOV4jTkEojFOJ20EOw8KnW+zNkxg5eRY1bruH4e9NYW+eG184iaDEOWvBmJkLqd2sHX2fHcJxb6kdhKiK4Q4lcCkmBXICp57GqduM3wuXZY7KKGfiaWYuWk6bTn15+uU3cFdq2cu5CF4jzqmiczw+eAS1G7Rn+kcrcJfZe3NBS5CvxihQ4zhUE6dqB0QELZXFV9gmcnEoQrdHnqTjIwNZ8tXXlJpp8isN20NS7TRzzozN6X+K/nQzVlQziCq4s43YPi1JUIvyzGuvU73mdVz0l4u57LIrqP1wY96ZtYAdR0+RV3iG/GAJp31+1m/ZyqDBL1Gz1s1cfGk17qrXiPmfryWvpBK/nkSojHLWSjP9k0+o16QpF118CTVq1mLTrv04ylQkLWmbwXoGt55E1E1EJcr2o6fo9cQzXH39dVx6xeU0btmSKfMWcKRAwHmmCqkignBe5ZhUyKYd++nS5zFq3nAz1WpcQ5vOnfl+9z78FSEK1ThSVYITpQo/nHaxXwpy4mwF+SGdglCYgnKFQ/kunntlGDfeeifX1bqFPv2f4bh4Bl8og0/OEFSTFBRV0blPf2pcdwOXVavOQ81bsmLzVg453Rz2FvFrcRlOOUIgnqSgrIrhH0znjgce4pLLq3Pt9bfxxth32bh9D0c8QX4rq8KhGLjUGI5Kg9NF5RwXiznlLcMjW3j+wIX9j2ZEzpzNKac/Tw4laSfkjWyqQMnYTdlaBo+awael8Somfs3Er5r4lDjeUBhvSGPYe1Np0ftxRk9fQEk0TVA3cZZVMPWT5bTr25+ufQew4+fjeCo0glocrxrFq2e5VnKCQi1FoZbBG0rjle2LGK+cxFcZZ98xJ7UfasmTg4fx6KDBdOo9gJdHvkeJahJU07jlpG0e6xlEPY3PyDBkzCTufLAZL701Ea8axa0YuLUoUthE0hOIcoyDLokR70+hccce9Ht+KEc8hYhKzE6YaXE8apSf8tw81LQtT7/4BruP5nE2nkFUE7j0OG49yqofdtGqS29adOzF1iMnEbQ4LjWOKxSmOJxm0oKPeahVJzr2Hci2X45RFInjMaIIWhhRi+BVo0jlKsu/2kqXfk/SvEsf5q3bhNew+dyC+r++iMqZsTnl9K+ozO8JWNEAUc/glJN24khLIakWHjWBT4vbUmP4tTgBw+SgO0DnJ56n44DnWP7tds5ZGXxKjJ/yRV57dzJ123Ti2RFjOeYtssdN9ThuNY6kmfj0DH4tg1/N4FXS2UuqJC7VIhBJ4igtY/FnG6hdtzkvDRtH3ycG06JzX9Zu2U2REsGr2BdEHsPCoUQosjL8cDKP/i++yoPN2rDy+534VQOfEUVUw7jVMC5ZR6hS2fDjXp4Y8hoPt+nI+JlzcZ0P4ddjuEMGohIhGLXYfPBXWnTtTfMuvfhozQbOxxJ4qwy8SsxuAtdMHFoCIZzBpWdwqWncehpPNMkhbzHdnniero89w4pvduE30rizExGSkuD7X07RvvcA6jVuzWebtyBUqUhaDJ+exK/Z/Q9+zcKjJHApMQQtgUuJ4tMTnA6eY/qC5dx6z0PMWr6WgkoNbzSJIxTFrZm49eQ/FHaJSsr+bP/pz1lOOf1PUna/k8UV/G7I/gFd93ugSbEZ+5KStNFRmoVUprJu227ueqgpr4x/nwMuL4WxNE45gaAmEXX774hygkLd5Li3mEeefZlW3fux+vtdlJkgVUYo1C0OFEgMe3cyF191DbOWfsrJQDHBsIlHieMJJQioSQ46fExYsITWvR5hyMix/K1+Y4ZPnMkBoRBPOE1eKIqom5wqLuftGQu4tfbDzP5iA85yGV84hSvLzXZrFt5wCklPIGlRfGqMQj2Op1Jl6pLltH/sKQa+NpJgOIlfifOzEOC9+Ut4sHVnHn/uFX46kY9XiSDqNrrFb5j4ssEAQU/gDmdwahlcqm0gerUMfi2J61yITo89Ra8Bz/L0i6/TocfjPDZ4BL8IRQT0DJKaQVTSCCETv5HkRNE5xs2YQ6277mXE9BnknT1HMBZHULP7byOOP5LgoNvPu/OWUK9FB1r1eJRth04ghmL2u0qxCEbhi+/30qpnf5p17s2qLTs5GzEJyjE77KFZeDSLYBzcWSNWMtJ49BQFlTZecuS7U2ncojPvTJ5DSdRCUmO45Ag+PYHrnMLMxau4u15LBo94h72n3RRFU3gjJi49iluP4QmbeMIWjlAMQbUQNAu3buGRY5xyF9K4TRf6PjOYjfsOcCaZJq/CwK2mELVsmlnld2Z7zozN6d9Zf7oZ69FAUjKISga3kkZSLfxqhGeGvUH1667jkosvodoVV3Fl9RrcVfdhBr70KnM+XsaSFauYMH06LTp2oHrNmlx8yeVcW/MmXhv/PntOC/hUG27tKg9TGk8xdfHH1GvcmIsuvYQa19di4579OCs1vEYW9q2lcSomLiWBN5zEUaawcssOHmzZnCuvvZpLr7qS2+6pzaDBQ/li/Tds33eEDd/t4q1Js6jXuBV/vepaLr+qBg82a8F7c+ZSqofxVekUaSbCeZ31O3+h+1NDGD5xKovXbeCb/Qf5/pfjrN6yk0FDXuOOOnW5/KprqPNgI+Z/soq8YgWPbLNTPLJFIJRg+DsT+Nt9tfnLpZdR7ZrreLhFW14aMZ43J85kycYtHCk5ixCNI8ZibDpylCeHvcFV193IpZddxdXX3kS7Lj0Z98F0Vmz5ga1Hj7Ht+Gk2/fQzC1d9ydsz5jNv+VpOF4fsUrP/UNT1R3PCJVv/9Acxp5z+HSToaXuMX7c3s84qC0nJIFWlcJ6LUlCqUKiGKQ3HKFKj+ENhCkrK+HLnPuo2a0vvp19k7c79FIWTlERNln2zhTaPPEabfo+y7vvtlGphSvQoxeEYRdE4wVgcXzhOMBrHbyTwqHZpoiec+f2W26NaHHB4ad2rPw1ad+C2+x6gyyMD+XbfEfyhBL5s8sylpHCq9kbHo6UYPXMRdzdtS/v+T3HMW0SJZlASjhLQwoiVCr+4fbw85i3ub9SMHv0H8f3h0xRFU4h60uZFaXHc5TIrNn9PnYea8urItzns8FMYzuCUE+QpMbzxJEd8Qd6dNpe/1riJGctWc7ykAl80jcewKIxl2HPSwePPDuH+h5ry5rsTcRafJaCHCUSi+I0wzvNlrN+xj/ptulC3RUfenr0IR7mGW7XxLYLy90TsfzRkc0ZsTjn9qyqDZNgX64KSwa0kEaoS+MNpvGoC5zmF/NIKSsMRSo0YJXqMoBrhdOFZRk2dw/3N2vDq2x9wurjS7geo0Bg9ZTqNOnRgwEsvIp09Q3k4QkCR8aoqwUiU4niCokickkicQt0ekZW0OI5QGKcaRgrHyD9Tzrpvt9G4RUfqN2nHwy068swro3CXyvhDMbyqndR1KjEccphCM80eh5unh73JfQ81YcKCj3CdPUdJOEppJEaxEUGqrGLjrgO06zOA+xq2YujY93GcC+FRowRiKaSwiaDF8MeT5J8PMfC1kdxatyE9n3iOX50eCis1itUopUaM4oh9UZVfpZJXGaagKo6kJwnELbadyKNl1z489swQdh1zUhgFj5FGVE2CYYtTwVImTF/AjbfdzZDR49lx7AQBLUxAi1FsxCk2okgVKicLyzhWXIaoJxDkMH49xmGXh0EvDuf+Bq35dNM2BCWKaJi4NZsV61It26zR0kg6NvYgZ8bmlNN/m+wSpMzfDS419V+asaKWQVDSOEMWPj2DV7WZ0IW6hftcFTM//oLbatfnvTkfUXBOxmekcGtJHKGEPZaupfHpKc7EUmze9wud+j9Fz0EvsPukg9JIBqkqRqFukV9Szocrv+SKGjUZ+OIQvj/0MyXhCMVGDF9VmJP+M4z4YDrNe/RmwMuv8NW27dRv1Z4xU+dy1HuGQCSDoCYojKfZfdLB4BFvcXeDlqz78SBChY4/kkZQLQoqI+SXy7hDBn4jRnEsTkk4hk/W2LjnJ7r0f5KW3fuybNNWSiNJvJUGkxZ+TLMuven2+NM4AsWc1wzORGIEwnECepxiPU6JHqcoEscbjuNSLHsKQckgZadSPaEEzrIQTw17k2YdunHfg02o06AV63YcxFGmZ32KNG4d+4wuJ3CWqcxYupwb77ybnk8/zYH8fErDEUrCMfxqBL9q8LPgY9S0udRr2ZGHmrXlyx9/yiZTkzhCJo5QAn84w4nCMp55bTR31m3IgJeGcdztJ1ChUqzGKNLiFGoxiowIzjINZ3kEdyiBpNpG7m8lIZ58aQQNmnVg0Yr1lCVTePQIghzBpyUIyHEOnpZo1rYnjdt1Y8qiZYgVCsFIlEA4RmEkRpERRqwMcUAIIFRFcGsmkmEiyRE27zxAvSZtePaNUez6rYAiM529uLPNWLdqS8jiDXJmbE7/zvqTzVibUyXKthkramnccoKAHuW54SOoUasWV15Zjdr31qHnI/25s3Zdql1Ti2uuv4Vrr7+ZGjVrcnm1K7no0su48ebbeW7oCA46PLirojbwX00jySZlqQyTPlxEnUaNueSKy6lWowYb9uzDETLwRjLZgpYMLjWZBXZbSLqJWw7z6eZvaNunD9Vq1eKSK6pRrfo1XHf9Tdx44+3UuuE2rr7mBi674louuvJaGnXswQdLP+dI4AweLY5PS1AaTXHY6WPc5Llcce2tXF3zBmpefxPX33grtW66netuvJ1q117PJVdcxR21H2DI2LfJL63Ao1tIetoukVHjnIklWfPdNlq078TFl/2Viy65lMsur8bV1WtxdY1b6DvwBbYc+pXCRArBMPBGImw78iuvjBjDbbfdS/XLr6bGFTW4rsYN3HDDbdx8213ccMvtXH/zbVxb6xauu/EO7m/chl0n3biq4v8wovsfU2I5QyKnnP4ciWGbkeeQ40hGGlG2COoZCko1lm/6kSeHjmLKwk9ZsXkb67/fxZI1G3jt7fe44d77qd+2IwtXfYmnUiOox/jxRD7Nu/fmvkZNGfz6CDZt28HX23aw8YcdrN+2nTXbdrB6x25Wb9/Lym27Wb/rILt+E3FUhO0DsJ6gQA4jalHyzpXz6rsTua1OXW6vU5eREycT1KKIoTCiatolNXoaZ8hECCXwG2k27D3Mo8+/Qs2b76D/cy/x0RcrWb/lez5eu54REybxQPPW3N2wKS+Oeouv9x/BVRW1mWFakgI5YY97VVQxfvo86jZty9vT5pNXVEZhPGNzto0kYiSFo0xlw7Y91LqjDt0GDmbD7l/wGxZ5VWE84RSeUIRlX35H1z4DufGWuxnw7MvMXfYFK7Z8z7yVaxg0YhQ3P9iQ+5q1Y+KCZZz0l1GopxBDCdyhLEdbTf2X0wH/1Z9zyimnfw25ZAshZOGWLdyybY6WRFLsz3MzfclyXhg5hsWr17Hymy2s/u575n22gv4vDqXWbffwyPND+HLXTxQaFmJlmAWrNvJws/a06dCTaXMW8822vWz4dicbtu1h/ba9rPthPxt2/cyqrftZtWU/Ww7kccxTgUfL4AolcRtpPOEMXsXkqDNIkzY9ubrm7bTp3I+P137L2ViagJ7Cq9kGx++lLHoKsSrMzGWrqNO0DTfecS+j3pvMZ+s3s/abH1jwyQqeHzaS2++pR8M23Zkw51OOimcIhlM4q+LkV0YpCCVwKibOUJTCSIpv9h9hwOBh3Hx3XVp26MbMhUtZu3kr67du59OvvuaDpR8zaORYFn29lSPB8wQiaUQ5zGdbd9CgTSeeeWUExz3FnLEyuKqiSErWeC7T+DlPoOfjT3F77fvp2PcRpiz6mC++3c7qbbtZtHYzb0ycxSMvvcHQSdPJL5fxGQl8aoydR07TufcTtO7cj/U7D+BWY7jUGJKRwq3aaJsLZqxHB3colTNjc8rpv1H/OzNWUuziRI9+AVFgd5D4tAxSVZyAmuBUoJSnho3i+nsfZOay1fi1BF7d3l+5VLtPwCWbiHKc8hR8tG4TTbr24ZEXX+Oop5gzcfCqJu7KKB45yiGXl+4Dn+Gmu+rw+Asv8tHK1az6bhtzPllJm56PcW+Tlrw0bjyH8gvY/OOPPNyqLWOnzeG4/wxFkTSuUITzyTQbf9zLI0+/SIM2nTlYIOGu0PDpds/M14eO03vwUMbNWsAnG7/hq117WPHtVsZMn0nt5i15oFVbxk6fg/NMOWXxNItXb6R5+240aN6W92fNZ+uefaz79ntWffs967btYtPOn9iwdSfrv9vJ6q072XzwV44GzuHXM4ghC3dlHKkqhl+NUxIzeW/+h9Rr0oJb76rNU0PewFGm2mgDPY1Tz5CvpHCGTLxakuJwiq0Hf6XfoMFUu7YWA597iQ8//YKvtu5kxcbveG/mPBq278ZdjVry+CvD+fqnwwQiMSQlhqglEbMFtZJq4tcSrN62m95PPU+Nm26nQbuOTJg1jxWbvuPLbbtZ9e12Zi9fzUvj3mfS4s/YccJJcTRDSQK2H8ujx5Mv0KJrX9b9sIdg1ETSo4haDI8Swx+Kci5sMXvx5zRp3Yn7GzTjlXHvsnzjZr76cQ+rvtvGjCXLeHHEWNr1G8imfb+Qd07BEzZxVynMXbqCOg2a8+b7U/nVX4wvYhf+2sVc/2sz1n52c2ZsTv8++lPNWPFCw3YojaRmbPMxFMdvxHhmxAiq16pF9eo1aN6sNZt/2MV7M+bTrudj3HpffS6/9kaurHUjdz34ED36P8HEWQvYd7wAd5WBqJoISgohlKLgfJRzyTQzPv2ch9u056/XXst1t9/Bhp8OURCKIIZBUEFQbFNW1O0CBpcSw2NYnCgtZ8O+Q4yfOZeujw6kdv2G1Lz+Zq686lpq1rqFB+o3oVf/Zxj+/kxWbNvH4eBZJMPEIZu4Qna0/3TwPKs2b2fgs0Np3qI9d9x+L9dccxPVr7mRmjfdyf0NmzHghSHMXraC3XkuvIaJ27Bs1qJm4dYSeNUY+SXnWbLqS/o/8wL31qvPtdffQo0aN3HLrbV5/tXR7DrlwBOOk6eoCOEoriqF/acdfLhsNc+/MJTWLTtw5+33ctXV13Hl1TW56robueXe+6nfoi09BjzN6Mmz+VkqxZk1Y93qfy6v+eN/yymnnP4vpVu41QRuxS6C8cgmPsXCdVZn1ZY99Hn2FVp07Uejdl1p2qkHrbr3pcMjj/PM62+yfPNWDosBgloUobyKCQuWcme9xlx/+73Ub9iCjp170aZdF1q260KL9l1p3rknzbv1oWmXPjTq2JP+g19n6foteOV4tswwgahE8GlRhLJK3p+3kNvvrU2vJ57gy117KI6ncIYMXEri9/FRQbE35X49Td6ZEGu+38WgV4bxUMu2NGrdgVadetCuRz86PTKQQa++yfwV69h10omzTEcykjgVE8FI4VRNPLpJ/pkynnh1FA3a92Tu8vWIlRFE3bSNBdXCrVkEdJPTvkIGvvgGD7ftyeRFK/itJIRbNW0Otp7kmO8sK7/ewZA3xtG0dTcebtWBxh260rxHH9r0f4JnRr3F4o1b+FkoQqqMI1bE8MrZVnQl9Z8mA/6onBmbU07/mvKG7bFJSbXwaAl8apyisMVhd4DZy1fRecBTNO3SkxbdetOyW29a9+xHr6deYPyU2Xz702EcZ6vwqzF+EYvo/tSL3HT3A9xVpz4t23WhVfsutGjfhRZdetC8aw8ad+lOw87dadK1Dw079mTIuElsOXQSfySJW4sjGFFcqo6k6LjPl9Ome19q/e1+hox+j2OeMxRGM4hZ09GtJu0SW9nCHUrgU01+FoLMWb6WTn0H8nDzjjRv153WHXrRvusjPPbMEF4f/wErvvmRo9IZpJCJUJXAo6eyI7Z2Ka7HsNFf7vMq3+79hVETptG6a28atGhPsw5dad2tF6179KZ17370HTyEpZu/53hxOUXRDFIozISFS2nSpTdvTpqB82yI4lgGt2y/q7yKiV+O4y1X2XbgMG++N5F2fR7hoXadadqtHw069KRV74F0HzSEF8dNYsk3P1BQqSHIEbxKjO/2H+X2+xrQ/+lX2PHrb3iMBA45imQkES8gCrQU7mwJjVtO58zYnHL6b9T/qRkryEkExZ4y9UfSuKoSiLJFQE9xyBmkw+PP0rxnfz777kd8WtIuf1WSSGGbzVpQlcAtxwllYMyMeTTo1JNX3/0AvxJBDNm9Kxd+r6NMY+svJ3lu+Fiadu5B/dbtadq5B8279OWxwcOY8ckX7M93IJVXsHbrNpp16sGEeUs4GSwjqKf47bzMmUSSTzdsolPfx2jdvQ9ShYxXNvDpcVxVBtuO5dN/6HBa9nyUxp170LhTNxp37Ebrvo8xYOgw5q1cy0GXh4ASIa/oPE++MoKb732Q6++ozcOtOtKqey8ad+xK447dadqpF8079qJNl96069qPJu268dTQEWzaf5iziQwexcQTSuBXTAp1kzNxkzmff0GDVm1o3LYDH2/YTCCaxK1ZdmmWDk7VNhy9mt35kl9UyVc/7GfQ4GE0b9edRi070bxdd9p07Uvnvk/w7OtjmfPZOrYfd1BQruHWbM6uO4vkcoUSSIqNQcsrKWfj7gOMmDCFjo8N5KGW7WjUtjMtuvalZfdHaNXjMXo+/TJTlqxgX55E0LAojqfZsPcQ3QYNptezL7MvXySYSFEQ0nEqUSQ1gScUo0S3OCGVsHj1Vzw5dDgNO3anfqv2NO3UnZZdetG57wCefOl1Rk+exd7TAs7KML6wRf6ZCoa/9QG1GzTng4VLcFcqeI0Egm7az+gfzFjXH8xYKWfG5vRvqj/NjLW5MilE2TZkJTWDqKdwyjF8kRhPjRhOtVq1qH71NbRs3YE8bzGHnT5WfPsjUxZ9wajJcxkzYx4zlq9k7fa9/OwM4FdMxOwiI2Q3cc4Kk6JYmq2HTzLzk88ZO3k678yazz4piEMzEQxwKeCSwaORveGzgdZuNYGoW7jlKAfdQVZv28OcZat4f9ZC3p4ymwkzFzL3k9Ws3/YTPzn85J/XkYwUUiSDU03hCJl41CRSVYwTvrNs2XeET1ZtYvrcj3l38jzGfzCH92Z9xPzP1/HtgaMcC55BUGK4dduEdWZTY6KexK0k8OsWp4vO8fWeA8xY+hnvzVjA+MmzmTRvKWt+2MeJ0koEw8RhxHDoCQTDRFRj5JVWsPXgUZZ9+Q3TPvqEMVNnMnziZEZPn82kxcuYv/orVm7bzb4CkfyyMMIfjNj/yozNKaec/iRpFqJmIWlJPFoSj2IhhUzEyjiHXEUs2/wDH3z0GaOnzGbU5Fm8M+dD5q1Yx7ZfTuA8L+MJRfHIMRxlKl9s3cvbc5cyaso8xk+dxztT5zJu4kzGTJrB6CmzGDVtDm9Om8Ob0+bxxgezmfbxarYe/g2fnsRZGcGtxXGrUTya3Xw6cOgbPNCkJe/P+5BTxWfxGAkK5OjvLD+XYhcwerQ0kprEayTJO1PJdweOMGPJct6aModxH8xmwuzFzFuxnm8OHuV0SSUeOYFHSyIaSftn6fZG06MnKSjTWLj2O2Ys/5KdJ9x4tWTW/LVwyXEE2b7g8lYZbNxzmMmLV7Bu58/kn1VtnqFi2eVkqkVeqcz2w78x65PVjJ82n9GTZ/Pu3EUsXLeRb4+cJO+8gs9I4VGSuMpj+NWM3RT8v/i+cutgTjn960rMriVu1UTSLTyqiU8zcZxT+PGkkw/XbuLdeUsYP3Mh42cuZNLCT/nkq6387PIjVoYJaCYeOc6pkko+WLKScdMWMn6KvVcbM3EmYybNZNSU2fZaOnUOwyfPZvS0BYyeOp9Fa7/jgDOIN5xC0OI4lDBuzUAMyew/lU/dhi1o0+NRPtnwHYWGiVtN4JATdiO1mrKLx0JJpFASr2IhhRIc855j1Xe7eH/2Ut76YB7vTJ7HlPmfsmzTD+w+LVBwXsVnpPDqdqmLx7iAmMog6fZ+VgiZ+FQL53mVPacEFq/7mvHT5zN26hzGTZvL2zMXMG3pZyzfvI09BR4KKgwCkRQ+Nc6Xuw8wd+WXbNx3GFdFGI+eRsgebiU1hVe1eYlBOcq+Uw4Wrd3I2BkLGDl1Pm9Omc/7C5fz0dpv2bT/V44UnsMRiuDWYrirDFZs3kH1mncwZsJMjogB/BHLfr9ols2n1FO4L1yIKWlExWZS/rOfsZxy+p+i/50ZKyp2qMqtpnBn1x1BsXBWWdlSrhTHg5XMXbWJD9d9x35HAG+2CMwRsnCpKbusSbUQ5ARn40nW7tjLjGWr+HLXAQoNCyGUwK2mkAx7etYlm0hygm1HTjJ7+SrGTJ3L+OkLmbjwU9b8sJ+j/jM2gksx2HuqgNnL1rBp3684z+sEjDQFFWGChsX0Jctp070P/Z9/mXNxE68aQVSjuNU4J0oqWbNzL1OXfMH4GQsYM2UOb81cwPTlq9j40y8cLzqHz7DfLaeLKpn3xVeMn/4hY6bMY8yUuYyeNpuRU2czauocRk+ey+gP5vDWtLmMnzqX0ZNmMmfZGvbneymKpZHUFG7ZxKOYBDWTIiPG6+9N5OE2HXj29Tf51VdMMJLKXtwlbaa3lrHXRiWJR0niDZk4ShS2/HSM2Z+sZvzUBYydPIcJcxYz65PVfLv/V04WluPVLDx6Cpdq4VKy53z1Ak/dQpTtiV5XhcrefJFl32zjvbmLGD15DqOnzOetmYv44MPPWLJ+CzuOFZB/RsanWvjCSfY6vHy4/ls+/no7eecUpHASlxpD0Cyb2y5bSFVx/IrFicJyNuz7hYmLPmPUtDmMnjybt6YtYMbiL1j57U52nXSQd1bBrZp4jCSHpWL6PvUiTdp2Yem6jRSGE0i6zd61n1F+N2QvmLEXnlNPzozN6d9Qf7oZKyk2qkBSM7i1JE4lhjcaZ+Dw4VxR63qq1biGxi3acspTQmkkQ1BP45OTdqw12wz7AAAgAElEQVRfTeAxLLxGGo+Wwa2kcKlmFvqcRtIzeFTw6mkkOYa3yiAgh/GGwjg0E0c4jVO3zVi3YrNrvWoGr5ayFybFZghKWhJfOI0/nMGjJvGqSXxaCp9qb5p9WobCSAZRNhFClr2p1tIIss3C8RoZ/BEIRsCnpfDK9kZbDMXsdIGeJhjN4DFsho5TSSKof09gXWDaCnKSQCRNIJxEkmN4lASCHEVU40jZ9llRz+CJgKClKZAtHIqJL5rBG03ji2XwRJO4tCj5IR2XGkXUTCTVwquaFEUzdnmX+p+ZsW41Z0TklNOfLUG1jU1JT+PVM4jZcixJTeM3MgTDaYLhDF41gRiK4FFiFEZSFEXApyeRFHskVwjZG2CXaqdN3UoCr2oihS6MI8VxqTEK5AiCnsAZiuKWE3i0lH0JFkrgUGKIRoK881Ws/GE3dzzYmH7PD2XzvsMEw0mccgyHauEO21xGl5JGUOy116VauPUk3nCSYDhJSSSNX44jVUSRQia+SAZfAjwG9jotmwi6iRi2k/+iamY3+CmclQlEJWWXmOkp3JqJx7BwyzE7lSXbbb3+cAa3ksAViiEqCQJ6Gq+ctMeU1RSeMHgj2L9bs5BCMXxKnOJYCp9h2UiDcBpJT+GWk3hU/hMn+x++q1yBYU45/UvLTtDbe0CXav3eAO7VUwTCEAxDwMjgUSy8ip3o9+vZNVZLIsomkmLhC2dwVcZxV5kI5XFcZTE8Iev3BKog26kiUbHT9H45g1/O4JXT2fHbJA45gVc3OeYr4v1ZH3HnPfV5e/I8Djv9FIZNCkJRHKqJS7MLcNxyGimUwqdkEBX7Z3u1FIVGmqCSxFcZIxCKE9RS+CIZvPE0ghZHUBNIhm1Ci9lmcjGbJnXJNrrBKZu4VXvN80XS9t5ZNRFDMcSqGEXZz8ajp7JFtkl8uoVPTeAzLCTNxCkncKppnCoIOggauNU0kmLiVy0K9SRBzcITiuOoiCKpKQJ6hsLse8wbSdthi2iKE8VlTFv0BddcfxeLPvuK/JIKfBELhxz7vShI+D0Zm0JQ0jbSLHeYzimn/zb9nzFjM4h6BtHIIKgZ8ipMBDWDoNhrjyhbdihJNpFkO6Dk0dI45CT5WZyLZKQQZBOvksCvxvEpUbxyFElOIOr27xf0DK4LaAPFojiWotBI4lcsAmqKwjD4DBD1FIJmIWj2nlkMxXBXJez11MggaimcFRHenDSLVt37MWbyDMqSGTx6DJcaR9CTeCMZimNpgmqSgGxRqFoUGWl84RSBWAYpkkIwUrj1NK7KBGJlHG/IxCdbeGXTLqWVY4hyHEmO4wnFkeQoQqWBNxQloJr4FDtNLGgZnIqFWzGRqsLsPy3QontfOjz6BIu//JriWMr+7LJ7fTHL2HXJ1t9xgortqXizPoVXs8sq/ZqF30hSGEnj05OIiv2O8IQvfJ9pJA28RgZJSyMof7/I9IZT+LPnD49s4q6M45WTBHUoNKAwnMFvZM1kPYlwYbov+050yiZSOIOo2yappGRwVZn2+UZPIYXTeIwUvnAKj5LAJ5sEtBTBcAZ/DAQjne3SsPjxpJsGrbrQe8CzbPpxPyWxJKIaxaUlcOtp3DkzNqf/YfpTMQWSksIjZ/DIdjugS7VwqXF8sThPjBjOFTfewP/D3ruHS3aVdf7PzPP7PaOPo3iBYcYZBXQGBgWEGZCbEKKAyP0eAQV+o0BEJ6CiclGEUaKi4HARBnOFcBECSci9E5IOScil093nVO171Tl97053195rrb2rzqnae6+9P78/1qo61ae7kzB00qfT64/Pk5PTdapq3971ru961/f94Uf8OE955nO5M9pJIirCrCaWZpU8Klo8VdOVGk+1dESLl9eEwwZfNXTThlCazuSRqEjEmCU5pifHdIaabXnLgjQPcS+HMNNEmRE4YlHSyzVJXtMdjOlmJWEBXQkLomFBtHQVtmsvptNrWhGlld3uWhFLUznWFZqualmULYtDWMhbOnlLMIRwCEEO3cw08IkKE1Cmjc0iYbx4AtnSyRo6oiHIW6Kh8bgNrHdjIDRhqull0EuhN4BeBlHW0hlotg1KFlTNQl6xoCYEKxCPzDEnmWZZtsSHG2LbDTOQTnx1OB5sPKHxZIMnWzzRmqRCYLqD2oQrkNp0nM2NcBoVZqGpk5V0M02YQzyETgZd1RIU7SwmJKolyVvi3GxbDYuWZAT9IfRVQ5zVhFlFIjWRmLBcTLjmjq28+Z3v4ccf+bN85qJv0NmTsVQ0dERFN2/tFql2Zpof5ZikVNV05ARPTojzhlgZLzE/b9meN2zPoaPAU+BLTVeMTTWuMjYNgagIlX0/CV5mEqd4qInUxAgIqp75k3Wyhm5e4xWmu3ecluzMW6JM42UNHdWyULRsU5quPW+JqonE2FTcyslMDAnsDolANbOFsPuyanE4HBsPT9WEo4Zo1LCYToygl7e2ksjELF80mIlZO4s35ndrz/lsMdqKDGHREg1NzuTnZiIejlqiEYR5Q0+19CXEwkxow1wb8fFQzhe+cRWPf+qzOfM3XseVN9/FcjYmODzCVyXRislhPamJFPQVRKnN+ZTGkzW+NLlkL29JVGOKFoYNW9WEbmG8vj2xiidWza4AYeJ5ohq6aW1Ekryhm2s6uWZBVSyqGq+wOaiNt74wuaifN/iqJsgqYqUJZGXOY2Hidye3KOgqTC46mOAPJiSqpj+040NhKnOjzDRS80RJNxvTX9VcfY/H7/zxX/Iffv5pfO3bm/H258R5TVdOjJgy7d8wFXyEJprLTR0Ox4PPmhi7JmJNRa5wJsY2eKKhKxv83MxpwxxbwWmKkYK0IhTazK1lTZw3dIWZt3u2GWwgasJ0YgXZ0jQ2FKUVYmEha1gUDaGd+/pZSSQ1sWwIMtNErCvMaxZVQzdvjOd03hDa4oHFtKa/Arf2DvCGd76XX3npa/nsVy5lT9US5iV+UePl5n2m8/m+bFiSJlfuioqu0Cyqhk7R4hUtnUFNrzCFXLEw+bYpTmjs+KOJhy1dVeGrkv5Is1Q0+IOKhUGNlxvRMc5r7lrazTv/+M95zJOezp987BNs232QHSuazr0j4kzTE5q+0vQLKwLnDZ5s6EpNt2jZqkoW8xpv1OIVmsVsYjUCG1OzCl9U9FewVcwGT5iY7ckGT+kZvl3Qm4q2sYQoM3qJKaqojf5hr0mkGhLREKRmXuJL6KQt3awlUmZeEyhYFJpFpQlWWpN/K1t0lrd0hGabatkq7Xh1eIV/ufF7PPpxT+Sd7/0zbrh7gV0rFYEY3YcY29iK33mbgrUx3uE41TnhDbwCBWZlrSHKS6J0yN58yNvOfjc/+pOP4of/7Y/z1Gc9n7t7u0lkubZlQWGDuyZS2qzM2BX16Wr60dSzSolAGuNw3/7bsZK8cO7v5n8//3ffD/4P8LcPlHAdx/psX+o5P665Y3V+XA7HKYl53mtCYRLYSFT2dy3G1N6IoJ6yFU2qtYJDRZCN8A8q9k9qtvR28L6//Bg/8/NP5JwP/TW3RbvoFUbIXRMjj105f18cO/bV67i/97n/16yP48eOt05QdTgettjc5gfOs1RtLGSksZIx72uqv/x1MTUqIFQaX0yI1JhErrJnrPmXGzbz0je9lZ983BO48LJr2b57QCzrtTilzCT5vvLQ4Dj/tnZ8308MPXE56PHeY7aYL63orVqTqw9WCQ8V7B1VfOnb13LGy1/HY3/pGdwZ7aAvTcWXL634I+2EWk230E6Ipenc7QRZh+Phiolj6+evgTw6boXCLDglqiESmm5amUW33AhyXWkX0hSmkvTwKt17C/aVcOnmO3jBy17HS177Zm7aHrJv3NKXEyJZHvW5x/su8z8fLyZ5ssbPNdHIFCz4050aUtMTNYko8Q+O2JFXbN99kI+f91V+7NGP5Tff/cdcfvtWEjXGHwzpjzRBNsYXpWm6JfUx5+tHzO/lfcTo42okD4zjHe9MAD3mWLRWZT0jN4t2UWEWNQNpFkO7WcXiwRV6qmTL0l4+9pnz+Dc/9ijO/ewFbNt5L7tXWvpSE2QlYVZb+5p2Hc1R38mNHY6HCydQjLUPT25W403wGBOLEbtkwVvfZcXYH/0JnvLMX+Gu3m4SVeJnE3ypifJ5MdZs0fKk9ZraACfK4XA4HkpCqa0QWxJKKx7YKtapeDCtcoiKlkCarf+JWmXPSsU9O/bwvr/+O375117Ky856K5sXIqLBKolNkqZbopyXtMPhOB2Y+k+H0i70zyZ6tppUtvjSiIahMB3Be/mYfZOaK267i7ecfQ5Pe+6Z/OFH/oaFnQfoydIUD2yAY3uw8a2nuNmhodm9otm3WuPtOcif/tXf8fj/9izees6f4B8YsFQYccWXralskhwpxooJsZisXYsNcHwOh+PkMtuKbgsEvMws6Jgdq63Z3ZRVxu5lpNk3rjlQwu/86V/w5Oe9kHf92YcJDyqWc+MVPm0UdqK+n680XVnTESVh0Rh7m6wkkRVLsiZOV9m3UtHZc4iPn/8VnvqrL+cXf+VFfO2Gm/EPKRJVEqSrJPl0UbDe0BrH0RYW6zHVqaGtgvWlmVd4wjSwjJQmECU7xw3LI82e1YZv3nw7Z772TfynX/xvfOXazYSHh6ZqOi2JlbZ9HubF2KMrYJ0Y63i4ceLFWJvMBkoTFxX9fMyefJW3vPPd/MhP/jt+6MceyS8+83nc2dtNT5X4wjTnClVLmJkS9NBu5fJkhat6cjgcpy+mgdX8FrIjMa8JxIRYlfTyCf4hyXX3LHDOX/wVz33Za3nlW9/JRVdcz7Kc0LPeS9Nt+1Mxdvp5Tox1OBwPX2qCI/JK66kvpmjj75qO6asJS/mYrbvv5eKrruM33/0eznjF63nX+z7ELYsx/WzFdhI/2cf00OBb71p/ULJ9n2LLjgPcHvT5m89fyJmveiPP+fVX8vUbv0uSDump6ggx1rMLh8HM+6+y1E6MdTgcBHJagGAaicUFtrmgLRYQtW2MVbGwT7Blx35u9RP+6Wvf4onPPpMX/+bbOO/ya9g1qonmhNgTGp+VsWDoZkZIjVVNJCb0VMmOoiYaFGxe9PnIP/4TL3zdW3jmb7yWT37pGyzsPcRSURtbLVkRiIpI/eAVrQ/+9bg/MdYwnTPEubET8LNyVkjiD1bZtm/Ancv7+dYtd3H2Bz7C4576TN7xZx/htmAHPTExXryiIskbQuuZe182BJHUROL0GXsdD39OsE2BEWS9TBsxdqjp5WP2DEvecvY5/MhP/TQ/9IhH8wvPOpM7kt0kufEGDJTx8ZuKsYFYE2MfTAsAh8Ph2NCss2pZa5RokpFIVERi2kxA8d2wz+cvvYK3nvM+nviMX+Hlv/U7fOGbV7MkJixJ83p/vlGA1E6MdTgcpwW+0vjKWmDJI+NpLEwD10SUJNkqnf2Huf6e7Zz7hYt43qvP4inPfxHv+LMPc81di+weaaLB2DQf3ADH9ZAgjJfinTsO88Vrb+WDn/g853zkb3n+q87i+a98Ix/6+8/QFyskMyHkaDF25lWppiKsG2scDochVMaX1hc1cWF8UENphdi0pF/ULO6TXHzVjXz4Hz/Hez78Mc549Vk888Wv5GOfu5AtOw6wY6RNY9gHpXLSVoKKhkjWpg+NLPEPF9zR28OXrrmR3/vAh3n6mb/Oc1/6aj72hYvZUZgq3ViUJLkmks3MHmyje57O7NLuT4zNjMCcFKbhmGnMO8Y/NOKWYCd/9X8u4QP/8Dne9Ad/wvNe+UZe+ptv59q7u8SHR/RkRZiWxuqhaK1NwX1/3nTMPm3GXsfDnhMsxmprIq3xRIUnJnjpkL5c5d0f+Cg/96Rn8DM//2R+5WVv5I7+PqK8tlYE68TYqdn/tAPrBjhRDofD8VBjxAM9i4PzwkEsKpJsQpKtsne14bZoiT/7+P/mZ3/pGfzEo3+WV/9/Z/PVG24nycpZwrM+0fl+vWIdDofjVOX48VTTyyp6oqSfjdk1rPjWLXdw1rvfy4897gk88glP4Zz/9XfcuBCzXDS2k7jxRb2/z3y4xNcwq1kaNnzrtu381jkf4qf+81N41OOfyovPehufvuRSuvsydgw1YTq2Xb6PJcYe2TzI4XA4poS5sTr01ZpXqFkwq0lkzZ5VuObODm945zn8+8c/mcc88am8+Ky3ctGVm9i+5zA9WREMShtzT3ycmS3eZTU91RCmY3qy5I7eHv72/Et4wnPP4FGP+XnOfM0b+NRXL6UnV0jUqrFlkabi1081a9Y4D49YGOctsdL46Zh+rgkGqyzlFYv7Uv7p61fyH578yzzqvzyFJz3/Jbzrzz/Gdff47BxpllRFnFUEgwn+YMzS0DRMi+7nvDgx1vFw44SLsZFsiKyHYTRsiQqTnN3q72LTXQE33B1w4z0xYWaMq31pOlzPkmJpytw9Wa91L9wAJ8rhcDgeatbEA7PrIBLtMcXYXSs1Ny4G/NHf/APPedXr+fsLvsyt8S6TLKqGft4SDMqZEOtEWIfDcboxH099NY2nzVFi7I58wsVXbeKN734vr/rd3+OS625my6576amKpcJMPKe7uE72MT1UhJkZc25Y6HHe5Tfw9e/cyY3bE7bvOUSSrZimXWlJlJVzIvUxmry4ccfhcByDUJkGXYFs8W0Tp3kxdvcErrmrw0VXbuKr129m80LIXclueukKS7IkEZUp6sqxzcRPXKwJhSZWrdEo0oqeaggGY3aNau7o7eQvPv1/+MUXvIj3/8On2LS9S08M6asxiTL2YH42oTOYEIjG9Mg5wd/vZBKphlhpQlGRyIoom7Cc1yzsTfnmLXfz+Uuv5tvf285mfwdb96TEYkLn0IhI1iR5Sy9vSVRjPIE3wPE4HA81J1SMDYU+urpV1kSipi9L+tmEZDChl06Ic40vKyvG1oSinomxgdR0VU1QtE6MdTgcDjlNTNtj2BSU9IuK7fsGbFqMuPx7W9m+9xDeYEgoSmLZkMgG/3BFcJyGXc6awOFwPNxZv7hlFriadTYFFX1VcvfOe7nmni5Xb+nSOaCIptVNWU3n8Ng2GTn5x/RQEWY1/VzjHxqxbXdKcHhElJX0lOkmHouaSDVmy+oRf3ssn3OHw+FYT2N21mY1UW6aN4XK+oimJf1hy+KBnMV9GcEhRV+MWVIT+rIkEaXNiad9a0682BkrM1YEaUUvb4llTS+v8A7mbPZ38C+b7+COpT0Eg4JEjInSVSM6Wo/YKG+Ii9b6ztqGiCf9nB+fB2pTEOUNoazpDMb0ioZIGlE2TFdZ2Cfo3psRpqvE0jRfS5Sml9f4gwlBVhnfdvt5bj7iOB05YWLsmvdWbVfFazxV05U1oWrp5w09qYkzTd92VfVkjW+72oaimhNja7qqxi9cZazD4TidmffVmwqyttnMXKIZFxpfjAnEmP5Is7Si8dNVgqyaJY+xPHpbz3wjr5N/rA6Hw/EgYj1jjQf3ung6a+ClzSJWXtEbaiJVEqmKUJYE1nPbFxVR3p5WuwtMoUVJIo0AuzRsSKQmyGr81PgzxkPw1nmRP5DJvMPhOL0JpTY7DYSxfzENvIy36qyBl13wSXJNomoSWbFUaHqqJpY1kWwIZUvXNg884Ys/wsSyONemAZesiVRNrLTFxkVlCiViWeGlk5nQGCpNmGs8qemKesP3xPn+GnhVRKoistcqFBWJsr66qqSnGmJlxtggq02zr9l4at7/dBtTHY4pJ1yMjaU2HVJzTTBs8HJtPGBEQ5BqglQTZs2R3l1zYmwkzIPdERW+q4x1OBynNRVHdv+eemmBL9d8+MKixZM1XVESqIogr2xHUyMu+IOSftEeJcYeS4h1wqzD4XhYMmuIuD6eTj38zM+eqGeirScneHJid3IZ0TEpjB3XA/nMh0s8DbMaP50QpKZxWaTM2OJlBl+2REPwpk1ulKl2mk7mnSDrcDiOx7SYK5a1KRxQDV5W46uGsIAwb+kITVc0dLMaLzVCXpw3xLmJx6H1mu1k9YMixvqiIlA18bDBEyZ3DlVDlDcEQpsqT6GJZGssDfLWWi+0+KKmm5Z2bLGNJDfAeb8v7l+MNbG+m5l5Sm+lwZd6tiA3FawXD67MrGu8uTEjLlrzu2xtx56zUHOcjpxQm4JI2MTLlt57ShMU4FnhIFKQKIgEc0Ks4QgxNqtNMM1xYqzD4ThtCUVpkNNqLuu7J1t8CZ6yyGZm69JJJ4T5WjIz3zF8vcehP1fFNOXhIh44HA7HEajKMhVkmyPi6ZQwhyBv8aSZNId5s9ZoVjUEaYU3KI+KlesnkQ+nLZdhVpPkDYlqiOyx+qIhsOevmzVmTBJme3Bod8DNxFhbVeZEWYfDsZ5QaJK8oZc3RLKmm03M9vfc5LhdCX5u9QQFQW4E2kBquulcLFaNqYx9EJp4TceBrqjwZE00bAlUg5dpAtnQG4FZ1ANftHRtsy5fGPsFX9jdwLme2Tie7PN+n8d7Pwtp02KQQLV4sjG6zfR3c+fey+xOktz+W84MXxqxOsrbI6+jw3EaccIbeDkcDofD4XA4HA6Hw+FwPBDW7946lQhd8ZjD4fi/wImxDofD4XA4HA6Hw+FwOBwOh8PxEODEWIfD4XA4HA6Hw+FwOBwOh8PheAhwYqzD4XA4HA6Hw+FwOBwOh8PhcDwEODHW4XA4HA6Hw+FwOBwOh8PhcDgeApwY63A4HA6Hw+FwOBwOh8PhcDgcDwFOjHU4HA6Hw+FwOBwOh8PhcDgcjocAJ8Y6HA6Hw+FwOBwOh8PhcDgcDsdDgBNjHQ6Hw+FwOBwOh8PhcDgcDofjIcCJsQ6Hw+FwOBwOxymO/2C8rzj5x+VwOBzfD6Fl/nf3FR/9+/l3x//9dTiR7+eu0Q94PdTJ/w6OIzn9xNi8wVdrD3OUtwTS4IsGX2iSAmLVEAlNIGp8UeNlFb6siIqGMNezn0/68TgcDsfJQtUEqiaUNZHQxyWWJp6GQhOqhlA1+LKa/b0nSsJ8AxyPw+HYOChNkGsCNc21WkLREgkIxVruFqgGT9Z0RYUnK4Lc5Ha+qPHSiiSHSLSEcuPmbCY+VkSiIpL1LB76ssGz+KolyMEXGl/UBNL8TSgq4rzBFxWLgwlBDlGBeQ9VWeq5z2ss9rOVJskbYtUQZCV+WpLkDYlqCTJN91BJLFtC1eJbZuf+GOc0yltC1RCI2p57jZ9VeFlFIDVx0ZqcWtQ/8Hl7ODJ/Xqbzj0A2hAoC2eJlNVHeEuctkagJ0sqMqULb5wF8CfFweq8YQSQSNZEsiWRJqObG31ybeZFyQofj1MLc9/Xs50Ca+BNJTU+09LKGMNV4qqWbtyzKmo6szdgyKImFJrK6QEdWdAqNN2zxbfwKhSaWEIpmgy9KNYS5ic3dTNMVJiZEShPJ+ghCe66mr/dkQ2Dz8kg1s9clqiGRDWFWE8vG5PH2HHfTEl/pNU3F0k1L895C46cVoahZHkKU1URZRSxrE7PseOSrZm1MySFU2OtZkeTNbHwLRE2ozLVdTCuCvCHMN+54/mBzX/OtGbKZPRO+0HhZTWdQ0huZcdvf0Pfz6cVpJ8b6sqGb1SY5UQ1eVrMmxJoE1ctq/KxaC1iqMcFa1Hiiwp8mysolkg6H4zTm+xBjw6zGT81k3CTQZoErzGuiQuOJEl+6mOpwOCx2ghfMKjlaQoEVY40wFciWMG/piorFdIyfV3SyVRtbNHE+jUEbW4w1VVxrE+bpMR8lxqp2lpNGUtM9vGomqzZ2+lLTyWojJig9i9Fr+WrDkUJqM5v8hqomyEpipQmzijAz5y1RjREkZiLuPEcfy6yAITMT/2k+HcjaTOJFPZskOr6Pe0Q1hKrFy8zCpjcYE6QTElsgEqjG3C+ixRMtQW4E9FA1VozVRLIiml5rZe4zI8Y2lpN/nA7HfeHbIilf1MRFOxNkPbvgE6qGIKuIBjVx2hCJhmAE3gi6RYOfN4RK09k/JDw8IVKaMG/wVE2naPAK+xxYMTZSEEo4XrzbGLR0hcaTmjBv8WRNrFojZmYTIlHip5OZGBtIbeLFVAidjxNT0TarCLPaxv8Gf1ASCLMQFOaNEUSLlrBoCez/R1YgDefy/+7BFWJZkyhtxFi5Nhb5qsVTLZ4CX7WECju+aWKlCbKSICsJZb1WyKEaPHl6Lxw9IDFW6LXnwWpb5v/XnqGTfRwOw2knxkayna1wmRVjk7wEqrGJjMYTmk5aEtgAHcxNBqY3b2QD9ck+HofD4ThpzCb5Jmm9T7KaSGri3KzW+1lJXNT0VxqSoaabjs2E8mQfk8Ph2BD4qrZMf9cS2urYUM5XxmorvlbsmGiSYUkoS0Jpq0xtZc+J3i55oglnlUtzlZHTCbM0+ampZqmJlKaXa5aHJZEoTXWsFWkX0/JoMVZqjhRi53eF1abIQGniQhPlmiCrCDKTM5tqqQcuRniixhNG6IuKBk9M43pthdiTf643MmvVTHa+Yau8p//mZzVBVhGrkn5R0y8a/GxixHLVEORGXOlkNYEyovuaGHsf95gTyB2nCFPxdfqseHOV91Fud2KlNVGmCWWDN2zoFJpOXuNJU23ZzybszGv6uZnTh0rj5xZZz8RYU5V+7F0AGwczRnhWyzBibEOYlfjpKomYsGtU0bPHOo3FvmoJCwjz1r7P3IKgqAhs3h6pBt8usAXSniup7RhjtRMr9AXSnPNYtUSyYfHg6truC6mJptdQ2spcxUyMnYrCgTQLg0muidVavAqVOUZPNKe1GBvK+5pvrRXHdAcTQqlJiob+yBDa/GGj50OnE6edGBvL1lRICI2f1USqxRO1sR8oTAALi4auqPBVTZDr2fa3QNrtV7bKK3Il3g6H43RG1abC5v4qWm1yEKuGJNckucYbrLJtX8o9ew6xeLCwWyfdApfD4VhjTYg9lpDY2GpNG4fEKgsHDrJ13yG8weiILY6xOjXF2GBqDWArWE2VaW3jZ8Y9u/YRDFYIRUksTYz15N6QKrkAACAASURBVDEqY6WeO29YjrQaCJUmGTV0xcScUyvq+cJU6JrvM/9+x8FWSQW5JhoaUd2bVeLURLk2OyNcQcM6TAXTMcVYORXM7f2elSwezNi69xAL+wWxKu32X01o5zOLabX2nnK9GDv/jE2tJzay2ORwGOYF2OkzMv+sTHcNRFaY8mXNoqpYyCsW5ISuGBNlY5LDBQs7DtDdr4iy0jwXdmEvkHr2HtOFpZN93PfNmu1AJzVisjn+kjAbEw5GbN2xm8X9kkCYXNvLSnzZWEsbu0NiNlauLZpNRe+Z9U823YlhdwtbvKzEy0qCuSrW2XmbWSYYEXC6ADQVYmdirLUd8kWFNxgTq4okN2OjL2oC1dCVGs+Kz6dbJf+xfJCPYmqvoUw1c6w0frrK9v0Z9+w9TJBOiNVUlHdsBE47MTZIa4LUVEn0C+Mj1k1t8LDJY5BrK8iWRoSdeqJMt1YJjXe4IlZs+OTe4XA4HiyOKR4c63U2fnrpBD+dsDSC7fsVF151M5+85DKu3x6za7UhLk7+MTkcjo3GmhA7FY6mVXxmkacmURXfjXZz7vlf5pNf/ha39faS2CogX1Ykw3a2hXKjMh9PZ0Ll1Cd26o2YVvSLhrt3HeaL193KBz/5BbbsGhBkE4K0JBQ1YWG2rB5t+zIvxM7ZPNhqJF+aqrGFwyOCvCYami2oUYGxPpBzlgfHEGWnvoFm26qmk5UsDMZGHJa1nbBP8MTEbpM/+ed8YzG9HkcKsqa3xdRKwmzfjUTJF6+7mX+85BtcdtsWdlcQyYpuNqErSnstGqJinU2BxYmxjlOdeVuC+WemM5jgD8ziRGR7EizICd6ooZuXxEVFT6xw5S3bOPfTF3H5zVsJDq0SZZXdQl+ZSk5lvGdNcdbJP977xS7aeVlNPGwJs4pEVfTUhO8le/jDv/oHLt18N4sHFL1C41vLmHmrh0BOe+loW2XfzIrRpmNEoGqSUWu8R1U9sxtLhtNeEJWN90YziYZYP+r5avz2uGKsuZamMnb7gdx4qds5RDetCQrjiX26ibHzMfx+X6sakmFLkJUsjRpu6Czx6X+5hk9ccjnb90mCwdgsVLsCmA3BaSfGLg1b/EGJd7gkUS1JDkFW0SsaYlXROTxi+705UVETFvWs8UFUNHTTiQ1WDYGwbIBjcjgcjo2Mbwf9yFbF7hzDtdsiXvv23+cFL3sjX77+Vvp5bbwKN8D3dTgcJ59wJhw1cyLsnHCkamJR08srdq5ovnr9LTzycb/Ic19xFlffvY3loamuCVR9yjWMmm/YFeTYClUjxi6vNHzlO7fz8t8+m//0n5/M5s4SS0NNf9gQZDULg7Hx8jti2/n6qth5z91m1pzWE6vsqRqWx9jzVhIXmPdYL8RaC4n1mMrcmiBviIctUdHgi5Ikr9ldtuypW1PtdJpNBOfP0bFfM1fxbSvRZluvlRHrQ1GR5DXdQwWvf/vZPOuFL+PvLvgyeyvoqQpflHa8bQgL6GQVnm3sFdpGmk6MdZzKHCUayrVGXqa4StMftuxYgZ2rsLSi2ToYEqxqOnKFUK6wsPsg53zwb/m5//pM/vofLyA6tEKcGbsXX5RE8tQTY33blCsuWtPXJp3QUxVbdx/mU5d8kx9/9GP58098jtuS3SwPG4K0xBPlrOHi+vPazSq7W7idnePIvrcnjA3Q0qhhx7glKWoWD41YPLxCPNR294MpcvOVba4pjhZjjxzT57ywszHLw4YDumGpMNWxkdR4g5JoCGHBXGPP04gHsDPFE5Vtilzjp2N2TRrOveASnvzCl/OMl7+BrbsPs5Rrenlzv4U0joeG006MXfPKMObUUVbRLzTdgzkXXvUdfus9f8aZr30zH/mn87k5WCaWE0IxtgHarg7lrTXIPg0DgcPhcHyfhMpOvIXp5LxrDF/edBsveM2beeHrfpvbwp3sKBoSJ8Y6HA7LscXY+UZDxi+1Jyd092d86kvf4Kce9wv89jnv59YgYeewxBusmiZFtvnqyT6mB8oRk1SF9f40nah7ecVnv3Elz3vNm3nGi17Jnb399IuaWNYEmbXVytt1k9Vj2zwYKkJZEcgJ2++VfHvLApvj3SwcLIhUTZw3BMJ0xl6/TXLteqwx7XQd2ly7V7QkqmLL7kPcsBCxaXvA9v1y1pjlZJ/rh+6aHumDbO7h6TVYZ7+hWuK8NU0vs5pY1bb5Vkl/WHNzuMSvvvqNvOAVr+crmzazv4JYTIwYO91mPTQVzZ5Ye/9ji7GN84t1nFKEqiEu2iObdklTLdtfaYlExS3BLjZtDblr+QBhXtKRK/hylX5RcUe0i5ee9Tv84i//Gp+66FL6oiKRFYE0QlYgTTf6U8emYO45FjV+VpKIit2rDXf0dvL+v/80P/LTj+Pj53+FrbsPszxsiDIr2h3DFiWQ2hxzbu0Pph690vR9mFbnbw53cf32mO/199PLTY7fH7WEsqYzmJi/mTb4UvPf9ejFVd/qMomqCdMV7lzazze/eyd3LR3AH6wSiYogM8J4V0z9008jjrMj5ejXaQJZ2YZtJbsnDe//5Gf4L885k1f97rtZlgU9MSJMx6fV+LuROe3EWE+YbT6RqgnSCcHhFXatNNy0EPN77/8Ij3rsE/jXP/YonvycX+XCy64lGQzpiTGxqIitN6KvNH4+nRyc/GNyOByOjYR/FCY59NMJsSrZW8LfnP9lnvnS1/GGd70X/4Bkh6pJ1nnZORyO05P5LXmmMZHxL/XyBs9aD/hyQphN2DWsuCvZyZ9//DP81GP+Kx/+xOfZuryXncOKIB3jy9JYUJ0y+dqR4vOsUlJpEqmJ5YS//sKXeNqLXskbzn4v23cP6KmSMJsQipp42NjK2vUTt3nRz/oCypogGxOrkq17U867chNveMcf8L6//RRX3b3IjpEmTCdEojLbfmdC3pqI6K8jkI0RMqT526W8wT9U8Pmvf5vX/49386Z3nsMN20K8Qyun1WRwTYidryhu7Dk7klC1RKq1jdTM/CNWtmnXqOaLm27hmS95Fa9++7u4uROxa1QRZXbrqTSNiANlt/LOXXNzDafWQtPqZlvJvAHOkcPxQAlVM9vxYKo7NV5WkgxbNod7+eDHP8+b3vVHfOTT/8yOcUOYrxKpMYlc5dq7Ojz+6c/njFecxZeu/A47hppYlXiyxJNmJ5dpklSfQs267YJKVhFkE9u0q+aGbV3+x/s+xE/9lydx/mXX4d8rWcprYlEZ/9h1MXgmzkq7YKRsU0exVpmfqIrbk338z7/4W173jvdy7nlfZSnXxLIilhWRMsK2aRJmY9267+pbzG5jbYo1spLlQnOz1+f9f/8ZXnrW2/jERV/ntni3EXuzyjbsXP9+pwHHswdax1SMDbIJ/aGmc6/kd9//l/zC817I+//+0+wZjullQ8J09bQafzcyp50Yu+ZbUhGJCeHhFfatNlx56xZe/9Z38q9/+Mf5Vz/0CH70UT/Dp87/Cr2DOctyTF+WxKrClxVdWdPNNV7uxFiHw+GY55jbVkWJn5WEoiRRJXvHDb/3Fx/jv73oVbzz/R+ln47oZ2NiWTkx1uFwHOFvGcmGUJnt+r4VYz1Z4YsJYTZm/1izebvPu/74Qzzi0Y/lC1+9nMXdh1jOK2JZGo/SU0aMNd2wZ2Ks/X0oNYnS9POGYDDifX/7v3nCs17A+/7mk4QHJT01JkhXiWRNb8U0pj3C43X+/W3js1kzp2yVflFye383v/+Rc3nETz+GM171Ri688nr2rNYEh0amIGG2WHasKts5spooq4mFJsomLKmKxb0D3vPhj/FDP/HvedTP/DyXb74D72BxWk0GjyvGzqrDjq5cjqw1QaxMVWySVyyNKv7qn7/EU371N/jtc/6ErTsOsCTHROmYWNSme3zW4EtMVfW694umDe/uw//X4TgVmPmS5qaxXTed0Bu1fH3zPZzxijfxk//x8bz6re9k91jTH03oFWP8w4qvXreZH/l3j+F1b/89rrh1CztWNKEa0xGrs0Uss4PWxrxTpArTLGKahZtwMGJHPuGbN9/Oi896K4992rO4bPMdJKkpMuvZnWrrG/pN/Xd9qekK03yxN4JYasKsJFEVcTbmqjs7PPHpZ/BDj/453nLO++nLijibEA4mxse9MOOMJ+u18ehY31mYithQTIizMTuLim/cdBvPedlr+X9+9JG8808/zKZtActDs7gXF5roFGjIecI5Rqw+1nxr6s8eyYrl1Zabun1e8zt/wC+d+et87uuXs7uYsCRWzOLdaTT+bmROvBh73GR37uaRx38oA7m2feboB61ex31/l2N2nRs2dKXxhElUxZKq2DtquN1b4pw//yse/XP/lUc88j/ynBe+jK9fcxM70hUjFIgSP13FlxVerunkmkVbJXu8z/t+AsUPElTCGcdfLXkgn/t/vdJ0n4PU2vVa/1kPxg3tcJyy2Fjygz8b9ez95ldKH6pn7ghfvOnPoiIptFnZTldZkhWve8d7ePqLXsUH/u4z7BnWJKnZhjQf/41H3tHVsvPHcmT8O/LYj3V+HQ7HxufIZkNm23Z4lBg7JsxW2buq+fYtd/D6t53NI3/657n+e9uJ7lX0xJhEVURFbZoaHafCaRYr1sWI4+Vl9x1L62P+fJ9/M+0Irhr8fNqwa02MDYUmkjVJXrGj0Gzfc5iz//QveOLTn8t5l1/LrtEKPbVqt3LW1h7Afv5xGmWFUtut7zVhNmZ5VLJl117+5OP/m8c89Zd56x++n2/fvpVdw5peOibJJjOh72jR0HjQhtOKW6EJM1OB2c81SbpKcK/irz97Pr/w7Bfw7F9/JTduCwgHD15lbLhB4v0RebXSa5WosrbjYzMTZOctCqbVYrHSViwpCeXEirElZ3/4Yzzp+S/i3R/6KOG9kh15TZiWpnJsakugmFUqHyXAH+H7e/z7ZCOeU8epwfqYd8w5ptIcdz4vjv1+M7FwLp57WUU3LfFFyV4N37xlKy8963d56nNeyAfP/Ud2rlSEYkh/OME7KPnnb1zJv/o3P84fvP+j3NSJWVqp6YoVFrNV08Q7t03vMjsGCf2AK2TXH+fxxpejz8P9IB6YVhCJml7REBwasns04YtXXssTn3Mmz37pa7jNj9lZjInSEYkwRWaxPDrHDlVLVBirm25qK4+F2VEci5I4m3DzYp9nv+R1POl5L+FDn/w/7MhrosGYXlYTZRVBVhrLBGWsHafxL5z7vFCa+BZlFZEYk6Sr7BrWXHv3Am9413v49098Gud+/mLuWtrLUlERpmOSQpsdAKdIxbIv6xMTO+35mz4v03N4tGe70bhiVbM0qrni9m38xlv+B7/84lfw1es3s3s4oS9WiLJVa080d93l0VrWEfevOPJ1J/vcPlw44WJsPGrpZBO6WUlUNASqJM4nxPmYqJjg5xMWslW2pWO6haY7hI5s6YgWLzOG2T2pSdKKvmxJpobzsiJSY0K5gq9W8OSYrqrp5tBR0BFmBTjMrf+VKOmpmp4yiaGXmcqKaNTQlSV+VtGTLUuiJTg4Jk4n3Oz3+dTXv8X7PvFpvnrLXWw7IIlUQ3dgApMnGzsRMN0Ze6PWbsPSRKmmJ7T5zlltkJokb4nltMtjgy8avEzjZZpYtkRZQywaesr+XNiOwaIxKz+ZadgQ2soQX0I3A9/+HImWvqhZliX9bEySliRSExawKGCh0CwOGzrWQDuQLckQItmSZC190RKmGi9vWCw0i0NNt9B0ZEVX1XjKelfJljAz5t2+qvGziijTJCkEh1uirCWU0FXQLcDLNZ4qCdSYWK6SZGOWippIVXRExYLUdApcZbHjYcValcucB5OoZl2yY9sJORA1UW4bdEizpTQatXiqYTHTeArTgTQ3E/JQQSQMXtbSFS1d1eIVptNpKI3fVSxK/HRsTPNHLYtFw2LREIxaFtKarvWA8lVtY3SLn7d40nY1LTCx2AofgdR005Iwq4lz8z080dIVDVFhYq6fNoRpQyIgTO1W1bwlyiFRJr5EmaYnGvpCs5SV7M00Z7zwNbzwN97AeV+5nD2rmm42YlFO8JTpgNuXE3ZkY/qHV+inJbEwPlHdHBaliYGxauiJkh2qopeNCdNVfFXir8A21dItWrrWXzIemco60+DBnP9pcxSHw7HxCIuGILcNANOKftGSFOCrBk/Ypi2DCbuGDRdedj0veNVbeOzTnsedS/vNhK1oCAqzAN9Na8K0Jsk0cabxhYnV3bxlUTV08oZwpaWrjFCVSG1zOU2caoJMm9hZwD0ZdIbQKUz+6UnjieeJikCOiYuKqNB0xCrBsKVbNCzmrcmNCuiIxvyNbVrSPTQ2Y4EyuVi3aNialXTylnCIGSuykl42YmdR8p1OyJt//7086Xm/xpe/u4VwNCEozKQpVg3RoKSXasK0JhAmh/OFicmhbAhSM2HfudIaAc/mjcFgwi3hXr5w2Y1s2r5E9+AKsaiJ0sr81wqGvjQdsj3Z0LXb4OMcloct0aA0VU7TLfB5iS8n9LKSO6O9fPOmu7n01nvopqu2E7e+T7/SaeXbvK/htOHM9DXG49DaWAiTZ/dGppt4JGrirCZOK3M904rAdlpP8tbm5Ob8+KLFS835iaU5X+Zea/DsHKMr7HhtG6QZoabGT2u6WY2fm87gob1PFwc1i6nNve2YGKWa4NCYRDX4sqQrJ/h5RVjU+Ko0Pr12a3A0NLm0J1fwsoJEDjkwGvPyN7yFp5/xq5z72c+xb1UTyJLtacV20bCQQ9fu3ItEZSpmszF9VdEftsbCIG8ICujKhoW0NMc0bAkKMx/rpkd6RQayZmnUmm3NorIC8fEaubmGYA8Hps/e+kWsblrOVU6a623u97Vr7gtt7vu8xR9CJ29ZEA0dBUEBnqrx85pk1ODLMaGa4KkJXl4RDlsSBd6hBj81iz2egsXZ/LKZCVOxqgjnqs0D1RJL6NxbcuktXb503V18N9pPb6Wlm62yNKy4Z+cBPvZPF/Cv/s0jOPdzF3HnrnuJVjSLqmRRVQSFyXVjAYkEX0CsIBSVqQyV9czvOpwJYBpPtXSFZlE2LMqWjoJwCItZhZ9rohXMeCAqfKEJRUuYQSggGZl42lE13dycmyA3RQax1MRZTXi4pKcgFi2BsHFJasIh+Lnxh/ZVzdJqS5BWJGnFrqzkny+5nCf+9zP4zbP/iDt6O1ka1XjZBG9QkqQ1fWHOdyBbGwuNvuDnZjzsiJIohyiHrvUkj4oW73DJV27cwjduXeS2pQGhNLGtJ42Xb0eWRKN2Fhc6qmYxr/HzhkS1xKIllC3+dPFxoElES19B5+AKmxaWuOCKm7ijf9DsSh42dPKacDhtaNnMUdv5lingmC46RdOCDmuxY/QVTTDdbWNjtSetxmOreIMcs/irzLmNhi1dKyxPxcmkaPHSCZHQZn5UmOvflWauERYtvqxZHKzSWzGe7559XoIcPNXaOV5zRIFikrcEwljNmO+GnZO1RKohSCuitKGvrO6SGe3FH4KnGjqZmQcu55p7y5YvXX4dZ7z4NbzkFW/G25GynJX0REUgjOVDVNj7JdP0Mk0v1fRkQzwEP9csihJPVSSjFv/whCSrWVItPWm+S1fV+PnawmKo1saNKNdEeTNrrHef8WadqHyy499DyYNgU2A6ssa2852flQRygifG+Dbh6MoSr9AsyopFUeGpxnSLlRo/qwjS0m5xaolES5i1ZpVdVSRFRZibLnFh0eDn0JUmcIQ5JihnqwTZCoFYJRATTHVAaxPHkq40vrE9BXEKS1KTZBP8wzlbDxzkezv3snh4aE28zQMbKmaNCXxV0UlXWRys0s2NwOHlJun3hWl2MK3omlZ2TBPi0D542w9P8FRDV9YsZBMWxYTAPri+HQS9rCJSjSn1Vw3dTNPJapNA2UEyyVsSWRNnprw/EZURn4VJtLxC4+XaTEaykli1dNMKL9NEWUNfNCSyJSwaFlW1NjiK0g521r9KNsR5y6Io8YuaIK/x04okgyUFPQGhFWkWRU1X1QSFJlDGsy0WFT2lie0g3ZWaYIhrGuB4GLL+nl5bxTxy1bGeraB30nI2GIe5WZH2UrNo5NttUnGOmThKM9HxZGMbCzRmG64siVRJkJmfQ1Xj2URqMTPxZn0DEWOsb8TXrmzM4ks+7VJq/JnCrDILPFlFJBoiaSa8JpExgnKkGvysJrKJdjdv6MjadGJVjfWcsrEsG3NLZ5lfesYLeNUb3843b7yVvXVDNx/jF9OJeU0sJ/TUmJ4sTXWVFRR8CZ20pTMwnxnLilhMiOSYUE4IVIWnNF3Z4uXm+ILcNvCxk4rpKvV84weHw7Gx8HMTw3y7XTRRdtvjdKKSG1/SJB1z7ucu5mkveBkvfOPbWNyX4mcrdNIVAlUR5XZCa4XFKKvo5S3dQWlinV0U69p46tsFtFhpQrsQFE5R2k6kTLz0pInhYa6Jhw2+mFhbhJpoqImGdhHfVvQuphMTF+cEReNNaPKj2P5/R1T4RUtH1Xh5RZSXRGLIvonmK9feyEvf9Dae89LXcou/y3rplabT9Nz7RFa08JQmKIzYG9rf+bImzNftNlM1YV6x/aCim41N85aiJRw2RmiURgDoppVtiDbtn2CaxgSDCUlqKmIDO9YsqgmeLEmyimQwJjw0opuO8ESJt2532f1TH9VBPVTaTvRsxbStNo0KK46LkjiviXONl07wM/O5nqpNbly0dFSDV7QEha28lhXd1BSVBMpOtEVDkE3HszWBys9qW7FmxMtwCIuDyVrn8Eyb6jBR42caX0xz6ukEviEYGjxlFhCivLWYOYJXNPgjTTCsCOWYzu5DPP0FL+HMV76Oz3/tUvasaiJV0ZUN3bylkzd0rC9somr6qqQnJkTZxOQUygjKHaHpZmZhMrb3vSdrcy6zI0VvX1R2Pnd0E7ejnlvXEOyUZy1XWhO6posi00XsyDbqm/7sZ9Mmf6YIIS7MXNg8b2YhyzxjduFJ1qaKT5aEeYWfVybeKz3TAMKsMfPnoqWjNF2lbd8XbRcFTK7rS9PYKcwhlqYwoHNghc69QyJZWY/xkuVRzfX3eLz9Dz/A//tTP81537yazkFBPKrwVcni4RUipenlLbEwYlNgxcVA1kSqmeHb8+BLTTcrjaAqajsmmLEhKox454mKrpjQySZ4ojTnZs6axJwLTVBowqImyCuTx9uFj0iYxcRIGgHTy6aioYlXnaykI0qzqDOsCPMJO4Y1izsP8tF/+Cw/90vP5E//4dNs2Xcv0WhMR64QDWuWR61pmCUrAqureLIkzDVhoY3WMtUzpveDqulmFYlq6R4csXBwRFdUpphsYAq1Qhv/u7I0NmXSXF+/qAhURU9o4tQ0nPRlY69bayqRpYmZ3uFVOvtzosx4vi/mNQuywrN6RHTcGGN9fu09HKuGxC6cBVlNJBsTl7OaUGh739pdA6IiFBVdUbI4mJjFhtzeszOPdBMPQ1HhD1ZnFj6RMvYJ/rTpmx1/AlESFVbXEZogN4sXYTH19LYe+OnEzmcqO4abYkJfmPvIjN3TJvQabzAxwnIB/rBlMdd0igav0AR5Rawm7B1rPvrpf+apZ7yE17z93fTTCUlRG22m0AS5uXd7qpkVE8ZpTSxNoc+irOjmmq6q6KRjerkpPExSs8AZZqawpysqI1ZLTVwYMXZa+DKdb83HkpMd3zYaJ16MzWynPZu8+Jm2gWhtdTXOG+KiIc5rQjkhFGOSvLYJkyHKp1tqIJIQZpogq2x1mUmSE9WSSIgy89+eas2NkpfEakxUjAnyMVFhFP1AabpibAKOaghFQ5hCXzXE6YRYrLA0WmXnakWvMMm4n01XWzSBrPCyMZEaszQyW+T8vMQvKvxhTTA0N3ayggliVoCYTh58acQQz4qe0aghHDV4eUlHjk3inpf0R5o4r/HSibmBC209xEyVSJQ3hMqchyQ3lXahMBOOMG9m5zvKNaEsSVRNTxnRIpGaTjoxlWJ5QyLsBEXVhNPmAKokzoyPTJS3M7EoyDULsiQYNcSjhljV9LKaJVGxJDX9qXCcmyDsWTsKUxXYEGYmuMSqdQKI4/TBTt4CtWZYPxuUsumkv6ZXaJZHLcujhqWiJk7H9MSEpbxmadiQjNqZeBopTHxNS2IrxgaqJC4q+kXFclGzJEuWVEU/r0jyiv5qSzzUBNJs5TJJnFmlDgszKZxWVgXWS2qpqNk10vRlaatrShLbACRRDbGq6BWmu3ckSuP5mtcENpn0VWn+m5vqn7Co8NMRF115E098+vP5rbP/kOvv6bCzalhUq6ZxgrTihKoI1YRA2goE2TDdDjs9/lg1LI00iU08kryiX2iWClON69vJc2irYKfi63z8cbHI4diYGLHOJPOxbIiFthUjdqGnqOkNG7x7FX/0v/6eJ/zy8/m9D/wl0SHJ8nBCL5/Qzyt6csKOXLM8bEwuJEzHZn8wIcoqYtkQiRY/1aZSZyZM1oSqpD9qTHweanYMa3qipC+12X2VmzwskKUVJ9ZsuJKiIZnmXqqil9f084qloiGWJv77wgqzoiHJKnrphH5mP3ME4VATFBVxPqanhhyqNP944Rf5tVe/gde87V1EBwp66YQkq4gzMynsFdoULigjckRDTVTUpuFZXhHlFYGcEMgJUW5itidLumJicrtRjaeMJVcwbAlGrREFbS4cSW1yz7whHrZEw5ZIafqyYkfeEIrKiCy5ppOba5gITV9oetIs5k9Flwcixs5P4JKinU20IyvKdAcT4lzTGzUkw5oor4hzM37ENqfurzRW5DBVPN28pqNq/CFWkDXfKSw08cicv1gZj/OlvGZ52LBUaPq5mbD7aTkTA3xr35DkLZGqiWRFmI1JZMmOYcNyXtOzIuY0B4gKI7iGuSbI7TkRNUluCiR60uyq66amUrBrxaogHXPjtpDH//df4ZVvfQdf3XQzu1c1fjY2xRxzfpeRnBBlYxI5RldekAAAIABJREFUIVEmpw9kbRZ7pSZQNf2hZjmvWVYVPVnSUxX9oqFfaGsbtDb57wwm9jqs5TJHbsn+/qzkHBuT+efteGJsKLV9/sz93lNmUbynKvq5ycF2jqBvY2R/2Jiq7Gxi57DNWvGRtItEdv4aCE2UVuwctiwXrY1nNWFeEucViSzpy5LlXJut9rImKsxz1M0qW6Rkdtn2bH7tyxJPrLK8UvP1m27lzNe9mUc/4cl844ZbzY6DFRPfE2Hi7w7VsKwaEmEbUU1tPJSpxJzaiMwKLERFL7cxvmjo29hvNImpJYyJS72h2e3rq9qK0kaMM6LnxGzXn8aekaY3bIhye12Uyden3qCh0mYnR1HTH2mSYU0oxoRihX2rmrvCZf7wz8/lcU9+Fud9+3oWDimiUWWq8WVJP2+JM7tzL6+NFqPMzmLzHSb0VUWSGWuCJK+J8ppuaoq/lnJNZGN8kNv3yWyMFCVeOmZ5xcSZpKhIipKlomKHrNghalNAJmuzmKm0uZa2AViS2/mLnVd085rFbEJcNLNd0+H0Gszy+ukuZD2rgI1UYzUI6wGcVSSyZinXLBcNfVXTl5WZb6mSncOGXmGqrgNbxTxtIBrKdq2RmazYtVLRl6UtGqno5zWxmNDPzX0fS7M7Y/oM+Xbx1+w6MLlHLGti+x7LuTbzNlXRk/b8ZMZyIFJmUTYuKuKiwktXzbM3bImGmoVsjJdPd6OsEskVdhRjzv7QR3nai17OOz74UfpDbXUrU30dWs2tpxp6ojE7gYSZB3ZESUdVdHOzIOyrkqUhLOdmR3Zf1Czl5vsnhYkH62P/fOxYH1uOx3Rx+mTHwYeSEy7GmnJwfYSv1LSyNBIN4aCksz/n5k6fq27fxteuu5kLvnUVF1x2DV+98btcu7XDHcv76KYjksKIurGaW5VOK/xDq1x7d8QlV9/Gv1x/F3f4+9mZ1XR3C27p9rni9i1cfO2NnH/N9Vy06Tt863tb+G5vF4FYIVJj2+VP000b/EFDrDT37Brw7e9t5bzLvs2F376Wm7we3uERoazoDMbGUyUbEwyGBIcl23fv55q7F7jk2pu46MpNXHzVd/jKjbdz9ZaAO3YeNKLtdIvdtCJNTleXx3QP5dzk9bns1i1ccu3NXHTF9Xzxyhv4xnduZbMXsX3fYQLb6W664hAVDX62wtX3BHzx2ps47/LruPz2bWzfL0mGLX7R2moNs5rVUyVblvZxxea7+NIVN3Dpd+5g2+7UVDwMa8JhTShKwnRCv6jZtifl6jsWufBb13HxFTeyaSFh8fCQsKhZzMamonikWRiMuK2/j6vvWuRr197CRd+6hi9efh2X3nAbN2zz2br7MEFm/NnMYGHuAT81VXW9HLM9a1CeMp4vDscDIZyZys8NONYDcOoD6M26UJvV5ljW9FXFPbsPcv1Wj69/51a+eNUmLr7iOr54xXVceuOtbNrmccfOg/i20t9UeWnCtCKRDaE0E2xvMOR7/d18+7YtfO3q73DJFdfz5atu5Js3387moI93OCeSpnLWLJiYhDAeNkR5zZY9GRdffQub/SX8gwpvf8qN2zqc980rufTmO7hnxwH8eyWbtoZccPkmLrjsOi687FouvPxaLrj8Os6/7FrOu/xazr/iei64chMXXHkDn/vW1WzyErYeSInzMf4hycc+eyFPePrz+Z8f+mvu7O2mv1qzKIYmbsqarXsll9/lcf7VN3NDd5lt+3MbK0xX9aUV6B4ecUu0m8tuv5svXnMT519xPRdfeSNXfHcLdye7CQ+tEA5Md/Gp2f/6JgXzVVZuS6XDsbGYijyRmlo52YVxZapm/XzC0ormnl338rt//EGe8N+fzSfOu4ilTLG49wCbtnb4l02bufBbV3Px5f8/e28ZXeW9p/2fCgVKWwpFSnAPwd3d3aFosUKLFCi0SAsUKO7S4K4tFIdAcAuE+HbPjtuWe7smn+fFvaE9Z2b+/1kz88yceRYvrrXyJlnJvnP/5Ppecps/Hr3ksTIVaZ4DjdWP2hL8M1bKUigqcyyi2lIuiC4spd1LfFYBUYlSLj56xrmouxz5/TonL9/m9I27XH76kieqVORmjyg4CBGUkgI3D2RpnIt+TrwuG12+gyR9FjefxXHySjRXnibywpAXOuMFkYciV3RmN6o8O3HGHK6/TOHM3WccuRbNoT+uc+zyVW49ecZXCxbRqe9AvvnhJzKcQZQFLrRWP3GpBVx+lsjhq3c4evU2h69EcfhqFEeu3eHw1SgOXLrBoStRHL4SxaErURy7cY9XqTmoBZEAeKzO4NCNh0Qla4nPFpBb/X+qaEOWd60QQG328EKbwYXHcRyLesSBq9EcuXaPy49iidVmIclzIHu9x9iDqJyFxKVZuPpUwtm7scRl25HZgiGn2Z/P+/WF+t8akIk5t8E3CqbXUAkBlGYP8Wm53EmQcPbOQ45fv8PRq1Ecu36Hc3efEhUv41V6HnKzV7w0hhTXr4khUcXkRZrv5KUhm6vP4zh96z6HL93kyOWbXHjwjCdyLbIcCxpzaDAZihqShYjhlBw7Fx/HcSMmieS0XDQFNhIMmdx4GsfxS1HcfCUjMduKNN/BrUQFR67f48CVKA5cvsX+P25y4OItjl2O5vgf0Ry/GM2xP6I5eOkOR2/c50aCjKQcC/I8gXM371ItojmTvl3CzVcpGL1BkvMdyMwiiZOcY+VOopJDV6O4nSAnOdsiDkotAVT2IlR2UApBpPkOXmhT+eP+E85cv82Jq1GcunGXy49eEqM2Is0RUFlEQYfyLySrKCwpehPJJBP+tI0rQqTTmxiDf4J15C3+A2vvP5Cxf30/pWY/KqEQSa6Du8kafrv/glf6bHRWN/JcgSdyPZcex3Lm1kOOXr7NuTtPuJekRJJlQW5yiYSV8FpN/qezVW4tQmEpQm0pQmcJoClwEqNN49rLBE5F3+fw9VscuxbFsctRnLv5gKiYFOIN+ShNPjTOQhR20bWqdRRy85WCi48SuJ9iQGH2orD5kJgd6N0+Dl69ToOO3WjZow93Y5NQ5Zh5oTRw7VEsZ2484OiFm5y99oDbLyQkpOYjs7pROIPIbMGQlV2MG1QJRaIDweJHY/WjF3wo8u3EqIxcj0ngzO2HHLsWzdGrdzh67R6n7zzlRqwEWb4NucktEsS2ADLBj9zi4fcHsUTFSpFkmNDkO7mXoubM3cecvv+M21IdUsEvDsdswZBCMoBG8JOSY+ORXMvlpy85deseRy7dZP9vl/kj+gEHT/7O2ElfU79pRx4kqZCbXGgchSTnu4iWGDh85T6HL0Zz+FL0353pj1+K4uilmxy7fJPjV29z+I9b3IhJIinTjM4ZJCVX4I9Hrzh//yVPdFmi69niQW0LviFulWYPKrMbpUngfrKKs3efcPTabU5cu8OpK3e4FyslJd0UGhS9Fub5kJtdPFQaOB39hDtJSiR5dpQ2PzJBJHi1NjE6SGkKhLLJ/0LGvonSKXrztUicB5CbfGhsQZQmL5JsKzEqI9eexnH29gOOX4niyKUbnL4RzY3ncTxVGJDkWFGaPeJQSihEKYTOB2ZRvaoXAmjMVu4lyPnt7hNOXLvDsStRHL18i6iXScQZclAUuFFbg29U1IrXanJLAIXZy61XCm6+SCFWm4nB4iVGlcb56KecuvmAO/FyNGYP8al5nLv7nENXbnPo6i0OXL7BkWu3OXjpJkcv3+HElbscuXSHfZdusf/KbX57/IKnmlR0VjeafBujps+hw8BRrNpzCL2rEKnVIwplrGJpWlKmmeM3n/D7/TieqbNRhcQ2MqtPjJu0+ZEJXhJyrETFKzl75xnHrt7j+JW7nLn1iKhYKUnpBaitogtFYvK8ieET1cB+USj47yFhrX/tCvifXwf/u/B/ocBLbHETbal/htGrhCKUJj+x2hxOX3/I/GVr6DlwJHUaNadsWFU+Lh9GRMu2DJ0wlZ93RnLjRQJqiwu1EERmFskLtaMIja2QWH0uM75fTY3GHWjSpjd7D/6GKjWHizfuMXfJStr2GcBndepRIqwylSIa0mXocJZs3MzDZBmqfAFFgQuZ2YdMKCQp30+qp4hLT+MY9dUcipf/nE+qVGfV7v28NGSgdwWRW33onIWozC5UBQ7uJshYt/cQg7+YQu36jfm8Uk2qVA+nceuujJw8m21HfydGm4XSFiAx301KSG2gFAKozB4SU3M4e/UeXy9cTvvOfaleoyEVP69JxbBaNGvXmenzF3PowlVidRnoQ9OG5Dw3SouXF7p0vl6+ms/rRVCiQhgDJ0zj8rN4DF5IsgRIMomKEY09gNHh48zVKLr1G8bH5arSvFNvLtx7TnK+DYnNS7LFjcTkQmXxkeEp4uLd54yZNpcyYXUoX70Bizft4pHGgM4rbnJyqxeFxcn1mERWbo9k4NjJRLRoT7nK1fmsUjUimrdh7NSZ7Dp2nufqDNRWH0prkKR8fyhCQix4UFoK32xg/9MvwFu8xX8llIKoGlL8m2RsoZgpFFLEqoUAsjwnjyQ6Nh8+xYhp39C4U3dqNG1BlYjGVAlvTKP2XRk5bTZbj53jmToDSZ4duckjHgis4oRYYwuSkmvj+sskVu6IpMvgUdRv2Z7K9RoRVq8RjTt0Y8biH7n8+BWyXBtae1C0hoVsKnLBT3KenQsPXlC5URs2HzxJ9KsUjv5xncGTp1GyUlX6jf+SS4+e8lKtY/EvWylfuxFhdZtQuW5jwuo0JKxuQ6qGN6FqvaaE1W5ExZoRfFYjnOIVqrJ67yGeqVIx2n3IM/KZ8/0qajdsw6pNe9Dk2dE6fMhCwzJZgZPTt58ydMoc6rftxeZD53iuzhRb0a3iRDfJ5OT3Z/EsXL+DdgOGU6NxG8LqNqFq/WZ06jOU5Rt28DhFi6LAJU6mraLiSGMXp9Fya/CNBfP1tPqvWb9v8RZv8T+P18MtlSUoKmHMIZuovUhUQVnd6FwB7icrGTd9Ns3bdebSvftIjGnsOHaCYVNn0Kh9V6qGN6V89XBa9OjP4g3biU6QY7AHMNhE5ZU4bPf/mfFv8aEwu5Hm2XiuTWPP2YuMn7uAlj37UrNJS6qGNyKsTgOqNmhIhwGDWLEzErXVj9TkJ6kggNpVyKv0bFbsPELL7oM5fy2aRLmOyKOn6dJ/KKUrVmfcN4u49CwBnTNIUoEHmdUvOiLybdxLkLEh8hiDJ8ykUfueVI9oSVjtCCpUq0mHHr2pUi+cxh068dO2nWQFi1AK4vnwzJ1njPpqPhXqNKZqeHNqNWpJlfqNqVizPtUaNKVyvUZUqd+YCjXrU6ZKbWo1bcuF24/Q5dkwmFwcuXCLivWbs3LnIWK1maTagyjyvcjyPeishRisPtR5Avfjpfy4dQ+dh46heov2lK0dQYU6jWjRbSCrdxzgqUKPSnAjMbuQCV5S/UWcuxfD8GkL6DLiS57oc8RCtX8oWvy3iFiVXbTsv1YkKa0hxZHZg9LkRm3x8CBZw/YjZ5jw9be06tqbWo1bUq1BU8LqNaZR+x6MnTGPHcfOEaNIR5XvRWsRuylUBT7UBT5SbQGUOQLRLyVs2HuY7oNGUbtZW8rXaUC5OuFEdOzMN0t/4uqjZ6hyzOitXhQm35sLo85ZyP0UBb1HT2LIhOncevKcWIWSDZEH6DVsDGXDajBj0VLuJ0lINqYxb9VqajRrSeWGjajaqDFh9RtQuV4ENcIbU6teE2rVaUy1WhGUq1aH8rXDWbp5K6/0BpTZuWyP3E/FGnVYuGYLz3RZaF1BpPlOlCYnOsHFteexTPluKRUaNGXVnoM8VaWjMPlIzHYitYjxZym5Dq48TWDpxu107D+Aus1aULl+BNUbNaND38Es/mULdxNkqEJFP5I8FxpX6Dm8IWL/hDyk0BNzGn2hsre/b/5+i/9deBPFYfl7pZvU7EfnLOK5OoMfNuykTe/BnLn1AGlmDteevGDhmk207TeUWs3bUL5OA8LbdmbS3EWcvXkfveBBbfagCsVeyUMxg1IzyE1FqE1FaE1BlHl2rj2NY9m2nfSfPJmGXbsQ1qQxlRs2plqDZoQ378jA0VM5f/s5KdkiWSe3+VDZA+idfkbPWkCv0VPYePAMOpsfueBBbnOhdrjYdOwkFcMbMXr6TF7KlNx+FsuStZvp0n84tRu35fOaDandqA3DJ37FvnOXSMgtQGpzi2SoTXSpSS1BlNZClBaxtEqRZ0eRJ3Dl8Ut+3LKLgeMm06BdZ6o0bEFYg2ZUDG9K9ebt6D9hGjdjJSjNLpR2P3K7H7UjQLwxl04DRvPdio08jVfwNEHJrB9WUrlxG2p37MniHfuQ2/0oHYUkF4hljRqLB0lmPmejHjNrySra9xtE7WbNqRYRQcWaNWnUqhXNW7WjTr1GtOrQFXlGDhqzA53DxytjNjtO/k7NZu2oEt6UsPqNqRzekCrh4VSuU4eq9epRrX4EVeo2pFyNehSvUJXpi5YTFZ9Chr+Il4Z0eo3+kvYDR/PrpZso3QFSLE7kJidqkxudxYvO4iE5PZ8T1+8xecFSmvXoT+WGzalYtyEVajRg3PS5nL15H1mOBbXZidziQG1zE5+ey5p9R6jbrivLtu0l1piDUhDjLrUOsedHkedDWSDGqClCZ/o3ZGzoviUPEfxya1B0Vpt9pLoKSckw8/u9Z3y/bivdho6mTovWVIlozOf1GlCzaUs6DxrO3J/WcurWA5Iy8zG4gkgLPKGoCD8KkxdFvot4Qx7Hrt5m5vcraNNrIFUimoU+xyYMHDeFzQdP8UiiQ2sNlZlZ/aITwupHVuAh1VHIxHnLGPf1dxw6f5VYRSrLNu2kXtsu1GrVkQVrNqHOt3P1cRzdh40jrEFzPq/fmIp1GxJWvymV6zWhWp0m1KjdhGq1G1OxdkM+CqvFwPFTOXvjHtk2P0p9Ht36jqD7oLHsO3eFdE8RSosXSZ5DHGCm5rP/t5vUatWVfuO/4tDlaNFNIfiRmp2he5mLl8ZMDl2NYsL872nQsQdhES0IC29GjcatGT55JpFn/iBGk4ba5kVidqOwiZnn8lCEiMIW/FediW/2/r8Utr4lY/8rFm+bH4kQCqN3iLaolHwnKouHG8+T+GbJKirVacgnZSpSomRp3i9WknffK8a7731AseIfUrJUaSpUrk7nfoPYcfQ0KdlmUXYfsr2qBD/SXIF5K9ZRvX4zatVuxJo1m1m/fhsdOnbn47IV+KB0Gd4tXpJ3PizFeyU/pHipjyhfqTIdu/Xmj6j7KHOsInlh9iGxBEkPwLm7jxgwdgLvlChB8dJlWLZ5O8+1qRhcQeRmDyk5NowOP3/ce8rY6V9TukIYJUuV4YNipSj2XkmKvV+KYiU+5eNPwxg+5Ruuv0xC6wggN3tQ233ITHa0gofbr5KYu2wFlWrU5+NPK1C8+Mfi975Xivfe+5APSpXmo0/LUatBE76cs4BEXRZaiw+NJUCqPYgsO5+tB05QqXpt3in5ES269GTTodNoQ/kjEksh0gIvWoubbKefH9dspF54U955rxSVq4ez8Kf1JOXkoXB6kdg8KGxeFCYXRrufnYfO0LZzP94r9imlylZh+6nfiEnLRmH3orT50Ak+9pz8na79hlOmfBVKlCpNsQ8+5N333+eD4iUo8WEpPvy4NJ9VqsGsxT9xO1aK2hIQ88Wsr7PVQi+m4ENjF+MW/qdfgrd4i/8q/KmM/Qtek7GhspbXpV56ZyHSPIGTtx/RdsBwqjZpTbeho5n74yrW7trLuj2RLFm3gZFTZ9CwdQfCm7Tm6MWbqAosGBwB5KHsKaU1gCzXzoYDp2jbewiV6zZi6OSv+G7NBlbvimTpui2MmDiNT8pWplPfYRz87TqKfAcKwYPM6kFidqOxB0jMyOfXc5ep0aQtG/YcZObCJdRp0ZayterRut8glm/fwxO5GmlWPmduPeDnbZFs2HOYzZFH2Lj3IL/s2sfGPQfYtucQ23cfYvKMuZSuVIPazdpwLvoh0hwzqTYXUmM63QaMokHLzuw+epZ0mxdFnoDa4sLoDHDk8i16j5pItYiWbPj1GLHqdLQWFxqrC5XgQmX3sPbQcdr2G0zd5u0YOfVrVmzYyS/bf2XB0p/p3ncwFSpXo8/IcVx5EouiwInS4kNu9qGxF/2LVlOlregvl8u3ZOxbvMU/C8Q4qaBYIGgJhshYMVNPKniRWJykegs5cOka3YaOpH3vflx/8IhpCxbSskcveo/6gkWrN7Bt/1EWr1hP0w7dqRLelNEz5vJCk47a4kNqciOz+EIxLQGkZh9qq5/ENBOH/7hFp0EjqVA7go79BzNz8RJWbd/F2r2RrI/cR5eBA6nVtBnj5yxA5wiidhQhtYLGDQ8UGibMWUq3gaP49fBJvl++kpr1G1G1XkO6Dh7F5iNneaxMFwsdraKdNSkjn50nz9J10AjKVa1L18Fj+WbJz6zZFsn6HftY9vN6evQfzGefV6ZDz95EnvudnMIiZGYHCquXp+p0jl6NZtWOfazbeYB1O39l3c69rN/5Kxt2RrIt8jCrt+6ix4BhlAurwbAJU3khVZMheEjWZ7N+10E+/qwy24+eR5KRj0Hwosh1YrAXobP4UWSZ2X/6d3oMHk65mnUYPWMWyzZvZ+2e/XyzZAUNWnekXI16/LB+K08UOnR2Lwqzg1Snn62HT9N18Bj6jPmSF4Yc5ILvjTr1/+t/QBYqX5Fb/MhNXhQmr2ihtXhJdfhQm22cv/uUDgNHUatpG7oPHMGCZT+zbvse1u/Yy9I1Gxk5+SvqN2tPper1OPL7DaQZFlJtQTQmL6p8N6nWINJMM9sOn6FVt/6Uq1aH4ROnsXT9Nn7Zc4BFazfQd9w4KtSoQc/BQ9l36jyaPDsaQbQXS60BdK5Cbr1KpGHrLnwxZRaHz//OglWrKF+nHlUjmtF/7CR2nfyNWF06spwCTt2MYu3uX/l55y7W/xrJ5n0H2Lw3ko3bd7Nj1362bv+VGbO+5f0SpWnaqTtHLl3FaHOQpEtl3nffU7ZCVTbuO4EkTxSXpLqLyPYVcfnxc8ZMn0Wdxi34dvUGnimNyAtcou3XIeYiSvNcbDx8hk79h1EjvDGjp89kxaYtbNwTybfLVtCpz0BKV6zCwAnT+O3eU1Rmd6gc1Cueb/4NMvZPZax4LlEIb8nY/414PaR+nQ37VwJFYvIhNfsxeoqIjpcyZc53RDRvS4xcx887I2nToz8N23Vl0reL+WXPfn7esZcRU7+ifuv2tOrRj+j4ZFQFNrSC/02hklwQyVitAEYbvNLmseiX7dRv14067TrQZ8I4vl29irV7drMpch9zFi+nTcde1A5vyZFLt1GbBTROL1KrC5XNS6rdS8tOvejQdzh7z10iwxsgLseE2uXjVXoWi3/ZQFidcNZu382vR0/Rf8QXNGnflRkLlrBh10HWbd/PiIlfUbthKyJadmD/pask5ZqQ2/ykmP1IXxfYhuJudEKAZ4pUvvphBXVadaRe6w4MHDeJRavXsXr7XrYcOMaM75bRuH036jVpzc2YRBR5ApJ8GxKTA4XJybXHr2jVqS8Lf1jD7l9P0G/wWD4uE0bjTr2ZvPgnjt95HFKkOlDkuzEKAR4mKJm7bC0V6zQhvE0XRk+fw/INO1i/5xCrtu5l6uxFRDTtSOVqjRgzeS5Gqw+1xY9KCJKQ7eDyMxlr95xk7c5jrNt9jPV7jrJ+90E27znE1r2H2BF5hG8W/kDNhs34qHINdhw/TWJaNgaHlzvxEj6v15SuQ7/g5J37aL0+ksw2VFYPGrMbo83P4xQ1C1ZtpEL9prQfOIKZS1ewdu9+Vm3byZBxX1K5VgS9ho5l3/nLaK1uZCYbab4Aj+Rqvln+M2H1m7DtxHmkeSZ0rte8QRGKPC96oRCtIJLhCvNfYzX+dGOL+0eou8jsQ2Xxk5JlYd6qDTTs2JN6rTsyatoslm/cwsa9+1mzbRezFi2lc/+hlK5QhRHTvuHiwxfo7QHkBW7kBV40liDp7kLuJ8uZuvBHKlSrS4uufZjy7WJWb9/L+j0HmP/TGhq07ULNpu2YtvBHXmgyUdsCyK0+JGY3MosXjdWPLEtg4NjpTJi5gJWbdjN6yteUCatOeLsujJw1j4OXrpPu8PEkWcv2Q+dYs+MgG/cdY8vB46zbvZ91OyLZtO1Xdu46wKbNu2nWvjulq9Ri5vc/EqswkGX1EpOgolXbngyf8BVXn8aS5StEbnJidAWQZZnZceQs9Vp1pnmPARy7cgd5npVUpw95voA0x0ymx8ft+ERm/LCcivUb0rxnP2Yt+Ym1u/fx8/bdTP56HhVr1qNmoxYs/mUzzzRpGDyFyMzu0NnKKxKz9qJ/sZaICDnoLYVvSFhVCG/J2P8gZEJQzKGwB8VWRIsLtc1LmivAxXtPmTx7AVVq1ef9kp9QqXodho4ez/KVa9m6Yy/rN+9g4pTp1AtvSKmPS/NpufI0btmW7SdO8dKYhdLuRWJ2oLS4UZudfL92M7UaNKX0J+Vo17YT4eEN+bRsBeo2bMLIyZP5ZvH3TJ03n3Zde1CuQiXef784n5WpwJAR47h89ylKk4skk4skk4eMYBHn7z5gwOgv+FuxYhT/8GOWrt/ES62BVLcfhcWNRvDxQm1kyrxFVKhWh5KflCW8WStmL/6BdTt38cvuvSz8eR2jps9h/aFTxOjS0dp9yPId6Gwestx+bj57wcwFi6hauy7vlShFxRq1GPLFBJauXc+GPftYuXkHfUeMpXzlGnxQqjQ1wxsxdc4Cnkm0qPPdGKwB1PlObj6JJ6J5a4qV/Iga9Rsx78c1ZLgJPYdCMUPE5ECZlcewcRMp/3lV3nm3BJ+WrcTAERN4qtYjs7lItjqRCi6UVjdGm49FKzZQtWYjSpaqQOM2XbmTmILEbEUhOEnKLODA+Su079qPMp9VIaxyLXr1GcjyFavZsnsXP69bz7hJX1I3vCHvvFeSyjXqs/A9nv/cAAAgAElEQVSndTxIUpDmCYrZMaECN1koQ1IRmpr8T78Eb/EW/3ch5sWKFgxRLaKxFfJUncHavUdo23MAHQaNYvXuA1x+9JwYhZYEfQZJxkxeqXUcPH+BIeO/pH7ztvwW9RBVvoDO7kMpiCUxMpOHJZv30KL7ADr2G86mfUe4F59MjMZAnDGDWK2RG09iWbxyA+FN2zFi8kzO3XlAmtdPcoGAzOpC6/TzVKln5bZfadCyE8PGT6VTn0H0HTWOrcdOcfl5LI/UBlLyBJQmFynpJpKNGSQas4hPzSLOmElceibxxkxkaVkcOHWefiPHUadVe3af+52X6VmoHG7UdifRiRLqtelMlyFjOHXjDhkeP0qLgzR3kEMXr9F/zEQ69B3C6t0HiNVnojA50Aoe9IKb5LRs1kcepFW3XvQfNY5N+w5zL0lKnD6NpLQMXql0nLlynclffU35sBp8t3oD95NVaIVAqEhQJHNkr5XLQlGoMbXoX9ou//IMFW8tl2/xFv/9eF1wZQmgDrkAlNbX+X8eFIKHDF8Rq3fvo23vATRq15mxM2bRa+QY1uyJ5NqzGF6qdcRp00nQGIg8cY5eQ8YQ0bYr6w8cR5pnR+0IILeJdjyZ4EPrCPJQpmPJhp207TmI9r0Gs2rTbv6485BnUhXxhnTi0zOIT01j0py5tO3ZiwUr12JwiMSxxCxePG6+ktJ/7FT6DB3DoFFf0K3fQIZ8MYFjF69z6dErnqgySM4Vy2XUVh8JxjyWbthGp35D6dx/OKt2RHLp0QueK7UkGDJI0GcQI1ez7+QZWnbqysDR47hw+wHpDj9qswel2Ys0z0lCpom4tEwS0zJJTMsgMTWDpNQMUtIykGVmsWTDFpp370OXwSO4+OAZyjwL6U4/d+IlfLVkBR9Xq8ux69Gk5FjQ2ETrqNZRiMriYfPBE/QdNY7ug4ezed9h7scnEqvRk6BP52mKgv2nfqNOk9Z0GzqKAxeukOr0IjfZyPQGWbZhO+17DWbCNwtRFtjR2H0oBP+/m4xVWgOoBTGnV1HgRmVy8VyVyrajp2jdpTe9x0xi9Z6DXHoUwzOFlpS0dBJTM4jTpbLv/EX6jJ1I2VrhnLx+l5QcC1q7D5XVi0rwkZJr4/ute2jeZxCt+g5h65FT3IyJJ0ZpJDE1i3h9KndfveLbH5fTvH1HRk+ayuX7T0n3FiG1+Egx+5BbvFy8H0PdJm0YO2kawydOpvuw4QybOoNjl6O4EZPEC302kgIXMrOHuIx8ktIySExLJyE9g8S0LJJSM0nWp6MwZnL4zAW6DxpD1UZt2H7qAjH6TPQOHw9TVAwZP5XwFp04fPEWGsGP0uzFYPdx6fFzRk+bSad+g1jw8y/EqA0oTaJqWiX40TkKUZrc/LznMG37DqbnsDFs3neEe/ESEnWpSIyZxKm0/HYzirHTZ1OzYQu+XbmO+ykqDM4gMpNHtJf/JZvxT7x+ZoFQ3vvb3Nj/rXhNlvwjGfu6lEdq9pPuLeLSw2eMmTqLWhFN+XnrLlp068vYmfOIPPsHD5KVJKVlkpSawc2YWOb8uJK6rdrxzbKVxOnS0Qs+VBZRWS41B1FYilAW+Lh0/xVT5i2lekQLxn79LVtOnOJKTAxPlUqS09JRZWRy9vJ1Rk+YQZO23bj2PAGlxYHC5kJmdSI3O3iSoiK8RUeGTJrJb/eek+oKIjEJ6J1+br1KYsr8xVSsVZ+Js+bSe9gYpi/4gcgzF3gsUZKgzyTJkEn0iyQWr9pAjUYtadV3ILfiklEJ3lCXjF9ct4UA0jwHp6MeM2L6PMIatmDivMXsPnmO2y9eEa/Vk6jLQJ6Rzb6zF+gzeiJNO/fiQZJSFBgIHtSCB1mOhd1Hz9Gl11CGjpjMkOGTaNK6K8t+2capGw+4naTgpTFXtP3ne8iyB7gQ9ZiJs76jcbueTPx6IZHn/uBOQjKxhjTiMzJ5aTRyLymZL2bNIaJtF2b/uBq13YXc6SXF7ibR6iQ+XyAuPYeE9Gzi03OIT88mIS2DWK2OZGMa567fYsJXs6ndrDU/bNzKY4Uarc2FIt/K2VsP+KRSLcbMmMe1F6/QvSZjzU7S7H5uxyQxd+lqmrTrzpffLePUzbs8lon7Z6I+jYcJKUyY9S0N23Thy7nfk5JZgMJiJ80X5ObLBCbOXki1Bs24/PQVkjwrCsGNzPKnOlUV6qBRWP9eACN2DRWKcQIW0fGiEQIoTW5uxSkYPPVrIjr3YuzX89l/7iJPkiXEaVJJNmSSbEjnXmwCq7fvpXiFMKZ9t4zoBAlp7oAo6jC5SXUEufgwhsnzFtGgRQemL1jC0Us3eZSsIEGfTrwunecKHYcv3qD3qInUbdmJuT+tQ2F2IhfcyAUParsfpdnN3TgZfYZNoM/QLxg0ZjIN23Rm4ap1HL92hxuvkonRZ6C3+dHmu0gx5oj3rfRsYtNyeJWWSYIxA7kxg0fPY1m+egPlatVl/LwFnH/wGJXVjqrAxsk/omjQvCNT5i/hkUqPwRtAY/cQn57Dz7v303HAcDoNHMHJa9EkpGajNttRm+3orC6y3D6uPX3Bl/MX07pXfybOWcDpW9HEKFQkpqYRp03lQXwKOw4ep0Hz9rTrPYhtJ86R6gwgN7mQFbhCsUBiV9SbPd1a+Jd71r8kY98qY/+TkL1ulxVEC6zS4kZndZNizGDOD8upViecYh9+TOXa9Zm3dBXnb97lpUyLxJBNii6TO0+fs/KXjXTo2p0SH33E+x+UoPOgIZyKuovMZENucSA3Ochw+Vi1dTf1m7Ti/WIl+eSTMnz40Se079qdZes2cPHBQ+4lS4h6lcD+M78z/suZhIXVoNi7JSlXvjI/rFzHI4kKhd1DfL6djGAhF+49ZNCYsfztvfcoXuJDftq4mVc6A3qnF5nZQao7wOEL12jZqSfFSpWhXqPm/LRpG/cSk4hPz+BVRhYP1XouPo/lvjKV5Dw7asGL2upBa3Yiy8hhydoN1GvSjGIlP6Ri9ZrM+mEpp29F81xjID4zj+e6DE7cuMvY6bOpUrseH3xYiio1a7F+1z5eKIzorQHUJh/SjAL6Dx9DmfKVKFMhjKHjJ6POF1BZxYI0tc2P0iQQ9eIVTdt3onS5inz0URnKfFqRBo3b8MfjGJJNAjK7G5ngQml1EafLZMzU2ZQqU5lyFWsxfsY84tOz0DjcSPOsXHvyit5Dx/FR6YpUqV6fcVNmcvz3y8RIVSiyc4jX6LkU/ZAlP6+jaq0GFCtemtaderHj8En0Vidqq0csVLCHGpKt/r+zp73FW/y/ATFP6vXlRGENIg+1biot4qVbbfWTkm1l/cFTdBs+jja9BrHrzEVeajPRWT2k2v0YbH70gps8X4Az128xePyXNO/Si/txUjQFDjRWN2qrh5RcgciLN2nRayBdhoxhw75jpKTnkubwYnD50Tl8aO0+1BYXL1R6+gwbS5P23Vi8dhNKs4DUbENisaN3+XgoUTB32Woq1WpIg+YdGDd9DgfOXyIlx4RCcKFy+lHYxL9FJxSKv6MriMbpQ+n0ovH4SQvArZh4ps5dRKd+Q5m/dgPSfBNSqw2l20uKWeBE1D0+q9eIUbPmceXpS9I9AZJzzJy8dZf+YybQe9gYVmzdzTNNGmqHD5nFjcrmJSkjj6MXr9GqU3f6Dx/DrsMnSTBkoHf60Dl96Fw+Ul1+FDkFnLt6i5oNmtCh/zD2X7iONvS5q0JlAWI+YFBsM/1XVD4y4S+N3dZQRuHbi+VbvMV/K2SCmNOnEAr/joyVW3zIrV40Nh9GZ4C5P62lbtM2VK7TkE4DhrJ6136eKLToHB70Dh8awUe6K4gkLY/FazZRu0V7+k6Yygt9JmqbD6XNK5Y9CT5iDTl8v347XQaNou+oiew9eZ44dRp6s+ggSnUFMPqLkBcIjJz2FT0GD2fn0VOi/c8cQGoSm5CvPE2gQ7/BhLdoTZN2HZj09WxOXL6BxhLqILCKQx6VxYc008TaXftp33sQfUaMY9uhUySkZ6M0u9A5/WgdPrR2Lwabi9/v3Kdt9z5M+GoOzyVa0uxBtKFSRYU1gMoeQO30YvAE0Du96OxuDA4vBoeHI9dv0W30OLqPmcDWE2fRCi40VidGl5/z958wZMY3VGnZnkvP45CbnahsXhRWN2qHl0PXoukxeiI9R3zBlgNHUWTnk2Z3Y7C50Vld6M1OkvWZ9Bg8mlot2vHTjj2ku31IC6ykuf1Mm7+ENt36s2TtFrI8flRWJ2KJ2P//uqq0BkM56WJJkNbiJTE9j21HTtNz6Bja9+zPrpPneaZJRyl40Tj8GD1+NDYXGb4Ap27fpefYCdRo3Z5rL+KRm2yoBDcKqxupxcmWsxdpMWgErQaPZPXB40jzrGhtYomNzhHE6A5gsNu5l5jAsHETaNm+C4tXbRCJFMGPVAiSlOvg6OVoqtVtTONmrWnRuQtTv1vE+XuPUZncaAWxeFMsgilEaS9Ea/ehdwfRe4JoHH7UgocMTxG3YhKYsegnmvcYwncb9/DCmIfC7kMueLn4JI4mXfrQZeAYzt95jNERQJ5r5cqTGMZMm0nXgUOZv2otd5Nk6B2v28HFvyU5y8LRq1G07T2QPiO/YMuBYySm5pDqDJJq92O0+8h0+tDkWTh3+yF1W7Sn8+DR/Hr+CkZHELVVLK1RWv0oQoVDfy1skb1+Z/+dxWxv8c+JfyRj36zHIbWs1OwnzV3EiSu36D9iLGUqVaVdz35MnL2QUzfuIs22oLf7SXX50Nvd6G0uDly4RLNuvWjUuRvPZSpSbR7Rqm8Vu0PUQiHno2OY+u1SWnbty7T5P/D7vcckZOaitrnQ2t2k2r2YfEWcunidwaO/pFO/YcSlZqKyOZEJDpR2F8oCKycu3iS8WSdmfLeC6EQVemcQmclGhifAhXuPGD5pGh99FkZEq45MmPUtp2/cQZJTgMbuRmP3YnD6SXf6uXj3Cb1HTqB4+cpEnvuDlCwzensAlcWD0izGo5y4+YCxs7+jcdd+TFv8I5cexSDNKsBoc5Pu8JDu8JPrK2THibN0GTaW3mMmIc0sQGtxobI40dk9SLMLWLM9kqZtu1G/cVt6DhjJopXreaVLQ2lxoXb4xUzVAhdZjiDRz5KY+vVi2nUdyLRvl3Lj+SskuSY0Dg8alx+tJ4DG40NtczHt+x9p3mMAayOPoPV6kTjcJNrcJNm9SB1+tK6AWLDlCqBx+tE6vKT7vDxTaVi0ZgPdBo1g/OwFPJJrkBVY0Tt9JKbnsvvE73xcviaLV27igVSN2uVDYnVgcPiI06Tzw8+b6NpvOBNnzScqLhF5vgW93YPe5ibV5ibbE2T74dO06NSbviMm8FxpRGv3kOYt5NT1aAaN/ZKGrTuTmJ6L0uJCbvWInRkWce+Um4PILYVvirXeCF4s4pqnMvvFXG+zD53Vx+14GTOXr6VSw1ZMXriMc3ceI8s2k2rzkO4sRG/xkOHwkZKWzbbDJylRLowfNmznucqA0elDWeDAYPPxSKrl66WraN29HxNmfcutl4ko8wTSXQGMTj8aiweNzYvKZGfd3kO06NybZh26cztJhsRsQ24T3X1qq5MLd57Qvucg6jRqTZe+Q5j53TIeydQoTA4UVjcyixu1ECTVXoTRXojeGUTtDKBw+FG6/Bh9hUgzcth/4izd+g+l09BhnLgTTXxuHiqnC0meieWbdtGgVRfmr97Iq4xctC4/SVl5rPn1IF2HjaXHyPHsPfMHinwbOptYZK+yuDDYPCSnZfPVgqW07zWYSbO/4+azV2gtToxOL3q7G63gQmd1ocgsYMKsBdRv2ZHx38wnMT1PvKNaPCgt3jcZ4vJQqfvfZ46H8n2tIRfUWzL2P4vCUDlNkVhGYPGjs/rQmxycuHiZVh0787dixSlXpRpjZ87mkUSDVvCK1i4hiM5RRJYvSILOyMqNW6gdEcHf3n+fDz79jO9/2cRzpQGtzYssz06ev5B1u/bTsHk7/vbeB7xfrDj1GjZi/a7dvNTo0bv96LyF6NxBdDY/527cZ/CICbz7Xineeac4PfoN4cgfV9G6vMTn28gMFHLx/gMGjx7D3955h+IlPmTV5i3EalPR2NxITQJpHi/f/7KZWg2aUfKTcnTrN4QXUg1pTg9ahxel3YfGU4TOW4jKRagV3I/OEUBndfL7nYd0GzCUYh+VpmzFSgwdP4l78SloLS70TjEPV2EtROss4sztRwwbP4kSpUryXrH36dpvEL/dfojG4kNpCWCw+5m3fBU16kdQrNTHtOrclQeJEjSCB6nFi9LmRZJXwI6TZ6lctx5Va9elQURTqletS+kyYew4fobY9BxUTi8Kmwutzc3FB8/p0n8475YsS/V6TdkceZSUHBMGj58YjZG1Ow7w4aeVKflxeQaNnsjJK7fR27yo7V703iBaZwCt4OVhkorRX35N6bKVKf1ZFaZ8s5BYpZgVqbcHQ5Y8sT1S+jpY+5/gRXiLt/jPo/Avlj2RzFOGQtoVZjEnS2v1oBd8nLn9kD5fTKFF78GsO3ASg92Pzh4U7fQmD9ICN5IcG7meINsOHqNVz350GDgMaUYuGpMDrdmJKs/G7dgUug0dQ0SnHqz59RApWQWkOvyozE5UFjeyAhcpBS7kgo+sICxdv41GbbowZPwUnqr0aBweUkwCBreH6Pgkxkybzfsfladd1/4cPHURTb4NrcNHosmOxBYqGwg1j0tyvcisflIsbpIsTpIsDp4ZMpm2YBltu/Zn2pzFPJOrSXV5kFgElE4P8dl57Dp5npLlqzJ/5ToepyhR5Jg5HfWAXiPH06pbb1Zt38NLXTpqux+pxYvU7EFu8XDx8StGTvuGSrXC2XnkFMnGbAyhRlGJ2UOK2YPE4kZt8xJnyGDw5BlUjmjOsi17kOU50NkLxVZWsw+F2Y/SKraaSv/xYPCWjH2Lt/ingFQIIgsVXihDubEqa/BNZqjG5kOZ5+CLmfMpE1ab6vWaMO/HtSQac9DYPMgFj1hYagkgM4l5cXvOX6J5r/5Ua9aa+8lKVCYnGosbrdWDKt/BhgOnaN6tH71HT+TQpRtkegKkOgOorR5kJjdyqxe1M0h0ipb2fYfQf9R4Lt17QqYXMSfT5Edl9nI++gl1WrSieNmy9Bs1iuOXrqKzulE7CpEKRUishShthaRkW/kt6j5N23Wmfd9BbDl8ArXJTpo3gCTfhcTkRlIgZvFpLU62HDlJo3Zd+Pr7FagKnBicYtGtPFQUK7X6STa5kFvcSAvsyAtspGSbuPo8gY6DR9G05wCW74gkOasAo8OH2mQn3eXnwMVrdBwymjYDhvNYrg0N/NzIC2zEaI30nziD5r0GsXzbXqTZJtJcflQm8feSF9hR5TuQppvoPXIS1Zu3Z+m23aR5A0jNdiS5FgaOn0a7noPYdfQM+YVFyE02ZGbPv8sdpQw9c6XZi8LkJNXm58zthwydPIMm7buy89hp5Dlm1IIPqdlLitmD1OImJc+K3uFl+6lzRHTuTpv+g3iu0qIVnKgtTqR5Vm6nKOg4/Asa9RrEkp2RpORZ0DnEYhOpyYfE7Bd/psmC0eVi5cbNNG/XmZ5DxvAyNR+ZLYjSBS8zzGw7ep6yFapS6qMyDBk3ntNRdzA4QwUz5iLkFpBbCVlpgyTlOZFaPMhCTsKUAgcPFQamLfqJVj0HM37eEl4YclEKHlROPykFdo5ci6ZczXC+mD6HW8/iUOdZuPYkhklz5tG0XScWrFrLnQQJBmcAmdmHxOQLkf5ebsQk0W/0OOq3aMPm/YdIScvBYBPvKlKTF0WBB1WBC43JhTJfoO+EadRq2YmFq7egNXvQWkUVtsriDUUR+FAIr7NhX5Owf9lP357v/5fjX383pWY/enshu46eoV3XnnxUtgLtevbn2qNY1CYnWlsoRsvsIiVPwOD0cf7eQzoPHcmntevwRCLFaHehLLChsroxOAt5pDAy/bvltOjUg/Gz5pJkzMZg96Bx+JBZPcjMbuT5LtJsAX7eEknrrv0ZMmE6qU43arsDqVVA43KhyM1n9aa91G/ckR9+2UmsIQet3Y80XyDT4+f4pev0GDCCkh+Vp3mH7py9dgd5ngm1002i2Uai2YHU4sLgDPBcrueH1Vt4t+Rn/LRhJ7GqVNKdfjQWJzrBQ3SCjPFzvqNxl95M/f5HEjNyQ4SjD7XZhSLfjtrkRC94+Xb1RiI69+LLhUvJ8gTRmB3I8q1o7S5SMnNZuGo9n9dsQI0GzZi7bBUv1QYMXi8KhxeZTXSBqMxuNNlW5i5aQ8u2fRg3dS4PEuUYPT5UTg8Sq4tkswep1YdC8BFnLGDU9Pm07TGUE1eiyfCL5U0pVh8SISDmdhf4kBf4kBd4kRZ4kOQ7UZoFftq6l/Z9hzJo/FR+u/sErcOHxGRD6/ASozGyfONuSn1ajd0HzxEfGhbJbG6MrgA7jp6j+4CRDBk7hZvP4jC6PcitdqQmGzKTgNJsx+gKsOf0Rdp0H0Sf4RN5KjOgd/oxugJsP3yaLn2H0W3gSFLtHtFFYfOhsAVEhbY1IO531kKRRxAQC7asYheN0uxFE7pvGQQfL9RprNwRSe1WHek/8StuxUrRCX40Vh+SHAcqawBJrgOt1cNjmYb5q9bzwSfl2Xb0DInpeegEDyqTA4PNw8pd+2nbawCDxk7mZkw8qXYvepsHreBBaXGTku8iqcCJ0R3k1osEJs2aT8Xqddh+5jzxOXnIbU4UggON1cHRC9eJaNGRyrUimDzzWx4lSNE7vShsHlKsblKsPuTWIGqhCGVBEJnJj8TsI9nsJUXwkJwvsO/sJYaMnkzTdl3Yfe43ErJzkdvtyO12krPzGDt9Hk3b9WbN7oNI88zEGbPYefwMHfsNpdfICWw7dh6t1Y9K8KGy+VHafGjsYvTd1qO/0bBlN4aNm8nvt5+S5SpEJ/iRmVykFDhJKXAiM7lIcxex+8xl2vYcSIdeA7kek0Cq3YdO8KKyeFBYvCgsfmRWcbjzd3vEm/vWn3vFa1L2LRn7H0IoiFsAuQWU5iA6kw9tloVps+cTVqM275UsRfNOXbjyKAalxY3MGiDZEkBiLyJFKCLZ7EHvCnL9eSzjZ87inRIl+NsHJRg0ahxnr9/FIARQ5DrJdBWyZsd+Ipq342/vfsAHxT9k4qxveJCUgsETIFlwkyj4iDO7kdsDJKab2X3kPKVKh/HeeyWpXb8xP27eQUq+gERwkRko5MLd+wweOYp3QmTsig2beKnSo7V7UAgO0j1eZi9fSdV6DSn+UVm69B5IgkKPPt+J1uRFafIhN/tJLvAhFYqQ20FqDaKw+Ehz+vhxy27qNmrJO8VK0qBJS05euoHBZMdg8aMu8KMxg6JALJRRmFxs2X+IGnVr8c6771ImrDIb9x8lOcuG0laE2hZg96nzNGvXkb8VK0bthg058NtvKMwCUrMTueDihTGdWT+upuznYfTsN4BJX86gY/tuvF/sE2YvXcF9qQqV3YPEbCPDH2T7sbM0ad2Zd0t8SuN23Yl6kYTcbMPoDXLhwVMGjprMO+9+TOXajdi47xjJWSbU7kISrV4SbF7izWI7X3K2hYPnr1G5RgR/e+8jevYfwaU7j8l2FaK1+lCYxcVFYStCZn0drv32wPYW/y+g6O/JWEG0ycjNXpQmNxqLG53FjTLfxqgZc4jo2IM5K9ahs4pErThBFKe+ErMPpcVPuj3I0nXbCG/XhUFTviLH50eRb8VgcZOgzeSXnfv54MPP+GrZSm6nKNC5AijMThRmt9hsaRHt+FJbEJ2niNPXounaexCd+wzi6vNYcbJqsaNzefj9/iPa9hhI8Y8rsHZbJAnadIwOHxKTHYW7kCTBR7IQQGorQm4FlQBySwCJ2YvU6uFFRi5Lt+2jdkQbJk39lrtP4inwBpBkmZGb7eicPl4ZMtm09zDFS5Zlx/7jJGvTuRz9mIFjpvBZlbr8EnmIGF0aWkcAtU20GOnsRcQZTSzfcYBPa0cwYtZcHit06Oz+0GcmtpzKhSApZi9ym4+kAgvL9uynSnhjZi9ZRaw+B729EJ29UHwelgBKoUjMsX6rjH2Lt/ing0wIIhUCobbpADKTmDH4WiWpFgKorW5eqtPpMewLPv68Bn2Gj+elMpU0px+lVRzQSIUgclsRyQUe1K4gJ+8+pM+4yZStXJN78TL0ZhepZjfaXBtPktVUa9KGJt36sO3keXQuHzKzA7ngQSp4SbGIAyil4OPglfs07diLcdPn8CRFjdFVhKzAi8oaQJZn59ezFyherhyfhFViY2QkkswcsTzE4ifZUkSSpRClI8DdZCmjvvyKzz6vzKrtu3iVnoXWEyDF5EIZKkRSmX3orT70ZgffLFtNg449Wbx5F1pXIRKrH6mjiGShkBSrqBRS2QpRmjyoC9wYBDcPk2WM/2YRn1drwLINO3mpTsdo86HIsqDNd5Dp8LF+7yHqtOjI8CnfoMrJR1dgR29yIkvPY+eRs1SqEcHcn9bzUK7D4PKTmG1DbvaiEPxo7KKN8+YLKbVbdaPtoNHsOn8FvbsQtcNPVKKCzoNH02PoF5y5cZfcYBEKiwuZ1ft3ZOyfeXJ/fyaUmX2orAG0tiBqi5vk9ALGfr2ABh26M3PJCoyCm1S7qP5UCYUohUKkBR50gp//w957hklRrnu/ChJFRQwooiKi5JwzEiQjQZAkiKiIAoqAgoIoIiIqomBAwQxIUHJQcmYIE7q7OvckZpjQXbFzVXf/zodq0LXPfvd7rnOt86519ubD/aWHYbqrq57nuf/3P/jkKG+v/JIHmrdl9NRp2ItLyVdC5EohLngKWbzqS2rXb8wLry/miMVBcczAVhbEHohxVelilXUELUJeOMr3W3+n35ARtOram4MWL1Y5jicGJ9yFzP/gMypUrsHDjzRl9Q8/kXOlDIccw6GCNZDCIYFTTl0b0jrlGHYpjEMO4VLDCAGF2e9/SOO2nRk5cfpw2rwAACAASURBVCr7z2VSEE0iiBquYARLWYAvftlM5Ztr8tY7yzibI7D35BmemfkKt9epw7z3P+C0w0NuUDcHB2oSi6TjDiY5n1/KB1+sp1L1W3hu1muczLZRFDZwBGJkiwlsKjg1zGFleYjCiM7rH37Owy06MmHaq+QUidjLg7ilGC7JlJg702FqpvfnX022VTFDmWzpAcG/ei25Xv/v61rIqWT8za5AxyXFWfjhpzRq2YZHmrbkm43bEIpF3JLZCzvUFDmiGeaTHzXYevQ4vUeP5c5GjTiSYyUvGMIRkHGKKiWGwVufrqFZp+4MGT2WP8+dpySewilFsASiWCQTfHPJSRylEV6c+y4tuvRl+vy3KU2lEFSFbFHEHQqRXVjEs9Pn8tCjbVm25gfsgQh2KYpdCuKRwiz/Yj2tOvTk/npNWPn1jziK/LiUMFlSkJxQnEwtRo4Swx00yC70s+a7zVSocCuz31jCaYuTolAMV0ChMBRn5uL3adi2M8MnPstJp48iI4lDiiAEIjglUx4vlGtkFwUYN3Mujbr2ZsHHn1NiJPHIYeyihleLkuEr4IlJU6l17wOMmDiF346epDCe4GK5SI4S4ZIUxKqEsQc0fvr9MI806Uq/IeP5acd+rugJsvwyFjmETY0jyAZOyaAgAntP5zDgiQn0G/gkh8/kUBRO4pajaXsWM9DKFdBxB3TcgTheKY5QovLznsM0btWF7gNH8sWvOyiIJBGUKNl+jdxwjMOZFiZOn0vl6rXZtucYXjmOM6RjU8JcKiij25DRdB04kk/Xb6A4kiCrVMQqa1gkFbsSwhfWcUohpr+1lIbtezH62ZnkFJTjDcZxS2He+vAzOvcZwuSX5pCnxky8SIlhDyWxa0kyyyM4tASCksQiJrHJKexqygz3lHQcgShuMUquGidPibFmwza6Dx5Jo/bd2Hc+B1uplt4rzPOEJRBHEA3yI0n2Xchk2DPTqHbnfWw7chqPEsUlhvFIYc668mndewAtevXjg2++oyhq4BZDOANB7GIYQY5hlQ1yZB1PKMVZVwHz3l3OHffX56XFSziTm48zGMahhLCXyXywZh0PPdqSPgNG8tO23fj1JEJAwyqHsYUMrFqSrICOU0vhlFI45VR6/0jgiST47eQFBo2eRKNmHVi09GPy1AhOOYRV1HBpES74LtO19xN06DKAtT9tQSgq5atftvJgoxZ06zuMtb/uwqsmcKpJcgIxcgJmkKhdNjiUk0uLnkNo0qk/K9dtJU9O4gqYykiLGMOimO/PqiRwh+BApofhk16kZdfHWLtlJwWhOF7ZHCA4JLPnurbX/2dg7P/wvI5/foCXlMQWSOAQE9jLo5zI8tK932BuqXkXtevWZ8ILr2C5LJpJikoKm2hg9es4ZLCKCTxaivPeKyxfvY4ad9ShQuWbada6IyvWfItXMn2iiowkb3+2moZt2nHjTZWpevOtfPj1t1woKMYTSmCRYlgVA4sYxaHEcIkRdhw5R/se/al2c01uv7sOz74yl5OOXDxBg8vJFJuPHGXwmKe4oUJFqlStwaLlKznvyidf0/GKEQrVOB9+vY4mbdpzY6Uq3P/Qw8ydv4gcVyHFmkG+lsCRNvLPVlLkaGDTwC4nyC6QGTHxBe685wFuvv1O+g4fyVmnD8EfSftkpHDL4AiAJWAu4Jv2HWLg8JHccONNVKhenemvL+BYloPiUIoCxWDf2Yv0HD6SG26+hfvq1eeN95ZhLyvHq4RxBkLsO5dDu95DqHbr3bw4ax7LVq5h0PBRVKxUjYFjJrDt6BkcUgybFMUb1Hlp7lwefORhat13P4MnPs9pd4kpjQhE+XT9Jhq3bE+FStXoNnAYWw8fIz+q4wnHyTVS5BkpfFGd/Eic/GCYi55cHmnTjhuq16BVj558+MOP5MZ0nKEYgmZ6s1lkM5Xy+kHtev13K7uSDiSQTFA2WzKwSgZu1cBRKvPzzj9o1Kod4154iV2nMsiVYwhlIRyKyS6xiCa7J1dLYin2M3XOAlr1GsjrK1ZzOW5gDwTJ1WJsO3icngOGcccDDfhh7yGyyoNYJT3N5DGwyYlriZZORSdXM9hz/BwDho2hU6+B/LL/GPmxJA4thl0O88Wm7TRo0ZEmbbuz8+RFHFIcu2TKEp2yjkPTscoxLJKOXTMZPjkBUxKaWVzGZxs2c0fdhxgweiK/7D2EOxBGKA2bISdSFG/Q4ITFyWvzF3NLzbvZvGcf3/2+k8ETn6Ve664s/2YTGXlX0qmpMWxyFKtf5XIowW8HTzBi4lTqNmjKlsOnyL4i4lFND0HBH8Mhmj51VjGMW43gUzRWb9jKwy3bMf7FWfxxwUJByJRZ2gIx0zpCTV2zKfiH5v8/CR25Lru8Xtfr/2w5ZAOnYnpjC0oMq5LAqqTMwD3RlKvnRWJs+vMIbbr2pHGr9iz64BMuh3QcYgi3bOAUEwh+A4eUQhBNyfnGQycYMmEqtWo/xIFzNhwBMzjwnDOPOYuWcdsddZn/wSec8hbi0gwsZREEOYldS2FLs248YoiFKz6jRbeeTF+wkEsFJXi1FNklYZyawYWCMpZ+/jXVatzG6IlT2Hv2Au6Q6UmbVRYhpyyGO5gg84qfj777mZp16zN49AT2nsrAp8QQxKjJWgolsWgGVkXHJRvYCiWemDCdDgNHsey7DfgiSexyHGsgZsr/0k2OoKawiXEKQjFOCwJvvPc+d9Spz/NzF3Moy45HiSCIYexq3PRBLA0w773l1GvVkZcWf4hLlHHJIRzlGvvPXGLQqAm07NqHH/b9iTMcxRWJUaDrFEZjXNF1fKrK1iPH6PbEGKo/0JAZ767gcI6bXFUnT42zcf8ROvQbzIhnXuDPCxYKI0lzaChFTO9zWU+vual/KLNRS2BVdGxSFLcUpUiJ883Pv9Gm82M8Mel59l0UTDD4GjvTBHOd6dDbDE8hLy96l0c6dGPhijW4ymXTc12MsP1EBu179uWRFu1Zu3V3+l4zrklhHXLCDHxUE1hDOs6gwe+HzzBy3LM0a9uNHRmXcChhLsdSHM10MGPeYipXrcUzL7/OgSwrznAcqxTHraZw+HXT41C5qsZI4lJTuCSdPFXHXuzn202bqd+oKYPGjOe7nftwKjET0JIMnMEkZ30lLP38G6rWuIVfft3Crv1/8tz0mTRo3oqZ7y/lTEEhDjmGza9j9Rs4FLAE4vgiSTYfOc7AceOpfufdbN7zB65yFY+aMAN2FbAqmPeNZF6bsrjBJ2u/p1nbzoyY+CzHBa/pHawmsSvpIaVkXue/wrquXn9zYHudaPHvVH9nLKeunWfs6UHztZJMOwKLZKqgXCGTWHQNLJEMXGoKoTzElNnzeaBpK56YOBVPIIKjPIpLSuBSTWJRthQjJxAhL2iwYfchug8ZQ7vBIznu9OLWojjEEM5ylfOuXDr0G0SXoSP5+JeN+MIxBH8Ml5RMg09mUJM7qHPaVcDo52fQvs9AVqz9gdIkOOUgOQEFdyjCeW8ufYY8SfP2Pfhq4+/khZI4FB27FiWrpJxpC97i3gaNaNOtL1l5ZTjLo+ZnTl+bq8peZzDOhaISPv95ExVuqs4r8xZyMsdOUVRHuBLg4NlLtOz6GL1Hj+XrHTvJjcSxlAZxSQZOJWVadkhx8iJJ/rhkY8jTz9Lx8SGs3bKDy3rStEkRI7jlGIczbTTr0JV76jfknVVfYClTcGpJ7FISWyCJVYxjlyMct7kZPHoCDzRswVsffkZmoT+NOyTM/ANJxx6I4JIiXEnC6l9/p9vwMQx/9kVO2DymT60UxanEERQdi6Rf68WdSgKhLMj24+do1KU7zbo/xkffb8DqN33N7VIMZyBCnhLh90PH6D96Inc1bMWuM5m45BgeNYZLlPjku+95qHUbnp//JiedXgr1FN6oQV4sQWHc4EpMx3GlnGVrvuWRpu3oNmAkn/3yG3lBHY8awVbiZ9rrC2nbcyCLVnxBYVjHpSbJlhJkKUlsmjnMckmGaTsmmb7jFik9BFLTkveATn4oxXl3IROnzaBJ+87M/+CjNAgewSbGzcGfkiSz1LwHfKrOhn2H6TJ4JM17D2JXhgWHHMOtxHCUBli4fBUPNmnNpFlzOWR1kBdPmQPJNMnMKhvkpIOVc0MphCsBlq5awy2172fEtBkcd3nwBOM4xBgX8sqYNHMedRq1ZNaipWQWllAYS2ELRM33JidNWxs5lf58cSyiuVd6FIPMwjJGTH2Jxl0fY8qcNznvK8YbTCCIMWyBME45wjGri7pNmjH0qfH8/Nt21m/aRtMOPWnZazDf7zpO5pUwNiVJjmiqKITyED7FtE1au2k7t95Zl+dee4s/LljJD5kgsE3UzbVBTSsLpQTuMFzI9zPhxVdo3LoDy79eT64cxiNFcIhRM3Pjb2eTq9iPLR36+H+rf/la+X++/ulgrCAnEEQdj5bA4Q/y28HTNGjempuq3szDjZsz551lFGjmpF9IJ+O6lARCIJ2EJxlYr6j8suMPHmzYnEpVanB3nQeZt3gZzjINhz9EaSLJO6u/oGGbdtxQ8Saq33o7G/b+SU6JjF0xzfRNwCCBIMVwy3GOZjoZPWkat9a8i5uq1mDU01M5lGknL5IiP57k1yPHGPLUOG648SaqVL2FRctXcs6ZT54Sx+0PU6AlOJojMGLSFG65szZVqt/CQw83YuzkF1j9/UaO5zhxyRG8kRQ5sk6WpJvyOinOCUs+7Xv2o9qtNbmr7v2Mn/Yi7oBsgqGijl0yaeg2v5nk6w0mOHA+k+dmvcINFW/ihipVGTXpWbYfOcmVSJJcKUZWYQkTX3mNmnUf4I7adXhy0lTOuXzkajEsRQHW/rqTW+9rQIUad7Log5Vs2f0Hz8+czY03VePBJq1Y/ctWhPIQdinOxfwSho8by5333M1DjZsyY/EyvFoct5bkUoHIW8s/447a93NjhZuo+9AjDBszjqmzZjPxpZlMfHkWT898hadnzGLKjFd4bsarjJ88lTvrPECFytVp2q4jS1Z/SXE8afqgSDFTZpjeZP8n0dCv13//cqqmVMYuJc1ETxUsaQamV0uQ5bvMmCkv0qB1OxZ+soqswlJyFR2XlPbTUZIIahKHmiAvmOJItp3hz7xAu37D+HzTTvIjCdxqDGuJxIdfreP+hxsxYuKzHLY6EZQ4OaIJMjqDKRPUlc0gDZeiUxBMsuvIaR4fOprOvQfz65+nyIskcQd1zueXsnjVWh5q2o6X5y3mjKsQp2Ju0A45nWKtxLApcayygU1JkeNPpJOZNb7cupM2/QbTsmdf1m7dSWZBKR45jlM0m1qbrOPSDH47cpqho8bTsGkrXl34NkPGjqNNjz7MWPg+Wfkl2ANhBCmOTY4jKHFcSoxcOcIHX6yjba8BdO7/BJmF5bjkOHYpjhAwrVtMZo7pL+vWYrhFja9+3U6DFu2Z9PJrHM6ykxc0gRS7GE8nQif/Ai/+/j1eB2Ov1/X6l9dVKwKnHEOQTcWRRTXXVEE0cMpxcsMRPt+wmSZtOvD4kOFs2n2AomjK/B1/DLvfMBklagq7ZOBW4qzfeYDeo8Zzd4NmHMp04lXiOANBftixn8Ztu9F70Ci2HjqBQw4jyGZTZFfAmh6UOZU4uZLKhOmv0rx7L+av+AR7uYpLTmAP6HhCSQ5kCkx7YxG16tTl4zVryfAV4NDiWOU4Ti2BIOrkhpPszsji6VlzqVH7fj7++nsu+a7gUxPYJR2rapCtxMlWdYRgAreW4KK7hLY9h9J//HN8u/tPE4yVIqa9jRxHUEwGW44/hi+U4Jw3jwXLl9Ome0/6j57EgfNZCGUKzrTs1yJFyIslOCm4eH7OfJp06cXy73/F5tfwhQyEMoV1W3ZS56FGPDtjLnvPXiL7SoBT7jwOZ+Wwcd9+lq1Zw6QZs+jw+CDqtenM1HmL2XHqEpYrCm4xRFEoypLPv+bRDt2Z8tp8LMUBnFIEl2ICwf81GJs0WdGqjqDETNlpqcqYSdNo1vkxZi/9iOwSBbeW/Kvhk9NMp0CMoliSA+czGfviTBp37sG6bXtx+kN4tQSZl0VW/7KVO+6pyzMvvcofF604VZ3sQPRa8rNNMnMYbIpOphgmN5Zk66GTDBs9mebte3AgR0CQNIqiCfYcy2DMpOlUu/0+Pv9xKxmFZQhB3WTOykk8YhK7mA4vkVNp4oqOMxDDcjnAT9v30rJDZ3oMGMSXG7eQVVSOS9XJlmJkBWJ4wkn2Xshh6msLqHXvfSx6dymjnhpP2y7dGf/CdM7m5iLIGk7FwCElEcQUDtUERK0BjQ/WradR58506NWX8zYXPilq7qFyEku6TCDVwK3oXAkbfPTVOpq17cSoSc9x2pWPN5TCmg5wsqdDcv4CY3UERU/vk1cB2etg7L9PpdKs5f89GGu/ZjeRxBHEBF8kMxzJqSTxhuBigZ9Rk5+nWYeuvLvqS67EwCOmB2CiQU7AZDIKqo69TOPz7zfTptcgnnhhFufyC3EHo3jUCDmXrzD/g495sEVbpr+9hMMOL+6Qjq3cXL9t/quELZ3LRpJ957PpP3oCPQePYPMfxyiMJHDJETPgKaCx/fgZHm7eliFjJvHb4RPkhxPYxCiuSJyLRVd46sXpPNikOc/MmENe+uxtCySwiKZa066kEMQ4rpDO6bxClqz5igqVb+bNd5dzVvBQHE9yMa+Il19fyMMt2/Paso84U1CEJ2yYxIBAArtsglQ2Kc5lA349eJxew0fTZ8RT7DubSW4kgV2K4FTiWEs1Nuw7wl0PNuCxISP4ee+fuLS4ef1kEKQU7mASa7nCT7sPcHfdegweNY5N+w7jVXWz31BTWAImnuJWDTxKnCsGzP/oM9r2G8KkV9/AViqTq5lDTIdiYFcTWCVTdWKqL2L8evAUg59+jjsfbcKSL7/hhLsAp2ae361SFKccxSsG+e63nbTrPZDOQ0Zz4KIDj6Tjk+NcdOfzxISJtOrajRVff0t2YQnnc4s47vCx/dR51vy6jbnLVjBiyvM82roLfYeP56NvN3DaXYhHjXA5luCsJ48xz71Exz5DWL9tr0miUMGipshWU1jVFE7JwJ1mZzsVA4eWwnaVjS+DTUriCOjkaQnWbdtDt/5D6Np/ENuPnjLvFyWOTYxjkxIIKtiVBE7ZwB2I8vXG33mkXTeGPfsyB3M8uFUDlxzjlOCj77CneLR1R95bsxYhoCKoEQQxjiM9ZLOlFXpWKY5H0bEWlfHep59za+37GPPSbE64fXi0OII/zAkhl879h9Px8aGs2bgNjxrBIYexSfH04COJTUxgC6R9VhUDuxzHJcfI8BXzzJwFPNqpB8+8Np/dZy/hVXVcagJbII5L0ckplflx90HueKgBIyZOYtKLL9G130Dqt2jP2i27uZQvmoGj6UGES03iFKP4lBiHLtqY+toCqtxVlxXf/kxWoR+vmkAI6DjVJFbJwCKaILhTTeEJpcjIL2P8tFk0btOBD7/5Hq8UNlnFin4tvOsvS7jrYOx/rH86GGtXDWxiDLemYyuT+XHHfuo8VJ8KlavQskMnlq35iiuxFPZAFEsghqDoONV0oIqWRFAM3HKcPScyaN6hC1Wq30r1W+/kpXkLcZSpOPwhSowk7675gkZt2nFDhZu4ueYdbPnzGJYyFUEx0mBBAkFLkBOI4FJinHPlM+21t7j9znu5oUJlho6ewIEMCwWRFJeNFJuvgrEVKlOl+m28tXwlGZ588jQde3kEr2LgEoOs3rCFgWMmcPf9D3FjxWrUuqcunXr24blX57J646+c9uRhlcJmgJli4BCjHM1y8UiL1lSoXIUHGjTg5fnzKYnrOOUoOYEINkk3J2migU3S8YaSnLC7mbfkPW64qRI3VK7O4NET2HLgMFeiCYQSDa8WYeGqz2nYtj0317yDdt16sfPEWTxyiLPOXN5ctpIbq9XiznqN+OLHzZyzuXn/0zXcdHNNqta8i/nvf8wFXzEuKcL+jGzad+vGzbfdQocej7Hml60U6+BRkmR4Snj1rfeoUu0WbqpYiWpVqnHXnXdzz711uaP2vdSqfS+16tSl1r33cde9dal9z/3ccee9VK12GxUqVqdR83YsWrGK0ji4AhGcoo5LTOH0J3FJmImH/wYPwvW6Xv+Mcqa9De3SVYZsCqtiMlSdUpT9py/wQKMWdBwwhG9+34VXieKVddyy6YNkkRNYZAO7rFMUS7Hj+Bn6jXiK7oNG8vvxC+SHk+SFkxy1uXnpjYXcc189lq36kszLpTiCRlrOhdmEKQlsim4yXaQoxbEUm/b8Sa/+Q+n++DB2nLiIVzPIiyY47vAxc+FSHmrUmg3b/yC7SMKlJq6FXVn8UeyajqDq6fC9JIKUxK0Y/LjnMEOfeYF6bTuxbO33nPddxiObUkaHlECQEtgUA6ea4Kfdh2jfrQ917q9Ppz79eKR1Wxq368wri5ZSqEbxKObfs8k6diWOR9OxFPmZNm8RDTv0YMrct3ArMVyKgV0yvV/topFmHBnY5ZgJVl8RWfbVd9Rr0pppcxdy1lVArmZgD5gyYkd6In71IPIPfkVymmX1t+/1r+TPf/09dr2u1/+EcshXA5tMz0urksKigKCAICZwKTpuJcT8FZ/yUOPmTHr+JTLsPgrCKRxSHFvAXH+cSsoMohHj+DSdT3/6ldZ9BtK0W19OWH3kBw3Ougt488NV3Fb7QRav+Jxz7nw8QdNL064msUppn/t0CKOzVKTrwOF0HjiMT3/cgFeNYSuP4JAM8qMpNh06zrCnp/JA42bsOHgMoUzCrsSwiDEcmkk68Gg6X2zeTqeBT9CgdQcOZuTgKA3iEnUcSgKbliBTjpGj6tg1A3sgwuEMO/Uad2DCzDfYfjYTXySJU47iFE1fNkGOm2dpMY5TDLNs7Xd0HzqcroOGsf73P3D5Q3iUOA4phiDFsEhRCowUO06cYdTkqbTu0ZctxzOwlIfwhROcdOTyxvsfUenm2+nRbyjPznyD6W+8y5RZbzDhhRmMnjSVQU+Oo9/w0YyY9DwLVqxm7zkL1rKgGVYpRvDJQZ57fSGPdurJ7KUr8KlxUzasmGu8Wf8rMNbcOyxKOpdBDHM600HTll3oNXQMX27ZgTeom5Y2kinRFWTT09LiD1OsJ9n8xyEGjh5Pq66PcTjLgTMQITeY5FC2i1lvL6P6HbVZ8eW3XMgtxq0aWAKx9Hee9rhTDKxynGwxTH4syQ87DtB32FhadOnNQZsTlxqmMKTz0+/76DXwSe59pAW7T2VhEyPYNB2bYuASDTyiSUIQ0nuPVTRwygZOf4QN+44yasqL1H20Ccu/Wsc5dx5ezVT2WRWdbDGOO5Rg48ETDBw3mZvvrE33vv15tHlr6jdrxdMvv0puMIxDCiKIUexiAocENtlslM/mFTFz8RLqNWvBjPkLEQpK8EhRBDGOXU2ZzKirDbIUxy3rFAV1Fi1fyaMt2zF+2gyyi/04FPOa2OTEfwHGXt07r4Ox/171j8zYq6//52DsX2nndg2sUjL9nRs45QRuNcGus9n0GfEUPQY9wZY/j1EcBbdo4JQSafuqOPaggStokH3Zz5KVX9GofQ9e/2g1l4rLcKdDjI5kW2nZow8tuvdm9aZtCFIIqxi5RtoRpAS29LNSlIDvd/9B5wHDGDLuGc448/AoMYRA2AQwyxXW7dhPjbvvZ9prb3LwopXcUAJBiuGN6By1ORk8dgKtu/Tgs3W/UBhK4U4H7lols+xqErscwxs2OGxzMuPtJVSodisffPY1l3yXyQ/F2Z+RScNWHeg24AnW7diLMxhDUOLYAwZOKYldNgEru6xTrMOqHzfRrvcAhk9+juzCMrzhJIIUwxM0yCzy89mPm6l6253MeGMRh7ME3EGDnEAUVxBsooEnmOSUO583V6yiYtUaLFz2CWccufiCpmWEGayWtpGQdexilFIDJs2aS5ve/XntveVmCJUYTQ++EghpdrtdjuPTDPacucTUuW/yUJtOTJm7gCNWNw4lhk3VschxcuQoLk3HWS7zybffU79FO6bMWcRJewG5SgJ3eZj9Jy/QqEUbHnj4UYY9NZFZb77L1NkLeHrGXEZNfZlBE6bQ+8nx9Bk9gYkz5rF26y5OuwpxSlGccpiCiM6Ok2d5fNQ4eg0ZxR8ZFnyaaY1hVVNYtRQW2STwuSXTm90hxXGof7HxrVIKm5jAJRnkynFmLXqf5l16Mm7aS1iLzGApp5q+ZlLiWr6HR0lgK5b5YPW31Hm4CbOXfsxpTxHeUBJbeZBth89Qt0Fzeg0azk+79pMXMbDJJhjrUlLY08MOu5YiJxDDqxlc8BSwYOlybq/zANMXvce5vAJywwZCeZDdpzO5r1Frxr/4KrtOnScvbGATQ9f8cAXFzBGySwkTjJXMwNKznkKWffUd9zVpxRPPvMAv+w7hlsK4FR1rIIpNNDGkCwWlfPjNz9SofR+N23akddfuPNi4GfWatGLbwRM4SjVcSgKLpJtDFyWBW46Tp+ls+uMYrR8bwAMtO7LxwDHcYhSXpGP1x3CqqTQT28CRxu48oRSHLG5GTn6BFp168OWvv+NToniUOC7FHBJYReNvtgTXwdj/WP+fgLHWQASXGsdSKrFu225q172fGytXon2Pnqz6/kdKjBRCIGxKUdMbuF1NYNOSCGoCXyjJwfPZtOvem6o1bqNKjduZ9toCHGUqzkCYy0aSxau/oFHbdtxYsRI333YHG/YdwlKu4QimN5AgWBWDLH8EtxbnYm4hs95aSq2763JDhSoMGTWe/WeyyA8lKUnClsNHGTxmLDdUvArGfsoFXz75YQNreRQhEMelxblYWMa67XuZMP1VmrbpTK1761Kp+s3cdndt2vfuzYIVH3PIYjfDFlQDR3mI4zku6jVszA0Vb6J+o0bMeecd/ElwSGFyAhGskm6ytCQDm6jjCyU55y3g7U8+5YabKnNDpeoMHjWBLfsPcyVmkFUk/jIMOgAAIABJREFUkx9L8M32nfQa8gRVqt/GfQ8+zNdbtmEr87Pv7HnGPTudCpVupevjw/nt4Cm85Ro/bt/LXfUe4aZqtzLhhRnsP3sRl19m/W97ePCRR6l+yy2MGD+JPzIsFIaT+JQkGa5iZsxbxI0VKlG5UmXuubs2rVu2pkvX7rTv0pX2XbvRrnsv2nXrSfuuPenQpRcduj5Gp259aN+lD8PHPcun32+iKAYu2ZzYO8QUdn8SpwQOyVxw/tUPwvW6Xv+MMg+2aXmjnMAmmoEqrmCCrMsBvt6wjUq33cXY6bPYc+4SeaEEjkAMp2RuTBbZ3BztUowSPcW3W7fTrd8ghox5mjOuQvKCCS7HU2w+fJInnn6WBxs0YfOePxD8Ms6Q+fs2GawS2LVkWh0Qxy5GKNVh1fqf6NCjL/1HjOVwthu3onPZSLEn4xITX5pNoxYdOGf14SiPmB6pV6WHchxB1dPM2DiClCA3BAcu2Bj30mwad+nFM6+9gfWKiEsM45biJttXTDfYqnlI/OrXXdRr1Ipbat5N72HDGTh2PB369qfXoOFcchXikXScV/+eHMMXMjgheBk5eRrNujzGxz9swqPp2OV4WsacRAgYuJQUZiMew6VEuZh3hWlvvE3dxq2Yu2QF1mKJ3GAChxg3faLUdEMsJxHUv+SU/7k/7N+C2f4N7rHrdb3+J5SZqKunwR7TosAqmwCTXUrgVgyspRJjX5rNA01aMmfxUnxSCK9qYJfMoAhHWlJtCcSwSzFcUpi3Pv6Mh9t0ZNjkaZz3FFMQSrD9RAZjp71C7XqN2H7wJEKJjFs1QUKbksAimUN+h2LgFMOcyHZSv1VHBk2YwoYDh8kPG+SUBrGLcQqiSb7eupMug4bTsmtPztjcuOUIdiV+TWrokA2spQrzV6yifptODB4/GUtBOW4xij1gyictqkGOqmNR4zi0ODnFEpt2Hab2A42Z+fYHHLX7roGxLjGCQ4piT3uPu6Q4vxw4xmOjxtFp0BMsWfMtbjGGK2DgkhI4ZR1BimGV4xQaKdZv30XvocPp2HcA5wvKsAXC+EI6246dZuSUaVSvdTetO/WiS++hdO07gh6Pj6Lf0KcYNW4qM+Yt4uOvvmPn0bPYy8N4tYTJVpJN4DrrcjlDJj9Pu/5DWfrVd+QGzZ/broGd+t+asP8cjM2WwjiDMWwlIj9s3kWd+xsz6aU57D2XRX40hT1tP2NLqx7sSgKrGKEwmmD1Txvp/vggevQfit2vYQ9EKYgk2HLoJIPGT6VmvYf5YfsebFckvFoCIR16ZXpkpuX3chxBjeMLJ1nxzc906jeMTgOGc9zlwxuK4ZPDrPzmJ1p27kPHvkM5JRTg0gwEzUBQTca0M5A+G6RTvwXJDO3cm2FhypyFPNqhB8++Np8L3st45DBOOYxdiSGoBta07+va7ftp13cwlW6tRadefRkx4Rk69xtEl/5DOJhlxSGq2MUIQiCOXUpiCSTIi8AfmTYmTJ/JI81bsX7bdpyl0jVvT3MfTKSlowZWMYZTjJInhXl+9hs0aNmeF99YhEeJYpWi2NVEGsBI4ZBSOKXEdTD2/yf19+Ccq6/918zYtKz4Kngr6TikOF5NZ/Wm7XToP5RhT0/lpNVDYSiFMxDHmR6ACbKBRY7ijSQ47y1kztvLeLhFR37ce4jsUhm3FsNSIvLj7gNUrlWbkVNeYOfp83iCOjn+CG4tZeYBqKlrg7nLcVj02Ve07Pk4T8+ciysQwiFGsPkjeEIGl4oDrPxpCzdWu523V6zmlCMfj5bEqRjkRgw2/XmEHoOG0WfwCPaeuEB+MIlbTl4bzlulBIKs41Si+EI620+d44lnnqfqHfeyduPv2EtEbCUiX2zcRoVqNXl+9gIOXLTiDhlmAF4giTPd09pkk8l4OZxg9jvLaNG9D1PnLCBf03FrSWyBKL6QQUbuZRav/JKKVW9l5Tc/kFlQhlsz2ZXuMNjS1oU7Tl1gxDMvUOPOe/jhtz0IpSou1TBDBv2xazJwi6hj84e5HIwyaMwEug4Ywopv1lEcT5JVqmFTE1jTZ1+nksCrxrngLWTue8to16cfA8dP4qjVheAPIyh6OuxLx6LEcIcMsotKWfThJ9zzUEOWrf2JrAI/haEUlsIA6zZtp9ZddWjwSFPad+1N137D6NxnGN0GjOTxJ59m7Iuv8up7K/hs4zZOOAtwK1HTYkaK4ZKj5AVjrNm0lS79hzJ0/BQu5pbgVpJYRXMftl31wNZSuOQ0uBxIh0OlCTA2MYEQMHDLCRwlCgOemkSL7r1586OVFEUNckoVc01X0wC8mMQa0MnVUpxz5DNn0VLuebABn/+ylawiP7nhJBcvl7Pml21UvfVuJr/4CvvPXSIvamCTo6alhZxAkEzFw1V/+vxIkiNZNqa99gZ3PVCf97/+jsyiUgqiSXKuSHy3/QDV7rqfBWlgPS+cQJCjaTJh0lQ4quBSUljFGA45wqXCUr7YsI2uA4bRslsv1v++G2uJiE8zEAJRssrD2ESd3EiKM94CXv9gFVVvu4t76jdkyFPjeWLcROo1acHrS5ZzwV2IVzPSwzUDWyCGW47hU2J8uel3atVrSN/RT/PHBRs+Ja1mD+g4VNNH3aklcao6lvIw3lCKjQdP0HfkODr2Hsi2I6fJD5oBaXYpjk3SyQnETVWTyj+Asdf22Otg7D/5P1V0bGIUT1DHVi6z/re93HP/g9xQsSJtunRj5fofKDVSOKQoDs0wwQLZwKGmyJbi5Igx3IrOgbOZtO3Rm6o338bNNe9i+ryF2EsVPEqMy3qKtz9fQ6O2HbjxpipUv7kmm/YfxhYI4tCSJjtMS2HTkthkHV8owQVfATMWLOH2O+/jxorVGPLkBPaeziRXMyhJpvj10GEGjh7DDRVvokq1GixasYoMXwG5oQSW8hgWMU6OFMUZSuAJGlzILeHrzTsZ9vRkHmzYiKo1anBj5cpUqXUnC1as5LQzlzxNx1GqcjzbQf0mzbmxUhXqPdqIVxYu4kosaR6a5PSiIBtYRR1reYy8YIJz3nwWfvyJyYytWIXBI8azed9hiuJJLOVhcuNJdp+/yPjnX6RylRpUv7km736+mvO5+fywfTcduvamUpWaTJ/3DseyXRQGDfafzaJz/2FUr3U33fsPYd2W7eQUFPPmspXcde993FWnLrMWLEa4ouL06+RpKS64rzAzDcZWrFiJvgMGsvaHnzh07jx7zpxl77nz7DiTwe6zF9h77hL7zmXxR0Y2e09fZPepixy4ZOV0bhHuSAqLEidHNrDKphzElIVcP7Bdr/8+ZUuDfS41hV00sJabbCVvOMEpRy5vLV9Jldtr89bHqzjrySM3aGApDV/zrBLSFgO+UJLCoMFr775Pq269mDxzDo6yIA5/hGIjyVdbf6PLwGE80rIdRzKyEPyayVpVEthVczqcHTDTR52agUOKUhRJMv31RTTt2J0J018lp8iPT9MpjCZZ9/seBo6dTNf+Q7EVlONTDSz+GJnlUZxh8EQhK2AmP9sVHSEQweEPMmnW6zRo25knn5tOhiefwnACl2RaAVxlCNukJA4tRWapxuLP11H19jq06dKbX/cdYNeJEzw/ew516z3K+k3bybksmh6zYhSrGKZIT7Hr9AUGjBhHt35D2XH6Em4tYe4zsmHK5mSzIbQEzPRepxzhtCOXXk+MoX67riz96gc8cgxvMIFDNGWnJjMgZQKx18HY63W9/u3KIV19FhM4ZLN5tEpgFU22iEs2yPAV0WnQCJp2782Kb3+gMJzA6g/j1FLp8CITRHUFk3jUBGdceTwzYzb1mrTizY8+x1mmUhhK8sXGHXQeNIpm3fpwxubDLYVxKFGTKKCZ3tI5Ytw815b4WfPzFu56qCETZ85h17lL5EaSphe1GMenGHy49ida9ujLgDETEYrKcaWtFuxqghx/BE8wyVlPIc++Np8HmrVm3tKPEIplvEr6s0oJsgIR7KEkOXIEVyhG1uVSPvrie+6u14S3PlpNRl4x3rCBEAjhVeNmanEghFCmccqZT5cho2jUuRcLPvocoVQhP5jCKSaxBwwzTEPSyQlEuKwnWfHtejr26U+/UWMpiKWwyxEK4wnW79xN50HDqN+8Nes3bmf34bMcOJHFiUtusj0l5HivkC9GKImmKIwkTRWFqKebwhgOKcpxwUPbx4fQf+xkvtm2h1w1cY19J/xHZsx/AGMF2fx5tmiCsRdyL/Pmex9T56FmzH9/JWfdhfhCSaxSHKtosqHtoqlKc2oGXjXGnHeW0aZrL0Y/Ow1f2MAWCHM5avDd9j207zuUe5s257ejJ3H4NTyKgc0fI7M0bAL5qoFD0XGqOk7NVLO99OYSmnfpw+jnZ5BdJuLRIgglIguXr6JBi05MmjGPDHfxNTDWJhsIoo49oCOk7RMcUhy3aoYLT5r9Jg+3786wydPIvlyOV4nh1cx0a7scw67EEcQYHk3no+838mDLDtz7aDPW/rKFE1kCc99eSr3GLVnw0ac4yv3kh5NmiFxAxxIwyAun2Hz4FEPHTaJ5u04czbTikyN4tESaHWbgjkCOaGZeCLKOwx/GVljO4yOeomX33rzz2Vfkh5PYVZ0cUf+boiR17TkVFD1tJ2Gkn9/kdaLFv1n9PwdjTT9I21V/YymdYC/Fcck6V5IpFnyymla9+zN+xmwu5hanlUdx7KKBQzaf7RwpQoGR5OBFC89Mf41GLTtz0pGLLRDEFzY46y3knc++5Maqt/DG+x9x0u7DGzLfm1U2yAmYIJsg6tj9UQpCBqOee4lm3fsy+70VZsq9FMelJvGFU5xwFvLmR19Q8eZafPXLNjILAzjTZ+DL0QTLv/meVj37MnT8FM7ac8nVTGa3cC2cLIEgRnFJEbxKhLXbdtC4ay8eaNWRHScyKAzFOWl3M2PRUipUr8WHX35Phs9k1Nsl05vc5k8gpBWf9kAEd6nMsPHP0KHvYBav+pL8UAKbGCOrJIQvGOeY1cn0+e9Q6bY7+WX3nzj8IZyKye4XVHPw6NMSfL9jPy179KFB205sP3YWhz9sernKSXLKIte+M7uWwqWYlgHd+g9iyJhx/LB9J0XxJNmBKDlKEmv6zOuSdPLlCMtXf02HHj3pN3wE20+cojBm9jLZgRgWWcemJrBpOu6gwXG7m5lvvs0Djzbll/3HEMpUimKQ4Sng7RWfU6lyDWa//hZbdv/JgVOX2HPiEsey3FzKLUUoVfCoMfJjKVyhtBdqOiPDpcQpSVsrtHt8KJNeeR1bqWlBYw3ETWWKksQixvGETCsilxzHJZtBv7a0V689YK617kCcs0IurXs8Tveho1i7dTvF8SSW8iA2ydzXrXKS7HIdj5YkPwg7j55l3HPTub9RM7YeOom9XCU/muS09zKLV31FlRp38cY7H3BScOMOxsj2ayYB0a8jSGbvZVPM/aggmmTroWOMmDCZuvUbsvGPI1hLRNOf3lPIe6u/ofqddfjkmx9NtnTQwCrFyBbTKnEV7DI45SQ2fxifFuWHXfsYOGY89Rs15+vNv2ErCeBVdYRA9NoAWhANcsMJDtucTJmzkGp31GH8CzPYc+wUm/fso12Px2jdtSe7j5/Fq8RwKGkFkBTDJUWxFIssW/MNt91Vl+fnLeKMMw+fGscZiOHRwKmlsEkJrIE4QiCKQ4yRH02xfN3PtOk9kN4jx3LKkUt+yMApx7AGomY4mBjHEUz7kv9tX7i67vxPV0j/08FYq6Rj9cfxBA0cosove49Qp0FDbqxUlUebtWb+so8pCCZwSgbWQLqhVs3JR3ZAx6EkcfojbNpzmHqNW1Kp+q3UfrABc99djlCq4JAiFCdSLPrscx5p3ZYbKlameo3b2XzgKNYyDadqHjCy/GYAgiDH8WoJjlk8jJk6g1tr1qZytdt48unnOHjBRkE4RXECNh9OB3jdWJEqVW9m/vsfcdqVR27IPPgLSgqraib7WsQo1vIQXiWC9XIpX/60kX5PjKBKzdupUL0Gjdp1Ze2m7bjKgngCEY5lOmjeqSuVatxK7QceYuKLM3CVKjjTJs3C1cAFKYGlLEKeluDAhSwmvzqbGypX4YZKN/PUpGnsPHKWgnCSnLIwzpBORkER85Yso2at2lSqXJ0X35jP7jNneffTz7jjnvupfmttPlu/kcz8MgrDKc44C3j5rfe44577eaRZK5asXM3RixaGjnma2+66m+btOrDiy2/JDyaw++PkaSkyc0uZ8/b7VK5xGxUrVaX30JHsOnqcwnAMhxrBF49jC8YQgnGcoTgOTceumCnnnlAcT0RH0HSyxDA5qo5VMxnQtvRC+K9+AK7X9fpnlk3ScaomGOuQzMOpU9HJDSU4mm1n1vy3uanqrXyy/keyi8vIDZseP3YlPTFUk9jkOPZACJ8coe+IJ2naoTOvL12BR4xiLdEoiif4bMOvtOndn0dbtiPTlYdTCl8DYwUFnEGwSnHssm4GepRrCFckeg0bQ8tufVi8cg2FEQO7GMQthXhvzTf0GvYkE158BW95EI+oYxcTWOUUFjW99slRBCmCV4tjKxVZ/Pm31G/SmtGTnmP70VPkh+JYSjXsso5LS+FSkgjp9E1vNMVBm4cXXl/MvQ805KsftuAoKcNZHmDF2nXUa9KckU9P5Vi2C49sTnmdapQSA37Zd4ieA4bTa+AI/swUyIskcaimJ1lOeQx7IIFHBVcwhSeUxCVF2H3yAjXve5iew8fy457D+LQEDtkEiG2yYR7s0qxYm3QViP3HpuSv7/U6GHu9rte/oux/A2NtSgqrBBbRfM0pRvnzko16rTrS58nxfL/7APnhBFZ/FKdmBrGYSgEDqz9EUTzJj7v20XvoSFp17sm2w6fJU2MUBhMsWvk19Vp3YeD4KVz0FV+T2DkUA0vaPibHH8Wj6pwSvLwwZwG31LqHOUs+5IQzH08oiaDEcco61mKZeUs/oXHHHsxY+B5eScapmKEejmAKQTHIjaQ4bnXx9IszeaRFe1au/wVXeRCfZgaNWQJxBDWBTY2R6VdwaWFOCS4mvzibeo3b8On3m7CUSri0GNZ0krPdHyJXjXHC5mbizLnUrPMQryx+n2NWN17VwObXccopXArmOhgwVQ4uNc7sJR/QbcAQXpi7gLxIAqtfIzeq8/FPG3ikQxeadezKeZuPomCM/KCOR47jkaJ4FLMhtgYiZAciWLVUutlP4AwmEQJh9pzL5P4mrXn65dfYf/YSRZEktvKYqYr6OxgrJ/gr+An+AmN1LHIEdyjOKbuHZ6bP5p56jXl/zTqyigK4056GDjmBM52mbQvEsMkxsosDjJg0lWbtuzD33WX4IgYWMUxB1ODLX3+nabe+3N+yNYcyLXikMK60D7lV1HEFU2ZitxzDLpp+iRfyShk4ZjJNO/Zi4cerKU4k8CghMvOu8Or8JTzUsA1Lv/gep1/GqcXIFk3lm0NJ4VRSZtK3GMMjx8kLxlm46isaderFgLFT+P14BkWxBPZAGGsgagLMUgybGMIXSpJTHGD2ex9yf7O2vPL2+1gLismVw3z28xZa9epPk049OHzRikeO4ZDNxGunBnkRWL99H32GPknLjt05584lV42n2XeG+TypqTQTOIFLSyKUhTiUkUODxi3pP/IpvtuxD5+mpwk0qWtA3f8SjFXSoN6/wRpyvf6q/x0Ye+3fKn8BsYKctt2STPm7R45Rnkrx9Kuv06LX47y65AM8cgSHaAap2kQDa8Bkc9s0HV/UtPYY9tQUOvceiq1EwiWb7PRD2Xaef30hN1S7jeVfrOO8twhPWpZuUxLXQmhdWgJ7IMSxHCdNO3Slbe/+LF/3Ex4llgaQDVxqkp1nLUx8dQG3PtiALYdO4JDMkEJBilIShxlvvkuLbn14ZtbrWArKKQyDQ9Sxpf0vbVKMnFKFgrBBZl4Rry9dwd0PN2Hy7Dc46y6gOJZiX0Ymo1+YScXb7+Hzn7aQcyWAN2QGG5lrawqL37Rf8Shh/jh9gaat2tNj4DDW/Pob3qD5jDjkBD7NYNuR0wx5+jnqNmvLrlOXcKfXMkFOkSOaPqAFoSRfbtjKvQ2b02nQMP64aMMpm7YsdiWFVYyb4b+Sjl3VcUohfjt4nMZtOjB26gvsPnmWglgSeyhFtpIkK2Cq99xikM37DtGqfWf6DB3GFxs34ZFCOMQ4dvHqvZDArpoWkr5ggt+OnmbstBk06tiNQ9kOckpV8sIJTjp9vLZkOTdVrcHHX31LdkERhdE4uSFzqCSkrXQcaVWbNX0OF9RU2rNV54oOY16cRbv+Q3ljxSq8ahy3lvrHjAdJxxlMYZfN3sqlmsMuQU7gkE0w1iXpuAMRdh0/R5O2XRg2YQrbjpyiKJbCrpghWzYlYXqDSwaWKyEuawk+XfcT7Xv1pWnHrvx5wYLTr1EYT3Dam8e8ZZ9Q+Za7WfrJl2R4CnAHY6ZNgWL+fYdikk5skkFOWZCCSIJVP2ygfe/+NO/Si7OefAS/Sm4wzqFMgefnLKR2gyb8uH0f9jIFl2ru+YKWIitgYBWTOMQE9vJo2vs8m1GTn6Nph87MX/YxQqmE3R/CWh7GLsXxhlOmXZtoBpv9X+y9Z5CU5b69LYoEQUUBAUEkSE5Dzpkh55xFouQkIjmIJMlgAhEEJKgEyUEEyXGY6RwnMcOE7id0Dk93X++Hp3GH2vXWqbfOef/77D8ffh+soiiZ7rnDute61uErd2g/YDQVE5rzy+U/eeYN8sBkZcHKL3i91Dus2fYV961PscbTIBZZwS6HeZiazZKN2yhR9n1mrljL47QM7K4gunwfJjmqnk0EtVTN5omS6g7zLAQjps2lUuOWjJg5T+XSywEMkuqK1Uqqs9noQX3c+bs16W93rudpqOfngP+7jHr/A87YKBpnWG2rdvi58tBI/RZtKVy8BKXercSwiTPQ57gwS+prlE4MY5TUhVQrqPb9x+m5bP7uR94oXYGXCxWlQbPWbN79IzYpiCbPTbYSZfm2HVRv0IgCLxek2OtvqS7PZwIWt1o6Y3CpUVeTK4xJ8HP82l2adehB0ddL8map8kycvZAH1izsHoXsaIxjV/+g17ChvFTwFQoXfY1lG7dy25yO1RVB6wipDYvuKDp3BL2sFkukuhVMDg/ajGy+2neAFh26UKBgUV4rWZ7lG3eRZM8hwx3mkS2bboOGUeKddyn2dhk69xvCLY2NTG8QsxQmxREvxZEU9E7VGXv00h8kDhjMSwUL8Uqxt5g0ZxFXH+nJ9Mfih2g/BtHDjv0/USehKa8Ueo2+o8ay69BhPp63gOJvlKJWvWacunYXfb4HuydKcpbArsPHebdKNUq88y6TZ83j8Kmz1G/amiLF36TfsJEcPX8VuyeG1qFgkyMYnsl8sf0bylb+gAJFilOtYQu++emE+nrnjqB3hdC6FQzeGAZ3FDXiEVWZLu4IJpfawK6TQxg8cSeEGMYoKJjjB7kXB7YX8x8zz0ue4q/tRklBL/hJ84W58iiFcdPm8Eqh4nx1+BeScwQs7ud8WdDLMTRCnIWa7+Lk1VvUadSUpu068uV3+7BLIQz5Pp6Gomw9dJTGnbpTs2EzHptSMYk+jO7nL8cR9HIMkyuCQQxgkf2YnRJ7fj1L9QbN6T38I45cuk5GMEJyjohV8vLJmvW06NqTBWs2kOUNYRXC6qbogmQ5xhMpjNEVItWr8CQzl6+PnKBGQkv6j/yIH349je6ZiMWlHmq1YvwQLUYwOdXLZ5o/yolbDxk+dR5V67Xg14s3MeSKZPiCnLtzn+ETPubdyjX49sgpNM8k1Rkk+cnwKRy+cJWOvQfTpnt/Tt9Nwu6LoJbVqMK3QVBU15EQxO6JcMeczpKN2ylcohyzV67nD60VqzuCxhlQI6IuNZb59+4elZ/1Qox9MS/m321Url0UgxhDL6iOIZMrgi7PxS+X/6RMpeqMmDqbU7cfkOqLqMzpuONPL0cwuiIYRR+mfJnJny6mTsu2DJ88HVO+hFXwYxOCzF+9mXdrNWL0rAWkZDmwSn5MTh96IYhGDpMsqt0Ghjw3P/x6hsp1Eiheqhxb9v2ENt+N0a2Q4lA5q3fN6Uycu4jazdux9eBRjIIXo6z+/2glBa0YIC0eYRw18WNqN2zO3uPnMDt9KtrFGUYvKmjlEAZ3AIPLh0FwcejsJarWaUxCi478dO53LLIfo+zHIKmt3KnuMH+kmFjwxZdUqp3ARzM/4bdbDzAIXsyygl6MonFEMAjxhvJ4OZYmz83wqbNo3a0XK7fsJM0XRZPnJj0QZvOBQ3zQrDUN2nTkns5GqkstMNOJQYyyWkamk8OkiCGeiGGSXVE0nhhaVwSzJ4omV2L/6QuUqVSDBavXcd+cToY3is4RUstJpH8uR/x7MVY1QhikECmCB6s3wA2Nnl6DR1GiTCU27TmI3uGJGzDCmKRovPRNweqOYvMG2XPyPI3bdqRJm/Zs2r2PNH8EneAnPaCw88iv1GzZicoNm3D1sQar6FeFkL9zyRldCnohgEnw89QXZMfBX6nXvAOJfYfxy5WbZIYipHlDXE8yMG7KXGrWb8FPF65jkX2Y3CE0YvzSH0/KGJxBbK4Qmqx8dhz8mQYtO9B75Ed8e+wUxnyXWizjDKpClqwKnHqnlzSvwk2DjYkLlvBBk9Zs//EYxlyZDF+U31NMzF65jjdKVmDDzu95aM/C6o2bRsQQaf4YP5w8T+d+Q2jQqgN3zWno873o4y3sWlH9nTLKUXRiCJM7zIO0bJas30bpih8wa8lKbhls2D1hHue51RbteFnOCzH2f9f8V8XY54/VOkkVRk1yTGXtCwFMTh9W0UOHgcNpnNiTtd99T1ZAQZvnwSSp5bU6MaKWCXpC2PwK67/dR5e+Qxk8dgoWwYPB6SbDH+bcvUcMGj+Vl4q+ye4jJzA8E7HKCin5AfSemOrIFIOY5SCP056xcO1Gyr5fla6DhnPw/CWeBhSwiMJbAAAgAElEQVR0+QG0eUHsrghHLt+g85Cx1GnbkfP3kzDJfvSSim955ovSd+R4GrTuwsIvtpAqhbC5ohgFNepvkFXnp87hItOncPTCVfoMG8v7NRM4fOUmKTkSmf4oJ6/foevQ0bz8Vln2/3YRfb5amqdzhtE7I5ikWByXEuCBLZMZCxZR5t2Kagn3rTukh1RB0SBGsMphdh8/S8NOPWg/YBhXnphVp6cUweSOoZUVDHKQNFeQbXsP8vb7VUkcNpqrWgum5wVcQgSjHInHwVXN43F6LvOWfk65ih8wfcFi7ppSsXrVQkiNrKIfNDkefr1ym6adutOsU1fWf7ubRxlZmF0BNTnhjO+7chS9oOoqWcEo3x07TueBw2jRrQ+P0nNIyXVj9Ya5ZrQxe/U6Cr5WnM3f/8CjzCzM7gB6OYDRH0PvUtRyKkEV81LkKBqXyoDVCiGMQohMj0LnQSNp3XsQm/b/xNOQWoJudEUxxhmqRuk5ZixeWinFxXRRUfcLZxibrGAXvRy7eI2aDZoybPxUzt1NIsMfU8vIJEXVdKQoFlcUqxAiOS2XSXMXUq5qTdr36s9jezYmp5c0v8JtazoL122jcLFSfLHlGx5YM7F61bSETghhliMqqkAIoxdDpPlV1/dHsz6hTpNWTFu8ErPswSh6yfCFOHPzLl2HjKZ+646cvfkAmxRQBWtXBI0UQyvF0IsxzGIUi6B+94dPnk7Tjl35+NMl3DGmYpGCf+lo2vh32CRFMYsqh3zvqcs07tKHtv2Gc+G+hnQ5iDFH4NTVm1SsXY/EQcM4cPYKqZ4IeocfsxQk1R0mKSOX5Zt2UqJMRWauWMt9WwZ2l1ribJKi8Z+zoiZQhABGh5trKQZadO5Ok87dWfv9ftL8YVIcbrRiUN0PXJE4Bif617ryfK35e0f+CzH2v3FU2Hd8cXMGSclwMHD0OEq9W4FCxUvQvGN3Tl2/h0XyY5RC6Jx+DEIAgzOAXgiQ6o1w7vZDxn48k4KvvUGBQkXpM3QUxy5cJd2rkJzjIkuJsmrHLmo2bMxLBV6hSNHXmbd8NTf0VuwedVEySGE0Tg92b4gnT3PY8v1BSpWvyitFXqda3Uas3LQLQ54bg9NHViTKkStX6DFkMC8VLEjhIq+xbONm7lnTsbnDaPID6pfHHUXnUhkbBiGEPt9PSq6Lp/4QV+4/YuyUmbxUoAgFCr3B3KVfcEefylNfBIvDw6wlK6hUvTYFX3uT2k1b8+2hE1jyXVjEEBqHH63oRyf6SfUqaLIdrNnxLZVq1eXlQkUpWfED1uzYQ1J6PtZ4HEIr+rF6gvx8+Rp9Bo/g5VeL0rhDZ2YvXUHfoaMoWbo8Q0aM564pVS14kFVx/Py9ZBJataX4WyXp1qcfy9et590q1Sn8eglmL1rBDZ0NiwdSnFFMUgSrEGDPz6do1rELLxUqRvFS5Zmz9Av+TLFhd0fQOP1onAH1VVFQf1YGZxiToGASVIFEJwYwxA9pBknBJCiYnQoWIYrpxYHtxfwnTRxurhX+JsZq8j2k+UL8/vgJY6bM4JWib7Dr8C88eSaql3RHCKOLvy5FJjHIXVMqE+Ys4J3yFekxcAg/nblEhifylxj73YnTtO0ziKp1G3Huz3vo8l0Y3eqlVitF0Doj6MUgRsGHRfRwx2ih34eTqZbQgkXrtvEg9Rlmdwi94EWfKzBhznyadUxk+/6fyA0p2KQIRkG9dKW4YjxyBjC7QhhyRfafOEvigOHUa9aOHT8e5VFqDjZ3vHnaHecBSVHVreAIYnb4eBqI8v2p83QbPo5G7XtyR5uKLs+NzRsi6WkuO388Sqn3qvHh7IWcu5tMmieM0ekmzR3i3K2H9Bwymsbtu/H9bxeweVWG399KEhV0eX4srhAW2c+Bs5dp3b0vlWo3ZM/xc2hyXZjdETSCytUyuGN/OxTES9b+QYwV1VHXpXir6V8XmP97Dgcv5sX8u4xBiseeRfVCZ3ErpGQ52H3kBCXLVmTW8tVcN1iw+yLoHAH1giKG0YiqK8cqeTl09hLNO3enQ+8BfHPkOBleBZsUwi6GmbtsA2Wr1uPDTxaT/MyJXQ5icvpVN483gkYOY/VEuXAvhclzP6PImyUpV6Ua+367gMmlOhhTHF6ehmKcv/OIQWMnk9C2CydvP4xHzdXHH42oirGZwSh/JmsZNWEKNRs04ZujpzALPqxyBIOgmhn0riAawYXV6+e63sj8VWt47Y3SdOszlLO3HmLzhNGJfgyi2lh8Py2HVTu/o1XX3nTuO4jfrt9Gm+vE5IqXZbnUIh6jrApoeiGMwR3hfnoe3QaPoHPv/vzw8ynSvWosMt2vsOvYcRp06Ea1Ri25ci8Fo8OLXlKLvzSC/y9GqEaKkCJFSXFHSZGjpAhhLC6Fh2nZrN7xFe9Wq8Xand+iyczDJqsIHL0rqiZB/kmMNUgxDGIMgxiNX9RCJDvd2Lx+bmlVMfaN0u+z8bsf0Ts8mN0RtXlcVNA7Q6oYK6uC4ojp8yhTpRpd+vbn2MUrpMexDml+hb1nLtK8xwDeqVKNE7//idnhxiKH0TmCajt23A1oFIMYHD4e2Z/Sd+wU6jbvyLxla0nJyMXi8pEZiHD0/B/0HTqOJm27cTXZgl7wYnSF4sJkvA/CEcIih0nJdrD/9AVa9+hHy0492Lr3EI/TsrG5njv0VNHsOWfdKPp46o9w+tZ9Bk+YSp2WHThx/T4WwY/VraDJd3Ho3FVq1m9Or8Fj+OXqTSyeEDo5yJN8LxmBKMd/v0G/ER9Sq3FLfr1+Ry07jouxOjkW76sIYXKH0Alujly5QaN2XanbvC3fHDqGOV+NFyc5vKp4Ij0XY1E/JzHyD2KsQXohxv57znMh5B8LS/9ZjNVJ8cLSuGirutZUBqTZ6eOeNZNGnXvSYdBwvvn1JJnBCNq4c87w/JwkK+jcAez+CPNWr6dVl17MXryadE8IbZ5Ehi/I2Tv36T1qPC8VKs6Pv5zBkC1hFVXUiM4VIVnwY3QF0OY6OXrhd5p3TqR4qTIMn/gx5+8+4Fk4qmK+nGHSPFG+OXaamq060XP0OG4aLZhcfnSiTxWanD6ad+hBwzaJbPh2H9mBqLpXCH/jQhsEP3ZPkCfpz5i7dDVN23Zh6EdTeZwloBN8ZPgVfr36J21796dAyTL8dPEPjE4fZkk1Beic6nne4gqT9DSX3b+comHzVhR/820mzp7LNZ2B1FCEJ/kBDFIEsxhg0/cHqVivMWM/WcRtayYWdxxxIEfRyAp6KUCa7GfXvkOUqVqTtgOGci7JgNEV/zzFCCY5gkFQz8B6h4tffr9Jg6ZteefdqqzYuANdjojJFSZJ9KNzqYifU9cfMnLSXMpWq8tn6zbzh9aI2RNEJwUwiOr53yiprlSdQxVRs4MxPt/5DU06daPvmAkY813oHT5snjA3LWksWL+FgsXfYMWWbdw2p2KUAjzJ96LzRNDGy3kNQhidM8wTKYLGHUPrUst3zUKAB+ZMmnbpRfcRH/Ljucs8DUdJcagIBnXfUjnC/5CoiJeRaeNlwQZnGJukYBd9/HL5T2o2aMqQcVM4ffsR6T4VjaB3xeI6VRiLqPDUG2X/8bO07dqbcpWrM3b6HOyiG7Pow+IOcTc1mzW7fqDw6+8w67OV/JFswOYLoRE86IQAZknB9DwJKQbJDETYcuAozRJ70apbX45cuobNF8IoqbiBA2cuUq9NJ3oNG8ONZANp7jA6wU+KEEQbv2sYpRhmUeG+JYt5K7+gbvNWjJo6gxPX7qhGwOefvxRHiQjqz9YuK5jyPGzff4zK9ZvHS9bsWCU/FqeP5IxnjJ4xl5rN2rBg3WYepOfFcQ9+7HIATbaTL3bt4fVylRk2bS7XNFZsce65zhlCL6nfN6MQxCz4Sc7M49O1G6naoBHDpkzn7P0nZASjJDvcaOMOZHWff14UGVMLyiQF/T/hUV6Isf+NY3CrX3atEMIoh0iVAnyxfQe1GzSgQKHClKtcjY8XLuOG0Yze4cIs+bG6ApicHsySn8fpz/hi59fUTGhIgVcLU6Lsu3y2eh13DFbSvGGSc108VaKs3vU1tRs14aUCL/Pqq0Vp1rEL3x07SUq2iFUOq4wuwY3RKfHr1esMnziVl155jZcKFqFb38EcOHWBNLdCSq6bzHCEw5cv02PIYAoUfJnCRYqyZN1GHtpU7oXOEVRfkoQgyUJAhSmLIRUcLvlIC4S59CCJ8TPm8dLLRSlY9E0+Wb6Wu8ZUMn0R0j0B9v56guYdu/BKsTcoWb4Sg8dO4dIDHfp8LxZXELM7gMnlJ9Xj59jl6/QfNY6CRYtTsEgx2vXsxy9XbmKTw+gd6uuEXgpi84S4lqxn7pIVFHi1COU+qEnnvoNo1LIdFSvXYM2GHehznJjkIDoxiEkKk/I0nwFjPqRUuXLUbtCAvkOG8nqpMpR+vzKbvt2HLseFyQ0pAuhFBbtb4fzdx3w0cy6vFClOgYJFaN+tNzv3/YQmKw+z7Mcoqy2LZpeCUVSjemrMIYReDKGXQ381MurlCCYpikmMYnRGXxzYXsx/1DyPdmnj/20Qw2gcHlK9Qf7U6Jj2yWe88tobbNizj4eZeZhdCsl5foyy2t5scik8THvGrh+PUC2hMa+9VYoxU2Zw+X4yT/1RtLkeMoIRTty6x+CJUylbuQYbv9nH46d5mNyq+0onRdA7VTae1RXgYepTNv9wkJJVatFzxHiOXb6JzR1BKwaw+aNc15kYMOYj2nTryS+Xr5ETVLCJUYyOGDoRkl1RHgtBTJKfny9fZ+Sk6VSp05BlG7Zx15iGNR6rShYUdB5UHpULtXXXGcDi8JDlD7N+9z6aJvamy4BRpDp96AW1EMQo+bmeYqZj32EktO3Kpu9/wpTvxuR0k+YOct9oZ8SE6VRv3Ir567dgcYcwxluvNY4gRiGM0REk3R/hms7M9CWreKdydcbPnM91jQWLSy3e0cfdaXrX33ho/8oZaxLjByspgnoYeN5A/De27It5MS/m/78xSOq5QS3qCGL1hElKf8bmb3/grdLlWbJxCw8yskj1RUjJ8aqCpqSgk4Jo8iRuaAwMnzCFRq3a8+mq9SSl5WAWA1hlhTRXlIWrt1KuWgKDps3lUVY+dlcIszNeiOWLYvJGuGl+yurtu2nTpReVqtWiTqNmHLl4DZMrTIozgF4KkhWK8eOp8yT2H0arbv24l/YMo1v5qyxQKynoxABPQ1HuGUxMmDaTqnUSWLb1a0wOF1ZXXIwVQhhcQfSCi8dZ2Ww9eIBWXbtR7I2STJgym+tP9Ng8YTROHyY5hN4RYOuBX0kcPIpWib3Zc/QENoeERfKgFbxq6WK8iMfoVp1bGofagXAhyUCrrr3oP2wUl24/JMMXwyAEsPsiHLz4B4lDx1C6ci1+On0ZbY6A2R1CKwTQOlUurC5enqKXYxh9kCJE0eQHscthbuksjJk2i+qNm/HVoaMYckVMUpBkIYTeE0XnVpEG/yDGivFL99+JsSlON1aPn3smC+OmzuGtclVYseVrkrIcWL1RkvL8aOOCgUUO8zA1j037jlG9eTteK/MuQ8ZP4HqyhkxvGIPDg90X5uTdxwz+eBZFS5Riy+59JKXnxMXNuEATT6lYXAoP0vLYsOcn3qvbnD6jJnHk/FUyvSF0DpmsYJTtPxymfY9BdOo7nMcZ+WgdXhXX5VL3ixRnCIOopj2O/n6DoZNnUqFGPVZu3sU9k51UOYA+368mC+WY2hwuR1Snm+jlWTDKDyfP0HnAUJp07M7jtFzVrSQGMMohbpnSmDJnEZVrNWLVju94mJ2PyRcm2aHGZf9MNjBh+jzer9mARVt2kpQrYHBH4mJsVE3yOANYvWEua4xMW76WIiXLM/WTJVx9mEyq5MMo+FTnlhhFI8XQyX/DSfyzGKvuoy/O9v8b5l9jCuLMyji+Qi+odzqbS8Hi9HH69kNqt+7IoMnT+fnaLVL9UXXNkiN/ibE6KYzeHcQg+RgzYx5N2yWycddenoVi6PIkMrwBLt5/zODxU3nplaLsOfQrmvR8rPE7pFYKkyL60EtuTt+5x9SFi6jXrAVvln2XiXM/4Y8nWp4GImjz/NhcUaxCmDVf7adsjQSmL1tFUmY2Zo8freTFLAfQZ+RTt2Ebmrbvzs4DR3kWivIkx6Max1wKBimIzuHG5vKx4+AR2nbtTZfegzh4+jJml4o3SfeHOXn9Jp0GDuHl0u+w7+xFdPluLLIqxmqc6tqoc8gc++M6I6fNJKFxM94q/Q6zlyzhjs2OxR/mcZ4PsztKSrbI0o3bKFO1Jsu++o7Hz/KweFWBVStG0MgKBilAhsvPvmMnqNm4BdVbd+DnW0noZCX++agILrPkxyp7uZyUzMylK3m1aEkq12jM9h+OYpFUNqhWDmJ0R7j6xMy8Zev5oF4Lhk+axe9JBgySH40cIEUMoXMomOJrsE5Q0xpGScEmB5m57HPqt+7ItM+Wk+YKYBIC2D0KjzJy2LD7RwqVKMn4WfO49OAJqR4Fbb4fnRBC6wxhFFSjll5QSJaVv8RYizuKVfDy88Xr1GnRgZHT5nLu/hPSAgrJDj96KYoxjoAwiOoDgU6OqA9Wcaa7Js46NgphrEIIm9PPxbtJ1G3ahh5Dx/DThT/ICMRUlKakMokNYghjvpfbOisfTp9Dxeq1qZnQjOWbdpAdDGESfRikII+yRXb/eo43y1Wh26BRHLn8BzZfkCf5EnohgNEZwugMYRZDWEUfN/Q2eo8eT922XZi65HNSsp0Y5AAGOYAuX2bL/sO8X78p0xYs4ZE5jTR3CJ3gi4uxUbRSDJMM9225bNl7mAo1atFj8FD2nzyN2enBKKiPmSlSlGRRddIaXVGMzgDp7giazHxWbtpF6feqs+7bAyRn5f3FlbeIXo5cuk5C+670GjOJg5dukO6LYha8WAQvZoeLr4+c4N3ajWjQoRu/XruPOV6kqskPohPUkmWrK4wuR+T41VvUa9mGJp0S2bhnP7o8Cas7jEbwq2cDOYLWFUXnUsVYvSv2F/bi+V7xQoz9HxBjde4IGimENm6XT3OF+PNxEn2GDqFYiRIUKFyU4u++x5LNO/gj2YBVcJHm9mIX3aRk5bJt/0Hadu9OgcKvUrhoUTr26M3xS9dJldSGz5Q8N5mhKKt2fk3tRo0p8PLLvPpqYQoULc7AcZP58fRlnmTmYRXcGPIEfrtxh4/mzOet8hV56eUiFClekrmLVnNLayHDr7LE0oMKx65epfewobxUsACFixZl6bqNPLSlkeGPxEXFMFeN6Vw1pnE/Iw+T4CHd58Pi8ZKSJ7Dz8M+07NKNAq8UpWSFymz4ajfazFzS3EGsopuHNjtjpk/n7fLv8VKhohR+uyyLv9zOHxojVtmN3ePFKLi4+kTPhzMX8G7lGrz8ShHefLs0X+z4hof2p6S6n7+ux9BLISzuMClZ+ez68TCvFivBy8XeovT71SlV7n1q123E8XNXMTs8mFwhNEIAkytMViDMglWrqVKrFm+XKUOl6jV4uXAxWnXuyuHTl9RXSVcMjRRTQdluhZRsB18f+YWyH1SnYNFiFHmjBF369mfv8eOkZOdgkl1YPD4sHh9mlxej4OZOWg53M/N54vSi9yikuBV03ig6T/SvJse/mGAv5sX8B4zqSlU3HYMbtXVSCGKQAtg8IR5Y01m342sKvfYGM5at4qrWiN2rvqbqnWEMkoLB4WHfqXO07dGPijVqU6J8RaYvXMpNrYU0T5SUHC82T4SH6bksWr+V0uWr0H/0RK5qdJhc6kOR1hHA6opidYWwiG72nz5H8269KfHeB+w6dJzkpwKWOMYlLQR7fztPp4FD6TVyLNee6MlwhzE7wpgcUfRijCdiBKM/xj17FmOmz6FqvUZ8OG02qXkSNqcPozOA1hlSxVgXJEsxtGIUsxQhVQ5hdbhJc/n4ZN1GarXsyJAJs3jqDcYv2X61qCRXZsv3h6lSpykTZi/ihtZKuidEquTHlCMwZ9kXvF+/Ga37DuZ+eg5GOYheDKBz+jELQVJdYZ5kCyzZ+hV1WnekbvM2XH+kwSr4MUtqdMjoiamFBGLkr9fn5+UUeumFGPtiXsy/3cRdL4b4I65RUNDHxdhHqVms37mbEqXKs+Dz9dyxpqmNxPl+dHk+zK4wFneAazojC9esp+x7VZgw6xMu3HlMhlvBIPrRO/zYpQif79zPB8060mrAcG7bMzELPswOH0anH43oQye5WPXV9/Qc9iEde/RjyIgxtOyYyC+/31Qv6mIIsydCmjfCpt0/0rZ7X3oMG4tR9GNwRTC4VAe+mprwk+oNo814yoLlK6lavxEDJkwl6ekztcHaEVDFCMGD1e1l75nT9B47lrffr0zp8pVYsno9DyypWD1BNA4PNk+Icw+NtOs9hIR2iaz5ag853jA2h4RJcKOXvKqTVVTQChE0goJGCGOQFUyeEN+cOE9C+0RGTZ7OA4ONp4EYOocXuzfMlWQDUxetpHjp91i0dgv3THaskg9trhubHMYihDA4gnFHahizWy2xMTjCZLgVrj5IomnHRFp37cGxi5exu3yY5CApcoQkSUHz3BX7/yrGhtFJfszuII9Ss1i34zveqViDqZ+t5A+tibSAwpN8lbNqdYfR57k5cPYP6rfvTsX6TSldvSbj58/ngcVOljeC2enD4la4acti2bZvKP7WO4yePINz9x5jcalxZYOsXtRNcgidw8uhS39Sq2VnKtZtxpa9P6HLcmCTfOgcEtmhCMu/3Emzjr0Y+OFUjA4PRpdaiqKLIzNSnGGsvih/6GxMWLCU8rUT+HDmPJ7YMkkVPJjyXOjyfRjdkCyo7mKNrKAV/OidbrJDEdZ/9z3NEnvSZfBosvxgEsOqMUQOo8txcerSDSrXaszgidP55eZdUsMR9JIfqxxCk57H0rVbqVCrIc169OOqwaSyNOMMRk2uF7s7zKNMB8t3fk+15u2p2rAll+88JtXpxiZ4MTi8qpAvx9DK/IMYa3guxsovxNj/bfOvSkt18TSQwaUyNVWHeIhUt4IxT+LbY6eoWL8xUxat4IbRTloghl4IkeIIoRfVv0MrhjD5FK4Z7fQcNpbWnXvx08mLOCJgcrhIcwe5lmJk6sLlFCj4Gmu3fkOSLYtUOURKjgeTV8HsC3JJo2PW6s+p26oVsxcu5oO6DZjx2RKup+hJdYfROwJYpSgPbfnMX7mJCtXrs/XHQ+jyHJg9fnSiF6PTS4rtGfUat6Np+x5s/eEwGR4FgzOAzhlA6/Rjkv0YRZEzdx/QoH0n6rfqwOotX5PhCmNyR3jicGPzhLj8KJkxM2ZToGRpNu49wH17NmZRXQe1jgA2b4BT9x4y4bOl1G3dlrnzP6V2vXos/Pxz7qWmY/GrzFKrN8Y1rYWpny6lYs167D1zCa1TxuiKkOJU0Epg8MbQS37SZD8nLlylc99BFH2/Kt+f/wONUzVx6JwhjGIAmyvALZOF5Vu38UHDJrxephItOvTmh+MXsLnDGKQgZp+C1ulm4bqtJLTqTLf+I7hvTMPg8GBwh9C4FJ6IYXSOMEZnFL1DLR00ylGsHniQlseIaXNp2K4LG75R8RQmpw+rFMLk8PLz5RuUfL8qLTp25ftjJ7GLAWxiGLMjEE/JBTHH0wtaVxitO0qKEMIsh7A4JDbvOUjVhi2ZtXwN9+yZmF0B9FJYfeiTwSiBXogXSMVZ7ho5hlaOkexQcTAmUcHiDGIT/DyyZtKiW1+ade3Dl3sPkO4LkeLwk+wIoJcULO4Q962pTFu4jLrNW1GyQiVadO7B1z/9wlOfgtHpxyAFMUpBzj/QULtFR6o2aM7nX+1B55CxeEKYxSAWZwiTw49F8PAkPYN5azZQpU5Dhk2czm+3HpLui5Kc71ZdtvanLNq0g4r1mrB+1x50GbmkykEMYgCTV+XF6qQYemeQ749fIKFtIpVq1+XA8eMYn+VjFf1o8/0kO4Nonwuycb6vWQzx1BPhRrKJGQuX826VOhy9fAtdrif+YBBSXbCijyFT59Cgcy/mfLGJdF8Ik8ONyeEmwxPi3J1HJA4Zw6tvvsPGPYdIynRid6uOan1+AJMziEX0cfbOQ0ZNncNbZcqzeN2X3DbZSPUqpOR74/toHEMUZ+FqRCXekfQvxFjphRj737uwe2No5bAK1HdFMIlhbGKAPT+fplPPAbz0SlEKvFqUN0qVoWvvviz/fA17f9zP9q++YujoMVSpWZvCr71OoaKv837NBnx97Ax37HlxFlQYbY5MbijKFzt2UKdhAgUKqGLsK8Xf4LW3y1C3cUvGTJzG52u/ZPrsObRo1ZJS75SmUOGiFCxUjJ7Dx/PLtfsYRXWRNghuckNhTly6Qp8hw1ShtHgJFn+5jTvWDOyeMEbBhyFXZvyMT0nsNZgPJ03ny+272HvwEN/tO8C02Z+Q0KwVhYq/ScHCr9N92Ch+u3kXq+xDkythEQOke8IcvXSd3iPH89Jrb1GgcHHeLFuBfsNGsHbTJnbv38f6TZvo3rMv5d6txCuFXuft8pUZOHE6v+vsajmPS+GJqMY3dEJAXQTyPZy4fJOaDVtS+I13ePm1tyj2djk69OyHJiMXgxSOx4bDWNwhsnwK3x46QqPWbXmlaDFeLVqcgoVeY8KsT7j2RPeXE1jvVKH+KqslzE1zBou+3E6ZKtV4uXARihR/ncrVazBk5GjWrN/E7n0H2HvoCDv37GPll9voNXIMC9Zu4uz9ZJXxKAbjcTYFnRzF6AGN8EKMfTH/OaNuOjE1qu+KkCIGVeac6Fe5rYKLk3/epnTV6tRq0YodPx4gTZTJCyrkBcKYchys/2Y37fsMoH7rjoyZPoeaLVqzeNNWkjKekeoJY3T4MToCWIQQhy/epH2f4RQrUZZPPl/LLb2R/LCCEFEQwgqajEw2fLubVl17UaFaPZZv/Zb7tmyVi+cMYRYC5ERg3e6DNO8xmGFTF1Pv7iMAACAASURBVKDJdmOTIhjyg5jiER6zEMIuKUxfsoYWXXozdf4SLFn5iKEoueEI2UqEp0qULAXyopAVgbRABIs7gEn0YfcoaJ6JTPxsFfU69GbBul2ke8LxDT2MXY5icoTRZLlo1b0/rbr1Zvv+n8jxR7E4PKS5wxw6f43eIydQ6v1qTFmwhPsGE/k+P2IggODzYkjPYP6K1dRq1obm3fqz59RltelT/qfP6N/ge/JiXsyL+a/NX+xCOYbeRTymGMHqjqJ5JnPwzFVKlatExz4DOHj6LPmhMEJYIT8QItUh8Oul3xn78XTeqfA+gz76mJO3HqEX/OjEIDrRh8UVIs0b4fClP+k98iNKVajEgVPnsDlERCVGnjeExp7J0nVfUrd5G0ZNmsauvQcYOGo8vYeP4+TNR1g8UQwuBZMUwO4KMufz9bTo0Zfx8xdjdfkxx0tmDFIMg4xaTuMIkukLs+eXEzTt2I13KlTk8G9nMOfkkx+KkB+OYMiX2XrgKE2696Vl74EMmDSdSk1bs2LXbh6kP8XuCaDJEbllSaP76PG07TeYDXv2kebyIkRi5Ici5ClRciMxciIxshXIjUKaN4xF8mN3B7F5/cxZt4WabbowceFKnmTkkeENY8yRSBW9GJ852XP0OGWr1qBS/YZs2PMDSU+zyQqGyY/EcChRnoVCPMnK4eITPZd0NtURJylYXBF+vnqbt6vWpPuQUVy594Bsn3ppNQjqhdMgPRdeYxhFMIpqg/Q/lnipgpBJVjA4fVx+YqRC3cbU75DIpn0HSHd7yQkGEZQItuxcdu3ZT+feA6nbriM9x04goUtPZq/eQHK2oLrOJDXZZhYCnLr+gGbtulOyXGXmr1jDLYOJnHCY/KhCvqLwODWdjbt/oGWPvrxeoQortuzijsGOTfBiyndhEbxk+iKMmb2QGi07MHXJKvIiUUxOr8rTE0MYxRAWVwSDw8vU5Z/TtGcvxn/6Kbq8XHLCCrnRGFlKhMywwrMY5ETVzykzFMHsCaAXPVg9Qeas20Kj7v0ZMXshqZ4YZknB4gpjFAMYnB5MDhc9R0+iXofuLNn2NameEGbBg0Xwkuby8/OV6/QZNY7X3irFzKUruKUz4lBiCJEYeUGFx7Y05q1eR62W7anXtgsHz1zBkCNjFfyYHH5MTtWUYoizFp9/Nv+Sp/4PpWwv5t9lniNBdH93LlIxE+rv4PPP1CDHS5MENa1llkKYnD7SXQEMWXms2LSLclVqs3jDLlJyvZjdqhircwYxxTtVjEKAp+EYR36/RYdBI+k+8iMuPkgh2x/B4nBjF7xoMnL5+tAvFCjyJokDR/DbtVs4QjGeBSLkKjFO377HwI8m0LRjZ2YuXMSvZy7RpF0XFqxZz11bOml+RXWzykHO3Eli1MxPqNSwBT/9fh2d04XFHcboDGJyBrHLIToMGMF7dRsx+ZNFmLNzkaMxxHCEXK+fJIuVrd//QIU69Xm/QVNWbN/Ng9R8zM/RDoKKQkhKz2HDd/t4uVgJBo2bzIXb93GGo+T7FXJcAc5eu0m/UR/SpGNX5q9ay7eHfyGhY1eWbtlFUpYDsydEssOD3R/h+PXbjJgynTqt2vLbrQeYRS9GV4Rkp4JWBoMHtGIYqzvCDYOdT9d8ScHXXmfi7Hn88eAxzoCCMxhFjMa4nqRj4pzPaNG5F72GfkinXkPoNeRDjp69SpY7hM3hIdsfZdP3B2nXdyhDJs3gzxQT2QGF3HCMXCVGbgR1vwjHeBaCp/4oaZ4wNjlIul/h3IMn9Bo3iRa9B7Dn1DlSfWFMkg+T4MMmBblnyWLYtDmUq1yTQWMncvLqDfKDERzBMGI4ghSOkim4uaO3cfZuCklZLgxCGJs7QkpWHlMWrqB8rQas2rKLNMGLzenDJCroRTWlp5NQ+zUktQhK446R7I7xWI6g98TQS4q6LgoBLPlucgMKUz5dQuUGjeg1ajR3LFayQ2GyQ2Ge+kNceviYCXM/oUKNOgwZN4mWib3pMnAkh89fI80VxiKHVAyQK0RyjsCS7d9SqVYC7Xv0Y/fhX8l3B3EFo0h+hRzJw9V7D5nx6SLeLluerkNGsu/MZUxSCJOokJLt5qlX4Y8nJiZ/upoKtZvz07mb6LLdWEQFo6iWYumcAey+KIcuXmfwhOk0bteFk+d/JyPPiSOk8EyJkhWJ8jQ+2RG1hD49GMUs+0jzRzh+4wFDp87jvYTWnL6djD7Pj10Gs1PBkOcnKxDlm5/P0qbbALr3H8Y9ox275Mfi9JPmDvM4I4+New5TtHQFmnbuyVcHj5DhFHFHYkiBIE+dEkfPXmDwuEmUqVKLMXMWcznZhFFWS+V0Yvjv9oJIHEvwf379+3ee/3YxVhuH+etkRWWaOILY5DDJGfl8//NpBo4az1tlK/BK4aK8VboMVarXoF6DBtSqU5fSZctRqOjrlH2vCn2GjOSrH3/mrj1HdTXJ6t+ly3WTH4qq6IOEBF555VXeLFGSUZOn0qB1R94uX4Wy71Xlg2p1qFCxEsXfeJOChYpQqmx5eg8eyeELt3icKaEXgqQ4POjyZRxKhBOXfqf3oGG8VLAohd4oxScbtnDLlkZaIII2383VJybadO3PO+9WpVyFKtSom0C9Bo2oW78hFSp9QLESpXi9VFlaJvZm/+mLPM7MwywHMUlq26xJDKLLEfjp3BWGTZzBm+Uq8kqxNyn1bgWq1alL3UaNqF6zFm+9/Q5vvFWWOk1a8/Gnyzh7L4XHOTIpolokoXNHMXpi6gYphrAJAf54qKPvyAm8XrIcLxUsRsVqdfh4wRJsgg+DrKhOVFF9Pcv0KNxM0ZHYfyAvFXmNlwoV4dVib/LFzt08sGVjjzfrqVDoMClO9eXdLAe5YUhl+ebttOrSlTdLl+HVosUoXa4C1arXpm79RtRLaELt+o2pWrM+b5d/n3Z9BrH98HEs7jAWd4QUZ0AtJYgX6Bhc/B//BXgxL+a/czSiKh7o5SgGVwSjrGCSQlhdIWyuAPftmSzdvJMPmrakYccujJ05h2Vfbmbpxk2MmTaTjn0GMGrKdLbvPcjQiVOp164Tm344iFnwYBb8pLoiWKUINleMB2kOvjp6hoR23andog29R45h7opVrN62jSUbNjB4wgQaduhE214DWL55Fw9tTzE5fFgkBZMQxOT0kqPA2LmLqNm6M5MWrSLVpWB0+DGL6iHWIoXQZAus3rWPOk3aUqdJG4aN/5jVm7azetNWVm/byfKt21m2dTsrd+xi+ZZtfLp+E9t/OsaVJzrsriCZ/iiXkwz0GzOJJh178/Uv57HKYSxSBKMzjCGOGsjwxvh03RYat+vCkHGTuaW3YRfV/eNhWj47Dp2gTa+BVKzZgL7DRzN/+UpWbtzIvCVLGDRmLHVbtqXXqI/YdvBnkp9JKkPw3+A78WJezIv5/zh/cUWjGFyxOMdTvXCZnH7+1NkZPW0utZu0pG2P3sxYvJRV8fXvw5mzaduzLy269mTW4hWcuf2Q5GcS+nhyy+AKoXf6MUt+7loz2bjnADWatqZZl15MmLeQxes2MW/FGgaPm0zDNp0YN2Muv1y4wrk/b9G53zA69BvGqdsPsPnUOLlRDGJ0eOk/bgoJHbqxeNNO0n0KJjGIQQzH9wQwutW2bbMY4LrGzNKN26lYozZN2nVg/Iw5LF27kcVfbGDcjHkktOnMyI9n88Wu75m7Yh2lKtVg54FjJKVmk+UJcVNjZOyMebzzfjWadkhk0txPWbN1J6s3bWXV5q2s2LyVFdu2sXL7DpZv28nCjZv54bfz3DalYncFMEoe+k2eSfU2iXyyYSdGpx+TEMAsBLCKAexSgNvGNJZu+ooPmrShXvtEBk74mPmr17J6+05Wb93BzKXLGThhCoOmzGLr4VOk5HtV/M4zmV1HTvJ6hapMnLuQP5P1ZLhDmIUgJndMLVCUnhe0xcti/k7kUx2XUQyi2l9gFFSOr9np5rP1W2nQvgsJ7TszduZsVny5mUVr1jJm8jQS+wxkyIcT2XvyDD3HTqB5z/58/s33pHqC6Jx+lTMuhrCIIZLS89nz82madupB3eZt6DNyDPM/X8PyLZtZsGYNA8dPpHGX7rTs0Y9lW3Zx22DD6vRglwPY4oy95Kf59Bo5nrpturBi5x6yw6ixYCGIwRmIt8wHWLb9O+q2aEutRk0ZM2Uqq7dsZcWXm1m9dRufb9/Bqm07WLl9J8u2bGPxxs1s3X+Iy49SyPSFSc7KZ+CEaSR06M7izV+T6YthdgYwOnwYhQAWOYxFDrL+h8M06tCD3qMmcvLmQ+xyAIvgxSZ6eZyWze6fT9GkU1eqN2pGz2GjmbVsFcs2bWXWshX0GT2Ohh260nPUeLYfOIYxT8Ls8GERg3/FVA1yREUa/B1H/V/x1A2SEp9/gzXkxfw1/1UxVh8vblKLoYKYhCBGh49UOcB9czp9x0yiTLX6fPHtQYxSBJMrpnIk4052gxjELId4FoWVX++ldtuu9P1oKvesT0mVA9glP1anF4vDw58aC6OnzadagxZ07j+U2cs/Z8XWnUxZvIS2AwbSvt8AFq5Zz9V7jzl25hI1G7Vk9sq13LamY3EH0Ds9ZAcVDl34nZ5jJlKnXRcuJmkwil6sbgWTM4TZGSLTH2PnoV9p2aM/VRo2Z/C4SSxZv4GVX25mzpJl9B81hqYdOpM4dATrd+/nht6OVVYwCBG0gro+GYUgJoebq0+09BzxITUat6Lb4BHMX/UFa7Z9zeS5n9I6sSdd+g1m1ebt/JmUwua9B6nWoh0LN+3icZYaV08RfKSFouw8cozWvfpSv10n7lkzMQp+9c4uRdG5IEVUU6QmOYIuz81vN+7Rpf9gajdqSo9BQ5i3fDVfbP+GOStW033oGDr0G8bMpWv47ugpPmjUioEffczx32+S5Q5hyHJw8PRF2iT24r2a9enQdwjLNm1n5dYdrNq2kxVbtrNiy3ZWbtvB6m07WbFlJxv27Of49bvYXQFylBj7zlykTa/+dOw/mLMPk0n1KZgkPxYpgE0OoX3m4sydJ/QZNYHaTVrTtlsfPv50Mcu/3MSqLdtYtHYDk+YtpN+Hkxk7dynnH5rQOYLYPFEepGbRddhYarVox/Z9P5HpCmAVfBilEHoxilaMoZVALz9346t8Yp1LTbgZXDH1OyuF4zzTAJlehZPX7zJ4wlSqN2tNt2GjmbtyDUs3bmHaomX0HDGKlt16snLzNtbu/Jb2PfrTa9iHPLRlY5fDmEV1z9BLQYxSgCs6C5M/W06jdok0aZ/IxJnzWb1xK6s2bGHa/IUk9h1InSYtGD11JofO/87DjFw1+SeG0Od7yQ5EOHzxGt2Hjef9Os24oU3FKgaxxvckoxTC4lE4+1DD6BnzqFirAfVatWPpF+tZtXETKzdvZeW27azYvoPl29RZ9OUWVuz4mr2/nSM5O5/MQJidR47TvNcg6nTozm1rFiYhgEkMYXSqa3mqD/40ZDBy2nyqN2nNjKWfY3Z6/vo3GxxebuhTmfTpcqo1aknDth0Z/fF0lq1bz8oNG5kwcxatu/eicadujJ+/mCsaA8l5bvSiomJN/g3Wuv9t8z8gxipoZUUV3eKRT7MYJlVWSM7I55fLf7Jg5Tr6DB1J8w5dqNOkOdXrJ1CzYROad+xC3+FjWbBqHYfPXiEl04lRUpv0DJKCLj+IId+HQ3kuxjbk5ZcL8maJUnxz6Bhrv/mBkR/PpVWX3tRs0IwP6iSQ0LwNXfsOYsanSzh6/iqaZ26MUiQO7A6QkivxLBjhzI07jJ81n6p1G1OtUUtWf/cDd9KysAei6Jx+bhjSWbxhJ4PHTqZlp+7UaNSM6g0aUTOhCQ1atKNL38F8vGAxu389Q1KWA6MUxBBv+tMLIbQONS6kzXZy8vod5q1YS48ho2jUthM1GjWhWoOG1G3SnNaduzF68kzWfb2X8/eSsXkUNIIfrRxC51ZByHpJ3fRMQgi7FCYp9Rmrtu0moXUn3q+VQPcho/n6yAnSvepnoIKtVfE2VQ5hyhVYsHotDVq3p0r9hjTukMixKzfR5LjU+IAQVmMqz4vYxDBWt4JdDnPbaOOrQ8eYMn8hif0H0bB1e2olNKVavUbUTGhGQqsOtOnah+5DRjH3840cu3YXgxRQW89dYXRySGW2iBGMbl68mLyY/5gxSBF0Yvxw+7z1My4cmCW1/MDo9HLblM6c1RvoPHgULbv3o9PAYfQcMZYhH01m/oo1HD17iT8fpdCya2/a9h3EvtPnSfeqBXwWMYxFVovv9I4g92y57Dx8kpHT59K+32Da9O5P4pBhJA4ZTu/RH/LRvE/Zsu8wd0zpahO2GMAgBjAIfkyCl3S/wrgFS+k6ajxr9xwgIxDFJPiwuMLqn5ECPEzPYcSMBdRt1YGGHRLpNGAI3YcMo/vgoXQfMpyuA4fSdeBQegwdSeLAoXQaMITZyz/n+B83SZX9ZPmjnL2bxKhp8xg8aSYXkoyYXSpj2iCGVJSDHCLVF+XX63cZPnkW/cZM5tjV22r8SQxjlsLcsWSz88gJhkyYTpue/WnfewDdBg2l+6Bh9B/zEdOXrGLvqQvcsz/D4npxEXwxL+Z/+xjcaqO2VlL+EmNVfmEYixjGkO/hyOUbTJq/mPZ9B/H/sPfe8XJUV7rovLkT7vXcmXnz5r13593fvb+Z9zzB1zMeB4zHg42NTRI5KCCyjTE2YEy2jQlKRBtEEBmTswkSUWSECAIkpNOVq09UOpJOV+29qzpV/t4fa1d1H0kkG1sHZv/x/c453X26q7ur9l7rW2t931f3OQB7zJqNvWcfif2P/i6OOuUMzL/mJry02oLTaJFpLKMYxGCx1AQlbbiXtDrmLroZe8w8CrseOAO7HTILe848EgceczzOmH8pHnnxVVjjDbz4Tg3Tv3cyDj/5LDy9SkddFrBdkcDc0sRhJ56GA4/9AW577Fms7RawWUxrUaUbS8VoMlVt4bmVGs6cdwl22/9g7Dptf+x54HTsP/NIzDjmePzg9J/i10+/gBfeGsCl1/4KX/r6Hnj4mWWw1jcwPBFgyQvLsfuBM/CPn9sJX99jH+xz6GHYd/ph2OeQGdh3+kzsPX0Gps2chWmHzcYeM2fhmwfPwPxrb8QrhoN1nQTaFo6DTjgV+3znJFz9wBNwA9I5J33TFK5IYUx08LI5hnOvvAUHHPMD7LrfdHzrgBmYNuNw7DfrSOw3+xhM/+4Pcdq8y/DQy2/DmGhhpJnhzaENmHPNzfiv/+PTmLPwOrxVX4uRMIblU1HeCDLKE0QKU1A3rVmNShMxW44tujyD6ydw/QjDvINXtTp+evEV2GP6bHx1z32x96Ezsf/sIzHju8fjjLkLcPdjT+HN+gi+Mu1A7D7zaNz8yBNY382gbWqSuSwjDUyz0cHqDR4uv+N+HHHSafj2wbPwzQMPxZ4zZmHPGYdh/6OPw3FnnYsrbr8fK0fWY5C1McgjuKyLOutiOEiwzBzB7BPPxMHH/Qi3P/ki1nZBia8fVRgYD3DkKWfj81/9Br6yyzdx4CEzccD0w7DfITOx76Ezse/0mdh3xixMmzEb02bMxh6HHoaTfz4HS15+DeNRjndGx3Hkj87EQd/5Ae54/Dmsa+eo+x04XhcOp85bR8R4QR/C0af+DAceeyKuuX8JhsMELmtXeoBvD6/HovsewhEnnYpdD5iOXfY7BLvPOBy7T5+NA485HqdccDFuW/IM3hnbgtFmhrokYR1palkaWpr9RCwn9JOx5eip2oOnFj4oGUsa0DT2bbCIjOR4hDrvYrkxhOnf/xF2n3UMbn3iRdQDmlawWDKJkHVEgrEox8+vvgnfnHEMTl3wSzh+U461E1lWZxHMLU0sXr4ax59xPr5xwEzsst/B2OuwI/GNGTMx8+RTcPFNt+KFd3Q4mzjuf+pF7DH9KMy79la8OboJ9WYMvRFiPM5w5Z3342sHzMCuB82CNt6Ay1pweUz+JY0Iw2GKt4fHcfGNt2OfI76LL+8+Dd866FDsNX0Wph12BA75zvdw0s/Ox51PPouVo5uIwOIpbEbnvCUAi5E2q77Jxz1LX8Z3TjsHux4wA1/b7xDsO/tY7D3jCBxxwim4/OY78Zruwt3i48o7H8Tus47Bpbfeh9XjHLaIYYgYI90CV9/3EPY/5jjM+uEpsLwmSY5waaoXkGSJLgpYnLqT9XGGux5/Bkd8/yR8Y9+D8I0DDsW0w47G3rOPwcwTTsG8RTfh8TdW4ZlVOnba+wCcOv9SPLuyhrXNGGvGxjH3quuw82574n/tvAu+Nu0A7Df7aOx5yExMmzEbex06E3sdOhP7zJyN/WbOxp6HzMKRJ5+B63/9GIbDBOMZcMuSpdj3qONwzOlnY9XGCQy16Lyw/Q5srwvbizDIItz5xIs46Zx52GvGEfj3fcuc5HBMm300Djz2+zjq1J9i/g13YZm9HpZPzWrPrbHwuW/uhd0OOQx3Pf4M1jcTDLIObEbSFzonbVQiY2lvcFgOl5EHjSU1Yy2RwSylyXgEY0uA25Y8i2NO/Rn+fe9D8PW9D8a0Q4/EgUd8B0ef9GPMv+parKqP4OLrbsa/730ADv/hqRgNEgyKBKbXgcG6sIMUTphB99tY/Ppq/OSSK7HPYcdgl2kHYq9DZ2OfmUdi2qwjccix38ep5y/AktfehraZwwkimLwLi8eweRdr2xnueuoFzPrBaZh22Hegj3MMBQlc2YFr8Qgj3QI3LHkK+x9zPP5p512w0+57Yb/DZmOfGTOx96EzsPeMmdhn1mzseSjlX3tOPwyHHvcDzLv6eqweG8f6doKr7/k19j7yOBzx47OhN0I4IoLpt2F4bWkomsDkXfzyjvux1+zv4ODjTsLKsU1w/AiWF8HyI9heB0tX6ThzwS+w96yjsMs+B+DbBx2KPQ+dgb1nzsbhJ56CC66+AY+/uQZuGJFhnyJif2N85GSsGeYwQ+mQylNyV/QSIg5FihERQ1/n4eEXX8Wiux/A/Guuxzm/XIhzr1iEa+59EEtefRsrRzdjKEhQl455BifBZ8sjU4WJtMBF11yLz35xJ/zBH/4RPvVf/woPPfcK3lm7Bc+sNHHdPYsx54pr8bNLLsdlN96K+55+Hm84o1jbKipdHCfM4YQJaltCjLZSvGYP46aHluBnly7EWZcsxAPL3sTKcQanlcMOyCly5egWPPbqKiy659c4/4qrcd7lV+KCK67BpTfeiruffB5vuGuxtgtYIuq5zPoJufYxcqKriwQjzRj6Rh8PPPcKLr/1Lpx/xVU457LLceG11+P6+x/Gs6s0aOMMg2GCepO0d8yQPlujFNT2STB6iCdwJpp4+k0NF1x1PU5fcBkW3vUAXjKHMNTKZIdrCpvnGAxy1P0IQ6yDx5a/hUtuuhVnX3Y5LrvtLrw5Mk4VKE7HXOoF2TyH5ZNLrctiDIcpHK+JV60h3LP0BfzyltsxZ+EinHPJQpx3+TW47ObbcdNDj+HXL72G5c4YtIkQJo9g8ARuizpIdD8hkXemiFiFTw4occxRFwVcTuue7adwOJmy2H6MwSDDSKvA6+463PLoUpxz+SL8aM6F+NmlV+KOxU9ipTuKkYbAk8tex3//x3/B4SefjidWrMJYO4PpdWF6MXV8+qTl5LAEw2GGp1fq+OXt9+L0BZfglDnzcdbFv8DNjzyGV/Q6XK+NkWYKxyci1mAdmKwDhxPZeu1DS3DlfQ/hyZUDGGolcEWXNFk5/Vy1wcPc63+Fs3+xEKctuAQ/njsfP75gLs6cMx+nnz8Pp507B6efNxdnXEB/nzH3Iiy68368+I6OIb+NtWGC5dYIrr7vESx6cAnWbOJwghhWkFASLhKYYQo7zLB6o49bFi/Fpb+6B4tXDNC4m0zs6kEOh3WxdKWJS26+E2deeCnOmHcR5i68Fnc89ixWjY5jUMRwBLmkmluPTiooKHy8IIiI1VlCiRYnoxTLJ4JoOMxhTbTwzCoDV979IE678FKcPGcBzrp0IRY98AiefceAPdHCaDOH40UwWQJTEAlIepsZ6s0MbpDAYV3UxhluffwZnHPFIpwy72L8fOEi3PrYUuibGIaCLgZFF685o1h494O46dGn8PrwJklE0Fi+2ejgqnsewqL7HsWrzloMNTNK6INcasbm0HgOjWVwmzkGmxls6U5+y0NLcO4vFuL0OfNx3i8W4uYHH8VbzghGeQva+i349fPLMe/qG/C6NYwhrwVr3MdTr6/EnIXX4CcXXoazF1yCM+deiNPPn4vTzpuDs+bMw+kXzMEZc+fhzHnzccoFc3DK+fNx25Kn8M7YBqzvptC2BLjwlrtx1QOP4ZmBOuySgOEZSqduXSa5A5ta+PULr+PS62/FWXMvwWnnzcfZ8y7BZTf8Cvc++TyWa0NwG204Xgdr2xleqjk46fwL8ed/+w+45eEnoG3yMRQm0L0OaiyG1cxhBpnUGU22O9re3xlLhGwKp9HB2jDDCmcMtz78JM65hD6zuVdeg1uXPI4VQ8MYCZpYsnwF/u4LX8WRp/wET7yxGuvaOczNHbheSu7nJSHfzFCbaOKptzVcdef9OHPexThj7gL8/BcLccsjT+BlfQh1HmFth9zPbb8Ls9GB6XUxFOZY7m7AwnsXY9Gvn8ByZz2GWwWMBpEILk9h+zEGxgNccvOd+NnFv8BP516In54/Dz+5YB7OOm8uzjhvDk4/7wKcfv4c/Pj8eThz/kU4Y8HFuPKOe/BSzcJoK0Ft3MPV9z+Cq+57GK84oxhukSyGzWPYgvTmnYD0lO9YugyX3fEA7n7uVbgiltN5XdR5F4O8i0HewXOrDYoXLrwMP553Cc5beC3ufup5vDW8EUNBiqEgkzrAUsPPl+DUjWZO6ojdVt9PkbFTE+9PxhLxqPOUHhPmqLGYtB3DFDbvYsXQRiy85yFc++BivGyOwBW5PEdiOCKbRMgONnPcvnQZLrr1Xtz7wqsYmi1UVQAAIABJREFUaadE9Ej5DpsncKVu5IvaIK648z6cNv8inDr/Ipy36DosfnMVaps5RloZrIk2nl1p4/LbH8RDy1dizeYAbphAa4QYbSU455fX4Evf3hczTzgFm5KCRv79Ll3nXkwTaiLBqrHNuP+5ZThv4SL8eM4CnDb3Isy/9kbc8/TzWDm8ASNhgpFmTo0CXgxHAFYIqVuaweJEbA03Mzy/2sZlt96DU+ZejNPnX4qLr78Nz6/UYW8WGAsTWJsDPLpsJS6/4wEsfn019Ik2FbyCHIOtAotfX4WFd92PW5YsRT1M4IR5Jc1jhiDvFrkOOzzBoIgxGiZ44rWVuPxXd+HMBZfhx3MuwoLrbsYjr6zAmo0NDIYRXh1ciwuuvxl3P/sy3hrdiOEwwsCGCdz08GM49/KrcOaCS3DG/Itx2pwFOOXnF1Acf94cnH7+HJw1dz7OvmAeTj13DuYvugEPv/Im6iLFaDfHY2/VcMlt9+DGJU/CDSPYghopTL8L0+vCYbR2DPIUr9prccvipTjr0itw6vyL8eO5F+HchdfgmvsexuLXV2PNRgHLj+CKBMaWEA+99Ab+5jOfxxEnn4EnXl+FdS1aby2WwGSljrEsBDHSGHX9FHUvwyAjPXmLS332IEfNT6CxGPUwh76lhaVv6vjlTXfh1PMW4Oy5l2HhTXfiyWUrUN/sY0Org++e8RN8dd+DcfZlV2J9p4DDYhhehwoRzRx2mENnEdwgw4rhjbjr6Rfw88uvwalzL8aZF16GS266DQ+88CpWr/cw1MrhhgkMEcEQMtfhXQwGCZa+Y2DRA4/g2gceRZ13URdxlW8ZvIuhbo57X34N82+6DWdeejlOX3ARfnTeBThjzjycfv4cnHH+HJw9dz5OO28OzrhgAc6cdxHmLlyEOxc/DWOjh9EgwqPL38Rlt92D2558Hm5Az2+wDgzegcG70HgXbivFC8YgFj2wBPOvvwNvjm6G6XV7+aUfY7Sd4e3Rcdz11Au44Krr8OM5F+L0uQtw+a134qm3VsOYCFAPU2gsktrvitP5TfHRG3hVgvw05qD7CfSJiNz45OirOdHGWCvDxqTAeFZgfVJgtAusTQsMtQtYIoXmxzB4Jt1nU5iyMuv6ETbFBRZcdS0++8Wd8Qf/6U/xqT//a9z3zMswvRZGWgXWtgo0cmBTSlpZ66ICg2EBh9PxUICZQvep69MVMYaCBOulTs26qMBwu4DBYtK+bRYwRQo3zFAPM4x1cvncOTYlpK+ytpOjHmRwWwUGvC5qPJEOcuQsboWAxQsYXgLTjzDaLrC+W2BTWmBzTsc5nhVYGxUYbmWwRYSa18HARBeGyMh8gWWwA8AVkJ0LGRw/ht3oYJAnGE9ybM4LjEUZTFE6/OYwvBSml8IVORwWo84jjLZSrIsKrE8LbMwK2EEMK8xglUS6oAqULQCHF7D8hFyKRQInTOA2Ewy3Se9qPC2wrp1jXTvHeFJgY1xgXVJgsJlSRUl+frVGBJNncEPAFTm0LbEcedrxF4KCwm8LmxFR4IocdRmg1gWtO6afwPBJR8dgKYY7BdbFBTakBTamBTZ0CownOTZFOVYNrsWFi27EH//V32DeopuxYmgDBkMaF6uHpItkiRxuWMANcuhbOqgHKTbGObakBTZGtCZtjAuMNknU3fK6GGqSBrQVUIHJ4jEMv4uxKMeGtMBIO4HhtWCxCJrXgSkSWGEGU8QY7dIatTktMB7n2NjNMBEX2BIXaCSELXGBiaTAeLfAxm6Bda0cQzxG3e9ipJVjrEtrm8loasASKQyewOAprJAE3Z0gxVg3x9qowGCT3p8bFlWXviMyDDcLrI8LbM4KTGT0fkeaBcY6BVyeQPdimEEOjaVKI1ZB4WMMcj6mNaK8zZZdMZafwvYTDIUFRjsFNvTFk+tiwkibjAQd+X8Wl+tfs4DbLKD7MWoTHWiNLgwvgsUirE9zrJUxzMaMfg61SPtb91pwgi7WJQXWJgXcZg6Tp1LTlCYh1kc51kc5XJFCb3Rp/RfkWm+FgNMusHqig5ofQ/Mi6I0ObNbBxpj03zZIrE0KOEEXBmvC4m0MtmOsSws4QYR6K0G9GWOwFWE87x3nxrTA5izH+ijD5ozi1M1ZgS1ZgfGkwIaowGgzQZ1HcFgMN0ixLikwFhdwwr5CvHSnNjh1J+s8Qz2k2HhTUmBzUmBc/k5rcI7hIIHjt2E3Whhrpnj0lRWYfsIp+D//6XNY+nYNdd6FG6REiAeS8OFpryC3DRnbJ1ngZzB9clyuBwVslmK0lWNdl+LozRnFocOdLka6MVat34g5V92A//6ZL+G8K2/E2yNbMBIUGOI5hgMqltpBDqtVoNbMUBMJhls5NsUFvIT2sYmUnnswzGGxBNpEB4PNHLZIoXsRTD/GUAuohwVGuwXGogJDrQKOyKFNdGh6TWTUNR3k8ruR2oxpji1ZjrFmF5viFBM55RPr0wIb8gLjeYG1UQo76EJnbVhBjOE4w1CUwWomsFsZNN5Fze9C86mJwg4L6CzGSDfD+qzASCeD3mjDFgkcTrBZBNNr0Z4fF5SDJfJnWmC4lcNiKfRGjFojgu4nMKXJpcFzOC1sR55gMhnbbwilyNiphfcmY3tEihFkMMIcRpijxmNoLIYZprCCBDaPMdyh83momVKjActgyWuTyM8INk8w3KHrolxDtUYXdkgSXro8b91mjpoXY22UYzwttUtzjOcFBtspTEGmevWgQF0Aox1guAOYIsHARJu6DydCnHjOfHxljwNw1oJfopHncDnFsqUMynC7kLFygg0JXYsb4x42RAVGWyRL6LCEiNcghx2iMnslkjqBFSRwgwyjMo4fTwtsSQuMhRnGwgxDLILrdTDoRxgOc6zv0rVVEtUmz+AGBca6BTbEBUZbOUw/gslTyvV5BrtFvEHNpzjWYin0iQ5Mr4W1nYzW4bTAprhAI6eY2A0SmCyC26I9bLBJHfM2o8aLdR263scTipvHI1rLt8j4fUtMOuBeUsBLaW0f66QwvC5snqAe5lgf51gXpbB4FzWvBYPHqDdzWhtZRk0oLMVgSDH/+qTAxpi+201yfx5qFaiHGVweU4FuC8ftjz2DP/3L/wtnXfhLLLeGMdoiaRqL0dREdd4GGfEyIqVGPy/BkABcUUySUNF5DjMAdJbBEXQsW3J5fiUFNkUFNrYzjIkOBtZtwM577Yu9Dj8Wtz/xPEZbOYyGlEiQ5z/FIQmcIMdwh7iTcXkObUpL/ob2fVOkdI5zil+sIMPqLU0YfhfD7VTmfTmcgGIOS+6Bmk+NfCPdHGMxfVab5d5d5ldeWoBlORpJgc1Rgc0xvZ+N3QIjYQzXb2OkFWNdDIy0SdLS9LvE3TRz2GEGK8ig+RGcMMVIp8BwCxhqAW6YkymczLdMvwtXpFjbpRxxQ0TnxKa0wFg3hy1iDGxpVfKTH4SMVd2z28dHb+AVFhRk+gksAdgBiYHb5SiDn8BhGZ2wXge614bJIzjNoseuh4ARFBjwMzitghzZJCHr8hib4gLzFl6Dz3xhJ/zBH/1n/Nn/8Te497lXyMGNpdC3dFEXGQw/gu53yVAgyFHzEtIWKfWNWIrBkBYGN8hgeF0MTLSg+5F0QU1kMpBC5ylqfkduDBEM1oLeCGF5HXLAla+zptGBLlLURIoBkZErKqdRA0OOfxh+IjewBHqjQ5okIsLARBMaa8MKU1hhJkmKAnazV5kzWQ7Lp8XFFRnqgj5Lo9HG6s0CA40man4HGif3cN0nUWiHpzAaMSw/xVCrgOV3oU20oPltaF4LOiedX0Ok0OR7NlgOw8uqANgVBQxOzsGGoGPUfXKjJNF2WrRNP6KOA7koaX6Eml8GdhlMRknLULOQIwUKCp8MODyHw2lkxvBTaF5MAuZBTsUleW2ZIkXN60Lz2rCDLhzWgdEQGG1GePz1t7Df0cfhz/7np/HgC2+QAYEMWg2WVt1imh/ThulR8Gv5pO3lSI06myew/BimT66WmhdDl5q2hkycbEGJpulHpFcUUie8Jcg8xxAZOSizFJrXhd7owPI6cFgHrt+F2WjDaLRhNMjh05KSLPR85ChtCfl8Hh2vHeSSCKFN2Q5oPdY86n4zeUprpMgw2EL1fg15u8GoW9ZiMUw/gsVi2CxBbaIDkyVwQiITzIDGmXb0OaGgoPAbQiY1psiq+MHmBRxOZl40tZPIdYA6/21Gv9ucDGW0CSoCa14CzU9Q82PU/BiGyFDvFBUR6DaJXNX8LnQ/Aq1dCQweY81EGwaPYYeZLCy3obMIujSqsIOCxukFuSDrE20yswkL2CKH5qdEbooCunxdQ9Dx2EGGwQ4Zd2heFzW/g5rfRY1H5DhdQiSosS7MZgZNxFjjdbBGFs10FqHGOtBYB7rsfhmYCKF7nd4ayRMYjS65bwcZ3JCaEzQvwsBEB7ofy7U4q7qQnSBHPaTYXZugeF1nLeisDY11YAQRNEbxq9tMUW9GsL0mxloJbln8JHY9eBa+sMd+WDG4njqAWEKkuMilfFbPQbnszrP6NGMNTqYtppDreVD0iBGRQuMxaowS2Jrfhi5asJttPPH2aux2yGz845e/gZsefopG+Tl115qNqOq0WsMSvM26MFo5nCCD68WoT3Qw5HfhTLRhe9J8TeSVHp4lG00skaHeAjRPkup+XH12BkthyGYP2qsSmB4RqzW/iTWNAKsnAphBBDOIoPltrJ4IUWNt1PwWBhot6CyC3cypUBlQ91HNj6CxGBpLaGovpNzKCYu+105Qa3RRa3ThtgpofkTksSSQbU5EkulHMH0yXLIZFQUMPybdxaBHtlphAUMQEVXvQJJF+TZkLJF62SQoMnZqYftkbL+LOUFjCWo8kYRsBjOQECkMHsNiEUy/K421M5heAq0RwS0L/oKKHQMTbayZaEHzyL3eEjlqjYjuDwtZlJFTA40ItteG44UwJwLYQYQa61K+yTOYvECtkco1ggg5S8QYaqZ43R3DId89EV/fdzpuX7wUa1sp6gH5nZhSek/3k0ry0JKdubUtIYxGG6bXgeXTnuEI6prXZDHCDsgsygoLOC3AbuYw5Jpr8BimlLtxeAKzEaEuMrnWpKiLHC5L4TKa7LJZitrmDhXovASmV67NFCPbQQ5TaqDW/BQ1ltKaxzOYPIUb5kSs+d2Ke7AaHTgsgtnoQm90qwJK6ftiCVrHLZmfW4y+P8vvwvQ6MD16/zTGHqK2hcPwQtiM7rdYhMFQksV+DK3RRq3RgikiDHVp/6w1utDk90qvTUUdyi260CYCen6/S3rtUiN1kHcxEkR4wxnF3KtuwB//xV9j0T0Po7ZJoB4Sh2PwvkKdjAfK2yzZZWxKLWvdT2B4KSyWww2oiFhKHdVYjJrfpf2R0Xt1WQv2Fo5r7nkAn/7cTvjeGefgNWcE6+Mchtem98xk7iHXfsNPqKDo05qpN1rQJ1pkUs5irNnSqYqvdljACamz2RI56q0Cht9FbXOTpAvCDAajPZjyn6LipwwvhtHowvK6sPwW7EYLtteG6bWhbQ5IQkGeuyVRbrCoyrdK2R8nLOAEheTiaG+ia7B8TAKnKR9TErG+JMB5AjvM6b012jD9DrSJJlzRi43sMKf8VlCcZqnu2N8IH71MASfW3eQkeq37dDJYgpJv3YvliZFB96n7U+cxnLKj1E+qDgI7LKhTs+qOTeD4ETYlBeZfvQj/60s74Q/+6I/xqb/8a9z77DJojRYx+yyD7dNJZvCkcjm35Emjy6CqfJzuRUQU8IQ0b6VjqMNzqfVF3Z16kEDjMQU3fhcWi2A0urBZQpqoYU7jb0EGPcigBTm0vtE0IlMzCoZZJi+aFDqLUfNokdJEDD3o6e7aTcgu3hwWL2SXag69QRUjJ8hgBwkM1oXBYwrwWYyaH1VBo+nTmIbJUgy2CuheBMMnZ1SDlYta7yIsZRUoACVSiUgQSUrzBJrsVtFlx5/FUhheAs2LifjxY5jyM6FqYlpt0pbsanG4CtYUPnkwOBVSDFlZN/u18YIUmt9FrdGC7rdhyqDA9EKMtCK8s24cc6++Dp/+ws447KTTscwchctpbMQKZCeRDIytkBJqk/WkEIxGRMmmvN5LV8sy8NUYrUNWIHXBeE4SMD5NHlDBjMgFnZePhxwNymD69DqmH0Hf0iFCWKTQRQZNUDfFgBdTV6rIZRJHgYkhSeAy2LA5jaCafg7Lp2KPWSYLPJPrUQyzL0Aw5NpdJpxaI5JrSC+AsOT/q6BAQeFjjoqMTWVsQXGQyWTCxyk5ogJ6RDFlowWTx3LtKxMTGXvIopjmU6xCCX1Pa66c5hpo9DoOdZ+SR4prU1ncp66XUlexTNLKLiyT9QpHVYIqf2p+mVzScZky0dcaMXQ/JRkqlsIJMmiNmEZUg7z6e5K5jnw9w5NFN6n3WnamkexUipqXwpBatTrLKkM03U9lolj6KGRwwwKWdHcutVUtj7parSBGjXewmnVQC1PUggyreYwaj6GzLga2MAwHXRibGvjZJb/EZ3beBSeetwC1DT5cXu4zRES4IofDqSOvJGK3JmNLlEVEXeQY8GMMMDIKHmAR1vhdaDzCgN9CvRPjzbH1WHD9Lfhvf/dPOOEnc/BizcFwSDJnjoz7TdnpqYsca0QGowlKWlkKayKC1ejClftqeS6SfmaPjO0lrb29przNCXOYjAggS5Io1NwRV6SqzknKTGeUp5hcxtI8JSLDp73YYTnMiURq3Waw/YxkkHzq9jaZLPryrDo23U9Qa0TVuWkJWXgVKWoTXdiSLDMZTZJY0gHb4BnFByFgN3vEqxkUMAWduwbLt/p+5Dm8FRGryNiph/cjYy0JU0jjxCCDJlJoPOl1svOUpKAaEQw/oXNJXg9ljkfPTTqbZWxmMNL91qVUDI3jZ1Unvu6T8ZLjE8mksQhGmEEPcmh+Ds3L4QgqwBmeHCFnHazr5Lj10afw73sdiH1mHYuXa3UMhdQhSoRpWh1Tdd16MQw/httMYTDaO0xBjQMVgRnmsAP6m9Zsiut1+Vn0Nw4QQUfXlsWpWcpmKYxGBKMRkb4ppyYkm6VyUjiTTRt0DZaxrSXXZoqBs6rbkDoKU3kdZzA57Xu6R9q2jvwuSymRWoO6RCc1OwRZld/rfoyaF6FWaXiXxa0uzJCaqAxZPHNk16nFM9hyHzB4BDssnyup8gnNo0YuWxQ9vx/WhcljaD7lBnaQw+ER7EaAdc0uHnvlNex92JH4f7/4Fdz33HL6buWEtMnlXil68YDOiSPRwxyayLDGj2BwyodckcP2yRy4zIE0HmGAdbHaa2OAtbDGC2GwJlzRxsu6i3/b+wB86Rt74Yrb7oPZaMJiHal7nFffk837CU2SuLED4m80P4JeNqkFZb5TamnLYpUo4ISQ6zWRvCU3ZgdyPeaAyQGDFbTOyjVU97vVpLbGy0JJBo2nGPBj1Lyk2t/78y7Np3NA91OYjL5Hm+eobYlowkj0zjND7iP9e5wd5DKOok5kw+81vRiSXyP5hljmuDt+jfu44qM38JLVJzsooPsZNK/8Ykv9PrmISXLCEInsyqSxeoOlsOSJawoZwMoL0fATmBNtjMc5Llx0Hf5l56/gf/uTP8Gn/uKvcM8zL0P3Wqg3C2mck9EobiAJRJZJV155QcvA0PISSUqm0EUOIyxosWAZXJbBYZlsk09gNnMYAR03ObKWeoYykCpPxlI3V+qEGTJYsUW/BmsZqNPx6FKXxAwzGEHak3oIiMDVPRonqQfUEWKysuMshSFiGCKSI8VZj7wuN2BGi5IlcjhhhoGJCLqfyiqMrNrIoI60pzJZIe89X28DTekYRS8QtUXvPZULtsYSOVKQV6RUSfgSeZTLjUNB4ZOD3maYyeAAdJ3yBBaP4YguhlsJRloRRtsJRlsJRpsRRpsR3lm7EZdcfwt2O2A6vrL7vnjgueWobQxQ51RlLjc+Q64XpOPV62IyPboGHZ7BrTrJ0qpyqfMMGqOOllKzuex8L7XhSGah6BvNKruT6H8s3jPRMX05ORDk0IMCmshhhKB1NCCXU61MostuXPnaBstlhxsl45afy9ct318qu3mJbLWFRNBXnJMdbUR+98ZfLEFuzkoCRUHh446elEmZJFByIc0SyyKRlDyh5Ftq9pfdMzLGKbtTyoScCKyyYJVWE1hVki2T47LAXE5LWSKblNT2CkC9tcgKMthhhpqcjOgn60w/pSScZRWxRVNTNA5OxSmK9Sw/k2RlOQKaw2EkfeOKMvFMSZtcxquOHBV1ZFLe6ySVpIfsCrWC0jW9kIkgfeZuILvUWAJXZHBFQvqnQQpLxNB5BE0k0IICtaBATRBp44YJRoIW1rdiPPzCMhxwxNH47Fe+jruffgmu36auVJ+I154pVE8XdhvIZoh+mCyBzroYaqcY7mQYbKUYbKUY6aaohxFWDK3FZTffjm8fNBOf33V33P30y6iN+xgMEtmlFcMuyfHy8+GFLBLm0oSTcoIe6dE7b8rfiXTKKumtfnLWkEm2Kbt/jT4i3uQZtu2ykuQrS+m7ZQUcn4xpXJbDmkhhTaTy7wK2l6POAcsryZde0fW9SOLeOZ5Mvr5Y6aPRy7msQBZGed/xi7yXN/D+7yrbLhGryNiph63JWItv/3uzRQFLSoloEuV5a/gJhpoFTC+GLqeZ7KCcdCpJJSpiOWFerY0lqUbrZs9PpSSPTE7a0A4jPwQi2wpoAaDLAj4ZNmUYClKMtBKMNrsY8gMcdfLp+PzX98CPzl0Aa4v0KRFSAotTjjqpmM/LLsuySSKrQAWJsjgnp7dk4av0sCmfZ9Jn23ebxbPqmrYkYWtKTVO77zM3pWRi2dhEZGvv9WzZ8VnGsmXBsCQpy+u5fJxRfQegBi65P+ql1EFQyKaIbBJM2UWq8wxmkMNtQzatSRKSSzKWZcR9BNQZqVdmmPS6liigeSl0X36GQSl7mEgSm17LbRYYaSYYC9rQ167HpYuuw6f/9YuY9cNT8KLuwAmI8NZKMlruyVb5nsvJvTCHHmYY8GPoUhbG4WTQ6LIEDosxGJKk4lC7lPYheR/LC/D4G6vww3Pn4S//9h9x4s/nYelKHW6QwPDlRETZtCfzFZvT2mfyTPoCSd5HTu+U0L0UJitgleBSppKVcUKvsGH273OsgM0Bi5NEpCWKnueQyPqaXkBFCpFD41mVc/UmR7JK970kYy1OMYXDcxiNhDibMuaQ/I/hJdU5a7IEg030nX+9a6eUf6PzUfJFSpbmt8LvhIylL6nfmZECTjsoJNNOgbMVUJXF5DF1mvqxFOqnCrnmyQs6pI3B8GMYEy1sjDJcePUi/MuXv4w//JM/xaf+97/Gvc+8BN1rwg2pc6vOcxpREEQY1FgqiQEiJxxBlROXyU6AsIAeFKgJqsLbUhi67lFFXW90yURLam64IoPtl+M+MXXXysqFVXauiZLk7I0vO7x0Qo+rzcEU1OVmN3PZSVcGhkSYuIICL9unQNlmBZxmTp1yIoYuIugighmkveqVJFv0vs7XaiP00151m+W0cHgkH1EPchoP8LqwKsKcnG9LPdlS88eQr+VwmRCU3cS+3Fxkd2DVwl6eH37aG+eeAheBgsJHhZJwNHkG00/g8hx1kULbHOLFWh33P/cynnl7NV7RDSzXbbxSs/DyGh1LV6zEhdfchG/uczB23m0azr/ieriNNgZZCpdRAGdWZKzs0JdjsmXHjiG7juoBMBiCrmsuu9NFhoFyvFAm/xYvJU+kyYwsLrmyEGSKohoNrflprzAmxy5dGSCZPKsCPjtA1YFmcrrNCiA72TJUBiBSv9ERBKo8570RsPK9skRWqKnq7cjbDJ6SqH4zrwjf/oSz1OrruXMrKCh87FDpSid9hGHeIy5lfElFGkoO3VYOU8SULMlCtC1yaI1kmwTaDvJeEix/t2WyaMmCVhnTal4sSbpyWohMwKqukCCXMl0JjCCD08qhsYS6zGRxiAg3KWfgZzD8DKZ0iLb6JhAMn/wBbFF2/2YwvBSu1MarSBOeVYYblpxs6N1GCVivm0dOSEgSwBI9wrPqypITC9pETAYpTcCVUgvUrVka72QwBKBLCYGBLR28NTyON3QLS199Cyecfjb+7Vt7YfbxJ2PN2gYZK/IMpnRsd4OCJrbk9zGpU4+nVQeZzak7dyjMYGxp4mVtCPc+uwzPvP0OltXkHqrbWFbT8PjyFZi38FrseeAMfGnX3XH+ohvx9rrNcHgXDo9hixQ1P6JmCRkf2z4RnFaD9jBNZNACatzodQJm1WfUk3HI5F7UI2CqUWjZ7WTIUX5TFiV7Bc1MEvL0vZVFUKMRV5Nv1PVKRVLDS6XZLZ3zOsuqJg9DHks/ma73dWRXvh1+UuUbtpw2rLoV5b5uh73GF8q3el2P1fuXf/cTStslYStCfQqsIQoVtiZj+78zZzskOpGWsqFG0HlrejEGA8r5ypiu7Igsydhy7exdH2lvLe8rWpjyvNJYCpOX6xqRQXqYoyaAmgCMkNYhq5HC9RKsXrsFr9t1PLdyFW5+8CF89qtfx35HfAd3PvYsRps0kq7LXNoWUm/Vp5xb5+VanUu5GtkFLN+nKafZNJ+IRicsUJecgdN3rW3dRUj7SW8U3OQZ3GYhpUyi3vv106rj0pCxK00pkB4prd8kY+gGOWnMMiljEBYwRIYBjzp+q+tedpFqflwRo2Yp/+Cn1bpUdbLLYpctCiLeufSW8WlvcgURkKWeMK1LsqvXJ51TN0hhMBljl99xWeBikugVmZQ9TKhBS06mrB4PsNwcxCtrarjujjsx/cij8Pl/2wU3PfgotE2eNC7PoDPiZkxBXfyW7NSlzk/q2K9yDVlEs3gCm0dYs5Hj1y+9gSWvvo3n36nhFc3Ccs3Bq5qDF1auwV2PLcUPfnIB/uEru+KbBx+Gh19+A/pECFtIwzpO5zoVRGldrn7KhkLNj6RkYy/nMfwUhpTL1ewWAAAgAElEQVTTcHgP5TEackJS5zHJXJRkvZfAZtSU4nAQh8NJXkmXE5EVed5XYC6LZ7ZEeV+vi1qu7+X5y2U+6feT930xhdznTY/kKRz5nnp81WRtWOKASo3w98+31MTi9vHRG3jxvk0/KCjALDtdeW+RMrgUK2YxnCCFI5JKU6UMVm1WVAQAVaMiWD51xs6/+hr8805fxh/9l/+Cv/i//x/c/+wyGBNNcmb0EwyLQjrDRbADWsTKE7q80OoswyAHdVkI6hyo8QJWADh+hiGWY9DP4MhuM6McK/Jj6BMRBoOi5yAZyk0oyKBL98lJzr+ShC27GAZD0P0lcSEy1LzeSIXFcpgeLQJ1ATh+XlXCyRAigcZpPMsMEugiJv0UnlXVHOqMSKvOW9J6pQq4LQkSyyOTIcuLUWekdWP7EYxGB24zl523NIZc82LSX5EVkHogzYkasXSN72lGlVVVXW7mNS+uFgxTjmm4AVSwpvCJQtlxSqP/MRyvi5EwwxvuWlx43a/w7/sehGkzj8SRJ56C7512Fo475QzM+u4P8e0DZ+B//P0/42t7HoDLrr8dzqYAwyxG3U9hNWJYUvvZ8GLYzQxmmMiO+LJiLiu3rIDp02ZuCcjkjaRTzGZRjadSRT3GYLNAPchgSc3ZephDb3SlkHwGOwSsoMCAF1VyC7S+xRUhS8aApbY0pIZtXHWAOdLEzOG9IMbg5diXTByDUlQ+rhJdk8vJA5FU+rCmT7fpLJFBXlZpbFGxKYHBIjiCCNyys0FBQeHjB4qNetpnpR6eJbtGegX/tCqGk64rjdWZjPT5B0M53tpXnLaDopI+KEm2Stee9xGU8n5HyKkAOWJqM0nIcSkLFZJGnMYz1GSSXRbWdUbHMxgWZCgmY1xLkqx2ILVRQxARKFKYzQIDUh+0knpqFrIrSJqaiQxmkGGg0a2Swt4anVYksOlT14vNy4J+BqMRV0Rgr/OKuo5pMq2Qo485dL+AK4BBnqPuJXAbCa31jCa1nnlnCBfdcA+OOvEM7HnwYfj/PvM5TD/iWCx+8TWsl8Y5RCiUHcA9EpCkvdKelI+ghNphMRweoe5HGA1TvGGP4dIb7sDOe+6LabOOwhEnnIzjTzsLx596Jg7/3vex274H4e/+6XP4t932xvxrboQj2rBFG/UwQT1IYfoxBvwIRkikucly2F6GYQ7UPSIotKBALSyoI6/seOIJSXvJnKbsli6Je5o463lb2E1A5xlqfio1C0nvtpxI6SdrKn3ZPmKqzAl0lmLAi6A3C+jNAgNBSggzrA7ppxFKLXo/qZ6rnwwrz2eK+aVEh5xyq+SAJMmjSY8M6uouteTJfMwRGYxKczZ7TzKWunUnm3opTA1s0xm7FRlbwujL4asCBO/FctrmCA7L4cjie9ng40h/gfJ/e+tpfzdqVhGJ/cWC3tqaot4sMMAzDIgCNVYQKcfJgG/1Wh/X3b8YP/jZeTjwmO/ib7/wRXxlz2m49p5fwxznGORUDBvgGQx5/RpeBLcJWuNZWhGyppzkIn1WkkzQmCyoBFnvmGWjgulTR6HTdx1vc+1uRTY5IbbqpKW1qJxcMCuOpCx4EYdhs7QigK2+DvbKQ6bsOu37XEvTqFJb2gqJdC4ncHt61sk2vITjZ6izHHWWQd/Uod85ZF5Buf1gSP46Fpc6uZLcc+Q5MjBBusFOCOqk52kfAZnBbhZYuVHg/hffwo8uuAiHf/+H+OLXvo4v7foN/GT+RbA2+hhkEZHnLIfBAaeJvikCuc6JAjoHTQz7xGGUBVu3mcFgbTy5Ssces4/BrgfNwsFHH4/jfnQmfnjqT/HDU3+Kg2d/B//61d3wD1/cBQceewKeW23A8lrSAC2G7kfVuW77GcxGCnOiR7BOkq+schnaR4nMBhzW+9xsToZ1VpDBbmYwghg1vwM7pLXWKeUVWFaRvoYvr6OwgCGnkZ2AHldOvpSF2VJqruKbhFyz5WuaoienYMiGxDKuKWUsLD/tWwuIeDe8WMYHGUoeb8AjIzCDxSR5w1IMBjlJ/MhzsT+GmhTPbef6UCD8TjRjf1Nsj5jrBcMUHNQ2tzDazrHogccw7ajv49M774ov7L4fnnyzBn1zAMfvwpXVdNOnBePd2HrrXV7zA93/W47gfJj/fffHfjREg9X30/oQz62IVAWFfvS0gaxyc/NTDIU5tPEAjy57G2ddfAW+Pf1I7LTHfviXr++Oz+7yLey0x/6YecKpuPSmu/H0Cg36xgDDgghSWxKav6tj7l3zvQ6g7V37xod4vh3/PSgoKCj0MFXWpQ97HB903TU+RCz4W8WtZbMEz+FyMsTSNjVx1T1L8M1Dj8ZnvrYHdpt+FC668Q48v9qCPdHEWLuA5XUpkQ56hXprG/flbXVIy9HUelhgzUaBh19ZidMuvgJ7zj4WO+25Lz6367fw+V2/ha/tsy8O/u7xWHDD7XjiLR21iSbqrYISYF7q7m3bGV1+HlPl/Hiv73/r0eIPem4oKHzk+B3GpIS00k62eQrbj+GwCOMJsOS1VTjspDPx9/+2G76454E44dyL8MjyVXhnA6+mu5zm1gSowgdBv+b59tbF91snjfc4LyyeYjBIsXSVgRPPuxD//I098YVv74tjTz8Hty55FgMbGOo8RV30yaa953lWVJOIbtibRhwMMgyLFCuHNuOaOx7CMSf/BLvtPwtf+sbe+Nev7YHPfW0PfOvg2TjxnAW4+eGnsWJwPUY6CSzWgcEivCv38ZGf8x/Pc3PSnsT680aF3wZTiozd/hef9py0WYJao4OhZo63xjZj6TsaFr+2Ao+teBvvrG9QZUOQtpWzlZN3OWqxo9+PgoLCJxW94KAcRzR80tuz/Qi1cYHX3FE89eZqLHltBRYvfw2LX3kNS159E8+uMrFydDPsRgeDgpJcR6hNTkFBQUFhaqDneUBmWHWRY2BjgKfeNnHHUy/hkVdexxMrVuONwfUwG00MBgkcHpMTs5SesQLZnTmJjN3aFGpyVyVJF8TQNgd4tT6Kp95ag8deX4Elr7yGxctewxOvrcDLAzWsGFqP2kQbTpjL0eCk0q2cNJY/BT5LBQWFrSElaPpG+UsdWduPsL4LvKwP4/7nX8ddT7+MR199Cy+bI9A2t+CwFK7IUQ/LDnTVmT2VYMs1fMXgRjz44uu4//nX8NirK/DigINVa30MBjkGg2KSXIb9PgSoIYqeViqX0x9+ApcnsBtdvDO6Bcs0G0+9sQqLl72Bxctex5Llr+Ppt97BK9YQVm/0iTNq0kSdISdKdvRnpfAfD1OejO0Zz5Q6SKQj5QYphpophlsxhpoRbNaFw0nHxBGlqVba0z8S9Dw7/P0oKCh8QkGGV4RcavvQqLwtEjgiITH5ZoLhVoyxdozRToKhZgI3SFBvZqR5LUd77KDUaFVQUFBQUNixKD0QTGl+OxgWMBtd1DY1YUy0sLaTYaSZYSikLihXJDC8buVBQLF4ipqfwJT6dvS8GXrdsKWpVqmLKmUNeAo3yDDUpNcYbSUYa8UYa8ZY24qxth1juJnCDek5Bya6MHlWSQiUo/yKjFVQmKKQ0iian8IJCqlHSZqUlh9jKKDij7apiTpPsLZTYDDMYLPSeIjWkoFGIpsi1LU+VUASign0iTYGxgMMBhlGmgmGAiLRXU7j91ZpIvUBpo8NnkPj0sSqnO6T+sYkC5RiuJ1iuJXKvCvBSDvBSCfDUDuX+VYCg8V9hlo7/rNS+I+HjwEZSzqH5OxHemCGH0tE0L0OdK8jTV5S2ELqVvSPJElHWe13PlqhoKDwHxeF1C8tUCuNNoLSqVqavXhdGH4Xht+BybowWBc1r4Oa16mM8jSRoib1nVU3v4KCgoLC1EDe6zqTBrb1IEddkGyB7cew/RiuSFEXckKNJVJLThq6cNJnNAP0yNi+2NyQmoD9MGUOoEvdQJulML0uzEYbtteBy7qw/A5phQf0PP2aruXIcr2lxpcVFKYsBDUyaKzUWs2kIbXsrPRTuDyvDP5ckcFkCcw+kzrdT1DzYzJ3UmTslIMtMjgBmftpjYimByvjyEgaT2boFefe/bkMnkGvUOoAEwxpkqWxLpkd8wg1v4Oa35HmWYn0OIor80pLdVIr7CBMeTJWk4QGdcgmGPAiaUBDo0dWkKHeKmAFpXBwWgns94wPckXGKigo/I5RSOF/wGDSxdQrHSuzar2yAnJkLd2LNRZDYzHMMIfVAowwhyZSRcYqKCgoKEwZkOFHaZ5GjuKlYazhxdAbXViMDHMMj4xYSpMQSpzJDFYXBYwAMLZDlmyPjLXCchS1NB5Bz6xWZHCDHBZPoTUiaF7cd6xFzyBIZBhsFzDY9rVjFRQUdiyqa5/TOqP7GXQZP9tB0TNP5GSSqzd617rBMuh+BjsA6h3AbhZbaVIr7GiQpmwOJ+wZDBuMpiHsAHBCyALaBzMAnGRCJTJofoIai6UBZg4jyFBjMTSRwAgz6AHJXpJZYc9E0eFkRKnIWIUdhY8FGatzcj+1mzlpTcn7ypGjgUaXXHK3+t+ec2ReuZnu6PejoKDwCYafwWY5XAHUA8DmgOklML2kcqt0+p0rpXNyz1m6TFhTSkAVGaugoKCgMCWQVwRJvVWgMn4UOWyRw21SYmzL2LxfFqBsjrDCAlYIaOz9TKh6pKzO821gsKzX5crIG8KSx2LynkZsP2iEVSXcCgpTEqKQHfNFRdTppau8bMLSvRiaF8Pw04qMo2uaSD1LUJFnwEsqIldhikAUVfezGQB2E9B5hgEvgcZSuC1A+zDfG0t7eZUo4EqvDt1PUGtEGPAj6CJFzY9lt3QuZWtIbsfyc9isgMsAxy9gMbU3KOwYTHky1gwKaCyFzkhvikZ++1zc+kaQyr/7A8DKebQkZXf0+1FQUPhEwmJExDosh8MyiRyOn8P2c9h+BkvC4TkcXsBmeU8fqUwURU7GhX7yoVyyFRQUFBQUfnfoM9USWWWIVcbhuh/DDgrZ4TQ53i5jcVPucSXJ8v6vR7qxZlDAblKXrCGT+pIc1rwURMQU20gT9B+f5sVKN1ZBYapCFDAFYHKaLLMDaqAqCytOSH/3X9P91zmtByl0lskmhynwnhQqGLIAZwUFND+D5vfxOFxqvX6g7y2HxUjawGZZpTXr8ByuKOCIHFbfa016Tj+V0xxExDqSiFVkrMKOxNQnY3kZxH0wnaetAy1DErkGT9+nCq+goKDwm6PUtrJ4KnWsUtg8g12Rrj3YQo7E+BlBSqhU65fIoDNpQjgF3puCgoKCgsL2Ymy6PYPJ+3/v3Wf36TcaPu2N5oeQCqjMMIOyWJmBxlh7HXR2gO0eY//vur/tBJ2CgsJUQV6BumH7Cz1JNZK+dVOWybOtrnHyaVDx8xSDlJhwgwKmn8HwUpqoCMqO1piMHsX2vrsc/SaPFi8otxI5bE7NMBbLZM6VV7B4Ju9PYXgJDC8hYzhRUB7GpCmlkrFU2IGY8mSszpLKHc9gKTQ/hslp3MgU2aSu2B6kdizvG1FSC7OCgsLvGoK0qw2RTu5qFZl0d5UjWH1JpMFzeRsVnUypLUsa2FPgPSkoKCgoKPCsciyn4mNexdeWHAEtNVor+QD5OEtkMFlKZKzsYno/t+wS/R1wvcS5fzS5vxuWCFd7KwMf1Q2roDDFUTYlcJI9MVlW6XjqXlIRtCbPqvXFDaV+dLmesBS2KKBLKYMd/p4UKtiyc9UVBRzZ1UrdrESoal4Eg8UweVLlUr3/p7V+EkQOM8hhSV8hQ54XBpf7Dstg+WklFWd6CZ1TUh6ubHrReEL+HKqTWmEHYcqTsRUpIaGzuI+ooAu1FOwnpJVLXv//mSKl/5sC70lBQeGTCYOnMIOs2ujJnIs2eiug8cqan/aZk8hgIiwqvVhD0HMYioxVUFBQUJgisHhKYAkslpAzdljAFClqXrSNZJgd5HCk47nFElg8JVd0npKjduXr8D6vW3a3lsm71KXtv59MuqQ+rRf3jS5v9RxT4HNUUFDYDnyS7HJFATcAjEZc6YFaLEWtEU0qzFicHmt4iZQJI/LN4Tn9jzJkmlIozR5LOQGrlAwQGe0TfgwnyGH38z7V/08mY8v8SRMZaiKtTI9LGRwy5sor0rc0fuvXMK+xGDWeoBamMMIMRqBMkxV2DKY8GaugoKCgoKCgoKCgoKCgoPDJxgftmldQUFD4uEORsQoKCgoKCgoKCgoKCgoKCgoKCgoKvwcoMlZBQUFBQUFBQUFBQUFBQUFBQUFB4fcARcYqKCgoKCgoKCgoKCgoKCgoKCgoKPweoMhYBQUFhY8xSsMUBQUFBQUFBQUFBQUFBQWFqQ9FxiooKCh8jNDvJtvvXq2goKCgoKCgoKCgoKCgoDD1ochYBQUFhY8RFBmroKCgoKCgoKCgoKCgoPDxhSJjFRQUFD5mUGSsgoKCgoKCgoKCgoKCgsLHE4qMVVBQUFBQUFBQUFBQUFBQUFBQUFD4PUCRsQofDVgKkyXyp+rUU1D4bWDw8hqafC1ZIp+MKXCsCgoKCgoKCgoKCgoKCgoKHxy/EzK2f3S2JA3677eDYpv/2fox1XOIHIaQ5IRIYYc5TD+G0YigNSJoXgzNS1HzMuisgMEBnQFWAFgCcATg8Bw2T+GwdFsyY6vX3fqYyvu3fk92UNB9IoUlMlgBwRTpNrdZQUbHLVIYPIHOYugshikyWEE++X8/xGdcHaP8f4MnEvIYgm3Jm/d6j+/2HfY/TmcZLFHA5AV0L4ft5XBFAmNzAHODD3cjhzMeQvcSGGEOI6Dvw+Sojos+h1S+bgFLlMirz3R7sEQGS2TV59g7vrw6JoPlMHn5vHQOlLeXsAS2eZwd9B5rcnqc7n/wc748doOl0H06tvI8KfFe55rCJwHFu0CeIzyDzVPYPIXJIjgigSUSaH5UXftus4AdZljT6Mq1rQudRdB5Cp1ndJ76KVw/Rd1LYG1uY2BDCK2RwhQFDAFoDDAF4AQ5bJHAEjGsMKV1VGSg8z7f7vW93fXgXa7HD7NeKSgoKHx40B79/nj32KZ/PeuPA6rbeFrFTmXcZAc57DCHLeMzU6QwWFLt7VV8sVX81ovBkipGMfriTjqGbWOr6neWwd4GOWxWTILl5xUm34c+FLC53HPK9xXm0HkCQ2SwwgI6z6GxDJqfQ2cFTAFYYYGan9J7Fzl0L6UYmmWq+KegoNDD1jmaXDf7c+Ey36ty0mqt7K2DvbwphiliGDzurcdiq5ybZ9XvFCPHcMJiUg7sNnP6PUhhBBk0kUJvAloI6AFgCMDggOYXsDngigKuyOHwDA6LYfsxTBbB4BEMHkMPUhgihSkymO/BG5TrfH/Ot7WMWG/9z2Xei75ctcxBi0m56/bz2cl7SW+fgcyHJx9TmVv373Pb4wh6z0F5BH1WBcxAfvaC9hSLp3CDHIYfw/CT3vsTBQwxeU8u8x61fygobB8fORn7bgFnudiWwex76R32P1ZjKQyeQ2cpdBbDCTI4PMFQmGGknWOkk2MsKuA0Cxg8g85oMTADQPcp+LZFATfIYclguhdQ916v//jtoHhXMnl7pJvB5GbD5QbTD0a30/9vr8uNftdZAs2Pt3nMu2HSZ8jLTaIPvP+4tv2Otk1Stv9dbPtYuVHwAjbLYXkJ1kc5bnnkcRx10mnY46CZ2P/w4/D0mjo0nsIIAIMRKW4LWsgtnsLgROr2kqNsq3MilWT11olO777esdNx9SdYJeHUuz+fdNvk+1Pofg/0+AzbS/A+6PeyvetB79uwFD6J2Jo46D/f5PkgYQcZTJHA5Mmk60L3Iph+hKFmhrFujrE4w1CbHq+zBKagYHFYJHj81VX43lkX4AfnXIgX9bUweQGdFdDk+e6IFDaPYfIIRpBUSXh/MPlB1wGTZ4qMVVBQ+D1je2Rsvl1sbx3bFv0F4K1jm16iOqmwzdMqTtv2mLLJa+E2cVg26Zgm/12iPP4CFs+rPWIy8u3CZBlMlsHwU/k73W6LAk4AOEFBe41sAqhIEHkMel9B22Dyb5Gj5sWTYuB6s5BTTzv6fFBQUJgq6M9BKd9N0J/zVg001To6eb0tyVazr+GKkExag7fHGVCu3nu+snDWX1izgxSWkLl5kKHGUtRYBl0UMEMiGk1ewGQZLJbCZilsnsDh8v8kdJFC71s33+8zKX+WfMO7P7b8DMvbJuetZe5Kn1tv3+rf8yaTv2Uz0fab4spceusGsG35mKIiY3VeQGc5DJ7BEQURqyyGwxIMNQsMhjns/nxckbEKCh8avzcytsS73fZuBK3GMqrK8AwWS+DyBIM8geu3sUyv484nn8Ntjy/FG8MbYXpdSbjG1YJVLnK2HOl9t67drbtee8fXFyj3wWCZJO7SScTsB/l8PgwZ+l7ofV7ZNsfX/97f7/U/jBEQJQxld0YGY3MH40mOCxZeg7///E74w0/9Of7sv/1P/P/snWecFGUW7kGSgqiAiUVFJQgSBBRFRAkSJQcTZhQVMKCiEgQUFJGMKKKIZFDBgBFFVESUDNOhqronMqRhpit1rurwvx+qeroH0N29d/du6g/PT5mp7q6qrnnfc57znOd8tG2XrfhLIigJPCpIql1RU2K45DiCkj7X9AYSP+m87U1cT2/q6QpgWsWaSrDcajxDcZwoDxBSCZWgJ05DWpvlwYRbTQcSJz8Dp8ff+h2d7n2z+G9CheRZScOtJnCdBLeWKH/+BC2GoJgIchTRF0X0hdlbdIJlm75l8cZNfLXHyYESP27NRNRieLUoBXqExR9+wpXtrqfPPSP4weFF8ift97fIXUkzENUogmrgKg8mTwrO/u51IEvGZpFFFv+/8PfvuSmcfj07uRsneVIcZp4mHohTMRmu2PXgOm3M8LddSyp2KY9fMoiLP0VG/PKHv0uRHDbRkSr2C2oMt2Liks3yJFmy1U7Wzw1LSaulyRRXxt6RRRZZZOFW0/laWqR0MoFYMb+u8NqM4lfFmDKT2DVPG5OW5/U2CemUTQTNImRdiolTMRF1S5DgUU28agxBNa21T43j0hK4dYs0dKVyZcXKTcuJQy3jumz8LftQJvl6Mt+Qec/SeW6m+ChRnqOmrj+T0D5Z7FX+Oq3iHvXne+Yf5bnxjOPTe5KgJe2CXxSvnsCrx/CoUSQlileL4UntKeX31r6vmp3rnFRg/Fc/s1lk8e+IfyIZm7kon9qKXrHCc/IClT7GaQeroppAUkwkX5giv8lPB0Umz11E14F3cHO/ocxZvpZd+UfJ1QycpSGr3cCfbhNwKXGEDJL15LaHU1veKwbMFRUVme0DmS0WsdO2pJ++DeD0itu/fo9PXmTTLQ0nJwqClq6WCadsJH+kFK24eJ9KjmaqYmMIJ8IcMxJMmjWHK1q0pHKNGtSoewEf/bQDhxy2NkgljldNVdRiCL44bl8cwZdE1C2LgEwrgVNVq6Z9X09WulZs4ZD8aSuE8k2tnGw1T9nsUht/eYVWT9tGpEjf9L35o9bIihXKPyLYTyX5s/hvg6jEbTsUE0mJlbeZWlYryQpwKHHcWuqZNhFlA9EXoUCLsb/wBEs+3MRNfYbS+55HWLh+E7sPKwh6DEmLkeePIpyQefWtd6h3ZSMemzCZnYXF5IYS5UoDSYsjKlEkxUBSrZYop5os/1v+fynIuNV4lozNIoss/m3w14r/6f33j5S2px5fcY089XVWHHhyN87Jnx+33y8dN576HpkWS/FT1bWnRZq8yLTDyuwiciomTsVWc9kJtaUAMxFkA1ExyNNjOEv8fPF7Duu27OCbvW4kLYpHjyFlvN9BX9S2uMkiiyyysJDKv1J5XGbLfUock9lBmn5dOi+rQMj+gQo2hcy8PZWbinoSh88o/70l1omTcyLElzudrP/uV7bsFcnXLVJWtI9z23F4ijgs/wxbMGTNPrHXfVslmrYKSPMKp96TGCfzCxV/n7bLSalVM+0MMy0NXapZ0dbhFBucdPEwrTw+uWB4+o6RzHtaEenXilrSErLJJoISJc+f4Pfco3yybRfrvt/OvmIfoi9id+BZJLTrNPlO6nP+1c9rFln8u+KfQMaeSlpltqI75Xi5fcDfAocvgaDY5F9ZFLHEzwkzwcKVa2nfpTuVatSkytl1uLFPfz7dtoNDwRiSHEGUTUTdImTdaoIcOWZbF/yZVUKa2Ms8h9Q5Z553+toqkrEnExx/1KLwR4vin9/figlBRa+ZZIVzTW2Qp/NBTV3H6bxVT/7OMgno8uRDTiDIcSQlRoE/QYmZZMqcuTRu3YrKNc/kzLr1+Ojn7TiVEKJuEbAeNYEo2ySVnECQk4hyRRI289wzNxFX+aZY8RmqeC0pxfIftSeeuqlnfkcplfOp9/xv8as7deP7o7aaf/UffBb/PIhKHEkx8SgGHsVWHSlxW51kBShODQtqEreWRNKTePUEuapJvmpQoETY8N02et9+L7XrXcLwMePYuG2vXam3FLSFAZPtLi9PTpxM/cZNmL1sJY7jpXgDMZyy1V4qyDHcvqj1N6cmsDybrb+3Cv7M6qlrUbZokEUWWfxb4G9U4Z9egZRuE013LmXGbqfGm5mvt5D4k2NPtjo49bjTxVcnx5CZHoAnF3b/uIifqaY6FeXEhpZA0EH0Y5EDShxBNpCUKHmaSYHf4FexgKEjn+DqTrcycsJUDkUTuEpDOMpCuFTD6jDS4hU6K7LIIossMkVBFYnYTMLyj/KgiuTin63xmWu5S4kh+ROWdZct1Em9f8q6IDcEPzgKuXP0OFp0vJXHX5hCqZlAPBHCXRaxrMH0JA4tgUu3VZypNS51vnLcRgKXYtntZa7l6fwzXn5dpxPkpPeg2Gn2Bduq8DTq4BRcNsl52r0gg2gVtARuJZFx3hkk+EmkcYX4XzZx+kycPqOCJ7poz50QFBOXL0J+IEm+P8HclR/Tsf8wrunam6935ZCrhskPxBAUA0GO2bMpKpKxf7vYLIss/jfxDydjKwgqwj0AACAASURBVCpMT072rWNS1avM4yoqSlOvs4coyQkEOYZYFsVTFqQ0lmD+B6u49uYuVKpanSpn1qJt1+58tOVnCv0GkhxC8EVwazHb2DtdAXOfxkahovoh9bs0wZdZ9auoYji18nWy2vZkkvZUj5e/TtyeDpnvcWpF0oKlOP3r7yH5Oe1CmVkpS32W5MfyjVHiCLKJ+0SQE7EEE2e+TsOrmlC5WhXOqleXDdt+xaWEELUYkmzilS2iyqvF8WhJJBUkNYPgrXBOFe93epjWyRt+ZiUvgVOOlatfUhtlSjEr2clI5ndXkdg+ubp7+uP+jITN/G5Tn5n5/VrV22wy89+Kv4eMdWnWuiRocdxyFFeJTnEwxm/uPMZOnEb9hk156Mnn+XG/SJ5m4NUTOMsMDh4PcTgSZ/Ou/dw3+mkuadKc9z/5CmeJiqSZ1jOmJJBUEGWrCOLV7L81FUSN0w6VyxYNssgii/9UVEzG/3hYZmZXVvqYU/f5VJJdMS6oqDJKEbB/VCAXMtbaVNE+fQ6JU84r7fn312FZGqSL7GkyNzOuS+JU4hz0xcjxWQm5qCYQVROPauBVorhKVDb8uIMOt95G7fqX0/eBRxGVMM7SIKJmIvrj1uAaPYHgT8fPWWSRRRZp277TF58ELYEnYMW5J3cpWB2Kp7e9OjlHPj3JaZGHqdyu4mviLPtqG516D6HOX66k790jKNKj5KkmkmLaqtc4QgBc/gTOFBGbYU0g2XmqqKYGa50qfqo4pyR9bqe/X6eKqdxK3OI27P+6ZRNBtoY2SloSybb5Sw1rdKe6SjOGOqaGOFo5ddJe4y1Ip4OWrPBvUbWHM9qdfJm/S9k25PoTeLUYzuN+HnjuJWpccAkNm13Dmm9/xiP7s2RsFln8P+KfRsaeTnmV+vnpfp8ennRSW5lNrgmKpcTMU00OBQw27zrA2Kmv0q5Ld1p36sqUhYv5RcjHq0Vwy6EMz5c4mZ6NKbPwdFUutRHYP7NJ0VNb/NPkcEqNaS3KFf1bhNMoFSpM5E19ru1jWv7Z5ef6t9/nTFWnW7Va7NObXDz9GWr8lA3tz5Sjf1bdcykx67uwla6OYxqlsTiTZ83miuZXU7l6dWrWu4ANP/+KU65Ixop2y7SoxtPVOzV+yiZckRxPt6NUbFHJeFZS/rAZpH/FwCDT1LyiguXkBCczGfpjMvaPrB7iVPTySX23FSucWfx3wrIliCHZKLcpSD0bWtp7yplaK1QTly9EYcDEeczH8zPmcn332xj6wCNsdwhIpQEkXxS3bCBqcXJKwhyJJvhw84/0v2cETa/tyI8HJLtVyG7b0pJ4NPCoCQsauBVw+BJpn2u14t/cv/reZZFFFln836Lcf1BND4Q5xYNQzYi/KhRFT403Ktprnaq0dZV/TkWbolNjxkyP+8xOn0zCId2WKqjxCsn0H8NOxCsggVuOV4DoT+DW4/YgXMt/0K1EEZUouXqMPL/BT+58Hps4jbvGPMeCdZ/i0Uw8momox8pjVsGfzNoUZJFFFhWRMXwrNUg6M/90KpYAJWWbUj6/I2UJ9ydrSjoXPNmCJVbe0i/57c9SM60QYuSGkmw+mMcTk2cyfNSzvPPhJgp0k3x/Aql8VoNFwlrkYca+oJi4FRNBjiHIFvF5uu7R8twvg09wKgYOOYpDNqyBu5k8hM1FVLA+VBIW8ara3b9y/BRy1fq3TZzax0hq8qTXWARuKgexBpHFbcTSP1Pip0KNW7aONjKPF2yISgxBjuBRDd5c/zl3jnqWh597id9yjyEpUSQtRtamIIss/u/xT7ApOL0JdWqxdsoGDl+Ucgm+YuKQDXJ8UXJ81iLmUtL+nm49Ue53JSgmXi2GV43gOCbz5e/7WLhuA/NXb2Cry4uj1I+kmQi6ieS3hjc5FdN6rZqwpPiKgVOJlsOlGhWnNtrnJdobhXXOJg5fRVikhjXh/BQfF7vl4nQ+XpkLtlMxTjo+U6nxRwuXdX5Oe1CZQ47i8EVwKQZuzSyHS7WuU1BjtnF2anCDBZdsDWpw+gxrgrtiZhybYbatpIc6OG1lp1M2cMmmpYwtDVFiJpg8Zx5XtmhF5Wo1qFn3Ij7+8TecvgiilrAUekoMQYmUDxSyvoeYfR/se1Fu2J7pg1Px+l1K+tqd9oZnJWEWnOWbYNzy6lRiOGRLMeiQ0x5q5VBi9nlUPCb1+r8+QCSznSRWHoBYG3L6GbO+l6zP5n8zrMFdiVNQ8VlJPatRXHIYZ1kQtxygKBxnw087uGPU0/R/YCSrvtxMkT+MJIdwl4Vxy9aa6fIZFIcSLFj5IR37DOb6Hv0QSzQ8imm1KNnTtCXbY1tUDGuooRIjx5fyEUwHxtm20yyyyOLfF39t/7Vhk6+ZMVhmrOeQIzjkSEbMZ1QkEE4qhlcgT+14yyEbVpItG+VxY8XhKScruGLla205aaFkxChampBwqSYOOYpLjuA+BVHcvooQUol1JkGrpJN1V5lpofz6o7hUE9GfQNBM3KqBpMfwBuIcKPGzccc+Pt6+h19yj1pesZpJ5jRxKYC9Z2T3iyyyyMKCtdYap0Vq3cnxRcpzXWtNNjIEUBWFQZnrZ3mcesp7Wmu5S43i1tJrvFuz+QRfFMkf52BpgE2/H2TDz7v4Pe8YHt3Ek5oHosaszjQ9PbzLrZi4ZcNeYyO4UuutbKSvt4LQxz7XFBmsmhX2mxxf2N5vMv1d02KhFBmbIlMrIobbZ+L22aSwEkMoP7coomIiqpaPq8sXxuUL45YjuHxpuOWoDQO3bOUBQiZJq8QsL1jZvm77eEExEBQD0c5nLT4kjks2EGSDbWIxn2zfy+c7DuApVxqnhV/ZAV5ZZPH34x9Oxor+xCnko1uLIfotWItnJCOYtchT0W8g+g0E3UTQMxZqLW63Y8VxqQaiZiIoYXIDBgWhGAVhk8JIAk8wbr1OjyP4E4gBbLWt1ZIgKnFrYdOjiP4oUsBACqQ+M5ZBZMYQdItIrVDNs5UCop42GXfKqXOPIQWs17nU1GaTuo5Y+eaTOk4KxJD8JqLfer1FnmaqJv8k+bCD4/R7pe+dW4vasP4tBUy8fmuYj5DaaGQDUTWtKZO6iUc37anrGVMklYpTdj16zII/hieYxKlaZKNbiSHKUY4ZSSbPWUCjFtdQucqZ1Kxbn4+37sTpi1oG4La/rKCEEbWIdc8DMaRgHMEfRdCjCLpRfi9SG7bLJlUz1bCWKsUsv4/W8VGcSsR+dgz7d9bzkNocBc0ov+fWsxe1/dBMRN1E1K37l/p5mjz9k+e9whCNit+v9VxFy9/T+l7+3Bcpi/90/JGSOhWImIhqFFGN4vUbSFoISQ2S6w9TFImxdstPTF/yPss2fUWuGiBPC+PRguT6DTy6iUOOWC1DapTxs96k9S096HfvCI6ETDyqVXRyqUlcshVkiUoYUQkhaRGkoIngN5GC8fK/jfL1OWNy7N93rdlKdxZZZPHPwl/rTEkfmyp6pxNiw97fDTs+iiLqEaSAae/PsfIYNXOvP3UNTO3vJpLftF9vxRmpGE/Q00RuqriVEiWI/hiiHadYw1hiiH4rZrRem4bkN5H0CJIexlMBETxaRUiagaSaSKqVlIuqaXVlqHE8WtwSLegxBDWCWw3jVq2YO/W5bi1WrgaTAnHyIkm8oaR1D7UYDtmoEN+kBk1mbZayyCKLcqTET4GYnVtFcCoR3FoUKWDiCcTsNTiG6I9X5AVS5N3JZKxuCanSgqWK67igR3CpIVxquDzfdanRjHw7ilMxyQ0nKTQgLxTHrRi4NAOnGsOhmDjVuG0TlrBVpXE8agyvapKrGeTqBl7dwKMbSJph55mZxah0l20mIW3l3iaibp2ndc72+l9OLqdnoAi2PYEVr8fwaHE8ehxRtXxaBSWKN2Dl6oIasXJoNYJHN/AGDDx+a7+Q9DAef9jeG2zoUSTdQNIy9gg7p8/M9yXN4gAkLWrDQNQsnsClmLi0OGIgiUuN4yyL4vXHKAwnyQskyPMnLJJYSfMXaTVsei8t5xb+1c9rFln8m+IfTsZmtuKnKioefxxRC+NW/LjVAJ6giaAZiHrMWiz0EJLuR9R0BC2AoEWsqrwas31cUgpZO+jWIohaGFELIGk6kua3FmQtjkMxOegzEFIeX3Ict89ElK1JirnBCB5/wP48P4IaxK1GEDRrwXfrBm7dTLdDaHEkfxxRj+BW/QhqAEk38PgTuGQDbyCKoAZwqwE72I9bpGA50WrgUiMWEahFys/Zo/uR9CCSP4poH+eQU4rhjCREsVXBakqBYeKUIxXumaQHEPUwkk3ACnoEtxKwfxfBo6cJWVGNkRdIIqlhBFlHUv3k+kOWolg1cSvpKpqkJ/D6E0hqBFeZhqDq9gZoKY9FLU7O8SBHIgkmz32Txi3bUblKTWrWacDHW3fh9BkWGaskEeUYohq1Nje/gegPI/oDiPb3IGoBBC2ElNq0U1YOKXsCLZlW+GoGgqbjVnUELWwnRlFcSgRRD+BWddxaEFE3EPWoRUzrIeuz9ABuNYxTDuJUgrjVEKIetJ4j3Y+ohxFtEtUqGpxkLZDR1mJNro8hajE8fhPJfiZFXbc/K2h9tt9E8Bs2KftXCN4s/oNh+fi5yj2mbPuL8uc2tQZE8OphcrUAXlXDo2p4VQ3Bp+KRVfJVlVxVRVSsn3s1HUEJ4PCFyQ0kcBxTGDVpGtd06cWoCS9zNBpDUg1rffAnrOKDEsXrj+D1h/HoIUR/AJeq4VY0BDWAqEWtvzM9XUywbBMSf0PAlEmS/KvveRZZZPHfib9tWKZbTbWBxnAp1j4rpshTPWLHFxqSqiFqfjtxNfEE4rZKNN0ZVW4XZbe7WoNeYghaEFHVEVUNUfUjqmEk3SrQC3pGt5KSEh8kEPUYTjmAJxCxEmnNxBMwkfxBnLJuxbG6iaBFcckBvKpurfc2PKpqI/2zXE0nTw+Qq0fwaAaSGrXmI/giiHLU8oJVDbxqEI9iXXNuIERe0MCtRnGk1Fp2/OKQo4j+EE4liEszEPwJcmSLtHDb9glOOyb06AnEbKtpFllkocYtxbw/jqhHcSkBS4CiWcUfQUuRgzqCmo45JZuQPTkPSsWc5eu4vSZbQ7hjVh6nBRA0DUFVkTQNj72W54biuFSrO1TQY3iCthetGsathax8WI+RoxrkaCYuPYFbt3zBD5yI4FUT5OkJclUDry+IV9bIUzVyNQ2vHsDjj9gFtVTOZxft7P3GKUdwKxFEzcATMC3+Qg3Ye4XFaYh61N5HUp2U1vWKKWJUMZE0E7cviKRGyPXH8OomkhpG0vyIih+PHiY/ZOLRQwhKai/SEBUVUVUz9g1r3ZdUHUHWEdUwHt3EG4gjalaHrKCYSGoMrx7Hq4bxqH7rdZofSQvj9Vvde1bRLoFTtkhyyR+z8gkliNsXTQu9MjomsmRsFln8/fiHkrEuLY5Tj+PULKl9blmCIjnBHvdxFi7dyNNT3mDKgsVsOeCk0B8k16ewZdd+3lq2lgkvz+LZl15l6pw3WfnlN+wqKuJQLI7gNznoi5Ajm7h1q3IvBQ0+/nkH0xe9w7NTpjP+1Tlscx2yzK/ttgFvKIlLC+NQAnj8UQr8BvsKjrH6q2949c1FvDh9JpNmzOONRcv4aPPPHDh8gvxwDDFgkKOEcesJnL4Eoi/JvkKFJR99y9OvvMGkuW/x2S87ORSMkecL8O323Uyf9zaT5yxi7fe/IAXiHNQiHNAM9qtRcvQohUaC/YdOsP7LH5gxbzHjJ09nyiszmb9kOV9v303O0TI8AQOnFsWtx3EpSdxyEklO4Ckz8ZQZ5KsmRcEEuWqYn11eFq/dwKTX5zFuyqtMnbWQ9z/+nN8LihG1IF/vPsiUeYt5avJrfPDlFnYUHMetWtUrjxonV4ny3sdf8uzU13n+lTeYu2wNOSUKot+0FalWlVIMJtlforLyy82MHT+ZCVNf5Z01G9lbcJhCfwxXSQTBZ3AkmmTSnIVc2eIazqhWg7PPv5iNP/+GwxciNfHRWWJQEEzgPK7y/R4nyzZ8yYyF7zLh1dlMmD6LqXMXsmjden4RPXgDISS/VRX0KHG8vgS5PihSwXVY45MfdvLElNcZNXk6K775gYMlPryBMN8dFJmxdCnPvf46C9Z+zO/5JRRHEmzJKeTVd9fx9LQ5zF6+ln2HjnEobLCn6DDrv/uRVxe9x+jxL/PCtFm8s/YTtuyXcKtRvOEkTtkmufQkDiWBKwD7/bDPJmUL9STHtAS/7hFYse4zps9dxHPTZ/D8zNm88f4KNu3Yg6NUJd9McFCJ4tRiuO1BGDlyjBw5Vm6X4FbjSP5kthXwPxSiEkeUk0iyVYBwq0mcWhKHHrcRw6VbQcn7n3/P+NcX8vi4KTw6dgKPPzORMeMmMeq58Tz6zDhGPvMcY56fyHPjp/DiS6+xZM2nHDyqkRdMsq/gOMMff4bWnfsw7b3VFJlxnLqJU4/jDsRw6iFEzRr05T6q8OmPO5k8/20efX4ijz0zgdfmLeGzn3bilANIkThi0C4qKCYeOUaunEBQk/bAsSQO3fqvYPsUpq4tS8ZmkUUW/zTYhU5BMSyfU3/cHkpl4lBM3FoCwU954ueyWy3z/XGKgwl+FwtZ9enXTJ01jzEvjGfM8y8yYfobLFm1ka17RLxyzGrt15O41ARONY4USCIoEbxahKJgDK8SYmuOxLS332fMpGk89vwkxk+byYr1n+IuOEqeHMSjxXBrSRyyVYwTdRBUkx8cHl5etIQPN2/Bc6yUYiXEz/sEZiz+gMcmTGPjT7/j8QXYKRUx+Y2FPP3CVJ4cO56nn5nAk89N4OFnn2fEs8/z+PPjGT1uIk88N4nnxk9n6oxFfLvDiftEGFFN4LQL1oWhJO5jCl/9upcZi5cy6sWXGD1hCnPfX83WfQJ5aox8PYGoxXCrBh7NJE8Js3TDF7z67go+3LYTUTNw+QwEe9hkjn1fRD2BV7MK8P/y5yKLLLL4pyJzJkfF2RzxcrJU0uM4jmt89MN2pr39Plv2uynQwhSqYX456OGdVRsYO2k6o8a9xPT57/DpDztwHVcsNWfQxKlFcaqWYMejgrvMbptXDETFoMCfoDicZHfeUdZ+8xPTFi7hyZcm89hz4xg7YRLTZ8/ng48+43dPEe7SIIJu4lCsglNRKMn7n3zLnKVr2Lj1N/I0E7ffZL8S4YA/zkF/nIOygUeNcSycJK9EY8uv+5i/ZDljJ03m8Rde5InJU5n65tus+vp7cg6Xkq+biGoCh2INM/ToCYSyMLlymMO6ydFAHKk0yJqvt/HiG4t4ZNxknpg4jWnzFvPNL3uQjqscCsaR5CjOsiiimrCHWcesgtoJjTfeX83KL7/DWXyMI3qIb3/dzUtvzGP6wsV8tX0neT6dDd/9xHMvz+CxceMZNW48jz7zPCPHPsOocS/y+LhJPPrcSzz27Es8PX4qT0+ayuKPPuGX/CK8RoK9eoT9qkFuIE6xP4E7X2bFui+YMPUNRo+bxAuvzWbpp9/gKgvh0RO2yC2MN2BQGEzwi6uA+cs/ZsHyjezOO0GunkRM2VBmkuu2H61gz8xw6hZcdt78r36+s8ji3w3/cDJWDCZxapYnqVeJc0iL89NeL8PuHc1lTa/h5t79WPbxJ3y29UeeeWkKnXvextWtruOKxq24rFFLGjVvQ/vO3XjgqadY++1mBF/ACnZTm4NiUGwmmPHuMjr16stlja7iqpbXsfGHnQi2cswtm7jKIkh6hIKQyS9iHm8sXUXf4SNo27ETjVu05PImLbiyaRuaNm/PtZ268/AzL7Lmmy24fRqSFrETgQReJcE25yGenjqL5u1uoNWNNzP9zcXskvKYOGM2nbv3ocnVbWjfuQfPz5hDQShOjhzE7TeRggl2FZ9g0bpPGPbQKK67qTtNmrXh8iuv4spGzWjWsi0du9/G6AlT+XjrdvIDcQQtVu6zImpxvGqMPMUgryzEd7tymDT3TToPGEbLaztw5VWtaNikBY2aX0Orazsw+MFHWPLhRqbPf4u2HbvQsFkbHp3wCt/lCHiDVtuDV0uQK0d45JmJXNb0Ghq1uI6b+w3l17wixICBWzWQtASiGscbhl9yi3nu1Tdo2LQ5jZo0497Hn+Cb3/dQ6DeRZAPBF6U4mmTinAVc2bI1Z1SrTu16F/Lh9z/jLgtaago5hqcsxpe/HeSJyTO4ufcgWrXrSJPm7biicUuuaNKKRs2voeX1N9D99rt4Y/kKtkl5VsuEYuJVknjkOPlqkr15Jcz/YD2XNm3NJY2bM27a63zywy8sWb+B7oPvpFnbtjRs1oz7Hn+Kn/Z7ORZM8sW2gwwaPopLG19Dz/7D2O0U+eDjjdw36gmu7dSFJle3tc6j8dW0uOZ6Bt75IHOWrsFV4kdSbO80NY5bsRKTg3oCpz+Byxdl24E8Xn59Ef0H3k3ba2+icbNWNGx6FQ2bXU3T1u3o1GsAY6fO4IsdeygMWvfVafvUpoaEuNWKQz2yZOx/JgQ1np5wqqTN61OBiNNWVItqjOnvrGTwiCfo3P9OuvS/nc59h9Jj4O3c2n8I3foPovvAwfQYOIRmLdpyTftOjJs+G1EJcyQG3+9x0PeO++nYZwhrf9xJbjiBQzVwaZZliaQFKQwYfLLlV0a/8Apd+t/JTbcNpuug27mucy9aX9+Z7oPuYspb7+H0BXBrEQTVGq7n1RJ4lDhCaoidTci67H+LqUExWZuCLLLI4p8Oq1BU3lqfGkKlpYZ/JnArcSQtgUeNI5SG2eEp5vnXFzDg/kfpMuB2uvQbQrcBg7m5d1+u79yD9p1702PIfTz58lx+yy/DraTmEsRwyxFLISWH+Hz7bsZOm8VNA26nfc+B3DLwTjrdNoTrOvfk+ltuZei9D7H6q+85cERGUOI45SQuGXu4lsGab7bSsn0H3li8hG37cnhr+Tq6DbiTpm1votF1t/D2h58jlmr8dEDgvlHP0nPg3XTvO5Rb+w6ma79BdB48mM5DhtB5wEC69R/ETd16c2XTa+g1aDgbvtuBxxdFshW5Hj3Bxp938+y02dx25wP0vH04nQcMofVNXWl5wy30v+tBFq//AveJILn+BIIaxatGyC3Tue3uB+gy7G7mr99AYcSOUeQ4Lj2Jyw8uzSJwRXuuQNZqKYss/neQsg9IteSn5mHkhxL84s5j3CszuaX3ADbvzuEnh8Qrb75Lv3se5pbbhtJz0N107jOE9l1602PIcCbNXYSzTMethu0u1JjVjeWL41ETSIqBV4vikcP85Mhj6oKlDB7xJJ3630GnfkPpOmgIPQYNoUPX7rRqfyPd+g1mzTdbEXwanqCJQ7EsWY6EkwwY/jA9ht7L/BUfURhMIPgtdewBJUqOaiLqCQoCST74dDMjx06gx8A76dJ3EF36D6TrwMG079mb1l26c13PfvS66wGWff49e4p9iP6Elb/5QniUMEV6lP15h1my/jP63vsIHfoM5cbbhnJz/zu4qc8gWtxwCzf26MeLr83m250HyNMMyyrAnoPj0UxEX5itORJdB9zB89Nmsv7r73l1wdvc0LUXVzZrzeB7H2b1l5vxlCrM+2At/e4ZwS39htBt4DC6DhhK534D6NJ3IF36DubWAbfTrc8QrmjWmssaNePFGW+wo6AIMRRld5mKJ2yys/A4b636lCH3jKJn/7vpO+ReOvUaSKsbO3Ptzbfy6ItT2bJfwC0HcKtBBMVPSSzJexu/os+wB7n/8efZX+iz9tzTkLHiSWRsioTNkrFZZHF6/IPJ2BhO3cChRXFpBpI/Rp5ustNzmN7D7qPq2XW5pFETxjw3jiHD7+GKq5pz9rnnU+f8BtS/tCln17mYKtXPpvpZtWlwxZXcNngYn27dgbtEJ0+P4yqL4jwR5FgswdT5b9KszXVUrVaT2udezPpvtiGWBcnT4whlUcSyCHlamB9zBF6avYB2nbpT6/xLqNPgUpq1bcf1t9zKtR26cVnDFlSvWY8GVzTj9gdHsmLT1+SqYZxyCFE1yAvE+c17iLGvzKRug0s5/7KG3Pnww7w8aw7NWrejes1zqFTlLC5t0oLHX5xMkd9AVILk6gY7pEPMeW81N3a9jfMuuJTzL25I81btuLFzN27s0o1LGl/F2edfTMOrWnLvo0+wZZcTd1kIQYvhVE1cWhRBjVCgGXy1bRdPTZhK8+tuoOq59Tij1jlcfHkjmrVuR5PmrTnn3AuoW/8SevYfTI8+/bmg/qVUq3UeD4+bxA8ugfxwDFdZGKEsgrcsxNAHHqdKzXqcdd5FtOzYlV9zC/AEoqTIWLfPID+aZHtuEY8+P5HKNWpStUZN+tx+J5t+2UFR0ESUwzhLAxwxE0yet4DGrVpxRrWq1K5Xj41btyH6ApZ3mRKnUE2w8out3NL/Ti5s2IxmLa/jxk496HRLLzp17kWLttdT7y+XcGadelzbpStzPljF7kPH8AZiuOQoghZD0mLsO1zKorUfUanWOVSqVoNBdw5n7Isv0avvEGqeU48zqtfgjBpn0XfY3Wzd5aQ0lGTbHokBwx7kzJp1ufSyRkyf8QY9+/bj4oZXUKvO+VxU/zIua9iE6tVrUrlydeqe/xc69+rPohUfcvCID1EzEFQDr56wTND1GI6yEJ9t28uTL07j6lY3UPvci6nf4EratO9Apx49aNOhA/XqX0Kt8y6kcfO2jBj9LD/vcSOWhnCn/IZtA3innOG3k1GRzuI/EWnVqEtNGdinfy/Y7Tobt+9l0UefM3fFOhauWsf8FWuY/8EqFn6wirdWrGbmW+8wYPi9/KVJM3refjdLNm7Cq0c4Hod1X2+h822D6DHsHn6SipCCcTuotRJs9zEfazZ9xx33j6bngHt4YPTzTF/0Lm+uWsusd5bywJhnaN+lFzfc2o/V3/yEo0TBoxu4FSPD/zBlvJ+Gu8L//6vvcxZZZPHfjhThavn7xXHYnSqSnki3FgB6dQAAIABJREFUSJZF8agm+4tl1n+/g0fGv0zHfrcz+OHRPP3yTF5/ZxlvrlzNvPeXM33+IgbdO4Ir23SgfZ+hbBOP4CqfK2DiVaJ4SoO8/8mX3DXqaW7oNZAhjzzB+FmLmPX+GmYvW83kOQu5f8wzXHnNdQwe8Rjvf/4tzpIAHj2JICeR1ASO4zpvrd3AhZdfwasL3mTK7Pn0G/4QbTr34o6RTzF6ykw2/bYfSQ6wr+g4Szd+zcIV65m/Yg3zVqxm3opVzF2zmvlr1jB/5UqemPQSN9zak/qNmvH89Fn87PTi1SJIto/g8i+3MuK5yQwbMYbR41/m9SXLmL9iFS/Pf5MBwx+gadsO3Dr4Hr7fJyL4Qnh0A48SYl/eYZpe15EOfQexeONnFBsJnKURnD5rwI3bb+1j5QNflGyraRZZ/K/B8tKOlc/zcMiWCOe7XQd4cPRYmre9gY+//5nHx0+m+533MfDhUbz4xgIWfrCOBUtX8dTEaXTpfzvtu/dj2abNOEpkPLZ1m1M2rTkHSgyPFmXfoeOs/WYLdz/yJF0H3kO/+x7nsQnTmLboPeYsW8Hi1Wt4buo0bujWi8tbXcuKr35AVHQkfxSHHEJUwgjHZFp26EKnvkN55+NNFEcT5PhCOBV7mJhs8FveCWYv+4i+w0fSY/A9PPDEOF5Z8Dbzlq9g3opVvLbkPR6fNJWOfQZRo059Zry9nN/zj+EJJHDKBpIaoUCP8nOOwKtvvkP3wXfSvtcAHn5hCq8sWsrcD9Yyc8lynn91Jjfd1p8Ot/Zi7ORpbBfzKQgnrY4PX5hc3UAs8/PBps106NGP+0aPZcyLk7mha09u7Nmf4SOfYMbb77Nln5MCLcymX/fx5toNzF6+mnkr1jJ/5VrmLV/N/GUrWbhsJa/NX8R9I0dT/Zx6dOnZn6UffYbjuA+XrCMFQmzPK+Dlt5cy+KHRDBsxhokzF7Lgg7XMXrqCMROn0KnnbVx2VUtmvbOUPflF5PnDOEpVjptJXpq7mGtu6sXdI5/BWxa2uiXs4V1ZMjaLLP7v8Y/1jNViOJQITi2C228gpvxTyvzcPnIMNetdRO06dWlz7XWcdfY5XNzgMm68uRt33D+Sh58Yx8A776Nlm+upU/cCqlSpSo0za/Hk+KlsOyhQqJuIvgjOEp1jRpzXFr1N6+s6UL362Zx7Xn0++nYbwokgeVocr2xQoMU4UHSUybPm06r9TVSvVYdLGl/NwAcf4qW5c1m0cg1z31nOE2Mn0aZdJ2qfcwEXNbicOx4cyQ4hD1eZjksOkRswOHC0hJnvLuPChg05v0EDWrVvT9vrb+CMqmdS/9IraX3tjQwa/iCz3ltOvhoiX4/gPOrjrRUf0bFzb6pUOZsGlzZm0NC7mTLjDd5Zs5a3167h8QnjaXNTJ86ucwENLm3C2PGvsDv3CKJq4FQjOLQQbj3I3vwjPDt5Oo2vvoYqNWpS+8L6tO3clQefGsuk12bywqSXGTT0Lq5o3IzzL6hPvfMvpE7dutQ4+xwmzJrHjrxCCsIxBDmMUBrEU+rnrkeeoMa5F1Kr7sV06H4bOwsK8QQiuFXLB8ZZGqbQTLCz8DCjXphEpSo1qHZmLfrdfTff7NzJobCBq1TDUaJSEoszdd48GrVswRnVqlD7/Lp89vOvlqpZNclV4xT5E3zx6wEeG/8Kd418kqkz57N42TreW/UxS1d/yNSZs+k9eCi1zqvHGTXOZMA9D7B+y8/kBkzL7sBv4tajOMpUVn79NZXOO49K1avTsk072ra7nnp1LuTCC/5Cy7bX0qHrrYydMo3tzlyOBuO4D5XywONjObdefWrWqk2LVq058+za/OWKRnTu1Zf7HxvNo2Oe5qZbunLhxQ2oUv1Mzq5bj049b+Pr3/fhKtWR1Ci5egyPEiXfb/L9XjdPTXqNSxq1pGqNc2naoi33PTKKmW8tZsmHHzLzncXc9chIrmrVllpn1+WSS5swftLr7PYctoYtqbZ3kBLD4bOmdZ6qis2SXv9pyJwk6lZTatk4ko2Ud5I3ECc/kqDIiHPYMDlsxin0hzkWNimUdT7fuo0eg4bReejtzFu3nn3HS/HoYY5Ek8x9dzkduvVh6MOj2Hfchxi0hwiqUQ4Wl7Hx+230HnQ3N97SlxenzuaH3Q4K/BGOGCbHzRg/HnDy6LMTuKBBYx5+eiJ78g6RHzCsCbC6idNvKXkzz92jZCehZpFFFv8/YSlWXbYyX9St4YRuxZqKnavHEeUIkhzBeVxj9dc/MvyJcTS6/mbuf2Y8K7/+gb1FxykKGBwz4hyNxDgcCDN36Qe06dydG/sN5fe844iK1eHjVUzylQif/vgbfe66n5Ydu3DvmGf56vd9iKUBCgNxisNx8rQgPztEhj3yOFdccy33P/ksPx4UORQCyRcjV4uzu+AYM95ZxsWNmzJy7LN0um0gtw4bzuQFS9iS42HfERW3HMKjhcnVoxQE4hyy94MiM0aRYVJkmBwxYuwvKuaVBQu5pW9/7nxsDNvdHiRVx6uHcJWq/HBAYPBDYxhw36O8uuh9trvyyNMjHI4YHA5FWPvVZnoOvZvaF1/O0o1fs+9wGXlBE7FM5+vtu2nYsh3DRo5h47ZfKQrHyDkeRJDjuLUETnsitsdWHksZCXYWWWTxv4PUIGtBj+OQoxyOJvn0h1+466HHaNSyLU9PnU67W3sy/OlnWbF5C26fTnHQ5FjIZH9uMRNmzOPyVu0Z9sgT7CkoJj8QxSWHcdkDrgXVYM+h47z/2SZuf3gkTVq158EnX2Dphq/Z6T1Mkd+kyB+hzEzw5bbfuGvkE7To2I1v97oQ5CBuNYxbCSP6Any/cz9XXdeRoSPH8OmvuyiKxjhYGsDtC+NRTXZIR3njvQ9p1qE7t/S/i8lz3ub7PU4rTjZjHIqYHDbi/HDQzcjnJlKj9gUsXLaOvYfKkPxxXHKEgqDJ3sJjvLzwbW7uO5Dru/dmxrsf8JvnEAV6lOJQnOKgSZE/zMJVa+hwa0/a3dKNWctWkR8yEJQwbl+QfH8UoUTmtbff5+a+Q+k8YBhdBwyjc5+BvL1+I9tceTiOyHh8IQoDCbx6gsJwksJIgsJogkPRBAVBg+NGgiJVY9OWHxgxagzN2t3AktUfk1NUQp4axVWikqsFeO3dD+h97wjuGvMMH27ZhtvnpyBkcigSY3f+IWYufpezap/H3Q89wje//kZRKIKzTKdAMxjx3GSu6z6QZ1+ew+FgEq+aVcZmkcU/Av9QMlZQ49bAJ38cwR/DpRsclANIapjhY57h7Av/QqUzqlG5clXOObce9z00kvWbvsFRVIL7iMz+giPMeed9OnXtTtWq1ahatTqt23di2cdfIJUGyLVVp0eiJq8teouW7dpTuXI1zq59Aeu+3or7RIA8f4J8PUaRbrL2q81cf0tXzqhRi0saNeOxcRP5WZQoCIc5Hk9wPBKj4JjOwreX0/bam6hStRaXN23BzCXLEGUVtxrEpQQ5cLSUJR99Qv3LLuPMWmdTq/a51Kp9HvUuupQHHn+alZ9+w3ZXLvsOl+BVQxQGony5fTd33P8oZ5xRi7NrX8TIUWPZsn0nRwIhjifiFMcN3KqPV95aRJuON1OjZl3qN7iKz7b8hnAiiKgZuANR8iImi9duoN0NN1PpjDM5p+7FdOzZl1VfbSbnSAlFWoiCEyoH3LmMHTeRJs1aULVadc6oWpXqtWszfdE77MwvJj9o4lGjFIeSeE7oDH/sSWqedyE1z6nHtZ1vZUduPpI/hFu1rAzcZVEKzSS/5R/i8XHjqXRGVapWq0H/u+/m2507ORSyFnehVKc0luCl2bO5vHlzzqhWlXMuuICPf9iGSw4i6ta0SI+exFUWYc+hMoQSlRNGguPhJCVmktJYkrxSH6s//YIW193ImbXrcmnTVoybPgf3iQBef9we2mXgKFVZ/sWXVDr3XCrVqMGZtWpTq9a51K9/GXfcdR9LVq/hm527+L2gGKcviNsXIVeN8PCzL1L74vpUqlaFSlUqc9b553Pv6CfY8MOPuI6dQDxexqatP9L39tupWfc8KtWoRpVzzmHm0hX8XnAEjxZFlEN4fSHylQjTFrzL1dd1otrZ9ah/ZXNef3Mx+3ILOWoYFBlhio0IBw4dYtzL02jcvDU1zjyPKxq15qNvt+EuDeH1Wypbly+Kwxe1/n5sMlbQEqeQeln8+8OlxXFqCautX7MGYaVIWI9sQVIsMtYpR6zprlqYAz4NlxbE7dPJlQNs+vk37njoMc676BJefuc9dhQfJi9qka1Feowx4ybToUtvRo2fisOnI4ZjOJQwkhpl0y97uOOh0Zx3YUMWvLsOd3EpxWEThxrggKziVnXy9CCLVn3IRQ2b07Fbf7YdFMjXDXLkMAcDBjmBOE6/dU2SEscrWxDUzIDKmsb9r77nWWSRxX8rkrg1cKpJnLa3q6QmrMEhikGuaiD5AhSH4ny/x8Gdjz1FgxbteGjcJPYVlVAUjpPrN3CWBXGWhRDKAnjKZKbOm0erm25h+JPPkXNUIU+PWUOv5Ah7848y8J6HubzVdYx+cQoHCo5yJJJAKAsiyBHcchhJDXHYMNm85wA3de9Nhy49WPDBGo5GkrhPhCgMxNnuzuO5aa9T9ZzzOKd+A9p17cW8FR9SFEpQZCQR/XG74yaMyxfEURrErRk49TA5aoAcn45b9uM6rjB1wdu079qDzn0GsDXHTWEwYg9m8fOLlMeTU2bQtnNvlm34mjw5RFEojqhFyCnVKAiE2ZNbwJRZ8zi7bn1mvruCnQVHKArHcBwp5d11G6nftCVPv/wqPzol8gImkhLDoyVx+ExyZEshm6snrb0rS8ZmkcX/DAQ7/3ApMZyyRZp6ggkccpSCYIL31n1G99sGU6vexdRt3JQxr0xnq1ugyIgh+kO4S1XEExpH/Abrv9rCjT0HcFmr6/jFJVIUMvBoUSTd8nP1+A2WffE1t911N41atmbGoqUIh0s5EkpwKJigwB/DXaJSHIyxYMV6bul/O50H3oWz1I9bDuNSwuQGDMRShSXrPuLKNtfyyITJfOf0IAQMvAETrxpBKgnw1spPad6+Gw2aX8eyTzfjOq5SGIrj9Udxqn5cip/8oMHn23cx+MHHuPDy5qz+bDPu4zoezcRVFiRPCbNozQZu7NWP63vexlsffcKRaJyiYJJc1UTyhRDLAhT6oxTqIZ55ZQZXtLmezoPuYt8RH4ISQlJDFOhRHMUneHHGXC5r0Y66VzSn3/0j+XDLNo7HExQEE+TplmWh4DNwlRmWiEc1cKhRnGqEfcd8FAUjfLdrNyOefJLLmjTl5blv4So+TrE/Tp4SQygJ8Pm2XVzfawAPv/ASm/c7OGQmyI0lcehRcuQAXi3EtoNu6tW/hJu79WD5J5+TF4ggqiFyDsv0vPMhug2+j/kfbKDQ5gmcctQetJ4mWrNkbBZZ/H34h5KxohLHqyURZNNq/dLjiIEEkhZm2KNjOLPuhVSqWoMaNc/lngdHsmXH7xTpYSTVxCFHyA3H2FN8jIkz5/CXyxtR+YxqnHvRpbw85y32FBzFGzA4UCJzxDSZ9uZCrm7TlspnVOOcOhex/rufcClBRH8UV5kfsVTngSfHUv/yK6lX/y8Mue9B9uUXcbCsjL2lPvadkHGW+snzhXEXljD66fE0uLQJdS5owG3DH+KX3EM41TDeoIFQ6mPJuk+o3/BKKp9RnTMqV+PSyxrx/EuvslsqxKNErMm6AWuaZH7IYMLshTRpfT1nnX0BLVrfwOff/oTz0DFcJ3zsO1HKntITCEE/PzidPPTUM1Sufg41a9fnlVmL+V0sJlczcStBXGU6fe64lzoXXkbVmnVp07Ebn2zZjqhoCGoIV1mQXCVMsd9gr6eQOx58hNr1zqdSlSpUq1mTibPn8XteIXmBKO6yAMXBBOJxhTtGjKJG7XrUOvd8bri1J3sKCskNhHH5ArjLwrjKwuRHEuzIK+LxFyZQuWoNqlU/kz5DhvH19h0cDpgIJwIIpSGOmwkmzp7N5S1aULlGDc6qdz4f/bgdlxpGCCTJkRMc8MVsz0xL6XqwVMfpC+BUgjgUP3n+ELs8udwzcgzn1WtArTp/4f5R49jtPU6uEsdVGsGjmoi+ACs3fUWl6mdR6axaVK5+Fg0ub8wDo57CVXycfC1Irj+KoBu49BhSIElhMM4j4yZS++IGVKpRnTOqV2fYg4/w1fYd5OsW4S5pEQoDIeYvX871nTtTqWoVzqheg8fGT+Ynl0hBMIpYGuBoJMGWXTn0v2sEZ9b5C/WvaM4L02ezr6gYSdU46POxt6yU344ewRMK8vHPPzNsxEhqnF2PatXPYeLMhfwiFJHrT1SYMOmyrQucsonkJ60IypKx/zEoH2BoG9X/GRkr+mO4/CYOzVLAO7UwBeE4X+06wINPjaNh01aMnzmfX/KKEPxRBN0kV0twxA+D736Em7r1Z+q8dxADJgfkEJ5gnD3Fpbw0axGXNW7F89Nm87t0CI9qkKNE2KsG2e1TcCp+RJ/G/A9W06BxKwbc8SC7RC/5eoQcOYQjFGe/ZuDQ7YFyWTI2iyyy+JfAImPdGqSGBVrrqYnki+ApC5KrhPCU6ox4biLNbuzCnY8/bSmA1CiSGkHSDATV5EBpiNxAAqlU5umJE2nSug0vL1qC5PPj1aIUBAz2HzrGa4ve56JLGjNizLN8/9tujgYNhNIAkhpDLB9eYyBoURzHFe4b8xRtb7qFUc9PosAfQygLUxSI881v+7l/zFjOOKsW5192JbPeW8H+w2V49BgOOWL73poIqmWBJOhxRH8CMZjArUUR5DB5SoTFazdxXade9BpyLyu++B5RCeCS/RRGDA4eK2Xuyg+5tM0NzFiyir0FR8n3GzjlMDm2EOJQxORXt8Szk1/h7Lr1WbDyI3YWHKEgaLL/0DFmvLmEepc1ZvLchezML8arR8kPJBGVBC7FmjouBZL2fc+SsVlk8b+AlIVa5s+csmF5dtvKWK9mMH/pam7odCt1LmhA/wce4mdBwKVq7Pep5Cg63kAUoVTnWMjg863b6DrwDmpd0ogfDjgp0CO4SnVcZQEKIkk27TrIbXfdS+sbOjLh9Vkc0QN4TgQQSgIIZWEkJYpXNygOJ3lh5gJa3dKLoSOf4nAsgaAZ5PhCeP0RHEdKeHH6DJq2bc/4uQvZdbQUKRjjYIlKUSDG2i+20m/oAzS9+gY+/f43pBKNfH8MtxLhQKmfHCWIUwlRGIqx8qvvaNOlN1e17chPe53kyhGrGCgb7PYcoXP/O2nTtTeTF75Nnh7EWRJElE2rg8Bn4CoNISohjhlxln/6Jd0G3EHjNjfy1U4nXi2ERwvhUYLsLzjKw2PHc+FlTenUZzBvr/+EfH8YQQuT4wvjlg0kNY6kWuuyU7XmlhxQo+wvC5IfSfCrVMDdY56i6fUdePDZF3GXaHhlA7E0itdnsFMqptvQ+xj00GjWfbcVrz/IvjKdfWoIRyCGQ4vgkoN88/s+zqx3Ad36DWTdt99zKGKR1PuLSmnXrR+97hjBqk1bKQ4mcJaGkQJxhECiPO9xq2kyNrVfZEnYLLL4c/zDyFirpTWB6Isj+hIIchyXGkPyJ8jVo9z5+FOcVe9iqlSvxUUNrmDp6g3kFB4n154CflCL4womkIImSz/9gpt69KZS1RpUObM2T018hW1CLnkRg30nyjgSi/HqW2/Rot21VK5clVrn1GPN5h9xyAG84QSOUp1vdh2k5Q0dqVGrNtd3uoW3VqzkRNSk2DTJjxrkRgwKIjFOGHFOhGMsXf0xt9zahxq169C0/U2s/2kH+0/o5AZjOI6U8f76z6l/aSMqVa7BuXUuos+gO9i2T0CSI3gCCdz+OC7dQNCj/F5whGGPPkntiy6lQcPGjJv0Cp5DhzkRMSiOGORFouRFoxyOxygKBpnz3jIubXQ11arX4Z6Rz7Blt5PD4QTuExqf/7KLq9vfRLWadWhw5dWMGDse5zEVQTNwqiZOxURUYngUkzwtwrS3ltDyxo5UOrM61WrXZsr8N9lZcIiCkIngC5KnRpFKNIY/ailja51zPtd37cGu/EI8gTCOsgDusgiSGqMgmmRH3iEef2EClarWoGrV6gy86x42/76Lw0ET4f+w955RUlX7un5DB6CbpATFHDCAkiQjCEgQAQElCIKAklTMOaBizlkxbXUbUASVoIjknGm6K6zKnbtpuqtWqrxC1fP/sAp0h3vOvWec/d/Xc+vDO/oDPXoU1atnzfnM9/e+x6O4GuIc01I8/tobXNCtB02bF9LslHas2rEfmxjPwKk0NjmNPZzCrliOaU9Up1wzENQ4tpCCR1I54PZz270P0+7088htfgoTbryVrUc81MTSuIIJ/LKBNxjjq7UbaFrUlpyCQnJbtmXodTfw1fpNVMdT+BUNt5jEKemWO1FNURkxWfTgE7Q97Uxy85vT9tSOvPHRFxwJ1BEIn9hw6FREdTYeOMzNCxaR0zSPJvnNuWbKTFbv2k9AjWM/LlObSPP+16vofeVIWrQ9nYEjxrLX7qEmlqRWNyhPaPjjSQLxONUpE6cY4vllH3L6+Z1pktuCKbfewdo9xQRUA5eYxCXqeMIpXMqJYi8Tl8ofnLEWkP0jlHXJVvaoS87CsP/b9Pe3v38c9XdLJ353ppUJrRo4FR2HnKAsbrI3UM3tjy+l97AxzLrjfva6K3BJMZxyAqeoEZBS+OoTDBwylpFjp/Lx92uo0FKUSnECUZNlK9cxcvJM+gwbwy67D8dxFUFK4lR1XHEDb1KnSjP4aedebrz1Ds664DJefPczisvrCIR1BEWjVE7ijKZwZmMKssoqq3+rMjBWBZeSxqWkrLVINvCKSQJykoAc48Pv13DFkJGMnT6H7zbtpCaRxh2MIYTiuGXdgqiqiT+SYrvNyczbbuPyAYP4fO16ytQ4bjGKs0Fl5da9DLhmEp17DuDzlT/hPy5SJkVxheIIko47nEJQUzhkA0E1KAvrPPTcS1zWdwBjp82kTDUQQglqEiY/btvNhBlzadHyFG5edCe/HSrFIydxSEmEsIlDNhFkA5es41ZMXOE0dlGjtCFqubcaFX7YuI+BQ69j2NjpvPLxN9hqRbxyEiEUoyys8/2WPcy862GGTJjGTqcHjxTFJcVxSAncsRTlSZOAGuXdr76l9/BrOOfyPqzeeQhbvUxZTGePJ8At9zxM+/Mu4b3lK/FIEbxyAldIQwgZVnt6OI2gpHBLZjamIKus/h/RCRB7os/CraYRFCsz9gSQ9Sk6jzz/Bp0v783lfQfzw9Zd2OpFXGoch5qJKlSSCI0RKsMaKzfvZMSUmZzfdxDbHR78ahyXGManxAmoSRY8upSew0Yx994H2ecppyZi4gta8TEeSUcIJXBLCWx1Irc+tISeV4/lvuffoFpL45aT2EMxfJEkxRXVzFx4Bxd068XLn/4VlxLHKcUQGlWOBGpZeM9j9BtyDfc9/jz+YASfmMAtW30pgqrjjZq45CReKc573/zAxX2HcPWkaRxw+ylXNLySRkl1iOfe+oRzL+7JzXc9xIajAmWJNPZGDbeUwitbUxwuycAhxfGHk6zZeYAZ8+7knEt68fWGXQihMF4ljleKstdVxtCxk+l0weXc99RL7PVU4g9bZwOHbGWaWxdiaRxBHZeawq4a2FQrDtInx1n46FIuGzKSifPvYN1BGx5VxyXrBFSD4ooG3vt6NWdf3p+XP/qSvd4K3EoUhxLDpiYI6Ckq9RRbHR7uXPIceYVtWfzIk2wpcVIRN3A0Kmw64uKyPkOZufB+Nh10UhtPYW+MWwXX4d9NKCfPPlkYm1VW/9v6b3TGpnBJadyitRC5ZROnqONWDMrUJDPuuIeidqfTvLANXXr0YccRB96GKIKoYVdSlCgpisUk/oTJ6t17mTLnFnLym5GT24yF9z7C5hIngaTO0ZBEraHz3HvvcVkvC8a2bN2Or3/bSkkwTCCZpqQ+xHtfr+S0cy+kSX5zBg29mrc+/IRNe/fz8+49rNm9j9V7DrB69wHW7drL5n2HeO3dDxk2agwFrdrQ7vzOLPthLcXHQlQk0thrgnz89Q90OqszObktOP/S7tzz5LNUhDXcioFDNrBJGk4lSVlM54ed+xgydiK5LVpx9nmdeWzp86zbtIUNu/fy8+59rN1zgDV79rNm1x7W7dzNY8+9SOcuPcgtaMPQcVNZs30/dYkUJVXHePOzrzjzgotpkldIr4HDePWzr6mMpxBkHbto4Mg0mzsaE1QkU3y65meGT5xETrMC8ouKePqt9zhQXkVZTMclxvBJSTwNKtMX3EnztqdR2LYjvYeOZH/Ayox1iDFcooZXMSlLpNkTqOK2hx8nJ785uQXNmTB9Fuv3HqQyquNqjOMOJqnX0zz+6uucf9nlNG3WnMJTO7Bq217rZ6l/yH1TTNxhA0cowp5AFWv2HmTZqjW88OGnPPnqG9z10GNcOXQERa3bkZNXyKiJN/Lz3mLqDHCFEvjEJN6GCN+u20heq/Y0yS+k7RnncesDj3EwU/YliNZhwiWbVgGFZFAVNbn9occ5pWMnmhUUcu55F/HL1n14GuK4xBSlYgq7nMIfNigpr+WhJUtp2rSApnnNGXj1WL7fuJ2KaBIhpFIR1bj90SWcc1FXWp7SkcGjx/Lztj38vHMvv+zez7rd+1m9cx9rdu/lpz17WLdvH4+8+CKdzj+fvGZFDB47ieW/7bBgbCiBEEzgDaes0jTZOqT9LYj9XSf+1lzy79mj/+4FJKvf5fo7/Uffe6IV3KMYuEQrC/vR19+n/5hJXDdrPqu27qVc1fGpGoKUxC3peEMa24+W063PMK6fMY9VW3ZTqadwhZPYakMsfuwZBowcx2MvvkZdTKcqpuNVkziCEQ5XH2er3cVfflzHzNvuoe+wMdwweyFbS7w4G8N4Mxs3u5jEraaslvJsgVfjI/HcAAAgAElEQVRWWWX1b1NmHcq4tNyKaRVJiRo+WSegaBypOMb4OYvoOmAYj73yFkKDbLmcGmO4xCRuWbcuLRWdymSa7zZuZtyMmQwYfS2/HCimPKwRCGscKD/Gix99RfvzLuGWex9hp81FlZrAG4riVQycIesA7FLTOCSrSKwqlubZN9/j8r4DuGrsJPyqgSOUoCpu8ukP6+g7/Fran3Een337E7baIB7VwCYmcSgnJsZM3KKOW9JxR9LYRMsR625UWLtjHxNnLqR7/1Esef1jtjsr8KkGQiiJT9bxNkZ5edmXjJk2h9f/8hUBSaU6aeCPJHEEw+wvq+O3w6W8+ulfGT31Ji7uO5hFjz7DkfJ63FIcX1hjwxEbIyffRNcBV/HNhi2URTXccgIhpCGIJs6TmbEmPjWFJ1vglVVW/0/oRGTaiaJhTziNS7X2rYKi44ulsR+PMPuuh7mwRz9m3X4f3mAYtxjHrWpWx4es4QwlcIWSBBSNv6zewIDrpjBkygz2+MvxqVE8chhPUGHtzgP0uuoarp0xl8/WbqAqnsITTOINmXhla4rQJWn4wjrbnX4m3XIb/UZP4O2vVlGjg1tO4JTieNUkOx0eBo4aS59ho/j0p58JxHQEMUpNLMnHK9YwYMR4rh4/lXXbD1AdN3FLCQQpaeXWKiZuxcCvGJRUhXj6rU84r0d/Fj36JEcraymPaHjEGFuKBfoNG0v3vlfxxmfLrUi+iGEVTkopBNHEJaVwKykcSgJ/RGfTYTvz73qIszt359OfNuAIKvijSZwhlXV7DnNO1970GzaWz1ato0yJI4gJHGEdp2rillN4xBSekIknZOJWTByKjjOsc7guyCuf/JXug0cyfvYiPlm70YLgShKHGKcsorPhQCnzH3iSkTfMZPPBo5QpUcpjGoFYkuJjDexwefh242buefI5egy6miuGjOSrnzdSUteIL5zAVi/y8apfuKjnIO589HkO+eqoilhRe4Js4FT/FsaeMHKckCBnYWxWWf1H+u8t8JJTuJU0XjWNWzFxihoeUaNcTTBr8d207HAaha1PoffgqzjiqyQgJXCJGk4lTamU4mhjnIqEyabDR7hl8Z3k5BWQ07QZC+58kM1H7ASSOqWiTI2m8dzb73B5zyvIbZJPq9bt+ea3bRxtUAkkUxyurOWhZ1/j1NPPpklecy64qAsTJk/j5lsXcuPsW7hxznxuvGURU+YuYvLs+cxZcDtjr5vERZd2oaCoiKIOp/HmV8s5UltPTTKNUBfio69WWs7YvBb0GHQVL/7lC6pMLGebZOAQrbG4uoTBh9+tpOeAweTkFtC2XQdGXjue6XNu4cY5t3Lj3PncNO92bpy7kKmzb2XqrFsYPHwkHTqdSW6zllw+cCjfbdhGXcLkkK+MB595jnandSKnaT4jrrueldv2UKmlcckGjpCOIFqOZPvxOFVGmq83bWbM1Knk5OVS0KIFT735DgcqqgjENCvnRtbxNkaYNm8xBa07UnjK6VwxdBT7AhX4ohqCnMQl6bgkHX88zd6yam575Ama5DUnt1kh106bzto9+ymP6jhDMVxiguNmisdffY3zLu1C07x82rTvyA9bdlkZq6qJO2TilVJ4RJ1D5cdYsWknS157l+nz7mDwqHFc2r0XZ55zHu3bd6R1qzY0zcsnJ7eAERNv4Ke9B6hOgUuK4xFjeI8rfLdmIwVF7WiSV8i5l3bn8dfexh9J4pQSOKUELsXAHU4jRFLYxQSVMYPbHn6Uth1Po3nzQi65tBt7SjyUySlsIZNiKUVJGDwRE2e9yBMvvEzTvAKa5jWj/7DRrNy4leqEhlsO45NVRk2ZQqv2HWjesg0Xdrmc2fNuY8ac+dw0ZyE3zVnEjbMXMG32fKbMvZWbFi7kqtGjaXXKKeQ3L6L7oGF8tnoDAVXHLSYRgnE8imHdosonPsyyMPbPqBMbD8/fbUAcqok9s1lxnHTMGnhkA79sYquR+WjFeroNvZah18/k3W9+pFzV8EoJ3HICl5zEpxo4GyP85cfNXNx7MHMWP8DGw6VUaiblMZ0New9z3ZSZ9LlyGG999Amb9x9k/b79fL95O5+uXMtrH37OvY8t5drrZzBg6Bimz7+Tr37bhi+i485snF2i5bL3hAxcUgpBtp47R6ZAR5DTuKV05t9O6N//vmeVVVb/Q5WBf27FKgpxy9ZEiV81cAVj/LjzMJ269Gbkjbfw1YatVCdSuEIJ3KJ1geWWDQRRwxFKUGemeeuLr7hq7ASumTKDg/5q/LJGZSLNL4cdzH3gSU49qzNfrNmAoy5ImWztOfxqOuMGzVwsSynswSSVkRRLX3uXbv2u5OqJU/GGLVjhVTWeX/Y5F/YYQI8BQ9lX6sEvxXGrOnbZoFTU8UXTFuAMGbhDVkyBoOiUhTU2Hirh9keepP0FXbjrqZfZYgvgVs1MC3iSymiaA0IVdz60lIEjxvHXH9axbvc+1uzew/dbt/Hpj+t47p2PWHDvowwafR29h49h7r2PsvGQgF9K4lV1BDHB8s276TpwONdOn826vYcIRDSrAEc2cClpbFKK0oyryRdO4RZ1BFlHyMbTZJXV/3g5JQOnZFggVkkhKKYFLFWDQAJ2eWsYd9N8eg0ZzVtffEdNIoVP0S2DgaxblzohDZ+SwhWM88oXK7hk6GhufuQJDlTX4lUj+JUIR8truO2BJ7jgsj48+tLbHKo6jj+awt6QxC2e2G+aeFSTSg1W7znE1dffyLAJU1i96wA1ehq3lMClJHGKUX7cvp+zuvTg+pvn89OOfZTHdNxSlPqExs2LH+DSvlex4IEn8DQoVqSdbIFYQTERRANnQ5KqSIo9zgrufOwFzrmsN29++R32+iDlMR3bsRCf/7Se/JbtmTp7AWv3HMQf17HJMVzhNE7JxB4ycIhWlJddjVOeMNl0qIRb7riPsy/qxmerf8URlChLGhQfC/LhynW06HAuC+55nG1H7FTFrDgbe9jAoZp45DS+UBpvo0lATuMKabjDOofqQ3y8dj1d+wziqjGTeH/5ahyNUbxRE6ccRxAjeMUwn/24lsFjJjJn8f2sXL+RX/cdZPWuPazYtIV3v/qah555jutvms3AoaMYfs1EXv70K47UHMejxPAoMYprGrnnmde4pO8wlrz2IfYahYBs4FVTOGUdh2L8bUSblIWxWWX1f6L/Zhhr4jjpZjBxyTpeMUG5EmP2nffQuuNptGjdhh4Dr+SgJ0CZlMAj67jVNI6QgVs0qEum2Xa4mPmL7ySnSS45TQpYeNeDbDvqoFLTOdoQoi6p8cI779K9Zx/ycppR1LId323aQUmjSlnCZL+/gnn3PErbU0+nSZN88gsKad6yDS2K2lBYaBU+FRW1pUXLthS2OoUWRa0oatmKoqKWtChqySmnd+KtL7/mUHkNVTEDd73I5yt+4oyzzyOnaT59ho/grZU/UJmGUjGOSzbwShp+McaxmM7ryz7msiv6kpOfT9OCfJq3bE1hqzYUtmxDUatTadWmPS2K2tKy1am0bHkKhUWtaVHUksJWbbm07wCW/7qJBj3FEZ+feXfdzSkd2pOTm8f1M29mp9tPIGYihJK4QiZeMY03mMLdkKTWSLN84ybG3DCZnCZNaNa8kKfffJeDFVWUxTQcjVH8soYvGGXGwrtp3uY0itp0pM/wa9gfqMAfzWSYSQZCSCOQSLOvopbbH3mCnCb55OY149rp01l34ADlCR1bMIytUaXeMFny+utc0LULTfPyaNO+A2u37cbTGMErJvEENcokE0dViDc//Yarx0+hdYezKGhxCi1bt+fUU9tz1hlncknnzlzcuTPNW7YgpyCfkTfcwOqDB6lMgRCO41XjeBpklv/4C/nN29CkaXMuvvwKXnzvQ+o0E0coglNJYlc0bKpBadigOBTBH40z/+GHaH1aR5oVFnLhpZezvcSNRzGxqSalcTgaBWfcpPhYIw899zw5eXk0LWjGoBGj+WnLVqpjcewNDQjBRvqOGE5By5Y0yc0jr6A5RUVtKSxsQ6uidrQuak/LwlNpVdSOwqK2FLZsRWFREYWFRbQoakWXvlfy0aqf8Su6BarFE/DbQJAyjZT/EFOQhbF/Bv19TpKgmDhV6xk7IfuJzYqo4RU13A0xft5dwmUDR3Nxv2G8/MnXuBoilIUNHMEILimOMxTHp2rYjos89voyzuneh7uWLOWgv4yqpEZ1TOO9z/5KvyuvotNZ5zJs9DVcM+kGBl0zjh6Dr6bLFQO55LIr6HxRN64ZO5mX3/qYnTYfZYkUrpiOXU7gkJJ4JIOAksYb/B3GOpQ0dtX66srAWLdkgdkTOY5ZZZVVVv8SiRoexcCrmjiCCQRJwy1r+CMmBysaePGTbzilU2fuf+5Ndrqq8KsmrmACn/L7WL1bslxVtckU9z39PD2vHMqMBXdQLifwhOJ4FZ13v/+FfuOncc4VV7Kp2EmZHMcvxxEaI7hlE38MnLKJQ0zhUsCtpvFJOvc88SyX97+S6+cuwB9N4YmmKa6Tue/ZN7iw5yBuvu0efHUivkx8gBC21lKHBK4TOeKiQWljHG/EpLiyjgefe4Hze17B1VOms9dbgUtN4lA17LKGS9GpjqX5du1mrpt8M53Ou4ShYycw4obJ9Lj6ai4eMICLevfl/K49OadzN8ZOmclbn33DYX8d5YqJN6ThVU2O1od5e/lqWp9zMQsefILtDg9lUR1BjOMSDdxKGruSxqGmcYVTOCTrsk6QM9Di3/1cZJVVVv9SuRSrNNEbweqzkDSETOyLLwardhczbPw0Rk64kV/2HqXeAK+kIYSSuCUDn5rGI5uUh9MU10g89PoHnNl7IEs/+yuHjjXgU2OUKVG2HrZxzsXd6T9sLJ+v2Yg3nMIuGggyuCVwydZUpUsxqDXh0zXrGTBqLDfMmkdJVQP+iIFLSuANGxypE/lgxRranHkhix96ii1HnJRFdJyNYUoq6uk+eBR9RozjrS+/pVYzcYTCCMrvrliPnEJo0DiWTLNxfymzFt7HBV16sXbfYZwhmUrNZI+vnEdfeo2meYU8/sxL7PMG8MYSHG6QcEfSJ983l2JiE+PYlAiBuM6qLTuYPOsWzu/Sg5Vbd2FrkCjXU+ypqOGJtz8mt1Unln35A/ZqEV/m8q1E1nAqJh4ljV9K4w+l8Ik6bjGBW4mxfNsORs+YRduOZ/L2J19ytPw4PtXEHkriFCOURWKUVtfw7NvvcNoFna2Lw+tuYPC119Fz6HC6DhhI527dueCSLlzRdwCLFt/Lz1t3Uxk1LEgtx/CHk+z1VTFiymx6Xz2eNz/7HvfxqJVHKxs4pd9hrFP9R2esKwtjs8rqP9V/O4z9/dbcGmf1SFZMwaw77qFV+9MobNmanv0GcsBbgUe1XKXOjMvKEYpRnTDYcuQot951Lzl5+eTk5TLvnnvYerSUmriO85hIfcLkhbeXcXnPfuQ0aUZhmw58s3EL9qBMddLggNfPLYvvps2pHchpms95F1/GuKkzuWH2QibOmsukm+dyw+xbmTJ7PlNmz2fSrNlMnDWH626azfjps5k2705WbTvA0eoQlVEdd2OQj5Z/R6ezzyanSS79ho7k/RU/UmuCQ9Jxyilcok5ASnA8pvHC2+/SpccVNMkroG279oy4ZizTZt3ClFnzmTRzHpNmzWfynNu4/uYFXD/zVm6YOZfJN8/l+plzuOOJZ/j1QAk1MZ0DHj/T5y2kTbsO5OTlc/2sOez0lOFPpLFJSQTZxCuDP5jCX5+kIZ7m+/WbGHvDFHJym1JQ2Jyn33qfg2XVVER0vMEYZXIC93GZafMX06xNe4ratKP/0FEcDlTgV5IIwSQeMYU7lKI8BofK6lj88BJymuaRm5/P2Ck3sn7ffiriGqWNEZyhOMe1FE+/9hqdL+tK0/x8WrbvyKpt+3GKSRyqgU1OEogZPPv+MnoNGkKzolMoatWR7lcMYdGDT/Hqp9+wcvMuNh0s5S/f/UTnrt3Ja1bIqEk3sO7gISpNENQkHtXAFYzy1brfyG11Ck1ym9H18l68+t6H1CdTOBtjCLJ1YLA+DHRcwTgVEZ0FDz1Oq9POpKBFa869tBvbSgR8irW5EBQrEN0XSVNSJ/Lwcy/TpKAFTXLzGTDsan7avIX6hI67MYKtJkSPq64mt1VrCloVcc7FF3Lz/FuZMmsuk2fOY8rMRUy56XYmz7iNabMWMmXWPCbeNJuxN83k2llzmPf4Un7YW4JbNTNuGOvmWZAN7EENe0jDG+EfwvOz+pNIsUZYbaKOEAZPDCsvWUrjVKyNpSuk4w5GKVeTrNt7iOvnLaLFWeez9P1P2eOrwRc2LTAvmXhkE6ExQbmcxF13jDl3P8BZ3Xrz5NvLEIIK/kicmoTB3Y89QY++/enauy/XTJ/B2JlzmLbgbhY+8CQPPfs6r3z8V37ee4RD1cewiRGcim65x9UUDlG3HBBqCm84jVM0rcgZyQKwJ8Dr32YYZzdXWWWV1b9ObsnEHdLxhgy8mYOdXdQoVWJ4EhqbXR5uuvteTj3/Yl779GvstTLlMvga0/hFEMQ0dska5xQiSbxymFm330GvAYO49/EnqTdSeJQYLiXJkve/4ML+I7hq0k3sFyrxh+L4pSQ+UccjpvHJIIRSOMUUggqOcApbMMaUhXfSffAw7npqKV41TFlCY5fbz5y7HuTcy/rw4Kvv4BFVylTr/yJIBs4wlCgp64JO0XBKCQKqTlkoxlMvv03vK69m2Pgb2FIi4FZj2JQINjWKEI4jhMI0JFO8+/nXDBoxlrMuupyJN81l/E1zmHTrIm6+72EeePkN3lq+ijX7j3Kg8hhOMZZxFGt4xSRlYZ3iqgZe+ugLitqdwQvLPuNAeS1lEQOPrOOQkjhl/eToqV0xrKz/E2t+dt3PKqs/pf5Zo73rZJHw72d3p5zCqaRxqeAKg0M0ESQDr2IQUAwqY2ne/PJ7+o0az+S5i9jvqqA6Ch5RO1l26FCS2JU4ZQmTvZ4K7nx4KRd27cfaPSUIwRgVsTSldRLvf7uGvLanMfuuB9lYbKM8bmBvtNYsj2LiVDTsShx3OEF10uShl96mx5Cx3Hrv0/gl0wKpYYNAwuBgZQ0vf/QZuS1P5cX3/sKBQC2BmIn9uMxPv+2ic/f+jJ01j2+376LKSOFsjOMRDbwZeWQDhxijMpHiqzUbufb6m+naZzgltTJOKUYgkeSX4sPMuGMxeYWn8v6nK7BVhfCqJqVBnUAEPBJ4xZQFpqUYdilMlW7y6ao1jBg/lcv7DWNziZvSxjABLcVGl4d5Tyylaet2rNiwDU8oikfJ5MKKKZyyFY3jlHXcahKXrFAZi7Fu925uXnQb5158GU+9vYxDlbV4VC1TBK3hkhJURA22O1zc9vjjFHXqRL/RoxkzbToTZs5lxqK7uHvJCzz33l/4Zv12ttn8lNSIuMQ4dimKIMdxS1HKwwn2uAKce8VA+l97A5+v+Y2KsIG7MWldeMpWjII1NfdHo0bqH567f/fzn1VW/7fqXwpjBSmFRzQIKBkY264jLYpa0aPvQPZ7K/GoVt6q5fpLYQ9FqU4YbD5SkoGxBeTk5zH/3j/A2HqJ+qTJC+98yGW9+pPTtBmFbTvy7Zbt2IMSlTGNg94At93/IG3bdSCnSR6jx09i+dpf2VnqZFupne02OztsDraXONh6xMGOUjs7bHa2ldrZVmJne6mLI5UhhMY4FVETV0OIT75bQadzzyWnaR79hgzn/eUrqTPBLiZxyibOUBKPGKUhqfPK+8vo2vMKcvKb0fmybnz4xZdsP3SEnSVOtpc42F7qZGuJwJajTnaUONhRYmdLsY2txXZ2ugOUHAtRGUtyyB9g+oLbaNOuIzm5zZgw/Wa22NwEkuCMWHlegpjGE0zhb9Q5nkyzYsMmxk6ZSk5+Hvmtiljy9nvsr6imIm7gEeN4Q1YD8bSFi8lrdSpFrdvR76qRHCqrwBe2snO8agp7Y5JAJM2BQC2LH37CgrEFzRg3ZTrr9+6nMqZja4wghGIcT5o8/eqrdO7ahSZ5eRSe2oEVm/filBJ4YmlKg1F+OyowZNx1tGrXgVM7nMGocZNZ/uMGdjm8HK44jtAYxlkv8u36LVzSvTd5zVoxetJkfj54mEodXHLSGn9pjPHVuo3ktm5Hk9xmdLm8J6+8u4xjyRSOYAxB0REy2XIeycATSlAVNVn4yBJan342BYVtOa9rj99hrKRn8pFS+CNQWifx8POv0LSgkCa5BQwYMZKVGzdTE9PxhqK4jofpM+Ja8lu3pe1pHbl28kT2lR5lZ6kt87sU2FEisPWwwI6jTnaXWs/XxlIbG212tnsD2IJh3GGrkVRQrJtFl2L+XuQlaghZ1+ufUi7Zyl51KVZmsS2k/z7inwn190o6tQmDTcWl3PHoEi69oi93PPkM2x0e3FIMt6pnnoNMRl9jEn8owX6Xn6ETJnPpwKG8s/x7ymIJ3LK1Zo6/8SZ69h/EnY88yubiYtYfPMq2Eid7nT4Oeis5UlGPW4rhiei4IyauSBp3BGusSrZG0k6s2/aQgSCl/gbEWjA29TcgNru5yiqrrP5VskqjUnhEE3fIwC2b1mWXksAb01iz/zADxoyna/8hfL76VzyNMQKZcU5PCDxhcKgGDkXDH9PZJXi5esIkBgwfwZuf/IV6I41LiuANazz48jt0uvQKpsy7C1tFI34xYU31SCaCmMYlgSvz1a2CM6yzzV3OsOumcOWocbz912+oSCSp0g1+O1TCtDmL6Np7MH9ZvRFPMG5B3aCOR0pZBZ2RNDZFp1SM41YSVIYTfLj8RwYNG8uYCdP55NvVeMUYbjWBTYliU6I4lRjuUJj6eIpHnn2VHgOGc+3kmWw/VMq24hJ22BzsdnnYH6jgUFUDghjHrVolum41ZbmMQ0kqIiY7nH7ue+4VWp99IX9Z/SuldSECYR2PrOGQElY2ZMbl5JAz+3TVzILYrLL6E+uf790Mq4Tpj/EjShpBtcoTHXLKKlCUMhExskadluahF9+g99VjWfDA4wi1IhXhNB7p94xuh5zApsQoS5j8vOcwNy+8l259h7PPU4sQTFARS7PbU8nDL79Dk8I2PPLS6+z2lhOImTglDdeJ16hqCOEEghLF3SgzasrNdBt0DY+9tIxyJY1T1rBLcQJxnR0uL/c+8wJN23bk859+xV4vUxE3cB0P8uqyLzjr0p7Me3gJG50eBDVhxXKJJp5QCnfIirRxynEqEimee/cTeg++huHjb0RoiOAUI1QlNNbu3sWoqdNo1qYjX3y3HtexML5IGpuYwhbUcYnpzOeWhisYwRtJUhnXefzlt+jWbxhjp8zBVi8jyAnckSTLd+xm7Jz5XHjFANbvPUKZouFVDATRwCGBQ7JiwpySjiDGqEpo7PF4WPTAg/QZMow5i+9nv78aR2MEQdIy8RI6jmCM6oTJL/sPM+O2xZzZ+WI+XrGSDfv2s7W4lB02gQPeMg4E6iipU3CKSTzqiXOojltK4leS+MQo63YfpOXZnZl062LW7TlIbTyFO6jhEQ08kmGVt//D1FzWUJRVVv+7+hfCWBNBMnFnYOzM2+/+A4wdwAFfJZ6wcbKwSJDTOE7C2KPccgLG5uUz75572FJSSnVCx3Fc4phm8ty7y+jaq58FY9t04NuN27E1SFTGdIrLqnjkmedpd/qZNMlrxpgJk1m7ZTcNyTQVkSSBcILyqE5VLEWZqhNQ45RHk1TENMqjlnPACgzX8YcN7PVBPl7xPWecdz45ufkZGPs9DSmwi4mMLV/DK8WoS+h89O0Keg0cRE5Bcy68vDsffPkNnvoGqmMaFVGNsnASf0THF9YpjxmUR3V84QT+qIYvZiAocQLRJIfLq7jjkSW0O/0smuQ2Z9SEyfywfS+BuIk9bFCqZGIhRBOhMcEx3SqouPYPMPbxd95jT2U1/ri1kAcUjYAcY+qCO8hr1Y7CNh3oPXg4u1we3EoMh5xAUA3sooY3mmKPr4rbH3zsJIwdO206v+zbT0VMx94YwRWK0qCdgLGX0iQvlxbt2rNy616cwTiBaIqjNUFe/ehLzrzwEprkN6d734G8+N7HBMQogXASl5TAH9bxhFS+WbeJi7v3Ia95a0ZPnMLP+w9Ra4Jbsm7h3CdhbPuTMPbl95ZRm0xhD8VwKhlnrGTgkfQ/wNgnaX362TQrbMv5/wGMtR2TeOT5Vy0Ym5dP/xEj+H7TZqqiSVyNYbzBGKOnzqJ1xzNo06EjY6dOJnD8OBXhKGWRJP5wEn9YozyapixiPVuBSIJAXMcX0/DGNFxhLQONDTyRFHZRwynpuFWrqMQe0v4Ax7L6s8iKj7AyszyZUR1HUMejpPEpnMxNLlN09nnKePC5Fxly7Xgmz7mVjUdK8YhhfGoSQU6ePPQ6RatJ1huM8eu+Yi7o1Z8rJ0zhq982UZnQEUIRauIpho6dSPf+g3n2zfc4ljTxKXHKVI2qqElFNIUvbOAJW3lfgmLglI3MVILxh+ZcE6d0okn37zdV1vc45RObeSsP69/9nmeVVVb/M+WSrRZvl2wiiDpuJQMVZWv/tGLLLs7rdgX9R4zhhy278MtJPKKOV0rjlshMvOi4VB2fHOPTVWvo3n8II8Zfz/J1G6jX07jFKD4lyX1LX+b0C7oy9+6HcNaKBBQNt5S0SmwkrFgBCdxiCp9i4gvHefPrFXTtN4RJN93C+j2HqIzr1Bkpvv11C9dMuom+V13LdlsAn6jjEw38ooFfSuEIGdZrk3TcioajQWLNjn2Muu5Gho6+nhfe/JjSigZ8so4gJ7HJcRxKApdqXfjXJ9IsfuRpuvYezIxbF1Mjx6kJJ6iOJqmK6pRFDNyKjjeciQtTU9YBW9IQGmNURg1W7z7IjXfcx9k9+7F2zxGEYBifapWJOeXMZbBirfcnPieE7LROVln9qfVPYewJEPtPYazlynQraStOTUwSUHRqEnnR36oAACAASURBVCZTF91Nr+HX8ujLb1KpWsWCHtlAkK01xKkksasWjP1k5VrGTZ3NsLFTcR2PnDQ6bS4RuPWBx8lp3pK3PvuKw9XH8UZTCGrm9YZ0y9QTSeAMyfywdSeX9BrAlaOv5/0vf6IynLbcoKEIgUiCdfsOMv32u+nUpSc/btuPEAxTFk3iqDvOfU+9wGnnXcrdS19gb0WtBXklA7eYwpMpH3dJVodCcW2QuXc9yCU9+jN38YP45QSCGKE6rvHj1m0MHjueFqd04ru1W3E3xnGFU5TKJnbZxCozN3CLCTxSnPKYzn5fJdPn38Vlfa7iwaWvUhYzcKlJvOEkn6xdT58x4xlz01x2O3yUKxreoJaBw2kLhMspXKKBKxjH1SDx6CuvM/CacVw/ez4/bd9PWdiwYmQkE0FJWeA2lKQmkWL1jn1MmbuQ8y/txq97D1ImKlRGkwQiCcqiGp6wjjtsfU6ceN89cgpPSKdM1bHVBvno+zUUnd2ZxUteZJvNQ1XUxBPScEt6JgrIKnB3/cO54d//zGeV1Z9B/3Jn7D+DsT37DuSArwpv2Pxfw9g77/kbGLu5pJTKpI6tQaROM3n23Q/o2qsvOU0KKGzdgeW/bsV2XKYyZuCobeDdz7/mrAsvIbd5ET37XclL735MbcTEGYpS3BDGFrSyXl1ikqONYexiDHsoSmljBHswiUuxgri9YQPbsUY+/m4lZ5xnZcb2GzKcD5avIJQGZ2akyyVreOUEFeEkq3fsZsi142ha2JKO55zHnHse4ICvAq8cwxGMUNoQwSFpHA3GsYlJbGKCkmAEmxSnVE5gk+N4oxpHaxt49cPPOPP8i2maV0jvQcN46/NvqIgb2OUEpYqGXTVwyjr2YIxqzeSTH1czdOw4cvLyyC8s4rF33mVPZRXeaBJ7MEJFJIVfjDLrjvsobNeJ5i3bcWnPvqzbdxCHqOBU4tjlJIKi44+n2HDEzqxFiy0Ym5fP2Bun88v+A1TEdSvTMhSl8Q8wNqcgl+btO7Bq2z4cx6NUhE2K/ZXccvuDnNq+Ezm5+Yy5YQq/HjpChZbCqcQpaQzjVhO4RZXlP2/hwst7k9usFaMnTOHnfYeoy2QR+SQTT0Ocr9Zt+h3GduvJS+8vo1pPYQvFcMi6BZgkw2oqDsapjBoseHgJrU+znLH/KYx94VWaNiukSV4e/UZczcotm6mKJXA2qASkJAsfWMLZnS+joGUbrrjySn7ZtRv78SAOMUpxY5TiYBwhnKI0lKD4eJiSYAS7nKAkFKM0FMMmxnHKOp5IyioNk/STo+KCbGZB7J9ULsmCsW5JP1keYzlhTfxymoCUwhtMItSrPP3ORwwYNY4xU2fw7cbNBJQoPjluNbvKGk7FwKVaWX2+sIm7Mcy3G7bS+uwLmXr73azdf5jymIYQjFAbTzNs3GQu6zOYJ15+izI1ibMxir0hjhCyIjvskoZd0k6OmTokHXvIGmmy8q2sYhqnlGnOVf6DDVUGxGZhbFZZZfUvlWo58R2SgTuTQeiWNMrCBt/+uo0O517EoFHjWLNjHwEliSAmMoVfaeyi5RDyyBpHy48x756HOeOCrtwwcz6bDtioSaasgi45zgPPvEKnC7sy47a7sFcfx68mccpJ7LKBQwW7DC4ZPKKJT4xTWlXNhJtv4eLeA7n/6ZewVTXgV+PUaine/Gw5A0dOZPiEmxCOR/ArKfySSUAy8UsmzqCOU7RGg91ijPX7i5l5231c0m0AT7z0NrvsAcoUEyGkWZdmioZT1a2JCTHGcSPNnY8v5dI+g5ky5za89Qre4yruhghCMI5T1HBIOg7J2l8LioFbNXDLGkJjlOq4wWdr1jNs8k30Hn0dOx1leKUEHlnDLVn7yT/+DpyZPHu3YpWM/tufiayyyuq/JAvEpv5TGGt9TzpTWGjtbV2ijle2zATuBpVB4yfTd/QEXvvsK+q0FM5gPNNjYQFZQdFwhuOUJQyeefcjrhpzPdPn3UVlxLRiCqI66w8eZeqCxeQUtODzVaux10t4wr/DYmdIxynGcStR9vkDLHroUTqceR4Tp9/Cqo27qYml8MgJXKEw5eE436zfyLCJU+l/7fVsOOTEGVTxqTFKq+tY+MBjdDjzAu5b+iKHaxrwRS3ji1WCncYtpfDIJoF4mi83bGPw6PF06dGPpa9/QHXcwB0KUxVN8tO2nQy/7gYK2pzO8nVbcQZj2FWDo4qGK5GZxhATuMQ4PiVJRVRj2Xc/MWDkdVx1zWS+/3UnZQkDVziJV4nz9lff0bnvQBY/9TyHK2opkzU8DUl8oczrylxIeiSDkmqJj1asocdVoxh942w+XLWOgKpb0WeylVXrVCyDjxBKUptIsW7XQW685Q7Ovbg7qzbtwFkXwhUKUxpUKZUt5mAPmwiRTGxZyMQdTOENGlSFTQ74KnnyzQ9ode7FPL/srxzw11GmGnhCGp5Mzq5L/nsDRxbGZpXV/4n+22Gs6+Qok/UHegLGzsrA2MKiVlZm7D/A2D/GFGRgbG4+Obn5zLv7PjYftVGp6dgaJWp1k2ffOwFjm1HYqiPf/bYDW72CP2zgDUbYeKCEbgOupFnLNrQ7/WymzlmIq07ELWvYpSSlooZTNq18zkgaIROY7RCT1hiaBHYphT+awtkQ4uPvVtLprHOszNghw/jgm+9oSIFXMXA0xrE3RBCCEfxSlIP+Sq6/dQGF7U+j8JT29Bw+iq0lAq5gBCEUxS0n8cXSlIQS2GUdu6xTIiZxhk1KlQR2JYEnqiEEVdZs30eX7v3IL2jDGWdfzK13PkClmsAtx3HIcZxKEpeq4Q1reJUYj7zyOp179KJJQQH5zQt55M232FdRSVksib1BxRdKUi4nue+pFznrgq7k5hXR7vRz+HjlD9jqGwnEdAQ5jktMUB7XeP/blVw5cgw5TfPJzStg/PQZ/LLvABUxHWcwgqshTKNusvS11+h8WRdymuXRrGNHVmzehaM+Qk04RbHgZ+LkObRp04GcprlcP2sWewNleBMazkgCh5rAGzFwHpf54sdfOfuibuTkFjFm4jR+PXiU6jj4RJ2AmMLTEOfrdZvIa9OBJnnNuLR7L1784EOqdJNSMYJDsWCsdeOp4WqMURkxWPDQE7Q67SwKWrThvC7d/ymM9WViCh55/ncY23/k1azYvJGqeAKfGKU6bPL2p8vp1XcoTXJb0Om8C3j8pVcoqa3DG9WwKzr2cApnBOyShjts4ommcYZNbKEkDlnHG03hjVotlKXBOK6MI1aQzcxryUKuP6vciolT1DKuevCr4GxMWrfMcgrX8Qg/bj9I1yGj6DtmAm98uZw63cQtRRHEGIKsWeOhGQhhl3T8URPbsRDLVvxAQftO3Pvia2xx+vCqGh4pTl0cxk2bQ9c+Q7jvqZfwBK0GcGdQxxkyEdQ0QiSFTdZwyEbGKWVt8qxnLo1HTeNRQZDTVj7Yyc3VHzZUf9i0Z2FsVlll9a+UU7HWQYdq4lAswOoWTVwhnXLV5PsN2znj/C4MGjGWlZu245UjuOS4Ff8jW+uUVzVxHFP44bedXHB5X5q16cSi+5dgrxHxh3WEUJQyNclTb33A2ZdfwZBxEznkLcclRnDICRxhE3umdMutpAkoJrbqBr74YTUdzr2AUZNn8OW6TZSpGvagSiCi8fCLb9N72Hgmz7sbr2LgC6fxSoYVUyAa+NU0bsnEp5hssfm595nXaN3xXBY88CS7BS8VMRNBtICoK5zGFUnjVAxsoTiOUJjjZooHXniVy668molzFuJtDBOQErhDcQRRs/YTkTSlooldMbFJGrZgHI+s4Vc0ahImr33xNd2GXcP4OQs5Ul6PT06eLBO1ymz+sO5LhhUZkXFo/bufi6yyyuq/phOQ9Y+FwH+7r8tEk2R6NKyIghSCaJ2nAoqBX0yww+al21WjGDHtZj5b9ys1egpbQwynZFjgVjYRFB1XJIE/pnHnU88xYMRYHlz6MtVxEyEYoSKusXbfQa6beSs5+c35YtUanMcV3KqBLaThlFJ4lTReReNI1TE+/WENF3brQfNWpzBr4V1sPlRCvW5ib5BxhVSqo0k++nYVF/UZxKQFd7LLW4kgRvAqEey1x7jtoSfocHZn7n/mJY5UH8cXMShtTGAP6ThDBi7R6hkRpBg33/8YnS7sSr8hI/ls1Trq9RSeoEJ1OMGmA8XceOvtNGlxKu98voLi2hBC1OCIGMcRS1EiJXBIcStyLBjBcSzE1AV3clGPgSy89wnKxCRONYEnZlJ6LMiS197mjEu78eoX31BcG6RMTeE/Ue4YBodoTSk4gjF+3H6ILv2v5pK+V/HGl9/jVpJWTENDAqdoWq5Y2cAWTGCrD1OfNNly2Mbc2+/nnM7d+H7DDoTjMh4lgUNJ4IyZlEY0SlQdZySFK2zlonuCaXxBk7p4il0ONwsffpL89mfy+erfcDVE8Ms6npCOL5zGJRqWIzcLY7PK6r+s/x8KvMx/DmP/mBmbGYP95zC2GfPvfoAtJXYqdYPSkEytafLs+x/Q9YoMjG19Git+24mzMYpfNfFLGu56lcm3LKD9WeeSV9iGS3r15/l3P8EVkqgy0gRiabxq2tpgKnrGCWpSoadxKVZOi11KEYilcAVFPl7xgwVjm+bR76rhfLD8OxpM8Mo67pCGV9TxyxoBMUFVWOeZdz6ia59BNMkvpLBNB2575Cm2lrioTaSoSVrh3i4piTdsEoilKUukqdBBCBtWc62sWYVa1UHGT5pJu3bnkJfXmm49B7Jy/Tb8oQgBJYFPjlMR1anRTNYfLGbE5KkUtD6FvNzm5BcU8fQ777OnrJpA1MQnJSkTdSpVg1eX/ZVe/YfRtGkLCluewrx772Pr0VKOJU1q42mqIgY7HT6mzrudNh3OoGnTPAqatWDCjFn8su8glTHDcmEcD9Oopf4Gxjbv2JGfdh5EaIhRpZiUeiqZt+h+OnQ4kyZ5BQwbP54V27dTlU7jiSZxKXF8apLtNi/jps+ldfszycltwTUTJrN+32HqNPCJGn7R/A9gbIpSMWYBokxmrPePmbEPL6H1H2Ds9lIXflXDJesIcgqHaOILpympFXn4uVdoWtCCJrm5DBw9kpVbN1MRjiEck2lIptm238G4STPJb9GW5q1P4dLeffl6/UbsDQqBWBp3OIVbtj7Y/eEUFQmo1CCQSCMoOjYxkcka1k8WeDlEy6mYLe76c8sVtm6mHZJplXUFDTxSCp+UwtOY5Jd9di4ZOJJLrhzJcx/+lUMV9dgbVeyNUZyShl3SKRV1SkUDu2TBWF/EZJ+viqVvvkde63a88vnXHKxpxBe21rq6GNz31EtcNmA40xbcTXFlI2WRNELIwBkysYU0ihsiVpu3YiBIOs5QEiGk/952KuoIooGQuV3/Xzli/0H/F7znWWWV1f88WTDWPAljBcnEI6VxBTXKFIO12/bTs/8weg4cxje/bMQjha2opVAUe2MUl5TEp+is31vCddPm0KrDuZx5UQ+efH0Z7mAMR2MUQUxQETX59IefuXLsJM64pBtrd+xFaJRxqXFKpRhHQwnsko4zpFERNth8qJhh4ydw6nnn8+x7H3GowjrYO+QYghRjzv1L6DNyIouffgVfLI1dTuIKW0U5jmACV0jDH05zpCrI/S++xbm9BnHl+MlsLXFTekzG1hg9OcVQGkpil3Ucsk5pKE5pMEKNkeKtb1cy4LopDBw/mZ1OPxURjUBYxxmKU9IYwyZplIhJhLAVUeD+/9q77zgn6vSB41jBgnp3ithAUZEiKqLYUEFRRAUr9orYC4qIqIhdsWE7y3l6d+LZT0VAARWk9112k8ykbaWzm0xJdjdlMvn8/phkNxuyC97vBMvzx/sFm0wmk8lk5vt9vs88X8PCbyYI6DHUmggPvvg6XU/qzx2PPo13o0aZGUcNx5xbXRuDsZnrgGbj1bIZUNv+uBBC/LdyMxgzjxUIxnqMNG7dxqVZmTJ8Fl4tQdBI4t0Q4bPv59LtpP5cefdoJi8uorzBpqQmhjts4dXTTn1vLY6vPoGrVmfYjbdy3MkDeP0fH7M+De5QhEAkzjeLVnDJ8Ntos+sevPvR57jW1OAz4rhqnIGlgJaiMmLxyczZnHvF1Zx05ln8+YDOjLhvLD+VqqxNOMHYgFZHYKPOM6++RcfDe3LPMy9SvHY9gUgDPr2BkjU1PPbKW+zf5Qhue+AR5illBI04nlAcr5ZCCSUJGhae9WFe/OfHHHp8P3bYa18GXnAZMxevpKrOwlsbpVyPsUgt55EJr7D9Tntw8/3j+KlUoaIhQVGNiScapzRzHaioi+OtCfPS+x/RpedxDL1iOJ9+O4fqOhuX1oC3LsmPpQq3jnmIzkcfy0ez51NSE8FnpDLn28x3ZDgxgs9+WsSAi6+h7T6dmPDWv1gYXI1ba6C4JopqpnCH4pTUOndferQ4QT3JqmiaxUoVIx96mn07deOxV/5GyeoN+Ix6imtNSo0GivR6irQGVoZjuLUkPh2CGqjrGqg0kkxbuJwLb7iVvbp0Z/K85VREUwRM587TQCSNEko6gWAJxgrxX9t6E3i1EIx1aYWDscPvvpc227elzfZtufnu0cwqdlOZSFJcG2ZVKskTf32D7sf2oc12O7Nb+334+Ns5KDV1mZNEnAozyaSpMzj13CG03XNvdt2rA0f0PpE7H32Sf039nvlqBeo6E//GekrWhpnlDvLZT4v4fM4SJ5BmpnGFk/gjFp6NYf72yX/Y76BOTs3Y087gzY8+o8ZO495Y5zSudZugZhEIxSjX48xYUsLwkWPYvcOBbNe2PQd268XwkaP5x3++YV6pF2VNGN9GE9fqEPOUCiYvKOLTWYtYuS6CqlkoWgK/maAqkuCN9z+hd5/T2GHHPfhLh86cOfhi3nj/I+YWeVBX11BSsYZ/T5nOhTfcxIHdjmSn3fZku+12Zqe2u/P4xDdYWlHtTOAViuGvTbC6webLHxdywRU30mb7duywQzs6de3OiJH38dYHH/Hvr6bx+vv/5sJrb+LAw3rQbre92GXX9uy4UzsGXXI5k+cuprLORg0ncG2IsDFh8/gLL3FYjx5st/OOtNu7g1MzdkM95YaNq6qWV97+gAMOOoQ22+/E/ocezpV3j2SW4mPl2hqWV67lk5lzuGX0I/xlv4PZse3utNmuLWcPuZhpC5axJu7M0hkIp/BubGDSlB/Yfo99aLNDW7r1OoZn//oWqxI2JaG6ZsFYp2ZsA9V1qUyZgkKZsQkUPVU4GLv9Dpx81kD+M+tHqqMxPGtNqgybsvVRnn/9fY49oT/b77Qru+z1F0497wIeeuFVvvhxIcuDa/GtixDcGMVVVcMPyz38e+YcvlxQjKLVoZoJZ2bMiJMdq5qZepya5YwsS0D2N8lj2CgRcBtpSsMpXGELn54moNuUaRZT5q/khnsf5qBeJ/D0W/9gSbCKVbEklbEkZdEUwTqbilia8gYbv+lkq3r0BIGoxcwVHm4eNZa2++zPO5On4QpH8UedCe3W1MM/vvqOUwddwPH9z+Gdz6ewqj5FdX2aimiayjqbVTGL6phNeb1NIJJyZrzNysxUrmpNx+C23pdCCOE2LNyGhWI6QQQ1nMan2ZRH0swpCTDi7jF07HQYz7zxFsWr1lIds6iIJlgTt6iut/l81iKuv3sMRx1/Gl179eW4/oN44e+TCJoJvBELVzhGWTTFzOUKt9z/KLv/eX/uevBRFqh+VsVTlNUnCdRbVCVsyiMWk+cu48aRD9Cxy+HceN9ovlteglePoZoWap3Fyg0mg68awQlnX8iE9/5NeTJNiVGPEslM7BiKEzAsgnqSx994j1MvvJxzrx7OlHmLqDTrqYpZlDVYBOttgnVpglEnISBYZ+M1nfJUwZjN5OUlXHzzHXQ5pi9Pvvl3guEI1fUW5ZEk5XUWFXGbirhNsN7Gqyfx1Naj1EaprrNYElzFiAfH0/WE03nh/Q8p0yKUmQnUUNzJctJTNAvaSDBWiN+JLQ3G2njMzG3rmflT1FCccjOBuj7MG5M+o3O3Y7h7/DPMD64hUOcklHjCKed2ec1CCccJxlP86PZy/tU3cMaQS/ls+mxWJ9Moer0zqaKvggeeeYnt2rVnzGPPsEQNsKbBIqgnWBOzqTCS/HPyDK687R5OP/cCnnxpIkccewJ3j3+aOd5yyupTqHo91fUWS5Qy7h37GJ16HMMrn3xBSY2GL5LAa8RRa6N8/uN8Dj3qOM6+5Er+PW0GGxIpys0EFZEUVVGbpWVreOWDT+gzcDDHnD6Qzr2OZdjw25nvClAetfDrCcrMJMoGg4++nc1+h/Wi18ln8vqkzwiETarqk1Q0WFTGLCrrkxRXr+edz76m+3H9OL7/YF5699+UVNcSMOKUhOupSKT4fPYcho24jaNOPYOZLi+qGUMxnMQcpyxMkvI6m2lLS7jp/ofoekxfHnn+NZb5Kig3GwjWJSlrsCirS1Fel6IylqIiliIYtVBq6gmGE3g3RJn4j885+KiTObr/uXwzfzkB3allWxVPUdaQoiqRoqIhRcB05vnxhqxMnfMY/5w8nZPOuYATzrmQmcsVys0kvnAcT03Mmag4c1xlM66bMq+b+rFqttTFNj/+hfh1+t8HY3Wn2L9HSzVO4FVuxLnmjpG033tfdt1tD3r3PTkvM7Z5zdgfi1Yy/O77aLN9O9ps146b7xrNrCI3lfEkRbUhqlIJHvvr63Q7tg/bbbczu7ffh4+mzcG9sQ6fkcKTafC61tXy3Dvv0W/wENrvvT/bt2tP5269OOP8i7jmlru4c/QjjBz7BLeOfoirbrmTwcOu4ZrbR/FDkR+fkUDVEgTMJJ4NYd795Ev26+Rkxh5/6gDe+PBT1lug1MZQwhZ+PU1AS+GtjeEPx1DWm3z07SwuHX4be3Q8kO13bU+nw7vRf9C5XDX8Vu4a8wh3jX2UW+99kKtH3MXQq4Yz9LrbmO2qRA0lnTqiRpyyOovlZasYNe5pjjiqLzvv/hfa77UvJ582kGuH38Zd949lxJ33ctb5F3Fo7z4ce2p/Du12JG2225m27fbk8Zdep6iymur6JJ6aepRQnLL6FEsr1zP+5b/SpftRbLdDO7bfuR2dD+vKyaefycBzhnJiv4H8qcNBdDqsO31O6scxx53A9ju1o9+gIXwy/SfKTAuvZuHaUMfGuM3jL7zMYT16st1OO7Hr3vvy+azFeGpj+Awbz8Y65pZ4OWvIBez1l33Yabc9OKj7UVw+/HZuvv8hbho5msGXXEH33ifQrWdvOu7XiXbtduf0s8/lk5mzWBVP4w0n8Gsp1JoGPpjyI9vt0YE2O7Sje6/ePPfG26xO2Lhq6/EUqBnbLBi76555NWObB2OdMgXPOxN47bATJwwYwBc//MDqBgulJkZAs6kwbOauDPDohFc56viT2GG39uz6533oedxJnD/sGkbcMYqRo8czauxj3D5yDMOuG8Hgy67h+vvHMddfhaLHUc3s5F1xVCPVeMt4tobntj4xiJ/PY9i4dOfWWsVMo2gWaihBpZHih6UKIx95mp59+3HFiDv5evYClvjLWRqsYGl5NfO9lSzwVbO4bBWLAtUs9K3CvT6CqsUoi1p8MWsh5152LZ169eHjOQvwRGIoZgL3xjqqo2mWBFZxz7gnOfbUMznnkqv526df8/1yF4vUSpb6Klmk+Ji6YDGvfPgZH0yfw4LgWgJmCr/hFP5Xw0nUTCB202Bs0wReQgixtbi1zMClaeM1wR2y8RppglFYuSrMPz6bwuG9+nD2pZfz/LvvMavYxfJgNXNWunnjo/9w5R2jGHjRldw1ehzHnjyAcy+/mne/nEwwmsBtOtmjXtNm5VqTdz//lj6nnMVRJ57Og89M4Kuf5rLQG2C+L8jM4lJenfQpw26+mz4DBnPxjTczecEiXBt1vIazjb66FHO81fQ752LOHHo5H343i8pUmlKzHo8Rw2c4M5H7a+p4/4tv6Tf4QvoNvpCnX3ubZV4/K8oqWBwsZ2GwgkXBahb6qlnsW80i/yqWV9Xgrql3JmA0LYo2aDz9t/fpe+ZgTjjzXN744GNmLFrBIiXIEn85czxe/jN3Aa9+/CUf/bCQlWs0AloDa2Npvluykktvvpue/QYy6dtZBLUGJ+MtnHAG5PSUM3t3hpIJwkpHWojfui0LxrqNFIqZxhtN49aTTjm32gYqzDju1RsY8/RL7HdoD8ZNfJPSmihqxClnoGq2M5lTyAneViXTvD91BqcOvYQhV9/IrCIPFQ02bq0ebySBu9bk39/+QKeuR3Hymefy/F/f4afiUhap5fy4opQX/vYBF1w7gvOvuI4nXnyVL6bN4Jh+Z3DfMy8xr3wtvroUrlAdq2M2M+Yv4/qb76Fbn5P5dM58SsORzCRdCfx6kpWra7joups5+uT+3HDHSL6ZNZcFniALPeV8OWsB4158nfOuvJ6Lrr2RS6+/ib5nDGLE/WNxra7Fq8Wc+SCMJD4zwQL/Km4eM57OPY/nnEuv4bX3PmRekYcVwWoWeAJ8MvMnHprwCmdffCU9+p7Gk6+9y3xPBeWZut8ra6NUJ1O88dEnDBh6MaeddzFFq2vwmUlnAm09iaInKYskWeStYNT4pzmx/1kMueQKps9bwjI1yFJfBYt8FSwtq2ZxoIJFwSoWBitYXF5N0epa/HoctbaBMiPJd0tcXH3XWHY78HCuHzmWD76ZwXy3j2WBCpYFq5i5rJj3vp7GO19+x/QVXgKmRdBIoWyIMPGfH9O176kMu+Ue5itlVJhJvKEG3DUNmXrkaRQz3WowtjHhY5sf/0L8Ov3Pg7GeZsFYG59mUW4muPbOe9lj733Zdfc96H3CySwJNAVjFcOZMMYdrmd13GJW0UpuumcUbXbYhTbb7cotdz3A7JxgbGUqwfg3m4Kx7dt34JPv5uHaWI/XsHGHkyjhBBV1SZaWVfPKv/7NeZdfw2HdYV8LKQAAIABJREFUe9FhvwPYtf2e7LjzLuywYzt2bLs77drvxR5/6UDHg7pwxuCL+Oy7efhC9fjCzkiYd2OY9z79kv0P6kybHXbi+FPP4PUPP2WtBapm4dZsFB28uu3M+qsnCRpJPOt0/vPjPC687kZ6HnscHQ88iN333Iud2u7Cju12Zbu2u7Dzrnuwx586sF/nw+h10gCmL1FQQwnchkWxEcdlJqiKW8xYtpL7xj9Dr76n0mG/zrTbdU92ars7O+/SnvZ77c3Bhx3BxdfdwMiHxzHwvKFst93OtNvlTzzx0hsUVzjBWFdNPS4tjiuSRI0m+WbxCu548GEO73kUf+7QgZ3b7sIOO7Rll7bt+fOf9+OQQ3tww6138sgzz3H59TeyfdtdOPqU/rz3n2/xhmJ4tRTujQ2ZzNiXOazHkWy/U1t237sjX/y0FI+WqX9pJCiPJpj4/j8YNOQC9u/UhXa77832O7Rn+132YLc/7cP+nQ+lX/+zGP/UcwwYcBZ7792RPqecxiuTPqIqlkbVnWLham2MSVN/ZIc996XNjrvQo1cfnn/jHdbGbdy19c4snplgrC+cyYytT3HLg4+yR8dOtN3tT3TpeUwmGBsvHIx95gV2aLsb2+3YluP7D+Dz739gVczGE046t55rNkEzxRyXnydffYOTBp7FoUd0Z5+OB7Lb7n9mx+13Zecdd6Nd293Yvf1e/KlDRzp378mZl13NtOUep7i7mUI1LUpDMacRYzRlx0ow9rfJY6Qo1Sw8Zgpf1MZvWPhq6/GtN3hq4lv0PPYk9t7vQG6/dzSPvfAy4ya8xNhnnueh51/iwWdfZOxzE3lowis89NxEnn7tb/xU7MVbG6UiYvHef76l9ykD6T/0Mr5d6cYdTeDKTFgT1JNURhN8MXseN44cTa/jTuGMoZdx66iHGfvUi4x7biIPPvE0I+69n7Muu4bRz7/GdysUyiI2Pj2BEo47M21rziBQ88zs3Ma7XcC23+9CiN8fVU+has6guNdw6ue5wjYuw0aNpPHpCZb5q7l11FiOOa0/p543hNtGj2X8C68y8pEnOeuSqxl4ydWMeeoFps1aQI/efbnurrv5av58gvVxisP1FOsWLiONPwKL/et4+tX36Xv6YE4442wuHzGCMU89xYMTnuO2sQ/T/4JhHHfmeVx15yi+mr+EgFmP30zgCcdRMh31j79fSN/TBzPs2lv4fpmLKiuN26zHo9URMGKUhRtY7CnnvEuv4y/7HcJJ/c9m7OPPMn7CC4yb8AJjn5vA2Akv8PDzLzNuwiuMe+41HpnwBu/9ZzpLgxucWuDhBME6i+9LVMY8+zJHH9+Psy8Yxi0j7+ehJ5/l0ede4IEnnuKGkaM479oRPPHmPyiurqXCjLM+kWbSlJmcNexajj9rKLNLAvjDcafclpZE1ZtuU24i53khfh+2MBhrOiVinMzYJKrmBOAqjBjL/BVcdtMddDnmBF764FN8kUwCjJHGZziTHKq1CfzhOGtsGP/Xdzim/9lcees9rKxySrqUag249TjBaIrl5Wu484HH6dX3NM44/yLueGAs4ya8yO0PPMqpgy/i7Isu59lX32SFN8hX02dxdL8zGTXhNeZXb0StT7Fig8maeIqPJ3/HBZdew3GnDWSuP4jbqMNtOJPU+g2bqroUf/tsMucNu4o+J53GsGtvYszjz/LIsy8z/J7RDL70Ki69djiTZ3zPLfeM4rTBQ3jg6eepiiZx19Y7kyIaFkrUwhWuY+YKD5fdeCe9TxzAmYMu5N77x/Hk868y5vHnuPzmuzhl8IX0GzSU8a+8xfLydVRErEwCkFNupqI+ybiXX+O4/gMZdsOtVJlxfOFk4/5X9CRVdRavvf8hx590Ggd36co1N4zguYlv8NiEiYx75iXGPTORR5+byLjnX+LhF15i9LMv8PTb7/PVvGWU11mo4QaCRgL3eoOPZy7glPMv5ehTz+Kia0Zw3yNPMu6ZF3l8wsvcNWYcF11/Mzfe/xAfzviJiliKQMSiaFUtj7/6Ngf16M2Y516huGodlZEkvrBTbkfJTDSsGBKMFeL/Y6vUjC03E9w+djxdehxFpy5dGTB4CEvLVjdlxmaCsZ5wA6viFj+VerjnkcfZe/9D2KdjF0Y99BTzSn1Uxi1WhnUqk0km/OM9Tj57EPt2PJguhx3N17OXodTE8Jpp3FrKqccZrqfMbCAQijC3ROHJl1/l8muv5bi+fel88CF03Hd/OnQ8gB7HHEv/Qedy/W138+Jb/2R+aTm+mhhqTZwyM4EvpDFp8jSOPLYvHQ48mEEXX8H7X01jvZ2mNJxgpZaiVE/jNmy8UVDNFJ5QA369gXK9nmWBCl5+9z2uveVWTux/Op27Hs7eHTvS4YAD6XZUb/oPOo/rbrmDpya+yWL/WvymhVpnUxxJUGTGcOkNBKNJlles4e+ff83lw2/jqONO5oBOh9G5SzdOHXA29z88nmWKl0+nfsvQy66gzQ47s/Oue/LMa29TXLmaqlgKtx7HZSRYGU3gqkuiGHXMV308+fIrnHvJpRzesxcHHnQIPbsfw7nnXcxDTzzHgpVuZi8v4o4HH2Kfzl04fuBg3vl8Gq4N9ah6CndNnPVxmwlvvkPfUwew7wGHcHD3Y/hybhGucAJ3xKZET+DRGijXI3w69Ttuum0kRx59EvsfeAT7dT6C4087kxF338eHn3/FBj3KAw8+Qu/jTuCEAQMZ//qbVDbYKEYSn2GjhuJ88v18OnY9in0OPIRTBgzitfcnsSZm4wnFcGbxzJYpsPCF4lTX24x6+gW6HHUcB3TpxnGnn8Uclx+/HscTbh6MLV1v8MQrb7Fvp0PZ54DODB52BZPnzqe83mJlbRy3AR4T3OEEQTNOuWYyfeFCHnn6OYZcfBm9jjqOg/Y/hP337cSBB3Ti2D59OfeiSxlx/2hemfQJC8vXoJpJVDPVWDc2O2lXtkSB3Cb+Gxax8ZgpPFoCbzhOdTTFvFIfV996Nx0P7soBXbpycNce7H/oEex3aFc6HtqVDl26csARPeh4eHc6Htqd/Q/vSd8Bg/hk2veo6w0qTIu3Pvqao08+k9sffJz5Fatw1yVwmQmCURu1toGAUY8/bPJjUSmPvfw6Jw88nwMP7UHHQ7rRudvRdD/mOE4842xufuAR3v9mJksrN1BWl8ITqsNnJPFHbFTdGRxoPhhQaJbUXL+CfS6E+N3xail8huVMqhJOoprgMaA4bFGqW/jMFOXhBor8lTz03AscP2Ag+3Q+lI6HdqPXCadxze338tHU7/FUr+frGbPY98DO3Pf448z3+ShPWJRE4pTWpSnV06h6mnIjjX99A+9/OoVhN4zgiN7Hsm+Xg+nUsyeHHduHS268hb9++AUrKtZRFU/jCTWgaAm8uoXfSKGGYrw66WsGXngN9z78DMt81VTG07j1OjzhKAE9hmetxucz5nL0SWeyX5eeHHBoTw46vCf7H+ZcD/Y/4gj2O7wr+x12BJ2OOIr9uhxJp27HcdvoJ5hbWkm5mcarWajhGAE9xoqKtbz5wcecNeQSDu7ak/0PPowu3Y+kZ5/jOGPIhdw17kk+njkP9zoT30aTGsvmpfcm0XfgEAZeei3VUZuAlsCnJZz16hKMFeL3a3MTszq/fyXSNIGsx7DwmRZ+LU4w1MBPxV7OveJ6zrt6OB/OnIM/6tzBoOhp/Ab4whbemgR+LcHaVJr7nnuJfkOHMfrJFynX4yhGwqkFridRtASBcILA+ihPvPAmJw4YxL4HH8YBh3ena5+TuOGuB/jq+7msCkeoqjGY9OW39Dv3Eh5+7e/MX1WD2mBTXFPH2oTNK3/7J/0GDObM8y9mVTKFEqnHrScyQWJnnpYqM8FHU2Zw5fDbOKTbUex9wCF0ObI3Ay+4lPETXmb+8hIi8SRDL7uSUwcP5cW//4s18TSeUBy3lsIdsXGZSVxaA1V1aRaWBnnmhTc5a9BFdD64Bwcc0o1DuvfmlHMu4K5Hn+KLWQtZE08T1OOooQbUcBxVT6AYCXxajIeef5VBF1/B+AmvELJS+GrjlNQmcBnOJLsVZoIb77iPbj170/ngrnTrcTT7HXw4HQ85ggO69OCgLj05oEs3Oh56OB2P6EaHrt057cJhvP7xl6haHYFIAq+ewG8k8YUbmL60lLsfforepwykY+cj6HRoDw485AhOOP0srhhxO8+/+w/mqGUE6iyC9SkWBKq577FnOejwXnz83WzUDSZlesI5FiJpJ9aRmfdHgrFC/Pf+58HY3Ay/bFDJE04wP7iB6SuDfLvCx8zSctyheM5yTa/1mjYlG+uZF1jHtOU+pi33MS+wnpKN9XhNG9VI4dGSLKqsYWZpOVOXqUxb7qN4fV3T+2e3IZxE0S28RgqvkcRVG2Fh+Xp+9FTyXZGfKUsVpixTmVlaxlz/WpZWh3HV1BGIWHjCSTzhTONUS7Bstc6MkjKmrfDxo6eKZat1fNlanwX3hYWiW6i6hSecwF0bZdmqED95V/NdsZ9vlnj4ZqmHGSVB5vrXsmKNhkeL4jYaUKMJ1DorM5mXhc+wUUIpvFoCVWtgUbnGjNJqpq0I8m2Rn9lKJe4NOqvrErz3xZcMOPd8tmu7K7vvux+vTvqcorW1BOqdC6Y3aqNEUniMpHOrfMSitDbCHP9qppcE+LbIy4ySIPODa1m53sBnJnGF6pkbWMPkpR5mlJSxuCqMq9b5/lQ9haIlWVRZy/el5Uxd7mXqci8rN9RnMqSdz+A1nbpnnlCMJVUhfnRXNS47W13F8tVhVK2BQMRmfnA93xX5mb4yyIKKGqcujeHcKucOJVi6SmdakZ+py71876pgaXXYyaIxUpnbGdOZejvO8eUOxZlftoHpme/v2yI/pTUNzS4MTnZqClcozqKKWr4rDjBlmcpsdRVF6yIomWNZNWznNj7NQjVS+CM2PiPOyvUmC8o28L2rgqnLVL5Z7GHaci8/uCqYH1zPirU6ql6Poie3+Y9e/HJys5wVzfntF62LMFtdxdTlXr5ZqmR++4pjmco3SxUmL/Xw9WIPk5cqTF3h43tXJctW643ZqktXafzgqWJ+cAMlNQ3OuSXzu/BoSef3qDl1CUs2RlhQ5pxvpyxTmbbCx/eZ43DlBh1Vj+E1nd+LO5zIC/7LQIAQYttzMoQsSs0kpUYSj+7UI/RraQLhNMFwmmDIJlhr4VobYb5vNdNXePl2hZvZnjKK1mykItrA0mA5I598mo49jub5f37EstW1uLU4vjpnsk23nnSCCYaFL2Lj0RpYtjrELLWKaUVepq5Q+VGtYunqWtzherymhWpaTkkkzWljKpqFKxRncVWY2epqFpbX4MrU1MvebeA1bNyhBMtWG8woKc9cD9SC1wLnMZUpy7x8WxzItIGb2izusHPrsM+08Jn1LKrYyMyScr5d4WN6cYDvXeUsrq7BpZl4zAY8egKv5gxMj352In3PHsr194xhXSJNQIvnZMWmcRtp3Aa4Tbtx8h6flsCnOTXGpUMtxB9HU5vWac8Wr6/jJ98aZntXU7Quimps+hqPZuEOJ3GHEyysqGG2dw2LKmudNmpmfdllFM3Ca9iUro+ywL+G6St8TFmq8IN3FUvXaShmHH/Uxl2TZFmFxg8rK1lUGXImujYtVD1GRdTiwQmv0WfgeVx99/2stW0UvQGfniSgpVBr4pSbzqTd7lCMxdW1zHBVMnmZwvQSPwvKVqPU6gT1CD+5FI4+YxAX3nw7n8yaR1UsjVtzJl127mi0G/t/Xj3JynUR5gfWM31lkKnLvHxXHGRecB1F60zcoTg+M1NrO6cMWNb8sg38qFSztFrDH0k752A9hZLZR+5wolnfYcoylW+WKE3XjDxTilS+VytYvDrk9PEjqca7MFXDQg0lKVlnMs+7hukr/ExdojBtiYfFwXWUrNVQQ3UEjCRqKEFVnc30JSu57s776HJkH34qVijXY06JwrCTHOWLgEez8WhNSRvZwGuubX0MC/Fr94sGYxXdqYWZPfG6QglKa+POCTizfG7QNjeQ4Q4nKa2NN1s+d13Oid7h0ZKbZBPmLpPNOPRF0njNpvW7QglcoUTe+6fIDZjlXjiyy2fX+XNuJ3fWazW7SGUDIdkgtDeSQjEtFMOpF6PqFqpm4w5ZuEMp56Rn2Lh1KNVTlOqZzGItjlIToSqS4KlX36JnnxPYaZf27N+lO5O+nUXJxgiqaeEKx/FGbGcEVHeCsd6I7dQhyzyWrdGmmqnMc6nMcwncWqH9Vej7SDQPSm3Catz/2X2Z3UeNF/1MECq7zuz7ZQPy2dfnbkvucZf//eUeE65Qotlx0tJ3XVobb3wP572bjr+mTNZsALjpuHK+14TzHWZmJnZev+1/8OKXVeh4yj/2co+t7LHiDidwheKNvwnVsDIB0+bnw0LHY+575R+Lub+x7DGYey4qVCNWMrOFEL8KERtPxMZj2qim0xbyG2n8mo1Sa6GGbbxaGkW3nNtIw3E8eoxgNIlPq6PcaGDqgmX0O/9Cjj3jHD6cMSeTmWQ143RYczqumWBracjphCuG1dgecurSJzPtoubnytw2oqKnGtsL2efzrwO5sm1C51qQaGz/5raBs+tranclUPRE5pzf1EZV9MxnM5MOI4lXi+FZb3LdvQ9yynmXMO6lN9hgpQnqCXyFgrGZrFhVz0yG2hiMleuDEL93znlr0755ts2Y23drbR257dDsunLX09g/N2y84SRKyCkf5zZTeKJplGjaKWUYTuMNpVBrk5ks/iRKOEYgEqd4VQ3DR4/jxMEX8djr77DWTuM146h6Eq+eQgk7SUFu3elDO1KUhuNO/zlcT8CMUbq2lgnvfUCnY/py52PPsii4mop6G1dtQ+O+8GjJnHa63RgHyJ6zncG3VKavWrhfmpW7nty+Ze4+z+0vbE5pKEZpqAG37pQIVBvb+ymUzEBaNlHJHUpQWhND0RL4Iil8EQtvJIk3ksSjx6lO2Pz9yymcc9m1nDLoAlaWryUYihHUrcwEbUm8EVCM5nfLSTBWiJ/vF5jAq3CANTdokA0itBSsy31N/jL56/aaaXyRTYOimwYIcwN+qWavz2o2WtfCNuUGQP4X+yQ/k07VnVvsvVoKNZRyOhpaCn80ja8ujSdi4zZtXKaFErXxRlP4zQRlRj0LPAGuvOkO/tzhINrv2YF+Z5zPzOUKnlAsE9hMNGZqKEZTUMatZSbIiKSbmM2DoqqRwh9lk23e5IIaSW+yXKFs6fx9uelzduPFLPe57PedfW32u8tfR0vHUv4xVWibmjQ/bgu9rtBAQu72N2Vzyyz1fwT5wdjcc0uh42/TY8VuPEflnqvytXRMb/p7BF+EZhPE5Z8Tc9eX/xmEEGJbyXYcFc1yavJnb3XUUs5to4ZNSThJcThOaaZN5DETKOF6yo0GiivX8uI7/+LAw47kllEPM6vUT1ldmqa7Apy2jZpz15Vbc2ogKpkOtS/TJlIN55bMxuf11tu5hdo2uc/ltz3zB9TyrxO5Hfbs49mB4/x2kC8CHt0ZgPdocXxGAr/WwFx3GYOGXcugS6/hX5OnszZu5wVj7UwwNp0JxqYzwVhLMmOF+AMp1A5srW/+c5bJfY/G9qrmBPl8mTsOlYiNO5KmVLNwh1P4dAjoafyaMzikhGMooXqqG1LMXOFmyFXDGTD0Mj6aPpuqWAqvkcCtxXAbSTwRmxLdokSzcGUmKPMYzmSIXj2BNxzDrzUwu9TP6RddSa9TBzHxg8/xh2OUmTbumhhqpvRifnZr/mfPD8K21vdrrf1e6PnNUVtQcN3ZhKuIUzLCbSRwG3FceowSrY5gQ5JHX3ubE84ewpW33kOwJkogHMMfdgbmlLCFW085kxUbmwZj1axfwbEsxK/dVilTkC+/8Zl9vLUAV2snwJa2If912QDElpzwWlouP4C4pfslf32brD9zMVLDNn49jS9so4YsgkYar25RtDbE0lUbWLFepzRUhztchz+SwKvVsXL1epb4gzz9mjNJUJsdduOATl158NEJFFfV4M1kojbd1rxppkah4E6hz7+5z5RdLjcgVOhikr1otZSZl7/P89dX6PvOHXn9ucfNpkG0TTtELb0+f3+2tl+29Q9ebBv5x0JuQLTQ8bPpIFLzwG7usi29R6GGXv46Wzr3bev9JYQQXj2FGnaycHx6Cr/htAXcego1mkatT+MynfrZSl0Kb10KRY/h2RghEDL45LsfuPS6Wzms+7F89PVMXGs1ApGm9kKhtlD+4G/2ToPW2ilZW5JE0NJyrbVTCrVpsteEQu/jtPUsVC2OT49RHk1SZtTz14+/pPdpZ3PVrSOZ5wpSGUlmasYm8WYyv9yGjdtoyiBz5n9wgrHSsRZCKPqmCSqFntvSwKwnE9xTMwM+ipZEyQRkS8NJ3CELXybQ5ws58zF4tRgBI8a6JLw66TNOPPM8LrnuFhb7qik3k3i1uFNewEzgqUuh1Nl4IhbeaOYuRS2Oz0wQ0OOU6XEW+1cx4W+T2O3Arlw38mG+W+KiImLjDWVqlmtOMDY3DlCoTZ39PFvS9yyUBNHa35vj1W18ehqfbjcLimYn3G3sK2tJFNPCV2fj1hO4tDgeI4ESSeAx47iNehZWreXakQ/QZ8A5PPHaO6yKpghoCadEgZ5C1W1Kw5ls45wJfqU+rBA/3/88GJs7Qp+rtZGk/JNNbvZW9vH812Qfz79dPXedmwsyFNqmbDZZ/noKLf9LBNe8WtrJhg1ZqKE41Q1piqpreevzqTz7zr/45+TpzFi6koVqgJXlq5hf4uGDr77hvkce4/Cj+7DLnnvTrv3enDhgMLOXughqMby6c7HwRVrORM3dn807Ik2vKXRbSv7+zb81Ondd2Qy97EUsWy6gpf2c/x65y+SXoCi0TKF1ZZdp6fMXOv7y902h46vVQLveFEzb1j948cvakgZT7jGXq7UBkdzns+9TKKCb+ztrvlzzdWwusCuEENuaqlt4DQu/aROI2PgM5/ZUjx7HozfgNespq09Q1pAkEE3gN5xJV8v1KN8uXMHVd4zisN4nM/zuMfjWhikznA5/ax3dltoDuQFQ1bBbLLeV/9jP6Uy31onP3Z7stme3Jbd8jaKnKK11ahX69BgBo4GKSAOla9Zy1uXXcsRJ/Rn7/Ot4N0bxhxoIhBP4M8FYVbcaJ/Hx5N2VIR1sIf44Wuubt9Qu/Tnryn0u+7jXSKFqSVy1MdRIGiVTnsZnOpNwKeF4pg5snDI9RrkRw1drMOTaEfQ67SweeHYiFUacikgKvx7DH0mimklKw3W4tSjBaIzyugTlZoIyLUa53kCV2YB71UZeevdDup/Qn/169OHjGfPwheoJ6ElKN9bjjTRvs28uiLq5IGz+MoWuL4UCvZvj1dN4dfBqadSwjRq2UTQnY1U1yGnzW045Qt3Cpycpi9oEIxaBSIKyaJJgNMYbn33NyYOGcPYFlzNjqYtVdTa+cMIJthppPJqNR7dxZe5SyX42ry53UAjxc/1imbG5fxd6rNAJ+edkaOUGFX5uFmRLAYn8ZVoqYZAb+Pi5+2az723YqGba6YRocYJ6nE+/n8cZQy9jzw4HsU/HznQ54ih6HNOHo47tS7cjj2H/zofS/k/7sGPb3dnlL/tyxoWX8vfPJzsXKj2OU7801diByP5bqK5Zoe8hu725wdzc76e1i0NLF5Ts44X2Q/425Ge8Frrtu7WgUqH9vmkt2pYD1YX2Sf7x1nw/0SzwvK1/5OLXIfcYzD6W38DNX/5/vQ2FAgaFMnC39b4SQgjFtHBrMUpq6ygNRXHXRqmot/jJE+DNzyYz8V+fMGXuMn4qVplf6mdOscqUOUt44pW36NPvTDr3PJar7hzF8vLV+ENRfFrcqcVfYAA3fwCspUGw1gZyc7c9+1hLd4JlFWprttbuyG9DKXoKX6T5YLeiOdllxWtqWRys4qu5i7jz0Sf5ywFduO7u0UxdVExVNEVQSzbedpofjG2+ndnbUKU9I8QfQWt96c31v7akH15onU65PNu5hd5MU1obd8rFRGxUw8JvplDDcYqqa1jkq+Kbecu45cHx7HdId66+4z6mLiqm3Eg6pVfCMfzhBlaurmXKoiIenvhXPvpuFjMXFzOnyMOCEpWFpV4mfTWNa267l0OOPoHD+vTj7c+/oXh1LWq4AUWL4a+zcRsJFNPCk6kTviX9w/x9lb9vW7uTs9Brt2zgzkY1aKZQPVe/YePXM1nGoQbKwkmUdSYrytcztyTAv76aztEnDaDXSWcw7qW3CWoJyswU3nAyk2mbwh1O4Y3i3EGR89kag7E5NdkLX1OEEFn/82DszzkJF1q2UEC2pUZu7vJbejEodGtwvkInzqa///sLTe763GFH/mdxhRMohnMbhddI4NNiTFtYxK2jx9H75AHs3/lwdttjH9rtuiftdtmDtrvswe57deCQbr04eeBg7nn0ST787nuWVq0lWJfAo8VpKjzuZKM6NXab3rdQtkWh76fQ4y0FkDYXVM/v+BR6LPe5LdnfP3c0stDobO7fWxL0bW1A4b9tlIjfrpbOX4WOhZY65oX+3pJzZWvv19qxuCXbJYQQW52ZRIkkUSNJFCOGJ1xHRb3F9BUuHnhuIgMuvIKTBg6h36ALOP2cizl98MWcNvgiTj//UoZcNZyHX3iNqUuKKYvG8RoNqLpTNz+/rZF7vW9pkFXRC98hk328tQDtlg7qtnSebmlbsttR1gCqkW3HWfgjKeYH13PP0y/S/8JhnDBwMMedM5QRo8fx6Q8LKV1nUmbaeDULb+b24MZMpmwnunEbbSQYK8QfR2v9u5YGh1paV2uJNtn3alzOSDXOZ+LVbTy1CTzhBK6wU3KgKplmtlLOqGdfpv/QYZx4xmB6nzGYEfc/zKc/zMe1wcSvW/i1JEE9Rblh4Vqj8dnMeZxz5fWccs6FnDJoCKcNHsrp5wzl5IHncsqgofQfMozXT9LUAAAKLUlEQVTr7h7DW598Q9HqWpRQPYoWR9HjqGYSbzSJYiQykzsW/uxbErjO38fZ5wuVP8x/fMs0nas3CcZqNmrYcko96CkCWoqgZhHUkpSHE7z/nxlcfct9nDzgfI4/fTBnXXg1T73+HnNc5ZQZNmo44Uzcpdu4MxQzLcFYIf4HfpEJvLI2lw2QO7q/uaBrofUVauzmv3bTi4ljc9tcaBuyI3f5J82fq9XgSKZR7GRvJPGZFiuqa/jypyW8+s9PeOjZl7nl3rHccNtIbrxtJDfdMYo77h/H0xPf5u9ffMPsUi+ujQaqGUMx47i1eObi1lQaIDfDVTXsgpmrrW1za9/vli5XKBj73+y7lp4v9N6tXdRa64C1tHzu34U6aJt7jfh929yxXSjQ39qx01IGbaH15b5mS447GTgQQvz6WM7AtJnCo8XwaDECUYsllev5cMZPPPzym9z24OPccM+DXH/XGIaPfIjbxjzO+JffZtLUmcxTy1HDDfijKdx63JllWi9cmmlL25C5QdAtWW5LzqstBV8LPd/UdnN4NAt/1MYdTmQm80rhj6aYvjLIyGdf5oo7RnLbg4/y0CtvMW1pKcVrDacWr2bjCdtNk6RlFQjGevR0Tl3AbX1MCCF+ST/3fNWS/Dbp5mICimHj1lN4whY+zcavpVA1C3cojkePU23DlGWljHpuIlfcdg93jnmUh196gykLV1C8LozXzMyNoln4tBT+cAplYwNz3ZU8/+5H3Dt+Ajff/wjDRz7ADXffz40jH+Ce8c/wwnuT+Hr+MlauNfBHU3hNC4/mBIJVPemsV09mAoxNCVX5+yP/urC5z5y/nwrtt5/VHtdSKOEUipatEdtUy1XJ1I91zv1JvJpF0LDxhmL4ahp4+7Op3DRqHNff8QC3jXmcdz6ZwgKliqCWJGDYuGpjKGELxbDxGGlcmhOQdWkpCcYK8f/0i5QpKBRcaOlvRd+yepstBSxaWq6l7Ss0MVP+tmf/n/9c061k/8VJspV91PiclmosUq5kTvS+KPiiNv6ojddIULLeYFnFehb7q1kWWMPy4DqKKzbi31hPhWlRHrXxR1J4DAu3bjXOCpx7Ys9//0KP5X7m7N+5NdKyy+WP3G1pMLbQPs8PhOZ+T5vr+BRaT/525srfjpZGNFt6Ln+ZzdX2yd9/4vfp556/Nts4zVtv9v/575ldvrVasFsa9JVgrBBiW1N12+k8hm3UcAp3OOFkTpkWvmgKf9TCHaqjeE2YhYHVzPdWsTiwmuUVG/DWNFBVn6IsmkLRLDymjSucxK1l2kR64et6oXNrawNarQVbN9embfZZN9Nmzh2Myz6XbSNla+9nt9Np41rMVlfx1aIivi9RKFlbi6e2jmAkhdew8Wg2bs0JsqomedekTEdaT5HNtPIYaTw6SDBWiD+2ls55W9LH23wwNu1kXYYs/BoE9DR+3UbVLBQjSTCe4kdvOV8vWM4PK9x41tTiq40QNOJ4jThuI447GzANp3DXWihaioCZxqelKF1nsqxyA4sC1SzyV7K0Yi3Fa0L4jAbK6p3YgFu3UCNp5zoRTjoTYoUt/JqTVapkPnehJLJCSTyba99vrr39c9rjzvXSaqzvrer5A23ZgLdzHfSaKVy1DbhDDUwv9vH1wmIWl61hRXWNU5fXsAjoFj7duf56tMw6zDRuzZnAS4KxQvz//aKZsYq+ZZ371oID+QGJ1rJoC63PebzpudYKkG/u5Pj/yR5rKWDZOJqmp5wZEMM2asjpgHgzjeCiUJxiPYErYqPUgbcegjEI1kFZHVTUQ9BM49oYw1ObQNVtFBM8RtNtd4reVGYgd8Kzli6ShWZz39J9kh+kLbSvf+5+3mR/Gc3LCGSXKbSdrQX7Nxc0bi2wn3/stbb/Wvu84veppc5+S537Qr+h3Oe3JIi6uQby5gZOhBDi18CrpfFpaXwa+DTwm6CYUKolKdESuCIp1AZQ69IEY2kqE1AVg/I6CJrgyZaC0m08Jk4w0UznZDYlmw1gKXqqYMCztXNuocdaGthtKZEgv43QWnsp28Yp1H7LnVjMo1n4DJvyepvK+hTlUYtgXRollMQdtvFooBjgjYBbS+PRmrJem0/AIsFYIURzLSXRtJRA0No6mg06GU7Wpaqn8eug1iTxaTY+wwmOlmoxfNEUVQ1pVkUtKrQY1RGLgBHHG0niNpKsDMXwRZ3zvVsHt+Gc991GGl80TaAeymNQlUgTiNr4o2ncehKXnkSJpCmuTeLWnBrc/gj4wmkCoRTBsI1fs/Hqm09oaGk/tdY+39KBuxb3p+bEEAK6TUCzG+vD5gZj3abDE7HxmClchoUSsVGjNt66NIFYmvJEmkC9jaLFUbU4ajiBEkrgM53SB27Nxm2kUKNpSkIJPJkAb/Y9JBgrxM/3iwdjxf+fR88ZecrU1HGeawo0q3rKmbRB37IMYSGEEEKI35rW20NWY/aSDDg13y9N+2Nbb5MQQmxG3nnK05hYZaFoyUyft3nClSeT9Vkw+Sb3GpF7Xmz2+k23Q9WbBzV/zbZkWz16apP9kr9vPJrVGFNobT3b+vMK8XsgwdjfqNY6GRKMFUIIIcQfgQReZb8IIf4YWsoy3dLXyPlQCPFrIsHY3zC5mAghhBDij0462LJfhBB/DJsrMbcpCcQKIX6dJBgrhBBCCCF+h+ROISGE+D3akglyN/f6bf0ZhBB/bBKMFUIIIYQQvzt/5LJNf+TPLoT4/duSYGxrE4TLuVEIsa1JMPY3aksuIHIrhhBCCCHEH09LQQohhBBCCLHtSTBWCCGEEEKI3xEJwgoh/ogkGUkI8VshwVghhBBCCCGEEEL8hskkXUKI3w4JxgohhBBCCCGEEOI3y6NJMFYI8dshwVghhBBCCPGbJLVRhRDij+G/Pc/LNUII8WskwVghhBBCCCGEEEIIIYTYCiQYK4QQQgghhBBCCCGEEFuBBGOFEEIIIYQQQgghhBBiK5BgrBBCCCGEEEIIIYQQQmwFEowVQgghhBBCCCGEEEKIrUCCsUIIIYQQQgghhBBCCLEVSDBWCCGEEEIIIYQQQgghtgIJxgohhBBCCCGEEEIIIcRWIMFYIYQQQgghhBBCCCGE2AokGCuEEEIIIYQQQgghhBBbgQRjhRBCCCGEEEIIIYQQYiuQYKwQQgghhBBCCCGEEEJsBRKMFUIIIYQQQgghhBBCiK1AgrFCCCGEEEIIIYQQQgixFUgwVgghhBBCCCGEEEIIIbYCCcYKIYQQQgghhBBCCCHEViDBWCGEEEIIIYQQQgghhNgKJBgrhBBCCCGEEEIIIYQQW4EEY4UQQgghhBBCCCGEEGIrkGCsEEIIIYQQQgghhBBCbAVtPEYKIYQQQgghhBBCCCGEEL+sNopuI4QQQgghhBBCCCGEEOKX1caj2QghhBBCCCGEEEIIIYT4ZbXx6BZCCCGEEEIIIYQQQgghflltFCOOEEIIIYQQQgghhBBCiF/W/wEoN9xArR2UWgAAAABJRU5ErkJggg==" style="margin-left: auto; margin-right: auto;" width="400" /></td></tr>
<tr><td class="tr-caption" style="text-align: center;">źródło: <i>Między nami</i>. Podręcznik do klasy VI, GWO</td></tr>
</tbody></table>
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polskipogodzinachhttp://www.blogger.com/profile/04750628829384894489noreply@blogger.com0tag:blogger.com,1999:blog-3127296865264740731.post-69970229758909250412020-04-06T05:45:00.001+02:002020-04-06T06:04:59.527+02:006b - Przyimki - nieodmienne części mowy.1. Zapisz w zeszycie temat lekcji, czyli tytuł tego wpisu.<br />
2. PO TEJ LEKCJI;<br />
<b>ODRÓŻNIASZ PRZYIMKI OD INNYCH CZĘŚCI MOWY</b><br />
<b>ODRÓŻNIASZ PRZYIMKI ZŁOŻONE</b><br />
<b>ZNASZ I STOSUJESZ ZASADY PISOWNI PRZYIMKÓW ZŁOŻONYCH </b><br />
<b>WIESZ, CZYM JEST WYRAŻENIE PRZYIMKOWE</b><br />
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Na początek film:<br />
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<iframe allow="accelerometer; autoplay; encrypted-media; gyroscope; picture-in-picture" allowfullscreen="" frameborder="0" height="315" src="https://www.youtube.com/embed/pNwqepkNoVw" width="520"></iframe>
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<div style="text-align: justify;">
<b>Zadanie: </b>na podstawie filmu zrób w zeszycie notatkę, <b><span style="color: #38761d;">wybierając dowolną jej formę. </span></b>Możesz również skorzystać z podręcznika - <b>s.159.<span style="color: #38761d;"><br /></span></b></div>
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<b>SPRAWDŹ SIĘ</b><br />
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<iframe allowfullscreen="" frameborder="0" height="380" src="https://wordwall.net/pl/embed/d436c7a6424e45b79ed994cbac614f12?themeId=49&templateId=45" width="500"></iframe>
<i><br /></i><br />
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<span style="color: #3d85c6;"><b>PRZYIMKI ZŁOŻONE</b></span><br />
Powstają z połączenia co najmniej dwóch przyimków prostych:<br />
<b>zza = z+za</b><br />
<b>spod = z + pod</b> (zwróć uwagę na zapis - zgodny z wymową, jeśli pierwsza głoska drugiego przyimka jest bezdźwięczna, przyimek zapisuje się jako <i>s</i> (ale <i>znad</i>). )<br />
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<b><span style="color: #38761d;">Ćwiczenie - rozbij poniższe przyimki złożone na składniki pierwsze - w zeszycie:</span></b><br />
pośród, poprzez, pomiędzy, ponad, wśród, spoza, obok, około, spod, oprócz, pomimo <br />
<br />
<b>UWAGA</b><br />
sponad - Spojrzał <b>sponad</b> zeszytu nieprzytomnym wzrokiem. <br />
z ponad - <b>Z ponad</b> (czyli z więcej niż) kilkudziesięciu nadesłanych prac wybrano trzy najlepsze. <br />
<b> <a href="https://epodreczniki.pl/a/bez-przyimka-ani-rusz/DNRhSSVkH" target="_blank">klik</a> -</b> ćwiczenie 2.<br />
<b><br /></b>
<span style="color: #3d85c6;"><b>WYRAŻENIE PRZYIMKOWE</b></span><br />
<b>czyli połączenie przyimka z inną częścią mowy - najczęściej rzeczownikiem i zaimkiem </b><br />
<b><a href="https://epodreczniki.pl/a/bez-przyimka-ani-rusz/DNRhSSVkH" target="_blank">klik</a> </b>- ćwiczenie 3. i 4.<b></b><br />
<b><a href="https://epodreczniki.pl/a/forma-bez-zmian---nieodmienne-czesci-mowy/D1Actbjwl" target="_blank">klik</a> - </b>ćwiczenie 4.<b><br /></b><br />
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<b> - - - - - - - - </b><br />
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<b>Zadanie dla chętnych:</b><br />
<b>Ćwiczenie: Ile przyimków naliczyłeś w poniższym utworze?</b><br />
<br />
Julian Kornhauser,<i> Lekcja o przyimku</i><br />
<br />
<i>Ptaszek siedzi w klatce.<br />Ptaszek wychodzi z klatki.<br />Ptaszek chodzi po klatce.<br />Ptaszek fruwa nad klatką.<br />Ptaszek wchodzi do klatki.<br />Ptaszek bije skrzydłami o klatkę.<br />Ptaszek siedzi przed klatką.<br />Ptaszek siedzi przy klatce.<br />Ptaszek trzyma łapki na klatce.<br />Ptaszek wychodzi za klatkę.<br />Biedny ptaszek.</i><br />
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*Zadanie dla chętnych: <i> </i>jak rozumiesz ten wiersz, jaki problem porusza? Zapisz odpowiedź<i> </i>w zeszycie, prześlij w treści wiadomości (Librus).<br />
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<br />polskipogodzinachhttp://www.blogger.com/profile/04750628829384894489noreply@blogger.com0tag:blogger.com,1999:blog-3127296865264740731.post-83877561761828215682020-04-06T03:35:00.002+02:002020-04-16T13:32:23.089+02:00Melchior Wańkowicz, "Tędy i owędy" <span style="color: #38761d;"><span style="color: black;"><b>cz.1.</b> </span></span><br />
<span style="color: #38761d;"><span style="color: black;">1. Przejdź do strony 139. w podręczniku. Przeczytaj reportaż 'Korepetycje przy herbacie". </span></span><br />
<span style="color: #38761d;">W zeszycie streść krótko tekst, a następnie odpowiedz na pytanie: </span><br />
<span style="color: #38761d;">Jakie funkcje mogą pełnić reportaże?</span><br />
<span style="color: #38761d;"><span style="color: black;">(innymi słowy - w jakim celu powstają, dlaczego ktoś zadaje sobie trud ich napisania?)</span> </span><br />
<br />
<span style="color: #38761d;"><span style="color: black;">2. Na stronie 142. znajdziesz <b>cechy reportażu</b> jako gatunku dziennikarskiego. <span style="color: #38761d;">Zapisz je w zeszycie</span>.</span></span><br />
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<span style="color: #38761d;"><span style="color: black;">Reportaż to nie tylko słowo pisane. Z pewnością kojarzysz programy telewizyjne typu <i>Sprawa dla reportera</i> czy <i>Uwaga</i>.No i nie zapominajmy o fotoreportażu - na <b><a href="https://www.swiatobrazu.pl/fotoreportaz-opowiadanie-historii-za-pomoca-zdjec-praktyczny-poradnik-22923.html,1" target="_blank">tej stronie</a></b> znajdziesz kilka cennych rad, jak taki fotoreportaż przygotować. </span></span><br />
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<span style="color: #38761d;"><span style="color: black;">Bez względu na formę reportaż powinien pokazywać problem z jak największej liczby punktów widzenia, musi opierać się na rzetelnych danych i do absolutnego minimum ograniczyć komentarz autora - ten ma być bezstronny, przezroczysty na ile to możliwe.</span></span><br />
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cz.2.<br />
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Klikaj w aktywne elementy plakatu. Czytaj informacje, które się pojawią.<br />
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<span style="color: #38761d;"><span style="color: black;">Poznasz postać <b>Melchiora Wańkowicza</b>, przeczytasz jeden z jego reportaży (symbole kopert).</span> </span><br />
<span style="color: #38761d;">Do zeszytu wpisz cechy reportażu oraz informacje o czasie i miejscu akcji oraz genezie utworu.</span><br />
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autor: Lidia Nykiel<br />
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<a href="https://www.youtube.com/watch?v=gJeZO5KvDfk&feature=youtu.be&fbclid=IwAR1i5tEb1oR8W1BDzwtfPOquCb_8I6WcBiV5oS_iJPUYNG2UZ3yCDySWXNw" target="_blank"><b>KLIK</b></a> <br />
<br />polskipogodzinachhttp://www.blogger.com/profile/04750628829384894489noreply@blogger.com0