Kruk S.A. — Audit Report / Information 2023

Mar 27, 2024

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          • span (class="awspan awtext001", style="font-size:7pt; left:0pt; top:0.23pt; line-height:7.82pt;"): PricewaterhouseCoopers Polska spółka z ograniczoną odpowiedzialnością Audyt sp. k., ul. Polna 11, 00-633 Warszawa, Polska; T: +48 (22) 746
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          • span (class="awspan awtext001", style="font-size:7pt; left:0pt; top:8.28pt; line-height:7.82pt;"): 4000, F: +48 (22) 742 4040,
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              • span (class="awspan awtext001", style="font-size:7pt; color:#0000ff; left:88.93pt; top:8.28pt; line-height:7.82pt;"): www.pwc.pl
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          • span (class="awspan awtext001", style="font-size:7pt; left:0pt; top:0.23pt; line-height:7.82pt;"): PricewaterhouseCoopers Polska spółka z ograniczoną odpowiedzialnością Audyt sp. k., wpisana jest do Krajowego Rejestru Sądowego
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          • span (class="awspan awtext001", style="font-size:7pt; left:0pt; top:8.28pt; line-height:7.82pt;"): prowadzonego przez Sąd Rejonowy dla m. st. Warszawy, pod numerem KRS 0000750050, NIP 526-021-02-28. Siedzibą Spółki jest Warszawa,
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          • span (class="awspan awtext001", style="font-size:7pt; left:0pt; top:16.33pt; line-height:7.82pt;"): ul. Polna 11.
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      • div (class="awdiv", style="left:70.9pt; top:743.01pt;")
        • div (class="awdiv", style="left:-0.38pt; top:0pt; width:0pt; height:1pt; border-left:solid 0.75pt #d04a02;")
      • div (class="awdiv", style="left:70.9pt; top:99.25pt;")
        • span (class="awspan awtext002", style="font-size:16pt; color:#d04a02; left:0pt; top:18pt; line-height:18.18pt;"): Sprawozdanie niezależnego biegłego rewidenta z badania
        • div (class="awdiv", style="top:56.18pt;")
          • div (style="left:0pt; top:0pt;")
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:0.33pt; line-height:11.17pt;"): Dla Walnego Zgromadzenia i Rady Nadzorczej Kruk S.A.
      • div (class="awdiv", style="left:70.9pt; top:184.93pt;")
        • div (style="left:0pt; top:0pt;")
        • span (class="awspan awtext003", style="color:#d04a02; left:0pt; top:0.39pt; line-height:13.41pt;"): Sprawozdanie z badania rocznego jednostkowego sprawozdania finansowego
        • div (class="awdiv", style="left:-1.45pt; top:15.8pt; width:456.4pt; height:0pt; border-top:solid 1pt #d04a02;")
        • div (class="awdiv", style="top:22.8pt;")
          • div (style="left:0pt; top:0pt;")
          • span (class="awspan awtext001", style="color:#d04a02; left:0pt; top:0.39pt; line-height:13.41pt;"): Nasza opinia
      • div (class="awdiv", style="left:70.9pt; top:227.53pt;")
        • div (style="left:0pt; top:0pt;")
        • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:0.33pt; line-height:11.17pt;"): Naszym zdaniem, załączone roczne jednostkowe sprawozdanie finansowe:
        • div (class="awdiv", style="left:-0.15pt; top:17.5pt;")
          • div (style="left:0pt; top:0pt;")
          • span (class="awspan awtext001", style="font-size:10pt; color:#d04a02; left:0pt; top:0.33pt; line-height:11.17pt;"): •
          • span (class="awspan awtext001", style="font-size:10pt; left:18pt; top:0.33pt; line-height:11.17pt;"): przedstawia rzetelny i jasny obraz jednostkowej sytuacji majątkowej i finansowej Kruk S.A.
          • span (class="awspan awtext001", style="font-size:10pt; left:18pt; top:11.83pt; line-height:11.17pt;"): („Spółka”) na dzień 31 grudnia 2023 r. oraz jednostkowego wyniku finansowego i jednostkowych
          • span (class="awspan awtext001", style="font-size:10pt; left:18pt; top:23.33pt; line-height:11.17pt;"): przepływów pieniężnych Spółki za rok obrotowy zakończony w tym dniu zgodnie z mającymi
          • span (class="awspan awtext001", style="font-size:10pt; left:18pt; top:34.82pt; line-height:11.17pt;"): zastosowanie Międzynarodowymi Standardami Sprawozdawczości Finansowej zatwierdzonymi
          • span (class="awspan awtext001", style="font-size:10pt; left:18pt; top:46.32pt; line-height:11.17pt;"): przez Unię Europejską oraz przyjętymi zasadami (polityką) rachunkowości;
        • div (class="awdiv", style="left:-0.15pt; top:80.99pt;")
          • div (style="left:0pt; top:0pt;")
          • span (class="awspan awtext001", style="font-size:10pt; color:#d04a02; left:0pt; top:0.33pt; line-height:11.17pt;"): •
          • span (class="awspan awtext001", style="font-size:10pt; left:18pt; top:0.33pt; line-height:11.17pt;"): jest zgodne co do formy i treści z obowiązującymi Spółkę przepisami prawa oraz jej statutem;
        • div (class="awdiv", style="top:98.49pt;")
          • div (style="left:0pt; top:0pt;")
          • span (class="awspan awtext001", style="font-size:10pt; color:#d04a02; left:0pt; top:0.33pt; line-height:11.17pt;"): •
          • span (class="awspan awtext001", style="font-size:10pt; left:17.85pt; top:0.33pt; line-height:11.17pt;"): zostało sporządzone na podstawie prawidłowo prowadzonych ksiąg rachunkowych zgodnie z
          • span (class="awspan awtext001", style="font-size:10pt; left:17.85pt; top:11.83pt; line-height:11.17pt;"): przepisami rozdziału 2 ustawy z dn. 29 września 1994 r. o rachunkowości („Ustawa o
          • span (class="awspan awtext001", style="font-size:10pt; left:17.85pt; top:23.33pt; line-height:11.17pt;"): rachunkowości”).
        • div (class="awdiv", style="top:138.99pt;")
          • div (style="left:0pt; top:0pt;")
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:0.33pt; line-height:11.17pt;"): Niniejsza opinia jest spójna z naszym sprawozdaniem dodatkowym dla Komitetu Audytu, które
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:11.83pt; line-height:11.17pt;"): wydaliśmy z dniem niniejszego sprawozdania.
        • div (class="awdiv", style="top:161.99pt;")
          • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:6.33pt; line-height:11.17pt;"): Przedmiot naszego badania
        • div (class="awdiv", style="top:185.49pt;")
          • div (style="left:0pt; top:0pt;")
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:0.33pt; line-height:11.17pt;"): Przeprowadziliśmy badanie rocznego jednostkowego sprawozdania finansowego Kruk S.A., które
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:11.83pt; line-height:11.17pt;"): zawiera:
        • div (class="awdiv", style="left:3.45pt; top:214.49pt;")
          • div (style="left:0pt; top:0pt;")
          • span (class="awspan awtext001", style="font-size:10pt; color:#d04a02; left:0pt; top:0.33pt; line-height:11.17pt;"): •
          • span (class="awspan awtext001", style="font-size:10pt; left:14.4pt; top:0.33pt; line-height:11.17pt;"): jednostkowe sprawozdanie z sytuacji finansowej na dzień 31 grudnia 2023 r.;
        • div (class="awdiv", style="top:231.98pt;")
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:0.33pt; line-height:11.17pt;"): oraz sporządzone za rok obrotowy zakończony tego dnia:
        • div (class="awdiv", style="left:3.45pt; top:249.48pt;")
          • div (style="left:0pt; top:0pt;")
          • span (class="awspan awtext001", style="font-size:10pt; color:#d04a02; left:0pt; top:0.33pt; line-height:11.17pt;"): •
          • span (class="awspan awtext001", style="font-size:10pt; left:14.4pt; top:0.33pt; line-height:11.17pt;"): jednostkowe sprawozdanie z zysków lub strat;
        • div (class="awdiv", style="left:3.45pt; top:266.98pt;")
          • span (class="awspan awtext001", style="font-size:10pt; color:#d04a02; left:0pt; top:0.33pt; line-height:11.17pt;"): •
          • span (class="awspan awtext001", style="font-size:10pt; left:14.4pt; top:0.33pt; line-height:11.17pt;"): jednostkowe sprawozdanie z całkowitych dochodów;
        • div (class="awdiv", style="left:3.45pt; top:284.48pt;")
          • div (style="left:0pt; top:0pt;")
          • span (class="awspan awtext001", style="font-size:10pt; color:#d04a02; left:0pt; top:0.33pt; line-height:11.17pt;"): •
          • span (class="awspan awtext001", style="font-size:10pt; left:14.4pt; top:0.33pt; line-height:11.17pt;"): jednostkowe sprawozdanie ze zmian w kapitale własnym;
        • div (class="awdiv", style="left:3.45pt; top:301.98pt;")
          • div (style="left:0pt; top:0pt;")
          • span (class="awspan awtext001", style="font-size:10pt; color:#d04a02; left:0pt; top:0.33pt; line-height:11.17pt;"): •
          • span (class="awspan awtext001", style="font-size:10pt; left:14.4pt; top:0.33pt; line-height:11.17pt;"): jednostkowe sprawozdanie z przepływów pieniężnych, oraz
        • div (class="awdiv", style="left:3.45pt; top:319.48pt;")
          • div (style="left:0pt; top:0pt;")
          • span (class="awspan awtext001", style="font-size:10pt; color:#d04a02; left:0pt; top:0.33pt; line-height:11.17pt;"): •
          • span (class="awspan awtext001", style="font-size:10pt; left:14.4pt; top:0.33pt; line-height:11.17pt;"): informację dodatkową do jednostkowego sprawozdania finansowego zawierającą
          • span (class="awspan awtext001", style="font-size:6.5pt; left:374.06pt; top:0.47pt; line-height:7.26pt;")
          • span (class="awspan awtext001", style="font-size:10pt; left:375.87pt; top:0.33pt; line-height:11.17pt;"): informację o
          • span (class="awspan awtext001", style="font-size:10pt; left:14.4pt; top:11.83pt; line-height:11.17pt;"): istotnych politykach rachunkowości oraz inne informacje objaśniające.
        • div (class="awdiv", style="top:348.48pt;")
          • div (style="left:0pt; top:0pt;")
          • span (class="awspan awtext001", style="color:#d04a02; left:0pt; top:22.89pt; line-height:13.41pt;"): Podstawa opinii
        • div (class="awdiv", style="left:-1.45pt; top:366.48pt; width:456.4pt; height:0pt; border-top:solid 0.75pt #d04a02;")
      • div (class="awdiv", style="left:70.9pt; top:618.3pt;")
        • div (style="left:0pt; top:0pt;")
        • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:0.33pt; line-height:11.17pt;"): Nasze badanie przeprowadziliśmy zgodnie z Krajowymi Standardami Badania przyjętymi uchwałą
        • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:11.83pt; line-height:11.17pt;"): Krajowej Rady Biegłych Rewidentów
        • span (class="awspan awtext001", style="font-size:8.5pt; left:162.3pt; top:13.18pt; line-height:9.5pt;")
        • span (class="awspan awtext001", style="font-size:10pt; left:164.66pt; top:11.83pt; line-height:11.17pt;"): oraz uchwałą Rady Polskiej Agencji Nadzoru Audytowego
        • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:23.33pt; line-height:11.17pt;"): („KSB”),a także stosownie do postanowień ustawy z dn.11 maja 2017 r. o biegłych rewidentach,
        • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:34.82pt; line-height:11.17pt;"): firmach audytorskich i nadzorze publicznym („Ustawa o biegłych rewidentach”), a także
        • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:46.32pt; line-height:11.17pt;"): Rozporządzenia UE nr 537/2014 z dnia 16 kwietnia 2014 r. w sprawie szczegółowych wymogów
        • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:57.82pt; line-height:11.17pt;"): dotyczących ustawowych badań sprawozdań finansowych jednostek interesu publicznego
        • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:69.32pt; line-height:11.17pt;"): („Rozporządzenie UE” ). Nasza odpowiedzialność zgodnie z KSB została dalej opisana w sekcji
        • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:80.82pt; line-height:11.17pt;"): Odpowiedzialność biegłego rewidenta za badanie jednostkowego sprawozdania finansowego.
    • div (class="awdiv awpage", style="width:595.3pt; height:841.9pt;")
      • div (class="awdiv", style="left:70.9pt; top:779.63pt; clip:rect(0pt,524.4pt,23.67pt,-70.9pt);")
        • span (class="awspan awtext001", style="font-size:8.5pt; left:448.77pt; top:0.28pt; line-height:9.5pt;"): 2
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        • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:0.33pt; line-height:11.17pt;"): Uważamy, że dowody badania, które uzyskaliśmy są wystarczające i odpowiednie, aby stanowić
        • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:11.83pt; line-height:11.17pt;"): podstawę dla naszej opinii.
        • div (style="left:119.52pt; top:11.5pt;")
        • div (class="awdiv", style="top:29pt;")
          • div (style="left:0pt; top:0pt;")
          • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:0.33pt; line-height:11.17pt;"): Niezależność
        • div (class="awdiv", style="top:46.5pt;")
          • div (style="left:0pt; top:0pt;")
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:0.33pt; line-height:11.17pt;"): Jesteśmy niezależni od Spółki zgodnie z Międzynarodowym Kodeksem Etyki Zawodowych
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:11.83pt; line-height:11.17pt;"): Księgowych (w tym Międzynarodowymi Standardami Niezależności) wydanym przez Radę
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:23.33pt; line-height:11.17pt;"): Międzynarodowych Standardów Etycznych dla Księgowych (“Kodeks IESBA”) przyjętym uchwałą
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:34.82pt; line-height:11.17pt;"): Krajowej Rady Biegłych Rewidentów oraz z innymi wymogami etycznymi, które mają zastosowanie do
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:46.32pt; line-height:11.17pt;"): naszego badania jednostkowych sprawozdań finansowych w Polsce. Wypełniliśmy nasze inne
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:57.82pt; line-height:11.17pt;"): obowiązki etyczne zgodnie z tymi wymogami i Kodeksem IESBA. W trakcie przeprowadzania badania
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:69.32pt; line-height:11.17pt;"): kluczowy biegły rewident oraz firma audytorska pozostali niezależni od Spółki zgodnie z wymogami
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:80.82pt; line-height:11.17pt;"): niezależności określonymi w Ustawie o biegłych rewidentach oraz w Rozporządzeniu UE.
        • div (class="awdiv", style="top:144.49pt;")
          • div (style="left:0pt; top:0pt;")
          • span (class="awspan awtext001", style="color:#d04a02; left:0pt; top:16.89pt; line-height:13.41pt;"): Nasze podejście do badania
        • div (class="awdiv", style="left:-1.45pt; top:156.49pt; width:456.4pt; height:0pt; border-top:solid 0.75pt #d04a02;")
        • div (class="awdiv", style="top:186.79pt;")
          • div (style="left:0pt; top:0pt;")
          • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:0.33pt; line-height:11.17pt;"): Podsumowanie
        • div (class="awdiv", style="top:204.29pt;")
          • div (style="left:0pt; top:0pt;")
        • div (class="awdiv", style="top:221.79pt;")
          • div (class="awdiv", style="left:226.9pt; clip:rect(0.5pt,226.6pt,118.2pt,0pt);")
            • div (class="awdiv", style="left:5pt; top:5.5pt;")
              • span (class="awspan awtext001", style="font-size:10pt; color:#d04a02; left:0pt; top:21.93pt; line-height:11.17pt;"): •
              • span (class="awspan awtext001", style="font-size:10pt; left:17.85pt; top:21.93pt; line-height:11.17pt;"): Istotność ogólna przyjęta do badania została
              • span (class="awspan awtext001", style="font-size:10pt; left:17.85pt; top:33.43pt; line-height:11.17pt;"): określona na poziomie 52 700 tys. zł, co
              • span (class="awspan awtext001", style="font-size:10pt; left:17.85pt; top:44.93pt; line-height:11.17pt;"): stanowi 5% zysku przed opodatkowaniem
              • span (class="awspan awtext001", style="font-size:10pt; left:17.85pt; top:56.43pt; line-height:11.17pt;"): oszacowanego
              • span (class="awspan awtext001", style="font-size:10pt; left:84.56pt; top:56.43pt; line-height:11.17pt;"): na etapie badania
              • span (class="awspan awtext001", style="font-size:10pt; left:17.85pt; top:67.93pt; line-height:11.17pt;"): wstępnego
          • div (class="awdiv", style="top:117.2pt;")
            • div (class="awdiv", style="left:226.9pt; clip:rect(0.5pt,226.6pt,94pt,0pt);")
              • div (class="awdiv", style="left:5pt; top:5.5pt;")
                • span (class="awspan awtext001", style="font-size:10pt; color:#d04a02; left:0pt; top:16.08pt; line-height:11.17pt;"): •
                • span (class="awspan awtext001", style="font-size:10pt; left:17.85pt; top:16.08pt; line-height:11.17pt;"): Wszystkie istotne pozycje ujęte w
                • span (class="awspan awtext001", style="font-size:10pt; left:17.85pt; top:27.58pt; line-height:11.17pt;"): jednostkowym sprawozdaniu finansowym
                • span (class="awspan awtext001", style="font-size:10pt; left:17.85pt; top:39.08pt; line-height:11.17pt;"): zostały objęte naszymi procedurami
                • span (class="awspan awtext001", style="font-size:10pt; left:17.85pt; top:50.58pt; line-height:11.17pt;"): audytowymi
          • div (class="awdiv", style="top:210.2pt;")
            • div (class="awdiv", style="left:226.9pt; clip:rect(0.5pt,226.6pt,70.35pt,0pt);")
              • div (class="awdiv", style="left:5pt; top:5.5pt;")
                • span (class="awspan awtext001", style="font-size:10pt; color:#d04a02; left:0pt; top:10pt; line-height:11.17pt;"): •
                • span (class="awspan awtext001", style="font-size:10pt; left:17.85pt; top:10pt; line-height:11.17pt;"): Niepewność szacunku rezerwy z tytułu
                • span (class="awspan awtext001", style="font-size:10pt; left:17.85pt; top:21.5pt; line-height:11.17pt;"): odroczonego podatku dochodowego od
                • span (class="awspan awtext001", style="font-size:10pt; left:17.85pt; top:33pt; line-height:11.17pt;"): zysków zatrzymanych w spółkach zależnych
          • div (class="awdiv", style="left:226.9pt; top:0pt; width:226.6pt; height:0pt; border-top:solid 0.75pt #c00000;")
          • div (class="awdiv", style="left:226.9pt; top:117.2pt; width:226.6pt; height:0pt; border-top:solid 0.75pt #e36c09;")
          • div (class="awdiv", style="left:226.9pt; top:210.2pt; width:226.6pt; height:0pt; border-top:solid 0.75pt #e36c09;")
          • div (class="awdiv", style="left:226.9pt; top:279.55pt; width:226.6pt; height:0pt; border-top:solid 0.75pt #c00000;")
      • div (class="awdiv", style="left:70.9pt; top:672.44pt;")
        • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:0.33pt; line-height:11.17pt;"): Zaprojektowaliśmy nasze badanie ustalając istotność i oceniając ryzyko istotnego zniekształcenia
        • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:11.83pt; line-height:11.17pt;"): jednostkowego sprawozdania finansowego. W szczególności rozważyliśmy, gdzie Zarząd Spółki
        • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:23.33pt; line-height:11.17pt;"): dokonał subiektywnych osądów; na przykład w odniesieniu do znaczących szacunków księgowych,
        • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:34.82pt; line-height:11.17pt;"): które wymagały przyjęcia założeń oraz rozważenia wystąpienia przyszłych zdarzeń, które z natury są
        • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:46.32pt; line-height:11.17pt;"): niepewne. Odnieśliśmy się również do ryzyka obejścia przez Zarząd kontroli wewnętrznej, w tym –
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pFgFDeM+0qWcwdJkPBSCJsi6sQNeJ6loMFr23SivmjlkxBCDDNsiLvH2yZRznaKxtiBhTE2qpCxc2LPrkFj/QBsFsULk44xV4emlGTNbpWrntL8SBTxqAtL8H5HXNoe4XuoI16cscO7PPswN1N165YQQoghgiPLQmAfLHj2xULWLoSQ+XuYtTxGnpxSega2jA18unu1th2QjQRLc9P0bZEQlLdIYA6l0uo97jF2NwTN5RAzHsTOnh3tiqMRQoghgzkzmOW0OMbehYZ7LzTWX0IjfT6EzD0QNM90o+HuKS9fZWCkVivJRrqlcTX01CyYUKobEDMLYQ/Bfl70bTRX/BXH2bsYc3Zvu63n1jshhBA1hMnvutnw5uxYNNLfjJn4jlNKns0OPVv5ZGtpZQcb7DTA123cZbKRZKmYSXd6T/LTMINwaQPLx8Ks3Rxm7CIcT4lbbC9O3br1TgghRA2JWmwXjCRb0AhfkQT4lhrkZCdr5tpIG29NJ8lkr7Z0+imtG8nUk29LC1l7rpCxrnyL/SGfsRYMCj4UttnblDlYCCFqBIN8555gG83I2JYcNcaenYyG+MqYGXx9m0fvC13nXLGk4F6ZbHCWZhJO8tPAIs96y/FmP0e9agkDOwCCZsdi1t7OlYJuvRRCCLEGMD6mMMY+GGfsaxAy30ej+0c0xo/H9MgEtoxihm5zxsdo2bVMNjhLt0ZIdufmdGyQCJoXIGa4xcdfIWh+lPftROZsUl4aIYR4ndAjMylrb5k22raDiPli0bOf4vg4bAEa25fSOAC3kZbJZK/PuOKPA4PyyqcpeO3yMLBTGBw85QTbyK2jQgghBmB2WcTks/aJTs9O5igRIuZB2NMUMUwGRvc4j/LGyGRrb6xHzEmzKN2N27dnYPdDyFwVeTY2ztpnojG2E2Np3PoqhBDCoXuUbZAfaztEOft8Z9bOhaC5M+8leypxKenyNHW7NomUyWpnlcn2ypmDGRzMDVm5Meufi75dClGTKbTYHlq6LYQQA8AcFz0526nLt89hRHgmRMxfYc+kCcD6jlUaY5lMVjtjLA09Nclz3xZAyPwHdnWYtRMKgb23u9024FRwb69WPAkhRALn42eigURjeWCUswwaz4sxKrwTgqYbx2QenyPG1BsjMSOTrRuLyrtx0zvDFYKczkV9XIG6OR/HR/H+1Xh/PD2n3EakZ6Jt6NZnIYQYkcwYazuggTwmzlk7hMrNeNyJRvPZiIm9gle8MhIxMtnQWOV2COXXljOOBsduiJoHcbw82UbEs/dMytqb3DothBAjArqoe461DYtZ2xYN4+EQKuehkbwdVmTjyY0hZ7cpwLfeLE1IOKCl4tM193MDmPt/ZcNn9Ihy2inZ46y1tGkl7JHQt+/kfTu007f3d4yxTZWPRggx4mAyrm7f9gs9GxNztZJvf0PDGbOhpIubadfp4paYGX6juEgDr9mppZZ2bulz5vpJE7FVs3S/LP6+ld9R+Z1931v2Cuj3H37j75D8vq2l35C/SRjY/EJgD+QD+zksB2GzXz5r75SgEUKMKJJEeJ6NR2N5U+TbFAYZ4vHLfSP48tFtWGVDb+nvUbmSrHJFWfo47fD6M1esuH9f+ZqmFuvPKr1mqLMrIWZehpCZW/DtlkLOPOajmdVqm9Hr6tZ3IYRoGrikkx6ZLt/eH3p2fNG3X0HETIM9x44rDfQtj8aTQERZbaxSkKTWJyDKAqPPw+IIEH4WI/FV6MCWcS+fxAJ7kcYEhslj3xbj/zyD54uS1S8YuZdtHo/Ja749xVgofO75uDRVkXxH33cFtjQxfif320KHyXPmubmCqD9hJCG0bi310rGezp+A3wBHiJoCPTQQNBlc90+ELbY1M3e79V8IIZqCmYG9A43fQWgUz0BHdS1scjk51yp2RmlnpU6odpaKmD7PSXnKh8KRMUlcsULjtB6TpTFWaeGEUvK0hRNLHdaTeC8sbebJ7Ms9iQU2CzYbv91c2Gz8nxDPJ8H+hed/x2f+isd/hki5K+QRr+HxA3j9Mdj0mIGk+HvYHDznkd/3JC0RQBC4OC6nWOG58Xxo3IeL50jj+fI9nj/LwqXEaZ6UVIRJ1NTWUu8Mry/vIYoZ/L7PQ9BM6wzs1oJv38Jv9zmuTmTyS7cNMG1eKYRoZOh6jlttN3QuX086Nt9moBN7gQ0kO1p1OOvW0k4o6dwdL4brrUk9Hl2wCM/zvr2EUXcPxMV/8Jv9k4bH9xcpTgJ7mCIFj+/E67/B8cd4fhHEz/dwPB9/f27II17D+1cUPbsGx1v6xE3OHuSR34fv+lfZ/g3rwGszIyZug5BKPUbJuZXP0/XG9IkXWpVrIKutpdeY15v3CQTNQthd+H3PZK6obs+271WCPSFEM9CbtTdxx2sG+6Kz8dD43RhTyASlbL7p9EF5akm2BpaKk0oRwmtJ70Rq9MTw/fK0zQsxp4HoUQmsO6I3xU+yK0+NSl6y/5S9J3fD7kAHdTtG2rfnA/sDOqlf4P0L8T/PoeFz51Gs4Lu+mxzRgUGYeDif47sCOw6vH4PXj8Z3HJUc8RpeP6k7MB9/f2oXR/D8u5x9JxE9/D7fzqXhte/heCm+4+f43t/i8R/x/p1R6bzuxfF+HB/E8d8QTY/hvSdwjMriZ15MAeTZ0tCzldxAkdckCUKm98YJQk4FkcTP6zNeN95nc7gFQi7x4BXxG9yM68/75Agm2OMea267IIQQDUX3eNskytrn4yw6KA8dpG8Fdqqud0CdyZpZKmRSEcMOhW7/yimjeRNKnUzMToZ5ewLrwt+y8/87Op4/0pOC51ei078Y9l38Pt/EMYfvPRbffzCTGOZ9OyhqtQM7A/s4PrtXIWd70BjsScN7e/KI79q12Go7s/PC77ldcZxt25G1bfG/tqHxtTBjOzJeKmqxXfD9u/PvusvfkzzG99L4nQXP9sHffTyJwQjsAJzXIYko8u1EvOfhnmrD49Pwf9spfPD+NTjejnO+L6I4y9osvLYkZtJFxneUp8945PWpnJZKp6TcaywbnPHacbop8dCU4qooKO/H73VB3rOjuHS7WnK9Xk05CSHqGaY45xLNztNtY3ZORd++HrOTKWURXcYGUB1IbSxioLRvK+PSTscr4lJsCxOcLYOweDEf2POwJyEIHsPrf4Zdg8/9CPZNvN+Gz4/C7/O/EAiH4fhJvPbBet1MkEGlHTl79zTP3kfxBIH8UW6AWPDtKygPxc25eP0KvHYjhNO9hYx15DM2q5BN4rIYXLw8taiUkJH7D62EKdi8BkaBTZFIsYjnz+P6/g333dm4vkfit9tRyfWEEA1Fx3G2PlOdoyE7Ag3cWehgboU9CVuRxjpIzKze2DkkU0jl6SNOkaRBu/QqlK8fR8JcRcTA3OkR41oCuzeZIgrsurxvP+3M2YUUL3h/XJyzk/H6McVWOwQCc398dq8Znn0o2RGZq1COr08hk8LYK25/0T3KNkEHuTk9PnHGduMO6yjfoVHWvhxlrAXHUyFmzoFdHGbtZ7hGv0VZ/xCVYnvuiUqp+TtxZBBz4ilMgqLHlY5pXhxNRQ3eeA15fy4Y3+elmYE24C+wH+K++yq9cVq6LYRoGKajwSrHSrATeZQdBhq7JWnnnE6RuI2h7NWWTsWl00jsKNKVPBQziWchsIVRScT8A39zHYwJCM8s+DYKouXgPKdzMCrmTuSdnm1PwULvBhOccXUZl8rPz9lbywKBmwfWdcAmpybuPcDW4ygf57o+py86R9vGLAvFDeOzcC22ScqasR1DCLV8xvbGNTkI4u2LRd9G48jVdBfjc9ejo70P16kb1+vlWZyiG//K6qg0VUDfyqgqv5Hs1ZYOVMr1m57Cp3GNJ+Ee/SmOYwo525ceW/d3NU05CSHqAXYyDPRjZzKjFF9xduIl8O2lZGUMPQzlztltAGUlS0VeYuXXOAUSlaZGlsQl1z3ztFDAzID9FyPee9gps3PG353GANx4rB3E6SKKFPd3Gqkkm5mOtq2S6SkKG9++hs71jDBnl+Fa3Zb3bXJ5Oo7X9mm8/xyu8+KolP9mOY6r+n6bVJBX+Q1lJWM9T+O36PnCaw9hgHMFjqfguIvy0Agh6hK6jjm1FHn2JTT830dn8Fc0YvMoYJIdr9PRrcTMa4zXhNeJU0lp/pfEK4DnuJ4rQi9JPDcFn/0brunvcG1/gufnF3w7Ha9l8fwrsWeHJdNGrbbbtJxtx8Br9zca6SQxN2Ns02Q/MAYsl4KLueLmJIiZCTieh2t6RSIOA/sLjo/gehdwXIDXV9IbxoDqJHi4vCJK9/RrjOJ7Fa9LGpCevF5KmvhoWEqudzKDvOkddH8jIYQYVhjDgA7583QnozGbCnuKXpl0qkSj2P6tcjop3cdoBp6HWestZGwRjtzU7zdxzr5F4dKdtY8VW2xndKZb9aBzZsAup1qmnGYbPTTRNuxot/UZgK3VIq+GgptZqBnTxSk1emt47Sj8wlNsc67Egmj5JO7hEyPGegV2echEcIE9nuf9zN+nHK+k6afVW+rFSuO+olL26Mm4tj/DNc3imu7dT2I9IYQYWth5cqTLZbxc2huVEqAtrQyc1NRSydJppLRxrwiCTqaS0NBzWoMi8Elcy858xh6BmLk9zNiP0cmOK7baF+iiZ5yL+zuI2kBx2OXZh/EbHAoBOZoZbQs5+2k+Z3eg852ETjiMGMwe2MKYv5dvK/i7poHtChZ+xeih4ZH3Oaeb6KnhFF5YyhH0U8Z1JVubaMpJCDHcFMfZu8JSXpJL0Hj9I+LqEDRiabK2yviPkW6V3hc27gzk5ZRFudHnvkV5XsOYXhjfvhO2mF9osS92QigyD8uMsbYDA121M/G6g4HFXHHDAOLpvu2K675fp2+fg5j5Eu7zgFNReO1XuM/vxjEMs7Z0Jn7XOeUpFf6eybRq+d5374GRaLzv09VhEdMI+LaIyQ7x3uXJtLQEuhBiOGE+mXic7YUO+CLYNHoW0EAxz4lGp/1Y6pmh2GPjjteY72R+zJgY327FNbuAK26ijH0cz7ew8lQRp0gSYw4fTR+tM3ht29NrTYNwpMDpbrcNIFg2j1vto/i9TkJn/L1C1v5UyFgMWxJ6r4hV3fv9WyLmSx4abijKrSwuyAf2ZQasc/rP/T2EEGKdkeyzhI4Wjfi+GFmNRYN0F+z5dJO/dGpppDboLHc6lUTRki7xTTwwvr0QlTZSLMal+IF/wK6P6Nny7bSiZ8fC9imOsXe5110MPz0TbVP8xnuFTDSYtdM7W+xK1INbwmySefi/+B1n4n0m6Xs5FTeVG1+698pIsbL3MakH9EjymsQlL+7fcPwBcx/h+mzH7U/cay6EEOsEBk8WM3Zw7Nl3i36yZw7T5C9nx80OfAQvW00abHpf0ukkbivwFHef5rYCpSW+XVFpo8Zf4fnZzL2B4+GczuDolPFHXOXBa+xedzH80HvAPErseAtj7INJDhuuJMuaD2F/UVTaR4p7XT1H8UIhm26fUJF/ZcRasmqvPA0XlfLQcK+wh2HfLXILjcC2WaUYGiHEUDAzsPcywyrsPjTkC+LyFgWJkBnhjXVqUSlFPpParaKwo1sdFheYEdW3ywo587jnEONgOpQPpqGhN4H7D0HMHAVjxusb8LvT6zan7Ilb4d4fsoqtD5jTx7fb8dr4KGOfDttsa8WFCSHWGckyYG4u6NlJcWljP+5SvCpdwTFSgx7T1SxpXo3yFNuzaKCLxVLiwL/ic9cyrXuYs4lJMKlv+z2BUWi1DfhE48EEhd1Z+wC9C/S2RdxZ3Ler8LvfhuO/k7ri2Utccp8Gw6YeipHmxUwFfrL1wYTSa2Epn89NsLO4uSmnsSVohBA1p93sjdzYj3EdaHyuY3wAGpzn0+WoI3hqqW9aKd2ZOS5t/FiA3Yb3LuR+SGikP10sby0wPWNbTh5vm3BZ+01qsJuCJH8NBA2noPj74rgzRO2ncC+M4o7kYdbuKmRtbld5F28KX9pInnpiu8Hy8zEEIDdGnZOn57LVJuC1vTjdWu/bawghGgh2uJzLRmd8QlTKQMu9gJ7lCCuNk3Ebqma3VLyVBVw6pcRdmJl7pIDXb4adg47qWOXSGJnQ68Y4qChrR0PMfCffYnfnM1aEuGGOGk6tvMT7psr9NKKMYo77Ys2AuMv71lPw7f8xBw2uxd7cb0ur94QQa8prGo25p9lGaHR3ZT6Iom+XovGZxIaY00uVS1HdBqpZjZ0NR5Rppl5OF7AxjriCJbApEXdm9u1CXJMMPnswhczC0VU31hMjAOZPYTxNIWMHF1osE7bYdyBmfo175G7cT9NC355NA4XT1YAjbeopETNtpSXbEH9LcE0mFzy7pjNrbZzW5rJ497oKIcQagdHkDuiQT4T9BA3PfWhk57OhTdzjbIiqNE7NbvREJXvzjC0JOQiYJRE7psB+HpVykOzHpGvsyMq7O7/Rva5iZMC4D65M4xQUp02iFtulkLVjIGjOxn1yY4GZnj1bXrmEe6SJGVqazgEibyWuyUt532biev0uH9hxDAhOtujofe1gSwghVguzzdK7ALso9u1faHRm4fhyn0eiSqPUjMZypnlj0gYXry/GtZjLKSUImPuj0lLrLBriD09SNlPRD5wy4Yas3OASguYMeiAgZh7G4yLEzUIKY9xHK+itGElbI6QDozSQHteiF9flccYbFQI7fHqL7axVf0KINYKjoOI427a8quBMNDZ/ibnMNLDlqVdmpMTJpKu0KN7mji9tNFjwbTEa26m4NrdCzPyo6Fsrnn+hM2O7MQBUQb1iILgpaLKpZS5JOnkU6lkr7qlLYX+FyAlx3z1fuZ/RSJrGZVk5WOIRQm9BIWsP5rP2M9Str4UttrV7LYUQol/oDo9z9hk0rGeggbkRo8Uuipi0kXEboGa2ZMTIETKnAVD+fGCruNkgrs31IYWeb4dySokBvhx1a0pJDAbeJ0zAN/cE2+jJNts6ytnncU+dj3vqDgoa1LkXK2Oy3PuyWS31gvJx6KGuZe2lQgb1LWMXd2VsXwXSCyEGBZeYcuM32NiwJGSeQMOymCNE5oVodjGTNqap96nckTBz71MYOUcQM/fh+MuQCb58+xxH2PLEiLWlG4IY99ORuM/OCksbjXJnaeZxeoHB9un9mEw7NXsdLJeRMUSzWhNRsyTM2p24LgH3xpp9qr1T8TNCiKrQq8BgVe4JVPDsMDQcP0fDEpeXjyadexr06zY+zWQsH0fDFG4cGSev+/Y0OpT/4Jr8LI8GNZ+1zzM2Bo3tVrOz9hb3WgqxpnAZ94wJtiVX76DzPhb33Ldx712Hx09APC9PV/v0BQg3saBJ42fSLUEiz16G5fHejbAzun3bj4Ouyuun5dtCiAS6vDty9m5uHhl7Nh6N6T/ZsDARXHl35xFj6eiXrn6ImHl47bGib/8PDewJDER8YLRtLG+MWFf0ePYe1L+DIGTGw27Ie1aEvQRRs4pemrSzd+/bZrPUQxqVNmh9LuL0m29/xOsnzmq1zdzrJoQQxpUCUat9jNMnaDh+CytyVMR046mYSRqVKo1Oo1s6CuzhNBrd2lxq7dsMXIOHUObrcfwOhQy9MRB9WlEh1ikcWHSNtu26svapfMYC3HeXw/6CezHPTh337KpkR/bUW9qkXppkRVdF+bjSKyrtNH9esrN81t6uGDUhxKvoztm7kx2cfbsl9C3iXD1HRhQyzRwnkwb4JlNL49Fg5hIx01Xgxne+fQ8N55fxmd3xeAtOKd17gNKri3UPc9PMZl6anO2Ee/GTYdZ83K/XxaW6uTRd9dPsQfmpByoVbng8hwMMiLsMBQ0XK7jXTggxAuFcM70yxbG2DxqJi2DMm5LkuUgaE065VGlkmsFetXLCt5X5wF6EzSwEdhcay/Pw2v+GGdvRvWZCDCWrJtqG3b59BPfrqRxs4H6dijo6P41nSwV5s9ZTGkUbN3GlkIP9OyztPH9y3Gq7aYWTECLxyESeHRh6NhEN5J9gT3EJcnkU1JSWihiWkYG+DKjE6Hce7J7OwK7EcRyDfGEf4NJZ95oJMdQwRgT37L4QMKNwD38/pucwsGno2J/hvcyOnh1+Odar6aaD6ZlJgoEx6IDNxYDjYdjleHzkFN+2cK+XEGIEQa8MRjj7xVn7VuzZLVwxgIbwxWR/mGYWM7lXxAxXieQ9W5lkYfXt22Fgn+V+SnRfM3bBvWZCDAeMDeHWCMzKjbr5MdzDp0HQ3ADroIeGCfYqUic0nZhJ62zyPJfke1qS9+3BTt9OZyxbOX5GU8BCjESSOBnPjoeQuSERMr49y9US6WZ3boPS6Ja649OyQby8yCyjTJvembUrYEfg+Xv6aRS19FPUBd3jbRPcywfjHj6j6NvvMAB5Iipt/rqyL0dSE9ZfGuvvbAi3nnGJoJnFHbYxADmB03A9Y2xT91oJIZqYhybahmgAt8ln7TNoIL4Lm4SGcHHSWASv7AnjNiSNbCwPvU1J7oq2Pnd8N+wmXIczCxk7nPExDLx0r5cQ9QS9NDMytiXzreA+Ho17+Meov3fjOIsDkYUTStNOzVaHaay3rL9cechFChiQTIaYuQbv+fSoutdKCNHEMNlbASM7NH6nwm5GozAvnZNu1iDCRMxUNO4o9zNJB8B9lTz70KI2e5umlUQjQeHNDpyB6rifz4tKuaGWzhtfmnJq5rpM40KFqLRcu4jj1fRWKRhYiBECKzsahL3yvk0oMMNokGyY+BJHcowfaaYGMJ1n72v8SrtdPxUzcDKwP4U5a8dnPsHVIu51EqLeqJbldsppthHFeNxqX4xydiHu7Xtxb3MbhMU4Jp5I3vtNVa/LxnIxpQLK+hKFHHNkYcCyR89E29TNECyEaCKSgN822xwi5ph8zn6T54aJ3PslKMXJNNsKpnS36zSxWDKV5tt/8d6VeH48jnsxf4wSb4lGhXsUcRduTpEWPTsE9/M4iJtfoF5PzXu2ih4a1u1mW7qdiplkhVOQ5Ibi5q/XcCViPNb2Rzv3NvdaCSGaAE6hTG+1zbj3SyFnp3f69ihETV/8SNpAuI1GI1vF1NLLEDLP4NhZ9O0GvH4i98Fxr5EQjQq312AAbJyx3QqendRZ2gZhDrdASOtDWs+bxVLPTHnK6SnY47BrmfxzWs62c6+REKIJ4NLFLuapCCzLEQxsJoPo5oxvrkBBlqUvzTtfK7mgZ8WleILLu1B+iLk9tLeSaHBeM+VEJo+yTXCf79WZtba8b9dC2EzCAOap1IuRbFJZpd40olGcpSu3UMdfpqCJuZghsO+zretuVzC/EE1H2GZbo8K3oLJfi8o+BWLmWa7u4cimSUZsyQiUDVuyw3BpP6nlMYWMByHD/ZU8OwSibtspJ9hG1eIPhGh0mIuGOZLyge3O6WTU84sgaDi1mixpTqdcm0nQpCswk00pfVvE/Dto476M8r+X2c01cBGiiYhabU9U/AujUswIp1yWp9MwzdCwpUGBadBvVNrxegaEzD2wy+KsHTPrRO20K0YGDPTvGGfbQtR8Oe/Z9Z1ZmxX6tozbdqTxJm4damTjoGzB+PJz3x6EfavYaofkx9oOWuEkRIPD4EBWZCaCQyU/ppwxdEEymimLmGZo1FgWNmbllQ0ry+7mqbCbIs/OijJ2JDfsU6CvGEn0TLQNmR23EFi2sxQU/O+Cb8+ynjBWrplWOXFqmVmQkymnUv6om2HfDAM7gJ5Y99oIIRoIChlOq3QH9umib19Hpb8PtozTMM20XQEbZa7aYLkgZl6AYJsMu5YrO2LGD4y2jTWtJEYa7RDvzBbc6dv7OwM7AkLmR3nPCkn8TCpmmkTQsCzpaky2ARi8FCFkbsPzU7j7uHtthBANBJcnovHav5BBp56136CShxy5cATTDMuwKz1MSdxPaUfd6XjvWjyfiAbuUxQy7nURYiTRe5W9qdOz7bnKCe3BTbBi6KHD921Fs2T7dr3MEQZtUWmbh3Px3u5KiClEA8McKvmMnQgx89swa1Miz56uXNXgNgiNZhRkydRSYKvKS6+noeG6HpYrerYPy+9eEyFGIgyEZVqGTt9G5327rFDaWHVJGizfDN6ZtAxsF5Jg4MDmoIy/Qbv3pcIY+yBXdLrXRQjRACSpzrPWDjEzFcelGI0lK36aYa6c518RJ7O06FtHV2A3QcCcjvf21khMiFfgih56arnCp5Czwwq+XZH3bAbrUeqlTTycVepao1kaE4THz0PMMCPy+dzyIfbsfVrZJEQDwT1buP8SKu9hGJX8v0LWFszknHLZG9PIDVY6pcQj437olYGA6YHdwrggCJrPVvPIKGZGCNSDrL2pI2c75X1rgaC5EYJmOoOCUY8SEdAMsXQMBqbHKS6lZogYO5MP7Ox8zj6hlU1CNAhcwTQnZ9t15+zz6Ny/Efn299CzxXQls5K7Fb/RLA30KwuyFWisnsbxIdjZEDmfQLnfPQkNtntdhBAlON3CxJGdnh0PIXNxIbBJ6PB7500oCZpyXevLHNxo1pdzBmVAuV5EGXsg3v7IZeqKoROiQaBXZkZgH0elPqO8FJsBscsoZpoh6Ldv1YJvL+P5QiYAhP0Kj49B2Tdxr4cQ4tUwRQEE/1s6skkemqM7ffstBM2iGRWemUb23tLSKbNk1RbKhfJNRTlP5zSbUjQI0QBwI8koZ19iBw+bnGTEDGxlo7uQK4P7ykG/i/H8ERyvTDIb+7arppKEGDz0YMbjbFd08qehk7+r4FtX6NtSenA5+Gn0VU6cjuZ2LbQwsNmwn1G8FVtt5/k5e6t7PYQQdQCnl+iVQaP0QW4kiUr7MBqnF8KyuzjNKeFW+EawyjiZZC+W8koFvHc1ynUURpQ7zD1NibGEWFM4+GFiOdj4qLTVSTe9GfPHv2pauiGnnFLPDAc/EGlPo4z34vgDDva6tBGlEPUJO3PuFBv59jkImsvzvvXM5LLLUiBcQxuFTN9S8tLGkQvQ6N4HO7V7vG3vXgshxODgqr/O0mKB/bkSEHXsX3GaWLPBFwykg5/ynk1L0V50oW38GwRNe9xqH3WvhRCiDuDqpdCzQwpokFBZ7+BIZNa4UlR/ozZGqbExSnb3bk3cxTNRtlvjnH0bje9BnacroE+ItYHTTTMytiXaiSOKvl3FODscn8Nx5at2oG9Ao0eaVt7mhIKmm7lnuDyduXfcayGEGGaKY2z3OGsTIs+uR8WdCls8s0lWMLEcXGkRolGCWPtnJ7cpyNpHuQSbS03dayGEWDMYFMu4M3T2bbDr8fi/3BYgydkytsGnqIOSoEm2OwlsRTLdFNgYerLvarM3KyBYiDqBrmJ6KWA/iT17DMcFqMjL0/gSt4I3giV5ZMrTS2iA6JFZlvetCPtpZ2Cf1hJLIWoL9zAqenYI2o8zYb9HPexC3VvFAVGj7+HEtnDhhNIebijTNNh5GPgdiOM2jDV0r4UQYhiY3mqbFXL2VTRAt2M09RSMAXurUherW7Hr3JJzT/eQmjOutHFc6NujhcB+ASFzCnfAdq+BEGLt4KAobLGtuwI7AMLlm6iH/0Jn/wwFTTq4aMD2JLG0PaGXCe3kk7AbQs8mhhk7YGZg73CvhRBiCLm33dZL9lzx7EMF305DpZ2UxJeMa9xGJzV6lLiiopzJM0aDemUMwdY11j7MnYDdayGEqA1T0bljAHEk6tsvo9JmjUxM+XLi6W3QdoWeJU6ZJe0iBnwhPdieXVP0bTS9M+41EEIMIRQynb69P8rZUaigl6HR6eLogyKgURsdNjbpuXN+u7xy6S6MDHNdnn24Y4xt2qv9VYRYpyTxMzkbC0HzG9TFx1EPn+d2KI2aeDPxLJWny2KuiPRsPsTMwziekw9sd7f8QoghBGLm3WHWjkCFPA8V9M/o9OfTjcp54Ub0zLDBSQMOkwbHtxh2J14/p9uzAxMho8R4QqxzOPWCQcUeYWAnoI35TZS1WTNYPxtUzNDSIOY0KBhtzBy0nVcz3lArm4QYRuiV4Qom2K3o9Ds5eqJXIwnYq1KZ6914zhQy5f1hFoae/aXg27n5rB2tJFdCDC297bYed5oOM3ZGIWP/KWTtRXT8yZ5HjZyEk+0LvdeJ5zewu9Bunhi22Y4UNPL6CjHE9N5k/4PR0seKnl2CBqej6NuzqKjL0wRzjSZm0vMtJ7hahUYmn0ydeXbU9BbbeXbW3uJeAyHEumVRm70N7czREDO/gJiZhLq5kPWUyTgbdcqJYmbBhL6Vkv+BnR/69gUuLNCu2kIMEZxmaW+3N+az9k5UwqNhf0Cn/xy9MenUUsMJmVxfYiuuZOIGkk+hXP8IPct1era98kAIMTxw2TLak93RxozCoImDC8bPrKJnI5kOrlKf690owjgVz8eMM0S5bkFbczanm7RnkxBDBLN1dky0TQuefZgBeqiM93OEwRwKTC7nVtxGMJ5/5U7YcSng8Kou3z53k9y+QgwbrH/J5rWtticTzaGO3oKBxrNcZdio7Q0HThz8cboM4uxp2BNJslHPTkL5tnCvgRBiHTDlBNuos9V2Y14ZiJlLUSGnsWI6G8M1lHGEN++VOewpoW8/L/rWwiXnbvkVACzE0MIUED0YQEEEfAp182LU2Q7U0yUUA33T2g0UP0PPdd8CCQ6gvGTrhkdgZ0ZjlMNKiCGBjUohsMPRkHw/5Aom355kQ1K5MVwDWbIbL/PiLJqYiBkGGN4S5+xkep7ogZJ4EaI+yI+1HdDmBGHJO5NH3X2ObQ89NI22ejKdik9XT6IdnQ27tJCxfSeV4/PU9gixDkEn/55CzjJoUP6Iyjc9DJLA38Qr03ANSvl8083s0EDOhF3SGdjHwzZ7G2Nl1KAIUR+wTqK9+SzsfNTTP0WlTRtX9SWjq1LH690qBlJL0J7+Lvbsi/kW2yFZ2aRYPSHWHYy47/TtW/nAHi8E9nxUCphtuBVM6bx1+ZyXxL714PgXCJyxKNd73XILIYYXxuuxbqKuHsqUCRhYPRxm7eUnWxvSK5wYPdqcokeZXsLzv+F4epy1z6Bd3UbxekKsI5gDoTNrH837dhlsbvfYUlZLVspGEjI0nnfi3uVUE4WMb39FGS7Ce4dzKs0tuxBieOnttTdQ0EC4vLuQtWNgNxUy9nTRfyURXSPFztA4oCrvpv0izv8x2M/j0lTaR1hW9xoIIdYCujuZZ6WYtW1R6Y7GqOgGjJAWz8GIoqe8xLDRjNNKs0pz1cvxnPkrLkVDckLcarsp14MQ9QtFDQdVYYt9D/ZolLUFqL/L0lWJjTSw4qCqvLJpOQdVKMc/cby42GqHYFC1oVt2IcRa0MvR0HjbvqvNPotKdxZGDfeg0r3E+d5yttyGsbShY8NH9zRGdkswwvsTXjtlRpt96Okz7e2aqxaivun2bHsImePDjF0eeXY/2qOn2BbRy9FI8TPpXnA4/5VoW5dhkDgvH9idYQ5la7O3ueUWQqwFD2GEUMjZvmFg41Hhfg2bioq4jA1Ho2XhTNKg87FvvWHWVkHMPJnP2E9jz/bvvUpuXSEaAe6TVszY3nHWTkFd/iWsSA/H7HGNJWZo6QCLWY27IMggZp7I52wiF1u45RZCrAUPHWsb5n07FPaT0LcHMIqYg8q3giOhNGamESxdxlkeCS0NPZsJMfP3QtZO55YFbrmFEPVJx3G2PgTMFl0Z2xdi4KxynpakTeqLn6nSBtSrsW2aO956OXVfCNAuBfZ9iJq9u8fbJtyjyi2/EOJ1wLnbzhY7Pp+xO9H5z4GgeRFiYBWFTCONgihimEacggbnP6/g29+iwC5Ao3H09Ixt6ZZbCFHfTG+1zSBivhJ7dlvk2VNsl2gUB40UDEzhRa8SDW3SHNjVsC8zQenUwN7hllsI8Tpgg1FosTYImcdhK7vTCphO2TSIUXhRzJQF2DQYPU1fK+Rsj0lZe7tbbiFE/VP07ZMQM5fD/gth8xTq9XIOXBppuTbbUU7bl/ebWghBdgcGW98oeHYYl2m7ZRZCrCFcHsi0/lHWzg2zVpyZe2WDt0YRMn1uZ5x7D6fFmNOhtGpgXGGsfXgmRj5aBilEY4LB1QeLno2FmLkOImAqp5BTYdBIbRSnyJIFFX6Sv4u7aV8d58wroHxumYUQg4SZb6ecZhsVx9m2Uc4+j4p1JSrZbHo22FC4lbGeLQn6LcXJMKfMy7A5EGfMtnlYmjpcCNGYzGy1rdDpf6bo22mo27fDnp7LKZu2xhEzNC6mKGci57YqzH3FAdd3UIa93TILIQYJxQwq0hahb/tBzGRQ2W5CJXuKy7EbqZHgeTqNxJMQMf/ESO4cvLe7W24hRGPROdo2DjO2I+r74bCfwLq4sin1IDeKcdBFQzu1As8Xw2LY1TN8O4i5ddxyCyEGAcUMG4juwI4pjw7+geNzFDKN1EjQI8NzpkUYscXM9OvbucWsHYFGcCu33EKIxoIdffco24DTTTG3Awjs3zG3KAlKGb770jHUuaXT4XzMxRVor15IPE2efVEJ9IR4nSQNRIvtgYo0vsu336JSTYEt5pwuRz1uRaxXY0M2b7z10u2M85+B135UCOzgjqxty6zGbrmFEI0JBihv5wog1PGb4pJX43nYikZcdck2K0l74duDGHyN5hYObnmFEIOgvd3emKwS8O0HGCE8gEo2C49f4nRNo+SWSUc6SSBgqTF7vMhkVIG9917lbhCiqeDGjPFY2x91/pw4Z3egvSrCXmYyukZK7sn2dcGEPm/yVAi0s6JW25OrSplfxy23EGIAOM2ETv9w2E0F3+aiQi1nyu10XtetgPVmFC/J/DODfks7ey9EGe4KAztBeRuEaD6SPZs82x5C5jDU97NR3+/DcTmFQSMtWqBnhp7kZDrftwht1uWJx6nVdqP3yS23EGIAOAXD/UEgZu7HsXfWuJJAqJzXrWdLN52LSquXFuH4X7z+Czw+tKNdoxshmo10Q9yO0grMoyAArkOdf37++MYSMxyEVWwV8yTEzK1ot76VtF2abhJicNAjQ1fmzIztmA/s1IJvU58cV5rDbQSPTGqM6ynnbHgJzws43gIx9o2iZ/uwjG65hRANT1KvOVjhtAwGMBfSsxGXPcpsFxoh0WeSD6u87QqeMwngpDhnv4GoGYNybOcWWghRhbkn2Eb5FtuhK2OfDX37ASpQyDlnLsluJDFDFy1Tg+PxEozQHkADwYbtK8VW21m7YgvR3CS7ans2PvLsbtT7J6Py6ibGo9T7NgcUW2nQMtNJwOahHX4IgubbbL/csgohqhCeYptzB2k0AAFGNteics3kKKFiG4CGsETMlALonoHdjNeyzJlTHGPvkpgRorlhsGxXYMdBzFyF9uxhtAHzuEybbVkjtGPOcvIVOPeZSexMq+3pllUIUYVi1rYtenZsseSivRsVan6agKreRzSVxvOlYXQ2D3ZVmLHPMlMo8zVomkmI5mZ+zt6Kzv8ADGC+DkFzUzLdFJQGOI2wGrMy30w5EPg5CLLf4fWDlXNGiEFAN2ayz4lvN3JZICsRKxQFTb3PNdNSwTWDIxvfegsZi/Mt9h3uLyURI8TIgNuURDnbJQrsOLRhP0Cb8BjbBa4SaqRl2mx3ec7JatLA7kRZvsa4GQoaLkV3yy2EKNPl2YcxkjkPlebBqLQV/Yt0eSZzzVUqWz1Z33LswFZBiK0oZO25fMYehqAZx+klt6xCiOaEQcBMNFcca/ugbRiP9uwetgkNJ2bGWi9XY/Exl5qHvk3gIgauatKqTCEGAB3/vgXffgqbgcqzjLllUpHgVrR6M55j0lDhnEPPnoY9EWbtdwXPvto9yjZxyyqEaE4YF8fOvrPVtkI7cCzsFtjSWWNLXlu2F/U+OKPRM8OVpDxXCJnH0CZ/H3Z0fqx9QBnMhRiATs8OhJC5oRDY4p5y0G/D5JZJ55cZMOdbMQzsNpTlXG5fwM3o3LIKIZqb3uPsfwot9slC1q4OM7awy3+lPWuEGEAOzpKFDCVv83Qcr0a7lpuetY+FbfY2t7xCCCslykOFOTIf2J0QAL3zJjSYSzadX/ZtZVzKzXBx2Gpfi8fZrt3ttoFbXiFE8xNnbLdCxi6AoOkIs/YCE2lSyDCPS70P0niOHKAlYiaw7ihnt+N4XtRqn5upTOZCvBoGknHX2a7Rtl3Bs5ND3+6BEOid32BihvlwFk0sN1C+3Y3Xsni8O5dpai8mIUYm0RjbCSJmQuTZHRAyIdqG59Mp6Xr3zvA8uZy8LGbm4bWHUIaruOw8n7V3umUVYkQTttmbGSALIbMPKsppqOwPsZJzrrbRxMzCCcnj5SjDDcVWO4RLNFlGrWQSYmSC9m1riIIvFX27tMhAYIiC1ONR77GAfXGAfM7l2YEVMEC7GTZGWxsI4TDlBNtoeovtHPr2Bdj3UHEeZyVqlMj/dHTFc05WM/k2GxX/siijBFNCjHR6JtqmTAQKAZBDO3ENrJvejkbIap5Oh5WfL4OYWQR7IMzZRAw+3+OWVYgRDXdiRUXfm3t/0IUJITCdlWhOAySY4pRSumw8Yupv3+ah4XoQx28UW5T6W4iRDnOydGRtW7QPn0bb9h0G0nIjR+6m3QjtWyq42Cajje7NBxZCzLRzh3C3rEKMaBhTErbaIYXAvokK/wdYFysRK3zFqKAujRWduRhY0dFIPRV59jjEzG/DjI0OW2xrt6xrSq8QYlhx6+SawmXanEpH+/be0LMc2ol/0+PMafR6b99oaZAyV5fOGpeImfkF3y7u8OxDblmFGNEwXgZK/1iImB+j0tyL4xxWoEbYx4Tn1ye6fOuB3R5l7dyCZ4fNrkGAnNuwCiGGFrdOvl4mZe3tUSkjMAOBFycBwMEr5rYt9WZs57jCFKLs2dC3q/Ke7Z/mmlFMoBCAc68MKItzdgMqDbcweJqVm0ud613MUMRw7rvsLu5EY3Vl5NlJjJepRR4Gt2EVQgwtbp18vTDnDNq1g4u+/T+0cUW0F0vQXqxIY+3ctqXejAsc6E3COT8Puw529LTRth1jHrV5rhAAFXk7VIxTIWbuQaWZhVHLUlaeJBalzis5z5GByuXA3/+gHN8s+PbJHgg0Ljd3y7qmuA2rEGJocevk2sCtACJuohvYQ7A5EDUvsQ2p99gZGldfUczgnBfj+W0YtGVw3AvPt6BQc8sqxIgjytlOzJQbBtYBexG2ipWHAqHe3a+pZybkppLMj+PbKC7FnJS1N9VitOI2rEKIocWtk2tD3Gq7YcDzfxik/ZGBwOl0E73QbttSb5auwOJgE2X4Bxc55H07ND/WdmB755ZViBHHtBbbBZXi0nxg82aMfWWUUs9CJp3npuBiJc979lLBs1tQwT9Xy/ljt2EVQgwtbp1cG6a32s4FDngC+wkEwQNoL55h+0Gr5/aORsHFuJmIqzYDewSD0EtxPKkzY7t1HKdNJ8UIh9l/Q9/2QwX/ZSGw5+eOL0XNuxWp3izxGnFqKUg8MqsgZubls/Yr7lnilnFtcBtWIcTQ4tbJtYFeW24FgDbvzIiLBQJbyFgUioR6FzP0ICV7z/n2Ep534Nx/Ry8T22+u1nLLKsSIoL3d3tibtTdxvrWcLO8G2FJGy5c3a6xr4/RSErTn2zKc91OhZ5PDrP2g1ony3IZVCDG0uHVybeB+RvnAdo9b7SsRA4EDm8OpG1ojxAcyDUXMDOeBzYCQ+TvO+cI4Z595aKJt6JZViBHBvQfYeh1jbFOIgV0hAk5JljQH9iIDzOhydStSPRlHUBylsHJzzhvnHkWe3QU7C+/t7pZ1bXAbViHE0OLWybXh3lG2QXGcvYuLBCACfoD2YwaFDBcR1L2YyZXaPbTTK9DmLcJrUyjIunw7clJ5ibYQIw7OsRazti0qxUGhZ2fEpeDZZazUjSBmOEIpV+xnUaEn49yvjbLW2p21D7hlXRvchlUIMbS4dXJtYbBsp2/vL3j2TQyA8vREz26AaSZ6oilo0N6tLMfNzOYu2oWcfVViRoxYuGwZFWEXjE6+Ggb2QwaUocIs4xYG9R7Zz0aHgovnGTHrbymQ7woGw3FlllvWtcFtWIUQQ4tbJ2tBeIptzsFPIWuPYyDU25MueqjjFZzpggc+7mpNkucthz0U5mw0t2xwyyjEiIBKHop+XwiANtivIGieQCVZzkC4et9ckg0OR1P0zuDc5+O1P+P8z8fjo+ltcsu6NrgNqxBiaHHrZC146FjbMJ+xEwsZuzfMJlPVHBitShcWuG1OvVgqtLitwcy2ZGuDaZ1ow2uRIFSIhmTKabYRBMABBd++FTHnQmAhKvPLFAmNIGboFi4HKs/CuV+PMoyFOPsUt2Zwy7o2uA2rEGJocetkLeBUU5S1oyFmboSY6Yo8e4GxKIzDq/dswBQ0c8aXrBBYnPft69pBW4xYOnL2VoiZz6ICXwAR81cGwmF08jKnb+o9GyYbGwbt0YuE590495+Gnh0btdgu3AHcLeva4DasQoihxa2TtaCj3dZPtjbw7JLYs/vQ9nFQtJxT1/Xe/lHMMLaRFrH98+y86VzI0WZvrmWOLSEags7RtjHEzBGwy0PGnAQ2hyOTpDLX+ciEYoYVuZxAKkRl/n7Rt0/OyNiWdB+7ZV0b3IZVCDG0uHWyFnABRHfWPoZ24+tdgd0EMTOd+Vs4mKt7z3TwipjBOfdgIPfDzox9fHqrbabkeWLEwTnW0Lf/ZbwMKsjjsIVxWczUu5s1ETPjSxuvFQKbBjF2RrHFdl4XIxO3YRVCDC1unawFnGZiGoeiZ2PQplwe+fYojks4QGqEBRDpcnI8nwVB8xMImkOeCGybdBdtIUYMnI7hSiZUhhth+ai0xHklRyX1LmaSmBmIGW69kA/ssYJn3iyMStwy1gK3YRVCDC1unawFve22XjTGdmKOFoiBdqamYM4qxuI1QmoKnicFDZ7PxqD058nih9ZkQKdAYDGy6B5vm8SenYxKcBcq8WzYi6jQK/sy61apRMNtrMRpND+FTMG3l/O+/bPTs+NrsUN2NdyGVQgxtLh1shZwl2lOS6MN3L/oWQ5t3+0xt3MZV/8Z0FMxQ0O7PQ+vXRPl7EQImY+sq0GdEHXL1MDeEWbNL3j2YOjZC1D3qyBs6nppIs+NVk4axW0M5oallVhHc2sGt4y1wG1YhRBDi1sna0Fvu72R3ul81j4QZe3LXBEJkfAsM6CXFxbUrVHM8ByT8/RtAc79D2jHk9Wc0yHQ3LIK0dRMP9E2Q0WekPdsKkTBKztlU8xUqUD1YPQalc9zOSrxIoia/8Ku6grss5wDd8tYC9yGVYjhYvmC+DV1Ys4Vh7sfW2PW1ffWCrdO1gJ86xsYLIt2ZAuuaoo8uxqPn54/vuTxcK9HPRnbZ3qPGDNYbgfvLPj2jdizw6blbDu3rEI0NVPH2Lu4jQHETMSAt9S1Wq9ChsZ4niQ4r7RrbDeOd+P4XQiwT9Bt7JaxFrgN63DgXgcxMllwbcur7oOZ7TsnQmRtWVffWyvcOlkjkoUCFDSdWfsoBnQ/gShYRM9Mw4gZJg2FAIP9Hef/vTBnx4YZ29EtqBBNTdhmW6MCfBs2k4Fks0vBZHVtFDIMzosCWwKbCrsOFXgi3ttLYmbdws6Nnd7iyX903xpynnvwl8m5jCR4/bsmvLXvHuDjWvwW6+p7a4lbJ2vNNM/eV8jZhfnA5nOVZL1PM9HYDpbbQi7cuB92aZdvJ8Le75ZPiKYmHmfvg8I/P/Zt9oLxfcv86tpYecsepOejUm6cS1CJTywE9sGbJGbWGU/96ey+Do9CYrhYGv2rd/aPDkjO48nv7em+3dTwN6i8B/i8Fqyr760lbp2sNZ2tthXakHPyvvX0cDVTWczUs5eaW7kkq658ew72aFdgv4hz5s3M2S5u+YRoWh6aaBtGrbZnzA0mfZu3YEJjiJl0d9tkNBLYXaFvZ+L8P8d5Ygb0ueWsBW7DOhy412EooXip/N/DKWYoYPruhREmZrq/vmVf2WsZz7KuvreWuHWy1iRT7mhLkpxV5f2ZeD2SxRBO3asXo5e6vNHu4mJpX70b8fg0nP9H3PIJ0XQwoRwTyzHoDWLg01Fpp+n5nCcu5yyoa6P7l+eJ834KZbihwKXlGdtzdtbe2S4xs06QmBl+Kr0ntYxnWVffW2vcOllruJ9b7Nl4tCkPoW15FseXeU3qeWUn4wdpON+lON8izv8vOLYXPdvHLZ8QTQfFDLcx6MjZTlHOjkKlYAT/Anpl6j3ojcZzLO9HwmzFV6MiH4nR1HtZplpn/k1xG9bhwL0OQ4nEjBhu3DpZazi468paFkLgz7AePGdM3iqunKxXMcNzS1Z2+vYSznUOhRgEzQ+LWfuEWz4hmg4uR8xn7Z10RUaenQQx8DtUgkUVmzbWtTFImV4kepNw/ldGGfs0G6J1sY1BituwDgfudRhKJGbEcOPWyVrDNjFpD73SHk1oF5+hmKnnbOhJmopSzq2Xca7P4LVpOP6MHne3fEI0HZyK6RxtW3FTRlTcsai4t6AyPE2PR5KzoEqlqSej6ErEjG/zUIZLIcr2C4+3t3Elk8TMukFiRgw3bp2sNT0TbdO8Z19Cu/JLiIFHksESxEw971P3qgSivi3Da0/inK9jDKFbPiGaDgbJogJsBxFzKMTMWTj+GZXgGXpl6j2FN41ihkmtUGHn4tx/gJHJHvTKuOWsJW7DOhy412F1MPZh0e8nJit/KgM8aRQBDPR85u4fun/2Ktz/2Z+tDsZlVDsPxmjwPFYnjtwcKP2Zu1S78r3K/8HH/L/u+fC68Jq9nriR9HrzOyqXOaffO+/qryQrsdYUXjueK69V5XfyOa8p31+b8+V31PJ81xVunaw13NoFA6MvhIH9MGTuKt960Mas4mohej8qr0+9WJLctCJQGef7HM7/VpbDLZ8QTQfFDHMqQMEfh0rwXVTae2DPUczU++ZqtFTM4PGcYmAXRDnbZV2tYkpxG9bhwL0OA1G5jHp1xk6xv5wi7mf7s/5Yk/NgB9rfedRKzLADr/Ts9Gc858EuT05z77jf0Z9RmAxGfPBauGKrP+P5rk6YVsLzHezvQlFTD7h1stZwc8bygohvwH4PQRDR40FvdZoZvd4s3aeOQqa8R9OqiELMsy+65ROi6WDHz5ws3JQsYo6WwB5AxXieXplGEDMM/mVOnCTgjZl/W21nt4y1xm1YhwP3OvTHmnSsqfWXJM39XH9WDXba7ucGY9VExGDLNJCYYWfvejdWZ6sTCBQla/qdtP6ud4o7rTdYq3btKnm951sPq5zcOllrOnL21mTK2rNceVuDDooZigTGzbjXpJ6MniOm1ihnA76/mLNj3fIJ0XRQzKDCfqiQs5NReS8LA3sobjAxs3BCSczAzuv2bHu3jLXGbViHA/c6VIPTApWfYafJqYTKjpOdUrWOnV6A/nA719VNC1UTMu60Fs+DnW8178NAImJNYmYqv7PSE8G/4/9IO+j+zoV/0x/VhAE/T09G5fXmb1LNE8Ln/U3juOfB73SvOZ+nyQMrrb/vJNW8UoM93+H20Lh1stZMOcE24qIIiJhRsMsgCiY3jJjB+S2a2Jda4yF63d3yCdF0pJ4Z2EkF3y5tNM8Mg39ZccsxM+3M3OmWsda4Detw4F6HargiYqDRf7XOuD8RsSZiht9R+dnBTIG4582/6c8T8HrFTGoUd/3B/+kKif7OnZ175ecGmq4j1a53tfN3s/EOdL7EvXb9iQ73e1fnHeJ7rqAZSCita9w6WWsmZe0taE925e7ZjMUrBvYfihkKhEYRM0lqDd8e5P5MbvmEaDr6ppkgZqKcXcqbP24gMZNMM01IHjNy/5thm23ulrHWuA3rcOBeh2qsSUdPXJHSX/ZX93MDiRlXDKxu6iPF9TK4U0Ypa1LGyu8bqHyVuJ1+tfOo5gEbSBikVBNL7rV0p9RWB7+zUnT052Fb3f+thnst+hNKQ4FbJ2tNz0TbMJ+1DzDeBPZdCJlHGkbM5EreasY9cnAqz4wYEXD/omQEkrMMbvqfoTI8gucvUMxwrw+3otSLpSnFU9GFhqaA8z59Vqtt5pax1rgN63DgXo9qVHb0/XVqLvwcPQb82/6Ex2DFDDv0ys+tTmxUUk0gVGNtxMxgBId7HtX+B70llZ+pJnj6wxUIFHGVuGJmMN6QdGUWz7Wa4HB/F/d/DgR/B35vunJquHDrZK156FjbsNhiO6NdOTLy7Hxcp4dTMcPl2ZXXr94sjZkp5wl7qJiz47tH2QZuGYVoKihmynPD44q+/QbHyagAiykQ6rXSphH7eLyqvBSRORUmFVCG6RIzfbjeDXZCg+kMV8dgxYzbEa9p5+eefzXx8XrFTH/iqBqVf1ftf1SeA21Nr3GlJ8U9L1coUaT0d70Hy9r+LvWAWydrDTv/2LP3oU38AuzcuAHFDFdeYYD6SBjYmKFoF4UYVphcbmZge2H08X+otDeUNyhbUtdiJk0OFSRLD1fiNeZTeACiLGCyK7eMtcZtWIcD95pUwxUdqbFD5Ii9Muh1TXC/t7/O1RUja9rJu51utXiR1ytmVvfZSlb3d4OZ1hkIVwy5AdpurAqNr9EDQyGyptd1bX+XesCtk7WGYobbonT59jkM8L5dnn5fwWntem0XU6OYYbqKZDVTYP/Ba/5QxBIKMaxQzEDA7N3l2RmosL+PmQLbt6UUM/U6N1wpZvA8Sd0N+xcEjd8zRmKmEjcgtJpxWonCoZrnoxqDFTNuJ72muP+n2vRNPYiZ1b2/OlzR5l5PdyqqmlUK1NWxtr9LPeDWyVrDxJtoU7bpytqnOH2NNvFfcQOKGTyfhPY9x7KwrXfLKUTTkIgZz/bp9u3rRd/+GJf2IVnKeJlGEDNRaR+Sp3D8ZyFnXofEzGtwO8uBjJ0iPz+Qx8YVGW7nm7K2nab7f0aqmCEUKdU8NNUs9dr053FZ29+lHnDrZK3pzdqbuHM2B3qFrLWhjfkHrtUKrp6s51hCmitmuE0Ns7z3ttt662qLFyGGHYqZQsb2hZD5RpH7MgWWbwQxU95QbVVc2iF2HuxveN4yM7B3uGWsNW7DOhy412R1sGPjNI27HLg/o6jpz1PjioxqnS9Z207T/T8jWcyQNP+NO03Un1HUVIuHWdvfpR5w62StmQQxw80mCy22R5g1H23L3VEjihnfHmM85IwW26HjOFufe/G5ZRWiKaCYgWrfFzf8t1ARbiuvClpKV2q9ihl6Zcpb3TNeZjFsRpSz2/F81FSJmdVCYcNOrtp+RJVG4VMNV2T01/mubafp/p+RLmYqSZMdcmppIIFKQeN6aNb2d6kH3DpZayhmGDSbD2x3XKMs2sW/UcxQJDScmPFsfJixHe8dZRus661ehBg2KGaiVvtYmLP2MLA7kz1IAnux3sUMz43BvzjXZ+lNwus34ty/xg3i3DLWGrdhHQ7ca7I2DOS1qTayd0VGf52v60Hoz9PTH24nX+1c6kHMDLQaaTC44sIVH4NhIK+Nm0+nFv9vuHHrZK3hlAy9vNzrjR5f2F9TMVPv+becaabHo6yd2unb+5kIkKtX3bIK0RRQzORz9gkIge9BzPwdFbabUzf1LmZ4fuWVTAthk3Hev+YeJMWsvd0tY61xG9bhwL0mtcINGK7mDRmsmBmMGBkIt2OuJobqQcysrThYWzHk4gYMu+fs/i6DCRpOWV0Om6HCrZO1hu1i52jbGGJmJ7Qz3LfurkYSM5wOK4uZKWjPzyx49uHJo2wTepzcsgrRFNx7gK0XtdqBqKiXxKV9PLhh4zIKmXrdHZaVtbyiYAUamrkRc0Dk7Kewo7jbrVvGWuM2rMOBe01cKDDY2bDTYecz2A7LFSprI2bc5GxupzoQbrK6/jr5ehAzbi6YatesP1zhUZnAjteA38X/Sa/ZmoiHgc7Z/f1cz81AVE5Lvp5l6LXCrZO1Jtmzrs3ejHZmq6Jnx8acgkd7w/wt9S5mONijmEmSiQb2BAaq7VHWPtYxyt7NqSa3rEI0Bfe223pxzj4DuwIV4THYAtjyRMzkXltR6sF4XuWKugI2q7yS6dJCYId3nm4bu2WsNW7DOhy418TFFRKD7bDcvZSqdcxuZ1gt/0uKG5MzWO+M65Xp7/wrxUx/giel8vvcDn4gVvd31YRXNS+SS7XtDNzr83py2PB7V3fO7v8dzPm6wmtNxFWtcetkreGqHwoaZhRH+3JkMbCbG0nMcAl5+Tynxb59J/KSAes23KbBLasQTQHFTMTEUIFdXY49WcIAN7pTacx4WW/G8+JGauUt7heFTGjFHb99+4I8M6/gdlhuR+lSbfPDap2cK2YG6tRccTSY83CnuqoFsaa4UzwDLSmv/Fy1Dr4/BvN37kaTqxM01a51tYBr91r0J+oqcf+mmth0hcnqzpfvuUvD+/tNhgK3TtaaRMzAng3sHcwCjHamYcUMQwjQPh5UzNq2s7P2FresQjQFFDPdOfs8Rh6/xo0fw15mRXjm1JJRNCyaUF/G83r+/0qiBpX0OZzzw7Fnl4dZO0Ji5hWqCQl6PNzMv+nqJlf89Ldnj+uJoLEDpRenWo4at3NNP1859ZUGsLodPG0g8eN+d5onh+ZOrVV+rj9RUo3B/F01ccLOnyKnUiSkwdauMOhPTPDz7mf5f3hNKsVEurrJFXe8Hu7vkeJ6v/h/eN0qz4OP+Zp7DtU8dkOJWydrTeqZmX6ibYa28YiogT0zITfKzNin6ZlhELBbViGaAga6hYEdgJv+hxAG/4RFME41PY/RCO0ZPH+6roznFtiSmMG/vv2Xyf6Knp0zA6OPjpy91S1jrXEb1uHAbcD6w+3sB2vsMPvrBInbuVVatRia13seAwkZ4sarVJorPAZ6byAG+3fVBM1grD8hk+J6UQZrq/ve13u+g/EOrWvcOllrmmWaKdI0kxgpsMJyQ7W41b6IijA+ZrBYYBfgeHEIw/EH9WY8L5zjJWhkLoxKyf5aUIbDiq22M4P23DLWGrdhHQ7cBmwgqo2sBzJ6EwYSMmSgDrY/AVLNI9GfUTQM1BGnDNQhuzEm7vcPljX5O56PO+U0kFEYrO5aE3pdXM/ZQMbzHOw0kLu6qT/jb1dtymo4cOtkrUnETK+9gduj0OPbqNNMEjNiRNHdbhswQRQ3I+MNz9TX+Rbboduz7evReG75sbZDJx5DvGzNtOPMCcGKOhQZLt2GdThwG7DVwQ6THRGnFtzOn50UOz++P9gOkNADw+9zBcpAUxDpdBL/zu2ceQ7utMxg4Hfyf7rlcq+L+78Gy+v5u3Q6iZ+vvD6v91qn8NpRALnTSWtz/chgzncwomuocOtkrUljZihmGjlmRmJGjAhYWd3XmoF1XS63YRVCDC1unaw1HBQxcd5c37aIPfsiBMGtEjNC1CnrutMfLtZ1udyGVQgxtLh1stYwUy5X/tD7G+fsq5Fvd1DMNELSPIkZIcSgcBtWIcTQ4tbJWsNVnsyYWwjsgxAIp4SB/UViRgjRVLgNqxBiaHHrZK1p5I0m3aXZcXlpdkfWttXSbCFEH27DKoQYWtw6WWsoZvJZe2fo20cgCHyImbspZrhNQKOJmTRp3rTRtp2S5gkh+nAbViHE0OLWyVpDMRO22eZRxvYMPctBzHAT3oYTM5pmEkL0i9uwCiGGFrdO1ppEzJxSEjMQA0HcYJ6Zvo0mfZuKc/9WMbC9WZ6hyMMlhGgQ3IZVCDG0uHWy1jTyNBM34mVsD/euw/PHcd6ndvn2fk4xMeO7W1YhxAjFbViFEEOLWydrDcVMzBwzge0FIdPaSNNMjpiZFHk2lolQmTdnXaetEEI0EG7DKoQYWtw6WWs62m39gmfviT3bn54NiIJ741TMtL5WQNSTuWKmCDHGHbPplZGYEUL04TasQoihxa2TtYaxJdw6JfTskMizb0a+PQBhsIKBtQ0nZjwby7LQ2yQxI4Tow21YhRBDi1sna033KNug2GI7FwM7AmLmPIiChyFoVs5pNDHj22NRYG0UM70SM0KIStyGVQgxtLh1stZwCXPUYrtACBwXBnYRhMx/UjEzo8HEDGzczMDeS29T7xBsxCuEaBDchlUIMbS4dbLWTDnBNirkbI9CYCdB0Pw45qogiJnZbY0nZroCa5sx1nboOM7W5waablmFECMUt2EVQgwtbp2sNR05e2vBs30gDvwwsF9A0DzRSGKGu3vPwrkWA/sPXvNnZGxLt4xCiBGO27AKIYYWt07Wms7RtnHRt08Wc3YaxMB1EDN5ihkKhO56FzM4v0UQM5wSw3k/Ajtp7gm2kVtGIcQIx21YhRBDi1sna00xa28vBnYwxMHZsW+34BjjuJJTN40gZhaWPTMQMg8w7sctnxBCSMwIMcy4dbLWdI+yTSBeDoUQ+D7srsi3GX1iJvdaAVFPxu0M6JXh43Kyv6Pd8gkhhBCiyZka2Ds6fTuyENgloW/3QBg8CWGwivsd1auYKeZKxsf0zuB8X8Dj23D+X3DLJ4QQQogmp2OMbQoR8L9hYD+DPQRhMDcVM/R8uEKiHoznRWNsD54vjwKbA7s+ytnn3fIJIYQQosmZ3mqbQcx8DaLgGthkCIRFEAarmDCv3sUMHr8c0yvjW4THVxcCO9gtnxBCCCGanPAU2zwM7BQImJthIYTBcxQzXJZdr2KG0180nOfyuCS+pqAMl3cFdoBbPiGEEEI0OeUds/3It7thc/B8KcUMY1HSuJR6M55bkgPHt5fwfFaxtJLpIm6W6ZZPCCGEEE1O2Gabh75NKHj2KI6Ly3EoiVemWEVI1INRyNBwrkshaIqwv+Jczyl6to9bPiGEEEI0OR05ezeEzFl5z/IQM31TS8mKoSpCoh6M8TzJJpgQX7DpRd/+2OXZGTMytqdbPiGEEEI0OWHGdoSQ+S6sJxEJ3OcoqF8hQ6s4z+chZiYXPbsmCqwN57y7Wz4hhBBCNCG9Zm/gsbvdNoAA2Dv07bLQs/lMQPdk22vFQ70Zl43TkmBl3/4N+xmsBWX4kFtWIYQQQjQhvb32BgqZzlbbirlZIAR+BWHw9Lzxpa0BXPFQb0YhwwzFOO9nYP/Caz/k8vLprbazW1YhhBBCNCG97fZGJsub7tuuYc6Ohxi4CfZcI4gZTn9RyCRiJrCnwsD+AiHTDlFzZLdn27tlFUIIIUQT0nuc/U/Bs/dACBwAGw9RcCe3BJjLaaZyzEy9GsUMBVd5c8mFzI/D1VixbwexTG5ZhRBCCNGE9LbberFn74tb7YsQA+dBJNwLMbN4dls5FqWKiKgXS8UMzxXnPg92HV4/JYn9abPN3bIKIYQQogmZlLU3ceUPbAxEzBWwR5mzhSIhWfJcRUTUi1HMMFCZFnEfKc+uDj07tjuwD3aPt03csgohhBCiCek4ztYPfduvy7fTi55dX/StIwrsRXplksy6VUREvVgqZjglBjEzm9sYFFvtEJz/NrOz9ha3rEIIIYRoQnrbbf3uwD4NEXMh7O+xbzMgFJYxdwu3CnAFRD2Z45mZARFzAaeYJo+3TehxcssqhBBCiCakF51+6NsXuCQbQuAJHJ+GoHm5njeXrDROh9GLhDIUIGbOyo+1HdwyCiGEEKKJCdvszRABX4aIuQPH+bDleLySQqZexQw9MmlW4jRLcT5rU/K+tSpWRgghhBhhTB5lm0C8tMS+PQghsyydWqrn/Zh4bhRaON9VfA4R82LBs/s7s3ZKz0Tb0C2jEEIIIZoYBsvCToVN5dQSp20qPR/1aBQy3RQzvq2EvRRyJVNgf4Kg+arEjBBCCDFCYLK8ztG2caHF9oAQOD/2rZiuDKLnwxUQ9WQUMxReOO8VSYxPYB2wa7oDO1qrmIQQQogRAoUMd8lOgn8Du5JLm/8/e98BJkddv/8VsCIqzSS7M7OXEFogO7N3CSWUANKLIBAQRBHIbblLA6QoSAABBQWR9qeIIqJCpPOjKEJAiigthJi7rTO7d+kNSCP1/u87s5NshkPS7nK793mf531md29vd9rO551PpZCpBjHDUFi5B85ysA1C7KVck7oxk1JHimdGIBAIBIJegqmNqh9HGEDIjAYfZvKv3023J4eYSHplysMll0HITMVrD2F5CbZhGBOag9sqEAgEAoGgBpFtUgM5WBIC4CbwZYZrWOJM9nQxQ69MeR7TUvBNbMvtEGbnpUcpc8p49YXgtgoEAoFAIKhBpBPKhDC4GCLgcQiCFnARPR49fYQBScHlzmNKqiXgK3jt2nxSndKSVLtLszyBQCAQCHoJss1qfwiZ30DETALngctZIUQGxUNPI8WM2/U3pRbj+d/Bi/Mpdfh/m1SEgzOD2yoQCAQCgaDG0NGhPldIqSMhBv6c9aZNrwRX9+RGeZVkvszMsa5nZhGeP+4OyWxU9ZyUzSqt4PYKBAKBQCCoMcxqUl+FeBmRSannckn1sZsnU26S19PzZUiGmOaO8zwz4J9YkdXSrEL22epL48errYLbKxAIBAKBoEbQodTnmFMyJa4MiII4RMDrLHOml6Mawks+GWKae77rmVkI3pUfpfaR8JJAIBAIBL0ALFvOn6f6QMTsB/4UQmAyq4JmUcxUQeKv7zXyE4DxeHouqX5pj1J7BLdVIBAIBAJBDSIfV1+HiIllUuqsbJP6fxACWQoDNsrr6Z4ZCpl18nmS6mMsJ+P1y1oSqi64rQKBQCAQCGoQECx9M83qeAiZq7Ip9RTEQDs9Mm2je37iL3N6fO8RS7KxbMfy+XxSNTNfJritAoFAIBAIahCtI1X/tJcr82cIgXfZKI8iplhOAA4KiJ5Edz29eUyclD0nl1Rvg38Az8yco3YObqtAIBAIBIIaxJRz1KD0SHVVOq7eyiTUXI4D8D0ePb2KiWEwd4QBxAzW2wH/D0LmmmyTOrqYUtsHt1UgEAgEAkENoqVRDWttVHenG9XMXGJtKXZP98qQ7E7sdv2lZyappoB3pxMqkU+ofTg0M7itAoFAIBAIagQd49VW4BeK56pQJqFOzcTVo1gubh+1Num3p3tlSIaYWEJefv7vbEJdCWF2DCd/y6RsgUAgEAhqGCzHzoxUWj6uDoQA+FEuqV7KJtWK6aM9b0dQNPRUsupq9riy8EqqF+mVmZpUe09Oqe1lHpNAIBAIBDWMKez2y1b/cXUORMDt7C1DccDGc9UkZuiZYT8cCjHwyXRcnczE3wkj1NYczxDcboFAIBAIBDUC9pbJNarjcnH1S4iZv4Nt9G6wWV41NcrjunKd8fgjjjAADxWPjEAgEAgEvQDTR6udswnVmI2rp3IJlQcXUhzQK9PTe8uQXEdf0GS9ZTuWd2DZENxWgUAgEAgENQhnlOqfT6qfQMS8m0uqxeCqoEjoqeT6MUmZ1VYQMMuzSbWA/XFyTeoaO6X2DG6rQCAQCASCGkPHBLU1xxdAwNwIlph3QvpCISgeehopYri+ZQ/SR2Ar+AQ4llVMwe0VCAQCgUBQIxg/Xm3FKqYpTapva1Idk02p+yAAFrC0uZx3UhWkmGEVE70z2IZZrMQCb8k1qTPwXA9ut0Ag6IFgf4gpgwZ9wR4e+dKkaJ9t8w0Dvt7a0G8ne2ikbzGmh9oGhzXbjNTlo/13K5r6Xm2x/lE8t+xoJOYMNurbseTjzsi/F+uNhryp7eNYxjD836FFSz8Cn3MkmbeMwwsx7WC7PrwfvmtIDu/1P2/N5+K7+J387nw0tBvXpX1ISMd6GtPA7F4hneuZ37t/n/ahoR25/qX9tC93KKk8EAi6Eqzumdqo+rXG1YEw/mMyKfUcjP9SVgNVk5ihR4aN8jhuAc+L2JYH8yl1gZ1Sh0KsyQgDgaAaQMMP7kDxUojVRexYZE+KD9sMH1KIakflo/oJEBKnOabRaFuRC4tm5DI8v9K29J85lnYNxMnP+LiSEBdXkyX378Yv8L6bbFO/B/yrY+rP2Kbxd9sy/gaB8yTe/wB4G/72S8fUruPnuf/vfxa+C999eQnfjfePLGBdsqZ2km1q34HYObkQ079dqNeOKlja8LylDeX6l8xdw5mBA78Y3FaBQLD5wBuGQkKZmYRqyibU77JJ9R7EwLIKYVAVpEfG9yZBjGWwHTfnEuo76ZTaU7r+CgTdDF5YyPFKbYXlVhOU2rqDvRHAicPVNh0+y3+niHHqjX40/rmYPgSC4QAIj8NzEAh2TDunYOljIRQuKVjGFa7QsIx7wcfwvr9DkLyEx6/g9dcgOF7l43Wp/dO2tFeK/Lup/wfvmYz/KULELGmPRTpm1Uc6ZoL4vg68fx7ek3Es/R287w1+Hv93zefyuyh+TONxLO/F6zfg/VdDvFyD59fi8ZVcTydmjMLjH7rrb0YOoSepZffdt/P3i7/93Bfu/sB+cXtHlPdHmd57xasjEHwmJp2ltoXRPxa8DWLmX7mkms7+LMw/8bv+VgN9MVPO83knk1SXtsTVkNa42mnKePWF4HYLBIIuBD0RMOLfYMilFNMGluq1wfSwMIxTYFgnFjrBscKnQqh8txA1vu96OSBYIA5+DBFwVcE0roM4+BV4O3ifbRkTIDAew/8+jfe8gNf+A7bgcQH/W4K4mIb/m+64y3WJv7eT7t8tfRa4AKJkOQXMh0PqOhYN6d+xEJzfUNfRFnMFzSK8dy7eN3PN/6/9rFLR+84WPKcwwrroz+L5c/TwFDxPz+NY3wexvI/rj/dcb0f1S4umEcfzswpR/fQ8tr1o9TvRMcPHuaGuqH6gG8ZqiOxRHGIMyA4J6dOtvjvPGrTzVyl2gvtXIBCsBXuvMDmWXhmImecgZmZACCyFmFnFsE01lGOvmRmV8nJmIMaWYTteyKTUOemECrs3g3JjIxB0H/iDm24N3JleFoqXfMw4hWEheixsL8xzJ4TMXxwz9DSM+UsOvSWm8R7+NgWPp0IYtOJ5BsxB4Nh2WaxAKMwoC4w5FCR4fSEeLwaX4P+W4jWPfNwZvb9/TCGD71hVgnCZFot0TC+TXhp6Z/B5K/G+Ze57/c8rL/ld7nfiu911wLrYnkCaBQE0m+uH982wKZ6w3u76m0YWr1H8TKZnyNvm0NNFM/TXoqXd75jaHQyRFSxjDPbT9/A/Jzox41vM23GiRn/m3dDDFdzPAoHA88gwMTadUodDzPwKwqCF4sDv9FsNFUykL7ogwDhUckWOgiyhHsTfjmNic3C7BQLBRsANd/DOoKHh8/S6MCw0I9pn28w+A79GD8waDo30hVAYxNBKoV4/rRAzRjPXBIb9zqIZ+Sv+9iIM+yQYcAeCBoJEWzWjPtIxt6GuY059nRvy8cM+JP82o0JwkBQgFB7tECP0pGwIKWBKECwULeWw0jrka/y7y07+v5JcB65LJSvXk+vN9ed2cNu4jXwM4bLS3XYzPA37IgsB9A6++28QO38omMaNEDXj7Zh+gR3TzoWgOQGicH8KQyY/lwZpO2T22eFr9NgwQdqORL70Fo4Jw1LBYyYQ9AaweinfpA6EaGmCqHkYYmDejDHe6IJqETIkw0vlcNgyiJk5EDLvZOPqZjuu9g9us0Ag2AQw54Nho8Lgut1ZFcSkXCdqHA9BcgY9L3ZUv8BhToul3wCjfAeW98NAP16w9BdtNyykT8X7iljOsU19CYw4DL4BIx/pWABDzzAPDf7cegobCoBIx+yAuHEFzidEzfpxHVHzv8RMQLB0Rl+4+IKlklxHX5Rx/bkd87Bd3EYuuc3cdogaen4+wv6YzXAZ9skk28v9eR7Pn/JCa8bv8PwWLK+BALyoYIYTpaj2XezH4/JR/UBXOEJAUlwGj5dA0BuQH6l2g4AZCeN/D8TLW3i8hEKGCbTVIma4nmv64STVInAqtuMRd0hmoxoc3GaBQLCRmBGNbpuN7TLQ8UqaTyqYegLG9XLP0Op/cdwkXIZS3LyV2bbHuTDK8/G3D203D8WggPHCPKa+Eq+tXscT0gl9D8rmYlC8/C8G/3dj2dk2cdvBVdhfK7k/sJ8+ZviK4gavfcgQlsNkZDch2ZiN9zjgexBAE8GHsI9vBi9iZVehvm7f7JBd9MzRUjEl6H2wk2o/CJkbwf/A+M+COFjGEFM1zGDySTHTNsojRMz8TFK9iOX12J7T0ik1ILjNAoHgU8AwEvu7MHRUHGxszz4p9MJMa+hnOFbfQfTC2FbkDLeqyDKugfG9Cwb3EdvU/gmDOpWihd6KD4bUuUm19ED4npXOvCn/yztS66wUOJXhKu4f3/tEr47v0aHHiq9B5FD8zIOoaXXFo2n8uWhFrncrp2KRk5lEzGM1PdY3khkc1lgdNo09eszINxiSYjgqeNwFgmoGS5VzcXUyhMzDuaSa6eaaVFHSr0+KGXqSSAiZmeCf002qMUOhllTfDG63QCD4FHSMGLF1hkm7e0f2KAyuO9iJGqcUzXDCtsI/ccx+vypEw7+DeHmUIZCCqb+Ox+/appFx3EohtzpoBQWLGyYCK8NDvojxhMy6YZ7eKmb+l6CpzLXxw1R83Mb/97xaHzDB2A3bWcYb4N/weRMgOH/rmOFfOWbocsfUmik+IXKOLtSH9y03+PtG8LgLBNWIjvFqm2JKbc++MmwoB4P/WjapljNMU1kVFBQNPZXs+svQ2LSxqiOdVCWImBshxg62m1Rf+2z1peD2CwSCTsDkUbfDrpsHEzmpaEbGuWEMS3/MNkNvg21MWIXxZOXQcnCFZ1SNFXjMcNEqhk0qjXXQgAs3D9eGp7Dfvf1P4pjg2Fjh+TxWIBOsn8bxuwuvX4njGs/XG8eXhmh7M2E7ePwFgmpDPq6+TiEDEfNd8HYImTRDS2yQV00eGdIXXu0QMw7WvyWlWlpT6mJsRyS43QJBrwdLe93uuoO0Hdr32kVvx516brA2uGT1HZq3+h1hW9qZEDLn427+hqIVecCJulVHrbjT/7DN0jpm1Rsdc8thD7/qiN4Dv6SZSbMiYrqWrjen7MXxQ1I8FjwmTKKejWPEY4VjttA2tTyO3+sQOk/YMf23Tky7zokZo/E5pzr1xmF2fWQ/dwzE3pE9OJIhv2//Pi3Ddt+O4ySC545A0NNQSqgww0vZuJtX8jwEzWzmm1SbmKFHxi3HTqnVIL0yC1uT6iX2lslfor4e3G6BoNeDyaHMgaH3pWRGToJ4abLN8NWO2e//4Y5+Ap7/DXfxrzns92IaOS+RV/+Q4aM2S++YBiNaWXbsVfX878og4eZlZXgqGJryQnkUMzpza1bals4+OLNwPB08bi1Y+rvgv9wmf5bxKJZ329HIzyBaR7NxoV0fPrTNCu/KmVjBc0cg6GnIJNSg9Eh1eToOwx9X7dmkWsqEXzfMVEVihkKm3A9nBTgPguZ9DsiEQDtxWlx9JbjdAkGvQmULfIaQ3GGHsV0GlmJ1BxesurMdt8xX/xPu3iFewsXynfxKGsq2Ci+LCJTqpX/8KnNzKHyYj8MQFUROm21GXmP5d8EyOKtqnFNvHN+2b3jXaQ39vsKhffTmScdRQU9D6Xz15XSjOry1Uf0By1kw/K4wcMM1VSRkSAqZcrffjyHIMvmkejyXUFewb440yhP0arCxHQc1snMsvTBslV8qVyE5MeM6x+1bYjznJfBq0yFklk+P6R1zGEZq8BJ4GULyvS8UNyJqqodeKMo7dn4oyq+MYp+bj4Z4CdpevpNbRj8Z/zcRfMgbwBkeVzBDp2F5qG2GLA77lDwbQU8Ar22s7Cml1FAY/LGZhHoRQmZZW5XNXqokQ2Ns8Achw0Z5r0OQ3cA8IDuu9pg4XsaYCHoxaHjysXDU5iRnS/8xRMu9DmcHsWmdZaRxJ96G5SxWxDhsz2/pq9eGLbzQRW+vNqp2ruORKYcCeWz9kBSPsZuw7Y55MD70+gG5VWlpiJg3HTP0jG2FbytY4TG2FTk2Zw3YlWX7wXNNIOhOMOySTalhhZQaCzFzP4x+C2cvURBUq5hhjs+ccW7OzFI8fzyTVOeCMQ6VlPw1Qa8A3f/sG8IcB7a0Z3IvK5I4zNFN5o3pV0PQPM5Gdq5wgWHz79I9g+YZOhEsvZOeB2dtMrGfc1N0E4hDOF/C7+A8+iPE7k9sM/IdJouz9xBDluxZQ3HDKd/B81Ig6Cow6TebUD/IJ9R9EDNvQczMZViJYZpqSvqtpJ+0DFE2G4LmztakOoxChoMzGeoN7gOBoObAvjBsioa7ZzNvhQ63rX5nFM3wONxRXw8DRCP0gnenzW6ynpDxxwTwMe/S3fyYsmELGjthbdP3xvE8qBy/MLMsaCCEOXLiPZxDz7rePSt8DUROc1ssfEq+Xj+ozRqwq4SfBN2B8ePVVpnR6msQLPvC4P8Mhv8/EDLzIAaWU8ww76SacmWY2+OLr/JQycVYTsLzK7Cdg7i9wX0gENQsmBfjldfqP6SAcczw41i+jbvpglvFYhkfsUW+mxsRGBtQmRwaNHLC3sPK86CSbi8bU1+Bc2dxwR2roM20rVC+aIVehaj5Pc6rS+2GyEn5of13kxEKgq4EDTub42Wb1F4QLN+D4ecU6TmsWqq2qdg+/Qqmcjn2B+yRAz6aT6jznEbVL7gPBIKaAMNJnFJN934u2uebJVML27G+exZM/UgYm2YYnVtwF/338hTqZQwV+AMOWbnCu28RLsINIc8Vhp94/nhdiFmWr0HkhD+CsHkX73mwGItczXCmY4WG2Q399mgfEtJbG/rtxBDUxOGSuCjYPGBFTzql9szG1YhcQv0cRv8N5snMHqc62kZ/UihUA1lC7q87tqUIgfZsFttWSKqjOJ4huA8EgpoAxQz7w9iDI/s5sfAprDYpWv1ugCG5nyEA2zTecky9yA6wpfIUan++D0MI0sxOuKHk+cIQpD9aYSbEzIx6emy0Vbalz2UeFpb00jxmW6G7imb4KpyjyWJUPyEX1fbmdPXgeSwQbAzmXKS2SyfUselG9etMQr0M4z+dnhjmmbgTpjsRCz2dzPGhGHOTlpPqXWzXr7IpNYKiTcqxBTWL9qF77OhwUnVUT0LI3II74RcdM1TkXTIEDKdQL3PYN8QyVjkVIwWEws1Nf5QCzrfljqXhvAsvBeeAkzn6AiLoF0Wz7rTC4LrdOWU9eC4LBBsKtvSHkBkDvpKOqw9g+Fcxz4ShmmrKk6mkL2bweDX490xKnccmgO+OVd+QcmxBzYBVSRmr787ZmDawEA3va5vad2A8LoJw+a1j6i9B0EwrWVrH3AbDTeZ1xwqUy20lnCTsKvK8Klmet49jLBjGnIdzcGaMHYe1xRAzrXjfc7Zp3GzH9GQ+ahxvxyL747VBDI3OGbb7dhOHD5cLtWC9wDJsZ5Tqn0uoY7NxdXsmrhw7tdYbU215MqS/zmtyZpJqLp7fj+VR/ugCaVIpqAnwRG4bHNbyUf1A3PmOdKKhm8BHbUt7lROSbUuf6Zja0raYF06aXq5GcWcjlQ1O0AgJhZuLXvjJL+c23HOQOVoQ2qvc0RcWuwrr//VCUMYjbj5XNHKhOz4jFtlzyvBBXw2e8wJBZwY8m1J6PqFOzSbULyBkJmI5n0KmWkNLFDIMK7nepKRaxu2BUHsnk1TXsa9McPsFgqpGS0wPFSxtOIxByomGf2ebofcdk+EkjSEkESzCHk2em37PGts0ljim0QI+AV4LMXMyBc3UoaEdmdAePPcFAh9sFsfmeDD218Lov5BNKodN5ejN8CuYqo0UMRRi7lDJpFqA7XofnJCLq6SdUHXBfSAQVBV4UZ9uDdyZF3m2jy9Y+tm4m70aYuYBx9TehJD5gKMGWE3ChF669/1wUtCQCIVbgl74qVz95Iae6jo+HFLnnq/4+0IIGYaf/uaY+u12LHRBnn1qTG2ffMMAY0a0j+TVCNaAIob9ZFiGnU6oBMuVc0llZ70+LKspZKq10y/Xe/oYL18G2zIN2/U4xMxlmUZ1ZHuz2jG4LwSCqgF/uK6QYa8YS08VTO0OXPCfcSz9HVz8S/7Ear+5mU8RMsKeRl/QsHLOH5nAc5UDLW0KGrfvUdh2zNB/bCv0AM71izgmIVOv7yIt2wU+KGQgYvZhQiwEwN0w+FM4gNFN9k153o1qzJUhKcSY9MsqLDxvgWC7Htt2DMTMLjIdW1BV8CdZuyMIzMg3ikOMAfn6/gcVYnoCF/37IFwmYTkPxmEVE3p5lyviRVit9AWOV+JtdMyu1/FaGAInnLUt7SGOSeCU7lJMGzhr+M5f5e+CgwRVJ/kTgt6BXELtCgN/djal7sDytWxSzacno3109Y4r8EnPDAdKUoxh+17NJFUKgmbgWxAy5fNeIKgOsJNlft/+fTjJGmLmpIJljMFF/0bwEQoZh8P+TGMV72pZKUI3vUysFlYr/WRhf1zCXIZKWflkaQuZJFww9Wc8b6R2kWOFT7WjkVj70NCOE0aMkAt7LwPnEMHY94VxPxqG/yYY+zfAmeBKihmyWsuwKcLKQmw1m/1lE2oWHk/Atp2E7XYrmASCqgLn2LilqqYxChf7O8GJjqXbXhUIpxfryzsbOxA0EkJhtZDnb/B8dvvU4HznpG6e/7apvWlb4QdYzl2w6kx6LYO/HUHtgkKGLfxzCXVAPqUugMH/B7iQYRm/l0y1ChnSzfMB80n1MbZrJrbzjVxS/ZIJzhJiFVQL3DEEnKFUrNd3YZWSE3OFzO/AN3gxZzhpQUOd64nhXawIGGGtk4nCbjI782r4mqkvgaD5r23q90Dsn1uI1R3M0FNpkLYDJ3N3VrYrqB1MbVY70rBnEqopk1L3wdDnOUl69th1yrDZXO4TQqGnkyGl4iiPEDIfZpLqbSx/D0GTaEmq3YP7QiDokeCFmM3CcvXhw4qx8Pm2Fbobd6LP2ZY+GRf1mRAzK3hRZ+M7yY8R9hb6YxI88pzX8bq+oNyf5v/AW2wr0oTXj+BNAH9Hwd+WoDYwYYTaunWU2qM1qZrTKfUwjP1UGPtFDCsxUbZaK5d80qM0bYzqaAexfbOwfQ9lGlUqd546IHOO2jm4PwSCHgcmM3KeUrFBP9CJ9bvYNvs971ghVnR8XDF+wL24+6744EVfKOwNLI9IcMOrEDTL8VoOv5FHSjHjcqfeOK44TA8Ff1+C6kdHXH1+8hjVp7VJHd2SUve0ptS07Nr8Ei/E1IlAqCZSzFDIOBBn2L4MRNt1U+NqfwoZmcEk6NGY1tDvK/TGuEm+9dp3CjH9EtvSJkDItM2IaV7793q/dNXtwyEU9lr6+TRMEp7fUOeGXFnOXbT0qfj7o3ZMv7pgGSMgauozg8MaRyJ0SIJw1WNKk/oqwyxTk+p4GPjx6ZR6FVw1c5zqKFXpJOxKUojRq5RNqdXppFoFzsf2/aMloRKZkUoL7g+BoEeByVx2Q2QPZ7Bxqm1GLrMt/Y+403wNd5lFx9KWsu07Jw9z6efHBC/uQmFvo1/1xFArhX45Sfgj/H4Kjqn/yza1v9pW+HrcFJyJ9w+SkQjVDYaW8mOUATFzJoz7PRAzbzAEA8Pf0Ta6ejv8VpLbwFAZHq/Adk3PNKnXwFvSTerYlnOVTJQX9GwwrMSS66IVucEx3YF7JV6s/XyY4EVcKBR+kr648Z4zJKvPdUztHYib29yRCLhhKA42tpfeHNUFJnK/fr768tRxql82oQ5pTahfpROqFUt3AjZFQDU3xaskE5eZxIzHi5n0i+XdmZRKQsxYHTIVW9DT0DF+/Fb5hgFfZ/M75sYULf1sXIBvwsX3edvkXaWxfE59ndvenWElyYsRCj+dzJvhkh5L/l78iqcSE4RNfZ7r5TSN2/GeMbhxOAE3DpZTb/TrkAThqgCbw6VTas+WhDoVIuZq8AVwIRN9afjdDr+dCINqpNvoD8wk1AKImcexXU2s2MqPUX2C+0Ug6E50Who6Ixrdtn1o/93smPZdx9J+jbvHZ3DRnQzOcIfsWV4ZKvMBJKQkFK4f/Twad3xH+bmbGGzqH4AOJ3KDd7ttDuqNw2bu218MRA8HQ/DFZhVqTakRrQl1b2tcTYKQmZtNqhV+H5agIKhG+mKsxOneTaojHVfTMo3qN9lGNYyjGqSvjKBHgaWiGWvgzrkh2t4MK+EC+ys2/nKiGstLV/kJjZxTE7xQC4XCDaMvbmaxi3BDHb00rHh6D2LmvmJMP79Yrx/EGWfuOATlGotObz4EWwYzLlTbZlNKzzarQ1qT6hqImcmZpNd7xW+IVwseGW6HHy7LJNQqiJiFrY3q3+D5bAoY3C8CwRYFY/UZyxjkmOHjbCt0oW1pdzuW9go4y7F0t2+G30OjIk/GdZ8LhcINp5dD4434YMUTf1u2pc/H7+1dlnBD1FxXNPUfOqZxgD000leJmOkxYPlxa1ztMTWhzoCQ+aUbWkqqeZXzlmpByJD0MDFkxm2CmJmViatXwVvBE2Y1KUlaF/QclPbTvpyPhaN2VPuubYVvcKzQRDsaaoegWVTuj7GmZ4z0jhEKNx8rQ0/laqdVeJ2/u+lYTi5a+lOOqV3OCfSTotFtg79dQfdj4ni1zZQm1bclqb4NEXMP2AKyC+4Kv3S5VoQMSYE2a6znockm1bvgTbmk+i64d+l89eXg/hEIuh1uKWHDgK9TyODu73u4K7zBNrXnHTM8Z2ZM65hTz9wYGUUgFHYH+Rujd4ZVgvzdOaa+wrH0NpB9aZLFmD6EicHs+RT8LVcJPtfRAY5XW/nkkNpqGuvA8uNMo9olk1BHuH1kEuo/6aTnjXHnFNWQkPG3g54Zt4IpqT6CkHkSr58HRjmugcIuuI8Egm4Fyz9ZrVSKRY7GXeD5uJj+jlUVEDTtEDQrZnIScFnMiDdGKOx68jfGxHo/nMvfnpdwr7c4lvZI0Qxfhd/mSU7U6M88muBvuqeDomXicLXNlBHqC6tHqy/a49WXpoxXX+BNVfC9PREdE9TWU5rUwJaE+h6EzK0QMi+Bs+iJWSNmOhEF1UhuB7eHniYIGM6PWpxNqFYImluyKXVo/hL1dVeYVpEQFdQocHe3E+7yjndM4zp3boxpZHEnuNT3woiAEQq3HP3wEx6vsr2BlbMdMwtse74AAIAASURBVPwfNwwcM75lD4r0rbbZTtPi6ivgTvnzVJ9pF6id7LHqG5MuVNtWQ38STsBm+XFLUh0FAXMHBE2uNaE+TnuGvqZyZEh6mNhTxk38TaqFuYTKQsz8Xy6uxuHxrsH9IxB0K6iiZw3f+avOPkb/Qr12FC6U4yFmnoGQ4cyYj1lVwf4xvDsMXlyF3c9KURkUmf5ra0p915P+/3T2eUEG10fYfeT+Z3Iwjxk9NG0xvQNCZr5jhf8GcXNZPqqfkDX1vaYM0naohiZ7TJjNN6vdMil1JIzjMcWUamhpVqGWi9R2FArB9/cU0IuE9f1ma0pFW5vUiW5oKalegaBZwaRY5pPUUmjJJ0WMu218nlAlChnwZ3h8bOk8tUNwPwkE3YqJw4dvw4ZcRdOI25Z+K/gCRIyNi+ciXkBZdk33tvSO2fL0xQoNGsXlp9HPsWAjts8i38dmbfwfHuvgZ/n0RU9wnYTdy7XngCdobFNb7lhaG0TNq7YZ+i0ejyxYYdPtGtzD3f0QL9vDSJ6cTanfZJPqdoiacwpJtTt7lPQEMdPZ/qPHqHiuCsGAH5BuUmMgYv4IMkdmNkcU0NjXUmipkhQzbI4HAdORblRvZ+PqKuYJ4fWIDJIUbHFwoJ1jGmcVLf0BiJjJuGDO5fA7GjAxXkJhz2Slp4xdg20zvNK2QjkImnvY2JIJ/KX9tB06M8hbGkzynXGW2jbXqAbDMF4NIfMehMCkfFJdxdf4t56YM8N8EPZQycfVgZmkSqVTagI4PVfRCK8WRYzfHwfHyRcy8zKN6hEImVMZIgzuJ4Gg29DR0PB5d7ZSfXi/ohU62zG1OyBk3gEX4OK4mnfogRlL0jtmM3BNKKgc3qFg9D1frjelvN990nPCMB/JxGsO7SzScFn6MnChY+ofYvmR43EhHi9yO8da+kx2j8V35iBUswwZevlPHvm4zJzbZdY0puG9s8r9TNzPKi/XfDZzp7gNXEf2QCE78+74Hp61Xp61oSwJU20+eueS16yS58bselfQLHGs0Bu2Fb7NjoWS+Xr9oLSphe1I5EvBa8CWAsNfnKRcSKnhMIyjIGKegZFcCLbBcF7L3ItyM8AeA4oYepFgvAdhPb8N0XVpLqn+CEEzBWJm9YxxqqN9TO3lyJAUMaxaYjIztn0ZjlkBYua59Eh1Of7eIF1+BVsUxQMHbw+jeIRjhq5zrPCzEDMtMGTzYOhWVLqxxfhsXno5D2urUygCKFQoDObUex1fOdvK5wLwwyF1HR+4zznEU/PuwE1tDo5XHiIjbZs6BUquyKnLbnhQby2608uNJ8GHwL/YlvFgwTT+gvf9BcLlQSz/XDD1P5f//qQXWjT+BXI8RRbPC+7nu2KHQgjP3R4n+jKu58Ih/Ts+GuKtHxu7cV257vwbt2WtAFsrbkTQbH764nhNyMnSVzlm+APbDGVss98T+F1fjPPl0HzDAONTKp263WvDhmqsfAF/Dv4DBnIuk0qxLII/YSJw8H+2NNjVNz1K7ZNJqfPAW7He/4SYacP6LqHBd2o0tITtdIdisp/M7HHuMZrP2UvZuLqgNa6+1XKuCgX3lUDQ5aC7+a2Gfl/J79u/T97ShuJCdxEufC+DH8JIrUkulNDS5mNlKMCnO2DQNCBIjBVsPlj2snxMz4dbcmsai+1KMnfJ9cCE58FIQVCEW4uW9irEy//hGD6Ovz/pNVHTOSvrWRzLR/E9d9ox/Wonpl+Cz7uILJTpPraMH9mWdqEd1S/FOlyN9/8ay3uwfNDh55n606xm4+dy6X62pU/Ee/6LdWIYcolLNnJzm7m56+q+hvctBT/mdlH8sB0/Xl/psAKn7OHz90tw3wg3nv5NyMyYDvEI0es2uAw/hGM2jpVO2b1C+pZMCmYOzNzR6mvZkWqvskfmBQiCD2eO9YwlDGUBYuAC5ssE/3dLogPrnW1Se2Wa1LlYx/8HI/8v8CMm+vodcIMioJZIzwy9Muwrg+M1Fa9dm0+qgxhus89WPcbjJ+gloJBp2X337VjpULDCI+xY+CoYRdyRa22Mt88o946RPJmNox868sNGDLn4ISI/JDPL3cc63q9BvBj0ghVh6KfC0L+Jxy/jc57D4ycgNB6FAXqY3hQ8vw9/uwPLm3G8brStfjfgjhvHTqMYaSqYeoKN0yAcUhA2zSQES7wY00+3rcgxHEzYZkYOyZqRQ20s1zJ8SMHShjtR4zC+D699B8szSqZ2TtH9PK0JQibFzyVLeF7uO3QF1ufGAtfJ0u/Cd/8W77sf6zqB647lcxQ92K7X8fgt8H3Pu6PPxrot5X7ivqEHhxVyvveGr/lhKd8jKEJnw8nfLs8zhpxwkwKBrE2luMWxu6pg6ScWhtTtntln4CfEQnfk1bCZWjGuDqSQYYgGzNNQzr8AYoZ3/SmVw13/uJ7SCp+9buyEqsN6HlYWX/dCzLyB5UyuN0VYLYsZeproMSs/X8TjheVfsTz7v00qUg2l84IaxJRBg75aiu0ysBDVT4dRvNexQu/zTh9G8WP/IigGZOO51tXvhVV8IUOD7ZF5DRQy4VUOe4NYxmQIiH8w3ANDcwsEzHhwDF77IUTFmYVo3ekFq+7EQqzu4FJU27s42BjApmiZen0XJ9qnf/uQkA7hEWbeE8nHPvl8RnTAN6cODe3Iihafk8vkY3zPN0g+5vsyVt+d83v378NOssyxqPw8n7yzx/pEMnvpu9gNkT1YAWfHIvtj2w/H8mSuuxMzRudN/TKImF9A7NyK7bsPy6eKpvaWbWrTKGiY98OwFMNTlYJmbTjKE9RyLm44fe+Mf0OCc4sewLk4Hq/guPySicG8oQmGnLpDzNC7kYuri3LsS5JUaXaOdUUBhEzbGNXRmlKtLSk1tqd4ZqY2qn5Y35PBX0LEPA1D3gp+hPVexfVmU7xazJHxyaosijWIt+VgC/hXbPelrOKadJaSERqC7gcNVi7qTrzG3Xf4evBtcDXv3mhYxHCsPyvDI35e0RpPlmmwzfzH5bDQB2Xvy2w318TUio4ZyjhWv3fYEwSv/wHH45cM+eDvP2R/EPDAfKx/tDC4bvcshGdm8EBtUrRPj75o0CgWDzS2p8gpDe4/OGcaB+Ss8DGFev20Ukw7p2DpYxnGAn+LffA09ssbeNyKfcN2/DO5f7Dv5npJy4abZIy/r4AAWl1pmCvFtpyr60cKa4pGegUhaOaAf8d+vb4Q00/nOdYd4w9YkcSmePRwZBPqNBjCP4IOuIwGk4JgGhNnYTjTTeq9qQk1akuJGa4rZwqxaV8L1zepjsJ6Xov1foH5PBAxy/xE2Fr1xpC+OKNXxvXMJNVc8Nl0Ul2eTqnj6JUJ7juBoMvhemRgZBwz3AjeC4PyBjiX4Q4v7CEGYn3oG9ZKzwsTXn3vgrv/TP1DsAgj/a7tJdQ+WvZM3Ip9fi32/yW2FWoqWuEf0JNRNOuOxHuGtcXC0WxMG0iPytQ9QjtyLhZDghz0GTyePRE0AhRdpUHaDtyG9GBjALZvzzarzixE6/aFaDuUIQ4nGv5+OTR2Cbb7Gjum/wbL37thEOwv8G3HTWrWFuB9q2eUz1E/oZjJ0n4isZyvn016uPxEbApEvFaihwbLO4tWJMXjwrYMweOpNqOXZgqTfeNq/3xSNcMg/hbi4B0sF1HE+J4NJs9mUmol+G8ImgQb5gU/pzvA73Ub+I1Ux6fj6qJMo7onk1D/dBOTU2oxjTy9FWStiplKjxOX2O6V2P50tkndTHGH57rkyQi6FWtyZHCHn7eMU20zfB+MaQnLVSzt5cVORMz6c403piIvhkZiLoQMxQ2M8Ecwxulykuz9FC+FqDEahvs0Gg03VARDn2/Y/uszYPinDNr5q1xSsKweOPCLbEFPLwcTNEkKBJandof7f1PBdXTXFevMbeC2ZLBNLAfm9tEDQLEzZ/cdt2tnSAsGlGKn2KAfiH17aiGmjYbou9ZxhQ3zhsL/tc3QPFZtscOtX/UlFVEbzkovYnmfLfSSuPWH8finpZh2cFeWbeNOfgDEy5g8wzRJlcPyAxjFVUwmLRvL1SCTfxdmkuplGNNzObQx+DldDVYr5caoXbEe325tVL9qHanegKCZmU2oRTDy9CK54wkoaGo1rES64tLPk0mqj8EZ2Cf/yLGnTkKFg/tNIOhyUMgwtIQL2Ajc5f6C81scK9yxoMHrSSHGoHN2Jlr8CeEQK6vKFTvz8N422y1fNtL0KIDPOZb2e4iY6wpRGGfPSB+M5aBqnJfT1WBvCgqbNERNeT+dCkHTXDT1q2wrdJcTDT0GQfMy9um7jtcPZ5rjhUrY82YZjxGPC8Ok0sfm0+lXj/E8ZtI1E629ijMDwtt41LYiTVgOouAs93bZZPHMY5uPq6+zk28hpUbkE+p3uYQqwCAux3MvsXSUZzRhKFeDK8qhjL+DZ3dXAjCrqxhSKkJwQUQdmG1S34cRvzYTVy9AyCwoNnn9VRhq4brWqjeG9EUaBWY56Xc5joVTFjK/xN8OZ1VX5f6rhhstQZWjQ43fijkMMKzfc5N9KWRMbQ6rlui29xqvffLC19vp38FSxHgVN14Yaa6bnIr3mBrLjNvKlToTIGBuwx3ulTCyo9xKoJh2ND5nGDuvMmzUwqaETLTtwjvfagYFHvcP9xP3V1usf9Suj+zXZoYPyUdDxxes0NlFK8zS8Vsc9sMxjZe86i9tfpuldczDuTy/wTPS9JLRYIug6ZzcL5XjKrAvWS7PRop/yFvaefbg8H4U3ZujWR2rgDJJtR8EzQUQMffDGL4LfuSHLtxluWMuvTSuByDhegCehtE8i6Gp4Gd2BTKj1c6FuDq4kFCNNNjgY+DbWXojEmqFUzbs/pRohmCCIqAWSBHD7SO5vQyj5djE0Cudvxw8hjlP46U5nqA7QcPJi1LBqhtum+FfOla/VtsKr6K7nhc13/MQvNgJ19LfR/78I1zwV7n5MFHNhjB8yY5qd+aj+gVMqM7F9CHZvXbRWe5aWSFSDr3wzkXuXj4D/r4K3ulR6HDGEMTLSUU3kdi42Ykaj9FbUw5DraZA94+XnNfrR4oaij88ppfrRYjyn9nRyMkQ4wM3xwiBttFKy8VVnFVLEAVMnF1E0eILGRpQX9CUxcxiDi3E/zyO5RndIWb4HfmE2sdOqnGFpPpjniImpT7gOq0Js/QS+mKGSx4P7IelYCaTUrfRI8NxBfRiiZgRdBuYp9BmhXctsp+EpY3Hxf55CJmPWLUkoaV16YkVP6GXvU88j5VtsoMqG9QZ7eXcgtfchnGm9iB4RyGqXVGw9LPd/iyxyJ4sa94cd7OCzuF6tphMzN44gyNnFM3I+TZLjKOhBwpmiJ2r/+mG+ehlsPT5DAUy7FQ5VkH61vgeR++cJ3F+8zx32AXajupJVtLRQ7Yp5/KU89QOhYQyc03qDAiUuyFMWrFc7if7VoZq1hEzCbUQzOO9f83G1enMXwl+9qaCPVE41TnTqHZJQ8S0xtVJmbi6BCLmzxQy+O65XD92uZ0+xlu3Ws6NIf3Qkp8n4wqZpJqRSarXs16y9g+5v4I3GQJBl6O1YbedKGQcK3SXW37NfiamtsLPKwhe4HorvXCSZ+hYlcQwxXzmEsU420Zb7CXyGn8rWpFbsRxTsIwR+J/D26LhfYumvhf7vdD7RW+M5MJ0Lejt4n5m3xyGTt3E4Zg+hC36nWj4FJvNAi3tGhjmv+C1yTx+03EcvfEQXg8bN/zUe0Orbs4Mf//+vnBzZjzx9xSE4Tj2C5qLfTxxuNpmUwwXDGQDDODF4ASIg/fABX4ehj+o0BcIFYmmK+kRAVuzFBZN6tSuEDPMjYGRjlEstTaqa1s5JDGu/o3vZC7PfKzHcjfMUs7lqdWQUiW5jX54yRUzKXc0w+sc/InlcW5l1xYqkxf0UmSOHvjFaRAy7oiCWOhyxwq/y2RflraKC75zMjGSd6e22xtGW2a73VLDc7F833FHBERucGLGWQWrznS9LyNGbLL7XbD5QKNLr03GMgblTOM4dkQumGEImtBkPJ7J6jJ3lIJlrHSPcy8flOontLt9kLyE6iex/66mh5EjToL7d33hhgcnqK1Z6QJh8H3w0XxClbBcCq72802ChrTCgK7E87m5JvUehM7vIYS+s6kN2RgO8cc2cEAkPTL4jgaIl7NgqG/INKqX041qbjquVvtiqzd4YoJckweUVCuyXo5MBrw3n1THtzcrepw3WtgKBBsFdoO1rfAx4I/BJ2GMZ8+q592pDIskmfvijxhgAjRDbralQcjobGj3X9zN/7NghR+zrdDdEDNX824fd//fZp+U0n7aDsH9Leg5YE+enBXelaMZmDDsWKGfQpTejuP7UIH5IDi+rIJyTH0FvRN+Z2aGoGo9/MTQEs97ks/ZzNETMm5Z9o+Kpn4kB1AG9+mGGDFOkmbuCYzjORAKd0GMTAE/9kNLnyZm1lTN0JCm1Ezw39km9f8yMKRsshf8ng3BpAvVtiWIK4iTKNbtiEJSnY3vvAJG+ndYx5fAtkxCrW5r9qqVmPDaW7wxPnlM/G1PJ9WH7PGD1++GqBmZTqk9NyXcKBBsFN5qaPhKsV4/yO3sa4ZfA6fhznSpP0W3Vi/U60svN2btrCQKvBkcwmeGP7LZYt/S/1iwjCtg/M6A0TuAYYxpuMBPa+i3E3vBBNu+C3oWOoYP34ZlxfTSTLf67sxRDyVT2ydvhU8tmNrF7LRc8JoYzuf54PYGaqhzzwW/5L5WfyO8BvhjIrAfFjtsI2AaT7LrNEN1bN8Q3J8bCoiRvcsjCp4Ap8IYLoBRXO2GllJrGTSmvpjJemKG06dfwvImLI9iF97g96wv6JHJj1EGjPNwrFsK63QH+BwEDMNebQxpYbmMXqM1ia/ldQ2uYy2yMk+GnYwpNlsTKg8Bcxt4MkdOMCQX3K8CQZeByb4Za+DOdjQSczhg0Ao/hzvSD6S6Y+22+4bK9iZUL/EMmjbTtkJ58BUImntYlcQwBedW2cMjUkJdA2DuB8RNnRMNH8ZxCo6l3+uYermsm/1q9A+8vBFOLDfcsQm19Jup3BZv1AYnshsZ/O2xoqlfWYhqRwWHTW6IN4Z9ZCg4YBAjEAenM4nWrUZKlkcUNH922IZ/d0uAOfcnqZxMUj2fTqrrYVAPX18xw3WeOF5tkxmtvsjQFEutKa7o3cFyHNbpXvAtPJ4DMbPKnzXEvJje5IWppJt4DWIfrcb+XtqaVO0QM0+lE6oRQmYg9z1Dc8F9LRB0GXLRAd8s1WtHwTj/FHwEgoYJfatYmVM5xyZ4oatlcnt5N+p352UfEib1Yt98BKM1BRf1ZznlmRPDi7FwgiW/WcsYVqzXd5kzbNPvUgU9B+yuXIj1jeRNbZ8SjjNDh+4wT28C+RPge7apzwVX+ucLuwzTixc8r6qJ/A34IdXy73+hJ2T0R7xKsMghbYPDWlC8BJ//L9Dg5ZrVEBi/RoiZO2EkOaJg8ZrQUlPnoaVKVooZ0Mb//w3Ln2+ImCHYnK8lqXbPJNQREE/n4XPG43PuwXo9k/WSkGfT+8MwEj0RJD1Cn7V+tUiKS27/jLFuaGkFBM27EDL3ch5Wuknt+xb2ZXD/CgRdCiaj2mbIss3wlY4VeqNctbSUd5m17Db/LLp3om7pKS/mRsccb0o1K5R4Mf8LDNqP8zH9hPzQ0G4MS7DFPpMfWZE0QW16fw1BzwGPZwfHQ+DYcqTCdHoxY5E981b/I9wmh6bxB3eGlitojFU0/p6Y+eR5VU3kb8DfFg7tdLxOv0/y3C9Z2lB6dIP7akPRNlJpuYRKQDA8CrEwNcdqoHIfmfX1eKwjZryKomfxmddiedj6ipnM99TX0uepPZk0jM+5FnwqRwGTUtNB9rZhCIuzhdYZRfC/PEa1Sn+7XUFHMZNSc1pT6j4ImlPYqXlySm1Pj2ZwHwsEXQLePTHhERenQU7M+D6M9F9tKzxvWkxfE/9nyXFvEjO+N4aVGq5L3TRW2LwbtfRZEHsFiD6IvdD9tqVdmLMixzr7GP2D+1XQOzBx+PBt0uau4fxg/SCOTmDfIPYQgqB5j+EnGPxF9G76+Wbe76k6bg64nuskNFPIeKGlR8GftlmRY1ob+u1UuT86a1T4v8ABg0yshXg4FqLhdhjJFnAxjaXfbG59xQzfWxYzy/BZ6XzSFUaXOwl1ABu0VX4v82CY1Du1We3Y0qxC7H2SbVb1hZQ6MuclHv+cnhg8LoBL6HmZMcbrF+N7YXqjgPFZUQbPgZ7LIGRmppvUixAzF7jJvuOVtJcQdC2CFxq3HDUaieEOq4l5ALwIO5b2Mb0QvW36tb+tFDFen5jywEfO7jGNlqKpP40L+q/sWCjJ1vjs1Ms+JQw/VO5TQe8CvTTsEeTwhoCND03tnIJpXFceT/Ee+9SwEnAOE8XLfVkqvDU9sbx7zewlJvuWG+JBzJdnL7GPTCyyvz000tcvV94Y8NqTHan2gnD4AYTBryEeXs0m1fzKKcsbIhpoXNtGK3eYIT5rMv7vPnzWKDbdC343hUxmtNolnVQHZZLqzEyTutSd4pxSD9Cjg/99E5/JTsMsL15NAeNX6ri5OxuwXjVG1yPFHCGGlnJNbngpi/33YKZZXdKSUodSIAb3t0DQ5aBXphjVT4eR/pNtaVNwsZrHHhprvBK9kBQ0frdXt2IDQgZ8An8bj78d7tQb/ZjYKy5UAVF5g8DHJVML53Ge2PX6OMcM/8k2QxnHDC0vlXs0VYtnhmKmPL3dTfbFdeFJvH4FOIzhtsp9sDFojaudODQSYuZeiJg3IRpmMYSzsQMYKTgY8qCYwXOOEmDuTbwwSpns1ut/L4dOwuDuBvFydDqlRmfwPrz3n6Cd8ZrtMefG/UwKmeD39Gb6Ao6CrjjaDS191JpST6chGrGvhuEYhKaMEK+MoBtBQ1wapO3AOyx3qrCpvVluub/K9070BjHjh5R8rnWn6zPw98ngc3bUuBPLH+GCfhxLrIP7UiCoBAWN21m4PnyobYWaCma/2yFmnvGmdetFnEf8na2mUGAuCn9rPUXceCMK1nqObE/MZ9hHpmjplzK0RDHf2TYHX/s0zGCVUKPahaElGMdfwAj+K8fqoKRa4ZZXj9p0MYPPfAfC5B6GPXJN6lh3JEKjGgyjezD+NqJsfH+O7/wj3v8aHk8HV9D7wnDSzLHeZ/nCqpd6Ydah30eGxyfrhZbawIng1fTI4Nj1lfCSoNtRjOkh18tAI20Zj+GCNc037H64padcYLuIriud27t25o43RwnCbhqWzxVM4+d2NHIu91Mpqu3NUAJDCsF9KRAE4fapGRrp2x4N7WbHQvsXo6HTOSIBguApnHetFMwMZS4o96fpAb+18ogCrwrLHYZqGYschpZM43H8Hs5nN/B2t3P1xoeWiNa42iOfVOfCQN4GIfEyBMUMLFf44wk2Vjy4YSbmzLDnS0pNBv8E/gLPLyqk1Gjmz8Dw3guB83c2dAPfx3cX8J454FJ+hutxKNNvzrcx61JL9L1T3Cdzxnlij+Ivk1SPlMNzR+fjyugI5CUJBF0OtxrD1PZxPCHzIDjFtvSP/Xh+Jxe6mqUv2nCxXkHPlGNqRRidiVhea1uRY9krZsqgQV0+cVdQ23Arn6zIMeDPKA4cS2+h16OnhZz8NgRr+siYxhOe5zZyyOrNULXEMQCFpPo2RARDQOzXMhuGcSUNpZ9QurFc0wE4pZZnvAnNz+CzH8B3/Y5TrLGkiLFbWSU1yvs+cs2cp04+U7iW3E9lzxdLsF+HIP0JBN8h2Mc6+/IEj7VA0KVgeCm7F0cVRM5kp1qvNbv+AS9kvss7eIGrNbLMmnfDpPuat/24A9Wft6PanaxSsq0whIw2cEY0Ksm9gvXFp4ZaGIYpDjYGUNCUWPUUM36F39/DEDRvsZSbjSn9KesUFN0Z4uV3BUcUlENLf8XzHxVM/UjmAXW2TcHXPg0MLdkptSd4Utlb8krWCy2tpJH0E2uDBnRD6DdvoziCaJkFgzsFn/8fPP933utbU8DrS9sZRip7GNjwjt4cCSd1Too87h+KmGx5AnY5LPdr7MsTKGRWi5ARdDfYD6IlpocKMe1gm3dblv42B+f5MfuedpfYVeT2sv083fx09xe9WTuPFC39x27obR+jPwzP9gwVbKpLXSDwwd8f89TYUNGuj+xXrK87Defc9Y4ZfhNcMSumd7BBpZez0n2hp8oRBW6OjBdaYsL7j4r1RsOc3XffbkOES2dIn6MGZBhaSrqzel7NeTkqK10BsQmhpXUMb5kMi2S98QKsRPoAf1uA7/0Qy8X+d7odhcvfuzm+uwa5mvuR+4b5Q7PGuvuVYxv+juXP8kl1Si6hdp0iOTKCLYDPMXGPQiZvaqNsS5sAQz6bRn1ufV233gluCVbmATH5konObljJMt4HH8LF+3IOyZMhkILuAKvhKJodK3yqbYbucTiZ2wzPdtiXxjRWBs/Z4Pm8OVj5+V7C75rQEnNkroLQOmJWIMS6oaKGNwOZc9yRAMeAt+a80BJzVFYykZRhoa4QEjTCfhjJz4ER78v6c43ALAs/vEZxOAmC9MZsXJ1kx9UemzqJXCDYKLAjLQfBFcx+l9hm+HHH0tK2pS9jsl8PSUDsEvoXam+6MalzIOQSbH+L7SVj3giOLFl1wzntlzNigvtOIOgKMIRpN/Tbwzb7fQeC5jKImT97HYSNeTgnV9FTwt9mRfhns/Wk4e+ickSB20emXLXEZN82M3JIZnBYC67zhogZNsTLcWhkUn0Xd/LXY/mymyOT9LwjvsDoCnHhixlXyJQrcETMfDbpjeH+YWiJDQIpZnC8ZuO4vQEhcxeWZ3LUQ8u5apO9dQLBBqNj/Pit8vv271OI6ac7Vugx3AXOK1oaLmL6mo6kwYtdrZAX6pLrtmfDMm4vRxGEi7YVfpDNv5gPQLe/G1KSH6egG4HzbSt3uOs+O3wtHw3t5kTZgdv4A0TFZIiaBTx3K8XM5iQ/mwn/FDMOB2Ry+rVlPMnya44o2BwDUtMJFWZDPCbggm8w34IemcqE264WFv53dPX31BK5r5hLxPBS1qvyeh3H7uZ0Up2da1aDKVKDx1og6HLQSOMi2Z8u44JboROeMjOmdcxv8LwVwYtcLbDSfV6+61wF4bLYsbRZthWaAkH3SMEMXZStDx+aHRLSpfmdoCegLdY/yuTgohn5LUTNy7alF0AONHXHIVDUbOqNh3vzUtF+ITiigAnKU4eG1ungSpG/IULfH1GQjaujYQRvAtlN1wstNXvJvvSQBI2ocMvS92b53isctyXgf5nnRCHTEldDiim1ffB4CwTdAubJOLHwKTDkN4EvOqY2m0mGs+v9OHntkRdrXvj9xGYYhiUQMzAM2lOOFb4G++P77P3BSb/SN0bQU8BBpUVT36sY1U+AwLgYQuZ+CJl/Yzmf4eAPNq0nzTojCihq/BEF+LxH6KXE42G8XmxI0ntnIieTUIPokYERvAl8CYZyph9achNvuyi0JNxorgktzR63pnJpQZaVYAl1byalzksnlMnBkRM24NwQCDYb6MZ2Bhv1bs8UU3sbd2HzWL3k55Fs5EWxx9PvYuo91zkg0nai2t9gFH5SbNAPZMNAzlOSH6agJ2LWoJ2/ygZ1hZiewDl7F363k3Aur2T1nTde4JPn/PqyYkSB55ExjSdKpnE5O4FvjhEFcy5S25UrXe7Nb4YRBcLuIz1m5YZ4nAo+Kev1AoqDDdPi6ivBYy0QdDkoYjhzCReoPb04vPZX3HnN8fNj1riYa4i+QPN7dLihJYuJlPo7nDtVhJApRLWj3DvPjo5P3E0KBD0JnEbt0FNiGefZVuQ2iI6XKMo5hZs9adiPZn1DTr6499/P8mu7YkSB28xvaKRvcB0687p8GiaOV9vkkuqbEDAH5RPq6pw3omBurixk3D4yImZ6FOmNWafHjzcGYjr+9i8KGXpksnG1P49r8HhvyLkhEGw0WLlUsOrMohn5IS5+t+JCyLlLSxleqtnQklWR0MjXTOMD202kNO60Y9p3c/Xa4Fx0wDc3R2KjQNDV6BiutuHoAN6QFMy6IyE4miA+7mEVXltMcydwU9B8xk3JJ0YUOF5oqRV8rGjq4+gBonDa5NDSSKWxsy8M33gYxGewnJZlp91yia+f9Bs0qMItQwoZHhcKGTYQdIdGJlUJx+5hHLvLcwn1HSz3nnKe2qFySKdA0K2YwsZcVt2JuOu6xWEioWlM8wfb1aqY4UWdCc1uDxnTmIvtfs+OGg8VTCPOoX/BfSQQVAMqvawQ5eeUqxFn25YGoeJN4f4MQfNpIwquxA3PcFZTBb9zQ1E6X325kFLDswn1s7wnZPIwistpKDd1RIGwa7hOzhJETWtKfdSSUi9kUupiHEd3RIFMvxZsUfCuKWcN2NVN6DP153HhmsaLmN+yfH1d09VAXsT9HABvu/SlEDPtEDMvYft/4ww2RrKDqXhjBNWCzrweRGafgV/jPDU7GrrAMcN/sU3tPcfSPuIIBPZPCubA+b93P3csOKLAbRC5YSMKPvH6W3H1edcjAyGDO/mLwafySZWDmFnEu35/TEDQkAq3DP1GeP4MKz7PJNV8CJhJEDMPQ8xclmlWR1DIdDZr6X+cGwLBZsXnGF5yB9qZkUNcY27pth8v9+/gPusuroq4mtvGyozZ9W4bdnZNLYEvYht/YUcjRzPRd3PceQoEWxpuJ12rL3/bFoTIaRA0t9tmKDcjpnXMrfe8kiVrbaVT5YgCpzz9Gr+RJ2wrciEFPsXRhhin8nvXeX/+PNUHd/En0iNDIQMRU2Dehd/Xxe8gGzSqwi1Dv/TanwyeY1dfCJl0Ut0MMXM6xEyDM071kz4ygi0KuqOZxJeNRfbHBSvF7rZM9JvfUOfGyzsRA1XLSmHmemRMfblNIUNPlGXc5F7s641+wX0kEFQ77OHDv5TZa+AudlQ71zFDj9tWqB3CZinO/RX+78FflkcULHU4a8nLkbkSfzuclXyVn7khosbHjAvVtk5CHcAcGfBZhpbAZW3lwY1Set1zuKZx4FphuSTr9f15P9ek/pBJqjOdUaq/PV5EjKAHgBckp75fvW2Gz2f1DjjVMVnOWbc2KbbK6bdz590mvTHuxdqdeI1txcUa23u5EzWOz0f777Y5ykwFgp6Ilt133y5XbzRAxDTaVvg2xwq/guU8emf4u/D7yOA3sZBVSxAwE5jsyxEFGxpaCv6N4z7shKorNKoj80l1KQTMk/TIwDAu9icsd9W8JeEGcTWXDCnxmFTkLy0DC+AT2SZ1FXgauNeUJrXODC6BYIuBeSF2LHwyLmoP4eJms+Mty5PdkszaSfpdzbtOXqwp0iBeVpSFzF+cmHFxvl4/iNOug/tGIKglMOTEAZDZvXbRId4Pw2/+evB929RWshkmfx+Vyb7gxbmYPmQjc8fWETPsAAsRc3whqa7D8mk3tJRSy7tzRIFw/UkB4+cuZZNqBY7XDPB5HKML0k3KsseqbzA/ZkOq2QSCLgO9EDkrvKttaRfibu1NBxc1lm1SANRKngy3wU9yLFcsLeHFmnedFDKFeu2oTe2VIRBUG+xBkb743Z9hm6H7cRPzrmNpMznXCb+PrOOPKIhFjmaFY+X/8XexIb+N8fTIwPDZcbV/PqEuY9USk305u4fGkl1jpSnelqefq+TnxvA1HqMsuzCn1PtZCtCU+nmuSX1LwkqCHgUm8hWH6nsVG4wR7BaKC1uBQmZGfW2IGD+0xMoMdkDlks3wcLF+k+3eCzFjNETNAUz2/ZTQ0npfsAWCagO9LbnB2uBSTPsuhMx4/FYegrh/yWZoydLH4vkw97exAXfenYkchpZgBI+DgPkJlk+UPTKLaSzdydTl6pigcRV2H30h448l4KBIJmRDxKTLvX9uxHvOK8TVwRwCGjzGAsEWhTtEEkKGFTy4eP0Dhn2OX65cC2LGJ7fJr1rChfo9O6bfAzGTypvaPmz/HtwvAkFvwASltp6C85+5MG31kf2ceqMZv5cbnZh+iY3nnyLwNwjMp8Ad/VG5hPp5PuEaRTe0RAEj3pieRQoaHheOJaBnBiKmmCnnx2B5Qj6uDDZk5HHtTLQKBFsEvFDxgoWL13jwOU7ZZfUChQyNf7WLGa4/c37Kjf5WQ6gtdug+N/U/U8jgtWHTrb47f2K/yI9U0MswQY3Ymh2ui/X6QbYVOaMUixzdWUXfhvw2OuLq8yy/hog5gMm+2UQ5tJRUS4rl0JIfysiVE06F3Uu/b4zfaZldl/H6RxCcJSz/DTHzQKYJx65JnYjjuCsTuIPHWSDY4mht2G0nJ2ac4jXC0mfCuLPXilvJUAvN8ShiWFZersb6CJxM9zkbApYsbSiTfVmSHtwvAkFvBHsq5ffu36c4xBhAT82GTITvTOQUzlWRQkKdWEipK1i1BMNoM/+CRpTGk3kZElraYnQnXftzrygu+TjjHZ8pWN6fTqkfuWMJ4mrI+ymlT7pQrVOSLxBscbA5XmmQtgMbaBVM4yLb0t+mwWdPGZZnBkVBtZJVWNyuct5MtpwHcCnuOA/Dtn8juF8EAsHmwevnqy/bCXUIRMw1TPb1Q0vS1bdn0W1M6D1mA7wFbn5Mk5oAMZPMNqv6zGi1Mzs1B4+vQNAjwFktjI8z1AI+AEPfxuTYgJhxE2erjV5oyQsvea/pH2PZBhHzlAPh5sSMb7UPCenBO8ngc4FA4GFDfhsTRqitW+Nqp9aUGgoBM44emTxnLSXVEoaUGFqqEDMSWupG+gm+9MJMG+15ZPD6yhynkyfVFDx+CrwJYqYx3aT25XHs6Fj/Yy8QdDvaBoe1omnE3bJky5him/pHNP5rZxRVLylm6I3xQkv6MgiYYtGKvAD+rGBpw8uhJfmBCgSbiM5+R1Ob1Y4ZDo1MqdHgn2BAM1gu90cTyIiCLUeKGYb3KGRYrUQvGUTmB7mEeiefUPeDTelGtW8pocKZ0eprU8bLoEhBDwfDSxAwv3RMvaWcFLuSIsBvZR4UCNVEP+mXj7GN07F8Efx1IaqfzhLT4L4QCASbB5zJw9AE7uxHQdDcBwP6Djv70njSIyPN8LqffhNCf98zwdclBCY4C6/9O5dUf4CQOT/fqIZOLFcqCQQ9FryLYhlm+9DQjrYVOZbhJfZbYU+ZcrVPVQsZ5sesaYpnGqscS58PkfZ60dKvt2ORk8E9P6WD6SfuLgUCwfqD1xbmVuSa1RCGKJg8CkM5CZxHA0ohw5CGiJnuox9S4n7n/l/TxZcN8JLKwfJlihi89woIme9l42r/6TiGwWMrEPQ4uF1+o32+ybbkeVNrhqH/OwTNMvZeWZtfUr1kngzLyellsk1XyEx2osbvWK3FElMpKRQIugYt56rtss1q/0yTSsE43uvmXyTVx2tGFKxNMhV2EyvFTIWQWQG24+/P4liNzyfVKfSk4Tj1pVeNXZqDx1Yg6HFgmSU7fdqWdqZjab+GwZ9EL8bchjpPBHQiEKqJFDNrBkea+jvYvvshZkbn6rXBwX0hEAg2De44Axg/5lZwRg8MZDyTUvfgrv8NCJkPGVqazsZrkh/TLXRDSeWcJJ+ZpFqN40FPDBN88xAyb4KPrmmA16x2kwGRgqrDjGifbW0rfAwM/a9g6P8BAdBOMcOhcn6YqdrI9fdDYxQzRUvvsE2tgO37LRt/5WP9o6zcCu4LgUCwaeCdfEtC1cE4HsocmZwfWoLhZE4GPQKkdPjtWmYrplv7XhiKyLbRrphZBmbAZ/G+OyB4LsDjU8D9Wkep/vm4+rp4rAVVh2kN/XYqmEbctvTnHEsv2abBqdir3anYnQiFaqCbtBzzB0fqK52otsAxwy85ptZc2k+T2SECQReBHhkYyGHppBqDu/zf4/H7MKrLaFDFG9P99Dv5+l6Z1oRaDZZwfJ6EeBmfTqmT2cF3ygivQsn3rHVWkSYQ9Gi4CbCmfiVEwPtuyXJZEFRzBRO9MTPr+Vhnwm+7Y2kT6XlyYqFvbchgPIFAsGHgBGxOToYhvSLbpJ7Ecjo9AnPPX9O/ZI3XQLh56YeTOEOJnhju73KF0gccQ5BJqPchZF5qTao/gJfi8Yl4bZAvZASCqsN4pbZirkza1MJ2VDvatvS7Wa7MHBk/T6ZahQxJITO/gdVL4ZWOGX4Z23ZZqV47qhCri8gdh0DQdaCYwd3+4UwkhRF9CsZ0BocTzjvfM7A0uiJmNj/dXjHlEQT+/p7F6dbeBPLJEDOPZRPq55mUOofHh/lMED4RhpSCx1AgqBrQO9ES00OOaRzA0AvEzFO2ZSycU1/XMaO+epN+fQE2LaZ3TI9pHY4ZmmmboXvylnE450291dDweREzAkHXgWGm3Ch1QIZdfpvcEt//QryspJCRMFPXkiIR4nE1PTT0zuC1ZRAxLVg+BLFzWaFZHdXSrEKSDyOoGXCIYqleGwwx0+hY2p2O5Vb5LGc5Nrv9BkVCNdCft8RcH2zLEtsMOxAzz2I5Lh8N7RbcBwKBYPODCcCZRrVLJqWOhHG9APxL1hM0C2hw/fCHJABvHP3SagpDCha/OswdBZFUS8BpOe7vpHoVy4fx/EYwVUiqo9IpNeB/CRm50RNUHdgkr2gZhxct/RbH1P8FMTMDwmYFQ0zVWsHEdWc5OcUYxEzRNrWHbSv847wVOpxJzsF9IBAINj/Yk4QDCEvnqx3SCbUPK5ogZO7LJNXbMK6LGAKZWS7Ndj0JEnLaIPpihuKFlUkcP8B8JIaYykLmn4WUugePx+WT6ni8fyiOwUA8/yaOyZdFsAhqCixLhng5C0LmGQiZWeXE31X0blRrBRNFGENkbPgHvorXflqIakelBxsDMgMHfjG4DwQCQdeC+Rj5JnVgukmNKXeV/a80zdtwrhk9UPZmlUcPrOC+BJfh8SKIQhvi5R+5hLoNTFDEFFNK5s0JahNue3EYdrshsgfEzMXl8NJKfyJ2ZX+WaiDXtY0l5F4Z9iq8tsg2jWzBMn7PDr+2GaljorP8oAWCbsG6E+fHq62ccaofuwBznAGM7l2ZpHoNhnc6jTK9NO5sprKXJmjEezP9yiR6YPzRA9Owv4qj3X21HPtyZpZl70n1fFko/jyfUKPshPpOLq6G0BMj1z1BzWLWoJ2/WhxsDLCtMGcw3QIxYzMswwZ51SRifHKdGV5y82QsYyFeS4NPQqhd1BYLR5kbFNwHAoGge8FusjCue6eb1BnplPoFDPFLMMSLWW1DQSNi5pOsFDNFNr3jUE7sqxyep5NqNvbhvwtJ9cdCSv0oG1dHc/9iH+oM702Lq68w1CdiRlCz4HRo5pDYlnahbWpPcKAkk35nVbGYYdJvOc+n3TH1p+1Y5GqImeMy1kAZjiYQbBl8wohS0LQ0q8GtKXV6JqluhfF9l+ER33Az56M3JgV3Nm6A5OsMJ5VDSR9CqMyGiClh/03OpNSzOXbuTajznaQ6jDOURLgIehVg8AexusextIfAKTD6iykG6J2pRjHD/J5Z9UZHm8Uy7PBkx9SudWLGt9qH7KJPGTRIGkEJBD0IzKFhk7Z0Qp0BA32TGyJJqXZ6H+ilofeBBr43eGkqE3n9MBKrkshpLGPH37GvluYSqoT99B/sk0fTKfXrdJO6EMsf4PVjmReDfaZlRivJCRT0LhQGawc7Ue0uGP20beoLHVNf4Sb9VlkFk5/bQ7bHOHcptAR8zo6FvpvZZ+DXgtstEAh6Bli6nR+pdisk1InZhLoyx5BTUi2jmKFBDxr9WmawzNof+YD90pFuVIszjcrG45ewj36ba1bjIGgOzY9RBkWhW5k0Xm0jowcEvQ5zhu24nWOFT7Ut7f8oZNoCwiAoGHoymSPDXBlsxwoIszkQMm87VujX4LDgdgsEgi2KTxhahpwKSbV7LqG+k0+qm2Gs34agmQ8Dv9L3VNRCyKkyhMQwmpv/Us6B4WN6oDJJtQTLeXj/tCwnWCfVe5m4ehVi5ql0XN2Lx9ewOonhJPxvKLgvBYJeg4nD1TYtEDJ2rO+eBSs8xjH11ykImCdTjWXYFF5MWGauj23pi2xTew28GaLme9mYNjC4/QKBoOdh0llqW9dDk1IjIGiuh8F+DqJmBr0z7J1SC3OcOgsjzRirOmaO85J500m1Ip1SbdkmN4z0VCal7skm1NX433hLo/p2eqQ6CI8bGJqjkKE3JrgfBYJegxnRPtsWhxgD7BhnMBm/sE39v/RqcHRBNTbIo5ihECM5T8o2jftsSzsTQs0sDdJ2CG6/QCDomfBDTlmGnFLqZzDc/2L/FJYgux1tOxEIVUpXkLmeGBACZnVrSi3B0gYnlqeLX5lrUj+0m9UhEEERhpCC+0sg6NUo7aftABEwzLb0FHi/Y+oOk37n1FdXt9/KcBj74rCvDDgZguaqvKUNLQ42tufspeD2CwSCHoNPhJxazlXbMeSUT6pT8in1m1xSvQHDzh4q7jwnJgX3pJDTp4WO6H3h+nK8AMvNuSw3BGRDu1lY5iDUJoGvQMA825JUD7Y2qVvSSfWTTFKdi9eOY3+YfFwZMsVaIOgEJVMLQwCc6pjGjbYZeQGCZhZzTtgtt5rCTFxXii+vOZ7+MTgTwuxZx9LOs4dG+ga3WyAQVAcYPqGHhoIGYuYa8Flw7syxXsipPDSxR3Cd/i/BEBI4B+u74AKvOoteJrCYo8cpoR4u5wddBPFyJoTMt/B6gz1K7UFPTH6M6sOJ49wXHAkR3EcCQa9HKaYNdKLGaPAxGP+p4IcUBgw1VVPiL4UM15kzpNxZUpb+r6Kl38qRBVKGLRBUN2jEW5Jq90JSfRuGn4313oThX0bR4Lfx35KjD/yRAu5zjhNIqZV4vJx9YPB4KbgY67yQvXPc/jlsbOd16KUwuxvbdFkmrs6CoDmI3peO8eJ9EQg2CPm9w1HH1K5zotq7jqUtgJhZ7o0BqK4qJnqS5jXU+Z6Zd7Edt9umdk7R1PeS0kSBoPrBkJObQ5NSI2D8f4PlP8H2DENOoz0viC9suoN+8jEFFfN4KqZTc5zAB/hbO9iC970JvoDHj+P1P+LxHTmOF0iqS7FMFhLqtFxcfQtLMzNSacwVCm67QCD4DLBc2TH73Wub4bntMW1NaKmahAzJ6qUPh9R1cCimbRpP2mbknHysf5RJvzK2QCCoDbhJwc1qNxj/k/MJdWUmqZ5Np9S80mgvf6Y7h1P6Yoal1H4eDETWKqzXbAiallxC/RN//yt4G55fDiEzEstj0hAt+F+dnXkZPmqNq52wXd+YcaHalg3uJoxQWwe3WyAQdIKyp+JzTIotWPqJEDKPO2Z4xfwGhmo+KRR6Mtcm/XoJyxAypaKl31KM6geyQR6FjHhmBILaAcu27bjag1VOEAY/TyfVK60pNSuTUssgEtzGcl2dFOw3tONjN4yUVHPBAgTMW24ZeVw9AFHza7zvxxBY5+aa1LHZZlU/BQImuD0CgWAj0dHQ8PnWhn472WbEyptas2NpL9qWtnpeA5vNfVIw9FTSi0QRU36+yDGNIpbPQcyMZS5QcLsFAkH1gzcnc85V20E07AoBcwLEzOXplHoIbGVZ8/Ty6IOu9NBQMLE6iY8hZjLgBDy+NpNQYyGyfpCNq5MgZo7AOh6A9YhivQZkRqudZbSAQLAZMSnaZ1sY/UF5yzjVtvTrbct4C1zNUE2FOOjxpCeGZeTl5yXwbxAyNxRj+gkUa8HtFggEtQMKg3RChSEkhuWaVKKV84ma1HyGnPymel0laFipxGoqhpoyXi+YpkxSxaY2qn5Yr69x3VhC7S/d0QIj1NYdHeIlFgg2G+buM/BrBUsb7pjaRY6l/8U2jQwFATvntlWRmGE/GQowbMNqx9QnQZjdCjHzg4JVZ5b206QbpkBQW/iEEJgIkZA/T/XJN6kDIWaugJh5Ecv2dEotZf4M81m6IuREscQy63LezBPgcdPi6ivB9RMIBF0IJsUWLGMEjP9dBVP/l9uTBeKA07GraagkQ2LzGvhYIxkqa2rzhMwOvAsKbrdAIKg9vBVXny8lVDjTrI5IJ9VFEDJ/wjKbb/bGA7hVTp0Ikk0hP3Pu+d5jCJqHMyk1PLheAoGgi+HUG/1o+B1Tf842dYZnFlEcMMRUDVVMlZ1+Z9VzKnZ4sWOFH+RIhpZhu28X3F4fHQKBYIsi+JvcXKCgcRjiSar9ss2quTWlngY/tOmZKTfV25yCxhczrmcmqR7k9wbXSSAQdDHy0f67QQxcASEzGYJmKfNlKA6YUFsNYsZfT9vSVzlm+GOImZxthm4uxvQhwW2tRPDCKhAIuhfB3+TmBAUNS50hZg5pbVLjW5PqbxAZ+XRSLXFGbd5p2xVhppX4jj/nmtX/vPYIBILNBzfebA+PfKlQX7evzfJlU5/OBFqGlygSqkHIcB3pQfL64egLwTz4XMnSftQ+pG734EZXInhhFQgE3Yvgb3Jzg4KGPVxyo9RhmZQam06pB0CnyJlIY72mdpvDQ+P2loGYwWcvd78jofYJrotAIOgCsN8KhUyas5jqjeMd0/iTbRmLFjTUuROmg6Khp5IihgKsPARzFrbj5aIVudW2Ime0DQ5rwe2uRPDCKhAIuhfB32RXgIKGDekY+sk0qfMhNv7RklQfZivGHmxsp2BfCHGIZPsYV8wsam1Sf2hNqaHB9RAIBF2AicPVNhy4aNdH9oPhb4IIeMa29I/nQ8ywiikoGnoqKWLm1pfX2TSKnPRdjEWSdiyyP5sABre7EsELq0Ag+P/snQuYG2X1/yMiXrjIHbqbmWxLodDSzGSXAgJSFVGu3c1le+FilbabTLYtFPSvIj+KiMoP8YKiooCKeEEQ+clFQUUUFUTLrbTdZHKZyW63F0oLLYVCC83/fCc7bfaQdLPb3W2yez7Pc55sssnkfSeZ9/3mnPOed3jh1+RQ4QqadNxzhrPKyfD8niyJwnoQIdj8ESGn/npp3ArDzoaSJGjoeOvIfkz/a+JtEARhCMBmizThH2cFvDNJANyQ1ZQnbF3ZAq+MG2aqBUPSLwQY2m1pynJL813bGWg4vVM7uh6eJ97vYvjAKgjC8MKvyaEEgsZc4PEm457TzbjHIFHzaxI0qyFmUFhvIGKm+DU9+TKd9Pf3UGOGv78gCEOAOX78e7P++pMsv3I5iZlfWLq6jMTMG9igsZYK5SHMBK+Ms6EkQkya2mb71bHoX197MPGBVRCE4YVfk0NNUVLwh0zD8/8Qctqx9UHM8zbESX+Sgl0xg9f27IidJvt2dr5H4+8tCMIQgMmeJv2PZTX167bufYSEjGVpylZ4ZeDt4KKh2gwiBtazK/YbFir+auovUe133YTyy7GL4QOrIAjDC78mh4M8lm1f5hnTs8ppEYmZnyVinueSUc8bCDe5u21X4qUpFjMm9mQqbGXwLWweyd9XEIQhABVxScycl9OVH1u68rStKS+SGNjmbtDIxUO1GQSX005N2WIXhMzfyb6GHKBKN5LkA6sgCMMLvyaHC3hosDt1ut0zORnzzDRjnp8mop5uiBN3hVNfggb/c8RMvBBiInuNrINEzY30Pz9/T0EQhoCOCRP2t3TvBZam3k9iZmVPfZm3IRAKy5yr17AcGx4kJ7dHUzeS/Sen+W6l23kr/WOP4X0tBx9YBUEYXvg1OdysvsKzb3oeCZo2z4KONs//JaOeJNnGVKwgarCBJBcxxWIG/+9ZCbWVRMwrdPscCZqvd9Ax+XsJgjAEYAsDVP0lMfNfEghvuaElCIVqry+D9iHht5D0q66jx35HYuYyS/N9FCu0eF/LwQdWQRCGF35NDjfw4q5o9xyCpdQkYj6diHq+m4x5nqa/3161cNchJ0fMtBe8M6lCiGkNPf4k3V5jLvBM5O8lCMIQkJp0lGLpyhfJMi81NeRh1S5iXEM7saFkTz2cTkv33ZzW1HPNScpR8DjxvpaDD6yCIAwv/JrcE2DftmVxz372fM9YM+YJd0Q9d5KogTDZUX+mVB0aiBl4b3oShl9LYyVT3PNXevyL1nzPsfx9BEEYRLDC5zn/Eftamk+3dPV6S1O7UShvfQ2KmTUBFcuxscP34vTksZO7m5o+0NcKpmL4wCoIwvDCr8k9ibnA816Eh5JRz/xkzPMbsqVkr0CsuFsfFHtoeomZmOdVskw66nmYbj/XEfPssvq4IAi7ybKJh+1naUc0WHr92bbm/QGJgVXwyqxrrK1NJVcjAdjZHbv+2azfuyDtH3c472tf8IFVEIThhV+TexqEnJbHPIEVUc8sEjLfSUQ9yyBcEHJyEoOLBA0TM5tSMU+Sbu83o55FJGqO5scWBGEQWaUfeVhG855o+b2X2JryS1tX1rj5J9UuZtC+nuXY220SMpZWt8nSxvzF1sZciKXmvK99wQdWQRCGF35N7mkWL/bs1bnI837rUk+DGfNcQKLmtwg5kbBBQbzt7ionN/SU25kz8wqJmeWpqOfeVJtnQWqOZzw/tiAIg0g20OCzNfVcS1O+RGLmIfr7JRSdQ7G8ahczWGnlFPTTlG2Wrqy39fqlZLdbev052J6B97Uv+MAqCMLwwq/JagGCBlV8SczM72jz3EGC5mm6vwkbSnb1bH3ghp+woomEzMskZJ7PRD2/Ts/zGOY8z1H8mIIgDCLOFgaa7zM53XezjS0MNOWVHcucSwiIajIImUI7lTfIEjldudcKkCjT1VPyTU3v4X3tCz6wCoIwvPBrslrIL/bstWyR5+BU3DMpGfUEEzHP9+g2BeGCwnq4hbliJm141mcMz5J01PPzTMwz157rGcuPKQjCIGJPVhtJwHw+51d+R7cdJAQ2d5NAgHHxUG0GIeOsYNLU1+j+E2TfsgPqxTlNmbRExIwg1Bz8mqw2kBSMVU4dMc8lqEOTiHo6SdS8nop53tohbNqdnJmXsCybhMyPszHP7Gzc4+PHEgRhEMn4ldOyuvfbJGT+Y+nKWltX3uyqkaq/CIdhh2z6ezPZH62A73K7Uf1Y6oSjFCyv5H3tCz6wCoIwvPBrshrpuMSzf7rdc4JpeGKJmOcWs83zFNmrXSRi1i4s5M2QkHmRBM3fMnHPd+h2ZsrwKPw4giAMIlltzCcsve4Xtu7tInuDBM3b7j5HXDxUm0HMYAm5U/VXV+8iMTOzJ2x2YH+WZLvwgbWWWf/1q95xvgbDNj/4O/5WQ8bqi6b1em9h5MOvyWoEP5SsSz0HZto9xySinuZkm+f7iXmedCrqya9aUFjRROJlLdmfyK5PGp5QMuqp58cRBGGQQF6JpXmDtuZ9iITM5pUBxZk0aqHqLwxJyqgvYzseJfWHJGI+smLKsYcgxIRKnry/fcEH1lpGxIxQi/BrsppByAlLrknQzEnO8/zSnOdZakY9r5KA2Q4xkzY8D6fjnutScU9zR7unjr9eEIRBIjdZPSinK58iQfM43TrCoBY8Mq7QKmwuqeQt3ZvNat6v0WO7VTKcD6y1jIgZoRbh12S1k2nzfBB7OZlzPRESM19NxTz/JnudxMw6eGZMgx4zPC05ETOCMPjAawHvRc+y7PmWpi5ZHSiEbKo9V8atLYO/LV3Zbmn1r1t6/dO2XvdZu1Edw/vaH/jAWstAdEDQ7I51nnpcr3OP+288/zR/qyFDxMzog1+T1Q5WOWHH7ZXtnkPSMc/HSLjcQrcpGAmZ32NfJhI308QzIwhDwLKJE/fpPNl7ME3+jZbm+5Klqy9gVdCGGhAzEDJYko1CeSRmNtu618rp3gdQ9A+eJt7X/sAH1tHMi5fPe8e533TXHfxpQ4qImdEHvyZrCSvqaUjFPfNIwNxO9gsz5vkm3S4wo54zl87xHMGfLwjCbrLaf8S+uRPUcVbAexYJghtsXemAZwYrgzqrXMxAbGFJtiNmNGUVtf+ftqZ8H7k/SPzlfe0PfGAdrbx80/XvOO/w1Aw3ImZGH/yarCXMBZ4DknGPnjE856djngtSMc/FJGQiJGpOxrYI/PmCIOwmSyerB1kn+AKZQP1FJAZ+RMIgjboytZAzAzGDVUzU5rdtTTVzunq3pfuuJCHzUfPE8QfwvvYHPrCORuB94ed8Tdss/rRhQcTM6INfk7UEQk6rr/DsuzrmORyJwcmo50S6PZUEzUQIHf58QRB2E+zHlNW9U+2AusAOKL+yNcWGmEGoqdrFDEJMaCfEjKWpz5Og+QE9PifXqDbB48T72h/4wDraeP3xR9+RJ9Pd8pH8tu4u/tRhQcTM6INfk7UIiZq9zQs9B2A5dmKuZ+yyuOdIa7bnffx5giDsJkiUJTuXJoirye4nUdANkQCPR7WLGYgu7OjtiBld+TfZV7IBZVrGX3fMEyd738/72h/4wDqagGCBcCk+1xA2EDj9Ac9fd9UiR4hwYYT7eBwhq0oSifsjZkq1v5QQKz6mGzpDm+F9ch/v+sSJTs7QrlZuof0Ix/F+un3E//h7V8Irt9/svHepvqCN+P9Ajlsr8GuyFsHmlI6gWeB5L/Z0or/3gdeGP08QhN0k0zROzQWUGTbK/+vKX1GnBcuckTdT7fVlIGZeamoohJmctqsLs/76k6wpviOR2Mz72h/4wDqaKJ7MXdvVZM7Bc/kE3JdB9OxqYu6PmOHtLyVkABczCKtx0eUaRA0Hx0S7+XNLGY4LUVMJEFR4P36MUobjDncy9nDBr0lBEISy2H51rBXwXZIL+G6jwfEpEgbr3cTaahczEFyvoOov7mvKQ50B78xM0xi182Tv++/29H8Lg2L4wDpawKTOz3OlkzCAt4C/vlKDuChHpWKGr7wqJ2RA8TEhgMoJGRj6VUwp708lhvbtCghB/ppKjLdvJMCvSUEQhLKk9fqjUV8mp/vupkHxBeyUDTEDr0fVi5lGX37jCY5nZntOU+7J6MqZEDK8jwOBD6yjgVIJv31NvsXAo1Dq9ThusaDA33iMCxRYOS8Df24p+iNkAD8mDIKmOHzjhsqKKSVk8DoIweJQHP4uVaNnV+eUe2Tw3twrhvvc+wSrJFxXS/BrUhAEoSxWk+9Y7JRNg+Ejlq5kSRhsduu3VLuYcXNm6O9XyX7a5W84ifdvoPCBdaQzGAm/fIKtxKPDBUi5iZ4LDw4/TiVt58eEVZIXxENLfb0XRAYXP6VEG/dq9XX+eJ+56Kp1+DUpCIJQlpymTCL7MgmaJwv7GilvQMzAO1OtYgbtK2rb29T2nK2p38nq9Rrv30DhA+tIppynoT+/9HGM4tfjeJXAX1cu1MSFRzF8Uu9LXLjwY5YTUsXgnBS/BuepkvfC64rFYqkcHB7i6wu8b1/HrGX4NSkIglAWS6vTSczcaGveFSQKXiXb5mwTUKViBm3aKbSUNy1d2UD2NPXhGniZeP8GCh9YRzLcowLjoY2+wGQNMeCu6OlPDkexkCo3IXPh4TJQIQP4MStpM/fKVPIaF/5a7gXiYqYSMYn+45yhL+KZEQRh1OKs/tG9P7Y07yoSB84gWs07ZaNdCIHBO0Mi5lVLU9MkwP5gacplucnqON6/gcIH1pEKn0Bh/ZmgBwMuKkpR6jm7I2QAP2Yl4oF7sPrzfjy5l1dS5tWWIVL6KypHEvyaFARBKIul1X+EhMxdJApeR9VfLMvGQFqtYgYiBiutnBo4mrrO0tWnqK23Z3VldmpSncL7N1D4wDoS2d2E34EC0eBufsnFAawUXHhwIQPrK8eEw49ZCcXPL+dFKgcPqfFqyjxs5BoeQ38hMisRXCMFfk0KgiCUxJrqe5+l+86xdOUBiBcsc4ZQ4INpNRlEDFYxIdSEAn/02MPU9us7NV/L7u6UXQwfWEca5RJ+BxO8ByZgiBYIBy4eylkpKnltf/N8+DH7otRqrd2xUvlBPAm4lEFEIaRUKol4JMGvSUEQhF7QKPEusr1MffxhJARaLV19BOLglRNqQ8ygOnFBzCg5W1fuzenKF7Oa8olV1B/e14HCB9aRRLmE3/6ETHYFxAtfYtwfKwUXHq5xQVZKIJSDH7MveJhod61cW3dVvI+b67Xpj4irFfg1KQiC0IvHpnr2XjZx4n6dgaPGo2CepSuPwjOzoanBWe7MB8xqMogZ7MfkiBldyZDdmQ2oCzKNyodXTKkbtN1o+cA6kiiV8MuTUQdCKZFUzjCRu3VZKhEV/DkwvBcmcS6cKg038WP2xXCJGYBzCS9Nqc+qlPU36boW4NekIAhCL1DqP/2hcYdn9LFTkDhLg+HjGBCxNUC1ixmIGOT24NbWlURWV39oB9SL7Ua1MdM07oO8rwOFD6wjBZ5kChuMSbCckMFjCIngfSEGSnkQKhEV/DnFyb4896fScBM/Zl9wMcNzXoYK9BN9xHksdY772+9agV+TgiAIvUCV3NwJ6rhso/eTNAguJnsKgyEK0GGlEB8kq8kgYtx2Wrr6AvJlsFEmKhnv7k7ZxfCBdSTAJ2PYYC3n5SIJE2ulK3G4Z6UUXHjwkBj3YOzK6+HCj1kJ/X2PoWBXXpvhSOAeLvg1KQiC0ItlEw/br7PRO9kKeGfSAPgtS1OecwbCGhEz8CChnVldecbSfF9K6eopSP5FQjPv60DhA2utw4u2wQZzMuYeg0qFDOCfcSn6Eh6lVgL15XHq65il4MKLi6rhhicMD+Znuqfh16QgCEIvzBPHH5DRvVNo8Jtr6cqP6HYZBkI3F6V4cKw2Q/vW94TDLE39j1NfZspRkxBiWtLU9B7e14HCB9ZaplQICJPyYE7E/HOqFB4iKvfaSoQHn9j7Smqu5JgcviSc14rZFW5f8b6wYrEFsemu+nJDc5VS3B4RM4IgjBow8ac19VQkzpIg+BkJmgQGwloQM/DIIFG5Z9XVk9mAErU0X0O+deI+WKHF+zpQ+MBay/AJGJP8YCT8FsM/p12JCBc8h3s6YKWoVHjw5+0qr4U/txL48uz+5KlwQck9R8WepUpr2OAcFh9TxIwgCKMGmvwPzOreqVld/WxWU35la6rpDPw1JGYcz4yu/iOnK59addrgLcl24QNrrcJzWWBDUZ+ET9R9eSwgAPhrXCtFpcKjVDitXH8rPSaH56q4q6p2BReUpcQKf04l+S/8NZWu5KoF+DUpCILQi9xk9SA7oJ5h6cqVlqbcQ5bBQFgLYqYQZkI7FRIzXiwpbx3MxF8XPrDWItyLAMPEC6ExGFacF8NDPDBM+jx3BvcxAXPBUWyl6I/wQNuKn1su3NSfYxZTKj8H9xEaKvZ4QeDgvJTyPvHz4j6fHxefF6/8665u4u0f7NDhnoZfk4IgCL3onOg9OKcpn7ALK5nuy+lKFoNhrYiZFxtRY6b+bVur+4PtrztvMMNLLnxgrUVKrV4aTINoKKacp2VXBsHT1waMgE/cfcHbUirc1N9jFoM2lhIplRgPLxVTShRWYkMROtzT8GtSEAShFygu16X7zqZB8DpLVx60NcXGgOhuE8AHymowd/NL2CrHK1O/2dbr7s3oY87k/RsM+MBaiwy3mIFXgAuEcgYh4IZ/eDtLTfb8uH1RyivFw039PSYH/eVhnl0ZBFYlggPt7I9QQj/6CnPVIvyaFARB6EWiacyhuYByfk5X/pcGw4fJOp1BMVC9YgaVfyFkSHxttzXvNkur77a0ujuQ+8P7NxjwgbUW4SJhsI2LGRc3lMS9I7iPx7moAH0lvw5EePQVbhrIMUtRvBKJh4nwWLk+9wVEHV7L2+kel4e1Rhr8mhQEQehFN4kZZ2NGXf02tjLo2bCxsBt1lYoZiCynbZqylewVS/Mut/zKzfS/U3j/BgM+sAqCMLzwa1IQBKEXaf+4w5E4a2vqD0gM/MPWldUQDI6YKSEkqsEgZmAkvt4kMfMitf2/dHtjl7/+JN6/wYAPrIIgDC/8mhQEQehF5vixR5AYuJBEwk8hCixNXQfBgOXO1S5mSHi9QbaG7KmcrtyQFTEjCCMSfk0KgiD0wpriO9LSfJ8hIXMXCZkXLF3ZAMFQY2Lm38j56dS8J/L+DQZ8YBUEYXjh16QgCEIvsI8RCYS5JGbuJetADgoEAwrSVauYQducMJOmvk5CppPa/DcSYV9JB5QTeP8GAz6wCoIwvPBrUhAEoReOmNHUeSQSfmdjK4MqFzNYxQSvUc9O2ZvpsSTZ/SRmvpDVGzTev8GAD6yCIAwv/JoUBEHoRS6g1GU17Gnkvd/SlBTZJoiGmhAzaKumPk/2a/rfwpymTOL9Gwz4wCoIwvDCr0lBEIRedGreejvgXUBi5i+2rnTZmvIaRAPEAoQDFxN72orFDLV1Iz32rKX7fkGCZj79PZH3bzDgA6sgCMMLvyYFQRB6kWkao9qa9//Zev1Ttu592dKUbRANyEmpCTFT8Mz8yhbPjCCMWPg1KQiC0Its4EifrdVdRWJmKdkWp6quvrPKLhcTe9pKiJnnHDETUBeImBGEkQm/JgVBEHqxCmJGr/sfS69fRmIGS50d0VDtYgbmVP/VlactTb0jp/sMK+A7jvdvMOADqyAIwwu/JgVBEHrhemZIzLxQK54ZVCd2xIyuvEyPoWDej+l27srJDRN4/wYDPrAKgjC88GtSEAShF73CTFr967UkZlDgz9KUf1m672YSNLO79Pqjef8GAz6wCoIwvPBrUhAEoRe1KGawozcEjaWr621N/VtWV79FguaCXKNyFO/fYMAHVkEQhhd+TQqCIPSipsWMpr5kacqj9Nj1WU2ZbvvVsbx/gwEfWAVBGF74NSkIgtCLWhYztqauIzHz56ymfi2jqxFL8zXw/g0GfGAVBGF44dekIAhCL2pSzDTu8MyQmFH/RGLmq5mAGhYxIwgjE35NCoIg9KImxQzzzNDt1+h/EQkzCcLIhF+TgiAIvajFpdnFCcAWEoA19ZuW7ptlTpIEYEEYifBrUhAEoReOmOldNK/qxUyvOjOa8gSJmR92ar7PZPxjj+H9Gwz4wCoIwvDCr0lBEIReQMxYWt2XyJZaNRJm2iFmUAFYU5fYfvUnll+JWZNGbwXg4nO0+qJp/N8jjvVfv6pXn0cao+3z7At+TQqCIPTC3WiShMx/ammjyR4xszGnK8+QkLnT1tR2exTvml18jkbD5CdiZnTBr0lBEIRedE2u95KAuYzsbyQOVpNtwQBa7WKGbTT5S9s/ujeaLD5Ho2HyEzEzuuDXpCAIQi86NW+9rXnbLb/3ERIHORo8N2MAhViodjFDAmwTCZnnnV2zdXWhiJmCjYbJT8TM6IJfk4IgCL3IBZQ6S1cMEjIP0W2W7FUMoLUgZlzPTA6emYB4ZlwbDZPfSBczQm/4NSkIgtALR8wElFhOVx4gYZC2dWUTJgeIBSQBczGxp62UmHHCTCJmdpiIGWGkwa9JQRCEXkDMkAiI2rr3fhIHqZoSM7qKti4lu4vE2KWdfu/xvH+DAR9Yq5HicyRiRhhp8GtSEAShF709M96a8sxYuvoqCbHl9Pi9nbrvis5G72Tev8GAD6zVSPE5EjEjjDT4NSkIgtALV8xYJGasGhEzaNvKgHN/s62pZk73PUj2RUvz6bx/gwEfWKuR4nNULGZeuf3m/Jq2WfnOU4/b8f/ulo/k1121KP/6448WHaFy8Dq8Hu9TfFwY7uNxiI03nn+av7RP8BocG23kfUJftnV3Oc8biJjBsV++6XrnWF2fOLHX6933wHtvfvB3/KXvAM8p9/6lzjn+xmP4XyXwdlXCUH4uexp+TQqCIPSig8QMCYJ5JGLuI0s6eSh69YoZGNqGpeOWpr5ObccKrL/mNOXLuUa1ifdvMOADazVSfH4waWHSxy0/d9wwwboCoS8wgXOR0Zdhcq3k+HgOnstfzw0iBJN2f8QMJm/0kx9rV4Zzt6tJv5SYQbtKiSRubh92BW/LrhjKz6Va4NekIAhCL+xGdYzl912S09W7aZBb5mwRoBdCOdUqZiBkYNTWNyxdWUuPPZXTlRuy/vqTeP8GAz6wViPF5wcTW38mNzy3r4kNHgX+ukqtr8kY792f9rpejuLHygHRwL0UlRpeV+68cDHT3/fBc3clloqfu6vzN5SfSzXBr0lBEIRerDl+7BF2QL04p/t+TgPcM5amvoSBrtrFDNrmVCt2VjQpK8i+b2vqqbx/gwEfWKsRfo5cg0jYdNcdOyZlTKDwavCJF88rByZqftwXL5/X67gAf+OxUh4hPF4O/ny0jYdDyh3XtVKgPdxT4oaruJCAOEGf+HHhwSgFFzPF5xPHKQ5VlTvnEGTl4G0uxVB/LtUEvyYFQRB6kfaPOzynKdNpYLuFxMG/bF1Zg0EO+x9Vq5hx942ydHU7tfktS/OusjXvHZ26dyrv32DAB9ZqhJ8jGCa2cpQKiZTL5+BeEOSd9AUXBuXawj0LmPB3FYIpF4oqBdpZ/JxdiQcX3h6co1JwMeO2fVf5NqXERznPT/FzyomZofxcqg1+TQqCIPSiu2nMobmAMs3W1BvJ/kQDXJczgELMFJJsq84gZGAQNasCSt7W6l+z/XW/y+l1H+f9Gwz4wFqN8HNUbgIshk+upSZuTLbFz9mVB6cY/rpy7eHhpV2JARc+icNKwY9dTjhw+OtKUUrMlBODxXAxUa6/xc8pde74+R3sz6Xa4NekIAhCLzoneg/O+r2fzGnKNSRm/s/WFcsZ5BoLSbbFA1+1Gdr3UiOETT0Jmro/Wnr9Obx/gwEfWKsRfm525d0ohk+uPOyAEAmeg0kPnodKJmyXYlFQSijh2MXvXYnnBPDXwUrhruzBe/fHA8G9PzwkBbiYwbmpBO75QfipFMXPKSU4hvJzqUb4NSkIgtALS/MdSPYREjKfI/u1pakpDHJrakDMYHn2hiYs01byluZ9lCy4pKnpPbyPuwsfWKuR4vNS6a90APFS/Npyk+tA4DkaHB4G6s+E3Nexdwe+UqqU94SLmUqFGH9dufNd/JxSYmZ3GMpzN1Twa1IQBKEXmaZxH7QCvg9Zujdu68rtWU3pwAC3tmbETEO+G+3UlL9RH2ahP7yPuwsfWKuR4vNSLmm1FIMZdoC3AJM1JmgeqoFxuFeoUm8S4IJjd8A5QLshrkqFsCoRM+VECafS1xU/Z3c+E9Dfz6Ua4dekIAhCLzomHLJ/arLamNWV2Zau3GwXtgfIv9i4ozBd1RrqzRTEjLOD9r/osTmdJ3vr862t76bR7128rwOFD6zVSPF5KTdBlqP4tZVMnBAd8KLgffB8/ku/nHH46/oDD9dUAiZ1eKLQbogWN0TD28mtVsTMYH0u1Qi/JgVBEHqx2n/EvjSgTczo9RESMzfYuvIMBriCmPG9Y+CrJoPYWt8jZuj+U2QLTerLulMm7J+fOnVv3teBwgfWaqT4vJSbIMvBz2s5cFy+Aqo/xuGTbX/gomBXQMCU8khUatUuZgb7c6lG+DUpCILQi86Tve83G5WjLL/3LEtTrrE09T8Y4NY1NlS9mHESgJsK7SQh9rSl+650QmZTfEduHz/+vbyvA4UPrNVI8XkpN0GWo9c5LZEQ2p+idph48f7wEvQlVvr6/67goqAcPJRVztA/hOdcz03x/6pVzAzV51KN8GtSEAShFyZN+ubkem9msvLhrKZ8nuwJDHCuSOCDYjUZxMy6Hg8SibCltqZ+Netv+GRusjruOf8R+/K+DhQ+sFYjxeel3ARZjuLX8omz3ITpTv7IM8EEXWrFT1+TZl//3xVcFJSilJBxVzbhHOEYpfJ0akHMDOXnUo3wa1IQBKEXyyZO3MfUjzzMnqw22n51AQmCvzuD7M7wTdUaxMyO3B5NWUGC5jtZXW1N+73HmyeOP4D3daDwgbUaKT4v5SbIUvAEYL4qh6846qswXDE89MHhYqPS4wIuODi8hg6skqJyoJJ2VSpKOJW+rvg5pcTMUH4u1Qi/JgVBEHrx2FTP3h0TJuyf8Y89hga2OZauPOoMsjUgZlDUb8eqK001rYByW1ZT52Ub60/KTVYP4n0dKHxgrUaKz0upya8cPJGWT67813+lEybgnxeHT8iVig3AVx1xeK0Y3q9dwT0XpfpcqSjhVPq64ueU+jyH8nOpRvg1KQiC0Aus+sHqn8zxY4/o2dbgYVTXfZnEDLY04ANfNRkqAO+oh6MptqUp92QDyuep/R+Ht4n3daDwgbUa4eem0mq3fOLmYRd+3Erh9WtKvZYXv6u0Pg76xlchcXi/Kp3suaeq3GsrFSWcSl9X/JxSYoa3sVIq+VyqEX5NCoIglMQ8a/x7Ld13tqUrD0AkbDyhNsSMu+0CCZlVZH/Oab5vWAFfCLuB8z4OFD6wViP83FRS8ZZPrJVMmpWIJDyHhzJgpeCig1cgLgUPMZU69kCOC7jHB1YLYmawP5dqg1+TgiAIZcFGjSRmfosNHGvBMwMPEtrYsyHmS5amLrE19Q7L77sk0zRO5f0bKHxgrUb4uYHtqqIuPDDcu1Fq0ubhjHKTrwu8Lfw1rpWCT+595X7wsFi5Y/MwUylBUAwmep4r41qp9vB293VeXCp9XV9t5+e43HFc+vu5VBv8mhQEQSiLrdedktXqf2Vr9VvWNRbquPCBr5oMYgYrmQo7aCubbd1rkT2SCyiX5xqVo3j/BgofWKsRfm5cg6eh2CsBEVPKs1GuanAp8YBj8gke9yEGuEAqtnJw4QHDsYpDXjh+Ka9JuWPzEBYMkznORbEXwz0fpTwWrvG+gkpFCafS1xU/p5SYGY7PpZrg16QgCEJZOjXvibZ/zE8srW59d8DreDzcHar5AFgNhnYhX8YRM5qyzda8G8met/T6r1jHjzmW92+g8IG1Gik+L31NXtz6CkmV+0W/K8PEykUKz8cpppxXpJxxYVMK/v6VGPpaSWJypaKEU+nrip9TSsyA4fhcqgV+TQqCIJQlPXlMk62N+b6t1eUsrf4tS1e2Qyj0hHGq0lyxVRBcXliXpXlvygTq/bx/A4UPrNVI8TnBBIkJqq/JDoKn1ETNgSeD56CUM3g4XE8Qn7h3FfYCaEslIgzH4ccuB5+4yxnet1hYFP+vlNjj719OlHAqfV3xc8qJmeH6XKoBfk0KgiCUJavXazm9/gZbr38BXg54O4q9H3yArAZz24WQ2NpGeGi8G3OacmuuUW3i/RsofGCtRorPSfEEiYmKT3i4D+FQSdJoMW7Igosk3MfjpZJsi8VJqerCHLQJbeNtdovBuUXg+IS8K/AavJYfE+2BpwLniJ8L7vnhxef4+5cTJZxKX1f8nHJixmU4Ppc9Db8mBUEQykIiYFJW9y62de8/sDrI1pQt8Mq4eSnFA2W1GVY1IWmZ2r2V2v3LnF85zTNIm03ygVUQhOGFX5OCIAhlyU5umEBiYBGJg9/bupIg24RlzyieV/ViptGXfwViRle30/37bL96HgrnOXV0dlPU8IFVEIThhV+TgiAIZSEBMNYK+C7JBZTbrMIu1C8hxITlz9UuZtDGDQUx8zbdf9jSvJ+xmsYcm2ka90FUOeZ97Q98YBUEYXjh16QgCEJZuibXe52CcwH16yQIHrF1ZTVCTAjhVLuYgfcIO33bmvoWCZrHbU35vKXVfzTTNEbFZpq8r/2BD6yCIAwv/JoUBEEoC7Y0ICFzBomDz2JrALrthJjBlgHVvKIJhnZi00l4ZnKF4nnftHTvrPRk7+TupjEf4H3tD3xgFQRheOHXpCAIQlk6J3oPzujeKSRkPk12m6UrGXg8IBKqX8wU9mlywkya0mHpvl/k/L7LkQi8bsKE/Xlf+wMfWAVBGF74NSkIglCWtRMP2y+t1x9ta/XnkiC4kcRMArko62pAzLi5PU4CsKZ22s4+TeqNSAS2NN+BvK/9gQ+sgiAML/yaFARBKMuyiRP3gXfG8vsCJGSuJGHwwtrGQmKtszN1CRFRLeYuIS+IGeUVW/N2WJr3HttffzFWNfG+9gc+sAqCMLzwa1IQBKFPsOM0iRmD7GmEmFC/pdrFjFOpONCzMabmfcvS6jfZWt2Ttn/Mwu6mMYfyPvYHPrAKgjC88GtSEAShT5Awa+m+C0gYPA4R81JjQ9WHmWA7qwEr+S5sbaDVpSxtzDVYcs772B/4wCoIwvDCr0lBEIQ+eWzq1L2zutJsaer9Vk/hPFcsVPsSbdjqnq0NbM27Oqd5b8r6G07qbmpyVjQNpIAeH1gFQRhe+DUpCILQJ5jwc7pyJomZO0jMZG1NfY3+fgvemVrw0GBVE5KWqe0byO60NF8wN1kd1zFhwv7Ut714f/uCD6yCIAwv/JoUBEGoiGzAe3pOU24iUfO0pSnrbF15EyGnas+dgUHMvFSoBrzZ0n0PZv3qgpx/3Gm5gFKXb/W8m/e1L/jAKgjC8MKvSUEQhIqwJvtOzum+r1i68qitKTY2ncRqIRgXD9VmWKKNVViWpr5uab5/2Zp6Y08O0MQlTU3v4X3tCz6wCoIwvPBrUhAEoSKwPNveWQl4GbwcKKAH4+Kh2gyCC4LG1pUtJMJWUNvvdrY3ON73ISw/533tCz6wCoIwvPBrUhAEoSKsgO84EjSX2Jr6AxICT5Ko2QiBUBAJ7xQQ1WQIhTkeJE3ZSraa7N+WX7k5qymfyA9g00k+sAqCMLzwa1IQBKEiEn51LFY0ZXV1sY1dqHV1/epGXx5W7SuakKTcVSig97ated+wtPpuW6+7z/IfGZKcGUGoPfg1KQiCUBHOppO6ekpWU6IkCn5j68pa5KEgubbaxUzxEnLUnLG0uq2WNuZftn/MnI4Jh+zWPk2CIAiCINQImPRzJ6jjbE09l0TBLSRm1qxvasiva2yoejEDcwXNmsaCoLH1+mWWXv/FjL/umIEkAQuCIAiCUGPkF3v2Wu0/Yl/rBOzTpF5PAmEltjWAoKkFMQNDO11vkqUpNtlNWb/3k5Z2RAP6xvssCIIgCMIIJNM0Ts0GlM/bupJAvgzEQa2JGRjdX4twGfacyviV0xBG430VBEEQBGEEsnJK3SFZTW0jMfA4CYHNEAnYmRpJttUuatA+N2kZO2lbmvoPsu/YmnohKgLzvgqCIAiCMAJZNvGw/UgUtNq69y5LU1IkCjaSGHgLy59rYWsDt9CfVdiSgdqvPmRpvi+t1Hw676sgCIIgCCMQc/z492KfJhIz3yQh8zdLV7pQvwXF82phawNHdKGdmrrV1pWXSZAtt/zqLbZf/ZgkAguCIAjCKAAVczt17xQSAZeRkPk5CYSlJAreQOimFqoBFy/TdjxJmrqR+vGg5ffNRAiN91cQBEEQhBEGvBdYzmwF6kO27r3OQu6Mpr6OpNpaqAbsGjw02HwSAoza/19L8y1K+73HmyeOPyA/dWq/qwILgiAIglAjoGJu2j/u8IzunZINoICe8gDEDJZoY8kzFw3VahAzaHPPBpRpS/d9L6ePbc1pyqR1EyZIIT1BEARBGKks9nj2Ms8a/15riu9IEgDn2JryS4iZjSc05F+sITGDEBPEVyE0pqyhPvwpp/uu79R8LXajOob3WxAEQRCEEcZjU6funQsoJ9ia+n1LVzbUmmcGeTMQMj0rsDaRJQteJuWytF5/NO+vIAi7T97jedfixYv3yvfY3a2t786TPTZ18d55siVtbe/Jky1rbd1nWeviffJk5lkL3uuaNXX2+6zZi9/XGVn0/uE0vKc1m96b3t9tC9qHdqLNTrt7+oCx0ekX9c/pqyf/LvSbnwtBEKqEjH/sMSQAvmJriunWmnGFQi3UnEGoCbckYLZhiTndvmBr3q93Nnon874KgrD7QLisbY3vt/Rc46DEeW2HrgjOG5OIzB+bnGEcZ4ZjATMYOzkZajs90dx2Rkco9slkc/ycZNA4F5YKx5uT4fgsM2TMMUMxA5aOxKPJITIc2wwbMdymgrG5qYjxqXSkfaYZag93BGPTUtQ+s8WYmgzPOyk1vb0R7c+EDX86tPBoO3jZmGebLz1wGfX1uYuu2Bfih58LQRCqhNSkOgWeDCzRRqiGbAuEgisSuICoNite1bRS9+ZtrX6dpdXdZut1p/C+CoKw+1jNsw9MhoxxJEwmLafJPxGKnpoMxc8xI/ELzYgRJ0HweTNofCUZjH2THv9+ssW4lZ5/O/39E3rNL1Oh+CNkz5Alemz5kFk4viIVNjqcW7xn2PhHOmz8kf6+NxWM30kC6wckrL6aDsU+l4rE56P99Nx5EDvp0PxTE6H5x9ok1LKhuG/pzDlHwHvDz4cgCFXAKv3Iw7J+9eJC3ozyvKWr6yEOisI3NWHdWNnUqJCYwW7a9Q/kAsqMrhPHe5EblPd49uL9FgTB40EoBRM0Qi/d57V9oGPaJfs/S2JlWWTOwYlZbYemg7HDl54/5wgzsuAwqzV+ZKal/ZhkOPbhRMhogYeF/p6dCDoC4EozbNxIdmsqZNxNAuEPJGj+TrdP0XOfo9ulJCCW0vNMes7LduuC/NqZixxbPfOy/OoZQ2R0bPc9cvSe6XD8TWrDehI1XWYwniAx899kKPYICbC7UuEYia3YbfS/H5jh+HU9wmY6vEnU/vNJkH08FWxv7GiONmTonODcwOCdyl1gHGReuOAAeHEQ0oIXxwm7efISmhKE4cDSfAdaev3Ztub9Kgmah8hsiAPUnKmFAnquraS2rmvEtgze7ZbmfZqE2TeyutpqBXzHoUgg77cgCB4PJl5MyMvOj493QkQtxlRM3DTpz8pE5s9JRdoXpEPxz5FA+RJN5teSQLmR/r6FBMnPSQyQADDuoYn/9/TaP5uh+L/of88UvCHxjCMYQsYaspfI1pOYIRER30SPv90949L8i7MWObZmJuyyITFXMMHwnlbr/Dy14y1q6xayV6hPa6nNWbLl1K5n0X5q63+pnX9Dv+j+r8xw+8/puXfQY7fRefkuvf56ur84DQ9UyLgUIbNUxGhNhdo/Scc4JT09dvzyUNxnNV96IMQiP+eCIAwBHRMO2R8F9LBXk6UrPyJh8AJyZ7DcGVsGcNFQrQbhhRo5aDvZSnrsr9izKRdQpkGw8X4LwmgHeSCYdNOtRlMyFD2HhMpnzFDsC+mQ8a00TeA0eT9I9k+ypTSxWyRg1jiCJBTfAO8KxACMJvCNNKG/Ss/bTLevF4SC8SY9D7aVnrst1WMmhEQ4vp1EQT4TaR9Ww3tSG/N4f2rf22gL2keC5c2eNr8Oo+e8Rreb0S/6+2X0lW43mE6/4xvocYiz7kL4yniSXv8AhA499lWIm2Q4OisRbjvDjEQnrry4/ZD84sVS80oQhprOk73vz52gjss2ej9JAuBqW1eeJFGz/SVnyfM7RUO1mpMz0yO+sGcT3XaSPUK20ParY3m/BWGkghU4CHMgZLSipf0QhIdSzYaC3I9UJD5+GU2yiaAxxYy0n5mMxGamwrH2ZNC4hibim8l+QxPzo2TP0URt90zk2zqnF8JC62ZdXgjbzLgsv2rGpY7B47Fy+sJ8Fxmeh3AOwkh263zHE+JYpGDZHmEBUbEnjESa8/5oRxZtorahrWgz2l6whU5/0C/0zw1XwdMDTxLOAR5zxFEIgsew6Nj/oduH4MFJhmPfTEaMLxY8NrFpZsSYCsFoRhZMzM1YcBTyb5KRaD08YghPITQluTiCsJugUm6madwHrSbfsRndO9fSvH/J6d78y03wdLxTNFSrIRG4eCWWranb6O8k3d5oBXwf6pgwYX9ZWimMBh6bOvt9mfMXHrE8HJ+E/JaUs2onfnEqYixIhIyrO0Jt31oRbrstETZ+nQzH76dJ9y/pQojoWZqQkwgPwfuQKngntmHyxyTvTu4rySBcXHMFTEHE7BQvEAsF0bDTCh6SPSlmyIq8NWiTI7QcUePaTnFT3M9igYO/8TqErOg8vWqG42vpb6uQeGz8l87p48lQ/BF6/D567E46jz8g+zqJnS84K6tCxgyEpbDyqyMSm2DNni3eY0HYTZwJHoLGbqw/19LqfmtrdVvWNSo15ZkpNuT7rHOqAisbLV39DYmZmdnJDRPQR0kGFkYqqIeSaW37IJZJr6BJ0gzFwslgbGHaWa0Tv5Um8vuTYWNJRzjaRbaR/t5CE/xWhFwKkzJySfC38bYZNrY74RgyLgjEelnPeTJ6QleFc+mEsMKF+4XQlbHGCUuF4o/T+b2Hnv89EjVXJUNGmzndOL8jMm8yPjv+mQqC0E/yiz17WY31J+e0uptI0KRsrX4LiYG3iz0etWIo/LehqaHgndGUJ7Ka+jUSNKEufdzRj031SPxaqGkQRsLKI6yiQcgCuRnJcPwkM9h+phmJR5Kh9jaaML9IE+W3U6EYvAIPkZB5El6XZDi2gURMvnPGgvyqmZfuSJR1vQ0IsbgeFnhWeL6J2E5zQ1bw0OB8uZ4c13vjhuUQosJzekTNKnrtCyRqkGB8XwpL1sPx/zWDscsSIWPGCvoMUy3tH0o2x/V0KHo0wlFLsVJKatwIQuUg1JRzas54f08iIIEidBAyWKZdCzVnXEPujFPJWFPfovudJMr+Qu2/3m5UP4al2rzfglBLPBFZ9H7kwCRboicmW9pCNCkuSoVj33FW3oSMP9Kv/n+mCnVcsEInTbcr06H4i/T3Jvr/1lQkviOswsNDbmhop4gRIVPOnJBVj6ApFbJyQ1W4xf97vF4QNC+bziqveC6FpeohY2kiGH8q0Rz/a6Il/ttkS/zmZDB2JRKyUdTvhWBUwzJ5/j0QBKEMuYBSZ2m+oDPx6+rDJAJWYZUQwja15J1BW9FuS1ffJkG2xdLUbktXHiSh9un0h8YdzvstCNWGUz7f3SqAbpEg6iT0BueNWX7+3EmoeYIE03Q4dp0Zit2bcuq4GOuwOgeCBBNoQZwUCZMeD4uIkz1jJcWPKyDDC/Kp4Px8R3N8c7LF6EhClIaMWxKh2BecisnB2Mn47J0tFzyed7lbR6Aas7OthOQDCsJOkFOSa1SbcnrD7Jzmu5UEQBYejpeaGmqq5kzxVgyOCNOUrbauPEvi7JrOprEndp7sPXhJU5OsHhCqFoSRMHkhORQeGLPF+ASSRlGgLh2KX5VyQ0hONV1jec+qIyfM4dZX2Rk6KngHisWNCJrhtZ2rqHZ6bdyQFGz1DPq8pi9yRI0ZjG8iMZNOho0n6XP9PYmZ2xIh46vJiLGgIzTvAvpenJsMxU9PtsZ1rFBDuBF7TvHvkCCMWlBcLnPS2COw+oeEwNU0+S/HLtovk5hBUTouGmrBUHump+2dtqbeYWnez2BzzZVT6g7h/ReEagC/vhFGSoWNU5LB9pmJlvgXUHafJrjf06/1p0ynim68k/7fDW+MiRovqJcSLtRucZYcs3CRhIz2vLleMb6ayl0mDsNnRJ8n6vG85tTyCcfX4rMmYWN2hKLPd4Sjf+sIxX5F979OotYww+3nQdQsa40fiQRw/l0ShFEJXJVYqr3yhKMUmvjnWbr6DwgCCJpaCjO5Bu8MQmSF/BlsQqk+bmveb5JdmJ1cN0Fcs8KeBmEC/KpGKfzEeZcfuuy8hWoh+TN+jonJKmjcQELmt8lgfAn9vZomuu1O7ZOZlzm/7B2PS0+i7p5c8iw2OOYWEywkFRdq3rjL37Ot7flEKPpmMhTL0nP/7KxQC8WvSobbZ9Przki2GMeZkc8ctvqiK/Z1t1TA94t/5wRh1LB26sT9nMq5WNasKatI2GwlcfA2BE2tiRokL8M7g1CTpXm7LX/9Py29/oZswHt6XkJNwh7Gmn3pgTQxTTIj0TNJtHwq0dz++URL+43JlvhPemqUPE4ipoOEzVoSMm9CvLgrkFDvBZNcYeXRzpwYPkGK1Y6lI/EduTRuKAqfs1OYcMbCfIYETdKp/+NUZH46FTL+Qt+Ru+n+9+n7cXUyGI2mwtFm5NiYLQuOQp4V/84JwqgBtVjSmnqqpftusDTfv5BAa+vKG8ibqaXcGVhx/kxXYVftV22t7o8Zrf6i7qZjZIWAsMfAr2c7Ep2YjsRm0sT0lUTQ+G1Hc/x5sjXJoFM6/2WnIFsovgVhJGc1THjnNgBu2EgEzMizHSEp5zPuHSLsqWHzBv39WsrZQiL+SsrZXiH6AtmfU8Hoj7DUOx2efzYEjYSfhFENNmjM6T6DhMwdJASeIdsEDweslpZpuwYRtr5Jza8JOIJmha17r8vqDVM7taPrrak+SZ4ThhSsPkHZemeX5fPnj00HFx6fam7/CAmWS9Jh48ZUxHiAxEoy0WJs627Fjs+L8t3TCwm8uemF5F1J3B3d5oobeG7cujZuyBF/p8KxbWYotiYVij2F5HDHU+PsbB4/CYUUMzMXHoHd0J+76KJ9JfwkjBqwTDurNXzC1tT/Z+nKAyQI1iN3BhtQ1qKYQXhsbaOaX+14lrxrLU152PZ7r8v5lfOR9Mz7LwiDCdz9KYSTwu3nIRcm0dL+1Y7m+M86WpwluP+lX9bZZMjYmA6157taIWIQQiouYCerkMR2ropyc2rcbRYKtWzoOaHYG2bYWItqw/S9+kcqEr/X2UohZHyJ/r4Y+0Rhf64lbW0f4N9RQRiRmCeOPyDjH3tMVm9otnT1FoSaIGZgtShm0GasaoKoob68bmtKF9nf6X9XdwXq/bz/gjAYoE6MedaCA5CcmYoYrSRGrjOD8XsTzfEXSMy8kmiJb6P7zjYCsnWA2O6auwWF810q7AiO3cxX0f0lJGJ+hgKLiXDs7OQFxri8bG4pjAYemzp1bwgay+8LoD5LVlM6IAawOsgVB1wwVLtByKDdJM62FxKClS5LV+7EVgfmifVeqQ4s7C751rvfjZVJZnCuNx2MHY+NHknIhJJBYwEJlpuwtQAq89Jjr+bCC/Orpy/q8cIUPDD41c0nKDGxSgwJ4G7BxB1Jw9MXOl49LPMmIb3ERJVoCOpQdE4i2HZWJjhviiO0ZxgKvrf8+ywIIwa7UR1DE75B9k9LU19zxYArDLhgqGZzk4HdLRrQHyw/z+rq4rTuOyc3WR0nxfSE3QF5Mc7kEI42p0Jtl9PkcXMyhHyY+H9IxCRIzHQhYRPeGIQK3KXV7j5IEkYSG6i5NWzc1VDuFhU9Ankrff/Wm4Vw5jNmS/TRZHPbb1Itbd8iYXNpKhKblpxhHIcaR/w7LQgjAiTHWv76kLNMW1cyZK9izyMk1NbaMm3X0HY396fQJ/Vuuv1iOqCe0TnRezA/B4KwK7D1wJLz2j6w9PyFR3RE2idjt+pUJHptCtsMhI3lNIFsKdQKWSjF68T2iOH75hbnw9/JlthbJGY2JFuiS5Oh2D2pcOzL6Ug0mLvAGGeedZbjoZZtEoQRxd0ez7udZdqacg32N3ImfxIzKEQH7wYXCrVg7n5T2JCS+rPJ1pQVWU25l0Rau3W871gUDuTnQRA4GOyxASBNFs5eSSRSZidD8atIvPyYhIyzzQDdbkQICbsnr5m5yBE0bjhJBI3YcJi7Agqr4hB+QuipCwnDISNvBmPY9HKZGYn/AV5EMxhdhM1LVwTnnpyIzB2baW37oAgaYUSQbyUxo9cfDe8MljMjLEMC4E3s1+RU1i0hFqrd3FCTe4sNKbEPVVZTf4AVXNZE35HLJk7ch58LYVRSdiB3llqH208ww7FLzLBxoxmK/6FnFclqun0Ju1TTZLIVwqXY5S/F7cSG2/B9K94+wc3Nou/qNqeWEbZNCMYyyebo08lp8+5LtLQt7gi1nY+9wVAPiX/3BaHmgGcGoZf0ZO9kFJqzNeXXNPmvh5BxKuuWEAu1ZAg3vULCzNbUbZam/DmrK5dm/MppnZq3XgSNUISzU3FPmfgDrHPiR0LIZMLxS8yIcTNNDH8jW4dfvdjkEWGlndsMvHNyERPb01bw2BSWeENs2/R3KhjLJ1uia8yWtocSoejV5vRYOBmMatjMclnr4n1Qn0aK8Ak1ibNfU6vn3dhRGxtQ0oT/DVtXEiRqtrkJwMVVdmvFnBVNOurO+PLrScwUlmwrKUv3/iar1X8+16h8uGPCBCkFLjggpITN/LCpXzJonGu2zDNo0L+efs3eRRPDkz2JvW+tnlHYsRqiZsc2AyUmEjGxPW3Fq58QCu1qXZjvpPv0nd5KljWdrRKM2xPONgnGp7BTNzZAlSRhoebJNI1R7YC6gCb9v6DuDOq1QBQgB6XWxIxrEDGF3BmIG2WzrdXbll7/QE6rb8sGGnyLPfIrRPB4rOZLD0Ql1WQo+ulkc9t3ks3Rv5Kl6Zfsi2ahlseOXasllCRWS1aoLLzT6Pu8ncQ5wk+b6e9uEjLP0O3vEi2xxYlw/Ix08IrDIe75NSIINUPHhEP2zwWU83O68l0SAo/bmrIaggDJtLW2Z5NrxV6lroCStzTvW7buTVha/Xdtv3peZ+Co8ai3w8+FMLLJT128N1YoQcSgFHxHyPioGTHiZtj4ntkS+3uyJbouHTScX7L4ZQuDF6ZngpDid2I1ae6qJ4RJsVUCvItmKP5aMmSk6fb3yWD8SlSxXhFsb+yYEW3A9gjO7ty7yC0ThKrDHD/+vWm/93hL911gacpNlq6+AK/GhqaGEZE/g6KAjqDRlfWW7v0n3X4vpymfxgonfi6Ekc2S1rYPmpHoRBrgm1OR+BU0kN9Mv1QfSKFGR8hYBVe8FW4nEfOOeh5iYjVt+B67O3Yjn4a++9vpO78JW27Q3/8yw/G7UmHj66lIbC6JnzMsEjUoFsmvIUGoWh6b6tm7J3fmOMvvu8TS1D8hPPPyCBEznTtq5yhvIsmZxMwLJNpuTWvquZI/MzpAzRgnpITCd0GjlQbwb5mR+GM0yGcKuxPH35LwkdhossLWCDt3bCdh83oay7nDxq9TEeOLdPsJqzV+JL+WBKGacVyJzr5NuvrxrK7+BKEmN1RTi4nAxQYh09WzK7jTD03ZSI8/TqLmypxfOQ2bb8I7xU+KUPs8EVn0/hXBeWMSYcOPvWvSYSNGg/d3aOB+jH6FdmOfG/xaRYl4/GJ1io+JJ0ZsFJi7seXKGQt76iVdBoHzmhmKPU/XRqHgXjA20zw/dnJHc7QBq/0kp0aoGTKBsX6a6P/Hmew1tdvW1NfdZNpaFTTFggwhJ9SfIUFjW5ryQE7zXSs7bI9cshfEfclQ9BxsxEe/NG+FiCFLOvU36JcoDerbC8tYJaQkNrrMrVGD7z2EPEQ9iZi3sd+TidBT0FhiNkcfTDa3fSs5LTYz09J+zHMXXbEvv8aA5NYIVUfX5Hpvp6ZeaDs7aiv/IjHzIsQMwk21us2BawUxU0hqxv5N9Jhlab6/0O3V6YByglQIrn2KB9XuWW2HZqYbH09HYlfhlyYN0iYN0m8XllcvkFVJYmLM4JXcUUMpZOSTzdHXzea255ItsW+lgrFpidD8Y63Zlx4oNWmEqgehpk597BSa4OfauvITW/dmVtHkv66GVza55ooZGO5jCboNQaOrd+c0tS3XqDatnFJ3CD8nHvnVUTOgAFgyEq03g3NPNkPzLjBD0a+SiPk9cgFI0GxGOOnFWYV6MbIJpJhYwZz8mXBhxZNbn6Yb3ppwe94MRjeYQeNxrPhLReLz0+HY2fTcSZ2RObLfnVC9wDuRm6welNUbNBIyn7W0+qdXB7z5DU2FEA0XCLVmbrgJXqZCQT3HQ7PU1tQ7cppyGQoI8vyZnl/7ImhqgMR5lx9Kg++ZqXDbl9Ph6H2pUBSrlFZCyNBgvCOkVCh6J0JGTKzY3NCTu0VCJrxja4RNdP3Y9P+/ppBzFo5fkm41mrB8m1+DglBVdJwyYX8rUB8iMfMA2ebugDIikoFdczeldEJOurLB1pVncrpyJwmcOamAd7zEgGsHbEdgXrjggNSMy5VEaP6pyVDsc2Y4+jAJmW4aiJ09lPBrE8mOfPAWExMrbxA3uG5QARteTRI1G7GMOxWKfz8Zin+anjMJSfa4DrFikF+bgrDHyec977L1ulNIyHzD0r3/Jltraco27KgNq3VB4+YBOSEnTd1G9hIJmmdJ0Pw4p/k+nQsoJ2DvKn5ehOoCvwwRVuoIG6d0hGOXrAjFvpEIxx4yQ7FsKhR70+oRMkzMSPE7MbEKzBEzrUk6bwAAgABJREFUrfOdQnurZ17mPGZiw9WQ8W8zbPychM0XkmEj1NHcPrlj2uekzIVQnaz01x1jobicrtxsa8oT9PdGbEQJj0atixlYccgJt+gfPDRuyAk5NPycCNUDvGcdM9vrkuHYh8kWrgi33dMRbjNJzLxMA+0W1NDYWc5dQkpiYgOx4tBTITE4/hY9vikVNmy6fdIMx+8ggTMnHYoeDS8pv04FYY9j6kceltLVU7KNahsJml/QRJ9D3gw8GiNBzLgG7wx22XZDTtQ3R9BYmu8zXXr90ZbP9z5+boQ9B3b4Rc0LDJ6pUOyTZiR2GQmYOxLhaJJETb5zxgLn16QT85el1mJig2E7EoSRHAxPZ+HHAcJOxtJkKP7DZDg6a3k4Fng+ONeLsK8IG6FqWDZx4j6r9PGHWY2+ky1NuQZeC4Sa3ETgkZQ/A4HWs2T7rZ4cmmdzmnp7zu8zspO9p6f94w7n50fYMyCslAoZH00H41G6vckMGw/TgJqg202Z1vZ8bnpBzBR+SYqYERMbLMM1hQR6lDZA2BalDsjWm+HYsyvC0d+uCEW/uiISm5lsnasnZrUdms+/M49G8hGFPUaiacyhdkC92NLV+51CerryBgrPYfKv9doz3NCngqhRNtmaim0P7rE15fOd2tgTlzQ1vYefG2F4Wdsa3y8bip+eCcW/YAbjd5nh+AvYBdgRLuKFERMbNnPDtmYo/lYyHNuWCEc3kZh5viMc/UFHJHohCZzA0guMg/g1LAh7jHyr592ZJuU0mti/nNOUh1B7hib4ratp0u8eAcu1e2w7bpHcjJCTI9I05RV6bBmJml9bui/eqXunoFIwX7pdzeSnevZeNvGw/bD3VufJXmfVQa2BsNLScy84CGGlTCR6Jg2Sn0+F4neTPU+D6SZUL0Up9k7H9S2CRkxsOAzXGsJOTgXhGQud8G4iFH01GYr9y9mFPmzEzIgxNdPapj535kUlKwcLwrACt6A5ud5rN6ofs3TvFbZe/7Cl1b++vlGlif8doqCmDV4Z5NA4NWgK2x5sJBG33NJ8v6X/L8bWB9jLiZ+jagVCxj5RHUsidFKn5q3nLl7c549VGxgIk9PmnZQOz1tIgubWdDj2VzNkpLBBJNzccHsjhu/sq1Ri0BUTExt8cxLre/LSIGhgJGTeph8bG+j/K8juT4WMa1MRo5X+nsRr0tTC2COMMPCFQ4il8+SJB2cD3tMtvf67lr9u5aqAN78qoDgiYCTkzhSbWy3YqXrcs/VBTvP9xSrs5XTa2okT9+PnqRpBReNsY/1J9Jmd3dnkPREhQ/6cagUemefOvGLfFS1zjzFD0TmpcPS3ZJlUKPYqRIxbwZcPsmJiYnvGcD3CU4ofGNj/jB77M9n/msF4BB4afo0Lwh4jeYI6Luv3LrD89Y9YmrfL1rxb4MVAeKZz5IScHDGDPmEZek+l4J6tD5QHSdB8KeNXz8tg6frU6l7pBG9MLqBMswPqAmr/XCvgO6srMNZfCwnNVmv8yGQofjp2uqZffD8xQ7FlZFvc2jFYVSG1Y4bfeJVYiEp8DvhlXkgOLWWFFTD4zDppssOEh9tdmfscvA6vf+cxdxreH+0otKdoGbHYsJlbYA81aQo7cBvbe5Zv/zkdin+DfohMTwdjx1vNsw/k17ogDDudJ3sPJjHzSUurv9bSvQ9YmpLDZP9i4849j0aKuVse7PA6wUND/SVB80/q9210/0Jriu9Ifo6qCbNROcqGiNGUm2xsHqorN9DtQmr7qTz3p5pcvstaW/dJhuMnpSPxxalI/JFCWMlAWGm7O1nJaqXhNze04OZKlBMqpWzljIWF4mszLqvMZhZuUXnWPUap47tLhV3BUxA2six/TxiuR1fYOtdmKL614KExnkyHYj9OhaLzM0FjymOyqa+wp8EEaB3vO9by+0JZTf0aiulhdROK6Y00MeNar5CTrr5NguBVshds3fvNzoD3dOxlhTDcY1M9VXeBok4OCZf5qJtDbf+jpal/yum+O+n+vNWar4E/f0+DuPrSc42Dlk2LTkwFY3NJyDxAA+J6TKDuJCqT1NDZziKD3HrvZVVYkht/i359b8OElQoZb9KE9QY9tqWU0f9fp0ntNbp9NeUUXOuHhYzNJl5f4rjOsel9nfd3Jk5qTzi+zWlfOL6dt72UuX0XG1zDtQqxCWFD9zeY4djTZHeQXWK2zDuqmn48CaMQfAHXTZiwf8Y/9hhL983KasqvSdCsdif94oq6XBTUqrlipmA91YJ1dT2JuL/amvdrlu69ANsfIHRTbb84kpPVcSj+Z/nVW6gv1F6lg26fpbb/iPrRagV8x+Hz5K/z7IGBJt9697sRV0+Goud0hNuuTISidydDRgoVR52QUqv84h5MS0cK4SJ3803Xu+J4UcjgEXHL2MNDsopsZeul+Ux4fj4ZJOESRH0RYxVCCWYoBs/ZMvqsniFh8V8YiYklJDaW0GO4/2/6/2MpJyk0fjf9/RsSqnfTa+8pafQcEhp30fN/S8d5mN7nCTrGMzi+e1wT7+Hcxp+n/yfpfs5Eqf2w8RK9bjMEDPqwduYiJ+yB9qM/eAz9K/bqFL5bsov6INmOAnvuOYa4pM9lHX1OT9PneDtWOqFy97LWeFV7toVRAESN5fcFLF35Ck3o/6UJ8iVLU7ZCyHSNsArBsGKhVqito7xJ/X2R+v58TvfeTc9ZmCZBs2LKsYfkF3v24udrT9E1ud7retHglaF2ryEh9ir9vYTa/92crsymtk/kr/MMs5jJL168V2dk0cEdIeOjHeHoN1eEos8mQrH1NOC9gV/YbkhJJprBs/6Kme7pl+Vz4YX5REt8W6LFWEViZmkyFHuChMxfUuHY/TRZ/ZImqVvp2N+nv39AYuWH9P8fOn9jp+VQfLEZbo+lw/NnpSLzZ5ih9gvMSPzCUpYMx2clQsYMEi8XJ0PxK9Jh40aaEH/sHJ+Oi2OmI8bNuKXHf0a/9u+j20dTKK9fWLJvwROEvqybtcgRNCJmhtdwHndet84PkO0pbFQZNjqSEeOBRDj6FSzdRkiZjweCMKys9o87HHkjNEHeThPjf+hX/7rCBo4jr5iea+iXu3TbEWyadwv13SRR8HMroMSsRt9Hu/RxR7uhJ37Ohhu7UR2T1tRzs7p6NYmYh1E7B9WOnSrHmvo36tO3OzVfC5abL/bsGRFGv87265gRbVhBA1siYlxOYubRRCj6JnIsUM1XcmMGZm6Ixc0v2pmwuzPfyHT22THeINuMiQYhPbp9ER4O+t9KeDvofjYZMtLJlrjZ0RxfnmiOP0mC5v5EkEREMPY9Mxy9IR2JLU6Fo581IzEjFUF4sH0uvaaN2jHP+Tscm50Ktk+j55+cnGEcl41cOsGMLJhI/59UypItxnGZGe3HdETaJycisY9B4CARHMdP9xyXJsI5uKV+LjSD8f8hUfUNajMJnPhPyH5Lffo7tX052p+CuAnBqD9ho4uEzionl6PQ3430/9fof1vhQcB5cxObi/OzRFAP3JBHA/GIc0rfiy30fbCxISwJmkVWOBbIXWActKStbY+Pl8IoBUXY0n7v8Z0B70yaHL9n696O7oCSX9dYqNfChcBIMMc70yPWupzHFKdaMPU/SWLhEUv33QxRk9W9UzNNY9T8HhIILhAz1Kaz7YB6VWEllvoSVmgVPh9lDd1/3Ebuk189D/k1pQrrDWVsu/u8tg+gGB4NatPhkekIx/5Eg1wX/fp2EkbhMXDyZUoMkGKlzf1FXPC4FLwt8ETAKwHvxOoZi/Krpl+Wt8IL8iRIaGIxVuHXMk3k/6aJ5k+pghD4KQqf0e3X06H4Vamg8dlEc/tlK6a1ty9vNuasCMZmpoKxaalg/KxEuO2MZKjt9Gw4fhIJlsZkMKplp8/Xkq1xHZYNztewisWcseAohBWs5ksPzLS2fRC3mMRKmfucZZFFB6dmGAqEDyrKOsfHMen4mbDhxy0JjBNIXJ1G/T6DvjtnO+2KGK30+GwSMAaJlcvJvkh9uIbEy/X0903Ux9t6Ci8iufwp6quZCsXWYaf1HH3nEJZ6cVYhPOV6ctyVVZiYxYPTP8P5crdAwH14zeh7l4ZHzwy3XZcKtrXSd28cHx8EYVhw6890nTjem9XrZlta/Z9trW7rmkZlh2dmpIWbuJGA2Q4rbFLpJAdn6fY3GRQXbFQ/1r2H67qsgJgJeM+idl1J7b0P21Fgyfn6pgZn6Tndf9ERYZpyraV5g9lAg48fY6hYfdEV+1ozLm1Ih+efTULm2x2h6DKajF4j245lnTJhDNx2CprC6hI3jOSs+IksyGdCC/IdzfEtiZaYTb+SnzAjsfvonN9CE/21SXg6Qu0XpELtn4RQMFsWHJU5f+ERuXONgzqmXbI/BOgSss7Iovc/QWbNnv0+JG7DlrUu3gdhg1KGX96oHXQ3GcKKuC1n+L/7HGxYmKfXFo79zuPn6TG8N9qB9qBdbvtQcBHi6IVmQ0FSeXJa/KRMyPg4CZtWM2jE6Vx9mSbUH5GIeTAVij5DtyvpHGzBeXJXUTkrpNgqKfleDtzc80ciEsnba+m8P0vn/ZZ0S+xsfLf4OCEIwwZyRDJNY06ztLrvkJh5ztLrN9Dk+TbCGZgwR7KgcevRbCBxsJGMHnuLxMELWU35FQRELqCcT49NRLE6bNzJz91Qkzl+7BHpgHoGKjdTu+6mNnWiva9QWyFoHAGmqWl6/AHkP8GLg2rPfNn2YOFU/aQJChNjgn5ZJ4Lz8Yvs2kQw9tdEKLoZJdHhSSiKs4uVsVKCxU2SLjzHeIMEysuFJN24RZZAPkmyJf6fRHP73zuajQcSQeOnCYRnwrHPJyKxuelgezAVbv9IMjhfWx6K+166cMEB/DOsVSB8sFIuRcImdX58UqYlfhoJl5YkQmGh6JfIbqJJ9Rc0yf6BztU/zXD8aez9RecsUQhVGd0mNlV0VmYZ+Wzrzsq3vYWOfG93Za7H0PFw4bFQbJMZiv4rHTKupvP8Uav50gaIZv75CcKwgHomlj5mVlav+zZNnP+kCfI1TPAvNTa4WwNg7yNn/6ORZG7YaXWgsKeTs9LJ2QJBTdma+nfLr9xp+71X09/nYl8nft6KGJJQDjxDGb9yGgkVg+xOW1cs1zODcFNBaCpb6PNZSe3+S4YETVZXmrOTGyaUEDRo4261E7+iV7a0H4IQQaLZmNPRHP9ZoiW+JBGKr0UpdHdCll++uzZXyOB8QfzBi4BEXYSScB8rwFJOTojxLE3Gf6DJ9+d0/9vJUPwqs6U9trwlPn05/RJONbd/pCNsnIIQDvJUEpH5Y+3gZWMQ3nnuoiv2hVeEf4a1zJKmtvfg1z/CWE7Ia0a0Af1OBec1ZlraTjPD8z5B56nZDMYvhOeGvpNX0Tn8Fp3DO+jxB0nc/IfEzEp4D7tIeK+aWUiSLvbiQNTI97e8FeduoQCm6WyBQII7ZDxO39sfksC5BJ8JvHL88xOEIcfSfAd2+r3HO8t9dfUWW1NsTJYopjeSPTPc3GXcBVHjVA1eaWvex3Oa8mUr4PuQeeL4AxYv9uw1lHkoxXRO9B6c0b1TLM37GRT6QxiseDNNGGoE4TFnib2mPISQE6oGw0PDj7e7OLkSofnHplpowmhpvynRHE/SrZO/gYFOJoGBWVFi6la63UiTbidNDv+m+7+k+9cVckfmtzh5LQi5yAqSkjieQxJw2J09c95CNdkSPTERMlqwlBghOJpsf0LC7+8d4WhXRyj6ejJkoNaOU8+GfyZifZubWJ1y6hUZr/bkLv0E57xj2iV1CCsi3Mg/J0EYMrA7MwRNVq/XUKTNSTbV1S66fQMTO0JOqNHCJ/+RYj2eJ0ccQMRBLBRyUpS3bEfQKH/I6t7FWa1uuq3XnZLW649eRkJjqBOE8ZlYWp2OWjioNYOQkitm3KXm+HtdoyNmtuL/WWqrk0Oj+85GDk2ppOCBgok0E24/Lx1qv5p+ff2J7NU10y93klJlo8h3muuBgbfKWTrdujDfRYa8l2Qw/haJlA1YoWOixguWJYeNh+n21+lI/Gac456VP83p0PxT8Wt36fkLj0CYj38uwjtB3SMzsuCwBMQ3vFch43wTXoNw7MoV4eh3O0Jtv6K//0jn/Amcf7NQun8dwnsIoSBpGNY7aVhCUK7tDJP2bIcRwX5OBgorPkXn+ZtpLM8PG/7u8xZLHo0w/GCCpgn0ozSB/4+NhFNdTWGiR7gJk3zP5D/iwk2uQSAgGRjmJkE7HhrNu9rW6p639TG/t/X667KNyvSs3qBhV2t+DgeTTNO4D8JjlnU8ZsrNCH9BWMJj5i4vd3cKLyw1V7bCQ0Ni5s8IOdFnGcQeVHe3enpNgAP1LGFVSyYcX5TGiplQPGEG41u7pxdWixR+ob1z0BvNhskPg/yOUBJWI01f5NR7SQaNTclgbFkqghwP4xZ6/pXJUPzTWGHUEW4/IRuJTUhE5o7NzWyvS5zXdui6aZ/bH4myA/3sRhs4TzhfyN9AaLRjGp3HyPyxWH3XEZk3uSMc/UgiFLs4GYld1ZM8/UA6bCDPZi0m6HWzLncMn1tnkaDhn/FoNggat3wAwk49pQJeIltKYvw3JBLn4Lzzz0YQhgWaABuQ+OrWNsFyYLeCrjvhcxEwEq3g+SiIBixZ7wp485Zet57sUUv3Xp/B3k6aT4f3BB4ax0g0DOZks+6UQ/a3jh9zLPJg6HP4jq0rSYgZeGJ4LSB4zvC4E3IqeNUegKDBsm3UoeHHHgjpSPvkdCj+ORrE7iMxs5wGr1dQvE3yDHZaYYDfeR+1T+gWWwa8TuJvc7IlvinRHF+VaDH+awZjd6XDsa85NVdCxkdTkUXjsUqMn3dh8MF1ivpIyZDxcef8R4xr005ujfH3FLw0Iad2j7PNA24xUaMApPsZ8899NJvrpUEZhh7Bh++8ReLwe5nw/A+TqDzACQEO4tgoCH3S3TTmA0gIRrE2mhD/19bUJ8leJHMqBDs7bJeY/EeaucnB8HysacRmnAhHebeTdZKoeIye81Oyq3O68il4s5wtInqEDT+nAwWen1TAO97SfefYmnIjfR4JLmbcEBnaiZATcmgKScFKxlm2XVjldE6OPtPV/iN2a6KEl4AGqzPhnUmFYnfSL9oXyDYh78ANp+xcjTN6zN13Cqs8dm6giCJjzrnYRBNikm7/RhPivSRmbks0Gzd0tMRIFMZmp0PRc9KtRlOmdaGKXA9+zoWhA0vAIWg6wm0n0Pf5k04FY+e77dSzQdn+39Nn948U6viEYxtQP6mrp8qyW33YCa+Owu98sbliBlaoRL0Qj292hGEoem0q1NYi+zkJe4p3pSbVKZ1+70zbr/zIETS6uhYT/EjelLKUubkphVVdynZs+0DCYqMN74emPJ8rJN1+wwkFBXzHIUmYn8yBAmHpeMp09eP0GXyd3ncFFzOl2lloK0SOshYhJyeHxu8LdZIw4u/h6ccAg3yN5y66aN/0rOjRzoZzkdhvkuFYEoIGA5qbX8AHu5FurphB/91S+xA2NCnSL/t4ms7P75Lh+JcTofjFy0Ntp3dMi01IRqL1mfPnHLEsMudgiBjUWRlpq4+qHXyfcd6d89986YHpYOxwiEozEp2YDcVPh9g0I8ZX6Tt+TyIcW94Rjr5hT5+f75qxswifiJne5vyoKYwBqMi8hsTMf9Khth+nwtHm7japQyMMD70mNYRM7MlqY073GTRh35rTlaexZBvhDLdC8GgJObnmJAj3JOD2rCDaVtioU3msx4t1IZZSQzSsnFJ3yBISI/nd2LzyiZO970eIKDN57IdJ1FxLbVgGMeMsmS+RkO16aZznNDUUPidNsd2QE5KCrYk+bA5XsYApRT7veVdi+rwpidbYFzDQ02S9NBkyXnEHMzeWPlLd8cW/RJ1tBcIGCgVit2fUMHnZqWkSjpupSPu/6bl30bn5ErYDWB6OT8L2D/x8CtUHPifkiKXDRigZMb6YDEd/nghHnyBBQ+I01o3cEDPk7CSOnb7zmaKtJ0ZzorCbFIxrBNcFiZlXSchA0FxltcZ1nFdZ4SQMO50new+2G9VGmiDnkP2aJsVOJJm6XoCRuCnlrswNs8E7BcHQs63AG06dF139t6Up99hObov6WRKA09ONahPOIT+vlYJCfdj8MkfHITHzJXqPpRBTECqlxIzdI2bgOStasr2lIGjUR7J+9X9sv/oxbNVQog5NvzAjnznMnB47GcXaaLC/PRmKLUs5IafCXi7wTIy0hElXxKAeycqejRydujBhA/U2SMzFOlKR+CMk8H5C5+E6ut+OyRCraZaHokejmi0/j0L1gs8Le0ylQ9FTV0SiwY5INEqi5hoSp7eiOB/ZC8mW2CvZUDy/knnlRtp3v1Irzp9BHRr6/qOwXjc2E01GYp9bEZ73iY6ZkhQs7AGw5QESXe2A9ypb9z5OE/YqTJCY2Hesohllxvr8NgmFt+1C9eBXUdiOBM3jOc13Kz02tysw1o9VSQOJFz82derea6dO3C+lKZOymvo5S1Ofg5hB0by+9s9CG2EQND2iazW9/v9QTTijK2cmNW89f7/+4lQDvsAYl2w12hLh2O94yGkk5s+gb/jl6YYZaELDr88NNGAvp9t76f7ViYgxA/sQdc9qOxSl/BE+wnYATqn/AXwPhOEHnxM+r//P3rnAuVFW/R8VFcUb3oDdJAvIRQvdZLeAyF8t4IVb6SYz2bZgtS+XJjOTbmlBRX3Vvu8riAjewMvLzRsqgiJ4xxe1CgJeqlRou5mZJJPdtrTQcmu5tdDmf36TnTKcJtlsN9mdZM/38znddDeZzDPJ8zy/Oc95zsHnhqWoEXsDCm3aih63E9qnrHj6RjOeWm3G00/lFN2dvN3suG7iyPb77o/VvGKf9PgpEvQ5uvH5HY0TF2f7U+8uLZMlVWESQDp/7KhBEGoxGvo/mhjXku10K2z3vDBx8gm13Q1thlDAtnUIDDffC7wj0chGpzvyNxKB1+Z7IouQQXg4FjoG+Wly3Ye8FYG4WMbj15mDLdXIE5M/5uDDnZ6upXTN7/PeazQxgyUnnB+WxLzSB4i5KUTDN5Iw+vhwT+i9WAob7+SKBG7wPNAgdZGV1H5kKtq/Ld+S0wuu990Hu1awstv8hWrVruscVZqRodcN7NXvJRHzS9SnMZXUxywldcaaOdpRktK9PYE4zcddb81p2dnppdnZC682Z6duNxPpFVZCtxAngkKM1kjJBO9708p9YE/NK32Ax+XilFrRTGq30bXRhuYZRyIJpyw5CRNKadq0V+RnHBIp9kTeV4yFPkOC5l4nGnoOu3wQQ+NtYeYTarubt9wGDxVEBrwm7nWIhp9BEUh6TpZExF3088dDsfBlTqxLH+4+6OThnrcdingafp052BnlzOzaJxc75LChaHgJiZl/1StmPHPPbeS8EPOELML08+cOHW84Gjo2173/W2/ea3RhVYvsmak3r5mzsNfsT/9HVtG/a6naGkvRtmIQc4sjtqjbHdvOsaTk7U7CYxuBjapepEnrt26q/IS2xFZSc21l4YluJWjF6Lr/LH0/SW7XvlgfGngdal+hwvjg7IUnmomF88y49jEzoX8T3wsS9AUS9zsQKIzq8eUioS/KU+Nu8W53824EsOTkxtAoOrIur7ZV7Tu5pKbjJqhC/TDZwi00H+yuGe4OnexEO77nxDrWkqjZjh0+3qTOJ9KpbN4Sz0gm4S3wqgxFIz9C7Eu+NzIL3pah6ZH9sIzHr7MHOjX+XuyOHExCcoCu9T/HKmY8w+cDLw1ifUhsDZGg+W6+O3RuobvznfC88ffeE/Jzzzuc7r4W4+7LVPUsDVxPwN2OgbxVd3x4d9VuvSRFf5JE2jANxnfQ3/6b7tBnITMv7jD5tRCmDtgNlUsunE7fj7kkbi/OqunbydaTPQcPDb5H7RwQP5qh3V5xStdrq+iocH5DTtH0waR2BL+egjAhIKMsCRnDiXX+oBgL/cuJhR4tB8aWJ8ypuuTkmbf0BNEA0YEK13jsxCKP0N/vK0Yjt9HPLw3Fwuc7sa6z1sa6TqX/Hz8UDR9JYjECgcOXoNyyBt1d59Dz/obAXhQBrVfMYLkJhs9mU2+52nbZcxT+Jwms693yFT1d74KgWT5zr3GtY2NQN+ek3msn9Quw+4MG8pV094VaQyN3acHOourdSRaTKD+wuFRQF5VIkD1LA/AG7NjKJY3f0cB8naUYn6DfnYHlBtmdJAAIWrcAq6LHs4r2CRIy3x5U0r+3VO1+7G6j79dT+H55OWqmUqJJCLlyOQ83xmwHXY9NdF3+SYLmW3lFU6m/HYwCovyaCkJT2Xzsoa9DQKrT3ak40dDXnGjnahI0O7z4meEpGhTsN89TBa+Mb9fTNrLHnGhkPcoSwMuCHDAkLH7kxiJ1hwaQrTff09kN8cKvu5vHJhq+G96Vx8YgZvznhCWnkQzBI4U0w04hGr4lHw1l4KHBktN4XLwImHT6FrwBeTrMZPojZtJNrJfFLicMamV3+0AgB/FyYG/Zi4T6SQ/OWVrKKwMlM248SGLsj9SGb5Z3J6Xe5yiptzv9xgGIi5HlJAEgWB/LT1ZiIIQt3dmkdhIJ+oU0aV9F9kcLNbhUfedD85aWNpKhL0ylOJoX4obKNzNIYZBTjLvJLs8ltXlr6Jqh/AS/roLQVG7eq/9l2A1DE+CHi7GOW4rRziIJmieRd8VL2sYn06lufo+Nt9xDgmab0x1GIcu/0uMfFLpDn6HreCaJi2OLvZEDPQ8NtlHj9/S8e+CZ2RMx4zeIGnho3HOAsIqGr83HQudB0CAomH/eewLq39Bg/lESNLeaqr7aHbzUclBg0AZw3/nsdNPWK/pz2bjx7GCfviHbZ/zJTBhfRZJAe87C3uHk0oYV7hTal50DA69Ehfm8qs+31fRXbEX7na3oBfp+PYPvWjk30dSInfEbbhiwhR07vsoeT+0OuiaXm24+n/S4d1gKwpjBBIukeu6SU7TzWrK/O9HQEwgIliWnF5snZLyK1xASu8QEPDZIvBcNryxEw78txsLfLkZDlxR6DhwYjh4Yd7o7epDrx4l1XejuZuqpmWempnlJ9SBmcAwUrCyWt5P/i87jhkIsstjp7TzOih3wFlRS55/5WECODlPV3pNVtYybdwW7nMp5aAJT+gDn4aVf35W1VNU3ZRV9NYmZ20nMXJPty1xkKRkVJQcQ6MzbKQjVgKcGS0+5RDphqeml1AeupAkcJRJWkrB5hL5vO9EP4A1kAcJta95SG/rdSM2rYfr9H+ia/JepGO9FpXNsh+fXUhCaBnbAIH8KthujMKUT6/x6Mdppo35ReYeTLDn5zRN2uC4QNjD8v5yjJryNfj5JguJREoTrHVzHaMc/hmKdN2P32DC2d8ci3ypGI7YniMbj/fLElSc4nWjk+WK5PMNPnO6w5i058c98LGDLJWrf2MlzD8UuJxIJN3p5aDCouaUPyruDJs28gRUJ8PB/ukvcTOLrPrpL/P4axViUTSw66YG4/g4sKaEApCwpCWMB3xd48lD1HNW6SSC/20zoH7EV4xsjguZJfAchZLzSCPw72m7mT6rnC67fRCLvNiupG3Y88y70Nyzb8espCE0H9YMK0c6FhVjnrTQZW8Vo6HEsOfknTD6hivnFTXnZySsUiSrdJAyfI4FYGIqFfknP/TbZ7Uh85y1Vjfeael4a7I7CshW8NSRmVpOguroQjaTgoWnYkpOaOhp5aLJq+qcIpMWSEwY2L2ZgohOM4f2Qfh6PsaxEk8pWOieHBtQ74UXCjixkN16VXPrG0l6lPY4hEgQ/1ikfeh195460EvrZtqJ9m753f7WxzR/9QTG24/v4QmzJ7t/bNjJ3eQ0CbuO8Ja6HlvreKithXG3GjYWDszNHS2C9MCk8NG3aa5ByvxgLnUsT8FVYciJB89QGd+J9sReAT6pT2fyeGggUCBnX6P/rYmFU6X6SrmmuGI2spOfnyLZ6zx/vtfTEDDw9SPY3smUbBTTvp7/dVMBuq+mdx+WPOnj/Uo3t4/WA5ZldpQ+U9PXmrmrbxk4vsdZEuNiRNwbvM9y/uLSu//wSDZ4lulNeTwPpXXQ+34HgMpPpxJrEwt775527vxR+FBoJguuHTtf3QzwZCi/aSeNCVOem7+ZfSLwMQ9AgngRlMkZyGrWruWIGntn11Fb8NBPG44Nx49+Ds/Xvr4kbZ6LoJ79+gtB0sKUXWW2RWM9dcop2XleMdg5hl9MwTcqe92G8E3A7m7cM5b9G3hJUEfWfouHtI2UTdnvteMz/vvDO4LOi90FQ8o8K0chCLDk9GDvgLfwzHytwuZuKfgh2eJCY+SmWnLBtG3egE1X6AGLGzXuTXFwqqotLg33GE9m4/me6U76C7pQ/XE6CVs7ci4lHvDJCo0E/KC8/JV9FYubQXDIzL6cYV5ItJ2GzAbFbU0DMuOYtOeFxXl1UysYN9MlBsv9ec7p2lCw1CZNI6SVrY52HObEOvRjrvKkYDa2kSfhhmhi3+wOCRdSMbrhG3vITloLgQfHiZDyvSqPMK32AgGDkxXGPHw2vdGLha5yesIZSDNaxh/JMnWMGgX2D6sLjs2rKLX1gqfpKN4nWyKDWDBe7u6SULOePQe0cEi47zIT+xGBcL6zpM/442Kd9yUqkP2QnFvZKCQJhIkFcGYmZ6fQdXWCrmS9aivEb6hOWqRiPWwnjeXgtIW4a3SeCaPCUbpizFIKGbjCMGwcV7Sz6/ZFI9cCvmyBMCAgKRq6UQrRjjhMLfaEYC92F/Crlybl899+IZZJ2N28JyssN0+RrtmvJyQ0uLu+U2kpixqSfP3Z6QucUju44Ahmg+ec9VrDkhC3OpqotKFeX1tYgDw0S65V3dTRuyQlCpryMhdwxA25lYyue3pbt0/5pJrRvmXFjkd2XORlZfLH7SurECBONu+Mpnjk8r+jvRx4jEjNXmYq+nL6bj6xNlid4r0+0s6CBdxaCZiRJ5X02klOqupabox3Fr5kgTAiue37ZXi9F8ChNgqcUo6Fv0qT4AASN56Fp8sQsNk7zvDTYBu4gVica+Wq+t2PWcE/o0MHj39QQ7wV2d5jJ9KJKpQ8aJ2ZeCDK2Fb1kxtPPmfGUY8VT30E9pV0iRmJjhEkGogYTt5VMJ9ck9CsG+4x/kT3vqEgy6QXK7/4dbxcre08XIf/Oc5ZiPOoGBKv6d+ykNhuZxfn1EoQJxeoNv63YE/nwUCx8JYmZ5W7221hkB7Zue9uTx7PFWKyx5i99gDw42OVEn9uT7mcX67zMiR145vDRoaMaIWg2zJ+/L/LQkJi50Ct9AEHzQumDkW2bFQa+WuYl5vPc8yNJ8B63FM224uk/WrPTV2f7Fp6XVc/trjZIjicLsiDsKSiJgIrrWUWfO9inf5nEzB1m3LDoO4yl2J0vrsA99r4RZPO2auOxm0wQS20qAvO1i3Jq6uh1H868qbRMbjqESWJl9/77FnoO6nKiXSfSZPlZpOOniXGLl0AO8SBYRuGTqtjkGjwz3ufjxMI7SMg86kQ77ie7zunpmIfcQgj45p/3WMCSjrNgwRtWq+cd6ZY+UPXvw0Pjz0NTLn0wtkEbgyJei/wxEDblXVPaYFZJ35hNaJl8Hwmo0/VDsBYveWOEIIFyIPDQIFB+9WzjvYNx45xsQr8GXgpb1Z+FmHFjvxrovQyKeZ4nmJsduLzjKU9jwg/tZHpRnm58IGj4NROECQWixol1nUZC5mo3sNQNCkZtIFluCrqtjWHJKUyfUyf9v/O+Qk/HpcXejlmIoWlEUDCwXUGjXeiVPqDB/HHPwzJW13r5dRl3MKRJ4BF3G3hSuyWb1C/Iqnp3aVlJ4mKEoPOSe5JL3d1O9D0+x1b0m0nMYPcf8tFs84La+Xe/HQz9FzcjIxmCnyD7h61q384ljTRqvvELJQgTzlBv+G2FnvBcpOqnSfJWJGhz42hikR3wAmDHDjw2I5NoQ3friO254TPZ1BspbewJl5xoaHMh1rHciXZ8tdjT+eFcd+ioVdPeUnGpZizcP1L6wFTSi8pBwbuqbddd+gCxNihLUE7Ahfo3+lqyP48EVKYGVf14p+982RkhtAxIHGfPyfTmFf1cmtS/RuJ8OX3XH8TSadlL88JyKu8PrWoQM15GZDehpWpsoj78T/RjW8mcjESW/DoJwoSyatq0VyAoeKTOkFGMRn5M9gDZExAzCDjdVdFZxExgzNuF5uafiYZ2FKOdW51oZ5YEzbX5WGfS7gkdOl5BgyWn9SmUPjAOxS6nrJq+0WJLTtVKH0DwYACEkEF+jrJHBgnI9N/T679oqZlZKGCHirySN0ZoJZC0EWU03O9vXJ9J3+2LaUL/K/1EgOwOiBmv+jbvF61sbsDzSAzNSL9/Ev3ZVjMZ1LpC4kEJ2hcmHWSTdXq63lWIhi8iIfMjt8hhNLIZ9YG87ciSLTiYhmzOm3vhoencSWLmr06s83MkcOL0t2mNWnIa7D9vhpuJV03/dCRTMCt94B/0vN+XBz/shLAVYx397Y5cQr/CVI0zC4rRxd9DEFoNTOA5dZFCQuZq+p7fA88jCZqn3T6xq2+0l6iBkHlo3lI3/o3aapN93YwbZyK5JYKl+TUShAkn133IW9dO7zquEAsvIEFzBf38LYkZi4TNM/DQoKIzvDQiaIJlqIb+cC9y36DUQudDZHcVop3fKsQ6P0IC9R3jDQoGbh6aZOpd9kjpA6tcy8lX+uAFtzoChOGNGVlf30q/W4OCdTSwfwYemcHZ2hEo9MffQxBaDQSrw3OJrcp2Uv9PU9V+QYa6Ts94Qe+NzNEUBMNSGsodwOtK/foxO56+1+pzdyN+WG5ShMBQ6t/rZeuO7ggjMLgQi3yGBM2tTiyyFrEz2BbsLTmJBcc8z1n5cZh+dm4rRjtNsm8M9YRnN2LJCWALJnZ0QNCMFKfMVip9gMcb5i0Z8da4AZI3YiunrWZOWBOXnQ9C++ClC0BKAxRuNZNpEjT6H0jQDEPQwIvRbktOXjC/63VN6M+b8fST2b7Uamt26vJ8PH1sKZUaV804QWgoQ0dHDsn3RmYVe0KfJjHzi2IsnHdi4a1ONPy8P8GeeGmCY/gsHuqNlB4hIyHzrBPtvJOEzcWFWGc/goIbseSEuixrkql3Wcn0x3eVPlD1x8oBggNu4KNd3r65he7aTFsxbjYV7WO2op1sJc4L8eNJ7hihXcASi6mkT8sm05dYSf02N4s2cjQp+g5v6bVdRI23rAxRM4ykevH0Fiuu/QwlSJB4c/Ccc14rmbuFQLBixoGvRi6aQiw004mFjGI0/A0nGsLk+MiG3vDIsgY8ArLsFBQr56GJlDZCzKC6d7TzYSfa8XfkoSn0dH4Y27YfmjntNcv22mtcg4xX+sBO6h8Zqba9muwZuJ6xvOQm2VOMO0nIfCOnZFK2qh/vBfvyY+0lYkZoEzB5r0ksPBCV6On7nrYU7Xt2eQfgZizHIsYEXpp2iqHBzQtKklgJfTu19+8kZq7IJbV52K69qr//FfwaCcKkMTQ9sl9uemg6dsgUYh1fRk6TYqzj2bU9oV2eGREzwTLv81jvbtvu3FmMdqyhz+zLKH2AxHqDxx8x7kzBwE6ee2hW1TKm6uahyeEOFHeeJGTWmKrxVTORmYccMlIoUphqoCSHraQX2Yr2I1fQkMD3lpzaSczAM1Perq3vIBui9v7OVrXLcqp2qgQDC5MJ7pJ3u1NGkcqhaPhIpM2nu/yvObGOP9AkmStGw1swccJDg4zBMCmDEAzD54A8NNjlVIx2PoHPrNjT8fmhWGd/vrvj8BUzZox7XRvbttckF8401fRH3Tw0in4nDXB0d4aswdjKrXdXyiEjS0tCm7Hb9xm5aHJK+v/lSezTBP9tEjP3lct36DsQa9IueWjQhnJGcPxfx1btAgmZX+QUPWUlBnZbVhaESQVBwRA0KGhY7O08yYmF9aFY6PtONARB8zy2BiNAGOaVQZCcNJNr3pITPptiNPTcyJLTP0jUXIlCo8PTpo07yRV2ctw/79z9IVosVZtFA/X5OcX4tKkY/4FtmkgBL+vmwlQFHkl4aGhyX0CT/HdtVYOgeQQiAEtOEAFcHLSaebFAeFxOjKnvIFEziNw75pxF0VX9y2SpSQgeqLqNJQoUNSz2hAacWOhXJGgKJGgeL8bCz3qTqP+n2OSZtwQIL82DPdjl1LGNxMxd9LldmI+FjskfdfD+zsyuffjnPFZKpb1egjgaR9V67L7MCUigZZ0yMO5gY0FoB9z+kEwtIVHzg5EYmi3wzIwEy7eNrZt7vpt/BgU4LTXzffpdXza56GB4qSQxphBIEEdDk+XxdMefoTv+K0d2O/2LbAOS7D3U+0LmYImpmXzDzjPscnJjaGKhtYVY563FaMen890dsxDk3YjCjvDAZGel3pyflYrgp3hkhKlIpSXUobP0/ZCjCUsvJGS+Q5P8GhvZc9WyV6MNClRi96LrbdpIYsZWjO0kaO621fSlViKdtOIL38aviSAEAsRbYJsv8tEUo5H/5/SENZo0/5eM7vrDj24iIfPYjIPcZSfJGjz5huvvbaUvxkLYsr2JxMw/hmKdX6THJ9w/ffp+471zwiCO3QsoxIeflQZ1QZiqYCdfPp45PKfqWk41bqUJP4eEkhAxw3OQo6n1vTTwNLmJMpHxW9UftJT03baS+jKJmhP49RCEwIEt3EM94aOHeiOpoVjX151o+O5iLPwQ2TbkpKHJdIc3oYqXZvLMu/blbMHukhNEzR2FWOf5KGMxHA11Dh8Xkqy8gtAguKCHtxKFW/Oq/l80+f8CCSVR+gCxJp5nxl8WpNXMq9tEbdppq9pzJGY255T0b+1E+iPwTvmvhSAEkgdjh77FLVTZ06UUeyIfJxFzLdmfSNCsLUbDz2EC3TBSgRsBwiJoJsdeEDOIowlhl1PRiXX8Con1hro7zoCgGa+HRhCEMlzMgGJi4YG2op9oqcZSWzFuMRVj2FKM7diu7VXcbtWt2/4abShvYisagoFXWkltWX6Ofgyyf0t2YCHQoNNahx76StR2oklzGkoh0M9lJGaWO9HQJhI2O7DM8eDI9m0RM5NnXkAwPd5Jn83zJGS2FGMH/qsQ7bgEHhp3yakBMTSCIFRmOJl8lT0n02sltM+YCf0usg0kcJ4tb3Nu+fgZV9Bg6QxtIdE2TPY9K6mfbSbTx2KjAL8eghBIrFMOfeX6GYdE8j3hM4rR0KXY8USi5j4SNEPurqdoeDsmVOSmkZIIk2PeNUem4E3uklPnFnhosOQ0HAvNRFBwI3Y5CYJQGTcoOG70mYr+FSuh/76ccM7Y7tU88ns5Ws3gWUIwcLmqtvG4pWh3oZ2DifSH7DOMQ/m1EITAgirNTrTroKHu8LtJ0HyIhMx/FaKRH5Go+asTDT28rifk1g/CDhs30Z54aybcvCUnCBrXQ4Mlp2jnHU6s84vY5bSh+5C38s9VEITGsCKVenn2jEUH232Zk01F+7SV0P5Ik/5jOVXflbulVT005Tpti8p5dBR9G7VtXTaeujM7e+El+YR+DL8WghBYvLVi5B9ZdVzojXYscnw+Gsk4sfDVNGH+nWzrehI063rC4pmZRPNd+51uDI0bFNyxotgd+gyCupFYr9SATMGCIFRmcPbHXptLaCdZSvrrOSW9igTN4/DQQMi4XpoKYqEVDOfvVtVW9J1mQttp9qU3kd1s9aXOWPmBC/fl10EQWoL8Ow/ePz89/J58d+jcYrTzCrJfFGOd/3IQIBwLb3FikR3w0CCmBrlpXthGLNZs82JoEBTs7nJyt2133laMhT7qxDpPK0zvOALb8JEFulJAoyAI46OYXHRwLpE6206kriMx8zdT0R4t9JdrHrVqMLBnebVcVduMp3eQ3W0ltCWFxKIoltngneLXQhACzapp016xfsaBb8bECFHj9ITm0WS5jOznKIngRCNPQ8g8MuOg0mYyPJb8NBNn3pITjD6TbU60cz0JmnvIvlGIdfYP9YbfNnjEEa9dPnPm3vyzFQRhfHhlD8x4Sskq6SvJbIfEzLq5i1t2qckznD+qarseJkXP5hT9mrxqnIPdTVKIUmhpECC8pjdyoNPbdWIBO56i4V+TrXFikUeK0chzmFhR10lqO02seUtOLyp9EO24E0HB+Z6Du5H1WZacBKE53Nzf/7IH+vQwCZlz1yjp39PPrXayLAjgnWlVD80LSQHd899oq9qf7KT+NbK5VuI8KUQptDa4w8/POCQyFA1/sNgTGRiKhb/oxMI3kKi5w4mGV5Oo2YyEe9jxhNw0G0dKI4i3pnk2HMPyXvk6b+7FdQ6VnGjn3U4sZORihxy2fsaMV2OpiX+WgiA0Bmfmgn0eUNMnDCrpL2QVbXlW0dehcOO6OYtHlpx2FwtBN8TNIBgY+XOQIBB5dcy4/gcroV3kKIvezq+BILQUiL3A1l/c7WMbcK43MiPfHZlFImaRE+26Dlu5sY0b4gV1njb1lksjyFbu5hmEjLuzLOZd3zAJytBthe7wXCRF5J+hIAiNBfmdTEU/ZDChzSYxs4wm/99bqvEUijeun3u+J2bcOkitYt7OLNezpGRK2bixc7DPWDvYl/mmlRg4Tmq4CW0FiZuXooJzPnrwsU4srJOo+S6JmXucaATxNJvIniqXR4g8j+UnT9CIsGmcDb8QdP0kXethB3W2ouHL10a7TsBWe/6ZCYLQeBA/s1pJHwZBY6v6N21FL2CJxt3mPCIOuGBoFSsmB0rr+5eUSMxsH4yjPpUezyW0t5Kg2btUkszjQpuAIGEIGnhpUBahEAufT8LmMnf5KRb+I4kbix5vwcSLAGF4bLD89GJvgthYDNcN3i4IGSzpYWmPrnGBfv6EBOXH3UzO3ZGDUViUf16CIDQeeK3Xz0q92kqmp9lJfYAEza+RUA9LNOX8LbviT1rOcO4b5i4tmQmjZCX0P2cV/QJq3/HFDy05EMVp+bUQhJYE3hlMmiUSNfAEmCh8GAsdM9Qdnouke8Vo6LYRQbMVwgVCxhMz4qHZM4OY2VVeIhp+jmwTXd8/DJGQpL9PI4H5mtLMmXvLlmxBmFiw08dWtJNzqvZ5S9V/S2LAsRXjeWTVdVD3qIJYCLqhqjbifxAHZCnGv+F5yvcb56C0w4b5kntGaGMGj3jTa+1o+MihnvBsmmA/BS8NClgiSJjsQbItDpaf3KRvZS+DVybB89aIyNndvOsCjwyu08gyXp6u5+/pOl9W7I6chFpb/PMQBGFiwA1EIakdkUtq80gIXEaC5i6a/Ld4wbRcKLSCwaOEnU0W4n7gbVL1282EdpmppE9z+ha8gV8DQWgb4K1BkDCWOpCRthiNnO70hDWaiL9AAuYmmoD/VoyGNhSj4ec39KDOUDlXzcO95QR83hIUn8ynskHEQOx5Vt4GH147hKWlWGSxE+06AV4x/lkIgjCxPNRvvCanpA+zkumkrWrfsRRtmGxnfkQctNp2bQQC7/IqKfoWEjI5M576uZVInY2K2rz9gtA24O5kGQkab5lj+cy99l53ZEc41xN5Xz4aWuTEQleTmLnXiYYepJ/PYKL2ixjxzOxunger/P/wNhKCD9Pju+jnRSRojkTsknftX/xpCIIwGcBDYyvpT5LdS7YZ9Y4gCMrlDlpH0Hg7m9z/K3rJ7EtvM2cvvN+Opz9ZUM7p4u0WhLYGk2x+xoGRQk/ovSRiziYRcwnZ95B8z4mF/+LEIvcjiJUm6o1kW+nxTmS2hecGOVQgdPzLUHyyb1dDez0h43pkopGnyeyhWPhXxWjk84Xu0Mmbjj/itfx6C4IwuSD1fy6ZTqB+k61od5E9jKUmxM+02pKTtxurSOddJCFmxtPrs32pq3JK+v8hTghbteVGSpgyrOzef1/sfEKafae7o6fY3XlSIRbpRzHLQjRyyVCs6wYSNXeWRU3ntk294dJjMyKlzb3lXVAbdsup0t6GNqK9Xt2rcnbl8IZCLHwrkuI507uOc47pOkDKFQhC8HAWLNjHUVJvtxRNtVT9CkvRVyH25OEzL3CT6Y0IhZbKP4PzRpkDU9EesxP6T6lN5+b69RlWcuAtkntGmNIgtsaZ0fX2Qu9BJ5ezCnd9nSbs251oh12Mdm4lw26d52hyf55sx1Qql+DFyeAxPDJ0HTY40fDd2CXmdHf1IDaJX09BEIIBkumtT6VejYR6dlL/iK0Yv8OOoA1zl7jZdblQaAWDmBnZ2fS0pRh3k1C7nOwsa3Z6mhSgFKY8g8cf8dqhoyOHDM045N1OT9e8oWh4qRPtvLwY7fieg0rd0fCfyFaSkFlLE/lTXowNtni7Hhtf4HA7LEV5u7u8IGhsa3frYEXDP6X/L3NiXaeiACi/joIgBI8Vs1KvttXMCdjSTCLAdoWAqu9AHEo5fmZ30RBUQyDwMMSMqj9H7XDMePp2K5G62IovnCk5Z4QpD3Ki0OT86lXTQm8c6gl3YBkqf1Rn93BP6L1Iy1/oiXy8EAt9C7lUitHQENm2B3vKy0+PzjjILZsAYQNB4y3JtKqYwXmjDWgLHmP7tYPt17HIzYVoJOVEu2IQMl7AryAIwQfJ9HJJ/Xwrqd1ComY1CYMtEAZu7aYWSqZXFmBuvaYdVkJ72oynhq2+1M+y8fPmIGkgb7cgCASS8aGwpRPtPCEfC51XjIW+RELm12QrnWiYRE1kE03yW8i2OkjnHw0/Q7/fTr/HkpRbPsELoPV2SAV5p5R3bi9sSw8/Bo8MPf7FUCz8yaHeyAxZWhKE1iM/b/H+OcU4jQTNZ0kU/ILEwDo3f0uLiRl4kbzzdcqBwDtI0KwwZy9cPDTvnA7ebkEQRhg+LvQq7IJyyyXEOk9zukPnFKOdFyFJnBMLX1POWxP57UgsSTkpXyz8JAQB8tbAc7OZzCujgCBi/5JUUMQNzuVFgb7RyOP0+/uoPddRe/R8b/g9VuwAKRwpCC2Iu9SUNA41E/rpbpxJQluVVww3mDbfQtu0PYOowbkPkbBx884k0pfaycy7smem3ryqf5l4jQWBc3P/Xi9DVlssQyGz8PC00BuRs6YQOyiaj0Xe78S6zirEIh8l+zJN/jcNlUVNAcszEC6emPELGW+rd5By2iBGBueGx3TuT5CYWUP2o2JP5MPFYyMHW6cc+krZ+igIrcvymcv2tvv0sN2nnWfGU8uRrwXbnF1vh/uzdUSNK2bmLHY9S5airyf7blYxPrwmkemVRHqCMAbcJShs846Gj6QJ/31k890ii9Hw14rR0I9R5JJEwb/LFbzDQ04ssg45bOj/m4vR8OPlfC3h5+AFmawlKP97+oJ9H6Wf90HION1dFxZ7I7287YIgtCYrZqRebsUXftDsS11PZlnx9FYSAs8jDqWVClF6YgZmK8Yj1IbfWqrxGUvNzMr3pyK83YIg1AAeG2ztto/uCJMAmDYcDR0LYUM/48XuyIedWJeBWBMSLZeTkLme7BZ6/HsSMivcXDbR0BNOLLTT84rA1o54RybCUGOpvOS1a2kJHpl/07ld7XpkSMgMHxd6I2+3IAiti5lIR7N9qSXZePpGU9EfwO4miIKhOQMts7MJ54ngZZwz/X8LtWMF2fVmMp1+IK6/g7dZEIQaYNkFAbGl/r1ehpIJJTJ4bJyurn1QwRtLUtgZ5WYdjoXOcnrCFwx1R75AQuc7JGT+byjauboY7Xy4GAs9A3EBIQOBwUVHs8yLk3H/Hw0/jqUlJ9r1k+FY5NxCz0GSJlwQ2hArMRCiif/9pmJcSELmNkvVNyN3CwRNq4gZGKppw0a2mjuWqt1hqtp/D6qpo3mbBUEYJ6Vle70UWXKdaEcMXpuhWKR/qDusDUdDn3ainVcWY50/JjFzV3n7M5Z4ws/CS9KsXDXukhJyyIzkkRnJ6vuYEw3/k8TM95zurguc3q7jIMp4WwRBaH02zL9w32xy0cFZddGpJAS+Zqt6DktMXlbgVhE02KZdrtmkP0diZgsJGdNU9WtzSe0kyQYsCE3Amdm1D5ZrkMMGlbydnq53DE8PTR/qPRA7pE5FrE2xXM37X/TzIScaed4NEG6ClwYCxlvScn+HpaVYZNVQtOtaBDMPHx06CktnvA2CILQPN/f3v8yaO/A2S00vtdX0vZaiPQ0RY6nGTmx9boVg4HLgctmQM4cEzVP0+1+RoFGGk0tfxdssCEITQfK5QuygmUPR8H8PxcK/JGGBgOHtXiwLFyPjNXhmIJTK/w8/Rj9XkaC5hSxj94QO5ecnCEJ7ggnfTqT6bSX1E1vRHLInkYwOwcC7qlS3gOF8H5q3tIS6U7ai/9VOauc5/cYBvL2CIDQZbPMmMbOEBMUP3Vw1sfA2lEh4QXSMzyBgvPiYkV1LSOq32YlG/u5Eu66l911E/z8ecT783ARBaBtelFqhtFfpJdl46t22kv4fst+QECiQONgOUQBPBxcNQTXEzTx85tLS+rnnw7P0gKUYn7BUrWc4ee4bpcSBIEwQCCBG0UbsfCpEw9ejBhTiZpCXZldw7jgNYsarJUX/3+nEIo/Qz/uGYuFrhnrCc9fGDjkM9akQ38PPTxCE9gSFKNfEzzvcSqSTppq+1FL1v5AYeAaiwFdVO/CGeJ8HvXNWjKyp6l8hYRY34/o7Bmef81rebkEQmgC2d0PMFKKRhcVo5JvYtt0oMePPI+PL7Psw2T9IPN0AAYWK4fycgg7deekvHtD0lfw59UKvz/PBkQb12/3Poff77ov+Tu/v/7sgtCJlMZN5U1bVu01VW0Df61tIBDwBMYNkdLxfBNWwJIadWO7OJlUvkt1IomwpteVEKzkgWcsFYSJwxUy0K5aPRc51YuGvO67QaIyYwTIVsg5DyLi7pKKR9WR/pr99iQTNh4rTI72bjj+i5e5cGiVmIFr4wMiFjPs8ETNCG4LUEggEzvenXm/F9ZlWQrvaSqQ3r+8vZ9blfSOohoBleGXcpH+K/jD14bvo99+wksaHsA2dt1sQhCZQcgOAO6NOT+hsEjFXksj4OwmPZxohZrC0hJpQ9HgHhEyxLGS+UuyOzNrQfchbW7U8QSPETL1CBoiYEdqdnJI+LNuX+rzZlyoWFMShlAOAW6EIpbebCR4aS9ERxFywVIP6d+ajaBdvqyAITQC7mXLdoaPyPZH5BVTljoXvhZiBCNkTMeOVJvB+OiRkitHwBvrbchIzX0VmXyTy4+fRSoxXzIxFyAARM0K7g+UYVJ4mMfMXM55+xEro2/Fdx06hoAsaiBkImfJ2cv05+t0WEjSrqJ9ebvYbMd5WQRCagLs1e3rHESQy1GIsdDGJj7tQtwliZlcumDEYlpRe8OqEtxVREyoa+VMhGrk03x0+Y22s8zBUAufn0UqMR8yMVcgAETNCu+P0LXiD1bdQteKp/yUxcy+JgYcgYobnLG6Jmk1eXhyIGsTO0ONN1K+/Y6rae7CUxtsrCEKDQabdoemRQ5xY52mFaOjTIwUqn354D8UMctOM7FoqOdHwg1hawvKVE+2KZ2cc+Gb+/q3InoqZPREyQMSM0O5g14+V0I6zEmnDVvTryVbju75ubjmwlveboFqxf6C0cd6SkpsVWNFvsxPa7PtP190koK26rC4ILQHETKHngK6hWOT9xWjoYyRA7iAB8tRYxIy3WwmGxySGnhtZWvrjUDRyBR1vfqVdS83o3KUJ4PHb73zRADZ84SX8Kbux/nNX7Tbw4Xf1sPGq77/odXh/QQgqvE/WgzNzwT6rFaPL3QGkaJ+wE/qf6fF21GxqJTGDQGDknBmJn1luKnrKmp2e5vSd/4bSzGV783YLgtAgUJxy7fTOUCEWmklCZokTC99OYuSpTWMQM97SEnYukYjZ7pSXlv5c7Ilc6sS6Tn2w56CuiVpa4gNrMxirmKkkZDZcfg1/WlVEzAitBO+T9YBaRkgwV0wsPDAXTylmPP1TK57eOkRCxltmaoWaTcX+RaUN85aUz1XR/2Grmc9ZamZWTll8mJQ4EIQmgmrbg6jZFOs4vhgNZUiM/LosZg4qi5MK4oWbV28Jj4d2LS11fR1FLfNHHbw/f89mwgfWZjAWMVNJyGz+wW38aTWpR8zwc8Jr6oG/rtKxK/H0/Vn3PdB2/+vzZy1xf/fwtTeVtq9/iL/Mhb/nnlo9bcS1XvupK0qFcy960WuLxmfdz2a09uK1/tdVa5MfHNv/mkdvuZ0/ZTf874NzrQWuPa4vrjOut/e6eq79RMD75Fgx4+cea/Yt/Ga2L7WORM1OEgW7gmz91zWIhoBl5JxBjSn6/xrEzdiKschW9eOtDw28jrdVEIQGATEDwZGPhY4pRCMpJxb5BYmSJ0cTM16NJYgYd9cSPDIQMlhaioUvG+7pmkePp5X693pR8NvI0lLDl5c8+MDaDPhkXE3MNELIgCCJGUySldpVyTC5Vmovf889tVptxPv6J/pahs9v619W8EO4QBj4nzuaMMH14cevxwvnP9dqy484No7Fj1/JcDyc+2TA++RYKSS1I6x4+rNkfyUx87CtaM8iGNjd2VShrUEyeJFQjgFixlKMIbLfkJC5NKcYp61KnvtG3lZBEBoExEZ2xuFvRuI8srNJgNxKgubJzTNIzIwE8lawnRAwWFpCbA22X3t5ZIZiXV/E0lKxN3JgacaMl/P3azZ8YG0GfDKuJGYqTfiVJvZ6CIqYwYRfr0DwG5+c+XvuqVUTFpWufT1W6fOBF8T/HN4WDs6JHxeemlrw11RqF4QM9/jUY6OdbzPgfXKsOHPTB9lqeqGd0H9oKdp9JAgehVcGwbVBr6btneeImNlEtiKb0L9L7ThLsgELQhO5mcTM/dMj+zk9Xe8gEXKWEw3/lMTK1mpipkKJgh3FspD5E73+KmT2RQwOf5+Jgg+szYBPxlzMVLp7rjRR1ksQxAwmUy5kvLt/TPgeEDyVxESlCbpeKk3k1bwdld4bv/O/P46Hz4MvPVU7T/97j7YEVOmzh9Va9vG/BteUU6n9eB4+Y79HCY/xO/45TbSg4X1yrKxJLDwwP0c/w1K1i21V/zXZenhlsE076EtN8CB5ActIoGcm9KIZ13+bjWs62sXbKghCg0ChyVXTpr2m2B05mASNQoLlRhIoWx8hMeNtsfa8MfiJ/DHIQVMuURDZQmY6sfCvnJ7w/zjdXcpQNHyk09W1D3uPlzRj51Il+MDaDLgA8IsZTJJ8gEM8xHgIgpjhIgGTa60Jml+H0URALXjcSrXryT0cmNQriRM/vF14DW8XFyh+8capJJBgtc7D/5pKwoO//2jXHufHxU+t9280vE+OlfvP0vcjMXNMXjXOoXO/jiyPXUIo5hj0nDP+2B4SMjtIyDyZ7dP/me3TLnqgTw/ztgqC0CCWkZixTjn0lc4xXQdgeYiEyQ0QKZXEDLwx+B3iaUjwPF+MhbNDPeGfDPWGP+VEu05cP+PAN0Mc8feYSPjA2gy4APDEDJ/A/TaeyWSyxQxfaqk04VeCC4U9uQZjmci5kKjXG8bFEr928Hj4/14tFoVfJ7+gqOZJ4sfm58yPWe+1x+v8HprxiMmxwvvkWFkxK/VqbNPOqqn3kTi4GNl0EYeCXUJBFzOwXLL8s6AuKuWVgdJgnzG0ZrZ+yQPxhS2d+VwQAg08Jsg1s+6Yt78JuWacaOS7JGi2POoTM96Skre8VM7sG3aKbnwNCZlY12kkajoqHZv/rtnwgbUZcAEAMVNLyMAwsdS6o6/FZIsZHgRbbTLneDE2uD4QNpWOXQt+TWtdQy4K+NJfLSoJBo5fGFTzDPnPF8/xC7FqcTP82nKhwsUcFzu14K+tFuTcaHifHCvLZ87ce1W/8Zqsknq7ndAH6NzvhbcD1bSDvszkt+H+xaX1/UtK2T5jczZuXGkmFkV5WwVBaBAQHBg8hqZH9iv2Rk4qxCLf4WIGS0vIO+OWKIiGn3BikQecaPgn9LePOtGuE9Yd3RFGWYRKx+a/azZ8YG0GXADwGAUYJinuKag2oY3GZIsZvv26mqBoJPy8YLUmY36NxjLpA+6d4e/l9zJVEjvAfwx8/nzZiwsV4PfeVBJJfLmo0jGqwa9hvd+J8cL75J4ydLq+n5nQ5lmK/ls6/6eQwwXLOJ752xZEW0tiZsPcpaVsQn/CVIxvZ1XjfUNn6fstn7ls78kYGwWhrRmJZ3lpfsYhr4cwIYFyPQmVimKGRMxOEjpZEjQ/hJAp9ITeS695Az/mZMIH1mbAJwlu3kRa6XnVlhtqwSfqSoKDv1e9Exd/XaVjT/RyRaVdU6OJEy5Gxiq4+DXm3icuTEa7TmgD9/jwZTYIE//fK7XR//exXnt+/EpiqRnwPrmnYGzKK/r7bUW7wVb0dbZibCdhswPemVbw0CBgecNc9zuxhc795lwyM28wqR2R70+9HkkCeXsFQRgH3h2CM7NrH6en610kVq6B9+VxEjOImxkJ9EWJgqfpb3nsdnJioQvzsfAHhqOhzmrHmyz4wNoMuADwG5+Q+CQJ45PaaPBjVJpI+Tk1Usz4/z6W5Zs9ARMw92jVIwC592is8OvArx8XBvzv/mUuv+fG3xbeDr6MxgUYXzobrzX7s/PgfXI85JPpYy1Vv4LO/++WajxEomYb4mawu4m3L2iGOB8ELdN5P+Xmm0lmBrL9xrsH52U64J3hbRUEoUG4uWZi4a+TmHl869EHl54kw84l7G4iMXM//bzJ6Q5fQOLmeCTaQ6wNP8ZkwwfWZsAnPs+4kPHgSwW1Yj8qMZXEDL9W9XoTmi1mgN/7w5cM/bEv/nP2L0/x19T6G+DnNF5r9mfnwfvkeMgltKNIDCwlEXMzteEB+rnV6V/klg3g7QuaYQfWOhIzdM5P24pxJ7XjYlPVlfzczOErUqnAjZ2C0DagGKTTE/4axMyWow8qPUE24pWxC9HIjWQfw1JU0JaW/PCBtRlUmmSqCRnAd5bAKk1e1ZgqYobvfqq1c4kzEWKGe1L85+Z/f/8SVa3X+L8TfFkL8HMarzXzs/PD++R4GFL0Q+jc55iqcRn9/AOJgkcgEobdBHq7tzFIBsE1UtrgGUvV/2mp2tW5fj1FP3tK/ct2izEUBKFB5Ls7Di9GI98oxsLPQsi4MTLRiOUuLXWHL8hNj7zPPrJjt1wJk7205IcPrM2ATzL1TBJ8UoPxZYdqNFPM1BMLMta27gm8jZjoeRBuLSZCzNSKgfH/3u91q/Ya/n6VPHX8OfV6qSYb3ifHQy6hvRV1jcykkSZR8GMsNaGSNizoYgYeJCw1YWnMRp0mRb+JhMxFbp2mUwZeydsqCEKDyMU6DxuKha+BiEGZgkIsXIBHxltaWndMx5t4raWgwQfWZsAnmXoneB6kCqsnfoZP9JUEBz+nSpNxJeo5tv/vYw1CrYdKQq/SedSCX9uxCCHAr0M1T5t/GcxLcOe/9pWuT6V8M/Vs2wb+c6r3ezbZ8D45HlbOv3Bf5Jyx1IEPWqp+laUY6xCHAgt6aQPE9cCLROe8nQRNgc73tzklcwk9PtFZsOBFiUUFQWggyAJcjEa+6kQjm51Y+FGyX2LXEjwy2RkHvpk/P4jwgbUZcOFQ7yRTKbi1nvgZPtFWmuj5OdUrZngukkrH5l6Pepd+ANqLyRrHqCQQKgW5VnreaPBrNNZj1CuG/O/jCRf/NRwtg68nXGoFBvvh35exXPvJgvfJ8YBdP0iil0ssPspU9f+yFN1eN3dxi4gZ1GlCbI/+HJ33Rlsx/kb2LRSdHE4ufRVvqyAIDQKJ75xoeGkhGv4tCZqf08+LCrHQzPyMAyOlmXtVir4PzPKSBx9YmwEXDvWKGcBfC6t1Zw74RF1JcPDj1itmeMBtpWPz969XKPAlFj7RV4ol4s+pFy6KxvKZ8POslkcG8PfB//3XsNK14Ut5lY5RDR5HVO/nCrz3xbWoJiabAe+TjQA7gKxEZgm1ZyU8HohFQduCvNSE7eM4V2wnt1T9KVPRhqykdoud1PvFMyMITQSJ83LRyOkQMcVoaJG7a2nGIa9fNsklCsYCH1ibARcOY5k4ARcHsFp35/z5lQQHn5BHE0iAt6PeY8NbUI+HgE/E/iU1vJ4LqbFeRw73YtQ7eXOvzGiCyv8+/LOp5GXj27r9nq5Ky1J+uPCpx5Pnwa9vvddjvPA+2QisUwZel0tmzsauIGrL0yN5ZnaisGNQBQ08RzhPVNC2k0Ypq2rPrFFTfxlMps4Wz4wgNJGV3fvvm+/p7Ha6Q6cMdYffnes+5K38OXsF0Bvjhw+szYCLgD2ZhPlEA6sWP8MnzEqCA4xlMq+UmK7WsbkwGW2nEY+D4ZM2X7oa7Xj1wD0gsFrXAPB21SMWeDZgfxuqUenzhtUSsR5cbOFYYzlHGL/+zYT3yUaA3T/waJAw+Dm150Fb1Z8NegI9f6bioTkDpXy/URpU0w8MqtriNfHMm3gbBUFoEMgbY8UOeAtiZ8xoqJNXv24F+MDaDBohZiotsVSbSOsVM/x5MEyW/mUMvLbaZFzr2JXiffB/iAX/OfPjVzou/3u9np564MeG4XfcK4TzriQwRhM/oJJogtUSJjw2ybNqAtYPzpd/Tvg//2zxOeD8+ecEq/a5NgPeJxvBqv7+V+SU9Gk5Vb+WhMxKatMmxKI4yUWBLz4JQYM4n+G5A/DO5CxV+8yauZnDb+7vD/RmCkFoWbDFGruVIGoQI9NKy0sefGBtBo0QM6DSpFjp7p6LlGoTU6Wlm1rmbX+u59igmjdnNPMLBH7tYJUm33qtEpUETT1Wj5Dx4K+F1RImlT7rWrE5HFz7Pb1OY2lXI+B9shFgK7Otpk/IJdOXkKC5HbuDsOW52D9QgqDhbQ6SQcygSCbMUvQhSzEut5OZd8E7A5HG2yoIQvMI9NKSHz6wNgM+Ie+pmAGVJl5+h1+vmAEQNHwJp5JhYvTu6us9NsDx+bJHNcN78OPxazdeqwaS0NUrvHC9agXhVqLSNajlXeJxM7DRYnM4OEal70s1g7Ada7saAe+TjQCTfj6hH5NLaktIzHyfRMH9JAqeQR6XoGcD9sQMdmDZqr6ezvvrlqp/cFV/KrJy/vx9eVsFQRBaTsxUWr6B+e/yxyJmPLzlHv+xMbljEuZ36mM9NsAkCdHFhRPer9J7ePBrN16rhbechPPh1xjnzZdpxgKPCarkUeNwr1ktT04tsJyE7wTawAUbfseX1SYa3icbAdL/W8n0tKyqz7dU7UskCO5GzSPsaoJ3hn8vgmR+zwz9/0ESYteaiXTCKzrJ2yoIgjAhYkYQhOrwPtkIUJhxsC990KCinWwlMhfZivE71GmCQEBiOi4ggmRuzMxI1mI65w2mqn8fomy1qvVIILAgCBXhA6sgCBML75ONAMGy2VmpN5t9RsxUjP+wFOMWEgpbNsxbsivnTFANYgbn6J6noj9sKvpPsgndMFXtPU6/cQBvqyAIgogZQZhkeJ9sBMv2WvbSe5JLX3Xf6enObFw7lcTMd8kef2jeUnenEBcQQTKIGcT2DLuiS99M5/0rsk/kVO3UfP/iCG+rIAiCiBlBmGR4n2wE2GmJn/ckk68y4+ljLUVHEO3mjfOWlJdvKoiIoBjEjFvpG0UnVeNRC9W/Vf1SO7mo304ah/K2CoIgiJgRhEmG98lGk1VSb7fj+heshLZuLUTCSMxMUDMBwyBmRopOPk4i7B5b1b6RS+pnm3H9Hbx9giAIImYEYZLhfbLR2H162Opb+BmzL2XlEnqpMFJwMsilDbDjCmYp+lZb0e4ju8FO6gN5Ve/m7RMEQRAxIwiTDO+Tjeb+M87dPxtPXWDGUyvMvvTTlqLthGBAWYOgVtJ2+he5+XCwndxW9Kylpn9OYuaTuX59Bm+fIAiCiBlBmGR4n2w0/0qe/ZbBeErLJtJ3mIr2oKnoz6CYIypUwzvDhUQQDFmKYUj0Z7tZgPXluaR+CTIB8/YJgiCImBGESYb3yUbjbtFOpj9CQuYmS9XWWKr+GMQMvB9BLTqJ+lFuDSnF2Eb2cE41/knnfGVBMd7L2ycIgiBiRhAmGd4nG82q5LlvzKKCdlK7huyvJGY2ku1ETEpQxYxX3dtSjOfpXJ80VT1nqsa3TUV/P2+fIAiCiBlBmGR4n2w0Tt/5b7BUbRaJgivspHaHpRrDEDPYLRTUCtq7xAydJwmZnVk1vTmraj9ZrWqn8vYJgiCImBGESYb3yUaDekbwaFhJbVlO1W4lsZC3FX0H8rggboYLiSAYApO94GSnP1MaVNPPDibTv1mtpvt4+wRBEETMCMIkw/tkoxmcfc5r86r2HlvVP0r2Q0sxshaJGZQLCK6YKRu8M8hYbCX1UlbRlmcVfa51ysAreRsFQZji8IFVEISJhffJRrOq33iNqRrvzCmabqvadSQWHoCYQSZg7BjiQiJIBjGDelIIVkbyPBI1ZyMGiLdREIQpDh9YBUGYWHifbDQrPzB/X7fgZCL9EVvRv2Yrxr9cMTP3fFckcAERJENMD+pJlYtOGv8gQaMVEwsP5G0UBGGKwwdWQRAmFt4nG81wcumr3JIGih4nEXMJ2d8gZta3mJjJKcYKC9Wzk+lOr/aUIAiCCx9YBUGYWHifbDSIMVmtGF25hHYSqk/binEn2fMPkphBll0uIIJkEDMojokK2nTuK7IJLYPyDDf397+Mt1MQhCkMH1gFQZhYeJ9sNCtSqZeTkHlrLq7PsCEGFP33EDOIRUGuGS4ggmQviJmBkqno/7IS2hL7DONQZ+aCfUrLlr2Ut1UQhCkKH1gFQZhYeJ9sNKX+/pchCNiKD7zNUvX5tqr/GsnoIBKQa4YLiCAZxAxE10gF7X+bCeNTaxKZ3lXJpW9c1d//Ct5WQRCmKHxgFQRhYuF9stEs22vZS5fPXLY3vDMjcTO3QcwgFiXoYga7mbAcVhYz+ipLzXzOVIz3msmlnYgF4m0VBGGKwgdWQRAmFt4nG40XLIvkeTnFOI2EzC2tKGZsxVhtqcbnc8lFJ+X7F0fWz0q9mrdVEIQpCh9YBUGYWHifbDSemLE+NPC6nKqdSiLhp2TPPXxmC4oZJXOJregnriIxs0LEjCAIHnxgFQRhYuF9slk81G+8xlYyJ9uq/hO7RcVMTjUuttXMCfZcPSzLTIIg7IIPrIIgTCy8TzaL0sxle0MIWKrxYxI0rpjBLiEuIIJku4kZJXNJNlFeZhLPjCAIu+ADqyAIEwvvk80EZQ1MRf8BxMymMy9oLTGjGmvovC/NK4ve7/SlD0JmY94+QRCmKHxgFQRhYuF9splYqtZjKcb3WlPM6IM5xbg8F9dORa4ZbDfn7RMEYYrCB1ZBECYW3iebCcRMTiUxoxjPbz7rgnLNowoiIigGMYOyC+XkfrpJQuzKXFxX6G9HIqCZt08QhCkKH1gFQZhYeJ9sJnYi02up+vdRm2nzWRe2kJhB2QU9Z6nG1W7iP2rH/afr+/H2CYIwReEDayvz9P3Z0sarvl8avvCSUv6sJS8MiPQYv9tw+TWlrX9ZwV+2G4/ffueLBlT8H2xf/1Dp4Wtvco/l/7t3bLz/aPBje+C8C+de9KJj4r3wnpXA7zf/4LbS2k9dUSoan33RMWH43frPXeU+pxp4rf811d7LD3+vR2+5nT9lN/zvgzYCf1th9Vw7D5yn//PF8VsZ3iebCTwzJAq+Q2JmW6vkmVk3d7FXQypvKvr1ViJzthlPH4sswLx9giBMUfjA2qpATPCBsJph8qs1cXPBgf9DBPEJuJJBlNSCHxtwceQ3LkZw3ngP/rxahvP2BJkfiCX/80YTJnhvfmxc99HwCw8ILMDbgHOpF1yTsZx30OF9spmYiXTU6ktfbSW0x9aSkHFILOAa5tjnGhTjYsYWMSMIQiX4wNqK1BID1QwehmqChgsOTLT+CXk08ybsSvBj47n89Z55XgwPnC/3jIzFuKCBN8T/91rnDSAa+DFxPrXgr/GEB3/v0Y7jp5Knp5XhfbKZDPYtnJ6dnb7SiqfW5xL6LhGTGxE1QbPdxIxqXGcqxn9kE/oxq5LnipgR2pdSKvVyRLljPXVdPPMmKznwFrdibMAN57mGzve+vvPfgPNf1b/sFV7mzmbCB9ZWg9+lY1LE7/zLFniM33FBUm3y5oLDbxBOfk8APDaVBEk1j0W1Y2OC9pbAvCUk7nHgy0KYyCG0+NIZ/g/PB29vJcHgF0ejCYNq3q9qohD4X4Pz8cNFaD1LTVwEVbvOrQTvk81kTUI7yuxLfZmsaMbTO2ylLGggGvjnGgQTMSNMSTD5D52l7zeY1I4wk+ljraQ+kzrDB7JI4Z00TrEV7eTAGZ0XUoxbqv5BK67PHFRTR5OoOTw7K/Xm5TNn7s3b2Gj4wNpq+Jd+8LjWxIpJnk/wlZ5fTXDUWkLiHggY94SASseuJ+YD5+5/zWhtBZXaywUDFyj8736qLbNx0eXH/xouHrkQrXV9PfjSWK3zbRV4n2wmNnYBJdJXWAkNSzbbLUXfKWJGEALGsmXLXrqqPxXJJrWTEPFuJvUBSzE+QR32s9RhP2MmtU/bSf0/g2Q4LytpLLNV7VPl89XOwvk/EF/4NnhneBsbDR9YWw3/wFfPZMhjNXhMCqgkOPhEXAk+0VZ6TaVj1zMhc9FRS0D44a/jAouLpGqxK9wj4vfoVPOO8GPza80DeUfzDAH/+1byNLUivE82ExtiBrlaVN22FWObpRoiZgQhaJRIzGSV1NtzSW2epWqfMRXtWyRkbqIO8AvqtD+3Vf1nQTMSXT8nUfNLevxTOuerIbyyivZhs9+I3TMBtUf4wNpq+Ae+SuKB403KWOKAR4RP7oALDky4o3lBPLj3gr+OH7ueCRxACOCcMYHX+xrAPUZcUIB6dgb5vSh4jl8kVRMVXNzxawH4Eh1fMvMzmjhqVXifbCbF5MA0unaXkZk05jxLtsMTM0EMAhYxI0xJbu7vf5m79TCpD9iqdh0Jg+XUWanTGg/Sz/V0RzJEvwuU0d3ROlvRN5AVLEW7O6dq37PU1EV5VXvPyvnNT9fNB9ZWgy+jYJKtNGmOBS446hFJHtzzwz0o4zn2nsDfr5L3yi8oeFyLhz9eByKFi6RK19zvRakmkvj5VfPyAB5/U+k9WxHeJ5uJ9YKYydIN3jOWiBlBCB4lEjOmuvCdtpL+z1xSu80VMoq+DYmhkLa7QB0jaIY8D+t2Ja7S19qK9ns698sRSzM4+5zX8jY2Gj6wthpcPHiGiRR/q+R5GQ0+wY7FA8Bfy8XDaH9vBHgPnDNEChd7ld6PC5NK18x/HHhI+LITF218G3eta+j3ZlUTU6BW/E0rw/tkM6Frd2QuaVxOP3Nk22WZSRACCMSMldCOyynpz9qq9msSBw46xMZ5S0sb5i1xs10GzVB3ZCOdGzqrpWiPWor+D/p5jZlIJyYiXTcfWFuNercrwzMAj0I98SlccFSa3KvBl0L4pMuPXUlc1APajWPh9XgPLEHxJa5KVun9uPDgz/G3yS82/O/HPSo8uLfWdeeClAsjUI/galV4n2wmWVXvzqn6VSRiNhaSi3aJmJzaGmKmnDRPP1vEjNDWQMwU1IXvzCmpT1OH/bml6hY8M8MkGuABQccImjnUSb1ib5ZiPEqd9QEzod1A/5+T70+9nrex0fCBtRXBZMy3Ldcyb/t2NbjgqDURV8L/WogMP/zYXDiMBoTFWNrKrdr7+Y/JY2D8sS/+5SL/8hR/Ta2/cbiXhwtA4D/eWGKGWgHeJ5uJuwxPgoCu41O4iWrNDMC6JM0T2huImTwp9pyqXWSr6Z/aqrbGUvSnUaQMooF3lCCYJ2joPHeQPUYdddBM6DeZcePM+/oWvIG3sdHwgbWVwUQPD0E9HgoYhEaluAsuOMYKfw8//NjVxEUluLejmqH9mPy9XDX1vB8/tv+6+PPB+Hc71XqNf1mq2g4pP/734PEwfNdTtTa0KrxPNpMX12ZqjUKT60ZqM1kkZui8rzVVbcGgmjkaaTh4+wShLfACgHOKfr6twLuhr6QO8BTuPkaUfeCsopiJGz8WMTM+IGwwicKTwONG/MaXRwAXHGNZ0uCv5RPvaH+vBhcOMLQL7cMxIFoqnWe978e9I/6lHv/veTLCSq/h71mPZ4u3z+8543+r53itBO+TzQTjoydmHmmpQpMDGCNtUzG+ZarGmWZiURQJRnn7BKEtgJjJJTPTzUQ6TR3harK/24q+ddgVM8F0p/rFjEliJpsw1mTj+o1mIjNPxEzjqOW14ZMjn4wriYRqjOYJ4cfmf68GF2TwvFTyKnG4EKj1fv7YI2+px3++lZZ3KuWbqWfbNod7X/zLWf4lsGq7oloZ3iebiStmFON7dKP33KYzL9i1xB1U84sZbOiwFO1KU9WV1ep5R05ETKEgTArIM2MjKZRqnEPi4Ov0+F4LYoY6bFDXhpln5nEroWfNhH4zkueJmGk8lQKGuVjZU8EBRktStyfH5gKJL13VggfX1no//3M94eJvT6VYlkrCpVZgcC14zhl8Vjw4uVasU6vC+2QzyamZo+GZaTUxg/GbRBi2k3+JBNksZEmfiN2egjApQMxYyfQ0bN2jL/yVJA7uoQ6xJfBiJumJGW0rWcFKpG+1Fe3DzgS4UfnA2kp4248xufM4i1rwCX40wVHJI1GN0bYZ82PXEhce/HzreY0HF261Xst3YuH//tdXEhJcaFU6Rr3wa4P383uWKl3PdoD3yWZiJzPvMlXjh60kZrDjc2T8XmMrxhcslKhJLjp45fwLm56HSxAmBYgZc67+Djupf4S++F8lJX+33QJiBlskSczsJCHzNImYdZaS/o2VSJ09dHrzA9z4wNpK8AyzlSbbSozVewKrJ4iVn08lrwQ/di1x4cHFTKXjVoKfTz3v5xdj/H35chzgnhN/IO9YRKAHzyXj99ZU8gy1A7xPNotS/80vs+IDM0kQ3Agx8/CZS1tLzCjGahonL7HVzAn2XD28Ylbq1byNgtAWQMw4JGYQ7U5f+q+1gpjJuWImU7JUFHzTn7XU9EO2mr7DTmrnTUS0Ph9YWwkegIo799E8Afi7Pzaj0t0+Fxze87jo8cNjU6p5ivixRxMXgHs/qh3bTyUhU8/7+cWD/zrVin3h3h/P6hVdfvwCCu/vFzejfbatCu+TzcKZuWwfU9HfT6LgZrqeZTET0HHRsxeLGX21pRoXW8mBmVZiIDQ8AeVeBGFS8JaZcv3Gf+RU40oSCPcEPWYGyarQYZGJE3dLtqo9mlO1P+WSRnoikkLxgbXV4F4WGH7HhQcmQkyUPJC2kseFCw6/YbL3T6p4zGM9YNW8RPzYo4kLDx64jHbgPfjuIvyumrio5/24cPKsljCp9BnAKiW/Gw0uUD2rJaZaHd4nm8BL8M9fTxl4XTaunYo6cPaImAnquOgZ98zQuH6x55kRMSO0Le4yU1x/h+kuM+lfIfuLHXTPjFrusBAzZUFjPEm/uyef1I018cybeBsbDR9YW41KAb31WrVlCy44xnr8akIG8GOPJi48qomMWgbBw19Xz24gfhxYLWHC38N77z3Fv1TlWSXR2S7wPtloSnuVXoKdntlZqTfbCW22pWq3Worx/EPzWljM9ImYEdoYdzdT0jjUShhJrK2SOPijrehPIJdCUDstxAyWmvA4n1xUMhPG89mEfh/9XCzLTPUBQVPJO1LNMNHWmhwrCQ5M2Nyrww3ek1qTPqh07HqBSBrtHDzzb90eaxxLpQzDtZa1eNyM9/57Cl+yG+39Wx3eJxuN67E+ZeCV5unpThpb+k3V+EUrihka01eRkPmcFddlmUlob9BpVytGVzZhnGKpmYuow/7GUvXHUMgxqIFuZTFTflxMDpTyykDJ7DMGB/uMC1d9UJaZxgKWKCAOKtUpwv8xSWOiHG1irCY48Do89ntqIC6849ZDtWPXC84BQszbweU/D/yuUv0pHj8z2rlyMVHPEg/3Xo0m6mqBNvrbNh5h1ArwPtlokBl9Vb/xGiu+8G00Hs63Vf3XEDOtUs7gwbnl8yyLGeO/s3Hj3YOzMx3OggX78LYKQluwDMtMyXQn3JD0xT/fVPSfo95RWcwEN9MlBA1+DvfTeSbPL5GQKZB9igagA3gbGw0fWIXxCw5hfHAxMx5h1ArwPtloVqRSL18Xz7ypkEhHcwkjTWLm/yBmUHw3qMlEPYOYwXmOiJn7c4r2aRSZtJJnvwXeJt5WQWgLIGYG52U61sT1mWZSHyAxc1sriBnP1s05v7R+zpKSGTfWWgnjYiSG4m1sNHxgFUTMTDZ+T1I9y2KtDu+TjQaTfr4/FRlU9BMtVYPH+k6bxAyWb4Ja5sUz7PSEB6lcdkFfSfZRJ66/A56m5TNn7s3bKghtAcRMMbHwQFPV3mMq6UWWqv/MEzNBr0ECg5jZMHcJ7kA2mIrxFTO56NjB2R97LZbPSiM7EhoNH1gFETOTDc910+7wPtloEFuCjRGWoqkkBi61VOPvSNKJzLpBLcDrGcQMYnswfudUYwU2RqxNDIQwJvJ2CkLbsGyvZS/NJbS3murCdyJPi51EWQD9EXTaVhAzOE+4VG1Ff5junL6VVY33YanJmblgHxEzE4eImcmD57kZLb6pHeB9stGsnD9/X9RkKmdG168iQXMfxAxu8lpBzJSXw3Ce+r25pH728ASkrBCESQVbEJGbZTC5cDoqq5IguIE6xKZWETMYXFwxQ+dMA8+37URmtqnoh6AGCdrG29sI+MAqiJiZKBBojBw1uL6VioBOlevO+2SjwZJMQTXeaSV1g8aT6xFICzGDMRGlVPg4FCRDzMy6uYtLdO6lrKr9yUxq8yTwV2h74L1Ax80mzzuYOusZtqpdBy8H1oYhFHhHCZphcIHwojuQzXTePzDjxpm5hHYUyhqImJk4RMxMDHyXld8gbKaCVwbwPtloNs3+2Gvp5ui9pqJ9jMaVH9ko2DgiZlBKhV/7IJi7y3PEinMWlQZVbfsaNX37aiUVb5aXWhACQ1nM9L8CyaGQiyCn6ldZqvEQvB1lkbB7pwmSeWIGcT7I0plT9JSV0I7Ln7F4/2atEfOBVRAxM1Hw6+wZlpfatXRBJXifbDT5/tTrLVX/IAmZ/6Hr+wv6WSDbgXQVWMbh1z8IhszoMAv/h1dGST8+qKZvNZX0abx9gtC2lPqXvaKQWBS11cwXqdNuQAAZvDO8wwTNMLjAg4TcOFZC/7Wd0D9qJdIfWDUrFRExM3HwSVbETHNAPhye0M+f7G+qwPtko4Fnl65vn10uvrvcVox1qAWH7c5BFTNYXnIzo5PoshVtm6Wk12eV1I8GlfNO5u0ThLbGig+8zb0ToY6LrX2tIGYwuLixPYr+BHXiP+D8zXhKsc8wDkU6ct7GRsAHVkEQJhbeJxsNyqLQWDI3rxrfzinGCiy9o3QKgmohGPg4FATzxIxbr07RnrCVdJYEzbW5hHYSb58gtDVInmcq+n+aqlZEABmMd5igGcQM8uGgOKZb8VvRv2Im9I8gr4KIGUFoT3ifbDRYds+pmQU51fgpiQOTbvAeh5jBTqagihnE8rjxPIq+jWwjiZm/k30lr2rv4e0ThLZmZUJ766CifWxQTVnOnExpaKScgZdtN4iGO6WRUvdPWqr+Txs7DxK6gSUzpCTnbWwEfGAVBGFi4X2y0VjJgbfQeKLlVP3/SMysp3HlaYgZiAWvLlzQDLus3G3jOFdFd6yEdoeppP/HVI138vYJQlvjbtFWtcUkZlYOqumd+f5ypy0Hlu3eeYJg6Lwjabufpv+voTuoWyzF+EQ+uehYETOC0J7wPtlo1iQWHphXjaUkDP5GYmYLsv9ivIFXJqhjIW7s3NwyivEk2RoaE39GguYiO5Hp5e0ThLbG6Tv/DYPJdNpUtbuyqvaEqeg7cDdS7sDBvBvBnVI5iZX+LA0yw7ai/clW018sKKn3ipgRhPaE98lGs65PD9PY9xksMUG8eLllgnxjVxYz7o3dVhJh95mKdoOd0Aeyqt7N2ycIbQ3EDAmZBdSJf2Wq+lrqIE9hOyIEQ3DXiTOuoLFU/TlL0R4jMbM6p6auo58nN6sOCR9YBUGYWHifbDT5eOZwO2FcRsJgI8qltEICUXioR5bcnyD7K537/9oJ7TwrmZ7G2ycIbQ1yKyCCn+xHdPex2t3uTGImyEFvL96OqG8nQbORhMzPcol0olkVYvnAKgjCxML7ZINwE8u5RSYT+jG2YnyDxpjHNp15QUvk3HI3Q8AzQ+M2nfufLMW4HFndc0r6MN5QQWhrqBO/znZzK5Cih7JX9Y0oew/3ZVBzK5QzXpbPDedJYgbbEv9E5z5//axlr+ZtbAR8YBUEYWLhfbIRoOjuilmpVz/gLjFlZtEY8n14OZBzK+jZ0DEOIufWyM7OR8h+i2UyZHUf7EsfxNsqCG3NQ6hHomgn5xTtclvV7qCOPIScBeVEUcFM4e0ZvDPIWjySc+Y+EjjaunjmTbyNjYAPrIIgTCy8TzYCpHJwd3SqqaOzWJ5R9Z9BzCDfFkQCH3OCZBAzGPtGxr+H3eBfRT9/UNFPHJyd6eBtFYS2ZsP8C/e11fQJOVVD4NvPyCzEokDxt0JxNdxBQdBYipElMXNRTll82Kr+Za9odF0SPrAKgjCx8D7ZCJbPXLY3atRlVe1UO6l/0irf0G1dR2LGjUWpMO4ExSBm4D0a8SBtNBP6D62EfnY2oR+Dbea8rYLQ1qyflXo16hqRLYGLlZT9KlsxtruVYgNe9t7zzIwUncyZiv4FFIrDFst7kktfxds6HvjAKgjCxML7ZCNYkUq9nMaSI82k/hEaQ75iqvq9lmo8hfEPu4T4mBMkg5jB2DcS2/Mg2XWWoqlmXH/HfX0L3sDbKghtDSZ9uhvpyavGOQh+QxI6i8QM1L6bv6BCJwqKIZEVOjK8SPR/h9pxdVbR5w4mM9OxS4u3dTzwgVUQhImF98lGgIK7+WT6WDupXUhi5oc0/j1A498zCKoN+s0cEzNrSchcSTd077cS54UQB8TbKghtzfKZC/aBks+qxhwzYVxGneJeW9G3wc0aeDGjZtz14vLWRBSFM35sqtpiK6nPzM9bvD9v63jgA2vQQJFH/7VBEch2x9/edityORU/z9HgfbIRQMzYysITacz7AmIG6YaoiPEPXpmgxwy6YmbO+a5ZCb2YTRifx40p4iCblW9LEAIL4ktIzR+CNWNT0T5NdyZ/RjI6qP3gu1kzrlfGTRqlGg/Rud9OHfziXDKTyPcvjvC2jgc+sAaNqTj5+dsrYqb94X2yEWD8yyUWnm4r6estJX2/pWiPYAME4gWDupvTs3LMzPmltcnzS4N9eo5uSj+5Wjmni7dREKYEWDN2+o0D1iS040zFWET2O4gZJI1qhQA4nOOIO/jRka3l11pJ/dxG51ngA2vQmIqTn7+9ImbaH94nGwFiBm0lNZeEzM9tRVtP9izyV71QjXr3cWeyzU1NkSw/HkouLtmJRSRmjH+ToBkYTp77Rt5GQZgSuFsTPzB/X+QlsJOL+i3VuBUxMw+fuTTwGTDdlONuPhy30NpWW9VMusP6JQ1MH7fV847kbR0PfGANGlNx8vO3V8RM+8P7ZCNAbJ2d1M6zFO1uEjLbPG8M4vGCWsIA51ZOGmrsNBPGzmxcf4Js+eBs/ezB2ee8lrdREKYUw8mlryrEB2bainED3Zls23zmBYFPGgV7oeyC/qyl6g+RmPk72RfsxMKGFlrjA2vQmIqTn7+97SZmhN3hfbIRmMl0Z17RL6CbodVYssbyelBFjGcY78o3cMbzJGi2mAk9l03oN5P1r5x/4b68jYIw5XD6jRiJgm9SB3kUnTroy0wwVtrgGbq7ciwlfa2ppN7L2zce+MAaNETMiJhpd3ifHA+lZcteumH+/H3NRDpqq5nP0bhX3DhvSQkGzwcfZ4Jk8B65mc/d2nT6Biuh/9VUjG+YSvq0RqekEISWpJDUjrBURMQbFnWa57zOU66gvXunCoJ5FW1hxX7XQ7PFTf6X0GYjISBv457CB9agIWJGxEy7w/vkeMByjDV34dtySf109wZO1dc/OHdJCZl/vVIpQTUEJ4/s4NxGYsam3/2C2vBfyLGF3am8rYIw5XDmnn8QdYiPUSe5kwTNRrJn0Hng0myFDo4Eeu5dFQquJTNn23MvCLvZgOkujLd1rPCBNWiImBEx0+7wPjkeVvUbB5iq9p6sqmVsRb8ZNem80gBBvXHzDF6ZcqkFd2l9JZ3/9Ta1I9evz2hWoV1BaCmwfmwnM+fZSeNmZAKmjvJY2eMR3AraniEQGKUNcMcykvjvE6ZqvBP5ZhrRwfnAGjSqiZmn78+WNlx+TalofHbX3/JnLSmt/dQVpc0/uK20ff1D7Eijg9fgtTiG/7ie4XfrP3eV+5w9wTs2ztM7ZuHci9xjbv3Lil3P879nvWIGr8f1GL7wkhcd37su+D2Ohes2GnhupfevdM2964Lf13Psap/naDx6y+3udfKfm2e4hriuD1970x597pMN75PjAekoSATMpbHii/R4Od0APeJVoA66mMF5uvGMiv40nf9fSNRcaif1/qySensplXo5b6sgTDlyCe2tSIdNHearlmr8kTrKg97256CLGXiP4CIe2aa9hs7/ylwyMy+v6t3WhwZex9s6VvjAGjQqTX4QBXzC5oa/YwKsB0yA/H1GM0yg9U7EeB6ez4/BDYIA+H83mpjBsbm4GM3wPrUm/UpiBq/hx6lkXhuqwa/zaNewns/ab3guRE0rwfvkeKCx7qhs3A38vdlMoISLvhU3bUFPFApDoDLGOnr8FI1zt5MtLSQHZlqJgRBqTfG2CsKUYzi59I25pHZSLql/3FL0m6iT5CFm4HoNegIpiC2cpxsMrOpFK2ncQndc/0mPP9iIomt8YA0afPLD3Tm/RrVsNC8KJvWxigG/1TMZ89fUMt6+WmJmrMf2GwRLNbiY4ec0mtUSNPzzrHX9xvq+fqt13YIG75PjYU089S4rblyO4FkE0WLJBmNc0LP+wiBmkAesnI7C+KmlLppPP48cOkvfD6k2eFsFYcoBD4Y9J9NrqtoC6hzfyCn6KogD7GwKeifHecKDNLITYRPZ32mA+o6d1D8yODvTwds6VvjAGjT45Oc3/M2/PANPTKVliFoeGixP+J8LDwru7P3HBfg/3o97CSCEqoGJmp8Lzs9/PliaqXRcz6pNyjgf/lxM/ji23+uCx2O9Lv7n8iUxCCj/clK1Y/Pr58E/z2piBp+B/3k4D4gk/nycC86pkuerlvcpSPA+uacgUWg2YZxCNzs/IFtLggaBtIFOlOc33LRBzJgJ/QlLMb5rK5mT4VVHaYbSXqWX8PYKwpQDxcms+MDb0NFJ9f8PYk/Qud3lm4CLGXiQyoHK7v8RuLwR68nwMiEhIG/rWOEDa9Dgkx8ME1u1yRLwJRFMdJXgggDPG20CxGu48KgWK8InWIiNauC4/PmwamKGi7B6lla4p6Pa+VQSJ3hurWvDz6ead4Z/nlycePBrXOvzBpU8bKN55YIC75N7yv2n6/uZqnGmlTDuIBHzHIJpvR2bQY+XgQ33Ly492L+klI0bj5px4+uDcX1GIzY5CELbgJ0/68+84M12ItOb+//tfQmcHEXZPnweKIgCwsfnhSIqCCggCh6fBkQUJdmZrurZTUIgQLLTXT17JCCgKMYTRFHxREQUUOT4QPCviAIKcoMRYkh2uqtndrO5Q0KQcOYg83+f6ulkUpkNm4vMzL7P7/f+enamZ7aruqvqqfcUhV4tg3sRxYRdQKOTGUi6q8KERETmRXrdX3KD79Jxq7MB2xNro8Fe/CBDLYC1sBfXegubTXqG0lTYsL9X73rwW7XnbMqsk8ImV5B6ZAYLd+05m9IO1cL+3lDXZJOZochgLUDohvPb9v0cTt8NRYxs2N+r13eNCHtMbi5ggrnfdV8bjwneFTmqW4tgOrQcS8ZNbYr5LS1hMOB2VwZkT6UvE8wvZuD8G7zLbiuDMaIBdg9veEQ1wQ5LA/6OWIDMNMlgrx7hBJyELgZPIGwRIZgVImp2ezcH9sTaaLAXP5CU4cBeXOst+CA4WHTx2XAW7BT2olmPKNlakJfSLKSwv1dvQUbb0sgeaDDq/f+hUKu9GKrNNpkZjtYHsDVL9WDfz3pkBu/hPqfXMZTmy4ZN1obSPDUa7DG5uYDmuZzL7xc6/idpo/ZNansfooIQBdnoZnTMbelmjUhYJcyqF0hmFjPBuXFGvc1uK4PBIOju7l2IyJxIrP+PNFjWLmxvDs1MKvCdqTrIPUcD/8ay8OVjNOCxK9tSdaw9sTYa7MVvuNoTwDY7bCvYvjD1CIftazJcDOe3twY2UakH+5zhEjH7e/Vg3896ZGZrUPvbQ2mHGg32mNxczHIn7aUd/8PU5s5YBL+iYxnRS/AJbHRfGfgCpoRLOzSvOcH8MOvfHmW9rm3hE8hgtCyQTZLIzO/CbLBiQHZXymmm3aqqs5EFZAZpybWpXaL+FjuqGzlnUB0czn92W4cDe2JtNNiL36b8NmwMxxw0XOC70IBgt2/7c9iEw9YKDVeblGJTv725wLXg2vE7NrmD1MNwSEk9DOd79v3cmnsCgGiB4OJe25qhkUJm5jidb6INTpaIzLerIc0LEcGE6KBGJzO4vqSEQbCW5rQnSGbAgTkU/slw/rXbymAwqpjd1nl0lFE/i7LBAInx9k+rtdoDrdEEgx5Oy7hm2MVLUl2EnDP02SF6CxPo2RNro8Fe/DYH9ndfauEEUUoX/tSMYy+Q9cQmHFurXan9n8P9LhZ1kC2cj+u2icVQUg/2d4eL4Xxvc+9JCpwHc1eaGLAeMbNlpJCZcq5nP+2ogMjMjSSzidg8lZKERs9wDtKVJAQN1sYSEVjB7dSWi2iOG4OUGnZbGQxGFVEmOJwGzDdDU8RMLSZ5AQO/JmKoYQXXiN0WqsrGSZ2pG2ji+lIsC8fMygWvs9s6HNgTa6PBXvw2B/Z3hyIGIAK2w/DmiP27W0tmaknBS30Xnw+HcA0l9TAcUlIPw/mefU82RWZALutpwoYrI4XMDIiugxClWRLqEWr3cpofVoHEgCg0w5wGZ+WqZiaCVobacgb8Acu5/BvstjIYjCqKrn9gMat6I0fdgNIG2MVgQCW7mI0HWyPJOpWsqaQdPE7Hf2mn8GukL+/LFt5ot3U4sCfWRoO9+G0O7O/Wc5QdbuI5EAYsrDjfdgC2CcfLQWbqhSIPJfg9/A5I23AIx3DOqYfhfM++J0ORmXoh8PUE56SlDGzz3kggMzAvY+GnueAXsVQLSNamodiNXiUbgqCGatbfSpSQsQu1KEjtegcvGJ3f1W4vg8GoAl7/qPehhf9dIgF3kDyeFDhbl5iuYSU1hyW7mGB15ARPRtngvjBTmIKU33ZbhwN7Ym002Ivf5sD+rr1w1iMy6eKI74K02N8BXoqsvNTnL4WXIjNDEZm0RhIWdlxDvSig4RCO4ZxTD8P53kvdE2AoIpOSMtw3fK+e/5R9fjPAHpPDQSWXe8WM4yfsNsPt2t/klhHqZprLnsE8ljrUNvrmDAIT0+PjpibzmlB3RyLomi39I8LR+b25HhODsQmgBEBaVTaS6moiBnPnVAucNYPfTDpBzXG7K3NkT6XYFswtZoMLUatpSwa/PbE2GuzFb3NgOwDbUTn2gvlSieFS2CTIJhxbqyHY1G8D9bLj1iMF9WCbpOphOKSkHobzPft+1rtu2+QHklaPmNnY2n7fUbDH5HAwMHHia5A0M5TBcdTWc2lzc5+Wai20HM1QhykVkBmEkMeJH+CfoqwSj5xw2j7IncNZfxmMTWBJLngdkjFFrjoxEur7kRPoQSIGC9obP4yxVuYhW2a7yZb5ZJQtXIVoBt3ReUCx7fTdW2kSMGnNa9pNfyv7nKFAk/vi2u/Wfkb99cUR3++dAABA7UlEQVQN+1TNqP18U6hzTVfY52CXvO4cem1/PhRgMnzJ35ZB2Tpn2H2yYZs37JMU6IuXOqcehvO9On23wbWXs4X3bHCN1Hd4r/acoYDf2rB9w7+nzQbMY6HwPqaF1xsJ/zf0rEeYvxCOXS1K29CSbsrg14PNJG0ql1Mbroqld8z0Izd/U8ZgjDhURk175dLTT9+95Bbep53COUjQhBDtBUQMEKZtD7pGFexo5hMB0456GhEAcAQGQRvo6H3HluacaUTYix8tUDfY59SDvbBh52p9bi+qV9R+vinEG5OJK+xzaGL+ywbXTeTJPqcehnNdG/yurE8a6mFjAlf/u8MhJfUwnO/Vad8GZMa+b5tDSPBsbOl3mw3ILRNJb5wW+Stj4T0SS38Z2ox5odE3ZWmiPENokmCGZ+m+h/R8fh9Z2u22MhiMTaA8dtK+YaYwuZgJ7kUCvUG3x4QxNksdk9TPhyaA52hC+Dd2NVqo3lJOHQnCZre3WWEvfkbjIVSHfZ4Ne2Gts2huKUn6iX0v6hGOjRfloGyfY8NoJWo1OkP8tv3/h6O5wDm2pgpinwfYfWd/PhSG8z273+vcl83uN8DWaCXSumQGPnKx8M/UwrufZDm1fxXanEQwNT6ZQbLSqp/MczFCskVwZySDcxGgYbeVwWBsAjMmTNhNZwqy6KibSZZGjklEtxYDrNF3NpA0Aoter9LCX6Sz3oNh1vtRmMkfB+dAu73NCnvxq0p5Uwv4RlqROovaRlqKYZgz6hEZSD3CAdiLO65rqP9RNa9soPEZ6rft8+qdU4uS43/S/k4q9rmAfd3250NhON+z76dNZjYyM9U5x4YhQBYJTGTj+94qmC2DQ2LpXUBSLkllSAza3OhEBoJrhGkpITMmlPyRGCHZMujsF8Hb7bYyGIxNAHbZPsc7PpT+pZHwZyL7JPIzgCSkE0MjyzrSBcc5x18VZb3FUSb/h2LbZBdlG+z2NivsxW+d0OIFcoGFGudVtRogKBsu2nReeo6NjTQVZkFUF9SenxABdcFGv1sjQ5EJ811b02L+p7ogJTXrfr/uYlz/t6vXY593n73o429D7Ib4bUjt+SmGQ0rqYTjfs++nfc3mnI3IaNIPtRq59H6j3fa566W1yAx16M4wISP/Sp+rRmmau6gPlsJPxmhpN2p/YwrmrTTqCtmK6X7fSsfzqS1ZLmHAYGw+do5c7yjtqq9o17+FBlRMhOZ5aDuaxYEuDSWfQzsdIjIvGu2Mky+goKbd2GaFvfjFG/lFbEJewiRVJT8bf29TkvzmBt/Dgmr/dgr8/02RCVuqBGsdcapHZoDac4YrycJv9V+d/hkOKamH4XzPvp/1yEw9EjgcSX675hrE8B2vmwEgMoPj1Z6ldv/Q2FWnUBt/TyTgWUQDIfGc3R+NKiAz86tRVzTn9pNcETmBV5Tqo1uaL4vBGNEIRf6gYs47NZT+j2kRuZ8G2grsGOBEZw/ARhWQmnl0vQMgNI4fkVxIk/ix2pn81rnu1NfabW422Itfvffqi5oxlEamFpvSithSayaqXTRBQOzfrUVV+7LBQj+EGPPZBr89BJmxz9uUGIJUdUAGedjwc3WB/dv279qfD4XhfM++d/XIDACStZHmbEih/1slZfbvD+cZaBaAzPS7/oE05sehlAm1+UGSlQjHbqY5CxoZ1JirErA+7QTnR0J9CqHmnCiPwdhMQGULDUbcTgu/60/RLpJOBU8g30wz7XIMmaHrNfVNhFqgHf/aSHhdkch/ojxm0r52u5sN9uKUvo9FCuSidsHDa/PeEAvkUDDOscYfxiyKG4RU4z18Zi+Kyfm192JjUmAD12VfM/6HTjQm674/HDKTIv3NeGNNTdm8XyeKqraN9YjYcEhJPQzne/b9fKl7hX5B/2xMbPC/FMp5bKBZwt8b/D71Qe3nzYxZuWmvRukSGvPnl0TwV2rfAEzjGPtwqN2wfxpXQGZSbRLdn3/RBqxntvDejc0X8svY7WYwGJsAyIw+qfv1JRpEoVBZ2hlcHolgCfLNIOTZHoCNKiAzRpvUDjIT/Ifa8QBNDpdoJ39aX3ZyXWdTBoPRfIAJxmhlRHB9SaiYxv8KhDaDHDRD0EIqxswEIoOyLDL4m3a8k2aeqPa028tgMIaJSmWnnedOdV+rpX9E5AQXRtlgwcL2qSbnTDOEZ0NMmGPVz4cmh5Xa8RdFmfwDxbb8heWsd5TdZgaD0XwwAQuJafHzNO4fpqMpkEuv18J3rhnmK5NbBhFMqJBNJIyOS2jOuo7I2edm5XKvttvMYDA2E3Oczjf1ZfxziplAo0TA3FxiZmqGCQJiJjMT5qgqRGbgDLyM5P90Jj9m0YQzd7Pby2AwmgfTR+d3hUmc5qPjaIz/ECVYEMEEaZY5CoIoURMpKoJVMOnrJD/Wj1Fexm4zg8HYAiDUMXQKk4tZdXeYVSu0o17E7iHdSdiDslEFGYznItwx668huVc73lRonea6U/dqpUR6DMZIAjZbNJaPLwnvbFr8b4E5edHYKU1HZhC9VI1geo4kRlvo/XMHcsHhdpsZDMYWYFYueF0pq4QW/pUkM2OplkENCtNNs9miEdmECY4mi5Ami8ti159cblcfgn+Q3W4Gg9Fw2KiuWignvT8W3he18P5E85NJIQGnXySes+eARpXUt2+uCa5QT1Eb7qc59qeRCE4dKpEkg8HYTECN248kVK4/jeRmTBg0AFfNbbIogfXJqIxdeglNGv/QrvpJJINxcYd6m91uBoPR2ICvTOzkT9COdxXJHJqbnouFWtMsmcpTWUdmkqKSS7Tj3xQJ/0yEZLdSXiwGY4cCIY9Rh3pvf85rj6V/IQ2+B7RUq5stfwPShEOblGQwVi9QG5Bd8x7aBX0lygWHt1IBSgajlYEQZWiMB0TXQbHwukjuApFZX7ageXz6IIbMQJuEjZbj92vh/bAk/c/OcSfvj3ba7WcwGFsA1DKaf3Lhjf3tXYdpV02K3eCPsQhWNltmTUhaLBOTnolwkmoZyVWRCD6H0E5MkpWdKhupshkMRuNAn9D9+lKm8L4QyQMd9WOaj/pS7UYz+fEZ0lW9XkNksj6J92iU6fx8JNQ7EVFqt53BYGwhsLjfOWraK/uI0Gi3cDzSa8PJrtk0M7WCSW/puDOqqmj1D2pTL3xnSo7/39Pz+VfZfcBgMBoHyOCN/FdaeN9C4j8tg8WYi5CfpZnMS6k5jOaftdrxVxORWUpE5tZi2+STFk2YwJGWDMb2QKVS2RnRP7Hwv6+FP7ffTTQcGJTNUI22VuAciJThVZ8fTTu739Auqafsdh1Fu76WKUTJYLQiZsvJh4Qyf04ovL9Gwh9ABBAigUBommkuQkI/XDdtqFbTnLo4dvwHo2z+p8WM/xnOLcNgbEfMcbv2R+RASXjT6fgUBiEGpQnTrjNYG1VwvSYMUgZraWf3JJGZ2fT+NVoUxg9kevew281gMBoDa7u7dymKzmOJyFxelN7CUPo0hpMNVTNpZSCYg6oVvZ+PkVdGBFdCSxw66kPwVbTbzmAwthFghinJzona8a7VwnsMRACTCDQdzTSRgHilGUIRZh4nqc//GbuFL6JYnd1uBoOxYwEHfeS80q53MI3XzlB6t5OsntfRU+nPNc/cUyuJaay3Eong2VioOyLX/3LJVSdi0wjTvt0HDAZjGwGTCe2GjtFIUCXUdTQA+6EqRYKqZgrThqSaJFy3sVvLYG4s1c+RPhyh2q1QVZvBaBXA/IsEclr6p8fCvyQS/izaTFUMmWmijVStzMv1VBa1T62EWfV0mA2uiV2VQz085L3i6EoGYzsCC7zOdh4QOsEJkfS/RoTmnyAFcAZGdJA9WJtBUsdBer2C2nNrJBUiCT41K5ffj6vUMhiNgXBcfm8s9jRGf66Ffx8dTaVwjN9m0gpD0o3UHLe7Mih7K8WMWhRmgotLsvBBmNHQXhT7tfuAwWBsI0D1eW/b6bujJD2yU9KE8mfkd0iT0dUO1GYRTIbQLNHr1doJipGjrgszhXNC0fWxGVy7icHY4TCbKBS8FepLsQjuioVaoEXwfJo7qpnITI2JuxI5wZowq54iIvNQmFFnh27X/nbbGQzGdsTAxGmvCWX+OO34v46Fv4DkxViqDQZqs8j6nDPBWppcnguzwdy+TPCHKFuY2OdMeZPddgaD8fIBpm0k7YzcwljjICuDuQhlToMOmjr4QARLqS3/Shx//fHwSbTbz2AwtjNo4B0aO943tPAeJjLzOLLqYqDCh6aZJpdUcM3zcr2VAdFTCTOFuJhRF/RlCx/Rbvc+HK7NYLz8wLgruv6BEWrDyeCbJPciYWcz57jC/GiSjQoU7FW65KrrdM7/QgxfxBO4RhyD8bIjzqi3RcI7leRyLf2HaaJZDg3HYJNl4UwFKmtEFizITYH690mSP9OE88VYFD7T53SyhobBeJkx80S1Z5jt+ixtLr4TZoPbtRPMxziFWbiZCknWCkjY4rFTEw124nP4zXK7GmMcf3nTxGC8/ED6/1B4HwsdL4iE+q0WwSCIDCaaZjM1pYLIJhOVJdQL1J75yA6MyaaUU0fa7WcwGNsPcL7X2e4D+tqCqcVMcG8RviVOsBbjFKbhZp1j4F+4rJp9nDaBt2NDCB9E1GBC6Ri7HxgMxnYGqmkj4qco1LFaqG8RoZkNW3Azkxlc9/prVzRxqmXUtptjV3Vo97R97D5gMBjbHljY4QwbOerEMBNcSmRm8Tx3ijED22O2WWRdKgiaI+cj4ECop2lu+V2f4x0/43guXcBg7DAgdLAybdorixnvHaHjF3TWe7ifBuvCJquPUiuYcFKnQqiDabJZUxLqEVMt3PXbWBXMYGx/6I7OA7RUE2hMXhyJ4IEwq56bT0Rmbq6naf3xoE2C+V0bX5ngWWpfUTvqotgpfMBuP4PB2AFA2m3d5rlRxvurzngr51QrUycVqpuU1FTJTHL9agGRmdu19C6KZF7MHDNpX7sPGAzGtgEqRZdc/5NIYEkL/mOxCJYTAVgNx9lmTY6XZElPk3OqFVoEIbXpD5EMemI3eJfdBwwGYwdBj+4cFWbyv4gy+Ug7PpLPrYE6FROQPbCbQVIyU00EiFTj/bHw/0qk5tyizH9wYOLE19h9wGAwtgo7w3SN6CUaZwWaQ+6kcffMBiHYTUpmcO2IYMJ8SO1aQATtT9S2r5ccdSKHYzMYDYQ+xz+UiEx3lPV/S4N1JsnzyKoLZ7dmVguvM5cJtZJ2inO08H9HO6mT6b1DkP/C7gcGg/HSMCZqK8Mt/GQiGRytpfJp/riCJMbYMxrSKqFpxrkEAhKzsH1KZY7sqYTZYHbkqAtoc/SZSKh3ctkUBqOBELneW0Kn65OhE0w1DrNSLQOZwW6kWSegVBDdlJQ7UKupbf+k43fo/fbZRGh4ImIwtg1QJqXkBB5tHH4bGz+1YDk2FDDPNPscUpYF47xMRAZyJxJyDuSC/4FJze4HBoOxA4FdFRyBkZOFBu/F2FWlmS4xmJt5MoKpCUm6kNeC2rWI3rtdy+B7qBODndWsXO7Vdn8wGIzhASbbci6/H42rTCyCn0YgMsiMS5sHjD1Is84fIGMQOP1GTvA8EZmBvqz6ddSmPsVVsRmMBgWqvGJx105hisnUKYOnYmk896upx5vX3p3Wf9EiWEPvLac2TYeGpk+qT2tn8ls5wonBeGnYpqUKLegDHeq9SH1A4+pCWvTvISLzBB3Xpn4yzRwZiQ2QiYpE9JIIQpofbw4d/5woExxe2w8MBqPBcL879bWRU3CIuFxFA3o2yXKanNbAVNOsk1KtwGy2eOwUTE7P087xL6EMphaldwyyIbOGhsHYPMDUErmeQ2PpIiSQQ+TgemfZ5p4vQGbmVslMLNTjmC/o/a/R6+xsEbzd7gsGg7FjseFOi/5G3gQayD06ITR90Mws7JjStLVUIGgDjphkl4ydmkQlOEE5dIIbw0xwnnYKx8+CDXzatP+q7Q8Gg7ExoMkcHFt4M20Gjoul/7XYVXdooQZR3w3zRKuQmXm5nsqgmSv8OZHwLykRcQvH5Q9aevpZu9t9wmAwGghYzBFqGLldR2k3UEQC/gLTDNJ3J060ZqAbYtCMst4hsVCJHLWaiMzjxUxwV5jpOrsoCx+c607di23hDMamgczhGiZa6Z+jkzDlRfS3MUen0qx+MpD02uei6K6jKjqTnxFl82chGeCd00bx/MBgNDoqO1V2xmI+y520VywLx1QTXy3GbqsVnIFTSXZdvTRZ9VaIzCwJs+q3kQhODdvVh8pje/ZFXRm7bxgMxk47DY5Xe+qsGlUSwVlaqGtofogwnppde5sKiFg1n8xanfVXRpn8IpI/hNnJ7ZyfisFoPuwcivxB2lVno1gjySKokJEvInWmtSeBZpLEHt5TQYr1KKtWhkI9Fkp1dZ/In4FcGYjusjuEwRjJgNZ2ljt1LxRtpYW+l+T31Uy4T6fpD6pJKiFNq72F0y/MZEjlEAm/FGW9P4SZzvP6svmPsBmawWhCwNxUFr4sSf9HsfTvooG+0JCA9u6mt4dDjDoc5ibagYXCX1UU3qKi699cdNVpc9yu/QcmTnuNHb3BYIxUQFtbzKojI+lPJBJzJZJQYj4AkcExTYxnj7NmExAZaJkQwURzw20wpRWF/xk4/bLGlsFoQiA1OXZhsetPjkVwiTaZgf0X57UImTETsKymKu/orpRyQSWUXhgSeQuRg8bxDuvLFt5YqVSY0DBGMnYeyPTuAZ8ymgMmaal+TAv9wzQnrIIz/YKOXjOOUif7ZpWUiMFUhigm5KQiMnN50fHbUAEc2lre3DAYTYgK7ULm02KuZfcR2lGBdvw7dNZbOS/XGmQmFZCZQRC0nNHS/Kco/RlFkf8dHXtmS/8IzhLMGCGot1DvDEJvNDJO4EUyuBqbGho3y+FEDy0GzDL2mGo2STc1eG3yUUm1msjabNRfCqV6//R8/lV2xzAYjCbDgtHTdi1lguPCTP7KKJNfUnL8dVqNZi0cZ0uaEJAmsUoo/UpR5pf0ud71fa4/FruyBfn8rmwvZ4w0QCODVA2Ro04hon9ZLFUJG5mkZltrjH3IOqffRLv0LMk8RHKWRCHPhSQZjBZCPGbyIXCCC7P5u6Osv5B2LC/A2Q+7slaY1BJyloRtL+joqWjXkJqZofB+GLr+ybNl59F9TuebKrlpnFiP0fLAc46EeERePorCkbEs/IzGyQNaqOdgWlo0dkpVgxGsbXbzEgREBgEBWgSQQWrnrdotfIsI3KdYM8tgtBCQ8r/Y5rk66383cvy/oxAlVMywlzd7ZFMqqarZ5KFxg0oo/P8QmZlVlN5NoeudXc4F/2uKy7HKmdE62Kj6NdAvgrcjj0wkgrNobNyAqCXawDyFcZKmaWgFZ99U5rjdlUXtUysRCkk6wf3U7i/TXHA8+oFNTAxGC6Gcy78hygWHa1EYH0n1M9q5RNjNIByzVchMKqmmybTLVRUiM0uI1Nyos8ofyBY+MthWeDOXPmC0KrTbvQ8y+9IYP5vkOhoLA9DCYuOCMW+Pl2YWbFpw7JddlQHZXSm2BU8WM+p3JGNmju3ZF0SGzcsMRgsBgxqOgAmhUb2xqTytnjQTgmzugnK21JqcEOUUCv/FouMXw6y6ppgJzo0ywedQkBN+NHY/MRjNikUTztwtdoN3laT/WVrkv0zj+/exUHCCfQ5V5xd1TDFh2HGLmJaM43+u2+TG0U6wksb3IiIx96C8yaxMcDiHYTMYLQx9UvfrS7Lrs2URXBKL4N+okEsTw2pMCNWJrmUkcQo0kQ1rQyd4nia6RbRzu5tef5Mm/ROi8eqdQ2QE3Uhtz2A0Ovpd/0Dt+uPp2b+Q5HYa2/ORKBNjAeMAWplW8I9LBW2CtgnOzETOlkSOuiPM+t/VGV9qp/utdv8wGIwWA00Eh5REobckg2vjJExzBYhMTfbPlpFUSzPX7akMSlP6YHkxq24Jhf+FyFUnYifLDoKMZgZ8ZopjC29GNWhUvyYCcxsdF2Cxh0YmLWPSapJqZrRQL2JjpoX/o5Lwx/c73mHFttO5kCSD0epYMO6MvcvS/zhNAF00AV4fOf5iVJZFoqlWcgqEGBMayEyux9RyCrPqRS2CgYgm/NhV39eudxKS6yE7qt1PDEajY+Z4tWdR5j+o3eAkGsvfTzJ9r69+XVuioBVMS5BEy1TVMIlgFR0XEqG5mY6dJcc/dCAzcQ/k2LL7isFgtBgqo6a9Eg7BJv9ExvtqlMnP0lmvMlBVQbdKWvNagXYmVbHjiBBVmvBnxI76GckpWvpHLBjNPjSM5kLqA4fyBHT8p5ZqWVr9Os0j1UpjGW0xJnETjaVeoL8XlERwX1kE3y6Jro+xYz+DMQJhHIKz3jgiM9fTMdaO/zTt3kzumVaLekgFO7rFY6cYQYE9kntIfkgyCQUqUXEbfjTTOAKC0YBAZA7MoohYinKTD0epElNnSahH6Bl+AiRmfkdvbfXrltDGpAIyA7NZVTOzlDYk98Qi+CnJyeVcz352fzEYjBEALNqlrDpSZ7wgcrzLI8efhckCSbWSqrOto5pOBZM92gb1Oy0AL9ICsJgWg+kwtyH1OdT1USY4nP1oGI0IfUL3LgOi6yAi3uNK0j+fFvPfa9Rcg0ZGqNXYhIDItOpmBPMT2pdkLlcRjd2flEVBDmTVexHNZfcXg8EYAYBdORx3xt5GVe0WTiPichNNGM/WkplWFpibkh2eWk1/LyR5oCQKl9P7E1F12+4vBmMHYmcQmThzxttKskvQs/pLIi+ziIA/kUYstUppknqCsZpmLI6NqKfo9d/odSdtPN5idxaDwRhhqOSuf8Xg+C/sWWrv+ljsBt+mSQLRTahtsq7eSatNkqm2ySQN7Ogl6UnfW0Jk5sF1amtHfQghnpyPhrGjgEglVHsu5/L79Tn+h4vCHx9KdRERmYeIyDyDKESYhdN8K63kH1MrMC3NbUe5AqNNXaRFcB8c+AdE97HTj+QMvwwGo4pixnsHTQ6nEJn5dQxHQtrxYbGHhqZlVdZE0pL6VF1JwkARrKT3l8AxmBaFm7RR4wcZLCR3Tpv2SrvPgHqp5BmMbQUQ6b7s5Pf0SX90UXpf7RP5myPh/1tLtZSe1zUgM2l0T6skvayVdOOBfDKPj5tagRaV3ruX5HwtChKpFTjDL4PBWIcltPuL3fxHiNB000QJQjMbk2Urk5laSbVQ5m+hVpIsJUJ3P/XFN5AaHs6FyF3BWUUZLxdmTJiwWxGJ8IQaE0r/vKLw7iBCsxxFVJHGP82hZD/LrSjGz63D+Lk9jvmJNiIOiIw+ofv1lZ0qvKFgMBgJsLtBVemS8D6mEeop1S3QzqS26lYqd1BP0DZoaFKhHSDs8gsjJ/hrMRtcGGbUpDATHIcsqzNPVHva/cdgbCuYLN3Ce3fJ9T9Zyqk88sdgPEbSnwMiM48W9VSb2PpjEs7MVb82EBkR3K1l4ZzI6TpsxoQzd2Miw2Aw6gL2+UgEn4gc/+LIUbOI0KyAnRoTClTarWqTX5eTo2aBiIR6gfpgGRGZqJhRt0bZ4Nta+OMxkcIZ0+47BmNrgU2Fdr2DiTSfHEvvO7SA/5GexT5sLDQ0hjJJL5DmkbGf41YSELakOKYpSbKQ5G/U5u+FMsjMHDNpX7vvGAwGYwPA6bWYVT4t5DdUCc2TabKqkaDWRlvTXS/KIPSL7koxGyxF7RfaGX637AYnIdMoTHMwO905atQr2W7P2BIgn9Gs3LRXI2EjNH7FNv9AIjAdsfB+WJL+3+n1fDyPKEuAGkQjZfzhCBIDQqOTgIQHYql+ELvBybTheB/6zO5LBoPB2EBVi3wNSCCnha9iR/2adkQRTSZrMZkmO8LW3hWmZMY4QOd6jUTZYI12gsFYBHeXkG3V8c/TjndSLDs/qp3Jbx0YVbdgJYOxSSSaUPXOKON/XLd5J0Vt+S/Tc3UFjb37YlOWIHgekUogMya/SouTmdQpH1pg4/wr1DM05kI6Xg6tKJ1zyECmdw+7HxkMBmMjIP8MnF2RnIuIjE+L+20kK7BTSn1oWn1ShaQOlkn5A0RWmHw0K2iRmUc750dj4f8+cvLnxtI7pthWePP0PIeIMoYPaPV0tvuAUPqfDbP+F8K2/A1RmzczynqL6Nl6CtF1WNBTcj0SxpzRhrYnYeaaiAyNOU3v/z/aPEyB+Y01oAwGY7Ohu7t36XfVKORzoAnlIZpYFsNuv0GhtxEiaC/yXCTRXQjj9l4g6adF50YtvLMRcYJaVwjjRt0rrhHDsAFnVfhawTw5kAv+R8vuI2hs5SIRfDlylCkpEmW8NYMuqkEn+WNMnqc6z2OrSbpxSDWiIHKRUCUaVzdH0v8azT2fRuSS1aXs/MtgMIaHgY7edyRhkOrrqDQdSm85dk7zYL83u8WNJ6ZWlDSyAqp+2PFLUtGE6z8dS78cS/UPmnx/Q8dvaOmfDk3NPGfyW+2+ZIxsQBMzx5nyJjjYx6jwLIPzIxlcTc/OXZHw41ioFWV61lDBHs8YtBOtHK2UCuYQEJgkwKBQ0U6wRpsyI+pW6pezNG2oItd7C6dFYDAYWww4JhqHYKGOjVz17aL0+iLXp4k2mWRb3X9mE7KWJltjAqj+vZwIzr+IyFxdcr2zQWjmn1x4IyfVYwCVfP5VKGIaCu9jJTc4q4SkjEk5gsfTcgQjVTCGQNxSjYwWwRKShyPH/14k8p+Y67pcJ43BYGw97hw17ZUwn4QyP6EovN+E0nuMdkzLaYe5do7bukXthpLUhwE7yTQzKbRVtCg9GUv/0ZJQ19Hu8rzYUTk4dhYzhffNFsHbByb27lEZIpMwo7VgyEsu/4Y4o96G6BuQ2xBRSq76YuwG19NzFJI8g7GDZwgCzV+rlQ7ZlKz3SUvMuDrN7ST8u4jM/IjG0EmzaN6x+5bBYDC2GIi6IDk8cr1TikL9IHSCh8JssHphOy3kuXVFKVuqwvamJCU0WIDgS4OdJb2/CoX/aMfdHznB9GIm+HOYCS6lfvpCnAva4/bODyynBc7uW0brYeZ4tScKuJowaxmcS4v0z4nE/BEV2un5GKS/4eC7Jg0/hiQO9hs/a60qqX/MOnO18J8heVg7/vk0v5wA5+jpo7kuGoPB2IZAPoxy7pw39Lu9B9KOyQ2zhV8X24KFJUGTsEw0M0ixbk9YI0lMinmTZr5QKVO/EJFZTURmgBavP9Ou86LY9U/ub+86bK47dS84giJqzO5nRtNhAzMi3dvXIpO2lv4R2g1OQvZeIi1/LQkVE5F5HuTXaGBGQGTSS0lCZtLsvoje8iI6/lYLXw5ylm0Gg7G9gGiMJblpr0MG3ChT6C5m1O9psQ61o57GznI+NBQjzOSUSqoqx0KFiCdorJL8NCqJypDqb3TeL4tZ9aViJjhVZwujUTpiQOQPmp8tvJGdG5sTAxMnvka73fug/IB2/A8TiRmtZXB65Ppfxv2Gcy89G2V6/SyeiyVjp5qcMWk5gpGkiUklMS8lfjJGoynUU0T4pxOZ+VXs5AuhVO+3+5nBYDC2OcLR+b2JyHw0yRIc/JImoghRPkvHnVH1HVlf7XYkSWp6Sks/QIVOffMi7TyfgaNn5Kg5YUbNCjPBXWFWXV2S/jdJJsZO5weQ18fuZ0ZjA+QeTr0lWfigdr2TItdDxN9V9Oz/3Tj3ymAe3ftldETit3UmJTwbI5nIpDlzkozi5n1oLy+Lpdfe55x+KNc+YzAYLwugRZjh+P8dOupDJAFNRn/SIvhPYvdPJihWoydiHIWrC9ig21OZI3tgflpFxGYglv7tRGZ+RLv6U6OsdxSchEEU4Z9kdvwndO+CRHycKGzHAv0//cj8q3A/cF+MKSlbeGM5W3hPLAvHQBODXEyh9G+LpB/TwvwcSH2atdf4whhzysbPx0gT9INx9iWSj36iuWI+vU/9FvRQn77n0iM58SSDwXgZgQgnqNeRA4J2n18luY0mpYFYqJVQp0NGQo6MTcl6J+Guylxa1Oa391YWtE+pDMhuFLF8libzgZJU92tEP0n/e3Q8uyj900PpZWaL/Cegbkc0DMLj7f5nvHwwJCYX/A/d00MQKhxJJUrCVLP+Et2zHyb3T91L0k9iMmWDyCwaO8WMgzRfzEjUxKSSbnCMObqjp0J9uDZCdl9XXR+7hS+CFHKZAgaDsUOAHCrIQVOS/mcjTOwyuIkmroXwncFEPtJCtoeSdCIvVwXvaRGsof56nhbEp6HVouMiWggfI1JzayS9y+h4Hu3yJyK/DzQ2rJ3ZMagQaZ8Dh174wwh/PBGXr9C9+m2SKFHNRmkLun/LtUm9HzxPxzW4vyAvhsCMcBKTSloWxBD7ju4KEfZnSP5UlMovt6sPgSxy8UgGg7HDgF3rLDd4VySCzxGh+Tp2qDR5rUgnc+xSR7qGxhZEPBm/GprYU6fQxUT+8JlO8mz8k4gMkqr9MBbBmdAEFGX+g6Ygoeu9pTx20r6D49WeJi3+qImvYefhrQOIonmOqT8fzUzcAxrHuEO9LRRdB/XL4OjY8dti4XVpR11EhObmkjCV5P8DkmKcvTt6jfP7+vBqft5rJTUt4TU92yuL0l9K8hA90+eH7d7HqvmXmKwzGIwdC/gQDHR476CdapYmrIsNoRFqESb7RR1TzESPCa3qFDziHINtSc1Pxo8m120SpmFBNMX1pHqeZIlOQnmnU5/dTsTmWpr4f0rytcjNd0fSG1cW6lP9Ttdh0Ixxxe6tA4gMwqlL7f6hSG6HekmxLBRQnoLu16V0/D+EV9Mz/SDuC71eDodekBeQGTzfpjjiCHbsrSdprSX004KOnko5V6jQszwnlN4NReF9CQU28fwyGWcwGA0D7KzKHYX3xMI/mSayi2kBuAeJweZXd628Wx1aEjNU8hpZUGGCoteracFcFQn1PO1mn6bJ//Gi9IqhzN9WEv4vYloMyk5wEjIM98MMNYozC28JBkZNew38kmI3/xFaZNupb1Fq4Kf07N5SEsFsYwI0eVBMQsSVdH9WG+fVGlLO5KW+pKYlQ2jauyp90nuB5O9FV3XH7YUPlBz/v++cyEScwWA0GPRJ3a+HOSR2g5MjaGiEuocm/YW0GLyACQ1aiJGah2Y4gok/Dd9FVuE0zT0cJrEYhMJfpaU/WJL+/Um1bv9HtNh+IRLBqTDzUT9/tJRVR0aOd1iUVe9NzVLhuPzeqDgMDc5IqhUFjQueSeOo7nS/VWc7D4iyk97bj/6RnUfrrBpVcrpOjF11iiloCCds6V9LpIWIOHLDqBegWVw2/gxjClyngWGH3k1K6iOWRjYSAXwmlP5cIuP39Mn8hcV2dSxMS/b9YjAYjIYA1MUDmYl79Lv+gbFbaCMicx7taK+no8bEhjw0WJxHeqbgoSQ1P6V5atIq3YYEJiYoyLMwQ9GC208yk773AJHGO6mf/2z62gkuJTk/gq8NkRwtC6NBcuD/UR4zaV/UDLLvWysCmkLs/AeI1JWl//GS6zllV00ymhcnf34svEuo366h/vsT9fvf0Y/UTzNISjCR0t8roH0BeUlITOITs96UxGSmnqSamDSBZFWDVdKu+l0oval9svPTqLeEaEj7njEYDEZDAaUPsBMOZXBcLApnaJHkoUl3tvYEyLL5kpqmICCKWGhNhBQtxJGjpoeO+iO9/jm9N60kCnn6TibO5j8Sul37w9G19n5BW1MrOzW+9sa+3vVtmLbTfy3I53eFAy+cdyOn4MTSL9Bi+q3YVZdr4f2ZZLoW/mAs/KfT5G2ppoUJytYJfOPQlzDFmQrYMlhM8hf6uxclHvpOLryRo5YYDEZDop7pAhNWOdezHwhNJIIvwwcBzpO00D5Tlsi7kpQ+4MVjeJJqbVKnYTieQssFMwiqdj8x/kxjCsG51M/LSCKS+2lB+aNGVlpERkn1Ve0UptDCfhqcXOm9MbGTP6Ek88fB8TWS/scjQwC8w4qufyCcumGmgoZjljtpL1SBLradtTtMVsak2Hb67jMmnLkbEslVKpWNnoHhAg7k+G3U/sLvLqX/gd/GEf93lgnbze8HsxkS1fU5/qEwZ4bZ4H/p2j5J7fs0PVcnGgd0OO+66pQYfhkOtVcEP6I+uZrO+Qstpg+XhB/HwltG566aR8QafQeNIaLJ0J/o11QTxlF4w5P02UydfatFV1fQs/dvesauo742eWSQaLDeXMFgMBgNDRAaLIZIrBfS7hilD0In6Iudrsqi9qm0aCSOwUxohiepL0KqxodGBgtHao7CQoLzNBxVhXqayMsy+CzRQj4Hpj7kRdFYYKT6V2xC6P1bYse7Wov8LyLh/SSS3vdC158Wu0EXiiQasoM8N7LzaCTwA8HRHd0H0OfvKomed6OqMXLgIKU/CIl9/4cDFNvEM4ICpjCF4Xfx+yAuOBbdwvtC4X0MVZSJZDnUB+OQsA6+QtpR36lqn64sucH1IMzU/ruorQ8bk5Fx4DVRYYPGdCSCJ2L0S+LIuzY1haTkJSlBwflhNleS0Osk+zf6skoCB0h+aXLzSP+I8piefVkjw2AwmhYmsZ7bvQ9KHxRpEerLBjeg2naYRTrzdDLceIJk2TKx/W5qyY7x/zBh4FPM37TQPKeFNzcW/mwiM49E0r8/clHh278ycYYNziMi2ksyKQKJcAtOos0ptNH/ysAfJ3SDE0BWo/auwwxxPan79ch/A00LcrbUE2h3oNFBrhxDYGRwHH67JLsEfrcsuseU3K4TNR0jtzCWiIdP13MOka+v0TPzXbqGX5D8nsjMPUR6HtPwH5LBYpJn0HaYM2u1LKm2IFlwq2SFo+u2maQk20R9oQ6VDObDtATzXjwmeNedo0axfwyDwWh+wNkPtZz6HP/DYVuhEGbU5URmHoiEv6w/V6hA3Z9EPvBueGtlvfNlskuG42q6uIPEwBSVmlUGsIMWyGvjP0mEYalGwj6pSkQOHo1FcHdimgluQoQPHa+MzU5b/aIEMiGDy2KTg6XwszgxYV1Af59rfKRkMBXJ/mJ3CBHqDCIvU5IIIvUNIig/ofcup+9ejt81ZIV+OyEt+L/q/zTqf0n/dnr9D2he6HtF+my+RvZdGTxL/3s1CAvaiTZCkIXaRINVfbVSDQyetdRHxu4/luFJ4quVagjRl4qeJX95DFMePSckPbFb+AgXUGUwGC0FmBNgM6ed2iFFx2+LHO+CUHiPhNKvzOuoDXflHfPWSrJTTnbLqUNmKql5KvUH0SZnCnKnBKsQikx/PwdTDBy2E6Kg4F/yOBEGRFAt0lVJX8dJ6P2CGGn9Yc5KtCTlOIm2qiu159D/mIvv03uLIbX/o/r79F6wlF4/Qa+X47riJNLoWVwv8r9ok5cH1cnXk7lUA5NKYjZiJ99tJejPhBgajQyJ/2wsvL5Yej8jyQwK9U5o6Tj/EYPBaEkg1wmSvCFBWVF4V9AxDIVPC6damZpIeMF5eWQj/5tqVFRqkkoLhqaanaHEFFXsmGK0PalWZDiC86E9wfft36wV/H9cB7RMqYZlvemohrAwEd7ukj4zqRgyaVIF+I/GIv+7sutPDt3J+9vjnsFgMFoOMyZM2A0RKbNlfkKfyH83kuo2OKpickwT69VqD1i2j2xIZmodiusTmrpiERqQk82RlMhs/LvrXydEJrmehMisNxdtSGY2biPLthM8L+h7kErcB2hnqk7Vd8dOcGHJ8ceWpXq/HfrPYDAYLQk4BWPCQyQMQja1G0wjMnM/TZgrUq1MukjZEyrLyy/rzVY7RuzrYdkxkpCZhOzCrJeYItVMLdWPER5vQq9zuVdw0UgGgzGiAMfgwbGFNxNxaaNF63uxW7ijJE0hv/8QuTGhs+sdDJnYsLC83AIymWajxuYCvlXGj0oGfSS3kfw0ctUpxUzvO+zxzWAwGCMG00fnd0VW2lioY7WrAi0LV9GEGZI8j0kUKm2YGdKaTiA59oTLwsKyfQQEBmZAJBfEGEycv4O76bNLSyJQ0Kxi/G5pniEGg8FoGZhcNCd074KaTgmhCf5gNDRSPUUk58W0Ho490bKwsGx/gX8MxGhMRXAfzEqo+4UcQfZYZjAYjBGPRRPO3C1G5WfkqBDBJbEb/JUm074kLFe9mDqkptV47UmXhYVl6yR1CoeD9WA7CkUqJFdcHifZo/9E4/Lb9N6EUk4dyY6+DAaDUQdwHkRuitTsVBKql0jMr5Ekjf5+GqG8UHevi6SoMxmzsLBsmWCDkEa1IZHl/LE9lVD6q0LhPxQJ9QPaVEzSWTUKpSZQn6uy05bX42IwGIwRgQWj87vqdv/DqBNEE+2vEDVBhOY5NjexsGwfWRc9JoI1kfRXE5F5ppoH6hehUB1z2roPRpkKe6wyGAwGYxNAAUOkRC/JwsRYFr4DXxrtqFna8Vf0S+SkSYsDsk8NC8uWCMxKxqRUzd1j3hfqKdo8zCIy8/ui9C6IXH9syfEPHcj07mGPUYArYTMYDMYmcH0u9wrUdoHZqZzr+d+SWziNiMwvoowXRVmvMljNWpuWQrAnahYWlk1LmqgSUYPVMfQsbRq0luoqhFwjCR42FSgeCjOwPUYZDAaDsRkYmNi7R+R0HUZExovavGujTH42EZrHaQf5DGrzGBV5NdEe56RhYRlaMFbSzM8YKzSGXoxpHNFn82gsTafPr43dQvcct/tg1rowGAzGNgS0NPNRqNIpfEBnOsfHTv5rWvg3migLqVB8sJp2v9dkKGVCw8KyoaQkBtpMlJFAfazEtKSW0Rj6F5Ga60i+ErtduYFccDj7xzAYDMZ2ADIGIznXgtH5vUFqIun3RK66gY5FmoxXYKcJQpOQmY0ncxaWkS4g+RgnSISH2lhJ5XH1aCyCX8WyUKDPP8gh1wwGg/EyYenpZ+0eifwnisI/i8jMr4jM/IMm5hIdn0TK9ZIbbFBVmTU1LCNRYHpNS4KYcgRSrSXy8rwZJ1LN0ULdQ/Jz7aigLP2PszaGwWAwXkaYnDRu9z5wUKTJeEwk1edpcr6MXt9Nr5f052j3ObbXaGrSStysrWEZSWIilUzOmKT6OKL/iMisiaW/UAv/zpLwfxQ7qltLf3TkeIfNHDNpX3byZTAYjB2E6bSbhHo8SbHu/bAovAeL0nsqkv66SZ01MywjURJH32pdM+E/FwtvgXby98bS+07s+G2hyB80eKLak0kMg8FgNAAWjDtj79BRH4qkNy6U3jeIzFxbFP49WqoiTeSL4RsAs1OqqWHTE0urSUpc8JzDbwzayUioVVoGS5A3huRvRGauKAnvKyXHc8rZye+ZcfyE3eyxBHAUE4PBYOwAzMrlXj3LnbRXvwjeDpV5LPzPRKbGk7qcJnraiQaL5xCJWTruDOP4mOamYdMTSytIUoogSX6HGmbzO3oMmSFCvzQU6m7jF4PyIBgXWfXe8thJ+8LRlzUyDAaD0cBA1JOW3UeUZMGPMZEToanuUF/E5I8j/b3WXhRYWJpNagl5NWfMylD4zxWlt6QovPtJfkLvT4qy3lEcqcRgMBhNBuSlKbtdR5XcwtjYLXyRJvTLImEqcc+ORfAEatBAQ4Psp9jNJk7CbHpiaWxZn/QueXaRMwbPLz3Pq4jILIqF/+9I+reG0ru0T3hfDF2VK8n8B+Hga48RBoPBYDQ4kJcGO9E+p/NN2vUODl3/kyU38GIUrpTBTC2C/yB0FZEe8zuqyfZcJjMsjS3rkt/R84p8MWkl+ViqpSQPxNL/FUlBu2pUSXjvpjHwP6hyPT2ff5U9RhgMBoPRZEBJhFJOHRnSRE8LwpVx4ktTIlLzBMnz9Ho1yVoT/VSTn4b9alh2pCTVrJPnMfXzSsxJwcrqc7uimjPmzlj4l8TC69KO/2HkYrLHAIPBYDCaHCiJgNw0WvpHlJyCo93CFFoILtYyuIkWhkeQ1h0LRZqXI8nN0b2uKjeTGpaXW9LyAzAjwZwE53U8k0gMqR21CLWU6Lm9IRbq+yXpw+E9C8JeRs4YjkhiMBiM1kNlp8rOIDSVadP+a/ro/K5z3K79aUf76STKo3C5Sesu1VMgLTA5YQFBBBSHcbPsKEk1MngeYVICwYavlyEyjnowdPxLY8efjOy9Ott5wEzkjMnnXzWNnnEmMwwGgzFCMGt0fr9YFo4hUuOXpPoxkZlbaBF5mP6O6LgQfjXIUYM08OkuGcImKJZtLSlxwfNl8sQg2R2i7oR6Dg7r9AwuoPOK9EzeR3JjJNQPiMxMRpQSNI4g6fbzzWAwGIwRACQNi1zvLbRIHBJhd+sEbtX89ANaQG7U0v+XFt6SWPirkQ4eqv6FHVPWRT+x+YllK8WkB4CPFp4nmJDwfMGpF07pxi9GBnNLIDCycBWd+zUQby18qbNqFHLGGNPpCd272M82g8FgMEYOdq5Vx2NR6MsW3lN0/LZI+GfRonFlLLwHY+nPi6V61tS74YR7LNtBUkdfaGWS6CSEWgeDRGTupOMlsVuYHMngaO10v9UkvNupwmYkBoPBYNTH/e7U1xbb/AMjoT4VS69Ty/w3idCgMvctsVAP0U5Za4EEfMGzJGsT/5r1BS0N0WGyw2KJIStuUsE61cLA2RxinhWhnibCvDDG8yXVv+IkJ9KvSm4wrd8NTkbOJGhh4A9jP7MMBoPBYGwA+B4U287aHfk5Qnfy/qGc9P6S43+SFpgJsROcixIJWqh7IhHMpdcvYDGCWQCRJiA1ib8D+9SwbCh4HvBcpOQXJstl484wz041c29/Sfp/r5bgODc2BKZwPKLvUKYD5TrYnMRgMBiMLQYiRMq5nv2IwHwicgKPjj+NHHVHJFSkRbCcdtSrSV7UiDQxpRIUl0pg2UhMCQ08I/S84FlJ3lcvgMho6f0lFt4PSzmVL+eC/8XztiCf39V+FhkMBoPB2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      • div (class="awdiv", style="left:70.9pt; top:153.1pt;")
        • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:0.33pt; line-height:11.17pt;"): wśród innych spraw – rozważyliśmy, czy wystąpiły dowody na stronniczość Zarządu, która
        • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:11.83pt; line-height:11.17pt;"): stanowiłaby ryzyko istotnego zniekształcenia spowodowanego oszustwem.
        • div (class="awdiv", style="top:46.5pt;")
          • div (style="left:0pt; top:0pt;")
          • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:0.33pt; line-height:11.17pt;"): Istotność
        • div (class="awdiv", style="top:64pt;")
          • div (style="left:0pt; top:0pt;")
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:0.33pt; line-height:11.17pt;"): Na zakres naszego badania miał wpływ przyjęty poziom istotności. Badanie zaprojektowane zostało w
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:11.83pt; line-height:11.17pt;"): celu uzyskania racjonalnej pewności, czy jednostkowe sprawozdanie finansowe jako całość nie
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:23.33pt; line-height:11.17pt;"): zawiera istotnego zniekształcenia. Zniekształcenia mogą powstać na skutek oszustwa lub błędu.
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:34.82pt; line-height:11.17pt;"): Zniekształcenia są uważane za istotne, jeżeli można racjonalnie oczekiwać, że pojedynczo lub łącznie
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:46.32pt; line-height:11.17pt;"): mogłyby wpłynąć na decyzje ekonomiczne użytkowników podjęte na podstawie jednostkowego
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:57.82pt; line-height:11.17pt;"): sprawozdania finansowego.
        • div (class="awdiv", style="top:138.99pt;")
          • div (style="left:0pt; top:0pt;")
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:0.33pt; line-height:11.17pt;"): Na podstawie naszego zawodowego osądu ustaliliśmy progi ilościowe dla istotności, w tym ogólną
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:11.83pt; line-height:11.17pt;"): istotność w odniesieniu do jednostkowego sprawozdania finansowego jako całości , którą
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:23.33pt; line-height:11.17pt;"): przedstawiamy poniżej. Progi te, wraz z czynnikami jakościowymi, umożliwiły nam określenie zakresu
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:34.82pt; line-height:11.17pt;"): naszego badania oraz rodzaj, czas i zasięg procedur badania, a także ocenę wpływu zniekształceń,
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:46.32pt; line-height:11.17pt;"): zarówno indywidualnie, jak i łącznie na jednostkowe sprawozdanie finansowe jako całość.
      • div (class="awdiv", style="left:70.9pt; top:355.59pt;")
        • div (class="awdiv", style="top:13.22pt;")
          • div (class="awdiv", style="clip:rect(1pt,141.25pt,29.5pt,0.5pt);")
            • div (class="awdiv", style="left:5pt; top:6pt;")
              • div (style="left:0pt; top:0pt;")
              • span (class="awspan awtext003", style="font-size:10pt; color:#d04a02; left:0pt; top:6.33pt; line-height:11.17pt;"): Ogólna istotność
          • div (class="awdiv", style="left:141.75pt; clip:rect(1pt,326.5pt,29.5pt,0.5pt);")
            • div (class="awdiv", style="left:5pt; top:6pt;")
              • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:6.33pt; line-height:11.17pt;"): 52 700 tys. zł
          • div (class="awdiv", style="top:28.5pt;")
            • div (class="awdiv", style="clip:rect(0.5pt,141.25pt,40.5pt,0.5pt);")
              • div (class="awdiv", style="left:5pt; top:5.5pt;")
                • span (class="awspan awtext003", style="font-size:10pt; color:#d04a02; left:0pt; top:6.33pt; line-height:11.17pt;"): Podstawa ustalenia
            • div (class="awdiv", style="left:141.75pt; clip:rect(0.5pt,326.5pt,40.5pt,0.5pt);")
              • div (class="awdiv", style="left:5pt; top:5.5pt;")
                • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:6.33pt; line-height:11.17pt;"): 5% jednostkowego zysku przed opodatkowaniem oszacowanego na
                • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:17.83pt; line-height:11.17pt;"): etapie planowania badania.
          • div (class="awdiv", style="top:68pt;")
            • div (class="awdiv", style="clip:rect(0.5pt,141.25pt,120.99pt,0.5pt);")
              • div (class="awdiv", style="left:5pt; top:5.5pt;")
                • span (class="awspan awtext003", style="font-size:10pt; color:#d04a02; left:0pt; top:6.33pt; line-height:11.17pt;"): Uzasadnienie przyjętej
                • span (class="awspan awtext003", style="font-size:10pt; color:#d04a02; left:0pt; top:17.83pt; line-height:11.17pt;"): podstawy
            • div (class="awdiv", style="left:141.75pt; clip:rect(0.5pt,326.5pt,120.99pt,0.5pt);")
              • div (class="awdiv", style="left:5pt; top:5.5pt;")
                • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:6.33pt; line-height:11.17pt;"): Przyjęliśmy zysk przed opodatkowaniem jako podstawę określenia
                • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:17.83pt; line-height:11.17pt;"): istotności, ponieważ naszym zdaniem wskaźnik ten jest powszechnie
                • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:29.33pt; line-height:11.17pt;"): używany do oceny działalności Spółki przez użytkowników
                • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:40.82pt; line-height:11.17pt;"): sprawozdań finansowych oraz jest ogólnie przyjętym miernikiem
                • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:52.32pt; line-height:11.17pt;"): odniesienia. Istotność przyjęliśmy na poziomie 5%, ponieważ na
                • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:63.82pt; line-height:11.17pt;"): podstawie naszego profesjonalnego osądu jest on spójny z
                • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:75.32pt; line-height:11.17pt;"): poziomem istotności ilościowej wykorzystywanej przy badaniu
                • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:86.82pt; line-height:11.17pt;"): podmiotów zorientowanych na osiąganie zysku w sektorze
                • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:98.32pt; line-height:11.17pt;"): finansowym.
          • div (class="awdiv", style="left:-0.5pt; top:1pt; width:0pt; height:186.99pt; border-left:solid 1pt #ffffff;")
          • div (class="awdiv", style="left:141.25pt; top:1pt; width:0pt; height:186.99pt; border-left:solid 1pt #ffffff;")
          • div (class="awdiv", style="left:468.25pt; top:1pt; width:0pt; height:186.99pt; border-left:solid 1pt #ffffff;")
          • div (class="awdiv", style="left:-0.5pt; top:0pt; width:469.75pt; height:0pt; border-top:solid 1pt #d04a02;")
          • div (class="awdiv", style="left:0.5pt; top:28.5pt; width:140.75pt; height:0pt; border-top:solid 0.75pt #e36c09;")
          • div (class="awdiv", style="left:142.25pt; top:28.5pt; width:326pt; height:0pt; border-top:solid 0.75pt #e36c09;")
          • div (class="awdiv", style="left:0.5pt; top:68pt; width:140.75pt; height:0pt; border-top:solid 0.75pt #e36c09;")
          • div (class="awdiv", style="left:142.25pt; top:68pt; width:326pt; height:0pt; border-top:solid 0.75pt #e36c09;")
          • div (class="awdiv", style="left:-0.5pt; top:187.99pt; width:469.75pt; height:0pt; border-top:solid 1pt #d04a02;")
        • div (class="awdiv", style="top:225.71pt;")
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:0.33pt; line-height:11.17pt;"): Uzgodniliśmy z Komitetem Audytu Spółki, że poinformujemy o zidentyfikowanych podczas badania
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:11.83pt; line-height:11.17pt;"): zniekształceniach jednostkowego sprawozdania finansowego o wartości większej niż 2 600 tys. zł , a
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:23.33pt; line-height:11.17pt;"): także zniekształceniach poniżej tej kwoty, jeżeli w naszej ocenie byłoby to uzasadnione ze względu na
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:34.82pt; line-height:11.17pt;"): czynniki jakościowe.
      • div (class="awdiv", style="left:70.9pt; top:633.29pt;")
        • div (style="left:0pt; top:0pt;")
    • div (class="awdiv awpage", style="width:595.3pt; height:841.9pt;")
      • div (class="awdiv", style="left:70.9pt; top:779.63pt; clip:rect(0pt,524.4pt,23.67pt,-70.9pt);")
        • span (class="awspan awtext001", style="font-size:8.5pt; left:448.77pt; top:0.28pt; line-height:9.5pt;"): 4
      • div (class="awdiv")
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      • div (class="awdiv", style="left:70.9pt; top:127.6pt;")
        • span (class="awspan awtext001", style="color:#d04a02; left:0pt; top:16.89pt; line-height:13.41pt;"): Kluczowe sprawy badania
        • div (class="awdiv", style="left:-1.45pt; top:12pt; width:456.4pt; height:0pt; border-top:solid 0.75pt #d04a02;")
        • div (class="awdiv", style="top:36.3pt;")
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:0.33pt; line-height:11.17pt;"): Kluczowe sprawy badania są to sprawy, które według naszego zawodowego osądu były najbardziej
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:11.83pt; line-height:11.17pt;"): znaczące podczas naszego badania jednostkowego sprawozdania finansowego za bieżący okres.
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:23.33pt; line-height:11.17pt;"): Obejmują one najbardziej znaczące ocenione rodzaje ryzyka istotnego zniekształcenia, w tym
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:34.82pt; line-height:11.17pt;"): ocenione rodzaje ryzyka istotnego zniekształcenia spowodowanego oszustwem. Do spraw tych
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:46.32pt; line-height:11.17pt;"): odnieśliśmy się w kontekście naszego badania jednostkowego sprawozdania finansowego jako
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:57.82pt; line-height:11.17pt;"): całości oraz przy formułowaniu naszej opinii. Nie wyrażamy osobnej opinii na temat tych spraw.
        • div (class="awdiv", style="top:151.29pt;")
          • div (class="awdiv", style="left:0.45pt; top:0.95pt; width:282.15pt; height:38.9pt; background-color:#d04a02; border:solid 0.1pt #d04a02;")
          • div (class="awdiv", style="clip:rect(1pt,282.75pt,41pt,0.5pt);")
            • div (class="awdiv", style="left:5pt; top:6pt;")
              • span (class="awspan awtext003", style="font-size:10pt; color:#ffffff; left:0pt; top:6.33pt; line-height:11.17pt;"): Kluczowa sprawa badania
          • div (class="awdiv", style="left:282.7pt; top:0.95pt; width:184.65pt; height:38.9pt; background-color:#d04a02; border:solid 0.1pt #d04a02;")
          • div (class="awdiv", style="left:282.75pt; clip:rect(1pt,184.75pt,41pt,0pt);")
            • div (class="awdiv", style="left:22.85pt; top:6pt;")
              • span (class="awspan awtext003", style="font-size:10pt; color:#ffffff; left:0pt; top:6.33pt; line-height:11.17pt;"): Jak nasze badanie odniosło się
              • span (class="awspan awtext003", style="font-size:10pt; color:#ffffff; left:0pt; top:17.83pt; line-height:11.17pt;"): do tej sprawy
          • div (class="awdiv", style="top:40pt;")
            • div (class="awdiv", style="clip:rect(0pt,282.75pt,420.47pt,0pt);")
              • div (class="awdiv", style="left:7pt; top:5pt;")
                • span (class="awspan awtext001", style="font-size:10pt; color:#d04a02; left:0pt; top:6.33pt; line-height:11.17pt;"): Niepewność szacunku rezerwy z tytułu odroczonego
                • span (class="awspan awtext001", style="font-size:10pt; color:#d04a02; left:0pt; top:17.83pt; line-height:11.17pt;"): podatku dochodowego od zysków zatrzymanych w
                • span (class="awspan awtext001", style="font-size:10pt; color:#d04a02; left:0pt; top:29.33pt; line-height:11.17pt;"): jednostkach zależnych
              • div (class="awdiv", style="left:7pt; top:69pt;")
                • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:0.33pt; line-height:11.17pt;"): Spółka korzysta ze zwolnienia dopuszczonego
                • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:11.83pt; line-height:11.17pt;"): Międzynarodowym Standardem Rachunkowości 12 Podatek
                • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:23.33pt; line-height:11.17pt;"): dochodowy (MSR 12) i nie tworzy rezerwy na podatek
                • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:34.82pt; line-height:11.17pt;"): odroczony od zysków zatrzymanych w części co do której
                • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:46.32pt; line-height:11.17pt;"): prawdopodobne jest, że różnice te nie odwrócą się (nie
                • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:57.82pt; line-height:11.17pt;"): staną się przychodami podatkowymi) w ustalonym
                • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:69.32pt; line-height:11.17pt;"): horyzoncie czasowym. Dotyczy to różnic przejściowych od
                • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:80.82pt; line-height:11.17pt;"): zysków zatrzymanych jednostek zależnych, co do których
                • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:92.32pt; line-height:11.17pt;"): Spółka posiada kontrolę nad terminami ich odwracania się w
                • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:103.82pt; line-height:11.17pt;"): dającej się przewidzieć przyszłości. Na potrzeby tego
                • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:115.32pt; line-height:11.17pt;"): oszacowania Spółka przyjęła 3 letni okres projekcji jako
                • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:126.82pt; line-height:11.17pt;"): spójny z okresem planowania finansowego, który stanowi
                • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:138.32pt; line-height:11.17pt;"): podstawę do przyjmowanych założeń. Na koniec okresu
                • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:149.81pt; line-height:11.17pt;"): sprawozdawczego Spółka dokonuje analizy zysków
                • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:161.31pt; line-height:11.17pt;"): zatrzymanych w jednostkach zależnych i tworzy rezerwę na
                • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:172.81pt; line-height:11.17pt;"): podatek odroczony w wysokości kwoty podatku
                • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:184.31pt; line-height:11.17pt;"): dochodowego przewidywanego do zapłaty w przyszłości na
                • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:195.81pt; line-height:11.17pt;"): bazie prognozowanych przepływów z umorzeń udziałów i
                • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:207.31pt; line-height:11.17pt;"): certyfikatów inwestycyjnych w jednostkach zależnych.
              • div (class="awdiv", style="left:7pt; top:293.48pt;")
                • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:0.33pt; line-height:11.17pt;"): Wartość Rezerwy z tytułu odroczonego podatku
                • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:11.83pt; line-height:11.17pt;"): dochodowego na 31 grudnia 2023 r. z tytułu zysków
                • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:23.33pt; line-height:11.17pt;"): zatrzymanych w jednostkach zależnych wyniosła 203 420
                • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:34.82pt; line-height:11.17pt;"): tys. zł. Łączna kwota różnic przejściowych stanowiących
                • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:46.32pt; line-height:11.17pt;"): podstawę nieujętej rezerwy z tytułu odroczonego podatku
                • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:57.82pt; line-height:11.17pt;"): dochodowego od zysków zatrzymanych na dzień 31 grudnia
                • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:69.32pt; line-height:11.17pt;"): 2023 r. wynosiła 3 727 864 tys. zł.
              • div (class="awdiv", style="left:7pt; top:379.97pt;")
                • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:0.33pt; line-height:11.17pt;"): Poziom tworzonej rezerwy z tytułu odroczonego podatku
                • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:11.83pt; line-height:11.17pt;"): dochodowego opiera się na założeniach Zarządu co do
                • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:23.33pt; line-height:11.17pt;"): przyszłych planów finansowych, a także okresu projekcji
            • div (class="awdiv", style="left:282.75pt; clip:rect(0pt,184.75pt,420.47pt,0.5pt);")
              • div (class="awdiv", style="left:22.85pt; top:5pt;")
                • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:6.33pt; line-height:11.17pt;"): W ramach naszego badania
                • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:17.83pt; line-height:11.17pt;"): oceniliśmy, czy zastosowane przez
                • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:29.33pt; line-height:11.17pt;"): Spółkę podejście księgowe jest
                • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:40.82pt; line-height:11.17pt;"): zgodne z MSR 12. Nasze
                • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:52.32pt; line-height:11.17pt;"): procedury badania nakierowane
                • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:63.82pt; line-height:11.17pt;"): były głównie na krytyczną ocenę
                • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:75.32pt; line-height:11.17pt;"): modelu i poszczególnych założeń
                • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:86.82pt; line-height:11.17pt;"): przyjętych przez Zarząd mających
                • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:98.32pt; line-height:11.17pt;"): istotny wpływ na poziom
                • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:109.82pt; line-height:11.17pt;"): szacowanej rezerwy z tytułu
                • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:121.32pt; line-height:11.17pt;"): odroczonego podatku
                • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:132.82pt; line-height:11.17pt;"): dochodowego. W szczególności
                • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:144.32pt; line-height:11.17pt;"): przeprowadziliśmy poniżej
                • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:155.81pt; line-height:11.17pt;"): wymienione procedury:
              • div (class="awdiv", style="left:22.85pt; top:171.99pt;")
                • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:6.33pt; line-height:11.17pt;"): - Ocena poprawności przyjętych
                • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:17.83pt; line-height:11.17pt;"): założeń i dokonanych szacunków
                • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:29.33pt; line-height:11.17pt;"): służących określeniu wartości
                • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:40.82pt; line-height:11.17pt;"): rezerwy;
              • div (class="awdiv", style="left:22.85pt; top:223.98pt;")
                • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:6.33pt; line-height:11.17pt;"): - Ocena przedstawionego modelu
                • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:17.83pt; line-height:11.17pt;"): kalkulacji wartości rezerwy pod
                • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:29.33pt; line-height:11.17pt;"): kątem matematycznej poprawności
                • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:40.82pt; line-height:11.17pt;"): oraz logicznej spójności;
              • div (class="awdiv", style="left:22.85pt; top:275.98pt;")
                • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:6.33pt; line-height:11.17pt;"): - Weryfikacja wsteczna realizacji
                • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:17.83pt; line-height:11.17pt;"): wcześniejszych założeń
                • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:29.33pt; line-height:11.17pt;"): dotyczących umorzeń udziałów i
                • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:40.82pt; line-height:11.17pt;"): certyfikatów;
              • div (class="awdiv", style="left:22.85pt; top:327.97pt;")
                • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:6.33pt; line-height:11.17pt;"): - Uzgodnienie danych wsadowych
                • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:17.83pt; line-height:11.17pt;"): użytych w kalkulacji do biznesplanu
                • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:29.33pt; line-height:11.17pt;"): i innych dokumentów źródłowych.
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                • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:6.33pt; line-height:11.17pt;"): Dodatkowo zweryfikowaliśmy
                • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:17.83pt; line-height:11.17pt;"): kompletność i adekwatność
                • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:29.33pt; line-height:11.17pt;"): ujawnień w jednostkowym
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            • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:0.33pt; line-height:11.17pt;"): przyjętego do kalkulacji prognozowanych przepływów, które
            • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:11.83pt; line-height:11.17pt;"): stanowią istotny element niepewności tego oszacowania. W
            • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:23.33pt; line-height:11.17pt;"): związku z tym, uznaliśmy szacowanie wysokości rezerwy z
            • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:34.82pt; line-height:11.17pt;"): tytułu odroczonego podatku dochodowego z tytułu zysków
            • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:46.32pt; line-height:11.17pt;"): zatrzymanych w jednostkach zależnych jako kluczową
            • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:57.82pt; line-height:11.17pt;"): sprawę badania.
          • div (class="awdiv", style="left:7pt; top:79.99pt;")
            • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:0.33pt; line-height:11.17pt;"): Noty: 2.4. Dokonane osądy i szacunki i 15. Podatek
            • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:11.83pt; line-height:11.17pt;"): odroczony, zawierają szczegółowe informacje na temat
            • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:23.33pt; line-height:11.17pt;"): zastosowanej polityki rachunkowości, przyjętych modelu i
            • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:34.82pt; line-height:11.17pt;"): założeń oraz wartości Rezerwy z tytułu odroczonego
            • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:46.32pt; line-height:11.17pt;"): podatku dochodowego.
        • div (class="awdiv", style="left:282.75pt; clip:rect(0pt,184.75pt,149.49pt,0.5pt);")
          • div (class="awdiv", style="left:22.85pt; top:5pt;")
            • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:0.33pt; line-height:11.17pt;"): sprawozdaniu finansowym zgodnie
            • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:11.83pt; line-height:11.17pt;"): z obowiązującymi Spółkę
            • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:23.33pt; line-height:11.17pt;"): standardami rachunkowości.
        • div (class="awdiv", style="left:282.25pt; top:0pt; width:0pt; height:148.49pt; border-left:solid 1pt #ffffff;")
        • div (class="awdiv", style="left:467.5pt; top:0pt; width:0pt; height:148.49pt; border-left:solid 1pt #ffffff;")
        • div (class="awdiv", style="top:148.49pt;")
          • div (style="left:0pt; top:0pt;")
        • div (class="awdiv", style="top:165.99pt;")
          • span (class="awspan awtext001", style="color:#d04a02; left:0pt; top:16.89pt; line-height:13.41pt;"): Odpowiedzialność Zarządu i Rady Nadzorczej za jednostkowe sprawozdanie
          • span (class="awspan awtext001", style="color:#d04a02; left:0pt; top:30.69pt; line-height:13.41pt;"): finansowe
        • div (class="awdiv", style="left:-1.45pt; top:177.99pt; width:456.4pt; height:0pt; border-top:solid 0.75pt #d04a02;")
      • div (class="awdiv", style="left:70.9pt; top:343.69pt;")
        • div (style="left:0pt; top:0pt;")
        • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:0.33pt; line-height:11.17pt;"): Zarząd Spółki jest odpowiedzialny za sporządzenie, na podstawie prawidłowo prowadzonych ksiąg
        • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:11.83pt; line-height:11.17pt;"): rachunkowych, rocznego jednostkowego sprawozdania finansowego, które przedstawia rzetelny i
        • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:23.33pt; line-height:11.17pt;"): jasny obraz sytuacji majątkowej i finansowej i wyniku finansowego Spółki zgodnie z
        • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:34.82pt; line-height:11.17pt;"): Międzynarodowymi Standardami Sprawozdawczości Finansowej zatwierdzonymi przez Unię
        • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:46.32pt; line-height:11.17pt;"): Europejską, przyjętymi zasadami (polityką) rachunkowości oraz z obowiązującymi Spółkę przepisami
        • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:57.82pt; line-height:11.17pt;"): prawa i statutem, a także za kontrolę wewnętrzną, którą Zarząd Spółki uważa za niezbędną, aby
        • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:69.32pt; line-height:11.17pt;"): umożliwić sporządzenie jednostkowego sprawozdania finansowego niezawierającego istotnego
        • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:80.82pt; line-height:11.17pt;"): zniekształcenia spowodowanego oszustwem lub błędem.
        • div (class="awdiv", style="top:97.99pt;")
          • div (style="left:0pt; top:0pt;")
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:0.33pt; line-height:11.17pt;"): Sporządzając jednostkowe sprawozdanie finansowe Zarząd Spółki jest odpowiedzialny za ocenę
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:11.83pt; line-height:11.17pt;"): zdolności Spółki do kontynuowania działalności, ujawnienie, jeżeli ma to zastosowanie, spraw
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:23.33pt; line-height:11.17pt;"): związanych z kontynuacją działalności oraz za przyjęcie zasady kontynuacji działalności jako
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:34.82pt; line-height:11.17pt;"): podstawy rachunkowości, z wyjątkiem sytuacji kiedy Zarząd Spółki albo zamierza dokonać likwidacji
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:46.32pt; line-height:11.17pt;"): Spółki, albo zaniechać prowadzenia działalności albo nie ma żadnej realnej alternatywy dla likwidacji
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:57.82pt; line-height:11.17pt;"): lub zaniechania działalności.
        • div (class="awdiv", style="top:172.99pt;")
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:0.33pt; line-height:11.17pt;"): Zarząd Spółki oraz członkowie Rady Nadzorczej są zobowiązani do zapewnienia, aby jednostkowe
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:11.83pt; line-height:11.17pt;"): sprawozdanie finansowe spełniało wymagania przewidziane w Ustawie o rachunkowości. Członkowie
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:23.33pt; line-height:11.17pt;"): Rady Nadzorczej są odpowiedzialni za nadzorowanie procesu sprawozdawczości finansowej.
      • div (class="awdiv", style="left:70.9pt; top:557.17pt;")
        • div (style="left:0pt; top:0pt;")
        • span (class="awspan awtext001", style="color:#d04a02; left:0pt; top:10.89pt; line-height:13.41pt;"): Odpowiedzialność biegłego rewidenta za badanie jednostkowego sprawozdania
        • span (class="awspan awtext001", style="color:#d04a02; left:0pt; top:24.69pt; line-height:13.41pt;"): finansowego
        • div (class="awdiv", style="left:-1.45pt; top:6pt; width:456.4pt; height:0pt; border-top:solid 0.75pt #d04a02;")
      • div (class="awdiv", style="left:70.9pt; top:601.27pt;")
        • div (style="left:0pt; top:0pt;")
        • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:0.33pt; line-height:11.17pt;"): Naszymi celami są uzyskanie racjonalnej pewności czy jednostkowe sprawozdanie finansowe jako
        • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:11.83pt; line-height:11.17pt;"): całość nie zawiera istotnego zniekształcenia spowodowanego oszustwem lub błędem oraz wydanie
        • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:23.33pt; line-height:11.17pt;"): sprawozdania z badania zawierającego naszą opinię. Racjonalna pewność jest wysokim poziomem
        • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:34.82pt; line-height:11.17pt;"): pewności, ale nie gwarantuje, że badanie przeprowadzone zgodnie z KSB zawsze wykryje istniejące
        • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:46.32pt; line-height:11.17pt;"): istotne zniekształcenie. Zniekształcenia mogą powstawać na skutek oszustwa lub błędu i są uważane
        • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:57.82pt; line-height:11.17pt;"): za istotne, jeżeli można racjonalnie oczekiwać, że pojedynczo lub łącznie mogłyby wpłynąć na decyzje
        • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:69.32pt; line-height:11.17pt;"): ekonomiczne użytkowników podjęte na podstawie jednostkowego sprawozdania finansowego.
        • div (class="awdiv", style="top:86.49pt;")
          • div (style="left:0pt; top:0pt;")
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:0.33pt; line-height:11.17pt;"): Zakres badania nie obejmuje zapewnienia co do przyszłej rentowności Spółki ani efektywności lub
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:11.83pt; line-height:11.17pt;"): skuteczności prowadzenia jej spraw przez Zarząd Spółki obecnie lub w przyszłości.
        • div (class="awdiv", style="left:17.85pt; top:115.49pt;")
          • div (style="left:0pt; top:0pt;")
    • div (class="awdiv awpage", style="width:595.3pt; height:841.9pt;")
      • div (class="awdiv", style="left:70.9pt; top:779.63pt; clip:rect(0pt,524.4pt,23.67pt,-70.9pt);")
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        • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:0.33pt; line-height:11.17pt;"): Podczas badania zgodnego z KSB stosujemy zawodowy osąd i zachowujemy zawodowy sceptycyzm,
        • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:11.83pt; line-height:11.17pt;"): a także:
        • div (class="awdiv", style="left:-0.15pt; top:29pt;")
          • div (style="left:0pt; top:0pt;")
          • span (class="awspan awtext001", style="font-size:10pt; color:#d04a02; left:0pt; top:0.33pt; line-height:11.17pt;"): •
          • span (class="awspan awtext001", style="font-size:10pt; left:18pt; top:0.33pt; line-height:11.17pt;"): identyfikujemy i szacujemy ryzyka istotnego zniekształcenia jednostkowego sprawozdania
          • span (class="awspan awtext001", style="font-size:10pt; left:18pt; top:11.83pt; line-height:11.17pt;"): finansowego spowodowanego oszustwem lub błędem, projektujemy i przeprowadzamy procedury
          • span (class="awspan awtext001", style="font-size:10pt; left:18pt; top:23.33pt; line-height:11.17pt;"): badania odpowiadające tym ryzykom i uzyskujemy dowody badania, które są wystarczające
          • span (class="awspan awtext001", style="font-size:10pt; left:18pt; top:34.82pt; line-height:11.17pt;"): i odpowiednie, aby stanowić podstawę dla naszej opinii. Ryzyko niewykrycia istotnego
          • span (class="awspan awtext001", style="font-size:10pt; left:18pt; top:46.32pt; line-height:11.17pt;"): zniekształcenia wynikającego z oszustwa jest większe niż tego wynikającego z błędu, ponieważ
          • span (class="awspan awtext001", style="font-size:10pt; left:18pt; top:57.82pt; line-height:11.17pt;"): oszustwo może dotyczyć zmowy, fałszerstwa, celowych pominięć, wprowadzenia w błąd lub
          • span (class="awspan awtext001", style="font-size:10pt; left:18pt; top:69.32pt; line-height:11.17pt;"): obejścia kontroli wewnętrznej;
        • div (class="awdiv", style="left:-0.15pt; top:115.49pt;")
          • div (style="left:0pt; top:0pt;")
          • span (class="awspan awtext001", style="font-size:10pt; color:#d04a02; left:0pt; top:0.33pt; line-height:11.17pt;"): •
          • span (class="awspan awtext001", style="font-size:10pt; left:18pt; top:0.33pt; line-height:11.17pt;"): uzyskujemy zrozumienie kontroli wewnętrznej stosownej dla badania w celu zaprojektowania
          • span (class="awspan awtext001", style="font-size:10pt; left:18pt; top:11.83pt; line-height:11.17pt;"): procedur badania, które są odpowiednie w danych okolicznościach, ale nie w celu wyrażenia
          • span (class="awspan awtext001", style="font-size:10pt; left:18pt; top:23.33pt; line-height:11.17pt;"): opinii na temat skuteczności kontroli wewnętrznej Spółki;
        • div (class="awdiv", style="left:-0.15pt; top:155.99pt;")
          • div (style="left:0pt; top:0pt;")
          • span (class="awspan awtext001", style="font-size:10pt; color:#d04a02; left:0pt; top:0.33pt; line-height:11.17pt;"): •
          • span (class="awspan awtext001", style="font-size:10pt; left:18pt; top:0.33pt; line-height:11.17pt;"): oceniamy odpowiedniość zastosowanych zasad (polityki) rachunkowości oraz zasadność
          • span (class="awspan awtext001", style="font-size:10pt; left:18pt; top:11.83pt; line-height:11.17pt;"): szacunków księgowych oraz powiązanych ujawnień dokonanych przez Zarząd Spółki;
        • div (class="awdiv", style="left:-0.15pt; top:184.99pt;")
          • div (style="left:0pt; top:0pt;")
          • span (class="awspan awtext001", style="font-size:10pt; color:#d04a02; left:0pt; top:0.33pt; line-height:11.17pt;"): •
          • span (class="awspan awtext001", style="font-size:10pt; left:18pt; top:0.33pt; line-height:11.17pt;"): wyciągamy wniosek na temat odpowiedniości zastosowania przez Zarząd Spółki zasady
          • span (class="awspan awtext001", style="font-size:10pt; left:18pt; top:11.83pt; line-height:11.17pt;"): kontynuacji działalności jako podstawy rachunkowości oraz, na podstawie uzyskanych dowodów
          • span (class="awspan awtext001", style="font-size:10pt; left:18pt; top:23.33pt; line-height:11.17pt;"): badania, czy istnieje istotna niepewność związana ze zdarzeniami lub warunkami, które mogą
          • span (class="awspan awtext001", style="font-size:10pt; left:18pt; top:34.82pt; line-height:11.17pt;"): poddawać w znaczącą wątpliwość zdolność Spółki do kontynuacji działalności. Jeżeli dochodzimy
          • span (class="awspan awtext001", style="font-size:10pt; left:18pt; top:46.32pt; line-height:11.17pt;"): do wniosku, że istnieje istotna niepewność, wymagane jest od nas zwrócenie uwagi w
          • span (class="awspan awtext001", style="font-size:10pt; left:18pt; top:57.82pt; line-height:11.17pt;"): sprawozdaniu biegłego rewidenta na powiązane ujawnienia w jednostkowym sprawozdaniu
          • span (class="awspan awtext001", style="font-size:10pt; left:18pt; top:69.32pt; line-height:11.17pt;"): finansowym lub, jeżeli takie ujawnienia są nieadekwatne, modyfikujemy naszą opinię. Nasze
          • span (class="awspan awtext001", style="font-size:10pt; left:18pt; top:80.82pt; line-height:11.17pt;"): wnioski są oparte na dowodach badania uzyskanych do dnia sporządzenia sprawozdania
          • span (class="awspan awtext001", style="font-size:10pt; left:18pt; top:92.32pt; line-height:11.17pt;"): biegłego rewidenta, jednakże przyszłe zdarzenia lub warunki mogą spowodować, że Spółka
          • span (class="awspan awtext001", style="font-size:10pt; left:18pt; top:103.82pt; line-height:11.17pt;"): zaprzestanie kontynuacji działalności;
        • div (class="awdiv", style="left:-0.15pt; top:305.98pt;")
          • div (style="left:0pt; top:0pt;")
          • span (class="awspan awtext001", style="font-size:10pt; color:#d04a02; left:0pt; top:0.33pt; line-height:11.17pt;"): •
          • span (class="awspan awtext001", style="font-size:10pt; left:18pt; top:0.33pt; line-height:11.17pt;"): oceniamy ogólną prezentację, strukturę i zawartość jednostkowego sprawozdania finansowego, w
          • span (class="awspan awtext001", style="font-size:10pt; left:18pt; top:11.83pt; line-height:11.17pt;"): tym ujawnienia, oraz czy jednostkowe sprawozdanie finansowe przedstawia będące ich podstawą
          • span (class="awspan awtext001", style="font-size:10pt; left:18pt; top:23.33pt; line-height:11.17pt;"): transakcje i zdarzenia w sposób zapewniający rzetelną prezentację.
        • div (class="awdiv", style="top:346.47pt;")
          • div (style="left:0pt; top:0pt;")
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:0.33pt; line-height:11.17pt;"): Komunikujemy się z Komitetem Audytu odnośnie, między innymi, do planowanego zakresu i czasu
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:11.83pt; line-height:11.17pt;"): przeprowadzenia badania oraz znaczących ustaleń badania, w tym wszelkich znaczących słabości
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:23.33pt; line-height:11.17pt;"): kontroli wewnętrznej, które zidentyfikujemy podczas badania.
        • div (class="awdiv", style="top:386.97pt;")
          • div (style="left:0pt; top:0pt;")
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:0.33pt; line-height:11.17pt;"): Składamy Komitetowi Audytu oświadczenie, że przestrzegaliśmy stosownych wymogów etycznych
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:11.83pt; line-height:11.17pt;"): dotyczących niezależności oraz komunikujemy wszystkie powiązania i inne sprawy, które mogłyby być
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:23.33pt; line-height:11.17pt;"): racjonalnie uznane za stanowiące zagrożenie dla naszej niezależności, a tam gdzie ma to
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:34.82pt; line-height:11.17pt;"): zastosowanie, informujemy o działaniach podjętych w celu wyeliminowania tych zagrożeń oraz
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:46.32pt; line-height:11.17pt;"): zastosowanych zabezpieczeniach.
        • div (class="awdiv", style="top:450.47pt;")
          • div (style="left:0pt; top:0pt;")
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:0.33pt; line-height:11.17pt;"): Spośród spraw komunikowanych Komitetowi Audytu ustaliliśmy te sprawy, które były najbardziej
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:11.83pt; line-height:11.17pt;"): znaczące podczas badania jednostkowego sprawozdania finansowego za bieżący okres i dlatego
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:23.33pt; line-height:11.17pt;"): uznaliśmy je za kluczowe sprawy badania. Opisujemy te sprawy w naszym sprawozdaniu biegłego
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:34.82pt; line-height:11.17pt;"): rewidenta, chyba że przepisy prawa lub regulacje zabraniają publicznego ujawnienia na ich temat lub
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:46.32pt; line-height:11.17pt;"): gdy, w wyjątkowych okolicznościach, ustalimy, że kwestia nie powinna być komunikowana w naszym
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:57.82pt; line-height:11.17pt;"): sprawozdaniu, ponieważ można byłoby racjonalnie oczekiwać, że negatywne konsekwencje
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:69.32pt; line-height:11.17pt;"): przeważyłyby korzyści dla interesu publicznego takiego ujawnienia.
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        • div (class="awdiv", style="left:17.85pt;")
          • div (style="left:0pt; top:0pt;")
    • div (class="awdiv awpage", style="width:595.3pt; height:841.9pt;")
      • div (class="awdiv", style="left:70.9pt; top:779.63pt; clip:rect(0pt,524.4pt,23.67pt,-70.9pt);")
        • span (class="awspan awtext001", style="font-size:8.5pt; left:448.77pt; top:0.28pt; line-height:9.5pt;"): 7
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        • span (class="awspan awtext001", style="color:#d04a02; left:0pt; top:4.89pt; line-height:13.41pt;"): Inne informacje, w tym sprawozdanie z działalności
        • div (class="awdiv", style="left:-1.45pt; top:0pt; width:456.4pt; height:0pt; border-top:solid 0.75pt #d04a02;")
      • div (class="awdiv", style="left:70.9pt; top:177.4pt;")
        • div (style="left:0pt; top:0pt;")
        • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:0.33pt; line-height:11.17pt;"): Inne informacje
        • div (class="awdiv", style="top:17.5pt;")
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:0.33pt; line-height:11.17pt;"): Na inne informacje składają się:
        • div (class="awdiv", style="left:-0.15pt; top:35pt;")
          • span (class="awspan awtext001", style="font-size:10pt; color:#d04a02; left:0pt; top:0.33pt; line-height:11.17pt;"): •
          • span (class="awspan awtext001", style="font-size:10pt; left:18pt; top:0.33pt; line-height:11.17pt;"): sprawozdanie Zarządu Kruk S.A. z działalności operacyjnej Grupy Kapitałowej Kruk i Kruk S.A. za
          • span (class="awspan awtext001", style="font-size:10pt; left:18pt; top:11.83pt; line-height:11.17pt;"): rok obrotowy zakończony 31 grudnia 2023 r. („Sprawozdanie z działalności”) wraz z
          • span (class="awspan awtext001", style="font-size:10pt; left:18pt; top:23.33pt; line-height:11.17pt;"): oświadczeniem o stosowaniu ładu korporacyjnego i oświadczeniem na temat informacji
          • span (class="awspan awtext001", style="font-size:10pt; left:18pt; top:34.82pt; line-height:11.17pt;"): niefinansowych, o którym mowa w art. 49b ust. 1 Ustawy o rachunkowości, które są
          • span (class="awspan awtext001", style="font-size:10pt; left:18pt; top:46.32pt; line-height:11.17pt;"): wyodrębnionymi częściami tego Sprawozdania z działalności,
        • div (class="awdiv", style="left:-0.15pt; top:98.49pt;")
          • span (class="awspan awtext001", style="font-size:10pt; color:#d04a02; left:0pt; top:0.33pt; line-height:11.17pt;"): •
          • span (class="awspan awtext001", style="font-size:10pt; left:18pt; top:0.33pt; line-height:11.17pt;"): inne dokumenty składające się na Raport Roczny za rok obrotowy zakończony 31 grudnia 2023 r.
          • span (class="awspan awtext001", style="font-size:10pt; left:18pt; top:11.83pt; line-height:11.17pt;"): („Raport roczny”),
        • div (class="awdiv", style="top:127.49pt;")
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:0.33pt; line-height:11.17pt;"): (razem „Inne informacje”). Inne informacje nie obejmują jednostkowego sprawozdania finansowego i
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:11.83pt; line-height:11.17pt;"): sprawozdania biegłego rewidenta na jego temat.
        • div (class="awdiv", style="top:156.49pt;")
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:0.33pt; line-height:11.17pt;"): Raport roczny Spółki uzyskaliśmy przed datą niniejszego sprawozdania z badania, za wyjątkiem
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:11.83pt; line-height:11.17pt;"): Oświadczeń Rady Nadzorczej:
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          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:0.33pt; line-height:11.17pt;"): a)
          • span (class="awspan awtext001", style="font-size:10pt; left:18pt; top:0.33pt; line-height:11.17pt;"): w zakresie powołania, składu i funkcjonowania komitetu audytu, o którym mowa w art. 70 ust
          • span (class="awspan awtext001", style="font-size:10pt; left:18pt; top:11.83pt; line-height:11.17pt;"): 1 pkt 8 Rozporządzenia Ministra Finansów z dnia 29 marca 2018 r. w sprawie informacji
          • span (class="awspan awtext001", style="font-size:10pt; left:18pt; top:23.33pt; line-height:11.17pt;"): bieżących i okresowych przekazywanych przez emitentów papierów wartościowych oraz
          • span (class="awspan awtext001", style="font-size:10pt; left:18pt; top:34.82pt; line-height:11.17pt;"): warunków uznawania za równoważne informacji wymaganych przepisami prawa państwa
          • span (class="awspan awtext001", style="font-size:10pt; left:18pt; top:46.32pt; line-height:11.17pt;"): niebędącego państwem członkowskim („Rozporządzenie o informacjach bieżących”) oraz
        • div (class="awdiv", style="left:18pt; top:242.98pt;")
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:0.33pt; line-height:11.17pt;"): b)
          • span (class="awspan awtext001", style="font-size:10pt; left:18pt; top:0.33pt; line-height:11.17pt;"): w zakresie oceny wraz z uzasadnieniem, dotyczącej sprawozdania z działalności emitenta i
          • span (class="awspan awtext001", style="font-size:10pt; left:18pt; top:11.83pt; line-height:11.17pt;"): sprawozdania finansowego w zakresie ich zgodności z księgami, dokumentami oraz ze
          • span (class="awspan awtext001", style="font-size:10pt; left:18pt; top:23.33pt; line-height:11.17pt;"): stanem faktycznym o którym mowa w art 70 ust. 1 pkt 14 Rozporządzenia o informacjach
          • span (class="awspan awtext001", style="font-size:10pt; left:18pt; top:34.82pt; line-height:11.17pt;"): bieżących,
          • span (class="awspan awtext001", style="font-size:10pt; left:68.02pt; top:34.82pt; line-height:11.17pt;"): które będą dostępne po tej dacie.
        • div (class="awdiv", style="top:294.98pt;")
          • div (style="left:0pt; top:0pt;")
          • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:0.33pt; line-height:11.17pt;"): Odpowiedzialność Zarządu i Rady Nadzorczej
        • div (class="awdiv", style="top:312.48pt;")
          • div (style="left:0pt; top:0pt;")
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:0.33pt; line-height:11.17pt;"): Zarząd Spółki jest odpowiedzialny za sporządzenie Innych informacji zgodnie z przepisami prawa.
        • div (class="awdiv", style="top:329.98pt;")
          • div (style="left:0pt; top:0pt;")
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:0.33pt; line-height:11.17pt;"): Zarząd Spółki oraz członkowie Rady Nadzorczej są zobowiązani do zapewnienia, aby Sprawozdanie z
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:11.83pt; line-height:11.17pt;"): działalności wraz z wyodrębnionymi częściami spełniało wymagania przewidziane w Ustawie o
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:23.33pt; line-height:11.17pt;"): rachunkowości.
        • div (class="awdiv", style="top:370.47pt;")
          • div (style="left:0pt; top:0pt;")
          • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:0.33pt; line-height:11.17pt;"): Odpowiedzialność biegłego rewidenta
        • div (class="awdiv", style="top:387.97pt;")
          • div (style="left:0pt; top:0pt;")
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:0.33pt; line-height:11.17pt;"): Nasza opinia z badania jednostkowego sprawozdania finansowego nie obejmuje Innych informacji.
        • div (class="awdiv", style="top:405.47pt;")
          • div (style="left:0pt; top:0pt;")
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:0.33pt; line-height:11.17pt;"): W związku z badaniem jednostkowego sprawozdania finansowego naszym obowiązkiem wynikającym
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:11.83pt; line-height:11.17pt;"): z KSB jest przeczytanie Innych informacji, i czyniąc to, rozważenie czy są one istotnie niespójne z
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:23.33pt; line-height:11.17pt;"): jednostkowym sprawozdaniem finansowym , z naszą wiedzą uzyskaną w trakcie badania lub w inny
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:34.82pt; line-height:11.17pt;"): sposób wydają się być istotnie zniekształcone. Jeżeli, na podstawie wykonanej pracy stwierdzimy
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:46.32pt; line-height:11.17pt;"): istotne zniekształcenie Innych informacji, jesteśmy zobowiązani poinformować o tym w naszym
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:57.82pt; line-height:11.17pt;"): sprawozdaniu z badania. Naszym obowiązkiem zgodnie z wymogami Ustawy o biegłych rewidentach
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:69.32pt; line-height:11.17pt;"): jest również wydanie opinii, czy Sprawozdanie z działalności zostało sporządzone zgodnie z
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:80.82pt; line-height:11.17pt;"): przepisami oraz czy jest zgodne z informacjami zawartymi w rocznym jednostkowym sprawozdaniu
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:92.32pt; line-height:11.17pt;"): finansowym.
        • div (class="awdiv", style="top:514.96pt;")
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:0.33pt; line-height:11.17pt;"): Ponadto jesteśmy zobowiązani do wydania opinii, czy Spółka w oświadczeniu o stosowaniu ładu
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:11.83pt; line-height:11.17pt;"): korporacyjnego zawarła wymagane informacje oraz do poinformowania czy Spółka sporządziła
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:23.33pt; line-height:11.17pt;"): oświadczenie na temat informacji niefinansowych.
    • div (class="awdiv awpage", style="width:595.3pt; height:841.9pt;")
      • div (class="awdiv", style="left:70.9pt; top:779.63pt; clip:rect(0pt,524.4pt,23.67pt,-70.9pt);")
        • span (class="awspan awtext001", style="font-size:8.5pt; left:448.77pt; top:0.28pt; line-height:9.5pt;"): 8
      • div (class="awdiv")
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        • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:0.33pt; line-height:11.17pt;"): Oświadczenie na temat Innych informacji
        • div (class="awdiv", style="top:17.5pt;")
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:0.33pt; line-height:11.17pt;"): Oświadczamy, że w świetle wiedzy o Spółce i jej otoczeniu uzyskanej podczas naszego badania nie
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:11.83pt; line-height:11.17pt;"): stwierdziliśmy w Sprawozdaniu z działalności oraz pozostałych Innych informacjach istotnych
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:23.33pt; line-height:11.17pt;"): zniekształceń.
        • div (class="awdiv", style="top:58pt;")
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:0.33pt; line-height:11.17pt;"): W przypadku, kiedy stwierdzimy istotne zniekształcenie w Oświadczeniach Rady Nadzorczej:
        • div (class="awdiv", style="left:18pt; top:75.5pt;")
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:0.33pt; line-height:11.17pt;"): a)
          • span (class="awspan awtext001", style="font-size:10pt; left:18pt; top:0.33pt; line-height:11.17pt;"): w zakresie powołania, składu i funkcjonowania komitetu audytu, o którym mowa w art. 70 ust.
          • span (class="awspan awtext001", style="font-size:10pt; left:18pt; top:11.83pt; line-height:11.17pt;"): 1 pkt 8 Rozporządzenia o informacjach bieżących oraz
        • div (class="awdiv", style="left:18pt; top:98.49pt;")
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:0.33pt; line-height:11.17pt;"): b)
          • span (class="awspan awtext001", style="font-size:10pt; left:18pt; top:0.33pt; line-height:11.17pt;"): w zakresie oceny wraz z uzasadnieniem, dotyczącej sprawozdania z działalności emitenta i
          • span (class="awspan awtext001", style="font-size:10pt; left:18pt; top:11.83pt; line-height:11.17pt;"): sprawozdania finansowego w zakresie ich zgodności z księgami, dokumentami oraz stanem
          • span (class="awspan awtext001", style="font-size:10pt; left:18pt; top:23.33pt; line-height:11.17pt;"): faktycznym o którym mowa w art. 70 ust. 1 pkt 14 Rozporządzenia o informacjach bieżących
          • span (class="awspan awtext001", style="font-size:10pt; left:427.06pt; top:23.33pt; line-height:11.17pt;")
          • span (class="awspan awtext001", style="font-size:10pt; left:18pt; top:34.82pt; line-height:11.17pt;"): jesteśmy zobowiązani poinformować o tym Radę Nadzorczą Spółki.
        • div (class="awdiv", style="top:150.49pt;")
          • div (style="left:0pt; top:0pt;")
          • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:0.33pt; line-height:11.17pt;"): Opinia o Sprawozdaniu z działalności
        • div (class="awdiv", style="top:167.99pt;")
          • div (style="left:0pt; top:0pt;")
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:0.33pt; line-height:11.17pt;"): Na podstawie wykonanej pracy w trakcie badania, naszym zdaniem, Sprawozdanie z działalności:
        • div (class="awdiv", style="left:-0.15pt; top:185.49pt;")
          • div (style="left:0pt; top:0pt;")
          • span (class="awspan awtext001", style="font-size:10pt; color:#d04a02; left:0pt; top:0.33pt; line-height:11.17pt;"): •
          • span (class="awspan awtext001", style="font-size:10pt; left:18pt; top:0.33pt; line-height:11.17pt;"): zostało sporządzone zgodnie z wymogami art. 49 Ustawy o rachunkowości oraz paragrafu 70
          • span (class="awspan awtext001", style="font-size:10pt; left:18pt; top:11.83pt; line-height:11.17pt;"): Rozporządzenia o informacjach bieżących;
        • div (class="awdiv", style="left:-0.15pt; top:214.49pt;")
          • div (style="left:0pt; top:0pt;")
          • span (class="awspan awtext001", style="font-size:10pt; color:#d04a02; left:0pt; top:0.33pt; line-height:11.17pt;"): •
          • span (class="awspan awtext001", style="font-size:10pt; left:18pt; top:0.33pt; line-height:11.17pt;"): jest zgodne z informacjami zawartymi w jednostkowym sprawozdaniu finansowym Spółki.
        • div (class="awdiv", style="top:231.98pt;")
          • div (style="left:0pt; top:0pt;")
          • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:0.33pt; line-height:11.17pt;"): Opinia o oświadczeniu o stosowaniu ładu korporacyjnego
        • div (class="awdiv", style="top:249.48pt;")
          • div (style="left:0pt; top:0pt;")
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:0.33pt; line-height:11.17pt;"): Naszym zdaniem w oświadczeniu o stosowaniu ładu korporacyjnego Spółka zawarła informacje
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:11.83pt; line-height:11.17pt;"): określone w paragrafie 70 ust. 6 punkt 5 Rozporządzenia o informacjach bieżących. Ponadto, naszym
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:23.33pt; line-height:11.17pt;"): zdaniem, informacje wskazane w paragrafie 70 ust. 6 punkt 5 lit. c-f, h oraz i tego Rozporządzenia
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:34.82pt; line-height:11.17pt;"): zawarte w oświadczeniu o stosowaniu ładu korporacyjnego są zgodne z mającymi zastosowanie
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:46.32pt; line-height:11.17pt;"): przepisami oraz informacjami zawartymi w jednostkowym sprawozdaniu finansowym Spółki.
        • div (class="awdiv", style="top:312.98pt;")
          • div (style="left:0pt; top:0pt;")
          • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:0.33pt; line-height:11.17pt;"): Informacja na temat informacji niefinansowych
        • div (class="awdiv", style="top:330.48pt;")
          • div (style="left:0pt; top:0pt;")
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:0.33pt; line-height:11.17pt;"): Zgodnie z wymogami Ustawy o biegłych rewidentach potwierdzamy, że Spółka sporządziła
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:11.83pt; line-height:11.17pt;"): oświadczenie na temat informacji niefinansowych, o którym mowa w art. 49b ust. 1 Ustawy o
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:23.33pt; line-height:11.17pt;"): rachunkowości jako wyodrębnioną część Sprawozdania z działalności.
        • div (class="awdiv", style="top:370.97pt;")
          • div (style="left:0pt; top:0pt;")
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:0.33pt; line-height:11.17pt;"): Nie wykonaliśmy żadnych prac atestacyjnych dotyczących oświadczenia na temat informacji
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:11.83pt; line-height:11.17pt;"): niefinansowych i nie wyrażamy jakiegokolwiek zapewnienia na jego temat.
        • div (class="awdiv", style="top:399.97pt;")
          • div (style="left:0pt; top:0pt;")
          • span (class="awspan awtext003", style="color:#d04a02; left:0pt; top:10.89pt; line-height:13.41pt;"): Sprawozdanie na temat innych wymogów prawa i regulacji
        • div (class="awdiv", style="left:-1.45pt; top:405.97pt; width:456.4pt; height:0pt; border-top:solid 0.75pt #d04a02;")
      • div (class="awdiv", style="left:70.9pt; top:581.14pt;")
        • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:0.33pt; line-height:11.17pt;"): Oświadczenie na temat świadczenia usług niebędących badaniem sprawozdania finansowego
        • div (class="awdiv", style="top:11.5pt;")
          • div (style="left:0pt; top:0pt;")
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:6.33pt; line-height:11.17pt;"): Zgodnie z naszą najlepszą wiedzą i przekonaniem oświadczamy, że usługi niebędące badaniem
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:17.83pt; line-height:11.17pt;"): sprawozdań finansowych, które świadczyliśmy na rzecz Spółki i jednostek przez nią kontrolowanych w
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:29.33pt; line-height:11.17pt;"): ramach Unii Europejskiej są zgodne z prawem i przepisami obowiązującymi w Polsce oraz, że nie
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:40.82pt; line-height:11.17pt;"): świadczyliśmy usług niebędących badaniem, które są zakazane na mocy art. 5 ust.1 Rozporządzenia
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:52.32pt; line-height:11.17pt;"): UE oraz art.136 Ustawy o biegłych rewidentach.
        • div (class="awdiv", style="top:80.99pt;")
          • div (style="left:0pt; top:0pt;")
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:0.33pt; line-height:11.17pt;"): Usługi niebędące badaniem sprawozdań finansowych, które świadczyliśmy na rzecz Spółki i jednostek
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:11.83pt; line-height:11.17pt;"): przez nią kontrolowanych w ramach Unii Europejskiej w badanym okresie zostały wymienione w
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:23.33pt; line-height:11.17pt;"): Sprawozdaniu z działalności.
          • div (style="left:131.18pt; top:23pt;")
    • div (class="awdiv awpage", style="width:595.3pt; height:841.9pt;")
      • div (class="awdiv", style="left:70.9pt; top:779.63pt; clip:rect(0pt,524.4pt,23.67pt,-70.9pt);")
        • span (class="awspan awtext001", style="font-size:8.5pt; left:448.77pt; top:0.28pt; line-height:9.5pt;"): 9
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        • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:0.33pt; line-height:11.17pt;"): Wybór firmy audytorskiej
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          • div (style="left:0pt; top:0pt;")
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:0.33pt; line-height:11.17pt;"): Zostaliśmy wybrani po raz pierwszy do badania rocznego jednostkowego sprawozdania finansowego
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:11.83pt; line-height:11.17pt;"): Spółki uchwałą Rady Nadzorczej Walnego Zgromadzenia z dnia 18 listopada 2021 r. Jednostkowe
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:23.33pt; line-height:11.17pt;"): sprawozdanie finansowe Spółki badamy nieprzerwanie począwszy od roku obrotowego zakończonego
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:34.82pt; line-height:11.17pt;"): 31 grudnia 2022 r., to jest przez 2 kolejne lata.
        • div (class="awdiv", style="top:69.5pt;")
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:0.33pt; line-height:11.17pt;"): Kluczowym biegłym rewidentem odpowiedzialnym za badanie w imieniu PricewaterhouseCoopers
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:11.83pt; line-height:11.17pt;"): Polska spółka z ograniczoną odpowiedzialnością Audyt sp.k., spółki wpisanej na listę firm
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:23.33pt; line-height:11.17pt;"): audytorskich pod numerem 144, którego rezultatem jest niniejsze sprawozdanie niezależnego
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:34.82pt; line-height:11.17pt;"): biegłego rewidenta, jest Agnieszka Accordi.
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          • div (style="left:0pt; top:0pt;")
        • div (class="awdiv", style="top:237.98pt;")
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:0.33pt; line-height:11.17pt;"): Agnieszka Accordi
        • div (class="awdiv", style="top:249.48pt;")
          • div (style="left:0pt; top:0pt;")
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:0.33pt; line-height:11.17pt;"): Kluczowy Biegły Rewident
        • div (class="awdiv", style="top:260.98pt;")
          • div (style="left:0pt; top:0pt;")
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:0.33pt; line-height:11.17pt;"): Numer w rejestrze: 11665
        • div (class="awdiv", style="top:283.98pt;")
          • div (style="left:0pt; top:0pt;")
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:0.33pt; line-height:11.17pt;"): Warszawa, 27 marca 2024 r.