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					<span class="awspan awtext001" style="font-size:7pt; left:0pt; top:0.23pt;">PricewaterhouseCoopers Polska spółka z ograniczoną odpowiedzialnością Audyt sp.k., ul. Polna 11, 00-633 Warszawa, Polska, T: +48 (22) 746 4000, F: </span>
					<span class="awspan awtext001" style="font-size:7pt; left:0pt; top:8.28pt;">+48 (22) 742 4040, www.pwc.com </span>
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					<span class="awspan awtext001" style="font-size:7pt; left:0pt; top:6.23pt;">PricewaterhouseCoopers Polska spółka z ograniczoną odpowiedzialnością Audyt sp.k., wpisana jest do Krajowego Rejestru Sądowego prowadzonego </span>
					<span class="awspan awtext001" style="font-size:7pt; left:0pt; top:14.28pt;">przez Sąd Rejonowy dla m. st. Warszawy, pod numerem KRS 0000750050, NIP 526-021-02-28. Siedzibą Spółki jest Warszawa, ul. Polna 11. </span>
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" />
			</div>
			<div class="awdiv" style="left:68.43pt; top:759.74pt;">
				<div class="awdiv" style="left:0pt; top:-0.38pt; width:465.6pt; height:0pt; border-top:solid 0.75pt #d04a02;">
				</div>
			</div>
			<div class="awdiv" style="left:68.05pt; top:116.98pt;">
				<a name="Tutul" style="left:0pt; top:0pt;">
				</a>
				<span class="awspan awtext002" style="font-size:16pt; color:#d04a02; left:0pt; top:18pt;">Sprawozdanie niezależnego biegłego rewidenta z badania </span>
				<div class="awdiv" style="top:56.18pt;">
					<a name="Adresat" style="left:0pt; top:0pt;">
					</a>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:0.33pt;">Dla Walnego Zgromadzenia i Rady Nadzorczej PKO Bank Hipoteczny SA</span>
				</div>
				<div class="awdiv" style="top:85.68pt;">
					<a name="SprawozdBadania" style="left:0pt; top:0pt;">
					</a>
					<span class="awspan awtext003" style="color:#d04a02; left:0pt; top:0.39pt;">Sprawozdanie z badania rocznego sprawozdania finansowego</span>
				</div>
				<div class="awdiv" style="top:105.48pt;">
					<a name="NaszaOpinia" style="left:0pt; top:0pt;">
					</a>
					<span class="awspan awtext001" style="color:#d04a02; left:0pt; top:10.89pt;">Nasza opinia </span>
				</div>
				<div class="awdiv" style="left:-1.45pt; top:111.48pt; width:479.15pt; height:0pt; border-top:solid 0.75pt #d04a02;">
				</div>
			</div>
			<div class="awdiv" style="left:68.05pt; top:252.75pt;">
				<a name="NaszaOpinia1" style="left:0pt; top:0pt;">
				</a>
				<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:0.33pt;">Naszym zdaniem, załączone roczne </span>
				<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:11.83pt;">sprawozdanie finansowe:</span>
				<div class="awdiv" style="left:-0.15pt; top:29pt;">
					<a name="NaszaOpinia1A" style="left:0pt; top:0pt;">
					</a>
					<span class="awspan awtext004" style="font-size:10pt; color:#dc6900; left:0pt; top:0pt; font-family:serif;">•</span>
					<span class="awspan awtext001" style="font-size:10pt; left:18pt; top:1pt;">przedstawia rzetelny i jasny obraz sytuacji </span>
					<span class="awspan awtext001" style="font-size:10pt; left:18pt; top:12.5pt;">majątkowej i finansowej PKO Banku </span>
					<span class="awspan awtext001" style="font-size:10pt; left:18pt; top:24pt;">Hipotecznego SA ("Bank") na dzień 31 </span>
					<span class="awspan awtext001" style="font-size:10pt; left:18pt; top:35.5pt;">grudnia 2020 r. oraz wyniku finansowego i </span>
					<span class="awspan awtext001" style="font-size:10pt; left:18pt; top:47pt;">przepływów pieniężnych Banku za rok </span>
					<span class="awspan awtext001" style="font-size:10pt; left:18pt; top:58.5pt;">obrotowy zakończony w tym dniu zgodnie z </span>
					<span class="awspan awtext001" style="font-size:10pt; left:18pt; top:70pt;">mającymi zastosowanie Międzynarodowymi </span>
					<span class="awspan awtext001" style="font-size:10pt; left:18pt; top:81.49pt;">Standardami Sprawozdawczości Finansowej </span>
					<span class="awspan awtext001" style="font-size:10pt; left:18pt; top:92.99pt;">zatwierdzonymi przez Unię Europejską oraz </span>
					<span class="awspan awtext001" style="font-size:10pt; left:18pt; top:104.49pt;">przyjętymi zasadami (polityką) </span>
					<span class="awspan awtext001" style="font-size:10pt; left:18pt; top:115.99pt;">rachunkowości;</span>
				</div>
				<div class="awdiv" style="left:-0.15pt; top:162.16pt;">
					<a name="NaszaOpinia1B" style="left:0pt; top:0pt;">
					</a>
					<span class="awspan awtext004" style="font-size:10pt; color:#dc6900; left:0pt; top:0pt; font-family:serif;">•</span>
					<span class="awspan awtext001" style="font-size:10pt; left:18pt; top:1pt;">jest zgodne co do formy i treści z </span>
					<span class="awspan awtext001" style="font-size:10pt; left:18pt; top:12.5pt;">obowiązującymi Bank przepisami prawa oraz </span>
					<span class="awspan awtext001" style="font-size:10pt; left:18pt; top:24pt;">jego statutem;</span>
				</div>
				<div class="awdiv" style="left:-0.15pt; top:203.33pt;">
					<a name="NaszaOpinia1C" style="left:0pt; top:0pt;">
					</a>
					<span class="awspan awtext004" style="font-size:10pt; color:#dc6900; left:0pt; top:0pt; font-family:serif;">•</span>
					<span class="awspan awtext001" style="font-size:10pt; left:18pt; top:1pt;">zostało sporządzone na podstawie </span>
					<span class="awspan awtext001" style="font-size:10pt; left:18pt; top:12.5pt;">prawidłowo prowadzonych ksiąg </span>
					<span class="awspan awtext001" style="font-size:10pt; left:18pt; top:24pt;">rachunkowych zgodnie z przepisami </span>
					<span class="awspan awtext001" style="font-size:10pt; left:18pt; top:35.5pt;">rozdziału 2 ustawy z dn. 29 września 1994 r. </span>
					<span class="awspan awtext001" style="font-size:10pt; left:18pt; top:47pt;">o rachunkowości („Ustawa o rachunkowości” </span>
					<span class="awspan awtext001" style="font-size:10pt; left:18pt; top:58.5pt;">– tekst jednolity – Dz. U. z 2021 r., poz. 217, </span>
					<span class="awspan awtext001" style="font-size:10pt; left:18pt; top:70pt;">z późn. zm.).</span>
				</div>
				<div class="awdiv" style="left:256.12pt;">
					<a name="NaszaOpinia2" style="left:0pt; top:0pt;">
					</a>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:0.33pt;">Niniejsza opinia jest spójna z naszym </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:11.83pt;">sprawozdaniem dodatkowym dla Komitetu </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:23.33pt;">Audytu i Finansów, które wydaliśmy z dniem </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:34.82pt;">niniejszego sprawozdania.</span>
					<div class="awdiv" style="top:52pt;">
						<a name="PrzedmBadania" style="left:0pt; top:0pt;">
						</a>
						<span class="awspan awtext003" style="font-size:10pt; left:0pt; top:0.33pt;">Przedmiot naszego badania</span>
					</div>
					<div class="awdiv" style="top:69.5pt;">
						<a name="PrzedmBadania1" style="left:0pt; top:0pt;">
						</a>
						<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:0.33pt;">Przeprowadziliśmy badanie rocznego </span>
						<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:11.83pt;">sprawozdania finansowego PKO Banku </span>
						<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:23.33pt;">Hipotecznego SA, które zawiera:</span>
					</div>
					<div class="awdiv" style="left:-0.15pt; top:109.99pt;">
						<a name="PrzedmBadania1B" style="left:0pt; top:0pt;">
						</a>
						<span class="awspan awtext004" style="font-size:10pt; color:#dc6900; left:0pt; top:0pt; font-family:serif;">•</span>
						<span class="awspan awtext001" style="font-size:10pt; left:18pt; top:1pt;">sprawozdanie z sytuacji finansowej na dzień </span>
						<span class="awspan awtext001" style="font-size:10pt; left:18pt; top:12.5pt;">31 grudnia 2020 r.;</span>
					</div>
					<div class="awdiv" style="top:139.66pt;">
						<a name="PrzedmBadania2" style="left:0pt; top:0pt;">
						</a>
						<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:0.33pt;">oraz sporządzone za rok obrotowy od dnia 1 </span>
						<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:11.83pt;">stycznia do 31 grudnia 2020 r.:</span>
					</div>
					<div class="awdiv" style="top:168.66pt;">
						<span class="awspan awtext004" style="font-size:10pt; color:#dc6900; left:0pt; top:0pt; font-family:serif;">•</span>
						<span class="awspan awtext001" style="font-size:10pt; left:14.2pt; top:1pt;">rachunek zysków i strat;</span>
					</div>
					<div class="awdiv" style="top:186.84pt;">
						<a name="PrzedmBadania2A" style="left:0pt; top:0pt;">
						</a>
						<span class="awspan awtext004" style="font-size:10pt; color:#dc6900; left:0pt; top:0pt; font-family:serif;">•</span>
						<span class="awspan awtext001" style="font-size:10pt; left:14.2pt; top:1pt;">sprawozdanie z całkowitych dochodów;</span>
					</div>
					<div class="awdiv" style="top:205.01pt;">
						<a name="PrzedmBadania2B" style="left:0pt; top:0pt;">
						</a>
						<span class="awspan awtext004" style="font-size:10pt; color:#dc6900; left:0pt; top:0pt; font-family:serif;">•</span>
						<span class="awspan awtext001" style="font-size:10pt; left:14.2pt; top:1pt;">sprawozdanie ze zmian w kapitale własnym;</span>
					</div>
					<div class="awdiv" style="top:223.18pt;">
						<a name="PrzedmBadania2D" style="left:0pt; top:0pt;">
						</a>
						<span class="awspan awtext004" style="font-size:10pt; color:#dc6900; left:0pt; top:0pt; font-family:serif;">•</span>
						<span class="awspan awtext001" style="font-size:10pt; left:14.2pt; top:1pt;">sprawozdanie z przepływów pieniężnych, oraz</span>
					</div>
					<div class="awdiv" style="top:241.35pt;">
						<a name="PrzedmBadania2E" style="left:0pt; top:0pt;">
						</a>
						<span class="awspan awtext004" style="font-size:10pt; color:#dc6900; left:0pt; top:0pt; font-family:serif;">•</span>
						<span class="awspan awtext001" style="font-size:10pt; left:14.2pt; top:1pt;">noty do sprawozdania finansowego </span>
						<span class="awspan awtext001" style="font-size:10pt; left:14.2pt; top:12.5pt;">zawierające opis przyjętych zasad </span>
						<span class="awspan awtext001" style="font-size:10pt; left:14.2pt; top:24pt;">rachunkowości i inne informacje objaśniające. </span>
					</div>
				</div>
			</div>
			<div class="awdiv" style="left:68.05pt; top:543.25pt;">
				<a name="PodstOpinii" style="left:0pt; top:0pt;">
				</a>
				<span class="awspan awtext001" style="color:#d04a02; left:0pt; top:10.89pt;">Podstawa opinii </span>
				<div class="awdiv" style="left:-1.45pt; top:6pt; width:479.15pt; height:0pt; border-top:solid 0.75pt #d04a02;">
				</div>
			</div>
			<div class="awdiv" style="left:68.05pt; top:573.55pt;">
				<a name="PodstOpinii1" style="left:0pt; top:0pt;">
				</a>
				<span class="awspan awtext003" style="font-size:10pt; left:0pt; top:0.33pt;">Podstawa opinii</span>
				<div class="awdiv" style="top:17.5pt;">
					<a name="PodstOpinii2" style="left:0pt; top:0pt;">
					</a>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:0.33pt;">Nasze badanie przeprowadziliśmy zgodnie z </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:11.83pt;">Krajowymi Standardami Badania w brzmieniu </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:23.33pt;">Międzynarodowych Standardów Badania </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:34.82pt;">przyjętymi uchwałą przez Krajową Radę Biegłych </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:46.32pt;">Rewidentów („KSB”) oraz stosownie do </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:57.82pt;">postanowień ustawy z dn.11 maja 2017 r. o </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:69.32pt;">biegłych rewidentach, firmach audytorskich i </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:80.82pt;">nadzorze publicznym („Ustawa o biegłych </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:92.32pt;">rewidentach” – Dz. U. z 2020 r., poz. 1415), a </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:103.82pt;">także Rozporządzenia UE nr 537/2014 z dnia 16 </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:115.32pt;">kwietnia 2014 r. w sprawie szczegółowych </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:126.82pt;">wymogów dotyczących ustawowych badań </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:138.32pt;">sprawozdań finansowych jednostek interesu </span>
				</div>
				<div class="awdiv" style="left:256.12pt;">
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:0.33pt;">publicznego („Rozporządzenie UE” – Dz. U. UE </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:11.83pt;">L158). Nasza odpowiedzialność zgodnie z KSB </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:23.33pt;">została dalej opisana w sekcji Odpowiedzialność </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:34.82pt;">biegłego rewidenta za badanie sprawozdania </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:46.32pt;">finansowego.</span>
					<div class="awdiv" style="top:63.49pt;">
						<a name="PodstOpinii3" style="left:0pt; top:0pt;">
						</a>
						<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:0.33pt;">Uważamy, że dowody badania, które uzyskaliśmy </span>
						<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:11.83pt;">są wystarczające i odpowiednie, aby stanowić </span>
						<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:23.33pt;">podstawę dla naszej opinii.</span>
					</div>
					<div class="awdiv" style="top:103.99pt;">
						<a name="Niezaleznosc" style="left:0pt; top:0pt;">
						</a>
						<span class="awspan awtext003" style="font-size:10pt; left:0pt; top:0.33pt;">Niezależność</span>
					</div>
					<div class="awdiv" style="top:121.49pt;">
						<a name="Niezaleznosc1" style="left:0pt; top:0pt;">
						</a>
						<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:0.33pt;">Jesteśmy niezależni od Banku zgodnie z </span>
						<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:11.83pt;">Międzynarodowym Kodeksem Etyki Zawodowych </span>
						<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:23.33pt;">Księgowych (w tym Międzynarodowymi </span>
						<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:34.82pt;">Standardami Niezależności) wydanym przez </span>
					</div>
				</div>
			</div>
		</div>
		<div class="awdiv awpage" style="width:595.35pt; height:842pt;">
			<div class="awdiv" style="left:68.05pt; top:789.15pt; clip:rect(0pt,527.3pt,25.5pt,-68.05pt);">
				<span class="awspan awtext002" style="font-size:11pt; left:470.11pt; top:0pt;">2</span>
			</div>
			<div class="awdiv">
				<img class="awimg" style="left:35.65pt; top:28.35pt; width:111pt; height:99.75pt;" 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" />
			</div>
			<div class="awdiv" style="left:68.05pt; top:120.35pt;">
				<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:0.33pt;">Radę Międzynarodowych Standardów Etycznych </span>
				<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:11.83pt;">dla Księgowych (“Kodeks IESBA”) przyjętym </span>
				<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:23.33pt;">uchwałą Krajowej Rady Biegłych Rewidentów </span>
				<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:34.82pt;">oraz z innymi wymogami etycznymi, które mają </span>
				<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:46.32pt;">zastosowanie do naszego badania sprawozdań </span>
				<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:57.82pt;">finansowych w Polsce. Wypełniliśmy nasze inne </span>
				<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:69.32pt;">obowiązki etyczne zgodnie z tymi wymogami i </span>
				<div class="awdiv" style="left:256.12pt;">
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:0.33pt;">Kodeksem IESBA. W trakcie przeprowadzania </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:11.83pt;">badania kluczowy biegły rewident oraz firma </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:23.33pt;">audytorska pozostali niezależni od Banku </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:34.82pt;">zgodnie z wymogami niezależności określonymi </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:46.32pt;">w Ustawie o biegłych rewidentach oraz w </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:57.82pt;">Rozporządzeniu UE. </span>
				</div>
			</div>
			<div class="awdiv" style="left:68.05pt; top:200.84pt;">
				<a name="NaszePodejscie" style="left:0pt; top:0pt;">
				</a>
				<span class="awspan awtext001" style="color:#d04a02; left:0pt; top:10.89pt;">Nasze podejście do badania</span>
				<div class="awdiv" style="left:-1.45pt; top:6pt; width:479.15pt; height:0pt; border-top:solid 0.75pt #d04a02;">
				</div>
				<div class="awdiv" style="top:30.3pt;">
					<a name="Podsumowanie" style="left:0pt; top:0pt;">
					</a>
					<span class="awspan awtext003" style="font-size:10pt; left:0pt; top:0.33pt;">Podsumowanie</span>
				</div>
				<div class="awdiv" style="top:47.8pt;">
					<div class="awdiv" style="left:142.55pt; clip:rect(0.5pt,333.7pt,88.2pt,0pt);">
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							<span class="awspan awtext004" style="font-size:10pt; color:#dc6900; left:0pt; top:0pt; font-family:serif;">•</span>
							<span class="awspan awtext001" style="font-size:10pt; left:17.85pt; top:1pt;">Istotność ogólna przyjęta do badania została określona na poziomie </span>
							<span class="awspan awtext001" style="font-size:10pt; left:17.85pt; top:12.5pt;">42 mln zł, co stanowi około 0,2% sumy zobowiązań z tytułu emisji </span>
							<span class="awspan awtext001" style="font-size:10pt; left:17.85pt; top:24pt;">listów zastawnych i obligacji na dzień 31 grudnia 2020  r.</span>
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						<div class="awdiv" style="left:142.55pt; clip:rect(0.5pt,333.7pt,64.65pt,0pt);">
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								<span class="awspan awtext004" style="font-size:10pt; color:#dc6900; left:0pt; top:0pt; font-family:serif;">•</span>
								<span class="awspan awtext001" style="font-size:10pt; left:17.85pt; top:1pt;">Przeprowadziliśmy badanie rocznego sprawozdania finansowego </span>
								<span class="awspan awtext001" style="font-size:10pt; left:17.85pt; top:12.5pt;">Banku za rok zakończony 31 grudnia 2020 r.</span>
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								<span class="awspan awtext004" style="font-size:10pt; color:#dc6900; left:0pt; top:0pt; font-family:serif;">•</span>
								<span class="awspan awtext001" style="font-size:10pt; left:17.85pt; top:1pt;">Szacowanie wartości oczekiwanych strat kredytowych w portfelu  </span>
								<span class="awspan awtext001" style="font-size:10pt; left:17.85pt; top:12.5pt;">kredytów i pożyczek udzielonych klientom</span>
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					<span class="awspan awtext001" style="font-size:3pt; left:0pt; top:0.1pt;"> </span>
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				<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:0.33pt;">Zaprojektowaliśmy nasze badanie ustalając </span>
				<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:11.83pt;">istotność i oceniając ryzyko istotnego </span>
				<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:23.33pt;">zniekształcenia sprawozdania finansowego. W </span>
				<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:34.82pt;">szczególności rozważyliśmy, gdzie Zarząd Banku </span>
				<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:46.32pt;">dokonał subiektywnych osądów; na przykład w </span>
				<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:57.82pt;">odniesieniu do znaczących szacunków </span>
				<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:69.32pt;">księgowych, które wymagały przyjęcia założeń </span>
				<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:80.82pt;">oraz rozważenia wystąpienia przyszłych zdarzeń, </span>
				<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:92.32pt;">które z natury są niepewne. Odnieśliśmy się </span>
				<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:103.82pt;">również do ryzyka obejścia przez Zarząd kontroli </span>
				<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:115.32pt;">wewnętrznej, w tym – wśród innych spraw – </span>
				<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:126.82pt;">rozważyliśmy czy wystąpiły dowody na </span>
				<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:138.32pt;">stronniczość Zarządu, która stanowiłaby ryzyko </span>
				<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:149.81pt;">istotnego zniekształcenia spowodowanego </span>
				<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:161.31pt;">oszustwem.</span>
				<div class="awdiv" style="top:178.49pt;">
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					<span class="awspan awtext003" style="font-size:10pt; left:0pt; top:0.33pt;">Istotność</span>
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					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:0.33pt;">Na zakres naszego badania miał wpływ przyjęty </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:11.83pt;">poziom istotności. Badanie zaprojektowane </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:23.33pt;">zostało w celu uzyskania racjonalnej pewności, </span>
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					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:0.33pt;">czy sprawozdanie finansowe jako całość nie </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:11.83pt;">zawiera istotnego zniekształcenia. </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:23.33pt;">Zniekształcenia mogą powstać na skutek </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:34.82pt;">oszustwa lub błędu. Zniekształcenia są uważane </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:46.32pt;">za istotne, jeżeli można racjonalnie oczekiwać, że </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:57.82pt;">pojedynczo lub łącznie mogłyby wpłynąć na </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:69.32pt;">decyzje ekonomiczne użytkowników podjęte na </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:80.82pt;">podstawie sprawozdania finansowego.</span>
					<div class="awdiv" style="top:97.99pt;">
						<a name="Istotnosc2" style="left:0pt; top:0pt;">
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						<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:0.33pt;">Na podstawie naszego zawodowego osądu </span>
						<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:11.83pt;">ustaliliśmy progi ilościowe dla istotności, w tym </span>
						<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:23.33pt;">ogólną istotność w odniesieniu do sprawozdania </span>
						<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:34.82pt;">finansowego jako całości, którą przedstawiamy </span>
						<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:46.32pt;">poniżej. Progi te, wraz z czynnikami jakościowymi </span>
						<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:57.82pt;">umożliwiły nam określenie zakresu naszego </span>
						<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:69.32pt;">badania oraz rodzaj, czas i zasięg procedur </span>
						<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:80.82pt;">badania, a także ocenę wpływu zniekształceń, </span>
						<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:92.32pt;">zarówno indywidualnie, jak i łącznie na </span>
						<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:103.82pt;">sprawozdanie finansowe jako całość.</span>
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				<a name="TylkoJZP04" style="left:0pt; top:0pt;">
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							<span class="awspan awtext003" style="font-size:10pt; color:#d04a02; left:0pt; top:6.33pt;">Ogólna istotność</span>
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							<a name="OgolnaIstotnosc1" style="left:0pt; top:0pt;">
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							<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:6.33pt;">42 mln zł</span>
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f6CxYicy/iSLRpuGzvEYWGP0qBuhUoarWPEStDBoO1getJrYa1kSi0lOUk5FYk4An6TfBO7g7SECoS2g8yj3aNYCWaL8FBCsBrd91drFm3Zyxi2dvyN1N45pBWUj4RfBB1LqLwWUnlN7LmgiR2tnIfECADL/kn+B5NDrNOJo/aJhwY0H+St9VtZAIv77HPY7sqpSGxJoE410ZnN3gCJYIDH0xEHkoKqi6p7TjO7u8AsS0RuDgSITOxZ7DYik/q4+0zo2NBAkVPFaWE/UJvHKKchsaUApRmxPN1rYrUgkXh2KJCIEqxUQ9rPfchrqpyGxGYAmTiaQhO7xWdlddBM4q2JihXbFtZIbS5ZM5ftr5yGxFgHVsyimJXLzH4oh4obx44E9VaYTVbWRe294M9lRyinIbEZgaTVNLDvcNtYLaaG4+mAFVoJCZnRhWstLF05BYmxDnQiMi+edJtZE2ZP4BiL1gFiIdBE6InXS53oY3o9UTkFiVGA3+ewBKeNPRrKYQ0wc6CZxMu8RT9DygGHhT1euECmaBzzQNjy2myWTvarV0kSFPXGx0LgXEVkJZkzq+nJdxZfKtfMjDassTIt3Z9X6D71YrDHi0jg2AWR0AMsYDexPATMKacgMRbhsbCjHNnsFb+VtaPEQLSbPlxBZ8TTDZnQiahcdjObSebUDsopSIwyuEzsfNJOf6XB3gszNNo9jYWI9VTU51xW9lEglx2oNC8xFuExsUuIRMLTvVFu9nCFOkkv2cO9qClDn8vtFnbtchn2PqqBVI4eMzPTAyCI6gDxcL5GHi7VWFFO7aC2j8z1OkaBoCTSSJ6CPQzfBam0UW/6cAROO6jIZNY0Uee5l1TZRKV5iVGM0jy2L92v20kzqRHT9HEgE5jRcLrSg6yL2vkCeVSU5iXGCpDTw21iOS4z80EbgZqJp0S0Gz4cUZyrnWQ+vUQkolOalxgDCGSxA11k9gZooMO/FQ8yQZ9DZG0oh1XakflfLo0YW0BZSlIplyITfLyme6G6wrlKWk+Bw8TOomZl1foxhvy57CzkX4UvIx7+EhAJNJ6AjXVRH3mbHjbHKk1LjHasWsx2dVnYBUQkBcJGpQEfS20Ex8LTC+HQXgurJrX1mi2lvszWBmgILiubT32lSvjR4vDQESYOjmthdSTzlKYlRjuwMM9pYa97zKwdnSMeU77QcuCoo2N/KMPfxzaITCY4zOw5updt0B6i3e/hCB486IcIhKOHznOItFWalhjNcFjYKXQD3SLhTL+bGguBA02s1TGzQm8Oy5Ip9sY2UJO4YA471ZXN1hTBORoHrUTElRBJuU1sNRHLRdJXMsrhXMgSSRu5kVTUhnikCcDTBSTis4gM4vd758m1FFsCYJq65rLryFQtQb+JtYkDUxgERQ+hTjKlXkCGPqVpidGIQis7g27SCrppcUlahHyrQTq2I5utog5xvtKsxBYAejgc7raw96E5QIOIdv+HIyCnmkX0msNWuLLY8bK41mgFZ3+zZ7E8v5W1oDPEw6zBor+AjdXZLexq+VTZsoAlDc5stthlZmUiZCAOWglSe0LroXauIvNmX6VpidEEujEqeqI8VprHukEk0W7mcARPKfhHqCN877KwFKVZiS0IpG0e6bGwl4pzWY/waUTpB8MREa9iZV1OE/ssNI8dpTQrMVrAJ7PtfGaWikFOHaA3lmYNOhPUUkz3eszM65zLZktn2ZYJmBseG7uY+pHQSuIxHYwANdJ2iuihd6bSrMRoATexXRxm9l96mjRAa4j1uhrEAWBqkEhlqVcmq9miEcxjBzst7Cm6560wRaL1h6EKHkqYBiaNp4FMqMv9s9leSrMSowGo2E83aVnlwrD5EUuVFE8lkR7AzErouJci25rSrMQWisIcdrrfypwY9EihGK1fDFXE2qxc1klE8hFpPv9RmpTY3MjPZDs4slgqDfjVIvku3fhYEQmOAxWXniC9Lit7z2Vhxy+R3vYtHl4T07hM7HkyP1oxUxetbwxV4HTFMalv1VB/sipNSmxuVOWwBKeZ3UtmTbWI8YjhEwREgicIVnDas9kNsqjV1oFVs9iuzmw2m/pUQazjSkSfon4KU5nM8ft/ljWfRwfcNnYkqYnf+XNYb6yn7HA8kl6nibntWSxDaVJiy8ffPGZ2KMn7FZjyj7HzHlou/C/0fpkjmx0jY0pGAVZms5O9uSwgZlX63bThisg6bmWtpPE8Yp/PDlealNgKgJk511x2p8/M2sW0fwwfUnDei1SPFraaTOZLpN9tMwM3oCCLzSWGr1CylMVUkD4xlMPKiEgMS2UO1q0KnAutZIbbxFaCSGIZUgBTKQA/iYXVuM3s9mpp3mxeIAuay8TuCtpYPbSHaDdtqIIANNJGeslO/rrQsvHgod7e3kSS4zs7O4+VMvqF7tVxJEeSbNTn5Z/PxtNgfxgBasr0f9S+MhSB2SxmA63sTRnluplRYGH/oSfGMr+FdcCBFe2GDUXwxECyaCKSYqeJ3eiZxfZTmowK6pDXknT19PS0SRn9gnvV3d39C73+U7mFGwQRSVaAHlSxjHTFcWAqKWtvvv99LtvkeUjEEQ4Tm0ZmhxsBaLFcaAUiqULiIhv7sdDKJqPIltJkVFCHvJlLjCkQoayl+3akcgs3iICFnUJk8pvXynpi1cciRALTmY6ZX2BiaQhjUJqUGGkUmtgCj411hOhpEe2GDVVgE8NUcpjZq2sGkP2M+uUN4e4pMVZAJLKSZIJyCzcIl5lNICJ5ikyRhlguBgWRCGe+jRXRw/CafBs7QGlSYiSB9P6kkdwF77dINBTlZg1FhCMsbLs2Uie6eSDraqhfSiIZYxgwkeSxPZw2Zg7lslBkZjBWfQ3TwB4zayLz/CWnVZo3Iw7Mu7uz2USnhb2BlIe4IbG4uTgG1Fd46F0mVgj7eCAZ0KhfSiIZYxgokQD2bHZCyMrykQM4liHzcLj6clgvkcgf/jx2vNKcxEjhI9ISyOyYSgP/J5BIrAKGQCQgkVAO6yES+cJhYWcvzdz0tC/1S0kkYwyDIZKVs9l4p4l9GY9UjFgN7Mtl5Y5cdrbSnMRIAaHqxOJ5NNidGPixdIJBwyFbuJu0nWcKLh5YYmfql5JIxhgGQySORewfbjO7n6QWD65YBqeBSMg0r6X+fBHyxypNSowE8m1sN08Ou56IpBzaCPwa0W7SYIWOJ6Z9i/JYF2kj13101sDyjlC/lEQyxjAYIilbzHYlEsnG2pvSvNg9uCAIlQ/aWCP1vcX2OWx3pUmJkcAKE9vTbmIPe8ysI5ZEAhEL/3JYXb6JXaI0t0lQv5REMgz0tNXxzio/724oU7ZsAL29vLupkndWuuk39crGoWEwRAKfnDeL/cdrYcsRQQ0tOBY+OQhmbohImhHh6p0nS1WMKD6/kO1jt7DXMR0XS5sVTxqvlfWSNrLKHa6eNyBQvxwWkbT5fuZ1nzzI27w/KluGgl4akd3K+yFiuL8fAnpaann5k7N44JqjedOvryhbo6Pd/yMv+u9pvOj2U3hH6Rpl69AwGCIBnBexRBrsb8LhGksigSlNx2ujPvesT5Z9HVn8ls3GuW3so2oE9MSQSJQ4gVaHlb08mLys1C+HRSTV71zLHRnb8Oq3Lle2DBy93R288cdniYhu5900KIeCnuZaXvfFvXScZ5QtI4fG757gjqmMh/57Iu+qCShb/4rerjZe8ewcXjiF8arXF5NG0qB8MzQMlkg+ncV2pcH+OKaAYzVLCFEmCzpEvptsNllpTmIkUJDFjiTt4ZuaGBMJssSTmVTttLCr1wwipSL1y+ERybvXcUcm49VvX6FsGTg6Kgq5d/6+vPjOM4es7reu+Zi7s/fkVa/lKFtGBr2dbbz8qZk8dNNEMlecytbo6CzL58EbJ9L+s+l3zcrWoWOwRCJWA1vYrdQ/umPpcBWmuZX1OE3sJ+QdVpqTiDeWT2bbuczsdPrzV8BejaV/RGRYy2UlhWY2A+0oTW4S1C+HRSQ179/AnTO24zXvXqNsGTg6SlbR03FnXnK/gQZYk7J1cGhe+TZ3z9mZ17x1qbIlFiBTawDobqrivW11yqeNoLeHdzeWkQbWpmwYHgZLJHwJ28FrZgtdJlYBE9hHEq0PDVbEsagPkyntJ6KaozQnEW9UXcZ2d5rZxWSC2EVZzhgSCdbX0BMiYB9khm/ql3Ehks4qF2/45lFevfRaXv3Gdbzhu2dom1v5lvP24Bpe9uRc7rHtwANXH8ornlvMWwq+Ur6lwdLdztucX/HaD24nbeNqXvPBbbyl8FMinBZlDyKRP94kEjJyj3l7HrrlOF71xg28I7SC8652Xvf5E7x5zYfCwdn480vh83jrBt70+xtkDlUrR/gTvT2dvM33I6/9+H+86tWrSNO6ibfkf8B72v9qhnTV+nkDmWQ1791K8l9eT9fZWVagfLs+umqDvPGXV3jNsjtIa7uJ13/7BO+s9infDg2DJRIEJjqy2YWkra7B4IcmEa0PDVZAIvC50IOxmbSSy5TmJOKN0jy2L92Ay0mC8HjHjEjoOMKRZmM+rCpWmhsQqF/GnEhaCj/mgWu13D2XOtmiw7h3wUHcdTGd35JJvM37g9in6ff3uCdnPHdb/kavu3GP5RBe+8n94rue5ipe+ep8etJtT7Ir9y2ewN3m3bkri/GKFyy8q75Y7Ff91mL6XQJ9R8ew7U1tHcWbV73Je0hT8M47iIdunshLHz6He3N2p2McwT1kArlmM172eKYgmAhgVsHX47Huzj1ZO3A/teex/p275pDJ+PgMMdMSQXvgVzru8aQF0bUtPITkMO66hJ7OVx7Bm1e/pewVRqvjS1500wnie++88WTGhf+H0A3H8Vb3N8peg8cQNBKUqjiVyORTIhFh3kTtR0MQOFzJrO72mNgtSnMS8Qbq7Tqt7Bq6AUXIERGrRVSQ2kXC+eVZnTW4cGXqlzElEqj7Rbf+hwb3Xrzh28d5Z3mhMGGqyPQoNBKZ3HgM7VPBe0lraFn7Pvfm7saL/3c67yhawXtayUzo7iQNZD63T2W86PYThVYA7aal4CNecvcZ3J5BZPKSlfd0NPNuIpz6bx7hHiKbipfm0n4e3tvRQk98Pw9ccwR3Xkj/yU1a3rTidd5ZYeet9k/p8yTuuIDx+q8eFOfb29PNaz+6mTtm0LldP4lMpTd5F7XX6vyCSMgo/D+lD6fScZvpnFt56YNpRAy787pPbyctZC3vKC/gtZ/exh3TiUwuPZRIxyGO21nh4oGrDuPO2fTfvHM5by/6nXeUrqL/6arwvkQ8XTV+se9gMVgiAbAsg4jkFWSBh2M+Wh8arIggSDoWPcR6SDu5VWlKIt7w29gBZNrcQARSLGZZYqSR4DgwbUhtzXflDa6SHvXLmBJJR/Ef9PTVkPZxFA28Po7FnnYyXyy8+N6zSN0Pz3B0VDi4J29PGpxG+r5TbGsP/kpaxs5k7hwmBn9fdFV7aHAeScSxB291hc2glrUfkdayuxigEcCE8l9xMHdn78hb7J8rW8No+OkZ7rpoR17+xDTxuYOIznfpgdyTewBpGz+JbRH0tFTzojtOJEL6G2lZX/DuxlLuv+xgQRhd9UFlrzCqXl/IS+46mwjxd/G5ZtkNgrAqXjaJz+vQ20P75vHiO04TU+dDwZCIJIsdSX3vmVAO60Dfi9XMDWKXKolIvDnsDs5k/tYRAd08tc/C7iGpgkoYK40EzjPcUIeF/YiE0kpzAwL1y9hqJKQlFN99MnfM2pY0jZN4zYc3kTbxmYi5QPBWdzOZFDSYgPaiP4hI9uAl9527btamYfnD3DmLOufr0Wdhqt+6ktpjpBHcJj43//6WMH+q31wsPgPQTPyXHsSD1x1Cmsv6TtxW53Iycf7Oy0jLAJrXLhNEUf7kRTRAu8S2vqj/4i7uJEKofvtq4S8pf/JC0l62IW3peHHNzWs+4N11ReI7aFq8p4sur4uXPHBmmMgKPlWO9Cd62pt4d30paTmtypbBYShEQgP9MJeZPU79rj3WRFI+n/XS+wdXmNguSnMS8USpjSURiTzstbBa3IBYEQmmkSFOC1ueb2aD6mDUL2PuI2nzfMuLbjuBOy/ajkhhGxq4O9KgPphXvrqANJbVyl59ieS8dbEVdR/dQb/bVpgL0VC3/H5BNDVvXyY+N//xzgaI5GAeujGZBm2jsjWMVscXNMCJSB4lLYjQ/Mcb3DmTNLo3MH0dJri+aPr1Je6as7OY6qUhTOZJPi+59wwyb7bnjpnbcPfcHUlLUvOKF7J5m/c78Zverg5efOe/uSdndzLtwqZOLDEUInEuZImkkdxNJNIG/1ysicRtYY8haltpTiKe8JvZeJeJPeaxsLpYEQmOAS+8y0o308qW4cmjNDcgUL+MOZEA0DCafn+TyIPU+DuP597cfYQfInDN4WS+/Cb2aS9aqRDJ+X8Sycd3koawDa/98EbxuT/qvrhHDPyad64UnzdKJEuOXKfpRNBKps56RLLyzTCRvE7E1PvX6NjGX54n0tiJlz99MX0KTwtjRql59TIin0t5yd0ncd+C/YTfw7dITSbQJ2Kf4v/9HxHJrryjZK34vB56e8NTwYpmNlgMhUiweA+lYUtyWWvMiWQe66WH4+NrLth0Ii2JGMA9lx3isrDn3WbWJEKVLeEbOlwJkDZCRNLisrHnA7nsQKW5AYH6ZYxNm2re5v9ZqO4RIHgLIfSlj5wnBhx+A3SUrA4Tyf1pwnkKNP74nNA4yp+ZIT73R+WLFmHa1H8ddpY2/6GYNoqGAgyGSFrsn3DXxdvTOZwXNc6jZtm1ggBrP7xVTD1j1gZTuutAZgyIsfLFbBHlWr10vthc/piBNJntxPn1R/OaZbzixfmkuX2vbBkchkIkIpmWlV1fPI+1xJJIMAMkiMTKniucycYpzUnEE648NoHMj49Jg+gRS7DJVh2uwN4VdV5BJKRe5g9y8RT1y5gSCWY7vPOTxMCEs7IvapZdLWZjapaFtY324lVC/S++81Te01ojtsFR6lt8APfY9uXNa98V2yKAg9VjO4B75x3A2xEvQmhesZS7yLyofClbfAaEs3WARIKp5NCNx3DX7J2EGdMXHaHfuP+KQ8h82Yl3EFnASey/YjwvuuM03t1QouwVRuPPL4QjfJUIW8xYOYgQSx88l/6H8LUB8CEFb54kCBXBdEPBUIhEJNQysUUl81gzYphiRSQo4Ynj0fulvjmyftKIwJPDkh0W9g3C2esXkTpNN2C4UkPSsJjUaitrd2azR4hcVEpzAwL1y+ERyXvX0ZP4b+tMDayCxcI0TNOWPngeb/j+Cd604hXSGC6lzrYP9116EJFA2LRBiLxvcRIN7D3IdJhOAwvE0UuD8EnunL0DaSvjeM0H15OJ9BppBDeT6XCw0FZqP76NtIfwLE9L/kfcnbUNfTeOzJNcOvYfIorUt+hAHrr2cCKofkRS+Bl3z9mDlz08RdnCedNvr4pzcJv24dVvXSbaq/v8Lh648gjupAFfBbMJTlTSmkofMnB7OhH4/06l83xI7IsZGsxUeXL24a35H4pjwrlcct8ZgjBK7z+XNK2nhJTce6bQcMqfvoBIbn3/zUAxJCJh7G92M5tPGkm8iORN5IhVmpOIJzwWtp/HzC4m0+Y2ev0fPSHuGK6QbXoHaSJ3k2lzvd/MzkGeTqW5AYH65TCJZAkNtm2JSPpMv5at5aWPzSDtYUfuNhMhWHanjrYNLyaCaXF8oexFA6KrlX5/Pe2zvTALSu47Kxy5SoO24YdneOCaZPqOOqllD5JtePA6nYgiRaxIBN2NFbz8iaki6MtOGkHtZ7cLB6vv0kN56Pp//lUjKSSNJGsvXvZImrKF0NtNZPcqaSbHIw9puD3zNkQkh/C6T+8RMzIRdFV7efmzc4nkdqNz23bduYVuPFaQCmZsIkCcSMVzJu7N3ZWOh/9iR+4lU67ylXlEuBXKXoPHUImEBvr8OGokbzhM7AilOYl4AjeTZ7JtEbK8NJPtEEvBMaG+DjZTFfXLYRFJZ5WXt6z5nHdW/Bn9CWAwtwdX8JbVH5Km8T5vc3/PezD12w+97c28zf8jb179MW9HXIWiaQDwRbQ6vuLNf7xPJslyGnx/+l36AiHvra5veNPKj8JRqD3dvM31QziKts/ABnqaa3hLwXLeUbRK2fInupvKyTT7htp7TxBO1wZC2UF2mH1qXvuROLc219dEaOXKt+sDZAmncvOqD4Tgd3DWDgdDIpIlbDunmV0qiUQiLqB+OSwikRh5DIVIvEioZWE3FufFdtamL5E4ZbGsrRfULyWRjDEMhUhgVpNGcntciISORyah9JFszaB+KYlkjGEoRIIFo0Qkt5XEmEgw/QsicVnZC4N19EtsQaB+KYlkjGEoRIJ1XijKJjSSvNgRSd/IVtfMwTn6JbYgUL+URDLGMBQiIdPjUERVF+fEYa1NOCDtMfhhlOYktjZQv5REMsYwWCLhnP2tMIdNJNPmZTJFYpZGABIhEr8Mkd+6QR3yVqV/SowR0D1zkByl3MJNQkS1ZrOTHRb2YTCHdWHwRyOFwQq0GkRXVy5gvR4be+DHDLaz0qTE1gbqkPNJ3CQuKWNDenp6lrW3tw94cSZil9w2lkoayQ8BG+vBTEs0YhisRIikbB7rcVlkhrStGtQx9yY5nOQQKWNCDiOlREOyg3ILN4nlS9h2DhOb5TKzNX4b641VzlYk1AIp+ayslY59udKchITEloj8TLaD28JyaLCHkLcmVlnkkfxZpLCwsFL6bFKak5CQ2BKh1LW5zmlhbdAgYpVQCyRC2gjWQ63xWNh0pTkJCYktEai0Z89mD4kSmySxmvpFTh0ipR6nmX1Nco7SnISExJaIfBPTkGnzFoqoiYRaUUhhKILZn4CNdTgs7G2Pmf1baU5CQmJLA2Zs8rPYKR4b+xYJsGCOxIpIoOHQ8VqJpB6V62wkJLZg5NvYbk4TM3ksrAC1lFBpL1ZEUkbHI42k2Y0SK/MGXm9aQkJijKE4h+3jMbG7SGuowgI7zLREI4WhCDL9hXJYndPMspEPR2lSQkJiS8Pai5maNIYP/DbWg6nfaIQwVMEqYnotcZjYWUpzEhISWyJcFpZCWsNKVGLE4I+VWYNYFBCTy8p+91sGVyZWQkJiDOHHhWxnRza7sCiPBWJNJDCT6LXZa2WvDra6o4SExBiCz8IOJ43kcdIcGmK54hcBbXDc+myshIjphpVmlqg0KSEhsaXBZ2VnkOmxlsyQ3lj6R7DGBlPJdEyn08JmY2ZIaVJCQmJLA5k1WUQmTdAeYmXS4DggkrpFYsZmRYGNHTfYygUSEhJjBIXZbByZNXcX5bLuWBMJppBFcJuVfWzPYQlKkxISElsSoCEg/wgRyfcwaWKVNgACbUREx5pZE8n9/vlsL6VZCQmJLQlIG+CYy/7rMrNWRLLGarUvtBGQCGZs6NirXSZ2iX8220lpVkJCYksCinmTtvA+ykTEUhsBkYBEENFKJPJ24RyGdI/SPyIhsaWh9gq2p9PE8jwW5gWRxHK2BkSCFb8oZ+E0s7ulNiIhsYUiaGUHeUxsmc/CeqCNxMqsgeBY0Ei8FtbgzGbz5GzNVoBoN5kz/rclS9g2SxgJCo5z2RG2NNit7GSflXmqwvV4YyrKoj8kev7BLxMZbTlAmQHXsYfsYT8uaXxRyoHagE7zb/9RSQafVn2Rf6L6Yo9ePRsS1CdeVDxRPZu+z/HrEm8K6tR3+XXqG/x6tTWofI/f+JI1mb6jVJN92vHHeScdeGzgWM2E8qMOlMvDxwgw5UtmzR002BvL40Ak8I2QadPstLB7iEjGK81KjBUE/0/zdxrUB/p1CXqvdtz/efXq0z3aJKNnosbk06ku8+uT7vTp1E8TGbzt12p+IUJweXUqn0+r8UCINNxEIF7ap6YqJam7+ejxvCIlqYs+V/r1Kk9AS99rE90+veoPOt4yj1b1ukeves2v1zzm1SXdBJJx6dRnBCeO+49Pu/9x/pSkfwYmasaBxJRTlBgFcNlYhsvMnH4r641VgueIwKwBkZC5VGHPZhcszWTbKs1KjEbwzAk7VJ1w+O75E1R7r5gwTuMgLcOjU5t9es29/mTV+z5dwpoinaakXJ9UXZqiqSvRaxqK9JqWIr26jbZ3BlOSeotSNLw4ipSQlKck8cqJSbyMXvE5si8dg4foNaTXdJGW0hlKUXcU6zVt9F1zmV5TV6pXlfp14xw+beL3fp3qedJmrvaRNuPVqv/Pl3JAUjBZ8/fQ8aqdYT4plyIxgijMYYe5zezpohzWjcxlsQpAi0jARmYNvRJR/eDJYpOUZiVGE+DP4JMm7eI8cryOtISpHm3CdX6t+qWSFPXyopSk34ugNeg01aQ5dGDw10wcz+smjefVEHpfQcRQrpBD8QZFw4NEFgES0jTEaxAEQoLvqR0ilvAxIoJjgnRqqZ3aSbRtIn6npuOoG4Mp6uLiFLWLzucPOr9PA1rVYzCdvLoDj82fMGE3mF3K5UnEGcsns+2cZpZLRFIEEonlTA0E2ghmajwWVuUysVsDZEIpTUuMBniPOnD/0pTxJ3qTx2UFtYl3+JLVb5H84tWqSkgz6G055kDecPSBRBbhQV1KgxsDP0IGfQXb4iF9jw8iAiGBZEAwNUQwDWQm4fz8WlU7mVUOv05DWlPi3QHd/jlk/pxHZtJR0FSUS5aIMfAQcl7CDvKY2Zsih2qMSQSCkPjqcBqCVXDmgriU5iU2B0jr2L746IPV/qOTUtxHjUuDw9ObrP44oEusKKUnfVXKeDFIS/RJwszAwIXWIF4V6T/QN4f0PR8IkZ4gOBBdJWlIlSmktegSGjzJib+QWfaUW6fKdaRoTvUkH5hMmkwCdX5pX8cIrplsD2c2u5S0hWDZ/PCg708EwxFoI9BwQjmsx2llb1I7+ylNS4wkMNWaP3nCbr6U8Uk+/fhUIo/7fbqE38r0qpKyFPg31J3FRBxl9FSHaRE2M8IDNt7aRiwFhBL2w4Q1pxK6npBO01Oq17RUTRxfW56iCfq06i88OtWtcNx6tAft99Ehh+yo/E0SQ4Qvmx3nMrNfgzmsN9YkAj8LQuxR35fa8LksbEHvQlkofMTBlyzZxpOiPtqnU10b0Kk/LEpJKgjoVLXF9MSumZTEq0lKacAFiUgipDFWiGNDErkGXBNIBf6bejKB4NMhs6c3qFNXhPSqlf7khBfc2sQLCydqpL09RJSZ2Xi3id1HWkMzfBixdrD2DYkn02mpO4sdKWOPRhCefx20n1+feHZQm3hlQK9+h4ikopIGVf2kAzHtKkyBaINwS5UIOULbgm+lDtqKXt3r16pX+3SJj/pTEuYgDgbam/IXSmwC3MS2p8Fu8lpYMZkdMXewQiIrfYmoGp0WdhmCGJXmJeKF5ZMnb4dpUL9u/5N8es11Pm3ir0V6VQcNnN6IkxQEAhOg/0DbWiTiU8F/AYEDuWKiusenTywlk+d5v37cDMTK+HVJcmn6JuA2s5NcJvY5NBFoDbHWRiBIzxiwsS67iX0kK+nFGfCaIzDLm6w5zatPeKJYl+Aq0asbQRqYLoV6v7VpIAMV+FRAssIvpFO1l+gTy/26xK99evV89wTVIWXa/XdV/maJPkAyIUc2e4a0kS6x9iUO2giICcmLinJYjdPMzCtMbBeleYlYA9NgAd24f5O9f3+xVv1rSKeur5yUxKtIQCAYLGPd5xFvwf8T0od9KTWToLGoe4v0mkCxTvOZV5t0M3xM0PaUv3yrR34m281hYotIirG6Fw7WeGgjcLJi4R9pPt+5c9hEpXmJWMNztOooUsnneXWqjwLaxNY6GgRQ1QNEIJI8Bi+R/wwRtgiAg4PWr9PUBHSqd136BJs7RXWI8tdvtcCyfaeJGWlwr8ZAh0QjgeEISAkaTuVC4RspJs1nodfE9lROQSIWgBmDaVyy5w1EIK+F9OpaPEkR+7G1+z9iKfgvEUcDra6azMMiXWKZW5f4KJmOpxUfk7CPcju2Onhs7FQyM74K2Fh3LMtL9BUQCQgKZo3Pyj4rMLNDleYlYgH/ZLaTW685wafXPFqcovaXp2g6YN9HSERqIbGVsMkTjqKFFOs1rT6dqtCrTbzKr0sav7UFtSEbGZHIi8GccDJnIpWoRDBcgakUouO7zKyCSOWaEukbiR1K9QfsG9SPmx9MSfwhqFc1Yn0L/CDQQCSBxFfw/2IdECJmK0g7CerV5bTtdb9Olba1hN678ti+hUi0bGMNqLeLqd54+EUgyIAGbcdpYa8XIG4kSl4biUFixaRJ23uT1f/x6xPvDGoT/HVHa4RTMEgdO1qnlxJfCftPDuSlKZpun079I5mYl4eOViFv6BaL/NnsgAILu9ZrZSUVC+IzQxMREBRpPNxtYUUOM5urnILEcBCaoNrbm5yY4dWqPi3RqzsQhYrYB+kH2byCtUdYAV2Ge6FTNXm0iS8HJ407HWkMlFu3xeAP0kTWZrGraZBXIV4k1iHwfQUajtJGG5HIA2sWsIOU05AYCngm29aj/+eh9LS7LaRL9BRr1Z3I4YFYh2gdW8rISsSUFGt6SDssT1G3k7mz1q9XXxnQag5UbuOYR/GFbJ8Ck9BEKuATiWU2+GgCkoJJ4zYzu8PCTlFOQ2Io4BMm7ODXqs4K6Ma9GtAl1lSKJ5+MBxmNgvuB9TzQFGFu+rXqYjJ3XvbrEk9WbueYRf5ctjdpBdc7zaxMlJSIo08Ex4W5hFkar5lVOOay6wtz2FY7MzZslOoP2devS7rEq038ukiv6sW0ozRjRr8IZywJUjDglR4EnwVTEs53xXllMV/CtotHukHvPLZ/QRa71kUkohTqjkoAsRRM92K9jtfE3i2aJ6d7h4zQ8arEgE5zOT3VXGTG9CKwDLZ4tI47WgUDKqI1iTiMPlJCUkrX01+wHYOv7779jzVWBNcB7ZGuq8enS/zVoUuY6p3095gHUiEfh9vE/mWfz8YvJzJRNscEBXNYUqGZXUVtVJYoszPRBn6sBNoITCZh0phYgSeLXSwz2w0RiEnw6lX3ko1dGokLGa3TupFzwvkhYAtrVeC7gb9A+Az6vA9/F/5evOo1PfQ+LPqkniJ9Ui/yoKy3D0nf42C7WGwIUdrtex6jTXB+paRJIk1DQJ9Q6NUfYItlABu0EEc2s5G28AmZAacrm4cNrKr1ZLNku5U94rOxapEuEbMn/QZ+rAUmDUjEa2Et9rnsBlnHd4jw6lTHBnQJzwd06ho4VDF4onXQ0SQYLEQK6/KpIt0hQsqR8rCRXisn0iDSqRr9OnWRX6cqpadzWUCrWkkq/6denfpjkk98WvVHPp36C3pdSfsEffrEMq9OU+LRJdYizUHL0QfyejoecsNWKe2IoDAilAiZjF6hc6XzrSAyCekSnf7khGuKkhNVyi0fMmDGOM1sRjCXOUlTKHHa2InKV8MCf5xtT8c9hwb2G3Tc+rIFYS0h3iSC46NkRVEO63BkseccJnaEckoSAwXPzNzWk5xwqk+b8E5xiqobAyWi1o8GiZgWEARjldOAFvlRBWlgu7qHiKEkoFevJFlO+30SSFa/FdCqn/Fp93/Yp1UtCerV82mfxX69anFAlzjLrVWd6dKrT0cpC4Sae/SJ5wRSNLOovXnYJ6hTL/Afpb6KCOZh+u1LdNy3qZ0viJB+JWKy02sFbRdrYHAeCMrDgMX/FjnX/texOQVki0WAAW0iEaTmNvvR4w9Xbv+ggWQ+9MQ+32NmP7ddwXjpPOZYmcX0ytdDRtUctrvLwi5wWthy0kB6kEDI22/Ax0uIEDlpPj3U3k/U/n+UU5IYKPyTk3ZyadXn+3WJ35alqHqgCo+Gp2xkMOJcoBlhJgIEJ3wYKZqmEn1SaZle4ynSJ/5BmtRb3mT1DUQU0+36hBPcuoOPLDxCM65k0qRdfjxetbM/KWmn/AkTdoDDEbKCTdp+KWPbRoQztg1CzBFwxycwsR9mrPCK3yMtAnKrBiZqJrpTEqb4dJpsTId7tQkfklaytjxF4y9J0VQEdZpWaCmR9UYwhSLX0v/6NofALAPhFenVtUQmDzt1SfrBJi5eYWLb+63sZHc2+yZkY911i+lpnsPWriZTRNll0IAfwj6bjbdns0vdFlaINImIKI1nnEhfQc0baCNkorntFjZHhsEPEki+7NVqziMSWVGeou4RUapROuBIC84hRINQJPyh9xicZGr1lGN9iVZV4NUmPuvSJS6AVkH7Tyg+OkEN2x8h4vHOKoa8qhUTJuzm0h+wr1+3//jC5HETC7WJRo9edb1bm/g2mU6+En1ia6nwwYQHb8Svsrn/WxAayK2SHhakOTV6tJp3MT08GIciPbFPA4kErKwL8RzIX+ows5/8QzQF/EvYTjCLHHPZKyjvsG7GZIRIBA5cQVpW1kJEcn/wSrbFBfLFHWIgahO/oScq2f7RO99Ii9BASPDkrJtET3StqhPZ1YjwHiNzYgFpIGcH9AdMWDOKIjeFqp+yT0Jw4rhJpKWc59UesIjO+SVfsio/pFd11dN1wLcCUhwNZALzCzWA8D+LaoQTk44fSI4TVzY7g8yZz0kjCWcLowGPIlGkRXxG2wc9TaoU+L6Mfvut38I6ROU6GtTRBnw8RDhXwyTCyaR6jQht2ObZVgePNvEUny7h47IUNT3tN38Hx9Mb9WCQBNqvU3XQ+awJ6tVvBXSJ//NrE6Y7jtUcOFZymJKZtJ1PP15H13GJX5fwQFCn+jCgVzvgU0F+VuGDouuN9j/EWyJEgnPAlLdPp3ofNZKXZmZuLAbkb1iy7yYSwdqTiNkBIqEB2EtE8B5IQdl3kyi9hO3rvJidQ5rNI/TbUsSHgJjitYI3msD3opBIh9PMlnmlX2TwcOpUx/r1iZ+UT1STLR+9w8VbIn4DTK1GfB9FOlVDkS7R7deqXg/pk2agni58FWN1Lh/LC35UqXbOn6A6hEye7AARN11jKKhTt+K6YUpinUzf/yPeAhLBjBzKmfp06o9JzgDxKaf8F2B2hjSRySTLadD1RlIZYiCCVIhI2kgjeYmIJUn5yQZRNovtas9myTRwr3Jms3w6Rg+cnCCkkTJlROQqiSARZDyzsU/pGo5XTlFiIMASaJc2IYXs4neL9ap2DODNEWgG7UfEfWBqMkXTWzlR1UbntManV93iSdacGjxSfXCZVrtF5Se1n7DP7t5jEg7zpaineLTqJwNaTTGZOx2Y6cGMCgZ4tP8qlhLRRIqJREgLIVJLPGljJC36y1x2ujuLfR2wsk5oIhiEGJAY+PBluMysnojhEZJE5Wd/gSuP7UgywWliVwszxsYqIr4J+ET6D/Z4C8gQGhARyDcFpGnJAuCDRCBZM9GvHfd6kV7VhqdStM42ElIyUcPhN6Cnc7dHp/4mkJJwLXwfRcceMuz4hrGA4qMTDvckq2b4dBoy29SrMMDhQ4nM8sRDQN7QgEI6TRc0kUCK5tSIXwSEIU6sH2iQn0RE8THMGCT36TsYBZHQgCRzp4bk3sCC6PVvEVhGWsCldJz3SEpBHpghGYnYkGiC9lGBz25m3621sPP4Ukkig0IwWXOQV696gjSRbmRzxwKvaB0ungJ1HvEfAZ26m8gsP6BNeNw3UXWm66yts8LcisMO+4dHq5ru06tfIvHDZ1GjEAqZOr2xMHdwHMyAIWCPNJ+OgFb9ITL8b4g8FPzNY2JH08B7l0ikJ9osCsgFMzZk1pR6LOy6NdY/ZzsKiVQ8uezfyOFBmsrLtE81FttFlv5HtJqRFCItMaUswt9tbJXTyoyb+A8k+gN1UXzJqlups9ahQ8EfEa3TxUsw/YlBUpyi7i3Rayr8yeoPvHpNhl+3515j1f8RKyCOw3VsosqtHZcX1CX8VKpX1eP/QhxKLMwdJJ0Kk4i6nTSRj0gzAYls9D8PZLOJRABvei2sXYSMRxmYIARM/xJJeIhIFoTItCFz5YACEzuRfnsDaSm/EgHV0e874QeBP2VzmDFC66FzxTkUEZkRgRQUWNmsH2WpzcEBMQ9u3fhs0gKcEadmtA4XL0F7cOiSGdPj1yb86j5KkxvQHzIBgV/KKUoQ7IfvsztMT68u8Sa/TuVBJcLycLxH1P91IBIxZ4pTNB1eneYTeqBsMmYEmgiRwFIahK3QOEAY/QcnRGgkNDhpoKIG7oNuE7ua3r/sy2H5pL1UgXyghYCIsO/mMGMgaBcEVoVsalZmJxKZ68pjeyiXKzFQuHWJJwd0mp/xhBvJtTNQy+FIhCkT1KnL/FrVE/4U1Vn2Ew7fXTk1iSjATFUoRTWdyOS5gC6xsZbIJDKzMxgBAa3ziWg1wpzZVIlJzF6QvEIDsA0EsDENAkQBhykN1EbSSlwkftrWVbUwTCCRnCGbi0AgaBtmmcgAb2FuVzZbuHK2XIg3aPj0iTpXcuJrZSnq9qqJ46N2uHhIeHYAJg1WnarX+PSaJfDRKKclMQAEJ+57sF9/wJ0hncoLn4kgBfpf6b/8y//dX6CJiNQPOk03kYgwZzYVgxPMYpNooL1GZNC+MU2kv2A/OF2hnYhpXNoGibbvSApIBOYUkkP7rKzYZWJX/HEJ21e5XImBAoW7fdqEe0r1iR3INh6tw8Va0IGxqA5O1TK9qiWgT1ju1Sdm+CfL2rVDgXfSQXuSuZPl12l+K9Fr2iroYbCpmZ2IJoIpXvrdJ56JmlM25lQUS/atbBJpFG/QgGsGIQyURCAgDewPGQ0EEhFoIoiUpWsqQXY1IpUE5ZIlBooV48bt4terr/LrEssR+l5EEosZgE0JOjmcql6tqtZ9VMLjRRMTj8OiQOW0JIaAiskTdgukJJzq1qpfITJpFqaiPnr1QmxH2gMEm3m1mk/7TvFuCO5sNpGe1q97bKxlMJrIaBWQGTSRSjJn6HN5YTb7b7GVqZXLlRgosHCNOlF6QKdejdiEkQo4Q+JhdGK/VlPk06qud0pTJqbwphyo9evUNwb1Kn/1pPCSgsh/jyneyOwMSCSgVX8UgCay8bB35rOww11m9iS9tmMGBj6P/gNzLAlIBL4d5DChz/luG1vsNTGNcrkSg0EoWZVMA/nDoFbTBROj72CPhwh7nNrBAjAiL7v/KPWVjkmH/UM5HYkYAqYOaZkLi3QJbmiacKBDM8E9ELlQoInoNB/5Jo5H2PtGYyS8WewwVzZ7yGNmdYJE6Cnef2COJYEmheugV4S9/2K3sYvtlzHp2B8KvAdRRzsqYVGxXlWHBXDxNGdwbNjjWPBXrEcWMvXqoE5jqjpczsrEE5jO92gTLEFtor88RS38UdAEi1PUHfCJBDcdbMaCeexgJxbMWVjtWNZEIjNCcPIqZlk71s6szWZn8EwZXjBk+HWqtIAucW1kqjfORNILpx5pIr2+ZNX3fr1qhiSRkQE0E9dRqpkBnWo1Ui0U6zRdHiKRIsSJsI2bM8VkzpAW8pDXwqpBIvAn9B+gY0UQbStmZug66H2Lw8yeI1KZuLUHOQ4LvpTxST5d4tNlKepeEEm0wR8LiZBTJXXgoD6p26dL+jKkSzJsLXVnRwuQvS2oT7woqFd/5derP3BPVJ2J1cb4bkMaCXwiRCIPQBOBLwFP8mgDdCwI/CGVC8IxK04zc7hM7FbSRo5ULlViKEAqQZ9OfYVPm1giokjjSCTCHofGo9d0kyr9tUefdA4yrSmnIjGCwH1HtGpQf+DpKyaxv9yDvoRCBHIoDcCH3DBnaPDBJ7I5g8WGInS+vSCQyOpd0kYa6POXjhyWVSyLWA0PyM7l1I4/LqRT/yhW1MZxlgYkApsckZZeas+nPzATuVCVU5HYDMBanU3dA1c2O9gDx6qNNBGQiOITGUtEAgLBeSPOhV57EWRWaGEPOHOZboXMsTp8lEwap/HpVc8i8XCliDGITgKxEEEieK9NzPfp1bOhXiunITFK4cpiKpeF3UIDsQpRnptr+f5wBCSCWRkEmAVtrIeu6WdHNsv6fY4MMosZ4GAt0atDiBmJNvhjJeEVqRqkQfQFdKqc2tMO6lu1baOzBBKbB4jmdJjYEo+FFcGcgWNyLJEIzhVrdpC/BKYMffYTKT4esLDz/LOZDHSMFYr0iYd6dapHS/XqtsqJ4+M2S4Np3ioiEZ9WVebTaq4rjGG1NonYAxm/ArnsQHpqX+cxs0CZ4lgdCySCcxQEQucLRypC3YkIy+m7z5xZLG/txTJKNebw6RMvIg0hhFR98ciutS5WBGH22sRWb3LiA67/O0QufBrlKMxm4+wWdi2ZAyEMxrHgWI2cHwgksgAwlMuaXWa2piCLXS2icM9i0pSONQonasb5dKpHsLYFvot4aCM4JkikYqKKB3SJr5ZMSpJlDMcAEBbusLAHyJRprl1Ig9TGel19Bu1oFeEHITMGQlpIIZlltyBR0ioL20+5NIlYgk9m2wX16tlkauQjKAz+i3gQCdZuEFH1+nUJvyKXiNK8xCgHZjFc2ewMepq/5bOyNlH6kgYpkUlvtAG8uQRaCM4L/o/aRcKp2uu2sDVkjj3pt7EZkkDijPKjDtzfn6x6rViv7oFZE4+ZGiwCw7L1oE4d8GtVc/In77ub0rzEGAD8JO48dgKRyatBG6uHsxWlKUeDZgLyQCEszCIhJoQIpLkoj9np9XU635mkifxjU2H+EsMEplx9yepULJCrw0CPQgLDlUhOi4Auqcav09wXTDlcTrONQYgYIzPTOczscTJzmuAvwSCONrjjLWgXvhrMHMGBqrxvd1lYiM7xBVcWOw+Z6PkSuUZmRODVJhzm1ycuDenU7fEKhYephKXqAW3CR6SRyLDjMQ6PhR3lnMseosFbj1SIGNQj4XyNxH+ANKB5QAMRZpaFdRK5rXRa2e12C5sCR6osCzGCgLrn1o1LIxIpjVfcCPJcgKB82kSPN3lcFrUpF0CNXawzD5wXsn+6zewRn5XVYY0KBneszRyQU0Qw6wJzSuRwnS+2NRKhrSR5jUjtBq+ZZZBGIjXdzYHQ8apEtz7xjrIUTRNysMbawRqepREh8J1enfouj/Yg6ezagmCfww53Z7GHgzbWgMENMhmuZoLfQ+uAyQKnKRIti2TLtJ00knraJ0CE9SOZLw+RGXMB4luk/2MzI6RNOsunVX1fnKLuLp0YnQyGI9BGipAWQK9eS+bT2UqzElsQSBv4JwZ1MJc1YpoVJNCfHDYlEa1D8XOIV7+N9RTlsPayPNZKUu0ysxVYaezIYlPRpnce279EronZ/ACL+7QJlxbpVM1IaxgPJ2vd0eORpKjBq1VfFZqg2ltpWmILg9MaJhMigzpoJoMlkwiRwOeBYtxuE6umY/5EmsdzRBxXOEwsE9X9g9ns4HyZYGh0AfVOvNrEZ1DnBGn1YmnWgJQQGUsmTXdIr/4yNFGVrDQrsYWiMIsdBmen28aKQSaDCaHHKlwin17afxWRyMMuE1tAr2meHJaMguFKExKjDStMk7b3pyQZ/Xr1z+G0erElElTDE6kZtWp3YGJidsWEcMwI53ybFStWbE+vUsaIKPdrQD6IQDYbV5jDbvblsHKR6AjaRRTi6CsRTaQol3WRVnNNaCHbefkStp3MSjYGgNR6Pq3mnoBOXQ8/RijGBcAR1FYzCSt7E94I6VSJSrOst7f3RJJ7enp6HqLXB6SMbsF9IrmHiGS8cgs3CSIGdaGFLfHYWFUpaSbQNqIRSERAJNBgSvJYh9vCspTDSIwFuCeoDgnp1F9gyhfBYtHIYKiC44Gc/DpVpU+XeAUiIpVmWXd39wLqoD3UMSXGCOh+dZP8S7mFAwLIxG5iNxKZlFYsCPtMNqSZCI2EiCSYy9oLzGyucgiJ0Q5EsrpSEtOL9Sp7/UaKIw1FxHQvmUnIBO/Vqd4j8+lfjP85NUdEYqEnXLvSRyXGAIhE2kmOVW7hgFG4gMwcC7uFiKIcZLIxnwnMIK+N1Tss7ELl5xKjHWTWaLz6xDtDWlWlyIBGAz8aKQxFQCRKJvhWn05zWW+/jGcKkbQpfVRiDIBIpG0oRAKATJxWdoMvh5VGfCb9SQTaCqZ8XRZW6rOyTOWnEqMdfl2C3qtTf+TXqjqHUpV+YwKTJqhXd/v06p8CWs0pSpPrIIlk7GE4RAJgxW1hFlvktrDiSM0bhLr3JRIQjNPCgvTZqPxMYrTDp1OfUaRX+8UiuihkMBypJg2nRKepJG3kWv+EpAOUJtdBEsnYw3CJBKi3sr/bs1gekYkHQWswcyJEgvdYq0MaSb4nl52r/ERiNGMJY9t4tZq5Zfqkxloa9LGc8oUg63yZXm336cdPVppcD5JIxh5iQSTAzzPZHo5stpDIw4PpXpgz8JkIIrGybo+F/RiwsVOV3SVGM7yTxmmC2sQ7SnWalsoYaySIHSlJUff4tQd85p0wLmqhZUkkYw+xIhLAPoftbs9m88iMKUJJzCCZNBDSSDpdJvaly8qiPoAkRhlQ/MivVX0Q1Km7Y1kQHCSC2RqfVlXi0quWrNTp9lKaXA+SSMYeYkkkQGgu23utmdnIzAlAM1HKY7YRubzvt7Djld0kRjO8WtUcn04VRH4QDP5opDBYgXmEusAwlQI6zXeeFM2pyydP3k5pcj2MBJF0+j286c2XeePSF8TrX+StV3gjSdM7r/HOoE/51cDRvmoFb3z9Bd5VVqps2bIRayIBXHlsD/hMyNTx1iIFgY212i3sRWcW0yu7SIxWcLZkG68u8SYyP7qQHySWi/Qw+yMSF+kSX/Yf81cnawQjQSQY5L5D/s69ml3E63py2D48oFWF3x+8lyCbwaL6hsu4Z9wOvOXrz5UtWzbiQSRA2Sy2a8FcZvVZmMtjYd0OE3te1todAyg85oh9glr1kzVwiMbQP4JIVlTLC+oSW3xk1vAJG16dORJE0uG084bnH+cNzz7CG16g14i8+KQgjnLTdO49YFse+tcRvG3Fz8qvBg4QifeA7XmrJJJhAwvy7CZmcZvZry4Le9BlZhOUryRGI7AAynOM+uigXr0MYfElMSSSEtSoSUnq9epUvwf1iZmRCvbRsLl9JDBLik+ZyP0TDuBNb7/Kec/go/VrbrmK+8bvzlu//VLZ0ge9vZx3dysftgzEk0gAJGZ257Az3VaWttLMBrymR2IzwD85aafA0Ynpfp36ZzhFETgWjRSGItBuSvVJnQGt5mUilYlIEKw0+xdsTiLpCvh4Sepk7t1/W157983K1j/R29rC2379gdc/+yive+AOXvfYvbz502W8u6pC2SMMQSRJu61HJL2dnbzp/bd47b238vbVK8S2Dvta3vjyM9Sul7f9+A2vu+8OMrte5N2V5eJ7oNPr5o1vvCTaq3/yAd72y/e8t6ND+fZP9DQ18pbln/L6x+/jdQ/eSb95mXf5Pcq38UW8iQTAw6cwh+2ziswdZZPEaETV4Yfv7tNr5hGRuDHwY+loRYrGqomaNq828eY6XVLU2ZoINheR9DQ28Ip5l3DP3oxXLpjLexrqlW/C6C4v4ZWXWXlAp+LBiQfy0AlHwnEsfCllF04hc6lA2bMPkXzzhbKF8/pnHuaecTvykrRTeUfhmvC2F57g/n/uz8tmp/GiU0kLOvJgHvr3Ubz9dzKnSHNpevMVHvq/o7j/iH158LgjqD01Dxw1jlfffCXvqa8TxwC6ykp4xfy5PDBhfx48+hAeOv6f9Jv9eNHJet78yfvKXvHDSBCJxBgBspP5dJpbaaBUYdo3Vit+QSQ1k8ZjfU2jX5d0idLcBrE5iARP+Nq7buSefzBeajyFdxWHlG/C6G1r4xUL5nD3HoxXEZm0/fy9mPmBdlAxbw737Pc3XnXNfGVvhUg0u4rvgYYXHhPEUjrjHN5VFBDbgMY3X+a+g/8uyKnukf/xjrUreetP3/Ie0nxAAL5D9+ZFJ+mEidXpslO73xHJzeHexB15zc1X8d728N9Uc8cS7jtwd15727Wk7fzOO90O3vjKs9x/eNhx3GHPF/vFC5JIJNbBe9yB+/u0ic8Gdaqu8HqY6MQwWAnRsZDr1adX+Tz6xHOU5jaIzUEkjW+/wn3j9+Ch4w7j7St+Urb+ie7qSl6RO5uXm6cLE6IvQDpwypZknrHOn4JB7j94T97220+8+f03SdPYn5fOmsK7StYnqMalL3KvamdeYZ3Fe7u6lK10GNKGStJOFv9fG7STPuhtbeVlFxuEDyfyHTQaaCudHqf4HEHdo3fTcU7irUR88YQkEol1QERrQJv4eQ3Mmhj6RxA/EtCrOtxa9YfBFPXRSnMbxEgTSSs95YNHH0RP/31484fvKFvXB/wb8IP0NJA50dsj3mPQtnz7Ba+7/3YeSDmQNJlTab+w76Lm1muEaVGRe7EY4CCojsK14ru+aHz1Oe4dvxsd4zZlSxjta1YKoiiddrbwo3SQNtLhKBCzTR0+N68hzcNzwHZi5gmovf067lXvzEunnsXrH7uPt32/nHdX0vmSZgN/S297fLMySCKRWAf7RFVyKEX9R/PRZP8TAcRqjQ0W/gX16jq/TnWfO0V1iNLcBjGSRNIV9PHi8/5PmCZ1j96DEaF8EwWkMcDpialh/CZ0whGCgKCN+I8gjYMGcYRIau+4gfsO2kuJSUnkpOXxxpeeFt/1ReOrz3IvmSTQHPqiiQjNn0y/o/8vePzhPHjsoSSHhF+PO1SYQt6EHXjdg3eI/btKinll3sXcf8jfBaH4jxzHi8/+F6++8TLe9scvYp94QhKJhACmfmmQn0UDvrCeiAQdOFZEgqnkohR1qUenvsJ73H77K01uECNFJD0tLbxy/lzu3ofxysutvLelWfnmr4Ajtvq6RTToyfw5MZlX5MzmNf+9WsSctHz2IS86ZSIvTp3ch0iWiIFekXMRb/n0fV5EvwkecwiZTeubKYJIxhORPHyXsiUMEInv8H/w0uln84bnHuP1Tz3I65+EPCBeG19+mje+9TJpK2GnbQSt33wu2i67KI0H/3U4kcqORESH8uZP3lX2iA8kkUgI+Ccn7eXRq60o3o1l/rFMrVg7CTNAap9Hq5q+PClpJ6XJDWIkiKS3u5vX3vtf7h23PS+beT7vKitWvomOlk+XCQ0DfpBOr0vZGkZX0M9DpDWUnPcfYQIBIBlEzUamfxuee5R79t2GV5gvEFPIEWyISDoKVpNpsx8vz56+zu/SFz11tWKWCASHa8H0cVf5n+H4vV2d4vtqmDxJu/LKeRcr38QHkkgkBOwp6gS3LvEGsufLRUa0KIQwVGmg45XqNHafXjWgVZtxJ5LeHrGOxv/P/XjR2ccTMazvoIwGRLx69v0br7p2obIlDMz2wF+BWZTSzDPp0OFAs3UBaT98Iz5jwJfNyeCe/bflDaRNRLAhIulprCdt5BxxjMY3X1K2hoHvKqwX8cCkQ3nbj1+Lcyi/KFU4ZzEN3BeIefEd+ndebp2lbIkPJJFICPj+eUCSV5d4V0CvrkbqgFgRCY7TgAJYKapV3pRErdLcRhFvIul05AtTxJOwPT3xpxFJPKGYDvevJ3WP3cPrHrk77OQsWCN8FP4jD+B1D93FW7//ijd/8DY96S/hgYkHkrayJy8xnsZ72sLaRs1NV3Cfaqf14kgQGxJITgibOPmrxLbGV54RszYRX0dftHz9GfcfNU78pva+W3krfW7+8G0xw4NYl9KZBt5dUSb2rVqyOLztgnN50zuv0vktFzEoJeefSCbSPmIhYjwhiURCwDXxkIP9evWDIb26LuwcjU4MgxWYSFUo86lL/CaYvN9BSnMbRbyJpPWrT8Xg9NPgh9MSDlEszusvME28RAYgGaCJNAMEePnpCR/E9Pixh/LSqWfzpndf52VkggQmjuftK38V+1bfeLnwkay31oZMlHoiJs8+jJdbZvKepgYxwKHN1D1wu7JTX/Tylq8+4aUZp4kZnIBWLc47kDKeV101j3cVB5X9OO+urRbmFEgqkJxI+yRxf7KKF512tNCmIvEm8YIkEgkB39HjD/fpNc+QRtJUFqMYEgw2EY+iVXf5tYmv961dszHEm0i6q6t423df8pYvPib5iLd89oFwmP5FPllG8r4IPIugM+Cjwf0pb37/DfHU766qDG/3unnzZ8t4V2lR+LOzUBwD8Sd9EQ5j/0y0K6Zmy0t5y+cf8k6fW9njrxDn+/P3vHnZWyIcv71gdVRigH8G08Q4dtN7dH7UTt/gt3hCEomEgPeoRK1Xq347oFO3l8aKSEhE4mhdYmtQn/h04AjNOKW5jWIknK0SsYUkEgmB4ETNJH+y+hNSn7sw+GOlkYSJRFVPRPIQImeV5jYKSSRjD5JIJATI7DiWNIevgzp1T6zC40Nkp5dOTMJajxK/LvGm0PGqvZXmNgpJJGMPkkgkBHz6Ayb79In50CBiFUOyjkh06lBAq1lSfETCPkpzG4UkkrEHSSQSAoGUhFN9ugRvrBytkCIiEqQj8OtVQb9OfQ1WFyvNbRSSSMYeJJFICAQmJp5CROIGkcRKIwGRlAvTRu0KJqvneyf9fU+luY1CEsnYgyQSCYF4EQliUvxaVb5HpzFVTN53N6W5jUISydiDJBIJgXgSCWkka+jzXEkkWy4kkUgIgEj8ugRPrH0kMG38erXTp9XM21ymDZIEdfrd66UmjDcQHNZV5BcBZ7xnI6kJYgEs2isJ8a7SYhE9uzkgiURCwK/b/ySfNsFeSgQQS41ElLTQqYKBZNW1m8vZ2vTmqzx00nG84bXnlC3xB4pqlUxP5VVXzOe9LX+u9o0HkGSp2HAWL51xHpFmrbJ1ZCGJREKg+Kikf3mTE34O6hDWToM/CjEMVvpM/xYFdeobio/ZPNO/9Y8/wN1/3y7qwrh4ocNZSNd9MC+deu5fUjPGGoJI0s7iZdOpLWRw2wyQRCIhENKrjglo1csDenVPrCJbI0TiJyLZnHEkDc8/xn0H7cGRFGikgJwloROP4uVzMnlPc5OyNU6AaVNWzLtRHlSaNhKbE6UgEn2CIJLYRbYi6TOIRFVKRHLL5tJIGp4lIjmQiOTZR9Djyezw8w5HPu+uDC/B3xC6a2t4p8dB+67lnT7PegmJ+gNaR4eb9iVNpKetVZg2ock6XnZJ+l+JpKOddxUFxTlg/741bCJAzhGQEbK4AfC1IBtaZ8BDLLV+TRvkQEE6AXGc/kRCn+E7EakQSLCosG+S6VhBEomEgJeIxKdP+EpoJEQCsSISVNgjIqklreR+71GbZ60NUhX6D9+X19x+vUhDGDzhCLHkv/j0o3ndfbcJZ2xfYMVuLZlBxedPDudLnXSgyIBWNtsgVvSuN1jpffPnH/KyC87jwaMPFMctm5NO5PUoLzolhZdnTe1DJL289YevRQqB0IlaHjzmYDr2QeI8kCy6bwmMpvff5KGTdCKVI1IrIn9KkI4dPO4Qkb6xfdVvyp443wpeYjyZzmF906Z95W+8crFJnIdIL4D8sidpeeXV8za62ngokEQiIeA/Jknv06mXBfXqjpgt2iMR1fp0qs6ALvGV0KGbJ41Aw0tPiQJTOKeiM48ThIKERSWGk7k3cQdefd3CdcvyQSrlttmikFXphVN43cP/4/VPP8SrLrcSGf2Dh449lLf9/mcyZWSdR7KjAGleNbdey+seuy+cL5XIx3fI3rwi7xLSKsK5YJEuwH9kohjQqA2MglnIQF9y7r+5d1/Gq69fLFIkAk3vvMb9E/YXNW2KzjouvP/TD/MKIiHkLymZegaZMuFsaNBGYEYVn3ks76kPO1vbVvzEg/86kvuIQKuuzOENzzwirgVZ6T37bsvLzRfE1J8iiURCoDh5/OE+beIzpDk0Yco2FkQCwQxQJWklQW3CcodWc6DS3EYRcyJ5+SnuUe0kKtn1fZJjyhQDC6kII9XoWr/7igcmqEj7MK4blBEgS5lIdPTIPeIzTCOkN4S2A5KIoKe2lldeZuPuvzNRC6e3nUwR0lwqFmSTibW3yKzWF8Kf8u8JQuuAyQMgE5r/0L2FJtT67Z9Z1nqamnj5nAyReKn5o3BCZ5g0RaTVlJz/H5HSEai560YinN3WlauIoIfMtdKpZ4oESTCrYgVJJBICJRPGafx6ze0BrbqqclJsUy02Hj2eF+kSf3ceecA/leY2ing4W5HtDDV3+wODGhXqoJXAf9JVUsRbPn5XJHTuC9SIqX/0XpFSsea268S2lm8+J61jL1Hes7/foe2PX4WmUp41TRS0ApEgOVHf1IsAKvi1r/6DF6eeJDKuRWrfNL3/hmgLVf36o5a0GN94IokXnxSf1yMSxUxDtb2Wzz/AABefARHbEvTxCutMoV21KdncYgFJJBICLv0B+/r0qkv9OlVJVQyzyINIGo4+kIhEXVB4VMK/lOY2itg7Wx8R6RRRHrM/8FRGDRg85XvbaMArwEBsIFOi5uYrhU+jZMpkHjj2EOG0rb3rBrFP4+svCDMj2mwQ/B1FZxzLyy8mzab5z+lfvEd2tdp7b+GVl9tEBvuiUyeJ8wtN1vL2tSvFfk3vLRU1hatvvUZ87ova++8Qs1ANL0Uhkj5aFMwkZL9HGseqq/OEj6fojGNEvZyAXv2XCn7DgSQSCYH8CRN28+jVs6mDeVGnN1ZEAqml4xXrNR6PTmVYMWnS9kqTG0RciOSIf/DGt19VtvyJDr9HDCz4NVCNDrMlyAqP6nhQ/+EURQLlqstzeOWibO4/7B/CxwKIxM0JO/CGV/5a+ErEdtDALicTKTLbg7q9YVPoHyKRNIgGszooYlV85nHCCRxJCr2OSP57tfjcF7X33aYQyVPi8/pEEvZ7gJBwTX4iKBTxglkHZ2zNTVeKWjn+oxJ4W78aO8OBJBIJgaWMbetPTjo7XCArTCSxKpBVjbo2Wk2xV6fJyR9AdGtciIQGJers9ocwQWhgo5I/0EiDU5S+TD+dt3z5Me/0e3lPXY0wTcTgHr8Xr7klrCU0vfO68JnU3BHWUPqiK+QXsy4gChTNwmAvJq0Gvg04WFG3pruiVBTl6q6rFVGpmJXpyF8tfr+OSG65Snzui40RCUgLZAKTShQav/FykZC6q7hIJJuG+VZ5ZR5pVnsSkcSuAp8kEol1cCdrJgZT1CubyBSJJZGgvEVIp672a9V3+HVJ45XmNoiYE8mLT4hBVXXN+jVpgFrhlIR5Es4UXzlvjqg909+XAVRfv0h8V3P7EvG5fc0qobkUn/t/RArrx4K0fLZMDFbMjsA3gfoyXs2uvBSaT8f6cSDta+k4KeN54PjDBMEAQyUSjgTQMNeS1Tx06tEiFqYvkMgapTx9h+7N21auULYOH5JIJNYBsyohvep7QSQpsSOSUhFyr273alXvITes0twGEXMieflp4ZzEoAdhoIgUTI+mN14MT7GeebzIDg+gjITnH0yU50QGdrHgz+3ktXfewP3/3D+sgdz9X7Evpoyrl1wq6gZXXZkrBim0F9S8KUk9SZQChaYjsru77dS+hgePO0xkr++prSYCqBCZ3lG9z7v/32jgTxQFwwFBJDTYN0gkB2+ASOic4DBGGQr/ofuIUhndNVWiXEXbL9/z8kuMQuPCdHXb6t/F72MBSSQS6xA6dO/EgHbch6hDU6SPzXobCBbvITbFr010+7SqM5XmNohYE0n94/dxb8LOvGTKibxospYXnXEcPZX/LQpuwzfR+tO3yp40DvNX8eLzTxRaStF/juIlZOIUnaQX+1Uutogp2bKLjaRVhKv7d5cWCy3GN35XHvr3P8l8OZkHjz6YF59zgjCZ4ExF2Yne7i5RWAtaBir8IdgNvpfQCf/kFbZZZNqcIwY4zCmgkUjOvRcjgsoTn/ui+tbruHsPxuufDmtRiHpFbErRf44k4gs7W1HBD05kmFLF5/5HxMyESOOBqYWKf96EHYUZFytIIpFYB/+EfQ/wa8c9F9AmdsUqujUi1fQELNWr61H/V2lug4g1kbR+9yWZNYt5228/iCLblYvMvMIySwRodXr+Wq6zw2nn9fQdquhV2C7itffcwjsK1/Ce5mbxHuaQ8DcogE+i6a1XiGjMvNw0i9c/dg8doyAczEYaUI8S7IZZoeaP3+XV1y7k5dR+5eU5IvAMMzmYQalYkCW0GaANUamXW3nz+0vF575o/uwDXnmpjbf9+Gc5UPhp6u7977rgN/hlUD+n+qYrxLVWLjIJDaa7plrUxYHzuOnd18AAYv/hQhKJxDrAEerXqW/y6VQVMEdiNXMDE6l64niQSbM3Wb1wUzM3sSYSOEoxsPpiQOtNurtFge71gGO1t6+r8bseenrXPy7tE7UdGrzRtuMcI5pOeJ9OcYy/AOcgvvszVF8cj7SeaIjaFv0+3JYkEokYY5V2/119+vGzgzr1KkS3FiG8vR8pDEVAJOVEJOUpSe2eZM0jriPVBytNRkXMiUQi7pBEIrEOfPLk7bxa9f8FtKpPK4VfI3Z+ktKJolhWNx1/uf+opHN4Zua2SrN/gSSSsQdJJBLrwaPdfz8a+M8iiExkN4tCCkMRmEkgJr9WVe3XJizamHkjiWTsQRKJxHpYwtg2fn3SzeUpmi74SWLlcIV5g+NVTlTT+4QnvAcdtMH8rZJIxh4kkUj8BUGt2uLXJZYjBUAs/STQSGonJXGfTv2lU3fgsXwJ20Zpcj1IIhl7kEQi8ReEdEkGn071G2kjvbHK3wopIkF5Cp9W4wnqx8+3n7DP7kqT64GIZB51ys2TM1BiSMD9IjleuYUSEowVTRx/nF+reb0oRdURSz8JzKRivNequgLJia96j9svasY06pAzSFaRVuIisUsZ9YL7tJrumU65hRIS6xyu15enaJqrJo4XZkl/UhiqgExqJxGh6BJ/d/3zHylKk+uBOuTOJPuS7E+yn5RRL7hP+5JissmV3RJbGYK68VNL9EnV1ZNiSySQmklJyOVa4j5Kk+s9bcNOVwkJiTEOGvAn+HWq34r06h74NvqTwXAE5lJQWcTnSd70Ij4JCYkxioBWc6BPm/igX6euQRnPaIQwVIF5gwC1oE5d4daqL1KalJCQ2NLgT0raya1NmEYaibOezBsM/liZODhOBZk3pSlJvV69+gn3BNUhSrMSEhJbGhyTko4oTkn6vkFkTIvd7A0knFoAMSUqb1CnMXHG/6Y0KzGKsZRlbvvRWXk7lp2+eNfqs/L2WHPBlX8PZSzc22Ow7Lf6rJmqnw1ZqpUZ5sSBCvbPz7Qd4DjP9I+VqbP3WnX6rF3peDvzSSbpuN1SgMp4Pr3qWTJBOmNVfa+v4JhlKWruTx73GBYMKs1KjC78DdHOPxNpFJ6dddjq87OOd6ZZjW6DKc+eZr7JbrDc7UizPeAx2JaG0nO/CqbnfRnMyPtiYJLzpZ/Ek257z2m0PeNItdzqTjfleIzmi+2pljML03IOKzRkj1s+efZOnM5DOR+JsYbQ8cfv7E1W5fj1KkcZkh2RBhHLGRw4cWsmkamjU/3u0KnSXIewHZWmJTYTVpxn2qUwLeswp9F6mjvDepEr3bbQbbDe4DLaHnIZra860i3vu4yWH9xGi5Ney5wGa73LYG0KZObxupmX8toLFg9aiqfO53ScbqfBUkVt2em4q6gtEMzLbiIYOpd73EbrNR6D2Uz7nevJyE72mkxytm+sgJ4C23gmaib5UtTLENqOtTKxjimBeVOs13QQmbzr0SceqjQtMQJYmpm5bWlG3r5eevLnZ5iPXZtuOS8fmobB9CARxadOo8VDg7mlhAZ6+fSFvGTafF48bR4PZULyOMgjkJnL/SS+jBzuhaQrrwMR7Kvs76Nj4Hg4LqSI2iim9kpJKmYsFO0QuVS4DLZvHQbz03aj5bLCNJORtJd/u6aYJwSn5CT4Z8/eSbk0idGGFZPG7eLXj7uzIkXVXUaDPhohDFdEuQqdpsSjU1/sn5wkO0Mc4Torb8c1F1j/7rvAllSYZj3DYbReTprAi/T6OxFCSSgzt45MjmZfuq0TAzwwNZeHps7jQYU4BGn0IQ5PRNJt3D0MiRwHx/VnhMkJ7aFdtB+amkff5YJ4ugIZuS1EZg1FmXnlngxrPmkwbzkM1puJXNJ/S7vo4DXnWuG32Vm5ZInRghKdyuDTqleSKdKN3KvRyGA4AoIq0Wu6vMnqrwL6hBOUZiViCGgf7tSL1WQ6ZLrSLQ96jdYviCzWeIw5ITIfmmlwktaxQAg0gaBCFhjkZN78RfoTQawlWpuC2Oi8oK2U0XlCU4H24k63tpPpU0ZkZicza7k9zfKw3WC95A/SVDiXvpVRg2CKOsGrV99ROTGpGcWzYh3pCiknMinSaVp8etWSYLLm70rTEsMAz1y67eoplsOdhhyDM816DQ2251xG869kIrRV0iCsmrFImA5BetpjkPYdxH0H9WiUyDmGtaY8XkxaS+X0Rbxq+mJOZNJBGtYau8H2WqEx+/oCo2maKz0vZdWsxdKhv7nh049PJa2hqCqGi/giAmKCr6SMXr1a1e9uXcJU6aUfOgpnZo8rTMv5V2GaZTZpGw870yyrAxk57eXTF/YW0YCD6SDMBBqEEE/GXwfqWBLPen4ZMotIYA6RZtUbnJrb6TSYPU6j7UXSUvKcqVn/gWa2sQx9EnGEf1LSER6d+s2AXtUe60jXiGA6uDxF3evXJbzhnXSQRmlaYgDgnP+tItO2Gw0aXYEh60ZnqvV3nzGv1p+e2+ox2tb5GuB7iPgzxoLmMVjBNeH6cJ3wqxQJ3wr8LjntvgxbndtgXu0wmh9wGHJP8afO3wsmn/IXSowE8ifsu5tTl3RxSK/21k2KXea0iEArwTGrJyEto7rCp9XcgjgWpXmJjeD980y7ONJtpzpTbXd70nK/cRksZXgql09bKKZWI+SxJRLHQAREAk0MZhz+C9pWS//Pr2TqPe3IsE5bM31u1HQWEnFCofbAw/w61Rcwb2JZZLyvgEzgfPVr1e5AiiadZ07YQWleoh/KZln2sxssU1wG2y1Og+Url8HaWDFtES+ZukCo+VsrcWxIhLZCBFtE5AofEZFrr9No+d2Rln2/e0rWRaSxHaX8tRLxxCqtdlevLvEmn1ZVDedoLOsD9xVRCkOv7vLqVB8FJmn+rTQvoQBPULvRerLDYL6ZtI/VRRnzusumLRBPXuHzSM/h7jHu94inQDvD/4RpbJg+wYycXmhxdqPlRXeqKc173oUamIrK3y0Ra8AB6j1adQxpJe+hMLjICh+FCGIhSMlYNlHdTibOvf4JSQcop7BVAzEgDqPpCKfBfIM/PWdt6dT5DSAPEedBAwJxGNEGjpToAkLBdDJ8KSK4LiO3zZtmLXKkZj/hMJr/jXU/yl8vEWssn8y28+rUC/1aVS3SJgbj4Hj1kcDxiuxsAW1icUCrurRk0rhdlFPYKuHIyD3QOcUyz20wf0RPz3JEmCKOAjY/VHZpxgxNIv8dImwxhVxGZo873dpC//EPdoPpxrVp1n8qt0Ai1vAelaj1adWvlJL5Ac0kXloJTKcKIhS/XpW/tUa9ujIu2deZkWNwGa2PUecOFNOTs5Q6PDQRSR6xF2gpJYpj1pFmqXWmWV6zZ1gvIVNRprqINRAt6E3WZJToNEUoDh6NBGIl0ExKSXx69UqvNuF8nsm2iuk6hHi7DTkT842mJQ6jpZCIo7eItBDMxggfSL8BICV2EvGhIGq2fPp87jFaSgpSTQ8WGOecWDE5czflFknEAs6jDz2IyOT5oF7dDOdorKeDIxKZxSnWqTtJC/rKq1efvqUHq7lmztzDbcy+kFTsL4OZufUBIg7EgcA5GK3jS4mPiGljIm8sH/Abc5pcaebVa86fm7vKsHg/GTAZI6BOsF+XeHJQr1rZiMRHwgSJTgbDlRCiXsOzRJ0+nfrNoolJfeunbFE31J5hOdydnn0bPQULfBm2norp4ZWv6NjSlBl5Ef4TIpTSqfN5UUYe96bb/KSxPFxosMgaPrECClz59Kp7ilNUjdBKQCbRiCAWgmODTII6TUtQp34lmKI+ekt6KmBGxj3VenJBmul5l9HcVIonoSSQUSUwK6suWAQyaXcaLO/Ttqn+2fP3Um6hxFCBzFluveYEn071IYgE+UqikUCsBM5X4dzVqVu9etVrJMcopzKmgSxgLqPlAofR/LU/M6cL07lQq2Gr9+/MUjavhH0nIh9Lj9NocRcarYvWGK0H8SVLopaflRgglmaybf0paktQpyrDGpxYl67oL6hFDNIK6DSt3mTVWwHdQWM6YC2YlnewK9V2q9dodfszcnpDpImgs0brxFI2v0RMHZGfZSo0RmuN3Wh63p5uPWHFpEkyz+xwsPbog9VebeKdRfrENszixMtXAsGxBZkIM0fV5tOqP/AnJ51NZk5MZ3OWM7add8I4TZl2//2UTTGH05h9mttoecVttFVgTUzxVOTWGHumDDSn/hLeDkJcX7BtQ/uPNUEMT+n0+dyXbm2le/ipM808wz7lMlHPWjpjhwj3RM1Ef3LCl8V6TXe8TRwIzBwRpq/TdHu16uV+bZKRm1jMngi9Z7EdPSlJRr9ebaX2JiibYwKowYUZ1nPtBvMXZG9zpDLEsn4ikN5oHXY0CMgtLFakPBTvQQBilS09nbEoDgFdESmjAQZHMVI0RgSfIYjR6Ls/TAVElvqIZEQbRqUdeh/tXEaT4D/A9cAcdRqtK5zptuw1514g8+kMFSWTJu3i16tm+HWqAmgl8XS8RgRTwyLnK9pCBjdtorFiwoSYzPPzTLaDV6+y0fV869WqHvdqEw5TvhoWkFe00JB9rsNo/QnqMTKRQVUebbEhEeLAe5xfOJQ8PPAxcLC2p4jOX3xvtHZ4jNZmr9HW4DHaGn3GnHr6TQWRY8hP4svIKQpL+D3tU+M25jQRiTYIMeKJbu3BNGspHbdsGvLDzhNkI6a9aXv/cxpVIkydcDpIp8HichhMC35Jy5Er14eKlbqkvTxa1T0BnbqxlAZ5vBb19ZUgEYmIM9FregK6xLUBfeI8/zEThr02B6aSO1mTSRrJ70G9qg7XVZScqFK+HhJ+zMjYOT8tawaZM6tpYPZikIw+tf7PJEEYwNA4xGtGbg+dbxcRSUfp1PltpZkLWrxpOZUOg3mFw5j9gSvd9KzDaHnAabQ87EijV0POpc603BnCiZxunQUpTLfNKDSYLyo0WG5xGCyPu9Kxv/Uhp8H0Ov3ua9J03EQgjURS7SVT57WRptIZzMjtxmwJJJwrdvQRL5FbL+6jeDDQ+dF1BO0Z5pv8mTa5RmyoKNSqjqIn+OsVKWqOEhZYNxONAGItyCULZ28wRV3s06mf9E5S/99w7FTMSPlTVGf5deqvayaOh9ZTSdeyxJ6iTlB2GRSQdIg0kSy70bQ2/LTNG5VPVwxUaAJlpHVUTV/EizPnc3uaucZusPzsSrO9RmbHXS6DbWHheZYsx/m2qY5U26kF6dnH0W+PLDCaDy2aYT4U4eQlM0z/4KbHt+eZmTssJy0Mkk/vf8xYuHORIU/lMOYegf1DtK8z06b3puf+hzSVc5zpltmuNPN8UQIjzfqYM83ymdNgDnrJ1Km5YDGvnIE0CWFTaDRmdsN5IYjNmW6uoOu435WWfbDSBSQGC29KwvlkEqwuJyJBwfCRIhPMGKEqYGmKut2jVX8Q0GouHOrKYZCQW5d4si9Z/UFVSlIPjkvmk9+nU13r1B2aqOw2IOSfYzsgP9Wa5zRYC0AieLqOBhKJnAPMFjgNK6YjFQFtM1pLfOk5v3qNue8RUTxekGq62p1hzXQYrMesOX/u/ktY3Kc6/5Y/2bab+3zbIXaj5UwU43IZzfcTyS31ZuZ87Um32ukcm3HOSFYN4oOWgusZDf8rNCcsqqRzbHEash/xGCwyz8lQUDFh39082gRLkV4dhL8k3lPCfQUzOtBMSvRJvT6tptivS7whP0V1CB/C1Jz9KPXRXp3qtdIUTQ+SOSGGJahTBbw69TUD1UwaLszZx5lmy/Uacv2w/X2Zm1clFwONBp2fnpzwd2AQkvnRQ8RR68vI8ZK28TmZHbfQvqmIj4AGwU0maBabZY0T1nWtmGTaHr6lP87K2xfL+8mEsjqQyDrDstqXbiv3GK2tIGfU3YHjNkIq/a99JAUmoSC4dGubK938gkcmTRoaCidqxrm16pv9WnUl0gHAXxJt4Mda4JNBW/CbYPaoRK+qDujGve+blJjp1yUNKgqRjjfBr9M8R8fpEX4YkgrSskI6VdBDmknV4Ydvkkx8hlwdmQTv+NJzefmMBZvVJ4IBFvE3wJ4vzZzf6TPmNjjSLN+QybLEbcw5E8WyUDRrtBabwoyXN9O0p4vMo8Kp2RPzjVaT02h+0WO0uOFbIXLswSDGNW7uoL6ImUgk3eoyWl/Hf6tchsRgEEzWHBTQaR4hE6MRU7UjqZlAMHMkcsCmqHoCevVKMrfuC+o1p/HJkwc0SHD+fq3msTK9RhQHg4kGUy2smagDMHMqj9CMU3aPChcNSh/Z/c4My28YyCIBUZROF29Bm5imrZy+UCxCIzPrD/sU672O861zfWnWyaEM86DMtdGC5UrCa4/BbHCnWa9B6DoN2hqYPPDzgFCi/R8jJUg2hVkurzGn1W0wPxLIyDpQOXWJwaBYl6QP6NSvkpYQt0p9mxI4YqsnIeZE3e3Wqb4jTWmRf2LS8XwT+U28xx24P9YSlU9M6kLGNmg7EEw5i8A7nSrk0yVe0bCJJNUrTJO2L0zPmuFIt/6Ep+RIkQnUez+1h6lamDE04Bo8GdafaKA9QabBNMeMRf9QTnGLACcTqDDN9K/C9Ozr3BnWZfQfe2kA8wq6fkxdR/6T/v9TvAX3GpqJJ93abDdm3y5nc4YILP336BK/LdJpevBEjzbY4ymIN4FZAkIppfZL9ZoGr1b9tVebNIe0lUM2FHuy6vT9dw3qk26uSNGsRyQ4JsgEszmk6bg92sR59Zso6oUZC3e6eSo9MX8jVbcHMQfeOM46CMIiDUQhrmpMOTsMlgft08wnrUydvdfSzKVbZF4XzvjfYJY56MlfOMWUY59i+jJgzCmm/6EdBB6e7Rl5HwrMHLTvSDdXODIsSzCrpZyyxECRP2HCDu7kcal+baKjkgazSNGoDMiRkggBQCtSTJPeYp26lF4/9GiTLL6U8Ul8CVtvNmIpnbdPq7m+YqKms28muMgrfDDiWHq1w6sdN3fFpIM2WiEfK3zthqwMh9H8OzqWcAxG6XTDETz9MGsgSCQ9B1nSC+xp5mswRes9f97+/a9xS0Y+mT1rzpt9ROEU80V2o2kZaWMt0EwwSwUzM9r/F0+BmYVyoy6DxeswZC+Er0c5VYmBwp+UtFNAq5ob0KnslRPDGkJkkI+k9CWBhknjxSwPaRUOMr1eQ7lQMlfSnDrVOn9BIFmVUzUxqaOKTKPIb/seq4KOI7QVnXqtN1mV5Tpk7z2Un0aFKy9vR0eGaZrdaP41HF4OlTc2nToSbl86dSF3pFmLSAN63JNhNhCB7as0v1UCBO4kIi1My77KbrR8RyTSiXKlkTQNIymBDJFkGmSSj5iZyNociUHgx+NVO7v0CVafLtFeDjNDDOLNJ9CKMMMDraKWSCUoVhSrf8YCRHdKwhS/bv/xPp36CiK+jsooRALBNphLMHOCWvVKr14113XIIRslk14ik8J08wxHuuUXofIq6na0jjcQwW9hg8OZ6jRY652ptq8KplguC15gPUhpUoKA9JXOjOxzXUbrk0S6LhA5fEcw/0bK1EE7uFcgMSK1X50Gs0GWDx0CQkQmDv24uQFtgrscg3AzkwkEs0nwn0DofW+pXtUe0iUGvLqE54lIPirRa7o2VXoDv60Jmz/5Lp3qEtexGyeT5ZOXbFeYYZlOpsdvXjJB4DMZrAMWnRIqOtR1f0ZOj9to8dmN2fcWGnImjtbp280N+FBKzjP9w2Uwz3Qbzd/Rf07mDnwnI1eN0KXcsxBpJ/Y0yweONNP/KacnMRhgkHmOSrjEp030IJQeg3SkfSb9BSSBcyghMoCGImaYdKrmoE7dSKZPT2AjhBchGPwGZk5xCpk5WtUcBOYplxwVJSbTLnaDOYNU3N9BBGI2Z4CaCTo99oVp5DfmdRWmmb9ypJtmBafnDCmEf2tDKCNjZ0+66Wi7wfKgx5hThilaYeqMQNg9kVUvHgDQhoLp89rs51ufQLUA5dQkBgOxWlinvjigS/wDWglkc5MJBKQQIZUyMldKJ67b1htt/77ipX0QLyPq8eg0a7Aamk9m2ymXHBXLJ2OGwTqNNBPhMxno1DBsbUxregyWxoJUyzNuo/Vk+AKUw0oMEEGj9SAa2AsdButvRRnzxerjaP93PAS+sfLpi7gzzVriTLXmrZolC3INCcuRQFqrmu7Xq3+BaVARh+LkwxGcy2DOB4TjIzIBAcFnQtf2vU8/LtV11iEbHeAIAc/PyL7AYYTPBGovyOSvmgnUbqGF0PfwrfiMFrdjStZdcmHY8ADNcG2qJd2RmvOp15jTggWVuA/9//94CNrBimGnwbIG/hu+ZPJGHzwSGwDS0/lTkoxBnWpFkU7dBfMAPgsMymiDdbRL5LzDU8PqnqA24XvXxITzMGulXHJULEWcSYZpGpHJ71B7hQO2X6cLbxch190uFL82mufKKcTYAD6rlalZenua5Xlvek49TEaQ9UikKxDElZ7TSWbWO2SaHq2cksRgsWIS256e/Kd5tep3inSaVvgowtOyY1MiZILVz8V6FffpEn7CLBCuU7nkqBBTw+nmqcjxgVgQzMKgo0U0ESyf96Xbuujp9ak91XS+f/YS6VCNMVzTsg92pVnuchtttfj/YW72H/ixFjwwMJPjz8hrcRrMt/1xlvSXDBlYtu/TJh7n06ofCuhU5fWTxot1LWNVM4Hg3LHIrzRFTe8TvvXrVIblbOOqa8l5S3ZxGE3TnGmmX7FSGA5AqL9lWOKfbm11Gc1vUcc7FeaQ8hOJGMM/bf54Z7rlRme6uSQ8VRsm9HgJHhS4z3D4OtPMbse52VZ5f4cJh1ZzoFenvqlIr/LiiS4yxiuDsv9AHSuCtAZVE9Xcl5zwHckURPoqlxsVK0ym7V1G+ExMv4iFdjNQSyW3njrc8+60nH8pu0nEEY4Zpn8QmVztNFrcGOQwKaORQCwFD4wStJNq+ZoI5VgZXzJMuPQH7OtOHpcd0I1bVZai6ipLQYaysUsoYgaIyKQ8Rd0b0Cb+6NQfcM5AzBx7RvYFngzb6mD6vBp7qvURX8b8w2X9lJGDN/OKPcnMtJEWWBhERCoRykBm1IYqMF9RTcBttNa7DKYHXTOzhpXaU4JQpt1/V6Q69OgSPi7Sq3uE36TfAB0rEiE/LA0opWsJasd95dGN22Q9nvzMzN08U83nFKRaL3WlW1KUzRIjCISwO40mU4RMMD0fjQRiJSATkXYg3eb1pOeerZyGxHDh0Wn+jTwiPp3aWUFP9RqkA+gzSMea4BqK9apuvz7x/WCy+j/KZW4QyBDmzczcE1PlyiaJEYZ9ypzdydS0kqbggakpAteikEAsBP4SZHrzp+d2I7OaM23uP5XTkBguPNqD9vNr1dZinfrroE7dAr+JqGlDMhZNHawzKiMzx69NeNd9ZMIJymVKjGLUZyzc22W0XElkEoQDFlPD0YggFoLFlyAsj9HaQGSycPmSJfIhEitwrB5OHjfRo1c/RBpKKQpxYVYH4fUYnGOJUCI+k5KUxB4vmW5ObeJxsjLb6EdhWs4+LoP1ZleatSIcFBi/GBPEEYWTUVk+dWTa/m+J9I3FFr6UA5ICusRZHl3iMjIRWmomISXB4KNQN7fgXCvp3EtTVB2+lISPUIydyER2llEOd6pV7ZhiusttNDdisHvjFLAWCUr0GmyN9lTLPa6ZeRtdBCoxBPBMtq1bn3BCQJ94iy9FtRLBa33jTsaKdoLzFLlZ9KpeX/K4ZX594jmrtPvL9RajHJ4Z5kPtU7Ke9KXntMGfAb9GNDIYroj4oakLEFvyBxHL6ciyp5yCRCyRP2HCbj79gZkBnfqtEp3GFdJrOrD6Fj6UIsXkGQtSTSRYlaLiXl3io8XHHCFLPY4BrD4ve6LTaP4ykJ7bLSKQM8KO0miEMFTBVDPSDTgN1la7wfKi0yjzy8QNCO4K6VSJ9mRNhl+neY8IpbIkJakL5g5ktE8Zizo8RHzFek1JUK+ezzM3HqwmMTqAYLE1hiyDy2BZXT4NhcXiU/QM1QRLSSvxpOUGC6dYz1Wal4gXsPgvqFMf6UlWz/bp1C/7tKoqzOxAQwGZjEYfCoLsMIND5xvypWjyMDulXI7EGIDrrJl7uNMtV3vTbcXIxRqvmRykNvCn57bYDbY73Bdb1UrzEvEEkhujBIY/Wb3Ap9W8HdCpShBqX3808oSMniljaEtYhxPQq71erXpR6PgJeyuXIDGGIBb5GS2PEZl0wTkajQiGK1g46DHaeh1p5pUkqUrTEiMBpNTzTDww2a9TXxPQJ34a0qudJLVFKWpeM2l8WFOhwRxxzo4kuSDHa3gNkQq1hC+rmLzxTGoSoxvuqdknuwzZ3yNLPHwaMTdx1s3gWLrcqdk3yARWIwzEZngnHbSnM1lzkEefdDaZD/8jDWV1ZYqqvixF0wGHLOJQYGLgfVAf35gUmFbIUyKywZE540pWL1w5yDKiEqMPSCpdmJY925eeU45C7Bj8sSQTHEvUap4mipx94TFYTlkqF/RtHsDkQe2aIl3iSR7tARa3VvWcX6sKwEdRR9oB1vKg3k68wu/XkQi149WpXChzUXiEnKHZUoCCXC6D9RVPuq0F2kOsF/chrkSkMzCam5ypc+9zzZwp40pGAwL6AyYEksdl+bXqB/169TKfTv2HV5tYg4jTxqMPXGf+iMTUtC0aOQxGQCIlpPGQqbU6MFGVtUqrlfEiWxD4kiXb2VMtZ7rSLL+WT8UsTuwD1UAmFVjQZ7D8oCzilNHQowHLJ7PtsMq4QHfwkV6dZqZXq7o3kKL6nAb92mK9OhjSq6uDWnVXGVbtEhEMRVvBb5CPFuYTSMSvTZqzqZrDEmMTq06ftasjNftOGuhN0B4w8KMRwlAFWg7qOHvTc0L2dMu8NedaN1omVmIzAMW7Go45Yp9SMn8KkxOP9yZrssSq46NUXwZ1iWWhFE13SPGhDFRgziAHLUwm0njWEildtKlE0BJjGyhiXmAwLSPzpheBarF2vCKVAb22Faab3rRnzD9caVZitAK1d9wpqkNCR6qO8ekTLyLz5wOSJmgWA4lHiZAINBmPXr3Gl6K5cFNFsyTGPvjkJdu50k0Wb4alLpblWCMCraR0Kpk3GVafI8NyitKsxFgAzJ9AsuYyMk2K4DfZmImDGR9BInDeEon4dJoV/pSkS0rOm7SLcriYAF57f+r8vZBFfmMe/OWZmbt5p8/bH6kD8fnHjIU7f3r6rP3kFGL84DOYdQ5D9jIikU5MB0cjhKEKNJzK6QuRCLwO2dvyM5fISOixAkwh+7SaPDJ1PJjd2RCRrCORFA0v0qm7vTr1z6HkpAtch8TenPkt7aKDKy9Y/GLdzMsfXXnm7PHK5vWwhtTs5gsvf6V8+vyvXQZbBrZRx76kadblH/jS82RgU5yAKn6F6dmzvcacsooZsS24BSIRCakzcluJSJ7zplu1SrMSox0gEq9eZfNp1S6hkWxkFgdh+UV6dbdPq/rWlzJ+Skil2lk5TEzxy+QL9JXTF7XXzLi09IfJU49SNq+DPdM6qTgjb1XXzMt5aIrlNfvkMNn4Uq0P8TlLuP98y2Kxo0Rc4EnNTnalZv9WSoM+1k5XzAj5M3J6XQaLCzWMlSYlRjtg2nhTEmcF9Oo1CLOPthAQmgiiVUM6TY9fp/k6oNOci3QHyiE2Cc759iS7DFC2KchefFzptPnl5dMWuAqzr56Ibb29vTvT6/bOrKv+E0qz/tE4bSH3TM97/jvrlcK7j9+6MvLur5m+iLsz8y6l/XekbTthu5QhCf67qDlkPAbLfvYp5tvdBmsVEhTFmkxgMgVRON5gulGWrhgjcB3CdkQZiZBO9RtKcfYv3oX1OyL1o07d49eqvw6mqDdZDKs/qEOaenp68mlw/zIA+bHF4cv3Tp/XFbzksrZWl38ttuG75jX2n30z5oVKzs3iVY+90tvZ0Liajv01ffczvi97+KVy71mX8OrXPwxhG7X5S09bu5Beeo991kl39y89rW2/9HR0rb9dEfymu6n5l57m1vV+20O/66Zt+K6/iONB2jv+0h62if1wvK7uv3wn2qFj992OY6w7/77bSXDeOFZPd792OpR2mtBO9GvblND/tppeXyQ5ULmF6wGrgx0G6zHuNPPncI7GstCWK90qyrZWzljISSt5LT/DdojSrMRoBlYWe48ad3pQq/6plogEC+5AIPCJwF9SIUhE0+vVJn7t049PRRSt8tMBgzrkf2nADxyVtdxL9ndg7pWcV9eHt9Fr7ZV38yBI5Nk3eXdrW3h7HzS8sowXnjKTt33+Y3hDawdvuO1x3vzYa5x3doe3RRAo43XX3Ms7P/lO2aCgrZN3fvANr7vhQV5z6R287qr/8bbn3+W8SjmPihpef+NDvHrBLbyWvqu98q6wXHcfr7/pYV5z+R28c9ny8L5AL+c936zgDbc+Jo5Xe8VdvPmhlzh3BpQdCGtddKy7eVf/cymp5PU3P8Ib73xSXEtftL3wLq+nY/KOP6+r95e1tO9T4hxqLr+TNz3wIucOv/Lt4ED3zE7yF7Mygo/OytuRzJs7PWnWDrHwLkZaSThkPlf4Spzplt9dRssF0nk+BrCELdkGqRCJPL5BxCuIRDhW6RXmTLFO0+XVab4JTNScx4l0lJ8NCtQvbwh3z4GhI1jKPUQkPiKS7tp63lVZzYN5N3LXOXN4zSvv896OTmXP9VH17FvcceosXv/BV+JzR7CEk/rNA+Zr6Bg1YlsETT/+wR2nzOLl9z+nbOG8q6yShy6/nTtPu4iH5t3EKx54jhdfdzd3nXkx98+9ird7Q+I4lY+/ysv+9xSvePB5sU/loy/xstsf4y7Shpwnz+T1738pjtfT1MzL7nycjjeLB7Kv4uX3PsNL//uwmOZ0nZ/Na9/+lPPuHt7u8uPpy4Pzb6Rr+5MwcBzH5BnceeZs3vzbGmUrXRedB44RWvxf3tPezns7u3jlE69x5xkXc99Fl/Lyu5+k83mce6blcdIaeMMn39DJ9Ci/HhiIRFaSTFBuYVSg0JkrzbLSl54bU60EphKO5zRYalDm03uarAE9JuDSHzKBtI7P6ohIFNOmt5pIhMyYDr9O9b5fn3i2v0/E6mCTOVO/HByRBEq4ZzppJNbreOtaJy+54T5ecEwq92VdxTuKSpW9/oq/EEkIhDSfB4kUuqr6Eckvq7jz3Lm84hHSDgAaaBUPvcALT5wuBnwXERgA0qp+8R1e+O+pvPS2RziZH2J7f1Q9vZTbiZgqH3uF97YTGfT2it/Z/zONl9z0AJ13mdiPFBRBCp7p88Ugb813ibaLr7tXrIRtd4c1FTJLePl9z3DHGbO587wsXvMSaUUK6j/+hjtOvyhMRPj86XfU9kxeRJoRyC6C1jUO7rvkchqcObyt0KNsHRgGQiQOo+kIp9H6dDAjrwcaRCwD1LwZuTyQnscdU6xv/mCYJXPZjAVgwV9Ir/pA5IYlIqmYlMRLdJrWoF79Nm2fPNws8NQvB0kkxdx38eXcO5PIxHY9qrNx35wruZOe+OWkAfS0tSt7ro/hEElnRRX3zr6Ue2ngdZJm0hc9zS289p3PeMOXP/KePhqDABEGtCT7idN48fX38u6GJrG5q7pOEJ972jze5v6reYHj2Ym0Kp8ks4tQ89oH3EGaT91HYbOoo7SCB3KX8GDuDYIMSm58gPdCqyANpuyuJwQJtXuINKj90GW3cdeU7KjtNCz/mdtPukCYg4PRSgZCJMiz6jKa5/szclrgdI0VkeA4CHarnraY+9LzvltznukIpUmJ0Qx7ijohpFO926Qs6CvWJ7V6dOo3A5M0/45F9nfql4MmEr/pam4/9ULxRMZAbXcFuN98LT15L+B1NAjFo70fhkMkrXYPd9HghPYwGDR8+i2d40WkPV3PO0oqlK2ct5G5AgIsuvp/wvTojzaHl8wbE2kRd/Le1jbeVuAW5FB699Pi++YVa4Xfoe69z0kTelSQSVdVrTCt8D646L9C8+mqqePeiy/j7ql5vIJMrKrn3iJ5MyzPvy1MMBBWMV3Xhgg4GgZCJIAjLftsV7rV7qOBH6vZmzAh5fCK6Qu5PyM3v8BoTeMyOG30I3+Cam/SPJb2HHsQNJIOj1b9BqoADlcTiYD65eA1kkuuoAF6MQ2Gt9YNxKYfVnAHaSUYoC2rCsW2vhgWkRS66aluFr6OgaLljwLuNljITJnHWwvWNx3aHD76jojp5geVLeujjUwQN5IFLf4v765vFCYU/EB+IqTezk5e+9bH4jrbvUFes/RDoXG0rrGL63aeM4dXK6ZOKxGWd+bCsNZGBANNzkfEIgSfSSvCe/hQettjTySuDPMEh9H6nC8jpzGWka7wAZVMnU8aia0IBc/9mbYDlCYlRiv8uj33CunVy+qOHg//yDsBIpElMaxDQ/1y8D6SCxaIAdBRHPYtAPBPwBdReEImkcONfzFB/upsJSKhQR6cfzOZGrViWwSN3/1KpHQxr3z0ZfG51Q4iMZFGEn3gd9c18q7aunXmQbvTJwatk47R8MUPYltftJEG5U4njeSKO3gPfCb9IDSg87NJY7lLOGWBiodf4h7SLJqJoEqJ0AI51/PuxmbeQtoJCKv6tWW86oW3xXm2rraL33SSFiT+q+yryLQJCJOqr+C8u+sahHkGM2igGCiR5GfaditItc4NZuSFoEGABGJh4ghnMmoRG231LqP1ySKj+VClSYnRiorJE3YTuUt0iZ94Jiaegpq8ylcxAfXLwRMJaRK+rCuFr6AvoFmEyBwoOD6dl93z9Hrq+l+IpKhMDEw86fHU74uaNz7m9pNmiBkYoLO8insvJJt8zhV/0V56mlqEH6Lomv/xntZ2MUBDZFqgrdq3PlH2Wh/YB+aZOzOXtxFp9Ad+V/ifqevaB5q+X8HdRHxl/3uS++nay+5/VmyHORMgsy506W08kHcDESNpWDVhZ3APmUXQalznZgkC6o92fzGvfvFt0p7yQQ7K1k1joEQC2KeYjvan566pmrFIkECsfCW+8ExQt8tgXe6emjNRaU5itAJlL9y6pJO8E9T/hzwmyuaYgfrlEDSShWL6NzLb0RetBW5BNJglqXv3M2UrEclzRCSnXbiOSLobGoWz1kUmTMNXP9GGbmEmNf+eL1R+zHRUPvW62Bc+F/gY4DQVszYKmUAjqHr2DV74f5mCuLqbW8VARzvCgbkRVL+6LOyfuPYeMRUNwK/R/OsqQTCuVPN6Jlo3kUOQiAJTwaglU//59+EvunqEnwQmjePcObzyuT7tEjnUf7ic2ydPFwQD34vQmkjaPUFBogXHGHjdsi+UHwwMgyESb6ZJQ4P9E4S2xzLpEXxExdPm039hKSpMt56hNCcxWgFfSOh41c6DjVgdKKhfDopI2n1F3ElPWAy2yADsDzghC0mjwDRo0w+/i214uhdMSqWnfXhalPf00gD6Upgf8DHAkVq85D4RaxEicwezJOVEDhF0VlTzoqvu4g4imID1Wl525xP0tL+V20+/kLSBW8mUquI1b35CAzONO8++mJfc8hAvu+8ZXnrXE7yU9sUrnJrVr7wnCAMzODi+/eQLuHfWIkEGIBWcCxy7te9+znu7+kwn0+AHia056iyhSSG+RIBIroZIqWDSFGGONf30R3i7gp7WVl75yEvC6YspZJwXBGQLran8geeJEMOzSQPFYIjElZG3L5lx9zoNltog3bNYphcoIyIJZObWOYzWucuXTJYFx7dmUL8cFJHA94Gp1JL/PiyC0aIBJk3lU0u533wNr3ziVRHI1fDpd2K6FCZCBBjQDct/4sXX3SP2DS68WcRfYFal5Mb7hSOzL6CJ1Ly2jIcuv03MEoUW3Cw0j4g/pmbpR8I/A99GkL6DxrNOcq7n3tmX8bK7nwr7JAh4rfvgS0EgAct1QuNAfEjL6kLeS0TXH00/r+R+OhacwDCpIoCmEaJzL73ryb+YXkBPWxtv+PIHcU2R88F/WPfxN6RF/XmcgWIwRFKRadvNabSaXMacQiRxhlYSK/OmlIiEyKmRSOrqHzPmyrImWzOoXw6KSGCCwEEoZjO6Nxz7gJkO4VSsqhWO2F4iF0yHioCwfuhpaRXf9X0yh52Qrcqn9dHd1Cz8EJG4kAjEcRBtqwgib/uK+A2ZQzA5+gK/g+mCNnF9GwIC0XCMv5wXkY5oA47Zjfg6QLCRc4H/ZKgYDJFg2YTjfPO/SRP5qmLGQhGVGisiKZk6TxTQcqZb7pZlPbdyUL8cHJFIbHYMhkgArAh2GWyvVRGRwLyJFZEgpaPPaOtwGqwvew3ZxyjNSWyNoH4piWSMYbBEsuI80y6Fqdn3BxHajmnbKKQwFBGJptNzul1Gyxduo+VMpTmJrRHULyWRjDEMlkiwGrgwzXSlPc3UgDrBsVoNjAp/YpGj0bqWXmcozUlsjaB+KYlkjGHQGonJtL09w3SJI91c6M1ElrPYrAYOZ0zL5Q6DpabQaM5VmpPYGkH9UhLJGMNgiQRJul1G0/nuNOs3/vTcnlgVHY9EuPoyrV35RtMSaiqmwZISYwjULyWRjDEMlkhQ2N6bZvs/R5r5vUBmTpcIb+9HCkMVHKts2oJeZ7rlPpnkaCsG9UtJJGMMgyUSAAv4nAYz8pN0ID9JNFIYimDmpmL6wl5Pes4jiFlRmpPY2kD9UhLJGMNQiKQwLWefwjTrf4lEWkumzY/dFLDQSOb3OtMszyCKVmlOYmsD9UtJJGMMQyESvmTJNoXp5oXFU+c1l05bEDMiwRRwyTTScAzWpfYMiyzlubWC+qUkkjGGoRAJ4DCYckqmz28qmx5bIkGoPL1/0zlt/j+VpiS2NlC/lEQyxjBUIilINc8tnTavMbZEkiuIxGMgIkmTRLLVgvqlJJIxhiFrJGnWWeXTFtRjzU0siQQ+F6fRtswzxXQ0TCilOYmtCdQv404kyEhW8/qHYiUwVus2IlEzFs/1QeN3v4kUhUgH0JLvFPth//qPvg4vpuuDllV2XvXye2LVL35X8cjLYtUwUg0I9PSIXCJY3o9jVD75Oq+j75HeUaAXiYp+45XPLOXtvj8zuwNIn4ikzw2ffy/SKkaATGpoo/7jr0W5DBwTuVf6o6elTaQgQMLoDS06HC6GSiRr0kyzaNDXl8dYI8GqYpfR+oXDYDmFm2T1va0S1C/jRyS9vSLVoXfmIpEQyHvxpdwzgzrduXN58ZL7eWdxubIjF0vwkae15OaHuA8Z4y9YQPsuEHlgUc+m3V+k7MlFwmmUgSi67h6R+zScyf4KkdsVK3mRFpE6tsiZgpSQyP3hPPsSsW8kP0rNmx+LhEgoS9EXyEObf3Qq91uvFZnZImhd6xDnhzQE9Z98I5IVIeVi/zo+LavttN8ckcqgt3XgeVgHg6ESiX1KVobHaBOlPJEbJRoxDFb6EMmXawzm0yWRjABceXk7+qeZxzun5upc6ZYUf6ZNHwtxG7IneqZajlp5rjlxsPVYqV/GjUiQ0xXJj/3ZV/Omn1eJpf1t3gAv/e8jvOA4oxiUkVQEKGiFzGbIlVrx2MukPZQIDaL8ftqOujBX3RlOAUCAZuA49ULRkeuXfUntlAsSwcCtfv5tXnCsgRdfezdvWVkgtBkcq+qppeI3yPCOJfxIyuRKNYn9kKIRQIY25EYBwbin5dHv88V2oPrFd0UxrMavfuSdVbWCuEBQ66WbJE0H2eGR3S1arthYYahE4jZYpjhTzSWhjLyYrbfpSyQF6bZTEY6vNCcRL3hmWfZzZFiyiEQedxrMLzvSLc8PV+zp1hccRuurrjTzQ+4089SVqfP3UpobEKhfxo1I8BRHljRoG33LPiBPCYpOoehVtzKI8R7ZypAysW+ek962DqGl4DgN3/wittWR6WA/cYbIktbf/Kh44jVedPltvLNfPlkkEEK6Q2gpSMrMu7p46Io7RDEsmDMAClihah8SIOGJHSlyhTwkyM7mvXDRuvSSVdSOKL+BSnkKumvqeCBniZJbtk7ZGnsMlUg8htxzSXvzYwWwJJIxDHsqaSNGy8N0MytDU3PbfRk5LSTNwxF/Rm5LUWZuu9toKXWlm++0T5mToDQ3IFC/jJ9GQgMWpgWKZ5Xe9hiv/2g5byPNIZKQSKQyRB4gkvL7nhXmR2OfDGoRwE+C1IsVj74iPte9Q0Ry8kxe/er74nMENLjWZYUHcXWWlItsa82/ruFVL7zLvRctFloEMroDMGuElrH8J/G5/tNvRT7a6pffFSU3Sm59VCRlgvaCEpsgtEimetS2cZF5VXz9fevMm+afV4az36O8xEaSPg0XQyUSuyFniifdEsJam3gQyRqj9TRJJCMAZJFyGk1Pu9Mt7ajoDlsV4crDERyjYvoClAboRoIZR0ZW1Cr1GwL1y/j5SHp6RWpFUTzrpBncPnmGqPeLXKtIi7iuZAURCTQRkdVdGeR90bKqgKOuDcgIEJXwTp3Fq1/7QHzuix4a1DA/kMoQCapBHOjwePVQ2yATkAvQshp+jzm8UiGo8gdfCGfHJ1OomDQQvO+ubeCNZKYguTMcthEgTSMyx+PYHf5iQTDIvwrfTbS6PrHEUIlkrcEyvWhqXg1yrcbW2UrHIyKh/n2a9JGMAIpm5qlcGea7SSOpQmgxVk9GuzmDERwDN9OVZkWmqtddaXkHK80NCNQv40ckCjCbgqd+BQ1UFMTCYAOxFF9/z7ocp2V3P8M9dB2R+rp9gVkS/AYZ4oF1RPLKMvE5AlEL+Pm3ufOMi4TJgjo4mIEBsUCDQJJotNHmDBNJF5GEyP268BYyt2oFMSABNbSJqqdeF0W0MENU/vCLYROo3wxPzesfhOv8vv+FMNdE4urLbhMkE08MlUgKjJYLy6ctaMBDLNazNkQinzmn2k7kk2US6LjDO33e/g6jZYnHaCuGJhFjIul0GKxLRxORIF8rsq1HqvjDlIFZ01rgEr4ElPxs+vZX8V35/c8JE6jpu/DnvhC1d0+7kEyOsCkD30U0IkFhLMzgICt8m8u3Xn5Y5FMNzLuB/jPrOo2ERqTQQjwzF4rqeZgtgrMUgInloWPBTEGd36Jr7l7PHwNAe4KmU3LD/bz+k2+FozjiV4knhkokhQbzRWXTYz/9K+JIDJb33YaciUuYjCOJO+BstRvN19ANKIolkSC5jMtoITF/UDgt5zCluQGB+mXciAQ1XVB5Dk93+BrWgcyA4hsfEETSqEzHlj/8gtBSUEazb/wF/BzIAI/p43ZFk0ABKzuIpR+RwBcCDQEaRt/E0NBUUAYDRAXS6Gs+gchABv7sq0RVvOZfVont7YGS8LbpZP8T+dS+HaXYFpluKGPhoYHkt14nTCE4bOONoRKJwxiObI0tkSgh8gbrm2vTrDKydSQAjcRjtFzrNubETCOBIH1eYCqRSYZpuXPa4G4m9cv4OVvJFPDSUx6Du+zep3njdytEjWDUk3GeeTEvuuJOMSUMVJD5AGcrTBj4Nxq/+YU3fPG9IBFM/1Y/95bYD4BJUXBCBq96Yf0YkM7yalGOAr4Y1LJBzEjj1z+LeA9oKa5z5orZmL6BZJiFQSmMgmNSRcU8mCgAyk3gPAqOTuXuzBzejuJWUYAyEyDLcI2a5+LqZI1gyBpJmjmXtIc4rLVZQNpb7lJ7xny5aG8kEMpYuLcnzTqfVGYfUvnHqlgRKs0L9TLN+luhwXKU0tyAQP0yrj4SOB4xdYrqdOi8EA/Z1GW3PcY7An8GmcG0QVwHYkuCi2+l67Jyd6pZBJHBtOkb3FVH2gEKTkVztqJ4OHwhOJY7zcI9RLABIpeGz74VZgq2N3z1o7I3DUoyt+AkLTxxenjquY/5gsA3xIQgtgSBbtGAMhYB0kbgjEWU7UhgKETClyzZzp5muaxo6ryWWK/+xfHcRCQOY+4RSnMS8YR9ypzdCw3Wi2iQ2AWLx2gKzkODtGLaQu5Jy7Gj1qvS3IBA/TLuzlb4JxBT0vTj70JQb7e3vY+/ITL9S4MRleqgFTT/tJI3//jHn2HtfYA4EGgbCESLBtSNQT1dzBihyHekSDle8bv2QLH4HAEC57Bv/7Y6q2qE6YXymvCnRANiTIILbhGFs1AUfCQwFCIpzcjb155mvb0oc15b8dTYzdpgKrls+vxeX4btRe95Jo3SnEQ8ser0WbsWZmRP9xhz8qFexopIIJUzFsFXEixINZ+jNDcgUL+MO5FsEn3jSL4OB52NavQhFZhOwg/UL9Q+nhgskSDVoiPdqnWk2Z5HhrQQacPR+tBQRCQ2mr6g15NufaSKHpRKkxLxBJ+8ZDvU//Cm236HwwsmSbSbMxRBLEkgI7fMPsV6ieusswacO5P65aggEpg08DNgQd9oBzQmLCosufGB8DqfuVeGo2VHCIMmkiVLtnGnm09ypJk/8KfndMcq+TMEqRaDU3N7HBnZ/0WdaqVJiXjDnpqd7E/P/aaKNAhfDImE1Escr8plsFyx6nTLfkpzmwT1y1FAJL288uEXudtgWTcdPJqB9TtwxGJK2m+6WsS5jCQGSyTLJ0/ezpNmNTqN1p/8GTk9mLKN1ocGK/DxwUfiSre0FRizL1eakxgJ2KfPSSB78qPqGBMJogt9RluDO818r/t82yFKc5sE9cvNTySEzooqEd8h6ueOdhDxifN1eNf5X0YSg9ZITKbtPSgkbrB4fZk53BcjIoFGjeO5DOYSj9FkUpqTGAnkZ8zd25FhegPRgLEkkqCIlM1pc6VaX6enzySluU2C+uWoIBKJgWOwRIJKe84M8zVOg6XZn5EXM5Ma8UuedFuvM830h8tgy1CakxgJrMg07ekwmh91Gi1duBHeGE0B+0nFpJva40gzrfClZ5+hNLdJUL+URDLGMFgiQe1fesg8iCTNsfSPwETyped0OdIsn7kMOacrzUmMBCoyl+xGGsP1LoO13E83IlZPB9ircHx50y3V7gzzRUpzmwT1S0kkYwyDJZLVhjwVcqrWkDkdpD4Xq6lfzP74023tdoPpFYfBeozSnMRIIJSRsbPHYDa7jdYCweiklUS7SYMVl9EqgtLKpi7opGNfxTMzt1Wa3CioX0oiGWMYDJEsn7xkuwKj9TS30fId9Y3wcooo/WcogqDKQEZOi91ovdeVlj2oNV4Sw0R+ZuYOnowcA9mr30PNBJnE4sZiPQieEEQm3UicVGC0JSlNbhTUL2NGJAgP76qp452V1eFcIyMEZDxDWkTkS403ultaRV7Z7qb4rvDdGAZDJK6ZeXu4MszznUazu4j6Wyz9clhjE8zIaaSH2OXe00x7Kk1KjASWZi7d1mPM/bcz3fY+gnnC02fRb9RgBMcAKZHq2kNPn0+9U3NPG0hGb+qXMSMSrJtBODmmRNuDJcrW+KPhyx+5d/p83vDZ98qW+KHug69E4Fz1S+8pW0YegyESj8Gyn8toesxpMDehf8QyCLJs2gIeMObW2I3ZFyjNSYwknOeaEx1G6xOl1PlBJrEiEvhchOpqsDhJQ7EMJFsV9cvYEUlVbXilbpqZt3vivwo2AgxurByue+8LZUv8IJJZX4C0A1FWA48QBkMkQaP1IG+65asQ9Y1YBkBiWUYocz53peZ4C1JtpyrNSYwkEAHoNlqvCWXm9SLLWSyIBIKnjfC5GK1trnTz3aGFC3dWmtwgqF/Gjkiqa3lwwc0iLWE7soaNEJDCEauJQSjxBkw2mFD9c5OMJAZDJAWpWf8pmppbWHPB4qh9ZqgiHljGnE57mvnjgil5KUpzEiMNd0buRS6jrRTBQbGaAgYh4alTPgPh97nvuactUivNbRDUL2NOJN4Z80W+VkSAYrFea75LpCzcEJDgGQvjxL5rnLzdVyRyrm4ISG2IzGVtTh/n3T28YfnPGyQS+GzaCj28dbVdpA9Yl95RAQ1IMsOKw8ciYJUvFhWirERHv8V9ABYEttFxuirDmd36oruxSQSpIYVjC10zFgPGAwMlkjXnWv/uNFjmhTLySkQ6TqWP9O83gxWkvygmk5xeq5z0wPIN0B8nEQeQ1nCy02j5zGO0dsVqbj9CJFjAR+S0ssBoTfPPXrKT0mRUUL+MqWkTXHiLyP0BH4LIaWoMnxtSLIrl+0ry5Aiaf1vLi6+9R5gLyPuBffH70rueCK+67QOkZax8/FWRzd1lsIp0BEg/gHUvyE7Wl0iQNR7mRyD3BqEhIY0BcpEgtWLt0o/WOWZBWKX/e0KUqYCvBekfkXoA4freCxfzyqdeJ0IM50wB6j/+hrvPN4niWxFgBTC2BxfdIhIhufFggHY45wpe9fQbgsxiiYESiTPTpicieZ0GfAtM6L59ZagSJqIc4R/xpee66fMc11kz91CalBhpUMc+xGk03xvIyGnAtG20mzYUwdMC5pIn3VpNN/kBxBAoTUYF9cuYEknRlXeKdAAYuMh/iixpVU8vFYvbkLQIq2UjaP5ttZi2xndIbITCUyhchQxnhf83lZfc9MC6inxINITsafaTLhAFs+qWfcmrX3hHlI+AT8aVZqG2vhb79vZ0C8JBQqSA7Xoa9O/z+s+/J1JYKrKhOc6czevf/zK8L5FAyS0PiSz1HiIw5E6pe+czXoPUi1lX8cLJ06mdt4XmAyCVYuHx6eKaBEijwTk7TrtIZMyvfukdXv/F9yJlI1I3osRG36RMscBAiaTQYDYQ4fqE1kvEFq2/DFZAJDChsVbMb8xD/pvj5WK9zYgSk2kXp9FqCk7NqyhHYph+N2w4gk4TzJyHp/ZveCopTUYF9cuYE4n9xOlCU4gUtAKQZ8R1bpbIfwoTAAOw/N5nw/VqaJD3BZ7gftM14azyilZS/8UPosBVCZFTT580iq1rnUKDAXlFiAR5SpAQCSUl+psyTd+t4I6zL+GlRB4AiKTsnqdEUazS2x5ZL0UjkjJB8wlYrhNEBtQRAYE0QGIArjEw/ybSYvLoXFxiWwQo2uUkTQnaTt/jDhcDIRKEGTgMlitCGfM68aAKaxKxERBJ2dSFRN62T1CUTWlSYnNhzZTs03yGvGDFdFLro9yw4QiOGUjPLXamWY0bmwamfhlz0wbtR4pORYAYE+Q3dZ4xm7eusott8EsgEXQEcGBiYGLxHswEaBnwrwBldzzOnWfPEQmI+gOZz5D/NWLaYOEfSlhEEhX1kjnV09ZOBFXPG5A/hMyW4mv+F/6uq5uX0rHtRGggu76AjwemEaoFdteHkxYJIiFCixBJD50z/C/rMswTQaK2Thf9tmWNI5wP1nadWOQXKwyESArSLSlEgq+Q2Rxbhz6Jn4gEVQvsqZYn8s+Yu7fSpMTmwtpzzbrC862/BWJYQjEimFr2pec0udKtd9qnmccrTf4F1C9j6GxFpbnrud9yTVS/QOUzb4js730zrcNpWffpt7zswed5MZkygTwM3AXcdX6WGISt+U4xOEP0VHdPn8dbFadoXzR89ZMwm2Du9AUyyVeRWVN691OiFi/iW9xTc0UcCMwuAEmpS299hDtJW+pPfrgGcT4XLf6TSN77IkwkSrb5CDBLVfPOp7yUtJui6+8VeWBx/s6zLxYV/jrL19eMhoNNEglnf3On2bIdBqvHl54bs9W+EAS0IfbJabB4iJAXIFmX0qrE5gIq79nTTE85DdYGOFzB9tFu3lBErOMRi/gsvxem5ZynNPkXUL+8Pdw9Y4DOHl6y4BYeJPOFd/x11qXulWUiB2rPl+EsaK30xC7KvZFXz1zMmxfcyluuvZ+3Pr6Ud773FS+GZpNh49wfDmwrv+IuMTB52V+f7N0rC+gJaeIdn/+ZFKl66Ye8+MLFvH7OVbzl0jt5y82P8PaXlvH2pR+L45bf8ICyJ+1LJpbznLmcV/Sbiemi61l4s/B18O5wVrSO5b/ywpNn8ua3PhOfgbqPlvMiMqPqZ1/JWxbfwVtufJi3PfMOb1u2XDiRS+bdREyz4VmowYJIxEOiVW7hX/DzzLw93OnWR/wZth70g2j9YyiC6Gn0U0S0OtMsnznSbP830KUYEnHEqlmzdi1Mt8z2GHMK4ScB28fSlg1lzuMB47z2/Cm2JT9mZESNKaEOaSR5ifrnc8MROsZTnaHyN0vM11UG517Z3hYqeYu2PaF89wzJs+V3PeEPnW/iLZ99v6yzqv7t0PxbutwnzairueWRd3pXO5/i5XXY90mSF0suu73cb7B2N37326f0+fGSBTeFiqfN62r57rcv8Fk57rMkT9e//sGqQJq1l7SEX+nzQw2ffr8ChbJ9Z89xtb3x8fO9rsCzvKkN+z/R6Qp8GJo+vzM076YK+vxMT1fXi6XX3hP0pZrJ5Cr4gLY9pRz76c4Suh7LddW+mYtaO8urXsd3NS+9/1vgnCxe8eCL+fh921rXN0EiC9fpFxa3PPXG870O37O8vgm/f6qzqfkd98yFvcVZV9V2BkvfxjEj/9dQhY7xIsktJFGd6DxzyQ5r07PP8KRbf0QWPr8yExYLEcswiEgwY+My2h5wnZUnZ2tGC9YYTUe40nK+qJiGREexe3pA8PQoJjJxGmyfOI22E6M9Pahz7kCdcg963W2Ysotn3k2HFqXnfVcxfUG3y5CVQdu2I9ke8sclC3WVU+fll02bX71m0VVHrJ6aM9GfauUlmfN+W3v/cwfTPttG9l0zZ8HRRZm55aWZ8xocF11+Nm3bKTgj7476GYu522C7gz7voMj2FfkVuwWMOe9WTJvfY5+auxjbHeeZbm2i/zN0wYLb6dp2xH7YjvfujJxraqYv7KH/Gg6VXXqrqnYPplvfwDoUt/WaE2ifnWm7uJ612ZceTAT/a4DOxXXz/QfjO8d52QvrZlyKDPe3YR/fFMu8msz53JGR8wZ93onkz7YMlqwKGnRFmTl/2OfMPxz7k/T/3wYldNzdlXOM6vcKTs9JcBiyn3AbLc2xquYYEZjfARHwaKt1G3JylCYlRgO8mVfs6TBYHqUb042bFMsbj9kbrK9wGsy1zvPn3oCVx0qzccFvmjPHBdNzv2m98HLuOy9rteusi89fzvbdzfF/07XBVPNbzRcs7g5lzLsd+/7wz38l0b6lVTMWNTnOybYt31O3l32fw3d3n3lxqm+K6fv6Cxb30kCo++OkCydjf9eUSyYQuYRK0/PqXedmz/9Rdfzeq5PPUnnOyf5vWXpeR8m0+b2FZ2eJzm0/Z6659oLFWMD4a+GpF/7rU7b/ri7a13XW3OuLDDnlTbMuJ1PI/AX2BUJEJEjGvfo/UycqmwR+2feYA6qnLfwtmJFb+XnCMftgm/OcS+Y1zbwCBcRvxWffaReeiSd0UeY8v/ucuWetorZW6k5J9NI10XWEWi68gocycn//8dBTRmR2w5NpnUQksgb1fWNV7iQi8I2Q1txlN5q/8xlzzlSalBgNcOXl7eg0mkwOo8WJQR9rrQQ2cgl1AEda9oeDLTA+WPx67iUH1cxY9HvF9IW1pAH9Sk/5KpfRWkIDsaFx5uWN1BGfX2WYJfLJYh0Q2fGX1kxfVIuEO2Rzl3kMOYHiqfOqPEbbpyVTF3xce8Gl3G6wXiIOTnCmmYw0QNyV0xd2OYzWClK1q2kAVwUy5q3BFKcjzXIl9vNn2g7wptvea5x5Wbs/PafDabR4/Om5JUVTc0vpfF6l76rd6TkVWCH9+KRJ25dOX7CsadZl3J6efYJoSMGq87MOrJt52dqiqfObvp8yJwHbvJm5V/ZcfC0N0twHxD6zFu9Kg+vZhlmXthRNzUP95SCdf2nZ1AUldC/fLJ06z1l3weKy/DTT/2H/eEKUOzGac+l8qug/itofhiPwjZBp00z34R7495RmJUYDSEX9m2P6RVqXwfJa8dT5PfBrRLuJQxVoJaL6vNHqL0zNtlVkZu6mNB1zYCqwdvrCqyouWHTpzzQIA+m585z0tCdV+Bl/um3G++eZdlF2FUDB6UBaznlkzz/oMVhfpyfpM/6p1kuQ0Ss/zXwsEc1L/nSrkXZdF/DkmmKe4DXk3OAx2F4jLe5ZTG/70m3H+TPyHnQZzOuydP12ZvY4rzE312uwPuvNsL3mMebc45tqOxHfuTKstvIZ8x/wZVgORzBV0bR5Jhp8T/UnWqTFJFK8KpiRd+fPij8AFffpv3zFlZqTLnYi+FNn70XkNIe0ySfpu9eRjcyTYT332cmzd6L/flr1jEWPrkkz/UvZPW4IpFtPoAfS18haRuQdU+0WgpAC+i+q7FPMM+nuySC00YalmZk7FKZarivOnN+F4kXRbuKQJSOslZAq2u1KNX+FLPZKs2MGqMuivJXYAJbPnr2T3Wi5jLTaZsSNiEqF0frDEAUTAQhTIE1wFYhbaVZitMGRap3mMlpCYtqWblq0mzlUwUwQ1FKf0VbtMJgX+lPn76U0KzG2sY5g3casM+lB8R0eRHCyY4YlWl8YqpDZxt3GnCbSyJ4kOUhpVmK0wZORnewwmp/zplvbw0+U6Dd0qILO5cuw9bjSLb86DbnnKs1KbAFwZVyyrzMt+0m/0SYSike7/8MRPNjKp8N5a7U7Uk3TQhmbTk8hsZmwYpJpe7LxZwbScytgi0a7ocMVTAcWZeYSmVgfXHP+3P2VpiXGMErgT0o1X4x60pg9irU2iylfaMkBeiWN5y1nhlxbM+phT8ua5DVaf4MaGascJRGBeYMZIcxu0JPF40izWJcvWbKd0rTEGEV+hnmCPd38Od3bbsz6xdrBivB6kYLAYPGSNrJg+SbSUkiMAuRnzj7Absi+zWO0VIoBH+OnCwRPrHARaeuHnhnmQ5WmJcYgMEvmTLdeSve1Fmur+t/r4QoePjCJSzIXcGeqdWlBetaRmGVUmpcYreBLM7e1TzEd7TFal5cTkcRaTYUgSKmUVGB6X16YZlnyx1l5+yrNS4whcCzMM1rTnAbLamivMD/63+vhCrQboeUYcpodqdbLlwwgmbjEKIF/9uydHEbTXaSVNMNxFuvoRAim8uDdpw7iXzslZzpqwyrNS4wJ8L85zrdq7WnmV4MZuT1Y/xLtPg9HoI0UZc5DyoBOp9HyMZZYKI1LjBUUpM45FWkYg1PzesNTedFv9lAl0klCGViHY/6BbF+ZBXwMIXiB9e/2KbZ7fcbcRjwQ4PuKRx9Bys7iqXn1ZG7PK5PpAsYesFLXkWZaEqKnTXEMk9L0FzzJlLU4L3qnZR2mNC8xioHMeq40i9VlsAXLpy2Kk/kb9qUhDMGXblvjON/8b6V5ibGGgvPNqa5Us4/IJKaJafpKpLOQGVXtNGTf5jjP9A+leYlRCrvRcqbTYM0XgzwOMSMQ9AtMJROhVBYaLLd4p8+ToQJjFavPylIVTDHfTjZqA1amRrvhsRD4S7Bozm20OB1G89yKTFvc1uJIDA/+tJx/2dPMH9A96xRpD6Lcz1gI+kTZtIXcmWb7Mn+KeZNJpiVGOVwGy/Euo20FFvJ54/D0CZtMSBSdR5Lb40nPWWnPsGUgOE45BYlRAn+mTe9KtzzvNdpag8gzQoM92j0droBEYPK6DNaSglTr5T8eL6NYxzzsUy7bndTYS11GaxmiXTHNFw9/CY4Jp13xtPncnmb9tvB8y3lLmJzqGy3wGM2HOoyWx7wZ1oYSOFfjMJMXEZAI0k64DKYXXNOyD5YLJrcQeDNNGrcx543SqfPC+Tfj9CSKaCah9Hncnmr5dE1a9mSZj3Pzo8A4J8lhsN7pNVirYOLGw7kaEfhc0Ac8aZagI23uLOUUJLYELKXB7Eo3zXIZzWug0sYj8AgS0XQQ9erPyOkqMGZ/sCYza5JyGhKbAd7z5+1vTzVd7U/PKS+dukDU2+1/32IpCFT0pec2wzdnn5IjEjlJbEEoTMvZx5FqutVjsHaL5dxROkGsBFN/MHHc6db/b+9aYOO4ynV6W1EuFwQpoLY8AoUCLVKh9FZFAopRKqBtEu+cMzOxnbYk2NmZc2Z2HZwCTVWRgHip5Pb2Xt3ykKCAeIg2FIRUKLe0YEGB9kJ7Cc7uzmNnvHZsJ3HihObRunku/zc7S43lRG7jXb/OJ/3yQ7sz55yZ85///R8vcetnRT2rak80D/9QI/rARDT7DnoegyO0wRsRT1QnPHPYRpKsc+7sKKrgs4ULn61f7meyj5O0cGoQD3zSyzDThFyffpMkE916IFjtfPB0xYYVZh7BGvmWEpebaYNXUDIRUmigO6emek4zQTDcJu5ezdlLh8cWv0OFASxYoBgRApFi3R3eRboyTpGpXoqZIlw/KfZrOlWP2Q8XNXHDQ/nrz0+Ho9AgxG3u20Mutsa6M4oSmY2KFalTUhmeGNWg3n3Cb5UPbDdyDa3rqzAHgIK7IXO/F3JnHLaMhjMTesmS6Fc9d9xvdf5Q0iyOyMp0OMqaP8NAn+aA29+sGLkxRDRXaO3xHBql0uC6YCJDbd1Vn4kn8HzP1N5VYYEA2ZeBnrvW1+zf7YYbcAabH52J0BtnwMifQkwLerWoxkgzD5/n3l9mzg9JEjkEtTJVZ6Z8HjNF8AAN0n1CLvcQbdh9860qn2axgE6M87xVlhVqVgy9FupHo06sOuH6MPLWWjXaO3zN2eRz67J0SApnAcQKRbrFA2Y/VGYS/XmSDd7oZwpK7GCGe7jM5d2x2b0sHZLCYgHsJT4XW3auzienVyNjCyYSxOBhEoNj3T0QaOLbke5ejRoq6bAUXiD+zG662NMsQRvZ32nmTsIz04xnCZUYqjEk2oDLX5EKO+86CyjMEHxdvotUnB9F3D064y0szkCIZYGbkJjJM2Vd/jowbIY+NOmwFKYB2CE8I3tFkWfvpjUchnqBNIhG1J6ZTJB04Ord29FDKo0oFLnUVMnNRYwtS5b8i8/EcnoZ/oSTrNIkqQSEU7OWfeqcCjPyqVLG+YxK7poeYF+KmGgvc/ETYsb7kTAJSW+qdZ5pSpgI3WuEnh39PRpyd3O98ZfCIsaIteVloSaFz+w46VvThBNtIiHScpf5iWqoOftIx783YnJF4SM9F6TDU5iAgrnlJeWV2av8VmsTrdX/o88znlmjPW8TKUnIQ0Ajd54NNPuesuFcmg5PYbFjX+enXkEvxOdIRN6P1HJkCTfDUFcn3A8SEYnnx8q6HZRas5u9G7JXwIiYDnFRA/lKQyz/hpJmd/ia9b8V5hyCBALXLtzrU61pIwhqE1zKxLieI7X4gUi3rk6HqKBQQ8G0lhW59Z+xIdHIOmnTOdXL1AgC04Kqg5MOuv6gkdsfcac34HZu1HQuQn3RdJiLDug5Qxv2urImfkBrUiGJ4PgwrVM9X6pZDB9ST5KMx3MnQiYfjU3nAyohU2FK7GjrurzErHsH9NyRtEp8U6lmxMtVRzs21mITmIiDjPhBoEkr6uheVG0vxm6CHUSuoHW5M+Tyj/T7sT30TJJclnStJq5dIwlMJIlcJWYfcPFYMePcWFUlIhTOhGBF7t1BxtnWz3NHEV7dLLfwPxHdEwwFzCzph8JkJeTiGyXN6Siz7FVPPh8Zu+DgZda+GaUQYy7voHn/vl93jyYd/GkjQ7Vopj2kTogzqhUqsv5SNmRbb4vy0ChMA8XW7HvLTD5I+nBSOBovcDNPwDqBmeAlrphutaK7JyLm7vM1++c+z95SWNV1ad8aubRgmi9Jhz1vgWjQnUbP61GJ3yP10ueiNGTkxxM7CK0B1JjZYCAgjAHdAtBZkd6BThh802ErKJwZVXPbuWXufpRE6keHzPypZsaYTEVwS2MMtRR1eXSnka+QiN1b4NbWUut6VmLZi3FKVudR7g7sC9s/fPO/Fcz1V9KcNkZc/ozmuQOBemCgCBJEvE0zbVWTCR6aXe3d1UAXuwuGzA+u2LQ0Hb6CwvQQ5vPnh6uFHhrizziREKsQ6nJWJJOJBIPfWEdPEh3rM3t/yOQTvi6+47HOT0bcvrGfd74pncKcxHaSPiJT/nvEc+toPv9FTOShgFmVWM9VocLUooyb6zWbisDMUE2N1KyhErNue7JjoyoLoPDi4LV2viLk2TUhc39Lp+PR3e3Ny+E4HdVFfDq5E7vBLpJUwOQiXRwMmPh9oNl3e5rohJ3B092r/VW5Swots1PVHlKS1975Ol/veleoyRafSTPUxW0ht39EY+2HlDVGzAPeKjCS2VJfJhNUKUTJBoYcKHGxKbxJBZwpnCVOXZ8/v4+5Hw64/CWpFCeQLj4rBtgJVGdkGAdsCJBSEJzVr7snSRV7Zk9bz9/o7yFPk4/S5v2PQBNrC5p9TWGltaxvVdeFIx3Wa/pWrFmKsHwkMKZTfQF43h0NZtHbsvalo8Ssdho9F8R0fZQY9AzxDnhdiDl8htSwH/tMFIdX5/ftbttwaNDIHUWOCgyYGDtUiMlznA0CI0vWksjnTlRkoruydsOr0qkqKJwdkNeB0gNFTT4wwLuPoQr5XDk9wVRAMAjDMAjVADkg8PiEXJ6kcY4Rg4kqurudxPXeULfvo439VY/Zn6UT92MFQywPzPVX+jx3WcHIv9M3cpdsv/m0rSXPAZOIMu4V/srcZTu0DZeTJHEtXcsoM+GSlHFXwOQPI13+khjZ4wO6W4p1ZxepX+NgdKOkKuwhCQS2HhiQ62Ofal6zQZBEEClb1mXgmc46VepBoSEorLCvKa2yv00v2hGUH2h2OP10aOLmxOZFTgh0/bGOW6tja26tRoZTDbh9OGRihBjNU7Tpf0Xz+SlJD/dHXG6LmANG8D/9hvMFkhS+SIzoS6B+3fkCfe7LsS6/E3PnJ/S/++jz94NpkLT2OKksXsjFAdT/wGbcT/dCiUOoXnWpY64xjjrhUMAYB4m5kYr4VMTtdWdgpgoKZ4+/tna+w+P2NyPuHMSGqUdYzlXCJkniL2gjQxVCwhkkF4jvkAwgwWAedQKDrEsOMH5OJPwPsTUTP4/vDxGzgJ0D18X1YSzFvWYr7mO6BKaGcWIeSXV5Zj9R5lbbi1P3FBReIFCTM+TOVtok++CiBOGFnIun7WSqM5Q6UwEjBFOZSPU5TUWTP4vv15hH7ZrNzH15sfQPiY3Gn5TBNHPPkHT2WKy5K1U5AIWmIjB6Xu8lHfycCnJzIBrPh000keqqxkzQVNefywQGCCkr1p2xkia+kbR2zedVYW6F5iM2rVcGulgb6uIXZS7H93XU2h7Mx421WAiqFnoOIQ4n5KIv0OTtJc19e/pIFRRmB0mlLl2+jxjJvRXdHUYZAojLEPOnepEVzRbBq5VPygCUuTMecNlb4Nk1sxVjo6AwJZArUlqZ7QkyVhhz5xRUHUgneIGVhDK7hCjVQVTxp2dCTOSAl7G/X2buVUiFSB+fgsLcAQpKB63rmc/ELyJdPgdvADwZ8812slAIXiNIhvAswdsUcrmjmLE/XVilqpopzHFUq0vO8bn9/lAXdwXcDobbctU97UljaSWZNImwzoktZPWG6i5SZUImDpQ18eOQizXoAZ0+KgWFuY9dRv61Jd3O+jz7MEknuyvESBAYhngFvOiKqcws1dcU0h+8aDCmkhpzJNTEU+VM9vN9qoeQwnzFTqPnXwtG16UeF7eGutw+bHaPDxjoBZybM/klC4XAQJLYFlrfAdM9HhvOSInZ9watzgfhXUsfiYLC/MXgmk1LfUMsL2lia8hkpVaWIOnQNuWmUPTCCGoMmlUhx4h+P+Rz66eeYd8Uatm3po9AQWHhACn1JGp3kgh+H4ndw0j+g/0EHh5sCKXuTI/qagzURKwfarkGTB6JuOwl2hwb9jXpkisoLEygihlS7H0mbqNN8UhsuAOxLo+iMjoCpWouY8VUJlOdecATgxwhZDfj94ru7unn7v8VNfseL9P1IRWdqrCoMGJZL4P9xOeyK+DWgxEXe0g8fw6MBAWL4DauB7XVN9HkzbXQqT5nqC6QPpLcHvpJ63SCmMmhsub8yWfubUVdvKek3fJqeMzS5VVQWFxAu8cgs/7KoFW0+1x83eMyQmQsUvCh8jwfITu3M2kbRTCiwpaEmJz9HRurMXee9rj98zJ3N4ZaviU08q9Nl1JBQQEocvtthVbr46Tvf63M5WMBs/fDlZnU9aCNBCkFm2uhSij1eYF5Qn3BvJFYF+ryWMhlAXVTAm7f4ZvWB04pFUZB4fTYtsQ8FzVC0ZrBZ9mv+Lr1SL+RK5FIP1rmzrG6xwf1P+BGnq9Rs3WmUZM4auUiUYQJ1G84KBr19ODqfHnAcP5ITOS7/bpY669af8lD1ysGoqAwbfS2tJz3l7UbXrWjbd0b+zL2jT6XXywx8WjM3dEBPX90QHdPoEIbqqBBUoFtBSoATvO5qgJhXPWwdTAPjBvjxzwqunsStVwr3DkYZqxSwKxvFbnVtkOTlyO4r7J2y0vTpVFQUHgxQHvIcpt8Ixp3ea2O4THxOVJ/HvSZqERcnkDlMrhB4fVJkgVpcyYMpU7pBm4Wg/mn+00YB/rzwJCMimoYb1J2wXCO+8zaGTL7kYA7d/sZuyuCNLYyd5nywCgoNBAFo+uC0Mi3BIZjE1P5Usid70Ys93CoOdvLTIwEmn1yDzGVfR0bq3uJYF9B+jzsDjXPR21j19SLWq+esyOZMBBIRLg+KqnhfrgvYjzGaAyoGUsSBxp8/Y0+60WG+E2ky++hDmzIsg4xk+sLZveydIoKCgrNAiSVbaZ5bt8KuZQkgKvLXNwS6CStZLL30wn/ZKy7UaznBmLDGY25fLrM3cNlJk/EtOkHV9eCuWDMRA4Q7C5Icpsu1YPpQLWq9Wllfbo+Mbbxsi4OkLS0l1SxYbpffz93+gImHiZG8t8hF7KYWX9t4SM9FyCVH/OYT10CFRQWLKpLqueMms7L4Q6NTWuZl8leQarP8iLLmbR5bycp5R6SVr5FP3/tZey/EtMZ3NX2iYOkFh0eaes+QvQsSRHjQ2b3c8gJOhONmBvGR1Z3P0vfP0wSx8G97T1HhozuA15GbA808Rv0sfF0cVdJczaVNDsLaSNg9rvDtuxbB1j2YuS+qEbcCgrzCL0tvecVbnQuirj9tkCTl3sZ+b5It64jptLq6/LmErM/5vOsLGlyM0kMd/qaszXQnTtPR/SdrwTMQf+az3pMfhyp+R631xHD6PB157paCYX8ewIu39LX3n0huhWmQ1FQUFjoKJjmy+NV3RdWzE9eFLfffuGZyGt3X/ekyqhVUFBQWKhYsuTvirFrs0hbkTgAAAAASUVORK5CYII=" 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				<span class="awspan awtext002" style="font-size:11pt; left:470.18pt; top:0pt;">3</span>
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" />
			</div>
			<div class="awdiv" style="left:68.05pt; top:119.25pt;">
				<div class="awdiv" style="clip:rect(0.5pt,163.35pt,39.35pt,0pt);">
					<div class="awdiv" style="left:5.4pt; top:3.35pt;">
						<a name="PodstawaUstalenia" style="left:0pt; top:0pt;">
						</a>
						<span class="awspan awtext003" style="font-size:10pt; color:#d04a02; left:0pt; top:6.33pt;">Podstawa ustalenia</span>
					</div>
				</div>
				<div class="awdiv" style="left:163.35pt; clip:rect(0.5pt,312.9pt,39.35pt,0pt);">
					<div class="awdiv" style="left:5.4pt; top:3.35pt;">
						<a name="PodstawaUstalenia1" style="left:0pt; top:0pt;">
						</a>
						<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:6.33pt;">około 0,2% sumy zobowiązań z tytułu emisji listów zastawnych i </span>
						<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:17.83pt;">obligacji na dzień 31.12.2020 r.</span>
					</div>
				</div>
				<div class="awdiv" style="top:38.35pt;">
					<div class="awdiv" style="clip:rect(0.5pt,163.35pt,114.34pt,0pt);">
						<div class="awdiv" style="left:5.4pt; top:3.35pt;">
							<a name="Uzasadnienie" style="left:0pt; top:0pt;">
							</a>
							<span class="awspan awtext003" style="font-size:10pt; color:#d04a02; left:0pt; top:6.33pt;">Uzasadnienie przyjętej </span>
							<span class="awspan awtext003" style="font-size:10pt; color:#d04a02; left:0pt; top:17.83pt;">podstawy</span>
						</div>
					</div>
					<div class="awdiv" style="left:163.35pt; clip:rect(0.5pt,312.9pt,114.34pt,0pt);">
						<div class="awdiv" style="left:5.4pt; top:3.35pt;">
							<a name="Uzasadnienie1" style="left:0pt; top:0pt;">
							</a>
							<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:6.33pt;">Przyjęliśmy saldo zobowiązań z tytułu emisji listów zastawnych i </span>
							<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:17.83pt;">obligacji jako podstawę określenia istotności, ponieważ PKO Bank </span>
							<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:29.33pt;">Hipoteczny SA jest bankiem specjalistycznym, którego głównym </span>
							<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:40.82pt;">celem jest pozyskiwanie finansowania dla Grupy PKO Banku </span>
							<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:52.32pt;">Polskiego poprzez emisję listów zastawnych i obligacji.</span>
						</div>
						<div class="awdiv" style="left:5.4pt; top:72.85pt;">
							<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:0.33pt;">Istotność przyjęliśmy na poziomie 0,2%, ponieważ na podstawie </span>
							<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:11.83pt;">naszego profesjonalnego osądu mieści się on w zakresie </span>
							<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:23.33pt;">akceptowalnych progów ilościowych istotności.</span>
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								<path d="M0,51.464000702 L635,51.464000702 " stroke-width="0.666666687" stroke-miterlimit="13.333333015" stroke="#dc6900" stroke-dashoffset="0" stroke-dasharray="0.666666687" fill="none" fill-rule="evenodd" />
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				<div class="awdiv" style="top:152.19pt;">
					<span class="awspan awtext001" style="font-size:2pt; left:0pt; top:0.07pt;"> </span>
				</div>
			</div>
			<div class="awdiv" style="left:68.05pt; top:279.74pt;">
				<a name="Uzgodnienie" style="left:0pt; top:0pt;">
				</a>
				<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:0.33pt;">Uzgodniliśmy z Komitetem Audytu i Finansów </span>
				<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:11.83pt;">Banku, że poinformujemy o zidentyfikowanych </span>
				<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:23.33pt;">podczas badania zniekształceniach </span>
				<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:34.82pt;">sprawozdania finansowego o wartości większej </span>
				<div class="awdiv" style="left:256.12pt;">
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:0.33pt;">niż 4,2 mln zł, a także zniekształceniach poniżej </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:11.83pt;">tej kwoty, jeżeli w naszej ocenie byłoby to </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:23.33pt;">uzasadnione ze względu na czynniki jakościowe. </span>
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			<div class="awdiv" style="left:68.05pt; top:325.73pt;">
				<a name="KluczKwest" style="left:0pt; top:0pt;">
				</a>
				<a name="TylkoJZP05" style="left:0pt; top:0pt;">
				</a>
				<a name="BezKSB" style="left:0pt; top:0pt;">
				</a>
				<span class="awspan awtext001" style="color:#d04a02; left:0pt; top:10.89pt;">Inne sprawy</span>
				<div class="awdiv" style="left:-1.45pt; top:6pt; width:479.15pt; height:0pt; border-top:solid 0.75pt #d04a02;">
				</div>
			</div>
			<div class="awdiv" style="left:68.05pt; top:356.03pt;">
				<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:0.83pt;">Sprawozdanie finansowe Banku za rok </span>
				<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:12.83pt;">zakończony 31 grudnia 2019 r. zostało zbadane </span>
				<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:24.83pt;">przez innego biegłego rewidenta, który wyraził </span>
				<div class="awdiv" style="left:256.12pt;">
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:0.83pt;">niezmodyfikowaną opinię na temat tego </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:12.83pt;">sprawozdania w dniu 7 lutego 2020 r.</span>
				</div>
			</div>
			<div class="awdiv" style="left:68.05pt; top:398.03pt;">
				<span class="awspan awtext001" style="color:#d04a02; left:0pt; top:4.89pt;">Kluczowe sprawy badania </span>
				<div class="awdiv" style="left:-1.45pt; top:0pt; width:479.15pt; height:0pt; border-top:solid 0.75pt #d04a02;">
				</div>
			</div>
			<div class="awdiv" style="left:68.05pt; top:422.33pt;">
				<a name="KluczKwest1" style="left:0pt; top:0pt;">
				</a>
				<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:0.33pt;">Kluczowe sprawy badania są to sprawy, które </span>
				<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:11.83pt;">według naszego zawodowego osądu były </span>
				<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:23.33pt;">najbardziej znaczące podczas naszego badania </span>
				<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:34.82pt;">sprawozdania finansowego za bieżący okres. </span>
				<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:46.32pt;">Obejmują one najbardziej znaczące ocenione </span>
				<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:57.82pt;">rodzaje ryzyka istotnego zniekształcenia, w tym </span>
				<div class="awdiv" style="left:256.12pt;">
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:0.33pt;">ocenione rodzaje ryzyka istotnego </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:11.83pt;">zniekształcenia spowodowanego oszustwem. Do </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:23.33pt;">spraw tych odnieśliśmy się w kontekście naszego </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:34.82pt;">badania sprawozdania finansowego jako całości </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:46.32pt;">oraz przy formułowaniu naszej opinii. Nie </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:57.82pt;">wyrażamy osobnej opinii na temat tych spraw. </span>
				</div>
			</div>
			<div class="awdiv" style="left:68.05pt; top:497.32pt;">
				<div class="awdiv" style="top:9.2pt;">
					<div class="awdiv" style="left:-0.05pt; top:-0.05pt; width:262.15pt; height:26.25pt; background-color:#d04a02; border:solid 0.1pt #d04a02;">
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					<div class="awdiv" style="clip:rect(0pt,262.25pt,27.35pt,0pt);">
						<div class="awdiv" style="left:5.4pt; top:2.85pt;">
							<a name="OpisKSB" style="left:0pt; top:0pt;">
							</a>
							<a name="LiniaKSB" style="left:0pt; top:0pt;">
							</a>
							<span class="awspan awtext003" style="font-size:10pt; color:#ffffff; left:0pt; top:6.33pt;">Kluczowa sprawa badania</span>
						</div>
					</div>
					<div class="awdiv" style="left:262.2pt; top:-0.05pt; width:247.95pt; height:26.25pt; background-color:#d04a02; border:solid 0.1pt #d04a02;">
					</div>
					<div class="awdiv" style="left:262.25pt; clip:rect(0pt,248.05pt,27.35pt,0pt);">
						<div class="awdiv" style="left:5.4pt; top:2.85pt;">
							<a name="NaszeKSB" style="left:0pt; top:0pt;">
							</a>
							<span class="awspan awtext003" style="font-size:10pt; color:#ffffff; left:0pt; top:6.33pt;">Jak nasze badanie odniosło się do tej sprawy</span>
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					</div>
					<div class="awdiv" style="top:26.35pt;">
						<div class="awdiv" style="clip:rect(0pt,262.25pt,233.18pt,0pt);">
							<div class="awdiv" style="left:5.4pt; top:2.85pt;">
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								<a name="LiniaKSB01" style="left:0pt; top:0pt;">
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								<span class="awspan awtext001" style="font-size:10pt; color:#dc6900; left:0pt; top:0.33pt;">Szacowanie wartości oczekiwanych strat kredytowych w </span>
								<span class="awspan awtext001" style="font-size:10pt; color:#dc6900; left:0pt; top:11.83pt;">portfelu kredytów i pożyczek udzielonych klientom </span>
							</div>
							<div class="awdiv" style="left:5.4pt; top:31.85pt;">
								<a name="OpisKSB01" style="left:0pt; top:0pt;">
								</a>
								<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:0.33pt;">Zgodnie z Międzynarodowym Standardem </span>
								<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:11.83pt;">Sprawozdawczości Finansowej („MSSF”) 9 “Instrumenty </span>
								<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:23.33pt;">finansowe” Zarząd jest zobligowany do ujęcia w </span>
								<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:34.82pt;">sprawozdaniu finansowym wartości oczekiwanych strat </span>
								<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:46.32pt;">kredytowych (“ECL”) w portfelu kredytów i pożyczek </span>
								<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:57.82pt;">udzielonych klientom, które mogą wystąpić w okresie 12 </span>
								<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:69.32pt;">miesięcy lub pozostałym okresie życia składnika </span>
								<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:80.82pt;">aktywów, w zależności od klasyfikacji poszczególnych </span>
								<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:92.32pt;">aktywów do kategorii (“koszyków”) ryzyka. </span>
							</div>
							<div class="awdiv" style="left:5.4pt; top:141.34pt;">
								<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:0.33pt;">Szacowanie poziomu odpisów na oczekiwane straty </span>
								<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:11.83pt;">kredytowe wymaga zastosowania znacznej dozy osądu </span>
								<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:23.33pt;">w odniesieniu do identyfikacji przesłanek utraty wartości </span>
								<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:34.82pt;">i istotnego wzrostu ryzyka kredytowego, oceny jakości </span>
								<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:46.32pt;">kredytowej klienta, wartości zabezpieczenia oraz </span>
								<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:57.82pt;">oczekiwanych odzysków.</span>
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						<div class="awdiv" style="left:262.25pt; clip:rect(0pt,248.05pt,233.18pt,0pt);">
							<div class="awdiv" style="left:5.4pt; top:2.85pt;">
								<a name="NaszeKSB01" style="left:0pt; top:0pt;">
								</a>
								<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:3.33pt;">Nasze procedury rozpoczęliśmy od zrozumienia </span>
								<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:14.83pt;">środowiska kontroli wewnętrznej w zakresie </span>
								<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:26.33pt;">rozpoznawania i kalkulacji oczekiwanych strat </span>
								<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:37.82pt;">kredytowych z uwzględnieniem zmian </span>
								<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:49.32pt;">wprowadzonych w celu uwzględnienia niepewności </span>
								<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:60.82pt;">wynikających z globalnej pandemii Covid-19. </span>
								<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:72.32pt;">Zweryfikowaliśmy skuteczność wybranych </span>
								<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:83.82pt;">kluczowych mechanizmów kontrolnych wdrożonych </span>
								<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:95.32pt;">przez Bank, w szczególności:</span>
							</div>
							<div class="awdiv" style="left:5.4pt; top:115.34pt;">
								<span class="awspan awtext004" style="font-size:10pt; left:0pt; top:0pt; font-family:serif;">•</span>
								<span class="awspan awtext001" style="font-size:10pt; left:15.9pt; top:1pt;">procedury w obszarze wprowadzania danych o </span>
								<span class="awspan awtext001" style="font-size:10pt; left:15.9pt; top:12.5pt;">klientach wykorzystywanych na potrzeby </span>
								<span class="awspan awtext001" style="font-size:10pt; left:15.9pt; top:24pt;">kalkulacji oczekiwanych strat kredytowych;</span>
							</div>
							<div class="awdiv" style="left:5.4pt; top:156.51pt;">
								<span class="awspan awtext004" style="font-size:10pt; left:0pt; top:0pt; font-family:serif;">•</span>
								<span class="awspan awtext001" style="font-size:10pt; left:15.9pt; top:1pt;">procedury w zakresie terminowej i kompletnej </span>
								<span class="awspan awtext001" style="font-size:10pt; left:15.9pt; top:12.5pt;">identyfikacji istotnego wzrostu ryzyka </span>
								<span class="awspan awtext001" style="font-size:10pt; left:15.9pt; top:24pt;">kredytowego (koszyk 2) i utraty wartości (koszyk </span>
								<span class="awspan awtext001" style="font-size:10pt; left:15.9pt; top:35.5pt;">3).</span>
							</div>
							<div class="awdiv" style="left:5.4pt; top:209.18pt;">
								<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:0.33pt;">W ramach dalszych prac wykonaliśmy poniższe </span>
								<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:11.83pt;">procedury, do których zaangażowaliśmy naszych </span>
							</div>
						</div>
					</div>
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			</div>
		</div>
		<div class="awdiv awpage" style="width:595.35pt; height:842pt;">
			<div class="awdiv" style="left:68.05pt; top:789.15pt; clip:rect(0pt,527.3pt,25.5pt,-68.05pt);">
				<span class="awspan awtext002" style="font-size:11pt; left:470.04pt; top:0pt;">4</span>
			</div>
			<div class="awdiv">
				<img class="awimg" style="left:35.65pt; top:28.35pt; width:111pt; height:99.75pt;" 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" />
			</div>
			<div class="awdiv" style="left:68.05pt; top:120.35pt;">
				<div class="awdiv" style="clip:rect(0pt,262.25pt,628.32pt,0pt);">
					<div class="awdiv" style="left:5.4pt; top:2.85pt;">
						<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:0.33pt;">W odniesieniu do kredytów i pożyczek ocenianych przy </span>
						<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:11.83pt;">pomocy metod statystycznych występuje ryzyko doboru </span>
						<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:23.33pt;">niewłaściwych danych do wyznaczania parametrów </span>
						<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:34.82pt;">modelu, ryzyko zastosowania błędnej metodologii </span>
						<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:46.32pt;">kalkulacji parametrów oraz ryzyko błędów w procesie </span>
						<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:57.82pt;">kalkulacji odpisów, w którym wykorzystywane są duże </span>
						<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:69.32pt;">ilości danych. Kompletność i wiarygodność </span>
						<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:80.82pt;">zastosowanych danych może znacząco wpłynąć na </span>
						<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:92.32pt;">dokładność modelowanych szacunków.</span>
					</div>
					<div class="awdiv" style="left:5.4pt; top:112.34pt;">
						<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:0.33pt;">Zarząd Banku monitoruje poprawność funkcjonowania </span>
						<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:11.83pt;">modeli poprzez porównanie wyników oszacowanych </span>
						<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:23.33pt;">przez modele do rzeczywistych strat kredytowych </span>
						<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:34.82pt;">(procedury weryfikacji historycznej), aby zapewnić, że </span>
						<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:46.32pt;">poziom odpisów portfelowych na oczekiwane straty </span>
						<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:57.82pt;">kredytowe w portfelu kredytów i pożyczek udzielonych </span>
						<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:69.32pt;">klientom jest odpowiedni.</span>
						<span class="awspan awtext001" style="font-size:10pt; left:111.73pt; top:69.32pt;"> Globalna pandemia COVID-19 </span>
						<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:80.82pt;">znacząco wpłynęła na ustalenie poziomu odpisów na </span>
						<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:92.32pt;">oczekiwane straty kredytowe i wymagała zastosowania </span>
						<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:103.82pt;">przez Zarząd Banku dodatkowej subiektywnej oceny </span>
						<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:115.32pt;">ryzyka kredytowego. W rezultacie pandemii oczekiwane </span>
						<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:126.82pt;">straty kredytowe charakteryzują się wyższym niż zwykle </span>
						<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:138.32pt;">stopniem niepewności, a wykorzystane dane wejściowe </span>
						<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:149.81pt;">podlegają zmianom, co może istotnie wpływać na </span>
						<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:161.31pt;">poziom  oczekiwanych strat kredytowych w przyszłych </span>
						<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:172.81pt;">okresach. </span>
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						<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:0.33pt;">Poziom odpisów z tytułu oczekiwanych strat </span>
						<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:11.83pt;">kredytowych w portfelu kredytów i pożyczek uznaliśmy </span>
						<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:23.33pt;">za kluczową sprawę badania ze względu na:</span>
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						<span class="awspan awtext004" style="font-size:10pt; left:0pt; top:0pt; font-family:serif;">•</span>
						<span class="awspan awtext001" style="font-size:10pt; left:15.9pt; top:1pt;">znaczący osąd zastosowany przez Zarząd Banku </span>
						<span class="awspan awtext001" style="font-size:10pt; left:15.9pt; top:12.5pt;">przy modelowaniu przyszłych scenariuszy i </span>
						<span class="awspan awtext001" style="font-size:10pt; left:15.9pt; top:24pt;">prognozowaniu zmiennych makroekonomicznych, </span>
						<span class="awspan awtext001" style="font-size:10pt; left:15.9pt; top:35.5pt;">przy przyjmowaniu prawdopodobieństwa wystąpienia </span>
						<span class="awspan awtext001" style="font-size:10pt; left:15.9pt; top:47pt;">poszczególnych scenariuszy oraz przy zastosowaniu </span>
						<span class="awspan awtext001" style="font-size:10pt; left:15.9pt; top:58.5pt;">korekt eksperckich w celu odzwierciedlenia </span>
						<span class="awspan awtext001" style="font-size:10pt; left:15.9pt; top:70pt;">charakterystyk, które nie zostały jeszcze </span>
						<span class="awspan awtext001" style="font-size:10pt; left:15.9pt; top:81.49pt;">uwzględnione w modelach;</span>
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						<span class="awspan awtext004" style="font-size:10pt; left:0pt; top:0pt; font-family:serif;">•</span>
						<span class="awspan awtext001" style="font-size:10pt; left:15.9pt; top:1pt;">wysoki stopień niepewności związany z </span>
						<span class="awspan awtext001" style="font-size:10pt; left:15.9pt; top:12.5pt;">szacowaniem odpisu na oczekiwane straty </span>
						<span class="awspan awtext001" style="font-size:10pt; left:15.9pt; top:24pt;">kredytowe ze względu na skutki ekonomiczne </span>
						<span class="awspan awtext001" style="font-size:10pt; left:15.9pt; top:35.5pt;">pandemii COVID-19, które w znaczący sposób </span>
						<span class="awspan awtext001" style="font-size:10pt; left:15.9pt; top:47pt;">wpłynęły na poziom osądu biegłego rewidenta;</span>
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						<span class="awspan awtext004" style="font-size:10pt; left:0pt; top:0pt; font-family:serif;">•</span>
						<span class="awspan awtext001" style="font-size:10pt; left:15.9pt; top:1pt;">kompleksowość procedur audytowych oraz </span>
						<span class="awspan awtext001" style="font-size:10pt; left:15.9pt; top:12.5pt;">uzyskiwanych dowodów badania ze względu na </span>
						<span class="awspan awtext001" style="font-size:10pt; left:15.9pt; top:24pt;">poziom złożoności obliczeń oraz ilość danych </span>
						<span class="awspan awtext001" style="font-size:10pt; left:15.9pt; top:35.5pt;">wykorzystanych do oszacowania odpisów na </span>
						<span class="awspan awtext001" style="font-size:10pt; left:15.9pt; top:47pt;">oczekiwane straty kredytowe.</span>
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					<div class="awdiv" style="left:5.4pt; top:569.83pt;">
						<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:0.33pt;">Nota 21 Oczekiwane straty kredytowe, Nota 38.4.4 </span>
						<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:11.83pt;">Kredyty i pożyczki wobec klientów oraz Nota 38.3 Utrata </span>
						<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:23.33pt;">wartości ekspozycji kredytowych w sprawozdaniu </span>
						<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:34.82pt;">finansowym zawierają szczegółowe informacje na temat </span>
						<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:46.32pt;">zastosowanych metod i modeli oraz poziomu </span>
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						<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:0.33pt;">wewnętrznych specjalistów w zakresie modelowania </span>
						<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:11.83pt;">ryzyka kredytowego:</span>
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						<span class="awspan awtext004" style="font-size:10pt; left:0pt; top:0pt; font-family:serif;">•</span>
						<span class="awspan awtext001" style="font-size:10pt; left:15.9pt; top:1pt;">ocena, czy stosowana przez Bank metodologia </span>
						<span class="awspan awtext001" style="font-size:10pt; left:15.9pt; top:12.5pt;">szacowania strat kredytowych w portfelu </span>
						<span class="awspan awtext001" style="font-size:10pt; left:15.9pt; top:24pt;">kredytów i pożyczek jest zgodna z wymogami </span>
						<span class="awspan awtext001" style="font-size:10pt; left:15.9pt; top:35.5pt;">MSSF 9, w szczególności weryfikacja podejścia </span>
						<span class="awspan awtext001" style="font-size:10pt; left:15.9pt; top:47pt;">Banku w zakresie stosowania kryteriów </span>
						<span class="awspan awtext001" style="font-size:10pt; left:15.9pt; top:58.5pt;">identyfikacji istotnego ryzyka kredytowego, </span>
						<span class="awspan awtext001" style="font-size:10pt; left:15.9pt; top:70pt;">definicji niewykonania zobowiązania, parametrów </span>
						<span class="awspan awtext001" style="font-size:10pt; left:15.9pt; top:81.49pt;">p</span>
						<span class="awspan awtext001" style="font-size:10pt; left:21.46pt; top:81.49pt;">rawdopodobieństwa wystąpienia straty, </span>
						<span class="awspan awtext001" style="font-size:10pt; left:15.9pt; top:92.99pt;">współczynnika straty w przypadku zaistnienia </span>
						<span class="awspan awtext001" style="font-size:10pt; left:15.9pt; top:104.49pt;">niewypłacalności</span>
						<span class="awspan awtext001" style="font-size:10pt; left:90.94pt; top:104.49pt;"> i uwzględniania informacji </span>
						<span class="awspan awtext001" style="font-size:10pt; left:15.9pt; top:115.99pt;">prospektywnych przy obliczaniu oczekiwanych </span>
						<span class="awspan awtext001" style="font-size:10pt; left:15.9pt; top:127.49pt;">strat kredytowych;</span>
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						<span class="awspan awtext004" style="font-size:10pt; left:0pt; top:0pt; font-family:serif;">•</span>
						<span class="awspan awtext001" style="font-size:10pt; left:15.9pt; top:1pt;">ocena założeń Banku i korekt eksperckich </span>
						<span class="awspan awtext001" style="font-size:10pt; left:15.9pt; top:12.5pt;">zastosowanych w modelu;</span>
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						<span class="awspan awtext004" style="font-size:10pt; left:0pt; top:0pt; font-family:serif;">•</span>
						<span class="awspan awtext001" style="font-size:10pt; left:15.9pt; top:1pt;">krytyczna analiza kluczowych osądów i założeń, </span>
						<span class="awspan awtext001" style="font-size:10pt; left:15.9pt; top:12.5pt;">w tym scenariuszy makroekonomicznych oraz </span>
						<span class="awspan awtext001" style="font-size:10pt; left:15.9pt; top:24pt;">przyjętych prawdopodobieństw wystąpienia </span>
						<span class="awspan awtext001" style="font-size:10pt; left:15.9pt; top:35.5pt;">poszczególnych scenariuszy;</span>
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						<span class="awspan awtext004" style="font-size:10pt; left:0pt; top:0pt; font-family:serif;">•</span>
						<span class="awspan awtext001" style="font-size:10pt; left:15.9pt; top:1pt;">analiza stabilności modelu i jego dostosowania do </span>
						<span class="awspan awtext001" style="font-size:10pt; left:15.9pt; top:13pt;">obecnych warunków;</span>
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						<span class="awspan awtext004" style="font-size:10pt; left:0pt; top:3pt; font-family:serif;">•</span>
						<span class="awspan awtext001" style="font-size:10pt; left:15.9pt; top:4pt;">niezależne testy parametrów ryzyka kredytowego </span>
						<span class="awspan awtext001" style="font-size:10pt; left:15.9pt; top:15.5pt;">(tzw. backtesting).</span>
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						<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:0.33pt;">Przeprowadziliśmy także rekalkulację oczekiwanych </span>
						<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:11.83pt;">strat kredytowych w oparciu o założenia przyjęte </span>
						<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:23.33pt;">przez Bank.</span>
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					<div class="awdiv" style="left:5.4pt; top:356.19pt;">
						<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:0.33pt;">Wykonaliśmy procedury analityczne w zakresie </span>
						<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:11.83pt;">pokrycia portfela kredytowego oczekiwanymi stratami </span>
						<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:23.33pt;">kredytowymi i ich zmian w 2020 roku oraz </span>
						<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:34.82pt;">przeniesienia ekspozycji pomiędzy koszykami w </span>
						<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:46.32pt;">2020 roku.</span>
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						<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:0.33pt;">Przeanalizowaliśmy wyniki przygotowanej przez </span>
						<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:11.83pt;">Zarząd analizy wrażliwości poziomu odpisów na </span>
						<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:23.33pt;">oczekiwane straty kredytowe na skutek pogorszenia </span>
						<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:34.82pt;">bądź poprawy parametrów ryzyka.</span>
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						<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:0.33pt;">Oceniliśmy również wpływ zastosowanych </span>
						<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:11.83pt;">moratoriów na klasyfikację ekspozycji kredytowych i </span>
						<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:23.33pt;">poziom oczekiwanych strat kredytowych.</span>
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				<span class="awspan awtext002" style="font-size:11pt; left:470.44pt; top:0pt;">5</span>
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				<img class="awimg" style="left:33.25pt; top:28.35pt; width:111pt; height:99.75pt;" 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NBLghgl05FDkAMAeklHjpIJYghyAEAvCWKUTEcOQQ4A6CUdOUomiCHIATA3JsL0+fibNEgCCHIAMJyBIejOfpp3R27SnxcEAUEOAIazKdfGXIu5lgxHKwPcQr2fph6kJiWIAb1/015a8rsUoEQFnlq5b67D6iBHO0WQOzvXJdMOT4IgwGR05ACYlUu2FxAojyAGMF86cgAm0jDz8CQIAkxGRw4AEMQACqMjB2AiDTMPT4IgwGR05AAAQQygMDpyACbSMPPwJAgCTEZHDgAQxAAKoyMHYCINMw9PgiDAZHTkAABBDKAwOnIAJtIw8/AkCAJMRkcOABDEAAqjIwdgIg0zD0+CIMBkdOQAAEEMoDA6cgAm0jDz8CQIAkxGRw4AEMQACqMjB2AiDTMPTycdtv3j96qlsp4LwDzoyAEUapdBc491lc/0GNGoHyTEIbZqUB23Z29Kae3GbX/fivzfb7Ymf61/ZnvHqiAG9J2OHECh/uyAZjpyyxPnBYGOnWgyPA0G2/8k4ujVg7Sy/s8R/u6z+yDlv0oL2wl54xy3giAgyAEwnzfwQXMtuV9fM0j333OQbrVLflyBjiHCz846clt24M7PP/bRK5bShy9fShdNmJ9uXIe8b161aIcAghwA/Q5yAh2jBrk2Hb8R7nZdSOk+ewzS4atSOnRlShvzsbt+aTbPBUCQA2CuQU6gY9ggt3VHbloduO0xfwEEOW+EAIKcQMeIQa6E4zc6dbfIx+499xika6+ojt/o1A2SjhwgyAHQ4SAn0LG9IPef11kx0w7c1sxfAEHOGyGAIDekW+RZ+/33GKRbCnS9D3IlHr/7rUjpXvn4vdvug/Twc3TkAEEOgJ4EOYFOkFv26H0W0gdm2IHbmvkLIMh5IwQQ5AQ6dhSacsV93I4/e3Nnjl/zH0CQA6C3QU6g636Ai+vgds11xsaUnrB2syAGIMgB0JUgJ9B10+4LKV2Qs9vHrlhKJ12+lC7ctNSZ49f8BxDkABDkCgt0y52mlSP+zPqe/MqMlShX5vrXS5eucR3clnMGQQxAkAOgY0Fuy0D3gDrQpTkFuq1DW4zaivw/52xKae2m4R8nbn99kzXV4yzWfxc/vnxfspKtGVTPYVA/t29cldJ/5AD3ja12WJNzBkEQQJADEOQEuu2Gt5V1aIuu0tfzP/zt9dXf/SQnsAtHXLvjJjnxrKwD3S3zc4rl7A9dWYW5Erp1y4FtOdAO6jB6Wh6TzfV//0oeo3dfurTT8COIAQhyAHQ8yM0q0C0HuDg18Gc5oZy1MaUPX7GUfrRh9NA2jP1zkDti9SDdZ/fqZumzCKmjBtmwsEVgi45bHo6rT5mMS96qvx9uo3XkAAQ5AHoY5KYV6LYMcNdYnGNzuc9pHMsdt+Uu5LmbqtD2wTwW65aGD2zDhB9BDECQA6BnQa6p8NOGADfvQBfhLTpu8ZR/sCGlr+Z/8PQN4506OsvwJAgCCHIAglzPAl0bA9wsA93W4e1r+cG/sX7yjtso4UcQAxDkAOh5kFt2yy1uW7Ct8FNCgBv1OQ0VWurnvWqr8PbNHN6+PcNVVnTkAAQ5AAS5kcLPysICXBOBbuvg+uHLZx/ethd+BDEAQQ4AQW6H4eeYHH4uWkzpowUGuHECXVs7jzpyAIIcAILc0G6xZpDO2bR0dajpWkjdMtC1/dRRHTkAQQ4AQY6tAl2EuPNbfOqojhyAIAeAIMcWbrvrIB2xqgpxbT11VEcOQJADQJCjMDpyAIIcAIIcBQc5QQxAkANAkKOwIFf68Wv+AwhyAAhy9C7ICWIAghwAghyFBbnSj1/zH0CQA0CQo3dBThADEOQAEOQoLMiVfvya/wCCHACCHL0LcoIYgCAHgCBHYUGu9OPX/AcQ5AAQ5OhdkBPEAAQ5AAQ5CgtypR+/5j+AIAeAIEfvgpwgBiDIASDIUViQK/34Nf8BBDkABDl6F+QEMQBBDgBBjsKCXOnHr/kPIMgBIMjRuyAniAEIcgAIchQW5Eo/fs1/AEEOAEGO3gU5QQxAkANAkKOwIFf68Wv+Awhy0M3J5+G5fj3XbvH7fmdPKdfPcp3Skm1fucU2x7ZtctTBdh2c64hcR+e6Qa69cy0uz/Vzrc31nVzfq6vvr6e9cu2b61p1XTvXQbl2yXVoroUdZad6PK+q3zPPy3Vhrovqr1cJYgCCHILcyJtVT+R+K9c9ct02134j/Pync91lhtt7vVyH5Toq1/VzHZLrgHoytecWQS4mVZfnuqKeOJ2R6/RcP8p1Zq5fOCLpoevWr/P7peoDm0OG+JkNuU7N9dFc/5rr2x0fo4V6nCLk3rQep1+rg+/+I74/7sz5uc7N9dM6NP9v/fUHua6c1hM0/wEEOSg3yEXguVmue+b67Vy3yrV6zMf6aD0xnJYDcx2b6265jsl1ZKo+DZ/E9+rJ0sdzfaoOePyqNanqQoz6ZhkT4fUFheX96m2e1i+FhXpSfvkcn+Mtcz0p1+/VYWRcsV8/kOvVub7SoeAWHwzdOtdv5rpxrhumqvs2D3EcnlYH5o/l+uLW71HmL4Ag542QfgW5+DT5Nrnuk+uO9cSlCdMIcvvkOi7XA3LdKVUduGmJU5q+nOufcn0wVZ+O99Vu9QT22Hrcb1pPZscJcp/O9cgCnnN8QPA3uVZMOchFJ+sFc3h+EdpenOtxuXZt8HHX5XpDrpelqutdmt3r4HZ8rjunquu2uqXbGu9RX6oD9IdS9UHUZEnR/AcQ5KD1QS4m5XfIdd86xB06hX+jySAX2/uoOsAdOYddFKc3/WOud+T6cQ8Oybgm6oh6QnuXOrhFNXGgfjJVp+u2WQSbL+S6xQz+rXfWx/YsRUj5q1SdFjgtn6uf149KeAtO1anjD85111w3KfA1G53dT+R6e7z35nnMBr9ZAUEOuhHk1tSTk7unqtMQ4W33Kf+bTQS56BA+qZ547tmCXXVJrjenquNwfocOwTiF8Hq5/l+qOp4R2m7U4uNi2p6f65Uz+rfiw4HHzTCwPKN+brPoMv0wVR8Wfbel+zkWJIlTSh9eH/td8fVcb8n1rjTi9XTmP4AgB+0IcnHqVJwW9Dup6r7dcsZPa5IJe5zm+dRUfTq+0MJd9pNcL8n1D4UecnFs3LAOylFx7c/1CzguZiG6VF9Nk19v2cYg9/Rcr5/xeEZH7u6pXZ25G9Rj/rBc1+nwr5ZvRGjPc5p3+y0L9MVKQ0DBYhJ62zoI3T5N99Spabh3rmen2a52OY5Yue7v63GO7T2r5dsb10HGKanH1cdF/Pl6Xi7b9OczDHGzdus5/Jtxim50huJDmXlfMxcfXsQHRCek6nrbrotTg/9tMBg8JH99YRqiM+qDbECQg9mJbtXR9SQpTpm8XZrfimqTuGMdiH6nsO2+f6pOyXpKrve1aLuWb8MQK+3FyqNxWu2hXi47FZ3Ch3T4+c3ruql4jcTiJ8+a079/7fr95Qk9CXBbWz4r4yU5qL3JyxwQ5GB+YiGKuEXAvbeYqJd63Ma1WM9N1SlOKwp9DnG/rf9M1QqAL5/TNkTnNa5pu3Md5iO4HeClMpJY4OQVhmFqohP2nlQtmT8rq1J1CmWsCnrdno9/XAf7xsFgEKH6ybku29Y36cgBghxMJyzEAiX3qifrNyr8+RxYB7jHp+p+ZKWLEBqn5F2nnrAuTvHfWqiD29F1kL9NHdz29TKZSFw/dgvDMNVQ9Sep+gBqFuKa4Nek9q+QOmvxodnhuR6eQ9tZhgMQ5GA6IqzdoZ74RJfl4A48p13q8BYh7rAO7rP4pDtO3Xpsqu6n1VRIjIVIbl5PSm9Vh7i9vEQaE9cMvsAwTF0senJMqhaTmZZ4vTwz14u8RrYrfq98YjAYxGrAbigOCHLQUMiJyfpv1xOe6LTs2qHn9zv15OrWHd+PcY3VHqla1nzThI8V1z3+WR3c9vASmZropu5tGKYuQtaDpxjk4vTJuIn7vVo+Dhfn+n49Dp9J1f327j3jbYiVO+NG4nfL4e0MhyYgyMH4Tsx1v1TdLqArNtdf47S/WKr/gT3an8fXE8pYXGGSj7ivXwd6pidWHn2AYZiZCFlxiuX6hh83PvSIm2G3tdO/Ntenc70319dyePrx8n8YDAbzOv0zwty/5H8/Pji8NP5CRw4Q5GB09+hYiAt71AEuTnPqY7cjFlm4MFXLfo9ro5fGVO2e61WGYaaOrAPEaQ0+ZlyX+urUzjMYvpSq+01G9+tnW4S3Lb9n1Ry3L07b/+sc4B7p0AQEORjPug4+pzvV1Wdx3VVcg/JOh3grPSNVN0Nntr9jb9ZQkIuFf2Kl0ee18Hl+Ltfrcr0/h6TNO/rGrULdPJyQt+Fj+es/68gBpVswBECD3pCqBUpol+gMPdcwzMXhDf2ufksLQ1x03eKU6ruk6jTKzRHUdlQtER3NgxyagCAH8Euxcl5cu2OxknaxwMn8THpT7uUQ97iWPa9/z3W7paWlt+XaFN2tYaol4hY3z3doAoIcwDXFPa1ONAytESuoWuBkfg7sWIiLa1mfmUNZrMh59s46cC3tyIXH5u25rsMTEOQArulpuY4zDHMXHVILnMzXLyb42b9pWYi7Mtfv5xD3+vg/w3bhWtiRC3vmeozDExDkAK4pVqaLxQ92NRRz9ZxcNzIMc3XpmD/34lRdf9YWl+f63RzG/mv5L0btxrWsIxcelLdpjUMUEOQArilOsXzSCN+/2pA16qhUrVTJfF00xs88NFW3M2mLdfU2fWzLvyy8I7f8GnHvSqBYbj/APJiw90d0hP4p1wVDfO/JdfC4TqpWlIvrV/ZN1emBe9a1ypAO7ZX1mDFfZ474/cek6pTKNn3Q+pRU3RvuGlrYYRtVPIFYcfNzDlNAkIPhJzYH51oc8+fjY9019YS/lJlELBAQpyZdlarrTLacSMQKj7ulbq70GKvDPTtV95jbme/XtbVr1YFuufavH/fQ+hiIYylWBty7HsMIfit6/hr73VQtcsJ8bUjVvRWHFcf3O+pjuC3iliL/sM034jE6bC0Mf7fN2zRYclM5QJCDoTw+VZ2VcX9xRgC8Sa7P1IGuLUHtnFwX11/PznVWrp+k6tSqS1K16MEVuS6rA9xS/TVCSHRO9ktVF+rmMblI1Wk/1+7I/n5jrp+O+fMX17UjC/X47V1/3af+ekKuu/fs9RXH0iu8zbTCmWm0jtxr6td/W3wr1x8VFMrGcVT9e+QqhysgyMHOXdnAY1zasuf0xVR1QH7e4HM5rA50scz33VK7PqUfxbXqMDfNa34i3F9Q1w+3+Pvr9TDIWeCkPU5JVVduGPfL9dgWbfumXE9N1YdP29SRjlycxh2d0LUOV6A0FjuhVG07de6KMUPcjkRX7z9yPbAOdC9PO+9MtdWj03yu1+rb9ZhH53qmt4fW+MSQ3xenC/9ly7b97bk+u7NQVviqlWFlPf4Aghx4LU1FXGfzx7mOzfXWNP71hfNyWB1Ima7XJAuctEWcYv3RIb/3xFR1j9siTgd/2c6+qQOrVv7fU3G4AiafwLT9KNcTU3Ua1k8L2/YTvOdM1YNy3dswtMZ703Bd+ui2P75l2/62XD/b2Td1pCMHIMgBMxVLgd8x7eTUp5b5jVy/btdNRSzu8ueGoTXWp2r1yWGcmNp1CnAsxvTmYb6xQx05cyFAkANm6sxcx+d6fyHbG9eiPMBum4rn5bqBYWiND+f6xhDfFx3Ue7Rs2+O63LOH+caOdOQ2p+HucwkgyAGNilsaPCTXpwrZ3jgl1E29m3WzXE83DK0RtyJ53ZC/f5/Xwu1/57Df2JGOXJxCerHDFhDkgHmI2zk8NNcPCtjWWBb/5nZZo+KecbsZhtaIjtYwpzzHbTHu1LJtjy7iF4b95o505E7NAXO9wxYQ5IB5OTfXI3Ota/l2xm0j7ml3NcYCJ+0StyF52ZDf+6QWbv/7UtVRHEpHOnJfdNgCghzQhgnJywvYzuPsqkZY4KR9/jrXd4f4vlj0p203qo+U9YlRfqADHbkIrSc5bAFBDmiD16bhFlmYp1vlOsCumtgLkwVO2uSHuV415Pc+LNealm3/Wbm+NlLyK78j95m8Tac5dAFBDmiDOLXyJS3fxn1z3caumjgM/6FhaJVYuGSY+8btkdq5eutn04inZnegI/cGhy0gyAFtEveYO6Xl2yjIjS9mw6/MtauhaI1/TdUNwIfxW7l+rYXP4cuj/kDhHbk4pfJDDl1AkAPaJGZLb2z5Nrox+PjidhN3NQytsTbXc0f4/uNb+BwWc31z5E8Uyu3IXZTrWTlYLjp8AUEOaJsPpnbfjuAmuVbbTSO7VipjQZs+eVquc4b83t1T+xY5CXFK6HdH/aExO3Ir5vxcYyOemut7Dl1AkAPaKK51+bcWb9/hua5rN43sBfXY0Q5/n6r7xg3r9rkObeHziA99Lhn1h8bsyF025xD35Bwo/62lt0IAEOSAq8U9oTa1dNtixT4rLo7mlrn+wDC0xum5njPiz8QNwNt4V+xYcXPk0wzH7MjFLTP+NA23MEyTrsr1+FxvafHNyQEEOeBqcc3Ld1q8fTpLw1te4GQ3Q9EK63M9IdfFI+7DO7T0+Zw11kE5XkfuvFStrHtsrtfPKNB9Pdddc5B8R8tvTg4gyAFXi27cp1q8fU6tHN5Dc93NMLRGBJHPjvgz+6f2LvJzzjg/NE5HbouK0zmfWQe6l+b68RSe17m5/iTXcbk+1/JbIQAIcsA1fLbF23aY3TOU/XK9ooHHuTBVpwMymViy/rVj/FycGrtvS5/T2nF+aJyO3DaCVAS6E1N1b8QHpuqaw7MneC4bUnVj82fnOiYHxj/PdWkBNycHGNlKQwCdFqcUxbUhu7Rw2w60e4by4oZCb3Q94hqtowzp2OIUxCen8a49bWs3bnOqTncc2aRhaKuu2C/qEBe1fx3sIvwek6rraffOtWeuValatCR+eGOqFk+JhVpOy/X5OsR9rf6eHXbehDlAkAPa7Ke5zsh1dAu37Vr1pGyj3bRdceP0JzbwOHGz57fmuochHdumel+M2y06qsXPa6yVJKd4emJ0jz9W17K96veMNVsEubhW8eLouDk8AUEO6Jo4zeg7LQ1ye9fvQYLctsX9tl5ZT1wnnag/pz4W+vSe3/TNnmOlxY+O+bNxGcORLR2neP1dMM4PNtyR25lL62osUOrIAYIc0HY/bOl2xamVcVPwdXbRNj0i12828Dhxr7PP9XD8dm/wsf47TXadYpza/GstHac4tfLKGQSxxgligCAHdN2ZLd2umIUt2j3bFAucvLSBx4lV+07s4fj9Vq77NfRYP8r1pDTZPRkPStVpgW01ViKbcUeu8Z8XBAFBDmi7tS3drrg+7tppzOtzOi4WOLluQ4/zs56N3SG53p6auededKpOSGMuBrLVNq1p6Xidn6rTbmcepCYliAGCHNB1MZHf1MLXe1wDtrvd8ytilb4mFjg5Jdff9WzsIln8Ta7rNfR4sYT9Fxp4nANSe2/3E6vajtUZ15EDEOSA6bootXehC6dW/mq4/Ys0efcm9vfzUnX9U5+8MNd9G3qs6Or9bUOPtV/Lw+9cgtSkBDFAkAO6Lpby3mQYivCYXHdu4HHiVgNf7tnYxcIwJzb0WF/K9awGt+2ALg64jhyAIAdMnyX+2++ghoLIT1IzC6WU5OBUddBWNfBYcc1YrBja5LWba1o8dnGdaqweu37WQWreQRJAkAPaLk6zi8Ua9mvhdp1v9/yfF6VqUYwmHufCHo1bpIk4BbKJ5f3jVNRHp+Zv2bGixeO3S7JqJYAgB7RSW5f5j+26yu652u1zPaGBx/l4rnf1bOyavC4uQvBJU9jGA1s+hqvnEaQmfgMRxABBDmAuNhiCq0W35pUNvB/HUvnPqQNyX8R1cS9p6LH+PderprSdCy0ewzV10By5i6sjByDIAf0Up3uuNwxXn8p3xwYe5425vtWjcVu+Lm51A491aqpu+j2tznWbg1xcVzjWzcp15AAEOWAGc54WbtPFySIs0Qk5sYHH+UGqunp9sXy/uCaui/t5rkfmumSK23tJi8cyQuZY12bqyAEIcsD0J2q7tXC74v52fb+P3ItzHdrA47yg5WGhaXFd3O809FhPzfX1KW/vpS0fz7GOQR05AEEOmK449ayN97E6p+f75U6pmQVOPpDrvT0atyavi3ttrn+ewTYPWj6m151HkNKRAxDkgB1r6/U5Z/c8XL+qgffg6PQ8P/VngZO4Lu5tqZnr4k7O9Ucz2u4LWj6uN5hHkJqUIAYIckDXRTduVQu36yc93iePy3W7Bh7nL3J9tydjtnxd3PUbeKyzcj0mzW7l1MtaPrY3zrVrrnWzDFI6cgCCHLBje7Xwtb4p1/d7uj9iYYkXNfA438n1lz0at7gOsInr4tbXIW6WHySsTVXXtK2nWMY1cofnOn2WQWpSghggyAFdFysjtq0jFx2KH/d0f7w010ENPM7zcl3ekzG7S2pmdc/lQPjJGW//ualaoXV1S8c3tuuWowY5HTmA+VowBNB5B7Vwm07L9Yse7ou4X9yjGnicd+f6UE/GrMn7xb0r1+vn8Bx+lqobtrfZseMEqUlqUhHEJimA0unIQfcd3tIg17dbD0RX9NUNvO/GbQZe2JMxa/K6uP9N1a0G5iEWpYnFffZp8VjfOdeKXJtHCVIT7VwdOQBBDtih67dwm77Sw/0QtxpoYoGTuPH3GT0Zs1iRs4nr4uLm849M87ufW5xWGdeE3qzFY33TXDdK1bWXMwlSkxLEAEEO6LL4hP2Ilm1TLHTy1Z7th1hMool7n30t11/1ZMziuriXNvRYT8717Tk/n9NbPt7RMb7nKEFORw5gvlwjB922ZxrzHlFT9L1RJouFW54p/mma/KbscSpqnFK5vgfjFtd1NnVd3Cty/XsLntM3Chj3+44apFwjBzA/OnLQbXEq134t26ZTUnWqWR/EqpLRWXpUA4/1j7k+3oMxa/K6uJNSM53QJpyaqvvWrW7x2MepvzfP9a1hg9REO1pHDkCQA7brlql99676RI/GP7pw0RGa9OyH81Iz954rQVwXd78GHieuI3xciz40iNtt/CDXTVo89hEyHzpskHONHMB8ObUSuu3Ylm1P3Bj55B6N/x1y3baBx3lZrp/2YLyaui5uXaoWN1nboucWgfLzBeyDh6UhV9ec96mN8z61E0CQA6Zlt1Tdt6xNPpr6df+4FQ08xhdzvbUHYxXXxb0tNXPq4bNyfbaFz/HTBeyH6+T6/RKClGvkAEEO6Krb5DqsZdv0PrtlJBvrUNL1awqXr4trYoXVd+T625Y+z7g+9LIC9sfTU/VBUKuDlI4cIMgBXXXP1K7r436U+rFYR5MilHypB8/zeamZ6+K+nOsZLX6e56QyunJH5XpS24OUjhwgyAFdtCbX77Zsm/411xV2zdDimriX9uB5Hpeq2zNM6sJcJ6RqpdA2+0Ah++U5uQ5uc5DSkQMEOaCLYtGII1u0PRHg3mW3jCRWqTy348+xqfvFbc71mFzfL+A5xy0RLilgOw/eWcDWkQMQ5IDmPaZl2/PfhUyy2+JTud7Z8efY5HVxsapnKZ2uOL3yIwW9j9y3rUFKRw4Q5ICuiRv6Ht+i7YmFOt5gtwztqlwviHlyx59nU9fFvT/XnxX23P++oDnCG1O1kmXrglRTQTJvy5pce3rrAQQ5YN7i2pZdWrQ97831P3bL0N7Ug/G6U2rmuri4wfbjU3VqZUk+mesrhWxrrHwbi+6smVaQGtekQTLX6lyPSNX9/e7krQcQ5IB5ukWuB7Voezbkeo3dMrQf53p5h59f3Kj7WnUwmPS6uEtzPTzX+QWOw+Y6sJfibrn+uukgNakJAmR03x5ZB7h/zHXrAj8MAEgrDQF0SlwrtKZF2xMLnHzVbhlaLHBycYefX3SK4zTbGzTwWM9OZXcu/7Pe30cUsr3R+YzTfp+2ZZCaxKRhboyf3z9VH3Q9NdfR3m4AQQ5oi+hO3KdF2xMr8/2Z3TK0D6XqFg1d9sBcezfwOLFIytsLH4u4TcKrc72loG3+wwhPOcA9rYkgNqlhg2TezkNTdWuKJ+Y63FsNIMgBbRKTk79o2TbFPdDOtGuGcmXqxwInTYS4OB3u2R0Zj1iZ9A9StUBRSWFur/z1KTlIXTnJA82gIxddt7ix+YNzHehtBuga18hB+ValqjvRpolKLJ//JrtmaK/L9W3DsFNxk/S4tmldR57P+lTmTd9jH3wkB6mj23aNXLYi12/lek+qFpR5mhAHCHJAW70+12+3aHsuy/WHuTbZNUP5bqpOsWPH4niK7sqPOva84h6LHyxwu++Y6zO5nhxziRasWnlgrtiWU3J9ItcDcu3uZQMIckBbvTDXU1q2TX+U6zS7Zmh/XIdfduzFqbqOsGsWcz03VatwluaAXG/OdXIOUb85hxtyx8qnd0jVdYZfr7fl9l4qgCAHtF0EprYtVf8vqbqBMMP5r1TdZ48dixUeX9nh53d6KvMUy2XHRZjL9b5U3apg9RQ7cnEqedwuIBZS+lyuz+Z6Qq6DvUyAvrHYCZQnJjJxOmXbOnHxifgf2D1D+3mqOjHs2LfqiXrXF4KJ2zLcvQ5CpbpvXV8ZDAbxAUWcMvrDNPk1jYekakGYu6aqA3eslwWAIAeluVE94WvbZO+cVK0M93O7aGhxXdyPDcMO/SLXY1K37623LK4BjA9CostU+uIct6nrz3N9M1Uf8kR9I9e5qTqV+IqtfibOtdwjVde1xfOPFSd/vf56s1SdxgmAIAfFiUnOY1N1w++DWjjZfliuH9hNQ/tGHcjZsafn+lqPnm90r6L7GN2sLlz6EO9bt6jr0fXfbcx1YaruM7lllzWe73659knVtW8ACHK0TVOrlfVIrEgZC2Ic18Jt21BP0D7jyB5aLG7x/PSrHYmpv5YKe938Varus9Y378/1klR9aNNFcWr4wck1bQCCHGXrWSAbRZxedI9UdeHu2dJtjBD3iGSxjlHFgjAfGyeI9ej1c3IddvsqFvI4ItejvFwAEORopXEnsh2dwO6V66apWiwgwtvNW7ytcTrl41N1012GF9d6vaip47ijHbmzcz0uVTfL7rNYzChOo76Hlw0Aghyt06FAtnGE712oQ9u+ua6T67apuobkmFQtZtJ2sVjBQ3J92hE8slhi/sxxg1iHXz9bvo4eu+UY9Vis9BgLCEXH+zcNBwCCHK3SoY5c3Nfon+s/x8qNl6RfLlYQT3L/9MsV2eLPsQLbofX/L0ks0vHw5Ibf4/ifXH/b5HHcwY5cnE75cYfK/4mbhD8010m5bmU4ABDkaI0OdRQOridcXfYfqTrd6wJH7sg21SFlwyRBrMOvn/CuXH/pUPkV5+W6T65/SjpzAAhytIVr5IoQ1yr9Sa7Xpu7flHla/i5t41RUHbn/E/cae5rDZLvW5vq9VC2Ucy/DMRWrDAEgyIFA1iVfSdW9vL5oKMYW1xS+tIkg1tHXT5yKfEJyM/mdiQWG7p/rzemX92Rjcpfn+kCurxoKQJCDEejItdaVuV6d63W5LjMcE4l7gv1sGsdxRzpyT8z1LYfJUK7K9ZhU3Tg87jO3YEjGdn6qrmv+u/w6+rbhAAQ5EMi64D/qSaLJ9eQ+nevtTQWxDr5+XpHr3x0mI3t5rlNzvSnXYYZjJN/N9bZc78mvv58aDkCQgzHpyLXKKblelaoV8phcLKX/wlyL0zqOC+/IxU3RT3SYjC1OB4xOUnTN72c4diiu8/1krnfU72/rDAkgyMGEBLJW+Eyu1+d6X7KYSZPiWqYvNRnEOvT6+UmqThHc4DCZKMifkY+BWAQlTk+NU3gPMirXEDeXjzMM/iWPlWvgAEEOGp6ICIDzEQsnfDBVqyl+0nA07sxUnZ461eO40I5cXOcV9yI8x2EymXp/xkEQ9yf8cK4/StVCKH1egfGKXJ9N1Qqf0X27aHvH/qQfpAAIcpiIMCtxL7O4rubduf471/cMydS8eHkC2WQQ68jr5zn1RJsJbXX8nJXrifmYiA9nnpGqFS77FOjiFhbvyfU+i5cAghzMfiIiADbvijqwxWmTcU3Sl5PTJ6ft5FSthjf147jAjtw/pGqBDhqwnf0Zr/GH5LptHejunWvPjg5BLFwS1wpG5+1zuTaPcpzryAGCHDQ/EWF8l6bq5sH/k6pr32JS59Pp2YnbNjwz7WCBkyYnkoW9fuIaJTf9btBOjp+rA10+Rm5cB7sH5Tqy8KccH0x9pw5vEdw+n8fAdZaAIActnIiUNIG9oA5MB+faI9duuXata1oTmriB8sW5Tk/VrQJOq//8g1SdRsnsTy17Q6pOX53JcTxGR26XOb4+HpHck7BRQx4/EXxelKoVae+Q6/hcd891RAFPMVZ+jWspP5+qW3l8eevX1ySvIR05QJCD6U9EShDdhnvVf94n17Vy7VV/3aP+c3zdL1U38T0014pUnQoU/23/dM1THuPPa+uJTNR5qbrmKurCVN3M9pw0xHVYPXd6PQGc9qf2sU8vSdVN1Gc2kRzj9fP5+pibVdAf1Mfym+p9QYNGPH4uz/WRqHzcxAdMcerl7XMdl+uoXIfU70nzsli/r/2kfj/9eh3a4kOqdYIYwDZ+yXojpNAAeNP6l/2almzSR3Pdw56hxRP5JoIgHTx+8nGwd/5yk1R16W5SB7sb5oq/jw+adq8/rJhUnHocZxNEZzY+nDoj1w/rOjPX9+u/L+L1AzBvOnLMO5AZBAQxrx/mGETy48TtSL5Q15bHV5xRcGCqziyIULdvrtWpOoV8Rwdf/LfogsdZBdFpi1PA19VfL6nD2oa2PH8AQQ5m+IvYBJYumPU1cjDi8XVxHb4AEORAIANBDAAQ5OjlRFYApAt05AAAQY5eTmShZIIYACDI0auJrABIF+jIAQCCHL2cyELJBDEAQJCjVxNZAZAu0JEDAAQ5ejmRhZIJYgCAIEevJrICIF2gIwcACHL0ciILJRPEAABBjl5NZAVAukBHDgAQ5OjlRBZKJogBAIIcvZrICoB0gY4cACDI0cuJLJRMEAMABDl6NZEVAOkCHTkAQJCjlxNZKJkgBgAIcvRqIisA0gU6cgCAIEcvJ7JQMkEMABDk6NVEVgCkC3TkAABBjl5OZKFkghgAIMjRq4msAEgX6MgBAIIcvZzIQskEMQBAkKNXE1kBkC7QkQMABDl6OZGFkgliAIAgR68msgIgXaAjBwAIcvRyIgslE8QAAEGOXk1kBUC6QEcOABDk6OVEFkomiAEAghy9msgKgHSBjhwAIMjRy4kslEwQAwAEOXo1kc0B8PL48RY9lU32JmMcx4IgACDI0YuJ7H65jsx1v1yrWvRUjs715FxfynVmrkvsXQQxAGBq82gTCVoe9K6dvxyR67hcx+a6Va7rtnyzz8h1al1fzPXNXOfl2miPIggCAIIcXQhqW/9VBLcb18HtmFy3znVQ4U8zTgP9dq7Tcn0t6dohiAEAghyFB7kuBrdh6NohCAIAghxFhrhX5S8n9CS47cxy1+4Pcv2v4RDEAAAEOdoa5D6dv9zZSFzD8bk+aBgQBAGAHbFqJfN0lSH4FW5jIIgBAAhyAG3lPnIAgCAHUBhBDAAQ5AAKoyMHAAhyAIURxAAAQQ6gMDpyAIAgB1AYQQwAEOQo0Z6G4FesMgT9oSMHAAhylOjzuTYYhms4zxD0hyAGAIxrYCIBAAAgyAEAACDIAQAAIMgBAAAIcgAAAAhyAAAACHIAAACCHAAAAIIcAAAAghwAAIAgBwAAgCAHAACAIAcAACDIAQAAIMgBAAAgyAEAAAhyAAAACHIAAAAIcgAAAIIcAAAAghwAAACCHAAAgCAHAACAIAcAAIAgBwAAIMgBAAAgyAEAACDIAQAACHKCHAAAgCAHAACAIAcAAIAgBwAAIMgBAAAgyAEAACDIAQAACHIAAAAIcgAAAAhyAAAAghwAAACCHAAAAIIcAACAIAcAAIAgBwAAgCAHAAAgyAEAACDIAQAAIMgBAAAIcgAAAAhyAAAACHIAAACCHAAAAIIcAAAAghwAAIAgBwAAgCAHAACAIAcAACDIAQAAIMgBAAAgyAEAACDIAQAACHIAAAAIcgAAAAhyAAAAghwAAACCHAAAAIIcAACAIAcAAIAgBwAAgCAHAAAgyAEAACDIAQAAIMgBAAAIcgAAAAhyAAAACHIAAACCHAAAAIIcAAAAghwAAIAgBwAAgCAHAACAIAcAACDIAQAAIMgBAAAgyAEAAAhyAAAACHIAAAAIcgAAAAhyAAAAghwAAACCHAAAAIIcAACAIAcAAIAgBwAAgCAHAAAgyAEAACDIAQAAIMgBAAAIcgAAAAhyAAAACHIAAACCHAAAAIIcAAAAghwAAIAgBwAAgCAHAACAIAcAACDIAQAAIMgBAAAgyAEAAAhyAAAACHIAAAAIcgAAAIIcAAAAghwAAACCHAAAAIIcAACAIAcAAIAgBwAAgCAHAAAgyAEAACDIAQAAIMgBAAAIcgAAAAhyAAAACHIAAACCHAAAAIIcAAAAghwAAIAgBwAAgCAHAACAIAcAACDIAQAAIMgBAAAgyAEAAAhyAAAACHIAAAAIcgAAAIIcAAAAghwAAACCHAAAgCAHAACAIAcAAIAgBwAAIMgJcgAAAIIcAAAAghwAAACCHAAAgCAHAACAIAcAAIAgBwAAIMgBAAAgyAEAACDIAQAACHIAAAAIcgAAAAhyAAAAghwAAADz9f8FGACcDWY3mOWFrgAAAABJRU5ErkJggg==" />
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					<div class="awdiv" style="left:5.4pt; top:2.85pt;">
						<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:0.33pt;">oczekiwanych strat kredytowych w portfelu kredytów i </span>
						<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:11.83pt;">pożyczek udzielonych klientom.</span>
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					<span class="awspan awtext001" style="font-size:7pt; left:0pt; top:-5.54pt;">  </span>
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				<div class="awdiv" style="top:68.2pt;">
					<a name="OdpowiedzZarzadu" style="left:0pt; top:0pt;">
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					<span class="awspan awtext001" style="color:#d04a02; left:0pt; top:4.89pt;">Odpowiedzialność Zarządu i Rady Nadzorczej za sprawozdanie finansowe </span>
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			<div class="awdiv" style="left:68.05pt; top:211.74pt;">
				<a name="OdpowiedzZarzadu1" style="left:0pt; top:0pt;">
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				<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:0.33pt;">Zarząd Banku jest odpowiedzialny za </span>
				<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:11.83pt;">sporządzenie, na podstawie prawidłowo </span>
				<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:23.33pt;">prowadzonych ksiąg rachunkowych, rocznego </span>
				<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:34.82pt;">sprawozdania finansowego, które przedstawia </span>
				<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:46.32pt;">rzetelny i jasny obraz sytuacji majątkowej i </span>
				<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:57.82pt;">finansowej i wyniku finansowego Banku zgodnie </span>
				<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:69.32pt;">z Międzynarodowymi Standardami </span>
				<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:80.82pt;">Sprawozdawczości Finansowej zatwierdzonymi </span>
				<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:92.32pt;">przez Unię Europejską, przyjętymi zasadami </span>
				<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:103.82pt;">(polityką) rachunkowości oraz z obowiązującymi </span>
				<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:115.32pt;">Bank przepisami prawa i statutem, a także za </span>
				<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:126.82pt;">kontrolę wewnętrzną, którą Zarząd uważa za </span>
				<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:138.32pt;">niezbędną, aby umożliwić sporządzenie </span>
				<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:149.81pt;">sprawozdania finansowego niezawierającego </span>
				<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:161.31pt;">istotnego zniekształcenia spowodowanego </span>
				<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:172.81pt;">oszustwem lub błędem.</span>
				<div class="awdiv" style="top:189.98pt;">
					<a name="OdpowiedzZarzadu2" style="left:0pt; top:0pt;">
					</a>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:0.33pt;">Sporządzając sprawozdanie finansowe Zarząd </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:11.83pt;">Banku jest odpowiedzialny za ocenę zdolności </span>
				</div>
				<div class="awdiv" style="left:256.12pt;">
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:0.33pt;">Banku do kontynuowania działalności, </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:11.83pt;">ujawnienie, jeżeli ma to zastosowanie, spraw </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:23.33pt;">związanych z kontynuacją działalności oraz za </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:34.82pt;">przyjęcie zasady kontynuacji działalności jako </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:46.32pt;">podstawy rachunkowości, z wyjątkiem sytuacji </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:57.82pt;">kiedy Zarząd albo zamierza dokonać likwidacji </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:69.32pt;">Banku, albo zaniechać prowadzenia działalności </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:80.82pt;">albo nie ma żadnej realnej alternatywy dla </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:92.32pt;">likwidacji lub zaniechania działalności.</span>
					<div class="awdiv" style="top:109.49pt;">
						<a name="OdpowiedzZarzadu3" style="left:0pt; top:0pt;">
						</a>
						<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:0.33pt;">Zarząd Banku oraz członkowie Rady Nadzorczej </span>
						<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:11.83pt;">są zobowiązani do zapewnienia, aby </span>
						<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:23.33pt;">sprawozdanie finansowe spełniało wymagania </span>
						<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:34.82pt;">przewidziane w Ustawie o rachunkowości. </span>
						<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:46.32pt;">Członkowie Rady Nadzorczej są odpowiedzialni </span>
						<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:57.82pt;">za nadzorowanie procesu sprawozdawczości </span>
						<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:69.32pt;">finansowej. </span>
					</div>
				</div>
			</div>
			<div class="awdiv" style="left:68.05pt; top:424.73pt;">
				<a name="OdpowiedzBieglego" style="left:0pt; top:0pt;">
				</a>
				<span class="awspan awtext001" style="color:#d04a02; left:0pt; top:10.89pt;">Odpowiedzialność biegłego rewidenta za badanie sprawozdania finansowego </span>
				<div class="awdiv" style="left:-1.45pt; top:6pt; width:479.15pt; height:0pt; border-top:solid 0.75pt #d04a02;">
				</div>
			</div>
			<div class="awdiv" style="left:68.05pt; top:455.03pt;">
				<a name="OdpowiedzBieglego1" style="left:0pt; top:0pt;">
				</a>
				<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:0.33pt;">Naszymi celami są uzyskanie racjonalnej </span>
				<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:11.83pt;">pewności czy sprawozdanie finansowe jako </span>
				<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:23.33pt;">całość nie zawiera istotnego zniekształcenia </span>
				<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:34.82pt;">spowodowanego oszustwem lub błędem oraz </span>
				<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:46.32pt;">wydanie sprawozdania z badania zawierającego </span>
				<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:57.82pt;">naszą opinię. Racjonalna pewność jest wysokim </span>
				<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:69.32pt;">poziomem pewności, ale nie gwarantuje, że </span>
				<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:80.82pt;">badanie przeprowadzone zgodnie z KSB zawsze </span>
				<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:92.32pt;">wykryje istniejące istotne zniekształcenie. </span>
				<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:103.82pt;">Zniekształcenia mogą powstawać na skutek </span>
				<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:115.32pt;">oszustwa lub błędu i są uważane za istotne, </span>
				<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:126.82pt;">jeżeli można racjonalnie oczekiwać, że </span>
				<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:138.32pt;">pojedynczo lub łącznie mogłyby wpłynąć na </span>
				<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:149.81pt;">decyzje ekonomiczne użytkowników podjęte na </span>
				<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:161.31pt;">podstawie sprawozdania finansowego.</span>
				<div class="awdiv" style="top:178.49pt;">
					<a name="OdpowiedzBieglego2" style="left:0pt; top:0pt;">
					</a>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:0.33pt;">Zakres badania nie obejmuje zapewnienia co do </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:11.83pt;">przyszłej rentowności Banku ani efektywności lub </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:23.33pt;">skuteczności prowadzenia jego spraw przez </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:34.82pt;">Zarząd Banku obecnie lub w przyszłości.</span>
				</div>
				<div class="awdiv" style="top:230.48pt;">
					<a name="OdpowiedzBieglego3" style="left:0pt; top:0pt;">
					</a>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:0.33pt;">Podczas badania zgodnego z KSB stosujemy </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:11.83pt;">zawodowy osąd i zachowujemy zawodowy </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:23.33pt;">sceptycyzm, a także:</span>
				</div>
				<div class="awdiv" style="left:-0.3pt; top:270.98pt;">
					<a name="OdpowiedzBieglego3A" style="left:0pt; top:0pt;">
					</a>
					<span class="awspan awtext004" style="font-size:10pt; color:#dc6900; left:0pt; top:0pt; font-family:serif;">•</span>
					<span class="awspan awtext001" style="font-size:10pt; left:17.85pt; top:1pt;">identyfikujemy i szacujemy ryzyka istotnego </span>
					<span class="awspan awtext001" style="font-size:10pt; left:17.85pt; top:12.5pt;">zniekształcenia sprawozdania finansowego </span>
					<span class="awspan awtext001" style="font-size:10pt; left:17.85pt; top:24pt;">spowodowanego oszustwem lub błędem, </span>
				</div>
				<div class="awdiv" style="left:256.12pt;">
					<div class="awdiv" style="left:17.55pt;">
						<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:0.33pt;">projektujemy i przeprowadzamy procedury </span>
						<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:11.83pt;">badania odpowiadające tym ryzykom i </span>
						<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:23.33pt;">uzyskujemy dowody badania, które są </span>
						<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:34.82pt;">wystarczające i odpowiednie, aby stanowić </span>
						<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:46.32pt;">podstawę dla naszej opinii. Ryzyko </span>
						<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:57.82pt;">niewykrycia istotnego zniekształcenia </span>
						<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:69.32pt;">wynikającego z oszustwa jest większe niż </span>
						<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:80.82pt;">tego wynikającego z błędu, ponieważ </span>
						<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:92.32pt;">oszustwo może dotyczyć zmowy, </span>
						<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:103.82pt;">fałszerstwa, celowych pominięć, </span>
						<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:115.32pt;">wprowadzenia w błąd lub obejścia kontroli </span>
						<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:126.82pt;">wewnętrznej;</span>
					</div>
					<div class="awdiv" style="left:-0.15pt; top:143.99pt;">
						<a name="OdpowiedzBieglego3B" style="left:0pt; top:0pt;">
						</a>
						<span class="awspan awtext004" style="font-size:10pt; color:#dc6900; left:0pt; top:0pt; font-family:serif;">•</span>
						<span class="awspan awtext001" style="font-size:10pt; left:18pt; top:1pt;">uzyskujemy zrozumienie kontroli </span>
						<span class="awspan awtext001" style="font-size:10pt; left:18pt; top:12.5pt;">wewnętrznej stosownej dla badania w celu </span>
						<span class="awspan awtext001" style="font-size:10pt; left:18pt; top:24pt;">zaprojektowania procedur badania, które są </span>
						<span class="awspan awtext001" style="font-size:10pt; left:18pt; top:35.5pt;">odpowiednie w danych okolicznościach, ale </span>
						<span class="awspan awtext001" style="font-size:10pt; left:18pt; top:47pt;">nie w celu wyrażenia opinii na temat </span>
						<span class="awspan awtext001" style="font-size:10pt; left:18pt; top:58.5pt;">skuteczności kontroli wewnętrznej Banku;</span>
					</div>
					<div class="awdiv" style="left:-0.15pt; top:219.66pt;">
						<a name="OdpowiedzBieglego3C" style="left:0pt; top:0pt;">
						</a>
						<span class="awspan awtext004" style="font-size:10pt; color:#dc6900; left:0pt; top:0pt; font-family:serif;">•</span>
						<span class="awspan awtext001" style="font-size:10pt; left:18pt; top:1pt;">oceniamy odpowiedniość zastosowanych </span>
						<span class="awspan awtext001" style="font-size:10pt; left:18pt; top:12.5pt;">zasad (polityki) rachunkowości oraz </span>
						<span class="awspan awtext001" style="font-size:10pt; left:18pt; top:24pt;">zasadność szacunków księgowych oraz </span>
						<span class="awspan awtext001" style="font-size:10pt; left:18pt; top:35.5pt;">powiązanych ujawnień dokonanych przez </span>
						<span class="awspan awtext001" style="font-size:10pt; left:18pt; top:47pt;">Zarząd Banku;</span>
					</div>
					<div class="awdiv" style="left:-0.15pt; top:283.83pt;">
						<a name="OdpowiedzBieglego3D" style="left:0pt; top:0pt;">
						</a>
						<span class="awspan awtext004" style="font-size:10pt; color:#dc6900; left:0pt; top:0pt; font-family:serif;">•</span>
						<span class="awspan awtext001" style="font-size:10pt; left:18pt; top:1pt;">wyciągamy wniosek na temat odpowiedniości </span>
						<span class="awspan awtext001" style="font-size:10pt; left:18pt; top:12.5pt;">zastosowania przez Zarząd Banku zasady </span>
					</div>
				</div>
			</div>
		</div>
		<div class="awdiv awpage" style="width:595.35pt; height:842pt;">
			<div class="awdiv" style="left:68.05pt; top:789.15pt; clip:rect(0pt,527.3pt,25.5pt,-68.05pt);">
				<span class="awspan awtext002" style="font-size:11pt; left:470.02pt; top:0pt;">6</span>
			</div>
			<div class="awdiv">
				<img class="awimg" style="left:35.65pt; top:28.35pt; width:111pt; height:99.75pt;" 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" />
			</div>
			<div class="awdiv" style="left:68.05pt; top:120.35pt;">
				<div class="awdiv" style="left:17.85pt;">
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:0.33pt;">kontynuacji działalności jako podstawy </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:11.83pt;">rachunkowości oraz, na podstawie </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:23.33pt;">uzyskanych dowodów badania, czy istnieje </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:34.82pt;">istotna niepewność związana ze zdarzeniami </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:46.32pt;">lub warunkami, które mogą poddawać w </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:57.82pt;">znaczącą wątpliwość zdolność Banku do </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:69.32pt;">kontynuacji działalności. Jeżeli dochodzimy </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:80.82pt;">do wniosku, że istnieje istotna niepewność, </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:92.32pt;">wymagane jest od nas zwrócenie uwagi w </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:103.82pt;">sprawozdaniu biegłego rewidenta na </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:115.32pt;">powiązane ujawnienia w sprawozdaniu </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:126.82pt;">finansowym lub, jeżeli takie ujawnienia są </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:138.32pt;">nieadekwatne, modyfikujemy naszą opinię. </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:149.81pt;">Nasze wnioski są oparte na dowodach </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:161.31pt;">badania uzyskanych do dnia sporządzenia </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:172.81pt;">sprawozdania biegłego rewidenta, jednakże </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:184.31pt;">przyszłe zdarzenia lub warunki mogą </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:195.81pt;">spowodować, że Bank zaprzestanie </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:207.31pt;">kontynuacji działalności;</span>
				</div>
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					<a name="OdpowiedzBieglego3E" style="left:0pt; top:0pt;">
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					<span class="awspan awtext004" style="font-size:10pt; color:#dc6900; left:0pt; top:0pt; font-family:serif;">•</span>
					<span class="awspan awtext001" style="font-size:10pt; left:18pt; top:1pt;">oceniamy ogólną prezentację, strukturę i </span>
					<span class="awspan awtext001" style="font-size:10pt; left:18pt; top:12.5pt;">zawartość sprawozdania finansowego, w tym </span>
					<span class="awspan awtext001" style="font-size:10pt; left:18pt; top:24pt;">ujawnienia, oraz czy sprawozdanie </span>
					<span class="awspan awtext001" style="font-size:10pt; left:18pt; top:35.5pt;">finansowe przedstawia będące ich podstawą </span>
					<span class="awspan awtext001" style="font-size:10pt; left:18pt; top:47pt;">transakcje i zdarzenia w sposób </span>
					<span class="awspan awtext001" style="font-size:10pt; left:18pt; top:58.5pt;">zapewniający rzetelną prezentację.</span>
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					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:0.33pt;">Komunikujemy się z Komitetem Audytu i </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:11.83pt;">Finansów odnośnie, między innymi, </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:23.33pt;">planowanego zakresu i czasu przeprowadzenia </span>
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					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:0.33pt;">badania oraz znaczących ustaleń badania, w tym </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:11.83pt;">wszelkich znaczących słabości kontroli </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:23.33pt;">wewnętrznej, które zidentyfikujemy podczas </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:34.82pt;">badania.</span>
					<div class="awdiv" style="top:52pt;">
						<a name="OdpowiedzBieglego5" style="left:0pt; top:0pt;">
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						<a name="TylkoJZP06" style="left:0pt; top:0pt;">
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						<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:0.33pt;">Składamy Komitetowi Audytu i Finansów </span>
						<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:11.83pt;">oświadczenie, że przestrzegaliśmy stosownych </span>
						<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:23.33pt;">wymogów etycznych dotyczących niezależności </span>
						<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:34.82pt;">oraz komunikujemy wszystkie powiązania i inne </span>
						<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:46.32pt;">sprawy, które mogłyby być racjonalnie uznane za </span>
						<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:57.82pt;">stanowiące zagrożenie dla naszej niezależności, </span>
						<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:69.32pt;">a tam gdzie ma to zastosowanie, informujemy o </span>
						<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:80.82pt;">działaniach podjętych w celu eliminowania tych </span>
						<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:92.32pt;">zagrożeń oraz zastosowanych zabezpieczeniach.</span>
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						<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:0.33pt;">Spośród spraw komunikowanych Komitetowi </span>
						<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:11.83pt;">Audytu i Finansów ustaliliśmy te sprawy, które </span>
						<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:23.33pt;">były najbardziej znaczące podczas badania </span>
						<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:34.82pt;">sprawozdania finansowego za bieżący okres i </span>
						<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:46.32pt;">dlatego uznaliśmy je za kluczowe sprawy </span>
						<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:57.82pt;">badania. Opisujemy te sprawy w naszym </span>
						<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:69.32pt;">sprawozdaniu biegłego rewidenta, chyba że </span>
						<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:80.82pt;">przepisy prawa lub regulacje zabraniają </span>
						<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:92.32pt;">publicznego ujawnienia na ich temat lub gdy, w </span>
						<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:103.82pt;">wyjątkowych okolicznościach, ustalimy, że </span>
						<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:115.32pt;">kwestia nie powinna być komunikowana w </span>
						<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:126.82pt;">naszym sprawozdaniu, ponieważ można byłoby </span>
						<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:138.32pt;">racjonalnie oczekiwać, że negatywne </span>
						<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:149.81pt;">konsekwencje przeważyłyby korzyści dla interesu </span>
						<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:161.31pt;">publicznego takiego ujawnienia. </span>
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				<a name="Opinia" style="left:0pt; top:0pt;">
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				<span class="awspan awtext001" style="color:#d04a02; left:0pt; top:10.89pt;">Inne informacje, w tym sprawozdanie z działalności</span>
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					<a name="Inne" style="left:0pt; top:0pt;">
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					<span class="awspan awtext003" style="font-size:10pt; left:0pt; top:0.33pt;">Inne informacje </span>
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				<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:0.33pt;">Na inne informacje składa się sprawozdanie z </span>
				<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:11.83pt;">działalności Banku za rok obrotowy zakończony </span>
				<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:23.33pt;">31 grudnia 2020 r. („Sprawozdanie z </span>
				<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:34.82pt;">działalności”) wraz z oświadczeniem o </span>
				<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:46.32pt;">stosowaniu ładu korporacyjnego, które jest </span>
				<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:57.82pt;">wyodrębnioną częścią tego Sprawozdania z </span>
				<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:69.32pt;">działalności (razem „Inne informacje”).</span>
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					<a name="OdpowiedzZarzadu4" style="left:0pt; top:0pt;">
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					<span class="awspan awtext003" style="font-size:10pt; left:0pt; top:0.33pt;">Odpowiedzialność Zarządu i Rady Nadzorczej</span>
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					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:0.33pt;">Zarząd Banku jest odpowiedzialny za </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:11.83pt;">sporządzenie Innych Informacji zgodnie z </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:23.33pt;">przepisami prawa.</span>
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					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:0.33pt;">Zarząd Banku oraz członkowie Rady Nadzorczej </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:11.83pt;">są zobowiązani do zapewnienia, aby </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:23.33pt;">Sprawozdanie z działalności Banku wraz z </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:34.82pt;">wyodrębnionymi częściami spełniało wymagania </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:46.32pt;">przewidziane w Ustawie o rachunkowości.</span>
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					<span class="awspan awtext003" style="font-size:10pt; left:0pt; top:0.33pt;">Odpowiedzialność biegłego rewidenta</span>
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					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:0.33pt;">Nasza opinia z badania sprawozdania </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:11.83pt;">finansowego nie obejmuje Innych Informacji.</span>
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					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:0.33pt;">W związku z badaniem sprawozdania </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:11.83pt;">finansowego naszym obowiązkiem jest </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:23.33pt;">przeczytanie Innych Informacji, i czyniąc to, </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:34.82pt;">rozważenie czy są one istotnie niespójne ze </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:46.32pt;">sprawozdaniem finansowym, z naszą wiedzą </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:57.82pt;">uzyskaną w trakcie badania, lub w inny sposób </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:69.32pt;">wydają się być istotnie zniekształcone. Jeżeli, na </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:80.82pt;">podstawie wykonanej pracy stwierdzimy istotne </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:92.32pt;">zniekształcenie Innych Informacji, jesteśmy </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:103.82pt;">zobowiązani poinformować o tym w naszym </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:115.32pt;">sprawozdaniu z badania. Naszym obowiązkiem </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:126.82pt;">zgodnie z wymogami Ustawy o biegłych </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:138.32pt;">rewidentach jest również wydanie opinii, czy </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:149.81pt;">Sprawozdanie z działalności zostało </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:161.31pt;">sporządzone zgodnie z przepisami oraz czy jest </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:172.81pt;">zgodne z informacjami zawartymi w rocznym </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:184.31pt;">sprawozdaniu finansowym.</span>
					<div class="awdiv" style="top:201.48pt;">
						<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:0.33pt;">Ponadto jesteśmy zobowiązani do wydania opinii, </span>
						<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:11.83pt;">czy Bank w oświadczeniu o stosowaniu ładu </span>
						<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:23.33pt;">korporacyjnego zawarł wymagane informacje.</span>
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				<span class="awspan awtext002" style="font-size:11pt; left:470.72pt; top:0pt;">7</span>
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" />
			</div>
			<div class="awdiv" style="left:68.05pt; top:119.25pt;">
				<a name="OdpowiedzBieglego13" style="left:0pt; top:0pt;">
				</a>
				<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:0.33pt;">Ponadto jesteśmy zobowiązani do zbadania </span>
				<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:11.83pt;">informacji finansowych zawartych w punkcie 3 </span>
				<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:23.33pt;">Sprawozdania z działalności Banku zgodnie z </span>
				<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:34.82pt;">zakresem opisanym w niniejszym sprawozdaniu </span>
				<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:46.32pt;">z badania oraz wymogami ustawy z dnia 29 </span>
				<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:57.82pt;">sierpnia 1997 r. prawo bankowe („Prawo </span>
				<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:69.32pt;">bankowe” - Dz. U. z 2019 r., poz. 2357, z późn. </span>
				<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:80.82pt;">zm.).</span>
				<div class="awdiv" style="top:97.99pt;">
					<a name="OpiniaSprawozd" style="left:0pt; top:0pt;">
					</a>
					<span class="awspan awtext003" style="font-size:10pt; left:0pt; top:0.33pt;">Opinia o Sprawozdaniu z działalności</span>
				</div>
				<div class="awdiv" style="top:115.49pt;">
					<a name="OpiniaSprawozd1" style="left:0pt; top:0pt;">
					</a>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:0.33pt;">Na podstawie wykonanej pracy w trakcie </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:11.83pt;">badania, naszym zdaniem, Sprawozdanie z </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:23.33pt;">działalności Banku:</span>
				</div>
				<div class="awdiv" style="left:-0.3pt; top:155.99pt;">
					<a name="OpiniaSprawozd1A" style="left:0pt; top:0pt;">
					</a>
					<span class="awspan awtext004" style="font-size:10pt; color:#dc6900; left:0pt; top:0pt; font-family:serif;">•</span>
					<span class="awspan awtext001" style="font-size:10pt; left:17.85pt; top:1pt;">zostało sporządzone zgodnie z art. 49 </span>
					<span class="awspan awtext001" style="font-size:10pt; left:17.85pt; top:12.5pt;">Ustawy o rachunkowości oraz paragrafu 70 </span>
					<span class="awspan awtext001" style="font-size:10pt; left:17.85pt; top:24pt;">Rozporządzenia Ministra Finansów z dnia 29 </span>
					<span class="awspan awtext001" style="font-size:10pt; left:17.85pt; top:35.5pt;">marca 2018 r. w sprawie informacji bieżących </span>
					<span class="awspan awtext001" style="font-size:10pt; left:17.85pt; top:47pt;">i okresowych przekazywanych przez </span>
					<span class="awspan awtext001" style="font-size:10pt; left:17.85pt; top:58.5pt;">emitentów papierów wartościowych oraz </span>
					<span class="awspan awtext001" style="font-size:10pt; left:17.85pt; top:70pt;">warunków uznawania za równoważne </span>
					<span class="awspan awtext001" style="font-size:10pt; left:17.85pt; top:81.49pt;">informacji wymaganych przepisami prawa </span>
					<span class="awspan awtext001" style="font-size:10pt; left:17.85pt; top:92.99pt;">państwa niebędącego państwem </span>
					<span class="awspan awtext001" style="font-size:10pt; left:17.85pt; top:104.49pt;">członkowskim („Rozporządzenie o </span>
					<span class="awspan awtext001" style="font-size:10pt; left:17.85pt; top:115.99pt;">informacjach bieżących” – Dz. U. z 2018 r., </span>
				</div>
				<div class="awdiv" style="left:256.12pt;">
					<div class="awdiv" style="left:17.55pt;">
						<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:0.33pt;">poz.757) oraz art. 111a ust. 1-2 Prawa </span>
						<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:11.83pt;">bankowego;</span>
					</div>
					<div class="awdiv" style="left:-0.3pt; top:29pt;">
						<a name="OpiniaSprawozd1B" style="left:0pt; top:0pt;">
						</a>
						<span class="awspan awtext004" style="font-size:10pt; color:#dc6900; left:0pt; top:0pt; font-family:serif;">•</span>
						<span class="awspan awtext001" style="font-size:10pt; left:17.85pt; top:1pt;">jest zgodne z informacjami zawartymi w </span>
						<span class="awspan awtext001" style="font-size:10pt; left:17.85pt; top:12.5pt;">sprawozdaniu finansowym.</span>
					</div>
					<div class="awdiv" style="top:58.67pt;">
						<a name="Inne2" style="left:0pt; top:0pt;">
						</a>
						<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:0.33pt;">Ponadto oświadczamy, że w świetle wiedzy o </span>
						<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:11.83pt;">Banku i jego otoczeniu uzyskanej podczas </span>
						<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:23.33pt;">naszego badania nie stwierdziliśmy w </span>
						<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:34.82pt;">Sprawozdaniu z działalności Banku istotnych </span>
						<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:46.32pt;">zniekształceń.</span>
					</div>
					<div class="awdiv" style="top:122.17pt;">
						<span class="awspan awtext003" style="font-size:10pt; left:0pt; top:0.33pt;">Opinia o oświadczeniu o stosowaniu ładu </span>
						<span class="awspan awtext003" style="font-size:10pt; left:0pt; top:11.83pt;">korporacyjnego</span>
					</div>
					<div class="awdiv" style="top:151.16pt;">
						<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:0.33pt;">Naszym zdaniem w oświadczeniu o stosowaniu </span>
						<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:11.83pt;">ładu korporacyjnego Bank zawarł informacje </span>
						<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:23.33pt;">określone w paragrafie 70 ust. 6 punkt 5 </span>
						<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:34.82pt;">Rozporządzenia o informacjach bieżących. </span>
						<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:46.32pt;">Ponadto, naszym zdaniem, informacje wskazane </span>
						<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:57.82pt;">w paragrafie 70 ust. 6 punkt 5 lit. c-f, h oraz i tego </span>
						<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:69.32pt;">Rozporządzenia zawarte w oświadczeniu o </span>
						<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:80.82pt;">stosowaniu ładu korporacyjnego są zgodne z </span>
						<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:92.32pt;">mającymi zastosowanie przepisami oraz </span>
						<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:103.82pt;">informacjami zawartymi w sprawozdaniu </span>
						<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:115.32pt;">finansowym. </span>
					</div>
				</div>
			</div>
			<div class="awdiv" style="left:68.05pt; top:402.9pt;">
				<a name="Sprawozd" style="left:0pt; top:0pt;">
				</a>
				<span class="awspan awtext003" style="color:#d04a02; left:0pt; top:10.89pt;">Sprawozdanie na temat innych wymogów prawa i regulacji </span>
				<div class="awdiv" style="left:-1.45pt; top:6pt; width:479.15pt; height:0pt; border-top:solid 0.75pt #d04a02;">
				</div>
			</div>
			<div class="awdiv" style="left:68.05pt; top:433.2pt;">
				<a name="Inform" style="left:0pt; top:0pt;">
				</a>
				<span class="awspan awtext003" style="font-size:10pt; left:0pt; top:0.33pt;">Informacja o przestrzeganiu regulacji </span>
				<span class="awspan awtext003" style="font-size:10pt; left:0pt; top:11.83pt;">ostrożnościowych</span>
				<div class="awdiv" style="top:29pt;">
					<a name="Bank1" style="left:0pt; top:0pt;">
					</a>
					<a name="TylkoBank" style="left:0pt; top:0pt;">
					</a>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:0.33pt;">Zarząd Banku jest odpowiedzialny za </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:11.83pt;">przestrzeganie obowiązujących regulacji </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:23.33pt;">ostrożnościowych określonych w odrębnych </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:34.82pt;">przepisach, w szczególności za prawidłowe </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:46.32pt;">ustalenie współczynników kapitałowych.</span>
				</div>
				<div class="awdiv" style="top:92.49pt;">
					<a name="Bank2" style="left:0pt; top:0pt;">
					</a>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:0.33pt;">Współczynniki kapitałowe na dzień 31 grudnia </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:11.83pt;">2020 r. zostały przedstawione w nocie 49.4 </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:23.33pt;">sprawozdania finansowego i obejmują </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:34.82pt;">współczynnik kapitału podstawowego Tier I, </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:46.32pt;">współczynnik kapitału Tier I oraz łączny </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:57.82pt;">współczynnik kapitałowy.</span>
				</div>
				<div class="awdiv" style="top:167.49pt;">
					<a name="Bank3" style="left:0pt; top:0pt;">
					</a>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:0.33pt;">Naszym obowiązkiem jest poinformowanie w </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:11.83pt;">sprawozdaniu z badania sprawozdania </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:23.33pt;">finansowego, czy Bank przestrzega </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:34.82pt;">obowiązujących regulacji ostrożnościowych </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:46.32pt;">określonych w odrębnych przepisach, w </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:57.82pt;">szczególności czy Bank prawidłowo ustalił </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:69.32pt;">współczynniki kapitałowe. Dla potrzeb niniejszej </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:80.82pt;">informacji za odrębne przepisy rozumiemy </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:92.32pt;">Rozporządzenie Parlamentu Europejskiego i </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:103.82pt;">Rady (UE) nr 575/2013 z dnia 26 czerwca 2013 r. </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:115.32pt;">w sprawie wymogów ostrożnościowych dla </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:126.82pt;">instytucji kredytowych i firm inwestycyjnych, </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:138.32pt;">zmieniające rozporządzenie (UE) nr 648/2012, z </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:149.81pt;">późn. zm. („CRR”), Prawo bankowe oraz ustawę </span>
				</div>
				<div class="awdiv" style="left:256.12pt;">
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:0.33pt;">z dnia 5 sierpnia 2015 r. o nadzorze </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:11.83pt;">makroostrożnościowym nad systemem </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:23.33pt;">finansowym i zarządzaniu kryzysowym w </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:34.82pt;">systemie finansowym („Ustawa o nadzorze </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:46.32pt;">makroostrożnościowym” – Dz.U. z 2019 r. poz. </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:57.82pt;">483 z późn. zm.).</span>
					<div class="awdiv" style="top:74.99pt;">
						<a name="Bank4" style="left:0pt; top:0pt;">
						</a>
						<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:0.33pt;">Celem badania sprawozdania finansowego nie </span>
						<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:11.83pt;">jest przedstawienie opinii o przestrzeganiu </span>
						<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:23.33pt;">obowiązujących regulacji ostrożnościowych </span>
						<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:34.82pt;">określonych w odrębnych przepisach </span>
						<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:46.32pt;">wymienionych powyżej, w szczególności o </span>
						<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:57.82pt;">prawidłowym ustaleniu współczynników </span>
						<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:69.32pt;">kapitałowych i opinii takiej nie formułujemy.</span>
					</div>
					<div class="awdiv" style="top:161.49pt;">
						<a name="Bank5" style="left:0pt; top:0pt;">
						</a>
						<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:0.33pt;">W oparciu o wykonaną przez nas pracę </span>
						<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:11.83pt;">informujemy, że nie stwierdziliśmy:</span>
					</div>
					<div class="awdiv" style="left:-0.3pt; top:190.49pt;">
						<a name="Bank5A" style="left:0pt; top:0pt;">
						</a>
						<span class="awspan awtext004" style="font-size:10pt; color:#dc6900; left:0pt; top:0pt; font-family:serif;">•</span>
						<span class="awspan awtext001" style="font-size:10pt; left:17.85pt; top:1pt;">przypadków nieprzestrzegania przez Bank w </span>
						<span class="awspan awtext001" style="font-size:10pt; left:17.85pt; top:12.5pt;">okresie od dnia 1 stycznia do 31 grudnia </span>
						<span class="awspan awtext001" style="font-size:10pt; left:17.85pt; top:24pt;">2020 r. obowiązujących regulacji </span>
						<span class="awspan awtext001" style="font-size:10pt; left:17.85pt; top:35.5pt;">ostrożnościowych, określonych w odrębnych </span>
						<span class="awspan awtext001" style="font-size:10pt; left:17.85pt; top:47pt;">przepisach wymienionych powyżej;</span>
					</div>
					<div class="awdiv" style="left:-0.15pt; top:254.65pt;">
						<a name="Bank5B" style="left:0pt; top:0pt;">
						</a>
						<span class="awspan awtext004" style="font-size:10pt; color:#dc6900; left:0pt; top:0pt; font-family:serif;">•</span>
						<span class="awspan awtext001" style="font-size:10pt; left:18pt; top:1pt;">nieprawidłowości w zakresie ustalenia przez </span>
						<span class="awspan awtext001" style="font-size:10pt; left:18pt; top:12.5pt;">Bank na dzień 31 grudnia 2020 r. </span>
						<span class="awspan awtext001" style="font-size:10pt; left:18pt; top:24pt;">współczynników kapitałowych zgodnie z </span>
						<span class="awspan awtext001" style="font-size:10pt; left:18pt; top:35.5pt;">odrębnymi przepisami wymienionymi </span>
						<span class="awspan awtext001" style="font-size:10pt; left:18pt; top:47pt;">powyżej, </span>
					</div>
				</div>
			</div>
		</div>
		<div class="awdiv awpage" style="width:595.35pt; height:842pt;">
			<div class="awdiv" style="left:68.05pt; top:789.15pt; clip:rect(0pt,527.3pt,25.5pt,-68.05pt);">
				<span class="awspan awtext002" style="font-size:11pt; left:469.69pt; top:0pt;">8</span>
			</div>
			<div class="awdiv">
				<img class="awimg" style="left:35.65pt; top:28.35pt; width:111pt; height:99.75pt;" 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" />
			</div>
			<div class="awdiv" style="left:68.05pt; top:120.35pt;">
				<div class="awdiv" style="left:-0.15pt;">
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:0.33pt;">które miałyby istotny wpływ na sprawozdanie </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:11.83pt;">finansowe.</span>
				</div>
				<div class="awdiv" style="top:29pt;">
					<a name="NieBadanie" style="left:0pt; top:0pt;">
					</a>
					<a name="TylkoJZP07" style="left:0pt; top:0pt;">
					</a>
					<span class="awspan awtext003" style="font-size:10pt; left:0pt; top:0.33pt;">Oświadczenie na temat świadczenia usług </span>
					<span class="awspan awtext003" style="font-size:10pt; left:0pt; top:11.83pt;">niebędących badaniem sprawozdania </span>
					<span class="awspan awtext003" style="font-size:10pt; left:0pt; top:23.33pt;">finansowego</span>
				</div>
				<div class="awdiv" style="top:69.5pt;">
					<a name="NieBadanie4" style="left:0pt; top:0pt;">
					</a>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:0.33pt;">Zgodnie z naszą najlepszą wiedzą i </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:11.83pt;">przekonaniem oświadczamy, że usługi niebędące </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:23.33pt;">badaniem sprawozdań finansowych, które </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:34.82pt;">świadczyliśmy na rzecz Banku są zgodne z </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:46.32pt;">prawem i przepisami obowiązującymi w Polsce </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:57.82pt;">oraz że nie świadczyliśmy usług niebędących </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:69.32pt;">badaniem, które są zakazane na mocy art. 5 </span>
				</div>
				<div class="awdiv" style="left:256.12pt;">
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:0.33pt;">ust.1 Rozporządzenia UE oraz art.136 Ustawy o </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:11.83pt;">biegłych rewidentach. </span>
					<div class="awdiv" style="top:29pt;">
						<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:0.33pt;">Usługi niebędące badaniem sprawozdań </span>
						<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:11.83pt;">finansowych, które świadczyliśmy na rzecz </span>
						<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:23.33pt;">Banku w badanym okresie zostały wymienione w </span>
						<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:34.82pt;">sprawozdaniu z działalności Banku. </span>
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					<div class="awdiv" style="top:80.99pt;">
						<a name="FirmaAudytorska" style="left:0pt; top:0pt;">
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						<span class="awspan awtext003" style="font-size:10pt; left:0pt; top:0.33pt;">Wybór firmy audytorskiej</span>
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					<div class="awdiv" style="top:98.49pt;">
						<a name="FirmaAudytorska1" style="left:0pt; top:0pt;">
						</a>
						<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:0.33pt;">Zostaliśmy wybrani do badania rocznego </span>
						<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:11.83pt;">sprawozdania finansowego Banku uchwałą nr 13 </span>
						<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:23.33pt;">Rady Nadzorczej PKO Banku Hipotecznego SA z </span>
						<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:34.82pt;">dnia 27 lutego 2019 r. Sprawozdanie finansowe </span>
						<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:46.32pt;">Banku badamy po raz pierwszy.</span>
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			<div class="awdiv" style="left:68.05pt; top:282.34pt;">
				<div class="awdiv" style="top:73.94pt;">
					<a name="PodpisSpolki" style="left:0pt; top:0pt;">
					</a>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:0.83pt;">Kluczowym biegłym rewidentem odpowiedzialnym za badanie w imieniu PricewaterhouseCoopers Polska </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:12.83pt;">spółka z ograniczoną odpowiedzialnością Audyt sp.k., spółki wpisanej na listę firm audytorskich pod </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:24.83pt;">numerem 144, którego rezultatem jest niniejsze sprawozdanie niezależnego biegłego rewidenta, jest </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:36.83pt;">Agnieszka Accordi.</span>
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				<div class="awdiv" style="top:121.94pt;">
					<div class="awdiv" style="clip:rect(0pt,225.15pt,140.99pt,0pt);">
						<div class="awdiv" style="top:70pt;">
							<a name="PodpisRewidenta" style="left:0pt; top:0pt;">
							</a>
							<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:0.33pt;">Agnieszka Accordi</span>
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						<div class="awdiv" style="top:87.5pt;">
							<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:0.33pt;">Kluczowy Biegły Rewident</span>
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						<div class="awdiv" style="top:104.99pt;">
							<a name="NumerRewidenta" style="left:0pt; top:0pt;">
							</a>
							<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:0.33pt;">Numer w rejestrze 11665</span>
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				<div class="awdiv" style="top:261.94pt;">
					<a name="BiuroData" style="left:0pt; top:0pt;">
					</a>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:0.33pt;">Warszawa, 11 lutego 2021 r.</span>
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