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') 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') 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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., Katowice  Silesia Business Park – budynek D, ul. Chorzowska </span>
					<span class="awspan awtext001" style="font-size:7pt; left:0pt; top:8.28pt;">146, 40-101 Katowice, Polska, T: +48 (32) 604 0200, F: +48 (32) 604 0300, 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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" 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				<span class="awspan awtext002" style="font-size:16pt; color:#d04a02; left:0pt; top:18pt;">Sprawozdanie niezależnego biegłego rewidenta z badania </span>
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					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:0.33pt;">Dla Walnego Zgromadzenia i Rady Nadzorczej Unimot S.A.</span>
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					<span class="awspan awtext003" style="color:#d04a02; left:0pt; top:0.39pt;">Sprawozdanie z badania rocznego skonsolidowanego sprawozdania finansowego</span>
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					<span class="awspan awtext001" style="color:#d04a02; left:0pt; top:10.89pt;">Nasza opinia </span>
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				<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:0.33pt;">Naszym zdaniem, załączone roczne skonsolidowane sprawozdanie finansowe:</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;">przedstawia rzetelny i jasny obraz skonsolidowanej sytuacji majątkowej i finansowej grupy kapitałowej </span>
					<span class="awspan awtext001" style="font-size:10pt; left:17.85pt; top:12.5pt;">Unimot S.A. ("Grupa"), w której jednostką dominującą jest Unimot S.A. ("Jednostka dominująca") na </span>
					<span class="awspan awtext001" style="font-size:10pt; left:17.85pt; top:24pt;">dzień 31 grudnia 2021 r. oraz skonsolidowanego wyniku finansowego i skonsolidowanych przepływów </span>
					<span class="awspan awtext001" style="font-size:10pt; left:17.85pt; top:35.5pt;">pieniężnych Grupy za rok obrotowy zakończony w tym dniu zgodnie z mającymi zastosowanie </span>
					<span class="awspan awtext001" style="font-size:10pt; left:17.85pt; top:47pt;">Międzynarodowymi Standardami Sprawozdawczości Finansowej zatwierdzonymi przez Unię </span>
					<span class="awspan awtext001" style="font-size:10pt; left:17.85pt; top:58.5pt;">Europejską oraz przyjętymi zasadami (polityką) rachunkowości;</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:18pt; top:1pt;">jest zgodne co do formy i treści z obowiązującymi Grupę przepisami prawa oraz statutem Jednostki </span>
					<span class="awspan awtext001" style="font-size:10pt; left:18pt; top:12.5pt;">dominującej.</span>
				</div>
				<div class="awdiv" style="top:122.84pt;">
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					</div>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:0.33pt;">Niniejsza opinia jest spójna z naszym sprawozdaniem dodatkowym dla Komitetu Audytu, które wydaliśmy z </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:11.83pt;">dniem niniejszego sprawozdania.</span>
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					<span class="awspan awtext003" style="font-size:10pt; left:0pt; top:0.33pt;">Przedmiot naszego badania</span>
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				<div class="awdiv" style="top:169.34pt;">
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					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:0.33pt;">Przeprowadziliśmy badanie rocznego skonsolidowanego sprawozdania finansowego grupy kapitałowej </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:11.83pt;">Unimot S.A., które zawiera:</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:18pt; top:1pt;">skonsolidowane sprawozdanie z sytuacji finansowej na dzień 31 grudnia 2021 r.;</span>
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					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:0.33pt;">oraz sporządzone za rok obrotowy od 1 stycznia do 31 grudnia 2021 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:14.2pt; top:1pt;">skonsolidowane sprawozdanie z całkowitych dochodów;</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:14.2pt; top:1pt;">skonsolidowane sprawozdanie ze zmian w kapitale własnym;</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:14.2pt; top:1pt;">skonsolidowane sprawozdanie z przepływów pieniężnych, oraz</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:14.2pt; top:1pt;">informacje objaśniające do rocznego skonsolidowanego sprawozdania finansowego zawierające opis </span>
					<span class="awspan awtext001" style="font-size:10pt; left:14.2pt; top:12.5pt;">istotnych przyjętych zasad rachunkowości i inne informacje objaśniające.</span>
					<span class="awspan awtext001" style="font-size:10pt; left:336.58pt; top:12.5pt;"> </span>
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					<span class="awspan awtext001" style="color:#d04a02; left:0pt; top:10.89pt;">Podstawa opinii </span>
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					<span class="awspan awtext003" style="font-size:10pt; left:0pt; top:0.33pt;">Podstawa opinii</span>
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				<div class="awdiv" style="top:365.99pt;">
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					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:0.33pt;">Nasze badanie przeprowadziliśmy zgodnie z Krajowymi Standardami Badania w brzmieniu </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:11.83pt;">Międzynarodowych Standardów Badania przyjętymi uchwałą przez Krajową Radę Biegłych Rewidentów </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:23.33pt;">(„KSB”) oraz stosownie do postanowień ustawy z dnia 11 maja 2017 r. o biegłych rewidentach, firmach </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:34.82pt;">audytorskich i nadzorze publicznym („Ustawa o biegłych rewidentach”) a także Rozporządzenia UE nr </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:46.32pt;">537/2014 z dnia 16 kwietnia 2014 r. w sprawie szczegółowych wymogów dotyczących ustawowych badań </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:57.82pt;">sprawozdań finansowych jednostek interesu publicznego („Rozporządzenie UE”). Nasza odpowiedzialność </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:69.32pt;">zgodnie z KSB została dalej opisana w sekcji Odpowiedzialność biegłego rewidenta za badanie </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:80.82pt;">skonsolidowanego sprawozdania finansowego.</span>
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				<div class="awdiv" style="top:463.99pt;">
					<div style="left:0pt; top:0pt;">
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					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:0.33pt;">Uważamy, że dowody badania, które uzyskaliśmy są wystarczające i odpowiednie, aby stanowić podstawę </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:11.83pt;">dla naszej opinii.</span>
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				<img class="awimg" style="left:7.75pt; top:28.35pt; width:111pt; height:99.75pt;" 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" 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			<div class="awdiv" style="left:68.05pt; top:119.25pt;">
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				<span class="awspan awtext003" style="font-size:10pt; left:0pt; top:0.33pt;">Niezależność</span>
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					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:0.33pt;">Jesteśmy niezależni od Grupy zgodnie z Międzynarodowym Kodeksem Etyki Zawodowych Księgowych (w </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:11.83pt;">tym Międzynarodowymi Standardami Niezależności) wydanym przez Radę Międzynarodowych Standardów </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:23.33pt;">Etycznych dla Księgowych („Kodeks IESBA”) przyjętym uchwałą Krajowej Rady Biegłych Rewidentów oraz </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:34.82pt;">z innymi wymogami etycznymi, które mają zastosowanie do naszego badania sprawozdań finansowych w </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:46.32pt;">Polsce. Wypełniliśmy nasze inne obowiązki etyczne zgodnie z tymi wymogami i Kodeksem IESBA. W </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:57.82pt;">trakcie przeprowadzania badania kluczowy biegły rewident oraz firma audytorska pozostali niezależni od </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:69.32pt;">Grupy zgodnie z wymogami niezależności określonymi w Ustawie o biegłych rewidentach oraz w </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:80.82pt;">Rozporządzeniu UE. </span>
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				<div class="awdiv" style="top:115.49pt;">
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					<span class="awspan awtext001" style="color:#d04a02; left:0pt; top:10.89pt;">Nasze podejście do badania</span>
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				<div class="awdiv" style="top:145.79pt;">
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					<span class="awspan awtext003" style="font-size:10pt; left:0pt; top:0.33pt;">Podsumowanie</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;">Istotność ogólna przyjęta do badania została określona na poziomie </span>
							<span class="awspan awtext001" style="font-size:10pt; left:17.85pt; top:12.5pt;">40,9 mln zł, co stanowi 0,5% przychodów ze sprzedaży.</span>
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					<div class="awdiv" style="top:33.02pt;">
						<div class="awdiv" style="left:142.55pt; clip:rect(0.5pt,333.7pt,140.51pt,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 Jednostki dominującej.</span>
							</div>
							<div class="awdiv" style="left:5.4pt; top:21.52pt;">
								<div style="left:0pt; top:0pt;">
								</div>
								<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;">Otrzymaliśmy sprawozdania z badania innych biegłych rewidentów </span>
								<span class="awspan awtext001" style="font-size:10pt; left:17.85pt; top:12.5pt;">badających pakiety konsolidacyjne 4 spółek zależnych Grupy. </span>
								<span class="awspan awtext001" style="font-size:10pt; left:17.85pt; top:24pt;">Procedury audytowe w odniesieniu do tych jednostek zależnych </span>
								<span class="awspan awtext001" style="font-size:10pt; left:17.85pt; top:35.5pt;">zostały przeprowadzone w oparciu o instrukcje wydane przez nas </span>
								<span class="awspan awtext001" style="font-size:10pt; left:17.85pt; top:47pt;">innym biegłym rewidentom.</span>
							</div>
							<div class="awdiv" style="left:5.4pt; top:85.69pt;">
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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;">Zakres naszego badania obejmował 97% przychodów Grupy oraz </span>
								<span class="awspan awtext001" style="font-size:10pt; left:17.85pt; top:12.5pt;">93% wartości absolutnej wyniku finansowego wszystkich </span>
								<span class="awspan awtext001" style="font-size:10pt; left:17.85pt; top:24pt;">skonsolidowanych spółek Grupy, przed dokonaniem wyłączeń </span>
								<span class="awspan awtext001" style="font-size:10pt; left:17.85pt; top:35.5pt;">konsolidacyjnych.</span>
							</div>
							<div class="awdiv" style="left:23.25pt; top:138.36pt;">
								<span class="awspan awtext001" style="font-size:1pt; left:0pt; top:0.03pt;"> </span>
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						<div class="awdiv" style="top:-172.53pt; clip:rect(0.5pt,142.55pt,232.35pt,0pt);">
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						<div class="awdiv" style="left:142.55pt; clip:rect(0.5pt,333.7pt,59.82pt,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;">Kluczowe sprawy badania dotyczyły:</span>
							</div>
							<div class="awdiv" style="left:20.7pt; top:21.52pt;">
								<span class="awspan awtext005" style="font-size:10pt; left:0pt; top:1.05pt;">o</span>
								<span class="awspan awtext001" style="font-size:10pt; left:28.35pt; top:0.33pt;">ryzyka oszustwa w procesie ujmowania przychodów,</span>
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							<div class="awdiv" style="left:20.7pt; top:39.02pt;">
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								<span class="awspan awtext005" style="font-size:10pt; left:0pt; top:1.05pt;">o</span>
								<span class="awspan awtext001" style="font-size:10pt; left:28.35pt; top:0.33pt;">wyceny i istnienia zapasów.</span>
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					<div class="awdiv" style="left:142.55pt; top:0pt; width:333.7pt; height:0pt; border-top:solid 0.75pt #d04a02;">
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					<div class="awdiv" style="left:142.55pt; top:33.02pt; width:333.7pt; height:0pt; border-top:solid 0.75pt #d04a02;">
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					<div class="awdiv" style="left:142.55pt; top:172.53pt; width:333.7pt; height:0pt; border-top:solid 0.75pt #d04a02;">
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					<div class="awdiv" style="left:0pt; top:231.35pt; width:142.55pt; height:0pt; border-top:solid 0.75pt #ffffff;">
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					<div class="awdiv" style="left:142.55pt; top:231.35pt; width:333.7pt; height:0pt; border-top:solid 0.75pt #d04a02;">
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				<div class="awdiv" style="top:395.14pt;">
					<span class="awspan awtext001" style="font-size:3pt; left:0pt; top:0.1pt;"> </span>
				</div>
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			<div class="awdiv" style="left:68.05pt; top:529.84pt;">
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				</div>
				<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:0.33pt;">Zaprojektowaliśmy nasze badanie ustalając istotność i oceniając ryzyko istotnego zniekształcenia </span>
				<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:11.83pt;">skonsolidowanego sprawozdania finansowego. W szczególności rozważyliśmy gdzie Zarząd Jednostki </span>
				<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:23.33pt;">dominującej dokonał subiektywnych osądów; na przykład w odniesieniu do znaczących szacunków </span>
				<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:34.82pt;">księgowych, które wymagały przyjęcia założeń oraz rozważenia wystąpienia przyszłych zdarzeń, które z </span>
				<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:46.32pt;">natury są niepewne. Odnieśliśmy się również do ryzyka obejścia przez Zarząd kontroli wewnętrznej, w tym </span>
				<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:57.82pt;">– wśród innych spraw – rozważyliśmy czy wystąpiły dowody na stronniczość Zarządu, która stanowiłaby </span>
				<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:69.32pt;">ryzyko istotnego zniekształcenia spowodowanego oszustwem.</span>
				<div class="awdiv" style="top:86.49pt;">
					<div style="left:0pt; top:0pt;">
					</div>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:0.33pt;">Dostosowaliśmy zakres naszego badania w celu wykonania wystarczającej pracy umożliwiającej nam </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:11.83pt;">wydanie opinii o skonsolidowanym sprawozdaniu finansowym jako całości, biorąc pod uwagę strukturę </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:23.33pt;">Grupy, procesy księgowe i kontrole oraz branżę, w której działa Grupa.</span>
				</div>
				<div class="awdiv" style="top:126.99pt;">
					<div style="left:0pt; top:0pt;">
					</div>
					<span class="awspan awtext003" style="font-size:10pt; left:0pt; top:0.33pt;">Istotność</span>
				</div>
				<div class="awdiv" style="top:144.49pt;">
					<div style="left:0pt; top:0pt;">
					</div>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:0.33pt;">Na zakres naszego badania miał wpływ przyjęty poziom istotności. Badanie zaprojektowane zostało w celu </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:11.83pt;">uzyskania racjonalnej pewności czy skonsolidowane sprawozdanie finansowe jako całość nie zawiera </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:23.33pt;">istotnego zniekształcenia. Zniekształcenia mogą powstać na skutek oszustwa lub błędu. Zniekształcenia są </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:34.82pt;">uważane za istotne, jeżeli można racjonalnie oczekiwać, że pojedynczo lub łącznie mogłyby wpłynąć na </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:46.32pt;">decyzje ekonomiczne użytkowników podjęte na podstawie skonsolidowanego sprawozdania finansowego.</span>
				</div>
			</div>
			<div class="awdiv" style="left:73.45pt; top:285.89pt;">
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					<img class="awimg" style="left:0pt; top:0pt; width:131.76pt; height:215.91pt;" 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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:68.05pt; top:119.25pt;">
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				<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:0.33pt;">Na podstawie naszego zawodowego osądu ustaliliśmy progi ilościowe dla istotności, w tym ogólną </span>
				<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:11.83pt;">istotność w odniesieniu do skonsolidowanego sprawozdania finansowego jako całości, którą </span>
				<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:23.33pt;">przedstawiamy poniżej. Progi te, wraz z czynnikami jakościowymi umożliwiły nam określenie zakresu </span>
				<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:34.82pt;">naszego badania oraz rodzaj, czas i zasięg procedur badania, a także ocenę wpływu zniekształceń, </span>
				<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:46.32pt;">zarówno indywidualnie, jak i łącznie na skonsolidowane sprawozdanie finansowe jako całość.</span>
				<div class="awdiv" style="top:63.49pt;">
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					</div>
					<div style="left:0pt; top:0pt;">
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				</div>
				<div class="awdiv" style="top:75.5pt;">
					<div class="awdiv" style="clip:rect(0.5pt,163.35pt,27.27pt,0pt);">
						<div class="awdiv" style="left:5.4pt; top:3.35pt;">
							<div 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 dla Grupy</span>
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					</div>
					<div class="awdiv" style="left:163.35pt; clip:rect(0.5pt,312.9pt,27.27pt,0pt);">
						<div class="awdiv" style="left:5.4pt; top:3.35pt;">
							<span class="awspan awtext001" style="font-size:9.5pt; left:0pt; top:6.31pt;">4</span>
							<span class="awspan awtext001" style="font-size:9.5pt; left:5.28pt; top:6.31pt;">0,9</span>
							<span class="awspan awtext001" style="font-size:9.5pt; left:18.49pt; top:6.31pt;"> mln zł</span>
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					</div>
					<div class="awdiv" style="top:26.27pt;">
						<div class="awdiv" style="clip:rect(0.5pt,163.35pt,27.27pt,0pt);">
							<div class="awdiv" style="left:5.4pt; top:3.35pt;">
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								<span class="awspan awtext003" style="font-size:10pt; color:#d04a02; left:0pt; top:6.33pt;">Podstawa ustalenia</span>
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								<span class="awspan awtext001" style="font-size:9.5pt; left:0pt; top:6.31pt;">0,5% przychodów ze sprzedaży</span>
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								<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>
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								<span class="awspan awtext001" style="font-size:9.5pt; left:0pt; top:6.31pt;">Przyjęliśmy przychód ze sprzedaży jako podstawę określenia </span>
								<span class="awspan awtext001" style="font-size:9.5pt; left:0pt; top:17.23pt;">istotności ze względu na zmienność wyników finansowych wynikającą </span>
								<span class="awspan awtext001" style="font-size:9.5pt; left:0pt; top:28.16pt;">z czynników będących poza kontrolą Spółki, w tym głównie kursów </span>
								<span class="awspan awtext001" style="font-size:9.5pt; left:0pt; top:39.08pt;">walut i rynkowych cen paliw. Istotność przyjęliśmy na poziomie 0,5%, </span>
								<span class="awspan awtext001" style="font-size:9.5pt; left:0pt; top:50.01pt;">ponieważ na podstawie naszego profesjonalnego osądu mieści się on </span>
								<span class="awspan awtext001" style="font-size:9.5pt; left:0pt; top:60.93pt;">w zakresie akceptowalnych progów ilościowych istotności</span>
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				<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:0.33pt;">Uzgodniliśmy z Komitetem Audytu Jednostki dominującej, że poinformujemy o zidentyfikowanych podczas </span>
				<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:11.83pt;">badania zniekształceniach skonsolidowanego sprawozdania finansowego o wartości większej niż 2 mln zł, </span>
				<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:23.33pt;">a także zniekształceniach poniżej tej kwoty, jeżeli w naszej ocenie byłoby to uzasadnione ze względów na </span>
				<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:34.82pt;">czynniki jakościowe. </span>
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					<span class="awspan awtext001" style="color:#d04a02; left:0pt; top:10.89pt;">Kluczowe sprawy badania </span>
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					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:0.33pt;">Kluczowe sprawy badania są to sprawy, które według naszego zawodowego osądu były najbardziej </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:11.83pt;">znaczące podczas naszego badania skonsolidowanego sprawozdania finansowego za bieżący okres. </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:23.33pt;">Obejmują one najbardziej znaczące ocenione rodzaje ryzyka istotnego zniekształcenia, w tym ocenione </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:34.82pt;">rodzaje ryzyka istotnego zniekształcenia spowodowanego oszustwem. Do spraw tych odnieśliśmy się w </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:46.32pt;">kontekście naszego badania skonsolidowanego sprawozdania finansowego jako całości oraz przy </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:57.82pt;">formułowaniu naszej opinii. Nie wyrażamy osobnej opinii na temat tych spraw. </span>
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							<span class="awspan awtext003" style="font-size:10pt; color:#ffffff; left:0pt; top:6.33pt;">Kluczowa sprawa badania</span>
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							<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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								<span class="awspan awtext001" style="font-size:10pt; color:#dc6900; left:0pt; top:3.33pt;">Ryzyko oszustwa w procesie ujmowania </span>
								<span class="awspan awtext001" style="font-size:10pt; color:#dc6900; left:0pt; top:14.83pt;">przychodów </span>
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								<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:0.33pt;">Przychody ze sprzedaży są jedną z </span>
								<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:11.83pt;">kluczowych wielkości świadczących o </span>
								<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:23.33pt;">rezultatach działalności i udziału w rynku, </span>
								<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:34.82pt;">który jest kluczowy dla rozwoju Grupy.</span>
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							<div class="awdiv" style="left:5.4pt; top:87.34pt;">
								<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:0.33pt;">Z tego względu istnieje ryzyko </span>
								<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:11.83pt;">zniekształcenia sprawozdania finansowego </span>
								<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:23.33pt;">na skutek intencjonalnego zawyżenia </span>
								<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:34.82pt;">przychodów ze sprzedaży w sprawozdaniu </span>
								<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:46.32pt;">finansowym poprzez np. ujęcie fikcyjnych </span>
								<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:57.82pt;">transakcji sprzedaży, ujęcie transakcji w </span>
								<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:69.32pt;">nieprawidłowej wartości oraz </span>
								<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:80.82pt;">nieprawidłowym okresie sprawozdawczym, </span>
								<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:92.32pt;">które nie zostaną wychwycone przez </span>
								<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:103.82pt;">system kontroli wewnętrznej. Ponadto, do </span>
								<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:115.32pt;">zniekształceń może dochodzić poprzez </span>
								<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:126.82pt;">wprowadzanie pozasystemowych </span>
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								<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:0.33pt;">Nasze procedury badania obejmowały w szczególności:</span>
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							<div class="awdiv" style="left:5.4pt; top:20.85pt;">
								<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:0.33pt;">•  zrozumienie i ocenę systemu kontroli wewnętrznej w </span>
								<span class="awspan awtext001" style="font-size:10pt; left:9pt; top:11.83pt;">procesie sprzedaży;</span>
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							<div class="awdiv" style="left:5.4pt; top:49.85pt;">
								<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:0.33pt;">•  analizę stosowanej polityki rachunkowości dotyczącej </span>
								<span class="awspan awtext001" style="font-size:10pt; left:9pt; top:11.83pt;">ujmowania przychodów ze sprzedaży;</span>
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							<div class="awdiv" style="left:5.4pt; top:78.85pt;">
								<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:0.33pt;">•  analizę wybranych umów i zamówień zawartych z </span>
								<span class="awspan awtext001" style="font-size:10pt; left:9pt; top:11.83pt;">kluczowymi odbiorcami;</span>
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							<div class="awdiv" style="left:5.4pt; top:107.84pt;">
								<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:0.33pt;">•  test potwierdzający istnienie wybranych transakcji </span>
								<span class="awspan awtext001" style="font-size:10pt; left:9pt; top:11.83pt;">sprzedaży;</span>
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							<div class="awdiv" style="left:5.4pt; top:136.84pt;">
								<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:0.33pt;">•  niezależne potwierdzenie wybranych pozycji </span>
								<span class="awspan awtext001" style="font-size:10pt; left:9pt; top:11.83pt;">należności z tytułu dostaw i usług na dzień bilansowy;</span>
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							<div class="awdiv" style="left:5.4pt; top:165.84pt;">
								<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:0.33pt;">•  analizę wybranych dokumentów korygujących wartość </span>
								<span class="awspan awtext001" style="font-size:10pt; left:9pt; top:11.83pt;">przychodów ze sprzedaży ujętych w trakcie badanego </span>
								<span class="awspan awtext001" style="font-size:10pt; left:9pt; top:23.33pt;">roku obrotowego oraz po jego zakończeniu;</span>
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					<span class="awspan awtext002" style="font-size:11pt; left:470.04pt; top:0pt;">4</span>
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" 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			<div class="awdiv" style="left:68.05pt; top:119.25pt;">
				<div class="awdiv" style="clip:rect(0.5pt,205pt,164.36pt,0pt);">
					<div class="awdiv" style="left:5.4pt; top:3.35pt;">
						<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:0.33pt;">księgowań zawyżających wartość </span>
						<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:11.83pt;">przychodów.</span>
					</div>
					<div class="awdiv" style="left:5.4pt; top:32.35pt;">
						<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:0.33pt;">Mając na uwadze powyższe, uznaliśmy że </span>
						<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:11.83pt;">jest to kluczowe zagadnienie dla naszego </span>
						<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:23.33pt;">badania.</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;">Ujawnienia dotyczące stosowanych zasad </span>
						<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:11.83pt;">rachunkowości przedstawiono w nocie </span>
						<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:23.33pt;">3.15, a ujawnienia dotyczące ujętych w </span>
						<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:34.82pt;">okresie przychodów - w nocie 4.1, 4.3 oraz </span>
						<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:46.32pt;">nocie 5.1 do skonsolidowanego </span>
						<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:57.82pt;">sprawozdania finansowego.</span>
					</div>
				</div>
				<div class="awdiv" style="left:205pt; clip:rect(0.5pt,262.8pt,164.36pt,0pt);">
					<div class="awdiv" style="left:5.4pt; top:3.35pt;">
						<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:0.33pt;">•  analizę wszystkich istotnych księgowań </span>
						<span class="awspan awtext001" style="font-size:10pt; left:9pt; top:11.83pt;">pozasystemowych wpływających na przychody ze </span>
						<span class="awspan awtext001" style="font-size:10pt; left:9pt; top:23.33pt;">sprzedaży w ciągu roku, spełniających określone </span>
						<span class="awspan awtext001" style="font-size:10pt; left:9pt; top:34.82pt;">kryteria;</span>
					</div>
					<div class="awdiv" style="left:5.4pt; top:55.35pt;">
						<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:0.33pt;">•  procedury analityczne dotyczące przychodów w </span>
						<span class="awspan awtext001" style="font-size:10pt; left:9pt; top:11.83pt;">trakcie badanego roku obrotowego w tym analiza </span>
						<span class="awspan awtext001" style="font-size:10pt; left:9pt; top:23.33pt;">marży osiąganej przez Spółkę;</span>
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					<div class="awdiv" style="left:5.4pt; top:95.84pt;">
						<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:0.33pt;">•  ocenę zasad prezentacji przychodów ze sprzedaży </span>
						<span class="awspan awtext001" style="font-size:10pt; left:9pt; top:11.83pt;">towarów oraz kosztów sprzedanych towarów i </span>
						<span class="awspan awtext001" style="font-size:10pt; left:9pt; top:23.33pt;">materiałów.</span>
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				<div class="awdiv" style="top:163.36pt;">
					<div class="awdiv" style="clip:rect(0.5pt,205pt,328.33pt,0pt);">
						<div class="awdiv" style="left:5.4pt; top:3.35pt;">
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							<span class="awspan awtext001" style="font-size:10pt; color:#dc6900; left:0pt; top:0.33pt;">Wycena i istnienie zapasów</span>
						</div>
						<div class="awdiv" style="left:5.4pt; top:20.85pt;">
							<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:0.33pt;">Saldo zapasów na dzień 31 grudnia 2021 r. </span>
							<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:11.83pt;">w wynosi 325 mln zł, co stanowi 26% </span>
							<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:23.33pt;">wszystkich aktywów Grupy (31 grudnia </span>
							<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:34.82pt;">2020 r.: 167 mln zł </span>
							<span class="awspan awtext002" style="font-size:10pt; left:85.04pt; top:34.71pt;">tj.</span>
							<span class="awspan awtext001" style="font-size:10pt; left:94.11pt; top:34.82pt;"> 21% </span>
							<span class="awspan awtext001" style="font-size:10pt; left:119.68pt; top:34.82pt;">aktywów</span>
							<span class="awspan awtext001" style="font-size:10pt; left:158.03pt; top:34.82pt;">). </span>
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						<div class="awdiv" style="left:5.4pt; top:72.92pt;">
							<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:0.33pt;">Zapasy oleju napędowego wyceniane są w </span>
							<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:11.83pt;">oparciu o bieżącą wartość rynkową, a </span>
							<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:23.33pt;">pozostały zapas towarów - według niższej z </span>
							<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:34.82pt;">dwóch: ceny nabycia lub wartości netto </span>
							<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:46.32pt;">możliwej do uzyskania.</span>
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						<div class="awdiv" style="left:5.4pt; top:136.41pt;">
							<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:0.33pt;">Zapasy składowane są w kilkudziesięciu </span>
							<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:11.83pt;">lokalizacjach zarządzanych przez strony </span>
							<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:23.33pt;">trzecie. Ze względu na specyfikę zapasu </span>
							<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:34.82pt;">jest on podatny na szereg ryzyk, w tym </span>
							<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:46.32pt;">głównie ryzyko sprzeniewierzenia lub </span>
							<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:57.82pt;">kradzieży oraz utraty wartości na skutek </span>
							<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:69.32pt;">wahań cen rynkowych.</span>
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						<div class="awdiv" style="left:5.4pt; top:222.91pt;">
							<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:0.33pt;">Biorąc powyższe pod uwagę uznaliśmy, że </span>
							<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:11.83pt;">wycena oraz istnienie zapasów są </span>
							<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:23.33pt;">kluczowym zagadnieniem naszego </span>
							<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:34.82pt;">badania.</span>
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						<div class="awdiv" style="left:5.4pt; top:274.9pt;">
							<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:0.33pt;">Ujawnienia związane z zapasami zostały </span>
							<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:11.83pt;">przedstawione w notach 3.7 oraz 5.14 do </span>
							<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:23.33pt;">skonsolidowanego sprawozdania </span>
							<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:34.82pt;">finansowego.</span>
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					<div class="awdiv" style="left:205pt; clip:rect(0.5pt,262.8pt,328.33pt,0pt);">
						<div class="awdiv" style="left:5.4pt; top:3.35pt;">
							<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:0.33pt;">Nasze procedury badania obejmowały w szczególności:</span>
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						<div class="awdiv" style="left:5.4pt; top:20.85pt;">
							<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:0.33pt;">• </span>
							<span class="awspan awtext001" style="font-size:10pt; left:9pt; top:0.33pt;">zrozumienie i ocenę systemu kontroli wewnętrznej, </span>
							<span class="awspan awtext001" style="font-size:10pt; left:9pt; top:11.83pt;">m.in. w procesach: fizycznej kontroli nad zapasami, a </span>
							<span class="awspan awtext001" style="font-size:10pt; left:9pt; top:23.33pt;">także zasad wyceny zapasów oleju napędowego do </span>
							<span class="awspan awtext001" style="font-size:10pt; left:9pt; top:34.82pt;">wartości godziwej oraz ustalania odpisu </span>
							<span class="awspan awtext001" style="font-size:10pt; left:9pt; top:46.32pt;">aktualizującego wartość pozostałych zapasów, w tym </span>
							<span class="awspan awtext001" style="font-size:10pt; left:9pt; top:57.82pt;">identyfikację przez Zarząd sytuacji wskazujących na </span>
							<span class="awspan awtext001" style="font-size:10pt; left:9pt; top:69.32pt;">to, że koszt nabycia może przewyższać cenę netto </span>
							<span class="awspan awtext001" style="font-size:10pt; left:9pt; top:80.82pt;">sprzedaży oraz sposobu ustalania i weryfikacji </span>
							<span class="awspan awtext001" style="font-size:10pt; left:9pt; top:92.32pt;">kalkulacji odpisu aktualizującego;</span>
						</div>
						<div class="awdiv" style="left:5.4pt; top:130.34pt;">
							<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:0.33pt;">• </span>
							<span class="awspan awtext001" style="font-size:10pt; left:9pt; top:0.33pt;">niezależne potwierdzenie salda zapasu na dzień </span>
							<span class="awspan awtext001" style="font-size:10pt; left:9pt; top:11.83pt;">bilansowy utrzymywanego przez strony trzecie w </span>
							<span class="awspan awtext001" style="font-size:10pt; left:9pt; top:23.33pt;">imieniu Spółki poprzez bezpośrednią komunikację z </span>
							<span class="awspan awtext001" style="font-size:10pt; left:9pt; top:34.82pt;">tymi stronami trzecimi;</span>
						</div>
						<div class="awdiv" style="left:5.4pt; top:182.34pt;">
							<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:0.33pt;">• </span>
							<span class="awspan awtext001" style="font-size:10pt; left:9pt; top:0.33pt;">sprawdzenie wyceny wybranych pozycji zapasów </span>
							<span class="awspan awtext001" style="font-size:10pt; left:9pt; top:11.83pt;">towarów;</span>
						</div>
						<div class="awdiv" style="left:5.4pt; top:211.33pt;">
							<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:0.33pt;">• </span>
							<span class="awspan awtext001" style="font-size:10pt; left:9pt; top:0.33pt;">krytyczną ocenę przyjętych założeń i dokonanych </span>
							<span class="awspan awtext001" style="font-size:10pt; left:9pt; top:11.83pt;">szacunków służących określeniu wartości odpisu </span>
							<span class="awspan awtext001" style="font-size:10pt; left:9pt; top:23.33pt;">aktualizującego wartość zapasów;</span>
						</div>
						<div class="awdiv" style="left:5.4pt; top:251.83pt;">
							<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:0.33pt;">• </span>
							<span class="awspan awtext001" style="font-size:10pt; left:9pt; top:0.33pt;">weryfikację poprawności matematycznej i spójności </span>
							<span class="awspan awtext001" style="font-size:10pt; left:9pt; top:11.83pt;">metodologicznej wyceny zapasów do wartości </span>
							<span class="awspan awtext001" style="font-size:10pt; left:9pt; top:23.33pt;">godziwej;</span>
						</div>
						<div class="awdiv" style="left:5.4pt; top:292.33pt;">
							<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:0.33pt;">• </span>
							<span class="awspan awtext001" style="font-size:10pt; left:9pt; top:0.33pt;">ocenę kompletności i rzetelności ujawnień.</span>
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				<div class="awdiv" style="left:0pt; top:0pt; width:467.8pt; height:0pt; border-top:solid 0.75pt #d04a02;">
				</div>
				<div class="awdiv" style="left:0pt; top:163.36pt; width:467.8pt; height:0pt; border-top:solid 0.75pt #d04a02;">
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					<div style="left:0pt; top:0pt;">
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					<span class="awspan awtext001" style="color:#d04a02; left:0pt; top:16.89pt;">Odpowiedzialność Zarządu i Rady Nadzorczej za skonsolidowane sprawozdanie </span>
					<span class="awspan awtext001" style="color:#d04a02; left:0pt; top:30.69pt;">finansowe </span>
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				<div class="awdiv" style="left:-1.45pt; top:502.69pt; width:479.15pt; height:0pt; border-top:solid 0.75pt #d04a02;">
				</div>
				<div class="awdiv" style="top:540.79pt;">
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:0.33pt;">Zarząd Jednostki dominującej jest odpowiedzialny za sporządzenie rocznego skonsolidowanego </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:11.83pt;">sprawozdania finansowego, które przedstawia rzetelny i jasny obraz sytuacji majątkowej i finansowej i </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:23.33pt;">wyniku finansowego Grupy zgodnie z Międzynarodowymi Standardami Sprawozdawczości Finansowej </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:34.82pt;">zatwierdzonymi przez Unię Europejską, przyjętymi zasadami (polityką) rachunkowości oraz z </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:46.32pt;">obowiązującymi Grupę przepisami prawa i statutem Jednostki dominującej, a także za kontrolę </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:57.82pt;">wewnętrzną, którą Zarząd uważa za niezbędną, aby umożliwić sporządzenie skonsolidowanego </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:69.32pt;">sprawozdania finansowego niezawierającego istotnego zniekształcenia spowodowanego oszustwem lub </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:80.82pt;">błędem.</span>
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		<div class="awdiv awpage" style="width:595.35pt; height:842pt;">
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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:4.25pt; top:21.85pt; width:111pt; height:99.75pt;" 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" 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				<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:0.33pt;">Sporządzając skonsolidowane sprawozdanie finansowe Zarząd Jednostki dominującej jest odpowiedzialny </span>
				<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:11.83pt;">za ocenę zdolności Grupy do kontynuowania działalności, 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 przyjęcie zasady kontynuacji działalności jako podstawy </span>
				<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:34.82pt;">rachunkowości, z wyjątkiem sytuacji kiedy Zarząd albo zamierza dokonać likwidacji Grupy, albo zaniechać </span>
				<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:46.32pt;">prowadzenia działalności albo nie ma żadnej realnej alternatywy dla likwidacji lub zaniechania działalności.</span>
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					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:0.33pt;">Zarząd Jednostki dominującej oraz członkowie Rady Nadzorczej są zobowiązani do zapewnienia, aby </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:11.83pt;">skonsolidowane sprawozdanie finansowe spełniało wymagania przewidziane w ustawie z dnia 29 września </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:23.33pt;">1994 r. o rachunkowości („Ustawa o rachunkowości”). Członkowie Rady Nadzorczej są odpowiedzialni za </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:34.82pt;">nadzorowanie procesu sprawozdawczości finansowej. </span>
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				<div class="awdiv" style="top:115.49pt;">
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					<span class="awspan awtext001" style="color:#d04a02; left:0pt; top:10.89pt;">Odpowiedzialność biegłego rewidenta za badanie skonsolidowanego sprawozdania </span>
					<span class="awspan awtext001" style="color:#d04a02; left:0pt; top:24.69pt;">finansowego </span>
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				<div class="awdiv" style="left:-1.45pt; top:121.49pt; width:479.15pt; height:0pt; border-top:solid 0.75pt #d04a02;">
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				<div class="awdiv" style="top:159.59pt;">
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					</div>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:0.33pt;">Naszymi celami są uzyskanie racjonalnej pewności czy skonsolidowane sprawozdanie finansowe jako </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:11.83pt;">całość nie zawiera istotnego zniekształcenia spowodowanego oszustwem lub błędem oraz wydanie </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:23.33pt;">sprawozdania z badania zawierającego naszą opinię. Racjonalna pewność jest wysokim poziomem </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:34.82pt;">pewności ale nie gwarantuje, że badanie przeprowadzone zgodnie z KSB zawsze wykryje istniejące istotne </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:46.32pt;">zniekształcenie. Zniekształcenia mogą powstawać na skutek oszustwa lub błędu i są uważane za istotne, </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:57.82pt;">jeżeli można racjonalnie oczekiwać, że pojedynczo lub łącznie mogłyby wpłynąć na decyzje ekonomiczne </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:69.32pt;">użytkowników podjęte na podstawie skonsolidowanego sprawozdania finansowego.</span>
				</div>
				<div class="awdiv" style="top:246.08pt;">
					<div style="left:0pt; top:0pt;">
					</div>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:0.33pt;">Zakres badania nie obejmuje zapewnienia co do przyszłej rentowności Grupy ani efektywności lub </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:11.83pt;">skuteczności prowadzenia jej spraw przez Zarząd Jednostki dominującej obecnie lub w przyszłości.</span>
				</div>
				<div class="awdiv" style="top:275.08pt;">
					<div style="left:0pt; top:0pt;">
					</div>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:0.33pt;">Podczas badania zgodnego z KSB stosujemy zawodowy osąd i zachowujemy zawodowy sceptycyzm, a </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:11.83pt;">także:</span>
				</div>
				<div class="awdiv" style="left:-0.15pt; top:304.08pt;">
					<div style="left:0pt; top:0pt;">
					</div>
					<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;">identyfikujemy i szacujemy ryzyka istotnego zniekształcenia skonsolidowanego sprawozdania </span>
					<span class="awspan awtext001" style="font-size:10pt; left:18pt; top:12.5pt;">finansowego spowodowanego oszustwem lub błędem, projektujemy i przeprowadzamy procedury </span>
					<span class="awspan awtext001" style="font-size:10pt; left:18pt; top:24pt;">badania odpowiadające tym ryzykom i uzyskujemy dowody badania, które są wystarczające i </span>
					<span class="awspan awtext001" style="font-size:10pt; left:18pt; top:35.5pt;">odpowiednie, aby stanowić podstawę dla naszej opinii. Ryzyko niewykrycia istotnego zniekształcenia </span>
					<span class="awspan awtext001" style="font-size:10pt; left:18pt; top:47pt;">wynikającego z oszustwa jest większe niż tego wynikającego z błędu, ponieważ oszustwo może </span>
					<span class="awspan awtext001" style="font-size:10pt; left:18pt; top:58.5pt;">dotyczyć zmowy, fałszerstwa, celowych pominięć, wprowadzenia w błąd lub obejścia kontroli </span>
					<span class="awspan awtext001" style="font-size:10pt; left:18pt; top:70pt;">wewnętrznej;</span>
				</div>
				<div class="awdiv" style="left:-0.15pt; top:391.24pt;">
					<div style="left:0pt; top:0pt;">
					</div>
					<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 wewnętrznej stosownej dla badania w celu zaprojektowania procedur </span>
					<span class="awspan awtext001" style="font-size:10pt; left:18pt; top:12.5pt;">badania, które są odpowiednie w danych okolicznościach, ale nie w celu wyrażenia opinii na temat </span>
					<span class="awspan awtext001" style="font-size:10pt; left:18pt; top:24pt;">skuteczności kontroli wewnętrznej Grupy;</span>
				</div>
				<div class="awdiv" style="left:-0.15pt; top:432.42pt;">
					<div style="left:0pt; top:0pt;">
					</div>
					<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 zasad (polityki) rachunkowości oraz zasadność szacunków </span>
					<span class="awspan awtext001" style="font-size:10pt; left:18pt; top:12.5pt;">księgowych oraz powiązanych ujawnień dokonanych przez Zarząd Jednostki dominującej;</span>
				</div>
				<div class="awdiv" style="left:-0.15pt; top:462.09pt;">
					<div style="left:0pt; top:0pt;">
					</div>
					<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 zastosowania przez Zarząd Jednostki dominującej </span>
					<span class="awspan awtext001" style="font-size:10pt; left:18pt; top:12.5pt;">zasady kontynuacji działalności jako podstawy rachunkowości oraz, na podstawie uzyskanych </span>
					<span class="awspan awtext001" style="font-size:10pt; left:18pt; top:24pt;">dowodów badania, czy istnieje istotna niepewność związana ze zdarzeniami lub warunkami, które </span>
					<span class="awspan awtext001" style="font-size:10pt; left:18pt; top:35.5pt;">mogą poddawać w znaczącą wątpliwość zdolność Grupy do kontynuacji działalności. Jeżeli </span>
					<span class="awspan awtext001" style="font-size:10pt; left:18pt; top:47pt;">dochodzimy do wniosku, że istnieje istotna niepewność, wymagane jest od nas zwrócenie uwagi w </span>
					<span class="awspan awtext001" style="font-size:10pt; left:18pt; top:58.5pt;">sprawozdaniu biegłego rewidenta na powiązane ujawnienia w skonsolidowanym sprawozdaniu </span>
					<span class="awspan awtext001" style="font-size:10pt; left:18pt; top:70pt;">finansowym lub, jeżeli takie ujawnienia są nieadekwatne, modyfikujemy naszą opinię. Nasze wnioski są </span>
					<span class="awspan awtext001" style="font-size:10pt; left:18pt; top:81.49pt;">oparte na dowodach badania uzyskanych do dnia sporządzenia sprawozdania biegłego rewidenta, </span>
					<span class="awspan awtext001" style="font-size:10pt; left:18pt; top:92.99pt;">jednakże przyszłe zdarzenia lub warunki mogą spowodować, że Grupa zaprzestanie kontynuacji </span>
					<span class="awspan awtext001" style="font-size:10pt; left:18pt; top:104.49pt;">działalności;</span>
				</div>
				<div class="awdiv" style="left:-0.15pt; top:583.75pt;">
					<div style="left:0pt; top:0pt;">
					</div>
					<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 zawartość skonsolidowanego sprawozdania finansowego, w </span>
					<span class="awspan awtext001" style="font-size:10pt; left:18pt; top:12.5pt;">tym ujawnienia, oraz czy skonsolidowane sprawozdanie finansowe przedstawia będące ich podstawą </span>
					<span class="awspan awtext001" style="font-size:10pt; left:18pt; top:24pt;">transakcje i zdarzenia w sposób zapewniający rzetelną prezentację;</span>
				</div>
			</div>
		</div>
		<div class="awdiv awpage" style="width:595.35pt; height:842pt;">
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				<div class="awdiv" style="top:24.5pt;">
					<span class="awspan awtext002" style="font-size:11pt; left:470.02pt; top:0pt;">6</span>
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				<img class="awimg" style="left:4.25pt; top:21.85pt; width:111pt; height:99.75pt;" 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" 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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;">uzyskujemy wystarczające odpowiednie dowody badania odnośnie do informacji finansowych </span>
					<span class="awspan awtext001" style="font-size:10pt; left:18pt; top:12.5pt;">jednostek lub działalności gospodarczych wewnątrz Grupy w celu wyrażenia opinii na temat </span>
					<span class="awspan awtext001" style="font-size:10pt; left:18pt; top:24pt;">skonsolidowanego sprawozdania finansowego. Jesteśmy odpowiedzialni za kierowanie, nadzór i </span>
					<span class="awspan awtext001" style="font-size:10pt; left:18pt; top:35.5pt;">przeprowadzenie badania Grupy i jesteśmy wyłącznie odpowiedzialni za naszą opinię z badania.</span>
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					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:0.33pt;">Komunikujemy się z Komitetem Audytu odnośnie, między innymi, do planowanego zakresu i czasu </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:11.83pt;">przeprowadzenia badania oraz znaczących ustaleń badania, w tym wszelkich znaczących słabości kontroli </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:23.33pt;">wewnętrznej, które zidentyfikujemy podczas badania.</span>
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					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:0.33pt;">Składamy Komitetowi Audytu oświadczenie, że przestrzegaliśmy stosownych wymogów etycznych </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:11.83pt;">dotyczących niezależności oraz komunikujemy wszystkie powiązania i inne sprawy, które mogłyby być </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:23.33pt;">racjonalnie uznane za stanowiące zagrożenie dla naszej niezależności, a tam gdzie ma to zastosowanie, </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:34.82pt;">informujemy o działaniach podjętych w celu wyeliminowania tych zagrożeń oraz zastosowanych </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:46.32pt;">zabezpieczeniach.</span>
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					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:0.33pt;">Spośród spraw komunikowanych Komitetowi Audytu ustaliliśmy te sprawy, które były najbardziej znaczące </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:11.83pt;">podczas badania skonsolidowanego sprawozdania finansowego za bieżący okres i dlatego uznaliśmy je za </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:23.33pt;">kluczowe sprawy badania. Opisujemy te sprawy w naszym sprawozdaniu biegłego rewidenta, chyba że </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:34.82pt;">przepisy prawa lub regulacje zabraniają publicznego ujawnienia na ich temat lub gdy, w wyjątkowych </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:46.32pt;">okolicznościach, ustalimy, że kwestia nie powinna być komunikowana w naszym sprawozdaniu, ponieważ </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:57.82pt;">można byłoby racjonalnie oczekiwać, że negatywne konsekwencje przeważyłyby korzyści dla interesu </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:69.32pt;">publicznego takiego ujawnienia. </span>
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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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					<span class="awspan awtext003" style="font-size:10pt; left:0pt; top:0.33pt;">Inne informacje </span>
				</div>
				<div class="awdiv" style="top:290.95pt;">
					<div style="left:0pt; top:0pt;">
					</div>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:0.33pt;">Na inne informacje składa się sprawozdanie z działalności Jednostki dominującej i Grupy za rok obrotowy </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:11.83pt;">zakończony 31 grudnia 2021 r. („Sprawozdanie z działalności”) wraz z oświadczeniem o stosowaniu ładu </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:23.33pt;">korporacyjnego, które jest wyodrębnioną częścią tego Sprawozdania (razem „Inne informacje”). Inne </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:34.82pt;">informacje nie obejmują skonsolidowanego sprawozdania finansowego i sprawozdania biegłego rewidenta </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:46.32pt;">na jego temat. </span>
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				<div class="awdiv" style="top:354.45pt;">
					<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 Jednostki dominującej jest odpowiedzialny za sporządzenie Innych informacji zgodnie z przepisami </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:11.83pt;">prawa. Zarząd Jednostki dominującej oraz członkowie Rady Nadzorczej są zobowiązani do zapewnienia, </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:23.33pt;">aby Sprawozdanie z działalności wraz z wyodrębnionymi częściami spełniało wymagania przewidziane w </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:34.82pt;">Ustawie o rachunkowości.</span>
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				<div class="awdiv" style="top:417.94pt;">
					<span class="awspan awtext003" style="font-size:10pt; left:0pt; top:6.33pt;">Odpowiedzialność biegłego rewidenta</span>
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				<div class="awdiv" style="top:441.44pt;">
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					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:0.33pt;">Nasza opinia z badania skonsolidowanego sprawozdania finansowego nie obejmuje Innych informacji.</span>
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				<div class="awdiv" style="top:452.94pt;">
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:0.33pt;">W związku z badaniem skonsolidowanego sprawozdania finansowego naszym obowiązkiem jest </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:11.83pt;">przeczytanie Innych informacji, i czyniąc to, rozważenie czy są one istotnie niespójne ze skonsolidowanym </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:23.33pt;">sprawozdaniem finansowym, z naszą wiedzą uzyskaną w trakcie badania, lub w inny sposób wydają się </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:34.82pt;">być istotnie zniekształcone. Jeżeli, na podstawie wykonanej pracy stwierdzimy istotne zniekształcenie </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:46.32pt;">Innych informacji, jesteśmy zobowiązani poinformować o tym w naszym sprawozdaniu z badania. Naszym </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:57.82pt;">obowiązkiem zgodnie z wymogami Ustawy o biegłych rewidentach jest również wydanie opinii czy </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:69.32pt;">Sprawozdanie z działalności zostało sporządzone zgodnie z przepisami oraz czy jest zgodne z </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:80.82pt;">informacjami zawartymi w rocznym skonsolidowanym sprawozdaniu finansowym i rocznym sprawozdaniu </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:92.32pt;">finansowym Jednostki dominującej.</span>
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				<div class="awdiv" style="top:562.43pt;">
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:0.33pt;">Ponadto jesteśmy zobowiązani do wydania opinii, czy Jednostka dominująca i Grupa w oświadczeniu o </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:11.83pt;">stosowaniu ładu korporacyjnego zawarła wymagane informacje.</span>
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				<img class="awimg" style="left:4.25pt; top:21.85pt; 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==" alt="Image should be here" />
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			<div class="awdiv" style="left:68.05pt; top:119.25pt;">
				<span class="awspan awtext003" style="font-size:10pt; left:0pt; top:0.33pt;">Opinia o Sprawozdaniu z działalności</span>
				<div class="awdiv" style="top:17.5pt;">
					<div style="left:0pt; top:0pt;">
					</div>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:0.33pt;">Na podstawie wykonanej pracy w trakcie badania, naszym zdaniem, Sprawozdanie z działalności:</span>
				</div>
				<div class="awdiv" style="top:29pt;">
					<span class="awspan awtext004" style="font-size:13.5pt; color:#dc6900; left:0pt; top:0pt; font-family:serif;">•</span>
					<span class="awspan awtext001" style="font-size:10pt; left:21.3pt; top:4.52pt;">zostało sporządzone zgodnie z wymogami art. 49 Ustawy o rachunkowości oraz paragrafu 70 i </span>
					<span class="awspan awtext001" style="font-size:10pt; left:21.3pt; top:16.02pt;">paragrafu 71 Rozporządzenia Ministra Finansów z dnia 29 marca 2018 r. w sprawie informacji </span>
					<span class="awspan awtext001" style="font-size:10pt; left:21.3pt; top:27.52pt;">bieżących i okresowych przekazywanych przez emitentów papierów wartościowych oraz warunków </span>
					<span class="awspan awtext001" style="font-size:10pt; left:21.3pt; top:39.02pt;">uznawania za równoważne informacji wymaganych przepisami prawa państwa niebędącego </span>
					<span class="awspan awtext001" style="font-size:10pt; left:21.3pt; top:50.52pt;">państwem członkowskim („Rozporządzenie o </span>
					<span class="awspan awtext001" style="font-size:10pt; left:224.16pt; top:50.52pt;">informacjach bieżących”);</span>
				</div>
				<div class="awdiv" style="top:90.69pt;">
					<span class="awspan awtext004" style="font-size:13.5pt; color:#dc6900; left:0pt; top:0pt; font-family:serif;">•</span>
					<span class="awspan awtext001" style="font-size:10pt; left:21.3pt; top:4.52pt;">jest zgodne z informacjami zawartymi w skonsolidowanym sprawozdaniu finansowym oraz </span>
					<span class="awspan awtext001" style="font-size:10pt; left:21.3pt; top:16.02pt;">sprawozdaniu finansowym Jednostki dominującej.</span>
				</div>
				<div class="awdiv" style="top:123.88pt;">
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:0.33pt;">Ponadto oświadczamy, że w świetle wiedzy o Jednostce dominującej i Grupie i ich otoczeniu uzyskanej </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:11.83pt;">podczas naszego badania nie stwierdziliśmy w Sprawozdaniu z działalności istotnych zniekształceń.</span>
				</div>
				<div class="awdiv" style="top:146.88pt;">
					<span class="awspan awtext003" style="font-size:10pt; left:0pt; top:6.33pt;">Opinia o oświadczeniu o stosowaniu ładu korporacyjnego</span>
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				<div class="awdiv" style="top:170.37pt;">
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:0.33pt;">Naszym zdaniem w oświadczeniu o stosowaniu ładu korporacyjnego Jednostka dominująca i Grupa </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:11.83pt;">zawarła informacje określone w paragrafie 70 ust. 6 punkt 5 Rozporządzenia o informacjach bieżących. </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:23.33pt;">Ponadto, naszym zdaniem, informacje wskazane 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:34.82pt;">Rozporządzenia zawarte w oświadczeniu o stosowaniu ładu korporacyjnego są zgodne z mającymi </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:46.32pt;">zastosowanie przepisami oraz informacjami zawartymi w skonsolidowanym sprawozdaniu finansowym i </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:57.82pt;">sprawozdaniu finansowym Jednostki dominującej.</span>
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				<div class="awdiv" style="top:245.37pt;">
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					<span class="awspan awtext003" style="color:#d04a02; left:0pt; top:10.89pt;">Sprawozdanie na temat innych wymogów prawa i regulacji </span>
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				<div class="awdiv" style="left:-1.45pt; top:251.37pt; width:479.15pt; height:0pt; border-top:solid 0.75pt #d04a02;">
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					</div>
					<span class="awspan awtext003" style="font-size:10pt; left:0pt; top:0.33pt;">Opinia o zgodności oznakowania skonsolidowanego sprawozdania finansowego z wymogami </span>
					<span class="awspan awtext003" style="font-size:10pt; left:0pt; top:11.83pt;">Jednolitego Europejskiego Formatu Elektronicznego („ESEF”)</span>
				</div>
				<div class="awdiv" style="top:304.67pt;">
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:0.33pt;">W związku z badaniem skonsolidowanego sprawozdania finansowego </span>
					<span class="awspan awtext001" style="font-size:10pt; left:313.51pt; top:0.33pt;">zostaliśmy zaangażowani </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:11.83pt;">przez Zarząd Jednostki dominującej w ramach umowy o badanie skonsolidowanego sprawozdania </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:23.33pt;">finansowego do przeprowadzenia usługi atestacyjnej dającej racjonalną pewność w celu wyrażenia opinii </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:34.82pt;">czy </span>
					<span class="awspan awtext001" style="font-size:10pt; left:17.78pt; top:34.82pt;">skonsolidowane sprawozdanie finansowe Grupy na dzień i za rok zakończony 31 grudnia 2021 r. </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:46.32pt;">sporządzone w jednolitym elektronicznym formacie raportowania zawarte w pliku o nazwie </span>
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						<div class="awdiv">
							<span class="awspan awtext002" style="font-size:10pt; left:0pt; top:57.71pt;">259400QHBII9NV5JQT83-2021-12-31.zip</span>
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					<span class="awspan awtext001" style="font-size:10pt; left:188.24pt; top:57.82pt;"> („skonsolidowane sprawozdanie finansowe w formacie ESEF”) </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:69.39pt;">zostało oznakowane zgodnie z wymogami określonymi w artykule 4 Rozporządzenia delegowanego </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:80.89pt;">Komisji (UE) nr 2019/815 z dnia 17 grudnia 2018 r. uzupełniającego Dyrektywę 2004/109/WE Parlamentu </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:92.39pt;">Europejskiego i Rady w odniesieniu do regulacyjnych standardów technicznych dotyczących specyfikacji </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:103.89pt;">jednolitego elektronicznego formatu raportowania („Rozporządzenie ESEF”).</span>
					<span class="awspan awtext006" style="font-size:10pt; left:338.5pt; top:103.89pt;"> </span>
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				<div class="awdiv" style="top:425.73pt;">
					<span class="awspan awtext006" style="font-size:10pt; left:0pt; top:0.33pt;">Opis przedmiotu zlecenia i mające zastosowanie kryteria </span>
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					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:0.83pt;">Skonsolidowane sprawozdanie finansowe w formacie ESEF </span>
					<span class="awspan awtext001" style="font-size:10pt; left:267.91pt; top:0.83pt;">zostało sporządzone przez Zarząd Jednostki </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:12.83pt;">dominującej w celu spełnienia wymogów </span>
					<span class="awspan awtext001" style="font-size:10pt; left:182.31pt; top:12.83pt;">dotyczących wymogów technicznych dotyczących specyfikacji </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:24.83pt;">jednolitego elektronicznego formatu raportowania oraz oznakowania, które są określone w</span>
					<span class="awspan awtext001" style="font-size:10pt; left:399.11pt; top:24.83pt;"> </span>
					<span class="awspan awtext001" style="font-size:10pt; left:401.89pt; top:24.83pt;">Rozporządzeniu </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:36.83pt;">ESEF.</span>
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				<div class="awdiv" style="top:497.23pt;">
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:0.83pt;">Przedmiotem naszej usługi atestacyjnej jest zgodność skonsolidowanego sprawozdania finansowego w </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:12.83pt;">formacie ESEF z wymogami Rozporządzenia ESEF, a wymogi tam określone stanowią, naszym zdaniem, </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:24.83pt;">odpowiednie kryteria do sformułowania przez nas opinii.</span>
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				<div class="awdiv" style="top:539.23pt;">
					<span class="awspan awtext006" style="font-size:10pt; left:0pt; top:0.33pt;">Odpowiedzialność Zarządu Jednostki dominującej i Rady Nadzorczej</span>
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				<div class="awdiv" style="top:556.73pt;">
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:0.83pt;">Zarząd </span>
					<span class="awspan awtext001" style="font-size:10pt; left:33.9pt; top:0.83pt;">Jednostki dominującej</span>
					<span class="awspan awtext001" style="font-size:10pt; left:132.29pt; top:0.83pt;"> jest odpowiedzialny za sporządzenie skonsolidowanego sprawozdania </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:12.83pt;">finansowego w formacie ESEF </span>
					<span class="awspan awtext001" style="font-size:10pt; left:138.95pt; top:12.83pt;">zgodnie z wymogami technicznymi dotyczącymi specyfikacji jednolitego </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:24.83pt;">elektronicznego formatu raportowania, które są określone w Rozporządzeniu ESEF</span>
					<span class="awspan awtext001" style="font-size:10pt; left:368.52pt; top:24.83pt;">. Odpowiedzialność ta </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:36.83pt;">obejmuje wybór i zastosowanie odpowiednich znaczników XBRL przy użyciu taksonomii określonej w </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:48.83pt;">Rozporządzeniu ESEF. </span>
					<span class="awspan awtext001" style="font-size:10pt; left:106.72pt; top:48.83pt;">Odpowiedzialność Zarządu obejmuje również</span>
					<span class="awspan awtext001" style="font-size:10pt; left:307.93pt; top:48.83pt;"> zaprojektowanie, wdrożenie i </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:60.83pt;">utrzymanie systemu kontroli wewnętrznej zapewniającej  sporządzanie </span>
					<span class="awspan awtext001" style="font-size:10pt; left:315.7pt; top:60.83pt;">skonsolidowanego sprawozdania </span>
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				<img class="awimg" style="left:4.25pt; top:21.85pt; width:111pt; height:99.75pt;" src="data:image/png;base64,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" alt="Image should be here" />
			</div>
			<div class="awdiv" style="left:68.05pt; top:119.25pt;">
				<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:0.83pt;">finansowego w formacie ESEF wolnego od istotnych niezgodności z wymogami Rozporządzenia ESEF </span>
				<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:12.83pt;">oraz jego oznakowanie zgodnie z tymi wymogami.</span>
				<div class="awdiv" style="top:30pt;">
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:0.33pt;">Członkowie Rady Nadzorczej Jednostki dominującej  są odpowiedzialni za nadzorowanie procesu </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:11.83pt;">sprawozdawczości finansowej, obejmującej również sporządzenie skonsolidowanego sprawozdania </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:23.33pt;">finansowego zgodnie z formatem wynikającym z przepisów prawa.</span>
				</div>
				<div class="awdiv" style="top:70.5pt;">
					<span class="awspan awtext006" style="font-size:10pt; left:0pt; top:0.33pt;">Odpowiedzialność biegłego rewidenta</span>
				</div>
				<div class="awdiv" style="top:88pt;">
					<div style="left:0pt; top:0pt;">
					</div>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:0.33pt;">Naszym celem było wyrażenie opinii, </span>
					<span class="awspan awtext001" style="font-size:10pt; left:166.17pt; top:0.33pt;">na podstawie przeprowadzonej usługi atestacyjnej </span>
					<span class="awspan awtext001" style="font-size:10pt; left:391.31pt; top:0.33pt;">dającej racjonalną </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:11.83pt;">pewność, czy skonsolidowane sprawozdanie finansowe w formacie ESEF zostało oznakowane, we </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:23.33pt;">wszystkich istotnych aspektach, zgodnie z wymogami Rozporządzenia ESEF.</span>
				</div>
				<div class="awdiv" style="top:128.49pt;">
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:0.33pt;">Naszą usługę wykonaliśmy zgodnie z </span>
					<span class="awspan awtext001" style="font-size:10pt; left:168.41pt; top:0.33pt;">Krajowym Standardem Usług Atestacyjnych Innych niż Badanie i </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:11.83pt;">Przegląd 3001pl - badanie sprawozdań finansowych sporządzonych w jednolitym elektronicznym formacie </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:23.33pt;">raportowania (”KSUA 3001pl”) oraz gdzie jest to stosowne z </span>
					<span class="awspan awtext001" style="font-size:10pt; left:267.9pt; top:23.33pt;">Krajowym Standardem Usług Atestacyjnych </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:34.82pt;">Innych niż Badanie i Przegląd 3000 (Z) w brzmieniu Międzynarodowego Standardu Usług Atestacyjnych </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:46.32pt;">3000 (zmienionego) - „Usługi atestacyjne inne niż badania i przeglądy historycznych informacji </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:57.82pt;">finansowych” wydanym przez Krajową Radę Biegłych Rewidentów („KSUA 3000 (Z)”. Standardy te </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:69.32pt;">nakładają na nas obowiązek przestrzegania wymogów etycznych, planowania i wykonywania procedur w </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:80.82pt;">celu uzyskania racjonalnej pewności, czy skonsolidowane sprawozdanie finansowe w formacie ESEF </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:92.32pt;">zostało oznakowane, we wszystkich istotnych aspektach, zgodnie z określonymi kryteriami.</span>
				</div>
				<div class="awdiv" style="top:237.98pt;">
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:0.33pt;">Racjonalna pewność jest wysokim poziomem pewności, ale nie gwarantuje, że usługa przeprowadzona </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:11.83pt;">zgodnie z </span>
					<span class="awspan awtext001" style="font-size:10pt; left:45.58pt; top:11.83pt;">KSUA 3001pl oraz gdzie stosowne z </span>
					<span class="awspan awtext001" style="font-size:10pt; left:210.12pt; top:11.83pt;">KSUA 3000 (Z) zawsze wykryje istniejące istotne </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:23.33pt;">zniekształcenie (istotną niezgodność z wymogami). </span>
				</div>
				<div class="awdiv" style="top:278.48pt;">
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:0.33pt;">Wybór procedur zależy od osądu biegłego rewidenta, w tym od jego oszacowania ryzyka wystąpienia </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:11.83pt;">istotnych zniekształceń spowodowanych oszustwem lub błędem. Przeprowadzając oszacowanie tego </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:23.33pt;">ryzyka biegły rewident bierze pod uwagę kontrolę wewnętrzną związaną ze sporządzeniem  </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:34.82pt;">skonsolidowanego sprawozdania finansowego w formacie ESEF oraz jego oznakowaniem, w celu </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:46.32pt;">zaplanowania stosownych procedur, które mają zapewnić biegłemu rewidentowi wystarczające i </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:57.82pt;">odpowiednie do okoliczności dowody. Ocena funkcjonowania systemu kontroli wewnętrznej nie została </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:69.32pt;">przeprowadzona w celu wyrażenia opinii na temat skuteczności jej działania.</span>
				</div>
				<div class="awdiv" style="top:364.97pt;">
					<span class="awspan awtext006" style="font-size:10pt; left:0pt; top:0.33pt;">Wymogi kontroli jakości i etyczne</span>
				</div>
				<div class="awdiv" style="top:382.47pt;">
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:0.33pt;">Stosujemy postanowienia uchwały Krajowej Rady Biegłych Rewidentów w sprawie zasad wewnętrznej </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:11.83pt;">kontroli jakości w brzmieniu Międzynarodowego Standardu Kontroli Jakości 1 i zgodnie z nim utrzymujemy </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:23.33pt;">kompleksowy system kontroli jakości obejmujący udokumentowane polityki i procedury odnośnie do </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:34.82pt;">zgodności z wymogami etycznymi, standardami zawodowymi oraz mającymi zastosowanie wymogami </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:46.32pt;">prawnymi i regulacyjnymi.</span>
				</div>
				<div class="awdiv" style="top:445.97pt;">
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:0.33pt;">Przestrzegamy wymogów niezależności i innych wymogów etycznych Międzynarodowego Kodeksu Etyki </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:11.83pt;">Zawodowych Księgowych (w tym Międzynarodowych Standardów Niezależności) wydanych przez Radę </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:23.33pt;">Międzynarodowych Standardów Etycznych dla Księgowych i przyjętego uchwałą Krajowej Rady Biegłych </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:34.82pt;">Rewidentów, który jest oparty na podstawowych zasadach uczciwości, obiektywizmu, zawodowych </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:46.32pt;">kompetencji i należytej staranności, poufności i profesjonalnego postępowania.</span>
				</div>
				<div class="awdiv" style="top:509.46pt;">
					<span class="awspan awtext006" style="font-size:10pt; left:0pt; top:0.33pt;">Podsumowanie wykonanej pracy</span>
				</div>
				<div class="awdiv" style="top:526.96pt;">
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:0.33pt;">Zaplanowane i przeprowadzone przez nas procedury miały na celu uzyskanie racjonalnej pewności, czy </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:11.83pt;">skonsolidowane sprawozdanie finansowe w formacie ESEF zostało oznakowane, we wszystkich istotnych </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:23.33pt;">aspektach, zgodnie z obowiązującymi wymogami. </span>
					<span class="awspan awtext001" style="font-size:10pt; left:223.43pt; top:23.33pt;">Nasze procedury obejmowały między innymi:</span>
				</div>
				<div class="awdiv" style="left:-0.15pt; top:567.46pt;">
					<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;">uzyskanie zrozumienia procesu sporządzenia skonsolidowanego sprawozdania finansowego w </span>
					<span class="awspan awtext001" style="font-size:10pt; left:18pt; top:12.5pt;">formacie ESEF obejmującego proces wyboru i zastosowania przez Grupę znaczników XBRL i </span>
					<span class="awspan awtext001" style="font-size:10pt; left:18pt; top:24pt;">zapewniania zgodności z Rozporządzeniem ESEF, w tym zrozumienie mechanizmów systemu kontroli </span>
					<span class="awspan awtext001" style="font-size:10pt; left:18pt; top:35.5pt;">wewnętrznej związanych z tym procesem;</span>
				</div>
			</div>
		</div>
		<div class="awdiv awpage" style="width:595.35pt; height:842pt;">
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				<div class="awdiv" style="top:24.5pt;">
					<span class="awspan awtext002" style="font-size:11pt; left:470.02pt; top:0pt;">9</span>
				</div>
			</div>
			<div class="awdiv">
				<img class="awimg" style="left:4.25pt; top:21.85pt; width:111pt; height:99.75pt;" 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" 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			<div class="awdiv" style="left:68.05pt; top:119.25pt;">
				<div class="awdiv" style="left:-0.15pt;">
					<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;">uzgodnienie, na wybranej próbie, oznakowanych informacji zawartych w skonsolidowanym </span>
					<span class="awspan awtext001" style="font-size:10pt; left:18pt; top:12.5pt;">sprawozdaniu finansowym w formacie ESEF do zbadanego skonsolidowanego sprawozdania </span>
					<span class="awspan awtext001" style="font-size:10pt; left:18pt; top:24pt;">finansowego; </span>
				</div>
				<div class="awdiv" style="left:-0.15pt; top:41.17pt;">
					<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;">ocenę spełnienia standardów technicznych dotyczących specyfikacji jednolitego elektronicznego </span>
					<span class="awspan awtext001" style="font-size:10pt; left:18pt; top:12.5pt;">formatu raportowania, w tym zastosowania formatu XHTML, przy użyciu specjalistycznego narzędzia </span>
					<span class="awspan awtext001" style="font-size:10pt; left:18pt; top:24pt;">informatycznego; </span>
				</div>
				<div class="awdiv" style="left:-0.15pt; top:82.34pt;">
					<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;">ocenę kompletności oznakowania informacji w skonsolidowanym sprawozdaniu finansowym w formacie </span>
					<span class="awspan awtext001" style="font-size:10pt; left:18pt; top:12.5pt;">ESEF znacznikami XBRL;</span>
				</div>
				<div class="awdiv" style="left:-0.15pt; top:112.01pt;">
					<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;">ocenę czy znaczniki XBRL z taksonomii określonej w Rozporządzeniu ESEF zostały odpowiednio </span>
					<span class="awspan awtext001" style="font-size:10pt; left:18pt; top:12.5pt;">zastosowane oraz, czy odpowiednio użyto rozszerzeń taksonomii w sytuacjach, gdy w podstawowej </span>
					<span class="awspan awtext001" style="font-size:10pt; left:18pt; top:24pt;">taksonomii określonej w Rozporządzeniu ESEF nie zidentyfikowano odpowiednich elementów;</span>
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				<div class="awdiv" style="left:-0.15pt; top:153.18pt;">
					<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;">ocenę prawidłowości zakotwiczenia zastosowanych rozszerzeń taksonomii w podstawowej taksonomii </span>
					<span class="awspan awtext001" style="font-size:10pt; left:18pt; top:12.5pt;">określonej w Rozporządzeniu ESEF; </span>
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				<div class="awdiv" style="top:182.86pt;">
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:0.33pt;">Uważamy, że uzyskane przez nas dowody są wystarczające i odpowiednie, aby stanowić podstawę naszej </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:11.83pt;">opinii.</span>
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				<div class="awdiv" style="top:211.85pt;">
					<span class="awspan awtext006" style="font-size:10pt; left:0pt; top:0.33pt;">Opinia</span>
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				<div class="awdiv" style="top:229.35pt;">
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:0.33pt;">Naszym zdaniem, na podstawie przeprowadzonych procedur, skonsolidowane sprawozdanie finansowe w </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:11.83pt;">formacie ESEF zostało oznakowane, we wszystkich istotnych aspektach, zgodnie z wymogami </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:23.33pt;">Rozporządzenia ESEF.</span>
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				<div class="awdiv" style="top:269.85pt;">
					<span class="awspan awtext003" style="font-size:10pt; left:0pt; top:0.33pt;">Oświadczenie na temat świadczenia usług niebędących badaniem sprawozdania finansowego</span>
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				<div class="awdiv" style="top:287.35pt;">
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					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:0.33pt;">Zgodnie z naszą najlepszą wiedzą i przekonaniem oświadczamy, że usługi niebędące badaniem </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:11.83pt;">sprawozdań finansowych, które świadczyliśmy na rzecz Jednostki dominującej i jej spółek zależnych są </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:23.33pt;">zgodne z prawem i przepisami obowiązującymi w Polsce oraz że nie świadczyliśmy usług niebędących </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:34.82pt;">badaniem, które są zakazane na mocy art. 5 ust.1 Rozporządzenia UE oraz art.136 Ustawy o biegłych </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:46.32pt;">rewidentach.</span>
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					<div style="left:0pt; top:0pt;">
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					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:0.33pt;">Usługi niebędące badaniem sprawozdań finansowych, które świadczyliśmy na rzecz Jednostki dominującej </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:11.83pt;">i jej jednostek zależnych w badanym okresie zostały wymienione w nocie 5.33 skonsolidowanego </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:23.33pt;">sprawozdania finansowego.</span>
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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:408.84pt;">
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					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:0.33pt;">Zostaliśmy wybrani po raz pierwszy do badania rocznego skonsolidowanego sprawozdania finansowego </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:11.83pt;">Grupy uchwałą Rady Nadzorczej z dnia 13 listopada 2019 r. Skonsolidowane Sprawozdania finansowe </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:23.33pt;">Grupy badamy nieprzerwanie począwszy od roku obrotowego zakończonego 31 grudnia 2020 r., to jest </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:34.82pt;">przez 2 kolejne lata.</span>
					<span class="awspan awtext001" style="font-size:10pt; left:88.94pt; top:34.82pt;"> </span>
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					<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;">Tomasz Reinfuss.</span>
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							<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:0.33pt;">Tomasz Reinfuss</span>
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							<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:0.33pt;">Kluczowy Biegły Rewident</span>
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							<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:0.33pt;">Numer w rejestrze 90038</span>
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					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:0.33pt;">Katowice, 4 kwietnia 2022 r.</span>
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