Enea S.A. — Audit Report / Information 2023

Apr 9, 2025

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    • title: PL-ASR-Audit Report_v1
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') 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        • span (class="awspan awtext001", style="font-size:9pt; left:0pt; top:0pt; line-height:10.23pt;"): PricewaterhouseCoopers Polska spółka z ograniczoną odpowiedzialnością Audyt sp. k.,
        • span (class="awspan awtext001", style="font-size:9pt; left:0pt; top:10.23pt; line-height:10.23pt;"): Nowy Rynek, ul.
        • span (class="awspan awtext001", style="font-size:9pt; left:68.94pt; top:10.23pt; line-height:10.23pt;"): Wierzbięcice 1A, 61-569 Poznań, Polska
        • span (class="awspan awtext001", style="font-size:9pt; left:0pt; top:20.45pt; line-height:10.23pt;"): T: +48 (61) 851 1500, F: +48 (61) 851 1501, www.pwc.com
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          • span (class="awspan awtext002", style="font-size:6pt; left:0pt; top:0pt; line-height:6.82pt;"): PricewaterhouseCoopers Polska spółka z ograniczoną odpowiedzialnością Audyt Sp. k. is entered into the National Court Register maintained by the District
          • span (class="awspan awtext002", style="font-size:6pt; left:0pt; top:6.82pt; line-height:6.82pt;"): Court for the Capital City of Warsaw, under KRS number 0000750050, NIP 526-021-02-28. The seat of the Company is in Warsaw at Polna 11.
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top:34.95pt; width:76.3pt; height:58pt;") - div (class="awdiv", style="left:86.3pt; top:753.79pt;") - div (class="awdiv", style="left:-0.38pt; top:-0.38pt;") - img (alt="Image should be here", src="data:image/png;base64,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") - div (class="awdiv", style="left:99.25pt; top:99.25pt;") - span (class="awspan awtext002", style="font-size:16pt; color:#d04a02; left:0pt; top:18pt; line-height:18.18pt;"): Sprawozdanie niezależnego biegłego rewidenta z badania - div (class="awdiv", style="top:56.18pt;") - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:0.33pt; line-height:11.17pt;"): Dla Walnego Zgromadzenia i Rady Nadzorczej ENEA S.A. - div (class="awdiv", style="top:85.68pt;") - span (class="awspan awtext004", style="color:#d04a02; left:0pt; top:0.39pt; line-height:13.41pt;"): Sprawozdanie z badania rocznego skonsolidowanego sprawozdania - span (class="awspan awtext004", style="color:#d04a02; left:0pt; top:14.19pt; line-height:13.41pt;"): finansowego - div (class="awdiv", style="top:131.28pt;") - span (class="awspan awtext003", style="color:#d04a02; left:0pt; top:4.89pt; line-height:13.41pt;"): Nasza opinia - div (class="awdiv", style="left:-1.45pt; top:131.28pt; width:428.05pt; height:0pt; border-top:solid 0.75pt #d04a02;") - div (class="awdiv", style="top:155.58pt;") - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:0.33pt; line-height:11.17pt;"): Naszym zdaniem, załączone roczne skonsolidowane sprawozdanie finansowe: - div (class="awdiv", style="top:173.08pt;") - div (style="left:0pt; top:0pt;") - span (class="awspan awtext005", style="font-size:10pt; color:#d04a02; left:0pt; top:0pt; font-family:serif; line-height:12.25pt;"): • - span (class="awspan awtext003", style="font-size:10pt; left:17.85pt; top:1pt; line-height:11.17pt;"): przedstawia rzetelny i jasny obraz skonsolidowanej sytuacji majątkowej i finansowej ENEA - span (class="awspan awtext003", style="font-size:10pt; left:17.85pt; top:12.5pt; line-height:11.17pt;"): S.A. („Jednostka dominująca”) i jej spółek zależnych (razem „Grupa”) na dzień - span (class="awspan awtext003", style="font-size:10pt; left:17.85pt; top:24pt; line-height:11.17pt;"): 31 grudnia 2024 r. oraz skonsolidowanego wyniku finansowego i skonsolidowanych - span (class="awspan awtext003", style="font-size:10pt; left:17.85pt; top:35.5pt; line-height:11.17pt;"): przepływów pieniężnych Grupy za rok obrotowy zakończony w tym dniu zgodnie z - span (class="awspan awtext003", style="font-size:10pt; left:17.85pt; top:47pt; line-height:11.17pt;"): mającymi zastosowanie Międzynarodowymi Standardami Sprawozdawczości Finansowej - span (class="awspan awtext003", style="font-size:10pt; left:17.85pt; top:58.5pt; line-height:11.17pt;"): zatwierdzonymi przez Unię Europejską oraz przyjętymi zasadami (polityką) rachunkowości; - div (class="awdiv", style="top:248.74pt;") - div (style="left:0pt; top:0pt;") - span (class="awspan awtext005", style="font-size:10pt; color:#d04a02; left:0pt; top:0pt; font-family:serif; line-height:12.25pt;"): • - span (class="awspan awtext003", style="font-size:10pt; left:17.85pt; top:1pt; line-height:11.17pt;"): jest zgodne co do formy i treści z obowiązującymi Grupę przepisami prawa oraz statutem - span (class="awspan awtext003", style="font-size:10pt; left:17.85pt; top:12.5pt; line-height:11.17pt;"): Jednostki dominującej. - div (class="awdiv", style="top:278.42pt;") - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:0.33pt; line-height:11.17pt;"): Niniejsza opinia jest spójna z naszym sprawozdaniem dodatkowym dla Komitetu Audytu - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:11.83pt; line-height:11.17pt;"): Jednostki dominującej, które wydaliśmy z dniem niniejszego sprawozdania. - div (class="awdiv", style="top:307.41pt;") - span (class="awspan awtext004", style="font-size:10pt; left:0pt; top:0.33pt; line-height:11.17pt;"): Przedmiot naszego badania - div (class="awdiv", style="top:324.91pt;") - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:0.33pt; line-height:11.17pt;"): Przeprowadziliśmy badanie rocznego skonsolidowanego sprawozdania finansowego grupy - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:11.83pt; line-height:11.17pt;"): kapitałowej ENEA S.A., które zawiera: - div (class="awdiv", style="top:353.91pt;") - div (style="left:0pt; top:0pt;") - span (class="awspan awtext005", style="font-size:10pt; color:#d04a02; left:0pt; top:0pt; font-family:serif; line-height:12.25pt;"): • - span (class="awspan awtext003", style="font-size:10pt; left:17.85pt; top:1pt; line-height:11.17pt;"): skonsolidowane sprawozdanie z sytuacji finansowej na dzień 31 grudnia 2024 r.; - div (class="awdiv", style="top:372.08pt;") - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:0.33pt; line-height:11.17pt;"): oraz sporządzone za rok obrotowy zakończony tego dnia: - div (class="awdiv", style="top:389.58pt;") - div (style="left:0pt; top:0pt;") - span (class="awspan awtext005", style="font-size:10pt; color:#d04a02; left:0pt; top:0pt; font-family:serif; line-height:12.25pt;"): • - span (class="awspan awtext003", style="font-size:10pt; left:17.85pt; top:1pt; line-height:11.17pt;"): skonsolidowane sprawozdanie z całkowitych dochodów; - div (class="awdiv", style="top:407.76pt;") - div (style="left:0pt; top:0pt;") - span (class="awspan awtext005", style="font-size:10pt; color:#d04a02; left:0pt; top:0pt; font-family:serif; line-height:12.25pt;"): • - span (class="awspan awtext003", style="font-size:10pt; left:17.85pt; top:1pt; line-height:11.17pt;"): skonsolidowane sprawozdanie ze zmian w kapitale własnym; - div (class="awdiv", style="top:425.93pt;") - div (style="left:0pt; top:0pt;") - span (class="awspan awtext005", style="font-size:10pt; color:#d04a02; left:0pt; top:0pt; font-family:serif; line-height:12.25pt;"): • - span (class="awspan awtext003", style="font-size:10pt; left:17.85pt; top:1pt; line-height:11.17pt;"): skonsolidowane sprawozdanie z przepływów pieniężnych, oraz - div (class="awdiv", style="top:444.1pt;") - div (style="left:0pt; top:0pt;") - span (class="awspan awtext005", style="font-size:10pt; color:#d04a02; left:0pt; top:0pt; font-family:serif; line-height:12.25pt;"): • - span (class="awspan awtext003", style="font-size:10pt; left:17.85pt; top:1pt; line-height:11.17pt;"): dodatkowe informacje i objaśnienia zawierające informację o istotnych politykach - span (class="awspan awtext003", style="font-size:10pt; left:17.85pt; top:12.5pt; line-height:11.17pt;"): rachunkowości oraz inne informacje objaśniające. - div (class="awdiv", style="top:473.77pt;") - span (class="awspan awtext003", style="color:#d04a02; left:0pt; top:10.89pt; line-height:13.41pt;"): Podstawa opinii - div (class="awdiv", style="left:-1.45pt; top:479.77pt; width:428.05pt; height:0pt; border-top:solid 0.75pt #d04a02;") - div (class="awdiv", style="top:504.07pt;") - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:0.33pt; line-height:11.17pt;"): Nasze badanie przeprowadziliśmy zgodnie z Krajowymi Standardami Badania przyjętymi - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:11.83pt; line-height:11.17pt;"): uchwałami Krajowej Rady Biegłych Rewidentów oraz uchwałą Rady Polskiej Agencji Nadzoru - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:23.33pt; line-height:11.17pt;"): Audytowego („KSB”), a także stosownie do postanowień ustawy z dnia 11 maja 2017 r. o - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:34.82pt; line-height:11.17pt;"): biegłych rewidentach, firmach audytorskich oraz nadzorze publicznym („Ustawa o biegłych - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:46.32pt; line-height:11.17pt;"): rewidentach”) oraz Rozporządzenia UE nr 537/2014 z dnia 16 kwietnia 2014 r. w sprawie - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:57.82pt; line-height:11.17pt;"): szczegółowych wymogów dotyczących ustawowych badań sprawozdań finansowych jednostek - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:69.32pt; line-height:11.17pt;"): interesu publicznego („Rozporządzenie UE”). Nasza odpowiedzialność zgodnie z KSB została - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:80.82pt; line-height:11.17pt;"): dalej opisana w sekcji Odpowiedzialność biegłego rewidenta za badanie skonsolidowanego - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:92.32pt; line-height:11.17pt;"): sprawozdania finansowego. - div (class="awdiv", style="top:613.56pt;") - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:0.33pt; line-height:11.17pt;"): Uważamy, że dowody badania, które uzyskaliśmy są wystarczające i odpowiednie, aby - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:11.83pt; line-height:11.17pt;"): stanowić podstawę dla naszej opinii. - div (class="awdiv awpage", style="width:595.3pt; height:841.9pt;") - div (class="awdiv", style="left:99.25pt; top:792.4pt; clip:rect(0pt,496.05pt,22.15pt,-99.25pt);") - span (class="awspan awtext003", style="font-size:9.5pt; left:419.87pt; top:0.31pt; line-height:10.61pt;"): 2 - div (class="awdiv", title="A logo with black text

AI-generated content may be incorrect.") - img (alt="Image should be here", class="awimg", src="data:image/png;base64,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", style="left:50.65pt; top:25.35pt; width:76.3pt; height:58pt;") - div (class="awdiv", style="left:99.25pt; top:99.25pt;") - span (class="awspan awtext004", style="font-size:10pt; left:0pt; top:0.33pt; line-height:11.17pt;"): Niezależność - div (class="awdiv", style="top:17.5pt;") - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:0.33pt; line-height:11.17pt;"): Jesteśmy niezależni od Grupy zgodnie z „Podręcznikiem Międzynarodowego kodeksu etyki - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:11.83pt; line-height:11.17pt;"): zawodowych księgowych (w tym Międzynarodowych standardów niezależności)” („Kodeks - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:23.33pt; line-height:11.17pt;"): etyki”), przyjętym uchwałą Krajowej Rady Biegłych Rewidentów oraz z innymi wymogami - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:34.82pt; line-height:11.17pt;"): etycznymi, które mają zastosowanie do naszego badania skonsolidowanych sprawozdań - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:46.32pt; line-height:11.17pt;"): finansowych w Polsce. Wypełniliśmy nasze inne obowiązki etyczne zgodnie z tymi wymogami i - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:57.82pt; line-height:11.17pt;"): Kodeksem etyki. W trakcie przeprowadzania badania kluczowy biegły rewident oraz firma - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:69.32pt; line-height:11.17pt;"): audytorska pozostali niezależni od Grupy zgodnie z wymogami niezależności określonymi w - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:80.82pt; line-height:11.17pt;"): Ustawie o biegłych rewidentach oraz w Rozporządzeniu UE. - div (class="awdiv", style="top:115.49pt;") - span (class="awspan awtext003", style="color:#d04a02; left:0pt; top:10.89pt; line-height:13.41pt;"): Nasze podejście do badania - div (class="awdiv", style="left:-1.45pt; top:121.49pt; width:428.05pt; height:0pt; border-top:solid 0.75pt #d04a02;") - div (class="awdiv", style="top:145.79pt;") - span (class="awspan awtext004", style="font-size:10pt; left:0pt; top:0.33pt; line-height:11.17pt;"): Podsumowanie - div (class="awdiv", style="left:114.1pt; top:163.29pt;") - span (class="awspan awtext003", style="font-size:6pt; left:0pt; top:4.7pt; line-height:6.7pt;") - div (class="awdiv", style="left:112.65pt; top:163.29pt; width:313.95pt; height:0pt; border-top:solid 0.75pt #d04a02;") - div (class="awdiv", style="left:127.55pt; top:180.69pt;") - div (style="left:0pt; top:0pt;") - span (class="awspan awtext005", style="font-size:10pt; color:#d04a02; left:0pt; top:0pt; font-family:serif; line-height:12.25pt;"): • - span (class="awspan awtext003", style="font-size:10pt; left:17.85pt; top:1pt; line-height:11.17pt;"): Istotność ogólna przyjęta do badania została określona na - span (class="awspan awtext003", style="font-size:10pt; left:17.85pt; top:12.5pt; line-height:11.17pt;"): poziomie 118 mln zł, co stanowi 2,5% średniego miernika - span (class="awspan awtext003", style="font-size:10pt; left:17.85pt; top:24pt; line-height:11.17pt;"): zysku EBITDA w horyzoncie 3-letnim, zdefiniowanego w - span (class="awspan awtext003", style="font-size:10pt; left:17.85pt; top:35.5pt; line-height:11.17pt;"): skonsolidowanym sprawozdaniu finansowym w nocie - span (class="awspan awtext003", style="font-size:10pt; left:17.85pt; top:47pt; line-height:11.17pt;"): „Segmenty operacyjne”. - div (class="awdiv", style="left:114.1pt; top:244.86pt;") - span (class="awspan awtext003", style="font-size:6pt; left:0pt; top:16.7pt; line-height:6.7pt;") - div (class="awdiv", style="left:112.65pt; top:256.86pt; width:313.95pt; height:0pt; border-top:solid 0.75pt #d04a02;") - div (class="awdiv", style="left:127.55pt; top:274.26pt;") - div (style="left:0pt; top:0pt;") - span (class="awspan awtext005", style="font-size:10pt; color:#d04a02; left:0pt; top:0pt; font-family:serif; line-height:12.25pt;"): • - span (class="awspan awtext003", style="font-size:10pt; left:17.85pt; top:1pt; line-height:11.17pt;"): Przeprowadziliśmy badanie Jednostki dominującej i 21 spółek - span (class="awspan awtext003", style="font-size:10pt; left:17.85pt; top:12.5pt; line-height:11.17pt;"): zależnych. - div (class="awdiv", style="left:127.55pt; top:303.93pt;") - div (style="left:0pt; top:0pt;") - span (class="awspan awtext005", style="font-size:10pt; color:#d04a02; left:0pt; top:18.5pt; font-family:serif; line-height:12.25pt;"): • - span (class="awspan awtext003", style="font-size:10pt; left:17.85pt; top:19.5pt; line-height:11.17pt;"): Skutki zmiany regulacji dotyczących cen energii elektrycznej - div (class="awdiv", style="left:127.55pt; top:352.6pt;") - div (style="left:0pt; top:0pt;") - span (class="awspan awtext005", style="font-size:10pt; color:#d04a02; left:0pt; top:0pt; font-family:serif; line-height:12.25pt;"): • - span (class="awspan awtext003", style="font-size:10pt; left:17.85pt; top:1pt; line-height:11.17pt;"): Roszczenia z tytułu bezumownego korzystania z gruntów - div (class="awdiv", style="left:126.1pt; top:303.93pt; width:300.5pt; height:0pt; border-top:solid 0.75pt #d04a02;") - div (class="awdiv", style="left:127.55pt; top:382.77pt;") - div (style="left:0pt; top:0pt;") - span (class="awspan awtext005", style="font-size:10pt; color:#d04a02; left:0pt; top:0pt; font-family:serif; line-height:12.25pt;"): • - span (class="awspan awtext003", style="font-size:10pt; left:17.85pt; top:1pt; line-height:11.17pt;"): Utrata wartości aktywów trwałych. - div (class="awdiv", style="left:113.35pt; top:412.95pt;") - span (class="awspan awtext003", style="font-size:6pt; left:0pt; top:4.7pt; line-height:6.7pt;") - div (class="awdiv", style="left:111.9pt; top:412.95pt; width:314.7pt; height:0pt; border-top:solid 0.75pt #d04a02;") - div (class="awdiv", style="top:424.35pt;") - div (class="awdiv", style="clip:rect(0pt,476.2pt,2.15pt,0pt);") - div (class="awdiv", style="left:5.4pt;") - span (class="awspan awtext003", style="font-size:1pt; left:0pt; top:0.03pt; line-height:1.12pt;") - div (class="awdiv", style="top:425.5pt;") - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:0.33pt; line-height:11.17pt;"): Zaprojektowaliśmy nasze badanie ustalając istotność i oceniając ryzyko istotnego - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:11.83pt; line-height:11.17pt;"): zniekształcenia skonsolidowanego sprawozdania finansowego. W szczególności rozważyliśmy, - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:23.33pt; line-height:11.17pt;"): gdzie Zarząd Jednostki dominującej dokonał subiektywnych osądów; na przykład w odniesieniu - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:34.82pt; line-height:11.17pt;"): do znaczących szacunków księgowych, które wymagały przyjęcia założeń oraz rozważenia - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:46.32pt; line-height:11.17pt;"): wystąpienia przyszłych zdarzeń, które z natury są niepewne. Odnieśliśmy się również do ryzyka - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:57.82pt; line-height:11.17pt;"): obejścia przez Zarząd Jednostki dominującej kontroli wewnętrznej, w tym – wśród innych spraw - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:69.32pt; line-height:11.17pt;"): – rozważyliśmy, czy wystąpiły dowody na stronniczość Zarządu Jednostki dominującej, która - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:80.82pt; line-height:11.17pt;"): stanowiłaby ryzyko istotnego zniekształcenia spowodowanego oszustwem. - div (class="awdiv", style="top:523.49pt;") - span (class="awspan awtext004", style="font-size:10pt; left:0pt; top:0.33pt; line-height:11.17pt;"): Istotność - div (class="awdiv", style="top:540.99pt;") - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:0.33pt; line-height:11.17pt;"): Na zakres naszego badania miał wpływ przyjęty poziom istotności. Badanie zaprojektowane - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:11.83pt; line-height:11.17pt;"): zostało w celu uzyskania racjonalnej pewności, czy skonsolidowane sprawozdanie finansowe - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:23.33pt; line-height:11.17pt;"): jako całość nie zawiera istotnego zniekształcenia. Zniekształcenia mogą powstać na skutek - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:34.82pt; line-height:11.17pt;"): oszustwa lub błędu. Zniekształcenia są uważane za istotne, jeżeli można racjonalnie - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:46.32pt; line-height:11.17pt;"): oczekiwać, że pojedynczo lub łącznie mogłyby wpłynąć na decyzje ekonomiczne użytkowników - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:57.82pt; line-height:11.17pt;"): podjęte na podstawie skonsolidowanego sprawozdania finansowego. - div (class="awdiv", style="top:615.98pt;") - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:0.33pt; line-height:11.17pt;"): Na podstawie naszego zawodowego osądu ustaliliśmy progi ilościowe dla istotności, w tym - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:11.83pt; line-height:11.17pt;"): ogólną istotność w odniesieniu do skonsolidowanego sprawozdania finansowego jako całości, - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:23.33pt; line-height:11.17pt;"): którą przedstawiamy poniżej. Progi te, wraz z czynnikami jakościowymi, umożliwiły nam - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:34.82pt; line-height:11.17pt;"): określenie zakresu naszego badania oraz rodzaj, czas i zasięg procedur badania, a także - div (class="awdiv", style="left:99.25pt; top:262.59pt;") - img (alt="Image should be here", class="awimg", 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top:25.35pt; width:76.3pt; height:58pt;") - div (class="awdiv", style="left:99.25pt; top:99.25pt;") - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:0.33pt; line-height:11.17pt;"): ocenę wpływu zniekształceń, zarówno indywidualnie, jak i łącznie na skonsolidowane - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:11.83pt; line-height:11.17pt;"): sprawozdanie finansowe jako całość. - div (class="awdiv", style="top:29pt;") - div (class="awdiv", style="clip:rect(0pt,198.45pt,23pt,0pt);") - div (class="awdiv", style="left:-0.25pt;") - span (class="awspan awtext004", style="font-size:10pt; color:#d04a02; left:0pt; top:4.83pt; line-height:11.17pt;"): Ogólna istotność - span (class="awspan awtext003", style="font-size:10pt; left:81.67pt; top:4.83pt; line-height:11.17pt;") - span (class="awspan awtext004", style="font-size:10pt; color:#d04a02; left:84.45pt; top:4.83pt; line-height:11.17pt;"): dla Grupy - div (class="awdiv", style="left:-1.7pt; top:0pt; width:196.2pt; height:0pt; border-top:solid 0.75pt #d04a02;") - div (class="awdiv", style="left:198.45pt; clip:rect(0pt,277.75pt,23pt,0pt);") - div (class="awdiv", style="left:-0.25pt;") - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:4.83pt; line-height:11.17pt;"): 118 mln zł - div (class="awdiv", style="left:-1.7pt; top:0pt; width:275.5pt; height:0pt; border-top:solid 0.75pt #d04a02;") - div (class="awdiv", style="top:22pt;") - div (class="awdiv", style="clip:rect(0pt,198.45pt,23pt,0pt);") - div (class="awdiv", style="left:-0.25pt;") - span (class="awspan awtext004", style="font-size:10pt; color:#d04a02; left:0pt; top:4.83pt; line-height:11.17pt;"): Podstawa ustalenia - div (class="awdiv", style="left:-1.7pt; top:0pt; width:196.2pt; height:0pt; border-top:solid 0.75pt #d04a02;") - div (class="awdiv", style="left:198.45pt; clip:rect(0pt,277.75pt,23pt,0pt);") - div (class="awdiv", style="left:-0.25pt;") - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:4.83pt; line-height:11.17pt;"): 2,5% średniego miernika EBITDA w horyzoncie 3-letnim - div (class="awdiv", style="left:-1.7pt; top:0pt; width:275.5pt; height:0pt; border-top:solid 0.75pt #d04a02;") - div (class="awdiv", style="top:44pt;") - div (class="awdiv", style="clip:rect(0pt,198.45pt,195.48pt,0pt);") - div (class="awdiv", style="left:-0.25pt;") - span (class="awspan awtext004", style="font-size:10pt; color:#d04a02; left:0pt; top:4.83pt; line-height:11.17pt;"): Uzasadnienie przyjętej podstawy - div (class="awdiv", style="left:-1.7pt; top:0pt; width:196.2pt; height:0pt; border-top:solid 0.75pt #d04a02;") - div (class="awdiv", style="left:198.45pt; clip:rect(0pt,277.75pt,195.48pt,0pt);") - div (class="awdiv", style="left:-0.25pt;") - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:4.83pt; line-height:11.17pt;"): Przyjęliśmy wartość EBITDA (zdefiniowany w nocie - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:16.33pt; line-height:11.17pt;"): „Segmenty operacyjne”) jako podstawę określenia istotności, - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:27.83pt; line-height:11.17pt;"): ponieważ naszym zdaniem miernik ten może być - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:39.32pt; line-height:11.17pt;"): powszechnie używany do oceny działalności Grupy przez - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:50.82pt; line-height:11.17pt;"): użytkowników sprawozdań finansowych oraz jest ogólnie - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:62.32pt; line-height:11.17pt;"): przyjętym wskaźnikiem odniesienia. EBITDA stanowi - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:73.82pt; line-height:11.17pt;"): alternatywny wskaźnik pomiaru wyniku (APM), a za jego - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:85.32pt; line-height:11.17pt;"): zdefiniowanie i wyliczenie odpowiedzialność ponosi - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:96.82pt; line-height:11.17pt;"): kierownictwo Jednostki dominującej. Przyjęcie miernika - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:108.32pt; line-height:11.17pt;"): EBITDA do ustalenia istotności nie oznacza potwierdzenia - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:119.82pt; line-height:11.17pt;"): przez nas zasadności stosowania tego miernika do - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:131.32pt; line-height:11.17pt;"): podejmowania decyzji ekonomicznych lub potwierdzenia - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:142.82pt; line-height:11.17pt;"): prawidłowości jego ustalenia. Istotność przyjęliśmy na - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:154.31pt; line-height:11.17pt;"): poziomie 2,5%, ponieważ na podstawie naszego - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:165.81pt; line-height:11.17pt;"): profesjonalnego osądu mieści się on w zakresie - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:177.31pt; line-height:11.17pt;"): akceptowalnych progów ilościowych istotności. - div (class="awdiv", style="left:-1.7pt; top:0pt; width:275.5pt; height:0pt; border-top:solid 0.75pt #d04a02;") - div (class="awdiv", style="top:268.63pt;") - div (class="awdiv", style="clip:rect(0pt,476.2pt,12.4pt,0pt);") - div (class="awdiv", style="left:5.4pt;") - span (class="awspan awtext003", style="font-size:6pt; left:0pt; top:4.7pt; line-height:6.7pt;") - div (class="awdiv", style="left:3.95pt; top:0pt; width:468.3pt; height:0pt; border-top:solid 0.75pt #d04a02;") - div (class="awdiv", style="top:280.03pt;") - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:0.33pt; line-height:11.17pt;"): Uzgodniliśmy z Komitetem Audytu Radą Nadzorczą Jednostki dominującej, że poinformujemy - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:11.83pt; line-height:11.17pt;"): o zidentyfikowanych podczas badania zniekształceniach skonsolidowanego sprawozdania - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:23.33pt; line-height:11.17pt;"): finansowego o wartości większej niż 11,8 mln zł, za wyjątkiem kwestii dotyczących klasyfikacji - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:34.82pt; line-height:11.17pt;"): (prezentacji) i ujawnień dla których przyjęto poziom 118 mln zł, a także zniekształceniach - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:46.32pt; line-height:11.17pt;"): poniżej tej kwoty, jeżeli w naszej ocenie byłoby to uzasadnione ze względu na czynniki - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:57.82pt; line-height:11.17pt;"): jakościowe. - div (class="awdiv", style="top:355.02pt;") - span (class="awspan awtext004", style="font-size:10pt; left:0pt; top:0.33pt; line-height:11.17pt;"): Zakres badania Grupy - div (class="awdiv", style="top:372.52pt;") - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:0.33pt; line-height:11.17pt;"): Dostosowaliśmy zakres naszego badania w celu wykonania wystarczającej pracy - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:11.83pt; line-height:11.17pt;"): umożliwiającej nam wydanie opinii o skonsolidowanym sprawozdaniu finansowym jako całości, - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:23.33pt; line-height:11.17pt;"): biorąc pod uwagę strukturę Grupy, procesy księgowe i kontrole oraz branżę, w której działa - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:34.82pt; line-height:11.17pt;"): Grupa. - div (class="awdiv", style="top:424.52pt;") - span (class="awspan awtext003", style="color:#d04a02; left:0pt; top:10.89pt; line-height:13.41pt;"): Kluczowe sprawy badania - div (class="awdiv", style="left:-1.45pt; top:430.52pt; width:428.05pt; height:0pt; border-top:solid 0.75pt #d04a02;") - div (class="awdiv", style="top:454.82pt;") - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:0.33pt; line-height:11.17pt;"): Kluczowe sprawy badania są to sprawy, które według naszego zawodowego osądu były - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:11.83pt; line-height:11.17pt;"): najbardziej znaczące podczas naszego badania skonsolidowanego sprawozdania finansowego - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:23.33pt; line-height:11.17pt;"): za bieżący okres. Obejmują one najbardziej znaczące ocenione rodzaje ryzyka istotnego - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:34.82pt; line-height:11.17pt;"): zniekształcenia, w tym ocenione rodzaje ryzyka istotnego zniekształcenia spowodowanego - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:46.32pt; line-height:11.17pt;"): oszustwem. Do spraw tych odnieśliśmy się w kontekście naszego badania skonsolidowanego - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:57.82pt; line-height:11.17pt;"): sprawozdania finansowego jako całości oraz przy formułowaniu naszej opinii. Nie wyrażamy - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:69.32pt; line-height:11.17pt;"): osobnej opinii na temat tych spraw. - div (class="awdiv awpage", style="width:595.3pt; height:841.9pt;") - div (class="awdiv", style="left:99.25pt; top:792.4pt; clip:rect(0pt,496.05pt,22.15pt,-99.25pt);") - span (class="awspan awtext003", style="font-size:9.5pt; left:419.87pt; top:0.31pt; line-height:10.61pt;"): 4 - div (class="awdiv", title="A logo with black text

AI-generated content may be incorrect.") - img (alt="Image should be here", class="awimg", src="data:image/png;base64,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", style="left:50.65pt; top:25.35pt; width:76.3pt; height:58pt;") - div (class="awdiv", style="left:99.25pt; top:99.25pt;") - div (class="awdiv", style="left:-0.05pt; top:-0.05pt; width:198.35pt; height:23.4pt; background-color:#d04a02; border:solid 0.1pt #d04a02;") - div (class="awdiv", style="clip:rect(0pt,198.45pt,24.5pt,0pt);") - div (class="awdiv", style="left:5.4pt;") - span (class="awspan awtext004", style="font-size:10pt; color:#ffffff; left:0pt; top:6.33pt; line-height:11.17pt;"): Kluczowa sprawa badania - div (class="awdiv", style="left:198.4pt; top:-0.05pt; width:262.15pt; height:23.4pt; background-color:#d04a02; border:solid 0.1pt #d04a02;") - div (class="awdiv", style="left:198.45pt; clip:rect(0pt,262.25pt,24.5pt,0pt);") - div (class="awdiv", style="left:5.4pt;") - span (class="awspan awtext004", style="font-size:10pt; color:#ffffff; left:0pt; top:6.33pt; line-height:11.17pt;"): Jak nasze badanie odniosło się do tej sprawy - div (class="awdiv", style="top:24.65pt;") - div (class="awdiv", style="clip:rect(0pt,227.9pt,35.55pt,0pt);") - div (class="awdiv", style="left:5.4pt;") - span (class="awspan awtext003", style="font-size:10pt; color:#d04a02; left:0pt; top:4.83pt; line-height:11.17pt;"): Skutki zmiany regulacji dotyczących cen energii - span (class="awspan awtext003", style="font-size:10pt; color:#d04a02; left:0pt; top:16.33pt; line-height:11.17pt;"): elektrycznej - div (class="awdiv", style="left:3.95pt; top:0pt; width:220pt; height:0pt; border-top:solid 0.75pt #d04a02;") - div (class="awdiv", style="left:227.9pt; clip:rect(0pt,234.6pt,35.55pt,0pt);") - div (class="awdiv", style="left:5.4pt;") - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:4.83pt; line-height:11.17pt;") - div (class="awdiv", style="left:3.95pt; top:0pt; width:226.7pt; height:0pt; border-top:solid 0.75pt #d04a02;") - div (class="awdiv", style="top:34.55pt;") - div (class="awdiv", style="clip:rect(0pt,227.9pt,259.98pt,0pt);") - div (class="awdiv", style="left:5.4pt;") - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:0.33pt; line-height:11.17pt;"): W punkcie 8 dodatkowych informacji i objaśnień - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:11.83pt; line-height:11.17pt;"): do skonsolidowanego sprawozdania - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:23.33pt; line-height:11.17pt;"): finansowego Grupa przedstawiła ujawnienia na - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:34.82pt; line-height:11.17pt;"): temat szacowanej skali wpływu na - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:46.32pt; line-height:11.17pt;"): skonsolidowane sprawozdanie finansowe - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:57.82pt; line-height:11.17pt;"): regulacji wynikających z ustawy z 27 - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:69.32pt; line-height:11.17pt;"): października 2022 r. o środkach - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:80.82pt; line-height:11.17pt;"): nadzwyczajnych mających na celu ograniczenie - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:92.32pt; line-height:11.17pt;"): wysokości cen energii elektrycznej oraz - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:103.82pt; line-height:11.17pt;"): wsparciu niektórych odbiorców w 2023 roku oraz - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:115.32pt; line-height:11.17pt;"): w 2024 roku. - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:126.82pt; line-height:11.17pt;") - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:138.32pt; line-height:11.17pt;"): Na bazie tych przepisów, Grupa wykazała w - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:149.81pt; line-height:11.17pt;"): 2024 roku przychód z tytułu rekompensat w - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:161.31pt; line-height:11.17pt;"): kwocie 1 720 mln zł. - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:172.81pt; line-height:11.17pt;") - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:184.31pt; line-height:11.17pt;"): Mając na uwadze istotność wpływu powyższego - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:195.81pt; line-height:11.17pt;"): zagadnienia na skonsolidowane sprawozdanie - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:207.31pt; line-height:11.17pt;"): finansowe, kwestia ta była przedmiotem naszych - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:218.81pt; line-height:11.17pt;"): analiz. - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:230.31pt; line-height:11.17pt;") - div (class="awdiv", style="left:227.9pt; clip:rect(0pt,234.6pt,259.98pt,0pt);") - div (class="awdiv", style="left:5.4pt;") - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:0.33pt; line-height:11.17pt;"): Nasze procedury obejmowały w szczególności: - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:11.83pt; line-height:11.17pt;") - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:23.33pt; line-height:11.17pt;"): • analizę zapisów ustawy z 27 października 2022 - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:34.82pt; line-height:11.17pt;"): r. o środkach nadzwyczajnych mających na celu - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:46.32pt; line-height:11.17pt;"): ograniczenie wysokości cen energii elektrycznej - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:57.82pt; line-height:11.17pt;"): oraz wsparciu niektórych odbiorców w 2023 roku - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:69.32pt; line-height:11.17pt;"): oraz w 2024 roku; - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:80.82pt; line-height:11.17pt;") - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:92.32pt; line-height:11.17pt;"): • krytyczną ocenę przyjętych przez Zarząd - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:103.82pt; line-height:11.17pt;"): założeń oraz dokonanych osądów i szacunków - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:115.32pt; line-height:11.17pt;"): służących określeniu czy na dzień 31 grudnia - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:126.82pt; line-height:11.17pt;"): 2024 roku istnieją umowy rodzące obciążenia; - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:138.32pt; line-height:11.17pt;") - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:149.81pt; line-height:11.17pt;"): • wykonanie testów analitycznych przychodów z - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:161.31pt; line-height:11.17pt;"): tytułu rekompensat; - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:172.81pt; line-height:11.17pt;") - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:184.31pt; line-height:11.17pt;"): • ocenę poprawności i kompletności ujawnień. - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:195.81pt; line-height:11.17pt;") - div (class="awdiv awpage", style="width:595.3pt; height:841.9pt;") - div (class="awdiv", style="left:99.25pt; top:792.4pt; clip:rect(0pt,496.05pt,22.15pt,-99.25pt);") - span (class="awspan awtext003", style="font-size:9.5pt; left:419.87pt; top:0.31pt; line-height:10.61pt;"): 5 - div (class="awdiv", title="A logo with black text

AI-generated content may be incorrect.") - img (alt="Image should be here", class="awimg", src="data:image/png;base64,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", style="left:50.65pt; 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left:0pt; top:0.33pt; line-height:11.17pt;"): W notach 30 i 39.3 dodatkowych informacji i - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:11.83pt; line-height:11.17pt;"): objaśnień do skonsolidowanego - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:23.33pt; line-height:11.17pt;"): sprawozdania finansowego Grupa - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:34.82pt; line-height:11.17pt;"): przedstawiła ujawnienia na temat roszczeń z - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:46.32pt; line-height:11.17pt;"): tytułu bezumownego korzystania przez Grupę - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:57.82pt; line-height:11.17pt;"): z gruntów stanowiących własność stron - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:69.32pt; line-height:11.17pt;"): trzecich. - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:80.82pt; line-height:11.17pt;") - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:92.32pt; line-height:11.17pt;"): Ze względu na fakt, iż Grupa nie posiada - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:103.82pt; line-height:11.17pt;"): tytułu prawnego do korzystania z gruntu dla - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:115.32pt; line-height:11.17pt;"): wszystkich obiektów, na których usytuowane - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:126.82pt; line-height:11.17pt;"): są linie elektroenergetyczne i pozostały - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:138.32pt; line-height:11.17pt;"): majątek sieciowy, Grupa tworzy rezerwy na - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:149.81pt; line-height:11.17pt;"): odszkodowania z tytułu bezumownego - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:161.31pt; line-height:11.17pt;"): korzystania z gruntów. Grupa oszacowała - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:172.81pt; line-height:11.17pt;"): wartość rezerwy na odszkodowania zarówno - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:184.31pt; line-height:11.17pt;"): dla gruntów, wobec których zgłoszono - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:195.81pt; line-height:11.17pt;"): roszczenie, jak i dla tych, dla których - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:207.31pt; line-height:11.17pt;"): roszczenie nie zostało jeszcze przedstawione - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:218.81pt; line-height:11.17pt;"): na bazie oceny prawdopodobieństwa - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:230.31pt; line-height:11.17pt;"): wystąpienia kolejnych roszczeń w całej - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:241.81pt; line-height:11.17pt;"): populacji przypadków bezumownego - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:253.31pt; line-height:11.17pt;"): korzystania z gruntu. - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:264.8pt; line-height:11.17pt;") - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:276.3pt; line-height:11.17pt;"): Wartość bilansowa rezerwy na roszczenia z - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:287.8pt; line-height:11.17pt;"): tytułu bezumownego korzystania z gruntów na - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:299.3pt; line-height:11.17pt;"): dzień 31 grudnia 2024 roku wynosi 252 mln zł. - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:310.8pt; line-height:11.17pt;"): W odniesieniu do stanu na dzień 31 grudnia - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:322.3pt; line-height:11.17pt;"): 2023 roku rezerwa ta uległa zwiększeniu o - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:333.8pt; line-height:11.17pt;"): kwotę 5 mln zł. - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:345.3pt; line-height:11.17pt;") - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:356.8pt; line-height:11.17pt;"): Mając na uwadze istotność pozycji w - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:368.3pt; line-height:11.17pt;"): skonsolidowanym sprawozdaniu finansowym, - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:379.79pt; line-height:11.17pt;"): a także ze względu na nieodłączne ryzyko - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:391.29pt; line-height:11.17pt;"): niepewności w zakresie ustalania poziomu - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:402.79pt; line-height:11.17pt;"): rezerwy kwestia ta była przedmiotem naszych - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:414.29pt; line-height:11.17pt;"): poszerzonych analiz i uznaliśmy ją za - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:425.79pt; line-height:11.17pt;"): kluczową kwestię badania. - div (class="awdiv", style="left:217.05pt; clip:rect(0pt,239.25pt,483.85pt,0pt);") - div (class="awdiv", style="left:5.4pt;") - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:0.33pt; line-height:11.17pt;"): Nasze procedury obejmowały w szczególności: - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:11.83pt; line-height:11.17pt;") - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:23.33pt; line-height:11.17pt;"): • zrozumienie i ocenę zgodności stosowanej przez - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:34.82pt; line-height:11.17pt;"): Grupę polityki rachunkowości w zakresie - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:46.32pt; line-height:11.17pt;"): ujmowania rezerw na roszczenia z tytułu - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:57.82pt; line-height:11.17pt;"): bezumownego korzystania z gruntów z - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:69.32pt; line-height:11.17pt;"): odpowiednimi standardami sprawozdawczości - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:80.82pt; line-height:11.17pt;"): finansowej oraz zapoznanie się z obowiązującymi - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:92.32pt; line-height:11.17pt;"): przepisami prawa i praktyką rynkową; - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:103.82pt; line-height:11.17pt;") - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:115.32pt; line-height:11.17pt;"): • analizę otrzymanych niezależnie listów od - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:126.82pt; line-height:11.17pt;"): prawników obsługujących Grupę w sprawach - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:138.32pt; line-height:11.17pt;"): spornych pod kątem:- prawidłowego i kompletnego - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:149.81pt; line-height:11.17pt;"): ujęcia w stosowanych przez Grupę modelach - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:161.31pt; line-height:11.17pt;"): kalkulacji rezerwy kwoty zgłoszonych roszczeń, - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:172.81pt; line-height:11.17pt;"): oraz- prawnej oceny prawdopodobieństwa ich - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:184.31pt; line-height:11.17pt;"): niekorzystnego dla Grupy rozstrzygnięcia. Wybrane - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:195.81pt; line-height:11.17pt;"): kwestie w tym zakresie zostały omówione z - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:207.31pt; line-height:11.17pt;"): zarządami spółek Grupy, których dotyczą - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:218.81pt; line-height:11.17pt;"): roszczenia; - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:230.31pt; line-height:11.17pt;") - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:241.81pt; line-height:11.17pt;"): • krytyczną ocenę założeń i szacunków Grupy (w - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:253.31pt; line-height:11.17pt;"): tym prawdopodobieństwa negatywnego - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:264.8pt; line-height:11.17pt;"): rozstrzygnięcia) na podstawie analizy wybranej - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:276.3pt; line-height:11.17pt;"): próby zgłoszonych roszczeń, w tym w - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:287.8pt; line-height:11.17pt;"): szczególności przebiegu toczących się w ich - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:299.3pt; line-height:11.17pt;"): przedmiocie postępowań sądowych; - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:310.8pt; line-height:11.17pt;") - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:322.3pt; line-height:11.17pt;"): • analizę metodologii kalkulacji rezerwy na - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:333.8pt; line-height:11.17pt;"): roszczenia niezgłoszone do Grupy, w tym założeń - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:345.3pt; line-height:11.17pt;"): co do prawdopodobieństwa wystąpienia kolejnych - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:356.8pt; line-height:11.17pt;"): roszczeń w całej populacji przypadków - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:368.3pt; line-height:11.17pt;"): bezumownego korzystania z gruntów, oraz ocenę - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:379.79pt; line-height:11.17pt;"): zasadności zmian założeń (lub ich braku) w - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:391.29pt; line-height:11.17pt;"): porównaniu z założeniami przyjmowanymi w latach - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:402.79pt; line-height:11.17pt;"): ubiegłych; - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:414.29pt; line-height:11.17pt;") - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:425.79pt; line-height:11.17pt;"): • ocenę poprawności i kompletności ujawnień - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:437.29pt; line-height:11.17pt;"): dotyczących roszczeń z tytułu bezumownego - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:448.79pt; line-height:11.17pt;"): korzystania z gruntów w skonsolidowanym - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:460.29pt; line-height:11.17pt;"): sprawozdaniu finansowym. - div (class="awdiv awpage", style="width:595.3pt; height:841.9pt;") - div (class="awdiv", style="left:99.25pt; top:792.4pt; clip:rect(0pt,496.05pt,22.15pt,-99.25pt);") - span (class="awspan awtext003", style="font-size:9.5pt; left:419.87pt; top:0.31pt; line-height:10.61pt;"): 6 - div (class="awdiv", title="A logo with black text

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top:25.35pt; width:76.3pt; height:58pt;") - div (class="awdiv", style="left:70.43pt; top:727.85pt;") - div (class="awdiv", style="clip:rect(0pt,482.8pt,14.8pt,0pt);") - div (class="awdiv", style="left:3.95pt; top:0pt; width:474.9pt; height:0pt; border-top:solid 0.75pt #d04a02;") - div (class="awdiv", style="left:99.25pt; top:126.45pt;") - div (class="awdiv", style="clip:rect(0pt,233.95pt,23pt,0pt);") - div (class="awdiv", style="left:5.4pt;") - span (class="awspan awtext003", style="font-size:10pt; color:#d04a02; left:0pt; top:4.83pt; line-height:11.17pt;"): Utrata wartości aktywów trwałych. - div (class="awdiv", style="left:3.95pt; top:0pt; width:226.05pt; height:0pt; border-top:solid 0.75pt #d04a02;") - div (class="awdiv", style="left:233.95pt; clip:rect(0pt,233.9pt,23pt,0pt);") - div (class="awdiv", style="left:3.95pt; top:0pt; width:226pt; height:0pt; border-top:solid 0.75pt #d04a02;") - div (class="awdiv", style="top:22pt;") - div (class="awdiv", style="clip:rect(0pt,233.95pt,559.95pt,0pt);") - div (class="awdiv", style="left:5.4pt;") - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:0.33pt; line-height:11.17pt;"): W nocie “Utrata wartości aktywów - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:11.83pt; line-height:11.17pt;"): niefinansowych” dodatkowych informacji i - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:23.33pt; line-height:11.17pt;"): objaśnień do skonsolidowanego sprawozdania - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:34.82pt; line-height:11.17pt;"): finansowego Grupa przedstawiła ujawnienia - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:46.32pt; line-height:11.17pt;"): dotyczące testów na utratę wartości - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:57.82pt; line-height:11.17pt;"): przeprowadzonych w odniesieniu do ośrodków - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:69.32pt; line-height:11.17pt;"): wypracowujących środki pieniężne (CGU) w - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:80.82pt; line-height:11.17pt;"): obszarze wytwarzania energii w podziale na - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:92.32pt; line-height:11.17pt;"): rodzaje źródeł wytwórczych oraz w obszarze - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:103.82pt; line-height:11.17pt;"): wydobycia. Grupa ujawniła wyniki testów, przyjęte - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:115.32pt; line-height:11.17pt;"): założenia do wyliczenia wartości użytkowej oraz - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:126.82pt; line-height:11.17pt;"): analizę wrażliwości wyliczeń na rozsądnie - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:138.32pt; line-height:11.17pt;"): możliwą zmianę głównych założeń użytych w - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:149.81pt; line-height:11.17pt;"): kalkulacji wartości odzyskiwalnej. - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:161.31pt; line-height:11.17pt;") - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:172.81pt; line-height:11.17pt;"): Zgodnie z MSR 36 „Utrata wartości aktywów”, - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:184.31pt; line-height:11.17pt;"): Zarząd Jednostki dominującej przeprowadza na - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:195.81pt; line-height:11.17pt;"): koniec okresu sprawozdawczego analizę - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:207.31pt; line-height:11.17pt;"): przesłanek dotyczących utraty wartości, a w - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:218.81pt; line-height:11.17pt;"): przypadku wystąpienia przesłanek - - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:230.31pt; line-height:11.17pt;"): przeprowadzane są testy na utratę wartości na - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:241.81pt; line-height:11.17pt;"): dany dzień sprawozdawczy. - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:253.31pt; line-height:11.17pt;") - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:264.8pt; line-height:11.17pt;"): W wyniku przeprowadzonych testów na utratę - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:276.3pt; line-height:11.17pt;"): wartości w 2024 roku nastąpił wzrost odpisów z - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:287.8pt; line-height:11.17pt;"): tytułu utraty wartości niefinansowych aktywów - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:299.3pt; line-height:11.17pt;"): trwałych w wartości 2 237 mln zł. - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:310.8pt; line-height:11.17pt;") - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:322.3pt; line-height:11.17pt;"): Wyliczenie wartości odzyskiwalnej jest związane z - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:333.8pt; line-height:11.17pt;"): koniecznością przyjęcia szeregu założeń i - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:345.3pt; line-height:11.17pt;"): dokonania osądów przez Zarząd Jednostki - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:356.8pt; line-height:11.17pt;"): dominującej, dotyczących między innymi przyjętej - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:368.3pt; line-height:11.17pt;"): strategii Grupy, planów finansowych i prognoz - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:379.79pt; line-height:11.17pt;"): przepływów pieniężnych na kolejne lata, oraz - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:391.29pt; line-height:11.17pt;"): założeń makroekonomicznych i rynkowych - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:402.79pt; line-height:11.17pt;"): (głównie dotyczących, dla obszaru wytwarzania - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:414.29pt; line-height:11.17pt;"): energii, cen energii elektrycznej, cen paliw, cen - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:425.79pt; line-height:11.17pt;"): praw do emisji CO2, systemu wsparcia - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:437.29pt; line-height:11.17pt;"): odnawialnych źródeł energii oraz rynku mocy, a - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:448.79pt; line-height:11.17pt;"): dla obszaru wydobycia głównie poziomu - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:460.29pt; line-height:11.17pt;"): wydobycia oraz cen węgla). - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:471.79pt; line-height:11.17pt;") - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:483.29pt; line-height:11.17pt;"): Mając na uwadze istotność pozycji w - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:494.78pt; line-height:11.17pt;"): skonsolidowanym sprawozdaniu finansowym, a - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:506.28pt; line-height:11.17pt;"): także ze względu na wrażliwość wyników ww. - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:517.78pt; line-height:11.17pt;"): testu na przyjęte założenia kwestia ta była - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:529.28pt; line-height:11.17pt;"): przedmiotem naszych poszerzonych analiz i - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:540.78pt; line-height:11.17pt;"): stanowią kluczowa sprawę badania. - div (class="awdiv", style="left:233.95pt; clip:rect(0pt,233.9pt,559.95pt,0pt);") - div (class="awdiv", style="left:5.4pt;") - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:0.33pt; line-height:11.17pt;"): Nasze procedury obejmowały w szczególności: - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:11.83pt; line-height:11.17pt;") - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:23.33pt; line-height:11.17pt;"): • zrozumienie i ocenę procesu identyfikacji - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:34.82pt; line-height:11.17pt;"): przesłanek utraty wartości aktywów oraz - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:46.32pt; line-height:11.17pt;"): prawidłowości grupowania aktywów w ośrodki - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:57.82pt; line-height:11.17pt;"): wypracowujące środki pieniężne zgodnie z - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:69.32pt; line-height:11.17pt;"): odpowiednimi standardami sprawozdawczości - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:80.82pt; line-height:11.17pt;"): finansowej; - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:92.32pt; line-height:11.17pt;") - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:103.82pt; line-height:11.17pt;"): • sprawdzenie poprawności matematycznej i - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:115.32pt; line-height:11.17pt;"): spójności metodologicznej (z wykorzystaniem - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:126.82pt; line-height:11.17pt;"): wewnętrznych specjalistów PwC w zakresie - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:138.32pt; line-height:11.17pt;"): wycen) sporządzonego przez Zarząd Jednostki - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:149.81pt; line-height:11.17pt;"): dominującej modelu wycen na bazie - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:161.31pt; line-height:11.17pt;"): zdyskontowanych przepływów pieniężnych; - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:172.81pt; line-height:11.17pt;") - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:184.31pt; line-height:11.17pt;"): • krytyczną ocenę przyjętych przez Zarząd - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:195.81pt; line-height:11.17pt;"): Jednostki dominującej założeń i dokonanych - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:207.31pt; line-height:11.17pt;"): szacunków służących określeniu wartości - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:218.81pt; line-height:11.17pt;"): odzyskiwalnej aktywów trwałych obejmującą - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:230.31pt; line-height:11.17pt;"): między innymi: - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:241.81pt; line-height:11.17pt;") - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:253.31pt; line-height:11.17pt;"): − okres projekcji przyszłych przepływów - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:264.8pt; line-height:11.17pt;"): pieniężnych oraz założony w nim poziom - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:276.3pt; line-height:11.17pt;"): przychodów, marży operacyjnej oraz nakładów - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:287.8pt; line-height:11.17pt;"): niezbędnych do utrzymania działalności w - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:299.3pt; line-height:11.17pt;"): niezmienionym zakresie; - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:310.8pt; line-height:11.17pt;") - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:322.3pt; line-height:11.17pt;"): − zastosowaną stopę dyskontową (w oparciu o - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:333.8pt; line-height:11.17pt;"): średnioważony koszt kapitału); - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:345.3pt; line-height:11.17pt;") - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:356.8pt; line-height:11.17pt;"): − krańcową stopę wzrostu po okresie prognozy w - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:368.3pt; line-height:11.17pt;"): sytuacjach w których była ona przyjęta do - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:379.79pt; line-height:11.17pt;"): wyliczenia wartości odzyskiwalnej; - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:391.29pt; line-height:11.17pt;") - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:402.79pt; line-height:11.17pt;"): • ocenę przeprowadzonej przez Zarząd analizy - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:414.29pt; line-height:11.17pt;"): wrażliwości przyjętych założeń, które mogą mieć - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:425.79pt; line-height:11.17pt;"): wpływ na wynik wyceny; - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:437.29pt; line-height:11.17pt;") - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:448.79pt; line-height:11.17pt;"): • ocenę poprawności i kompletności ujawnień - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:460.29pt; line-height:11.17pt;"): dotyczących testów na utratę wartości w - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:471.79pt; line-height:11.17pt;"): skonsolidowanym sprawozdaniu finansowym. - div (class="awdiv awpage", style="width:595.3pt; height:841.9pt;") - div (class="awdiv", style="left:99.25pt; top:792.4pt; clip:rect(0pt,496.05pt,22.15pt,-99.25pt);") - span (class="awspan awtext003", style="font-size:9.5pt; left:419.87pt; top:0.31pt; line-height:10.61pt;"): 7 - div (class="awdiv", title="A logo with black text

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top:25.35pt; width:76.3pt; height:58pt;") - div (class="awdiv", style="left:99.25pt; top:99.25pt;") - div (class="awdiv", style="top:1.15pt;") - span (class="awspan awtext003", style="color:#d04a02; left:0pt; top:16.89pt; line-height:13.41pt;"): Odpowiedzialność Zarządu i Rady Nadzorczej Jednostki dominującej za - span (class="awspan awtext003", style="color:#d04a02; left:0pt; top:30.69pt; line-height:13.41pt;"): skonsolidowane sprawozdanie finansowe - div (class="awdiv", style="left:-1.45pt; top:13.15pt; width:428.05pt; height:0pt; border-top:solid 0.75pt #d04a02;") - div (class="awdiv", style="top:51.25pt;") - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:0.33pt; line-height:11.17pt;"): Zarząd Jednostki dominującej jest odpowiedzialny za sporządzenie rocznego - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:11.83pt; line-height:11.17pt;"): skonsolidowanego sprawozdania finansowego, które przedstawia rzetelny i jasny obraz sytuacji - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:23.33pt; line-height:11.17pt;"): majątkowej i finansowej i wyniku finansowego Grupy zgodnie z Międzynarodowymi - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:34.82pt; line-height:11.17pt;"): Standardami Sprawozdawczości Finansowej zatwierdzonymi przez Unię Europejską, przyjętymi - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:46.32pt; line-height:11.17pt;"): zasadami (polityką) rachunkowości oraz z obowiązującymi Grupę przepisami prawa i statutem - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:57.82pt; line-height:11.17pt;"): Jednostki dominującej, a także za kontrolę wewnętrzną, którą Zarząd Jednostki dominującej - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:69.32pt; line-height:11.17pt;"): uważa za niezbędną, aby umożliwić sporządzenie skonsolidowanego sprawozdania - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:80.82pt; line-height:11.17pt;"): finansowego niezawierającego istotnego zniekształcenia spowodowanego oszustwem lub - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:92.32pt; line-height:11.17pt;"): błędem. - div (class="awdiv", style="top:160.74pt;") - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:0.33pt; line-height:11.17pt;"): Sporządzając skonsolidowane sprawozdanie finansowe Zarząd Jednostki dominującej jest - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:11.83pt; line-height:11.17pt;"): odpowiedzialny za ocenę zdolności Grupy do kontynuowania działalności, ujawnienie, jeżeli ma - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:23.33pt; line-height:11.17pt;"): to zastosowanie, spraw związanych z kontynuacją działalności oraz za przyjęcie zasady - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:34.82pt; line-height:11.17pt;"): kontynuacji działalności jako podstawy rachunkowości, z wyjątkiem sytuacji kiedy Zarząd - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:46.32pt; line-height:11.17pt;"): Jednostki dominującej albo zamierza dokonać likwidacji Grupy, albo zaniechać prowadzenia - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:57.82pt; line-height:11.17pt;"): działalności albo nie ma żadnej realnej alternatywy dla likwidacji lub zaniechania działalności. - div (class="awdiv", style="top:235.73pt;") - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:0.33pt; line-height:11.17pt;"): Zarząd Jednostki dominującej oraz członkowie Rady Nadzorczej są zobowiązani do - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:11.83pt; line-height:11.17pt;"): zapewnienia, aby skonsolidowane sprawozdanie finansowe spełniało wymagania przewidziane - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:23.33pt; line-height:11.17pt;"): w ustawie z dnia 29 września 1994 r. o rachunkowości („Ustawa o rachunkowości”). Członkowie - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:34.82pt; line-height:11.17pt;"): Rady Nadzorczej Jednostki dominującej są odpowiedzialni za nadzorowanie procesu - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:46.32pt; line-height:11.17pt;"): sprawozdawczości finansowej. - div (class="awdiv", style="top:299.23pt;") - span (class="awspan awtext003", style="color:#d04a02; left:0pt; top:10.89pt; line-height:13.41pt;"): Odpowiedzialność biegłego rewidenta za badanie skonsolidowanego - span (class="awspan awtext003", style="color:#d04a02; left:0pt; top:24.69pt; line-height:13.41pt;"): sprawozdania finansowego - div (class="awdiv", style="left:-1.45pt; top:305.23pt; width:428.05pt; height:0pt; border-top:solid 0.75pt #d04a02;") - div (class="awdiv", style="top:343.33pt;") - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:0.33pt; line-height:11.17pt;"): Naszymi celami są uzyskanie racjonalnej pewności czy skonsolidowane sprawozdanie - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:11.83pt; line-height:11.17pt;"): finansowe jako całość nie zawiera istotnego zniekształcenia spowodowanego oszustwem lub - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:23.33pt; line-height:11.17pt;"): błędem oraz wydanie sprawozdania z badania zawierającego naszą opinię. Racjonalna - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:34.82pt; line-height:11.17pt;"): pewność jest wysokim poziomem pewności, ale nie gwarantuje, że badanie przeprowadzone - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:46.32pt; line-height:11.17pt;"): zgodnie z KSB zawsze wykryje istniejące istotne zniekształcenie. Zniekształcenia mogą - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:57.82pt; line-height:11.17pt;"): powstawać na skutek oszustwa lub błędu i są uważane za istotne, jeżeli można racjonalnie - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:69.32pt; line-height:11.17pt;"): oczekiwać, że pojedynczo lub łącznie mogłyby wpłynąć na decyzje ekonomiczne użytkowników - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:80.82pt; line-height:11.17pt;"): podjęte na podstawie skonsolidowanego sprawozdania finansowego. - div (class="awdiv", style="top:441.32pt;") - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:0.33pt; line-height:11.17pt;"): Zakres badania nie obejmuje zapewnienia co do przyszłej rentowności Grupy ani efektywności - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:11.83pt; line-height:11.17pt;"): lub skuteczności prowadzenia jej spraw przez Zarząd Jednostki dominującej obecnie lub w - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:23.33pt; line-height:11.17pt;"): przyszłości. - div (class="awdiv", style="top:481.82pt;") - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:0.33pt; line-height:11.17pt;"): Podczas badania zgodnego z KSB stosujemy zawodowy osąd i zachowujemy zawodowy - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:11.83pt; line-height:11.17pt;"): sceptycyzm, a także: - div (style="left:92.81pt; top:11.5pt;") - div (class="awdiv", style="left:18pt; top:510.81pt;") - span (class="awspan awtext005", style="font-size:10pt; color:#d04a02; left:0pt; top:0pt; font-family:serif; line-height:12.25pt;"): • - span (class="awspan awtext003", style="font-size:10pt; left:18pt; top:1pt; line-height:11.17pt;"): identyfikujemy i szacujemy ryzyka istotnego zniekształcenia skonsolidowanego - span (class="awspan awtext003", style="font-size:10pt; left:18pt; top:12.5pt; line-height:11.17pt;"): sprawozdania finansowego spowodowanego oszustwem lub błędem, projektujemy i - span (class="awspan awtext003", style="font-size:10pt; left:18pt; top:24pt; line-height:11.17pt;"): przeprowadzamy procedury badania odpowiadające tym ryzykom i uzyskujemy dowody - span (class="awspan awtext003", style="font-size:10pt; left:18pt; top:35.5pt; line-height:11.17pt;"): badania, które są wystarczające i odpowiednie, aby stanowić podstawę dla naszej - span (class="awspan awtext003", style="font-size:10pt; left:18pt; top:47pt; line-height:11.17pt;"): opinii. Ryzyko niewykrycia istotnego zniekształcenia wynikającego z oszustwa jest - span (class="awspan awtext003", style="font-size:10pt; left:18pt; top:58.5pt; line-height:11.17pt;"): większe niż tego wynikającego z błędu, ponieważ oszustwo może dotyczyć zmowy, - span (class="awspan awtext003", style="font-size:10pt; left:18pt; top:70pt; line-height:11.17pt;"): fałszerstwa, celowych pominięć, wprowadzenia w błąd lub obejścia kontroli - span (class="awspan awtext003", style="font-size:10pt; left:18pt; top:81.49pt; line-height:11.17pt;"): wewnętrznej; - div (style="left:76.36pt; top:81.17pt;") - div (class="awdiv", style="left:18pt; top:609.48pt;") - span (class="awspan awtext005", style="font-size:10pt; color:#d04a02; left:0pt; top:0pt; font-family:serif; line-height:12.25pt;"): • - span (class="awspan awtext003", style="font-size:10pt; left:18pt; top:1pt; line-height:11.17pt;"): uzyskujemy zrozumienie kontroli wewnętrznej stosownej dla badania w celu - span (class="awspan awtext003", style="font-size:10pt; left:18pt; top:12.5pt; line-height:11.17pt;"): zaprojektowania procedur badania, które są odpowiednie w danych okolicznościach, - span (class="awspan awtext003", style="font-size:10pt; left:18pt; top:24pt; line-height:11.17pt;"): ale nie w celu wyrażenia opinii na temat skuteczności kontroli wewnętrznej Grupy; - div (style="left:380.39pt; top:23.67pt;") - div (class="awdiv awpage", style="width:595.3pt; height:841.9pt;") - div (class="awdiv", style="left:99.25pt; top:792.4pt; clip:rect(0pt,496.05pt,22.15pt,-99.25pt);") - span (class="awspan awtext003", style="font-size:9.5pt; left:419.87pt; top:0.31pt; line-height:10.61pt;"): 8 - div (class="awdiv", title="A logo with black text

AI-generated content may be incorrect.") - img (alt="Image should be here", class="awimg", src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAJ8AAAB5CAIAAACoZGQoAAAACXBIWXMAABcSAAAXEgFnn9JSAAAAGXRFWHRTb2Z0d2FyZQBBZG9iZSBJbWFnZVJlYWR5ccllPAAAB11JREFUeNrsnc1PG0cYxuOEln6oIKXXhd5BufRSQD3jcGyFyaE3CNdKNr30ZPMHAOfKOKdeYkc99YBT5dYErlXlVXvooeBIUStRYTW0KcbuE0+1Ha/t2Zn9YHfN8wghY+3O7szv/ZrZscl0u90blLb++iZ3+fwoipbf/qR6y1oMt82bBDbGIl3SpUiXSpomOARG6rzqdM4vI2n57EXmnV/7PO/2B6R7pbr8/aL9/FUULV/88F2n+ZP8zmT2S0ZminRJlyJdinQp0qVIl+J890rUbXe7/0TyVK3z8kVmsm+dpHv6vf7pmdsfk25gBq3O5Wkka1Xt44PuH312c/lezcBNl08ZmZl3KdKlSJciXYp0KdKlSJd0KdKlSJciXYp0KV3xGZGZWn/fOn/pZ9Def7dNusmnO9E6fyMtdBmZmXcp0qVIlyJdinQpzojCVPe3G51jPyde/OIxj2r/PJl5MyO/c/7EYOo18fVX9F1GZop0KdKlSJciXYp0KdIlXYp0KdKlSJciXUpX4/mMqN06+9NuRNQy6cYsoP3xs0+jaHn28y8+/PYJIzNFuhTpUqRLkS7pUpzvJldvWTOYukTR8vRHSykahwz/D+AYi3RJlyJdinQp0qVIlyJd0qVIlyJdinQp0qVIlyJd0qWuEd2zs7Ojo0PbtsWf+Xxh6GGNRqPVaonXi4uLCe/zycnJ48d13PDU1NTCwuL8/Lzp6c1m07b/7zKEdizLmpmZSQFd0f/Dw0P8lt8/Pm7Kf9Zq1Xq97joGmpub29i4n8utGd0KLgdLguR2SqVt9VmlUtExPs8T0a+trQKuIr8JMOXy/vT0tPpCorM4V4bqEsxleTmLjifExPvowgXRB9lZXXLo4rC9vV2YsKJp2HK5XFF4hggMAurQK2Lcq1XVfymt1w82N+/rn7i2lnOhdazh4cPaUMC4yQcPKpXKvgLq0BvY2dmN3ZUnxBgJq1TT0ucqhGNWVrLopOzEnkT1haa2t0uhjALuBAgH8w5GBr5uxFUIvUPfYTGmYT9kurOzlv7Ro2xfIYwO4lU2e1f8iUGEcYRy62hKx8g0Bat10S0U8o8e1dTBCQkIL4YaGWzi3r1cvIBvmpqkj2sAMBJe6JVRWFbiRBp9tLBXxKRnz45Ad25uJDwADiu6XAVdf0InATjcNkNv0FWpqdHCIzVrRvhD6JZtEJlxo1L6aahtbXU1h0oB3YPBivsWUwudTkKoJBH98IOUKZIurihSvtFNIx36iyIKobByGkfMVxwJrzUKtuhjXOXVhFHtvru757x2TkSE1AmSSGzOKahOxWv8hnEYoQqxmJIlfNGzcRTDTg2hX7KZnpKgyAxfhDl7HqauUOIqppxgi7Ck0/io9RydqJDWvAvD1+m2vFKRkGJKCMWRmOwiwKiNwMcyBdw99VXV+voGOh9FyR11MQXfEqbZaDTUjuuDE1r2XAVLAV30YXk5qz4GwxfkElEUU725zX/FxOCSqktDiylhHEMtW5SQMa9VhSVELXVy9bHooyimMKBBGhQqFksOM3+JA2YtKML4nNU3y7Lg6IlYiQxLlhVhZ1z1DoYPyd4oByNy2P1fc4RKSp62NpsnQTIoCuO4auOrWM2IrjgcLKaccKrv+ltbednXcbdwXPmY0EvxsaIbXfngKqbgc6a1K6K6/NACUb1crpjesB3NN5ylg25EEg8lZTAun9NpwVUQAK2PpBg8zaeYrmdJjGQZvJgynWPgrgZb8Pd0PWDNn266nqbt41kY0q0rWYqHbr7TLaZto2YpntPZ0OdjaaLrmZZMVwNQxLoW9IvF7SDpFsFDsWjqGVpgJcGX29JKV91zjJ2p77qK2PX1DaOI6kq3npWUTuPqpcqxpYsYqF7rMd1E5xLYGK37DKZbeeFiqDzX2m70noWkyH1Do6t+Jgo28Lwg7YONfjHVarnTrWvhYtSMTjwpUmtzcwOmrB8/SqViuunCUSqVfcUBzkMYf0LCNnJ9uye5FpOfTCukEx7Ehil1/Qz8qAeXlhYwUw+4OTBmur1NwnlFwew8hAniuEFCurz/RC1MgnViDICtrGTBb3BXTb1+UCjk79yZ19w5GqmCrjMj8iC9qTdwo5YJcgkMd5BthaZrUjBEzd24YlOK9VozIh3E6KYh0HUKCsxVEJpQRqnNU/hNkEclGLkgfg+nN124gCns7Owh9mquTDV7SmZVZUYXfTZKljqf4AixmBqsgY2WPuRVFxilPmDP1DAO813XokG1WguI1scWNTnZ6+z2UgB++vQw4KYZcQ/7+5V0+K5ecZsLOLV15BuP2HER0LZwOgxU/5M18tXFBCzej5kY0xUp0DWdh4ViIMBVvPDh6ENdJJvNqhP2qBN7Kye5sEYWkPAjPmpl241RdZPY440cj3QQO1RHfZ8BBDZ1ZnV9wvN6Sv6wsuCaHJzRRubroMSyvKKqiiJdinQp0qVIl3Qp0qVSoderGZieO99Do143d76+C7+T/61jVCaXW/W9kZNLV4zMFOlSEehfAQYAv4D5m2aBG8cAAAAASUVORK5CYII=", style="left:50.65pt; top:25.35pt; width:76.3pt; height:58pt;") - div (class="awdiv", style="left:99.25pt; top:99.25pt;") - div (class="awdiv", style="left:18pt;") - span (class="awspan awtext005", style="font-size:10pt; color:#d04a02; left:0pt; top:0pt; font-family:serif; line-height:12.25pt;"): • - span (class="awspan awtext003", style="font-size:10pt; left:18pt; top:1pt; line-height:11.17pt;"): oceniamy odpowiedniość zastosowanych zasad (polityki) rachunkowości oraz - span (class="awspan awtext003", style="font-size:10pt; left:18pt; top:12.5pt; line-height:11.17pt;"): zasadność szacunków księgowych oraz powiązanych ujawnień dokonanych przez - span (class="awspan awtext003", style="font-size:10pt; left:18pt; top:24pt; line-height:11.17pt;"): Zarząd Jednostki dominującej; - div (style="left:153.07pt; top:23.67pt;") - div (class="awdiv", style="left:18pt; top:41.17pt;") - span (class="awspan awtext005", style="font-size:10pt; color:#d04a02; left:0pt; top:0pt; font-family:serif; line-height:12.25pt;"): • - span (class="awspan awtext003", style="font-size:10pt; left:18pt; top:1pt; line-height:11.17pt;"): wyciągamy wniosek na temat odpowiedniości zastosowania przez Zarząd Jednostki - span (class="awspan awtext003", style="font-size:10pt; left:18pt; top:12.5pt; line-height:11.17pt;"): dominującej zasady kontynuacji działalności jako podstawy rachunkowości oraz, na - span (class="awspan awtext003", style="font-size:10pt; left:18pt; top:24pt; line-height:11.17pt;"): podstawie uzyskanych dowodów badania, czy istnieje istotna niepewność związana ze - span (class="awspan awtext003", style="font-size:10pt; left:18pt; top:35.5pt; line-height:11.17pt;"): zdarzeniami lub warunkami, które mogą poddawać w znaczącą wątpliwość zdolność - span (class="awspan awtext003", style="font-size:10pt; left:18pt; top:47pt; line-height:11.17pt;"): Grupy do kontynuacji działalności. Jeżeli dochodzimy do wniosku, że istnieje istotna - span (class="awspan awtext003", style="font-size:10pt; left:18pt; top:58.5pt; line-height:11.17pt;"): niepewność, wymagane jest od nas zwrócenie uwagi w sprawozdaniu biegłego - span (class="awspan awtext003", style="font-size:10pt; left:18pt; top:70pt; line-height:11.17pt;"): rewidenta na powiązane ujawnienia w skonsolidowanym sprawozdaniu finansowym lub, - span (class="awspan awtext003", style="font-size:10pt; left:18pt; top:81.49pt; line-height:11.17pt;"): jeżeli takie ujawnienia są nieadekwatne, modyfikujemy naszą opinię. Nasze wnioski są - span (class="awspan awtext003", style="font-size:10pt; left:18pt; top:92.99pt; line-height:11.17pt;"): oparte na dowodach badania uzyskanych do dnia sporządzenia sprawozdania biegłego - span (class="awspan awtext003", style="font-size:10pt; left:18pt; top:104.49pt; line-height:11.17pt;"): rewidenta, jednakże przyszłe zdarzenia lub warunki mogą spowodować, że Grupa - span (class="awspan awtext003", style="font-size:10pt; left:18pt; top:115.99pt; line-height:11.17pt;"): zaprzestanie kontynuacji działalności; - div (style="left:184.76pt; top:115.66pt;") - div (class="awdiv", style="left:18pt; top:174.33pt;") - span (class="awspan awtext005", style="font-size:10pt; color:#d04a02; left:0pt; top:0pt; font-family:serif; line-height:12.25pt;"): • - span (class="awspan awtext003", style="font-size:10pt; left:18pt; top:1pt; line-height:11.17pt;"): oceniamy ogólną prezentację, strukturę i zawartość skonsolidowanego sprawozdania - span (class="awspan awtext003", style="font-size:10pt; left:18pt; top:12.5pt; line-height:11.17pt;"): finansowego, w tym ujawnienia, oraz czy skonsolidowane sprawozdanie finansowe - span (class="awspan awtext003", style="font-size:10pt; left:18pt; top:24pt; line-height:11.17pt;"): przedstawia będące ich podstawą transakcje i zdarzenia w sposób zapewniający - span (class="awspan awtext003", style="font-size:10pt; left:18pt; top:35.5pt; line-height:11.17pt;"): rzetelną prezentację; - div (style="left:110.83pt; top:35.17pt;") - div (class="awdiv", style="left:18pt; top:227pt;") - span (class="awspan awtext005", style="font-size:10pt; color:#d04a02; left:0pt; top:0pt; font-family:serif; line-height:12.25pt;"): • - span (class="awspan awtext003", style="font-size:10pt; left:18pt; top:1pt; line-height:11.17pt;"): planujemy i przeprowadzamy badanie grupy w celu uzyskania wystarczających - span (class="awspan awtext003", style="font-size:10pt; left:18pt; top:12.5pt; line-height:11.17pt;"): odpowiednich dowodów badania odnośnie do informacji finansowych jednostek lub - span (class="awspan awtext003", style="font-size:10pt; left:18pt; top:24pt; line-height:11.17pt;"): jednostek biznesowych wewnątrz Grupy jako podstawy do wyrażenia opinii na temat - span (class="awspan awtext003", style="font-size:10pt; left:18pt; top:35.5pt; line-height:11.17pt;"): skonsolidowanego sprawozdania finansowego. Jesteśmy odpowiedzialni za kierowanie, - span (class="awspan awtext003", style="font-size:10pt; left:18pt; top:47pt; line-height:11.17pt;"): nadzór i przegląd pracy wykonanej na potrzeby badania grupy i jesteśmy wyłącznie - span (class="awspan awtext003", style="font-size:10pt; left:18pt; top:58.5pt; line-height:11.17pt;"): odpowiedzialni za naszą opinię z badania. - div (class="awdiv", style="top:302.67pt;") - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:0.33pt; line-height:11.17pt;"): Komunikujemy się z Komitetem Audytu Jednostki dominującej odnośnie, między innymi, do - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:11.83pt; line-height:11.17pt;"): planowanego zakresu i czasu przeprowadzenia badania oraz znaczących ustaleń badania, w - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:23.33pt; line-height:11.17pt;"): tym wszelkich znaczących słabości kontroli wewnętrznej, które zidentyfikujemy podczas - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:34.82pt; line-height:11.17pt;"): badania. - div (class="awdiv", style="top:354.67pt;") - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:0.33pt; line-height:11.17pt;"): Składamy Komitetowi Audytu Jednostki dominującej oświadczenie, że przestrzegaliśmy - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:11.83pt; line-height:11.17pt;"): stosownych wymogów etycznych dotyczących niezależności oraz komunikujemy wszystkie - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:23.33pt; line-height:11.17pt;"): powiązania i inne sprawy, które mogłyby być racjonalnie uznane za stanowiące zagrożenie dla - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:34.82pt; line-height:11.17pt;"): naszej niezależności, a tam gdzie ma to zastosowanie, informujemy o działaniach podjętych w - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:46.32pt; line-height:11.17pt;"): celu wyeliminowania tych zagrożeń oraz zastosowanych zabezpieczeniach. - div (class="awdiv", style="top:418.16pt;") - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:0.33pt; line-height:11.17pt;"): Spośród spraw komunikowanych Komitetowi Audytu Jednostki dominującej ustaliliśmy te - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:11.83pt; line-height:11.17pt;"): sprawy, które były najbardziej znaczące podczas badania skonsolidowanego sprawozdania - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:23.33pt; line-height:11.17pt;"): finansowego za bieżący okres i dlatego uznaliśmy je za kluczowe sprawy badania. Opisujemy - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:34.82pt; line-height:11.17pt;"): te sprawy w naszym sprawozdaniu biegłego rewidenta, chyba że przepisy prawa lub regulacje - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:46.32pt; line-height:11.17pt;"): zabraniają publicznego ujawnienia na ich temat lub gdy, w wyjątkowych okolicznościach, - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:57.82pt; line-height:11.17pt;"): ustalimy, że kwestia nie powinna być komunikowana w naszym sprawozdaniu, ponieważ - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:69.32pt; line-height:11.17pt;"): można byłoby racjonalnie oczekiwać, że negatywne konsekwencje przeważyłyby korzyści dla - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:80.82pt; line-height:11.17pt;"): interesu publicznego takiego ujawnienia. - div (class="awdiv awpage", style="width:595.3pt; height:841.9pt;") - div (class="awdiv", style="left:99.25pt; top:792.4pt; clip:rect(0pt,496.05pt,22.15pt,-99.25pt);") - span (class="awspan awtext003", style="font-size:9.5pt; left:419.87pt; top:0.31pt; line-height:10.61pt;"): 9 - div (class="awdiv", title="A logo with black text

AI-generated content may be incorrect.") - img (alt="Image should be here", class="awimg", src="data:image/png;base64,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", style="left:50.65pt; top:25.35pt; width:76.3pt; height:58pt;") - div (class="awdiv", style="left:99.25pt; top:99.25pt;") - span (class="awspan awtext003", style="color:#d04a02; left:0pt; top:4.89pt; line-height:13.41pt;"): Inne informacje - div (class="awdiv", style="left:-1.45pt; top:0pt; width:428.05pt; height:0pt; border-top:solid 0.75pt #d04a02;") - div (class="awdiv", style="top:24.3pt;") - span (class="awspan awtext004", style="font-size:10pt; left:0pt; top:0.33pt; line-height:11.17pt;"): Inne informacje - div (class="awdiv", style="top:41.8pt;") - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:0.33pt; line-height:11.17pt;"): Na inne informacje składają się: - div (class="awdiv", style="top:59.3pt;") - div (style="left:0pt; top:0pt;") - span (class="awspan awtext005", style="font-size:10pt; color:#d04a02; left:0pt; top:0pt; font-family:serif; line-height:12.25pt;"): • - span (class="awspan awtext003", style="font-size:10pt; left:17.85pt; top:1pt; line-height:11.17pt;"): sprawozdanie Zarządu z działalności Jednostki dominującej oraz Grupy za rok obrotowy - span (class="awspan awtext003", style="font-size:10pt; left:17.85pt; top:12.5pt; line-height:11.17pt;"): zakończony 31 grudnia 2024 r. („Łączne Sprawozdanie z działalności”) wraz z - span (class="awspan awtext003", style="font-size:10pt; left:17.85pt; top:24pt; line-height:11.17pt;"): oświadczeniem o stosowaniu ładu korporacyjnego, które jest wyodrębnioną częścią tego - span (class="awspan awtext003", style="font-size:10pt; left:17.85pt; top:35.5pt; line-height:11.17pt;"): Łącznego Sprawozdania z działalności, - div (class="awdiv", style="top:111.97pt;") - div (style="left:0pt; top:0pt;") - span (class="awspan awtext005", style="font-size:10pt; color:#d04a02; left:0pt; top:0pt; font-family:serif; line-height:12.25pt;"): • - span (class="awspan awtext003", style="font-size:10pt; left:17.85pt; top:1pt; line-height:11.17pt;"): skonsolidowane sprawozdanie z płatności na rzecz administracji publicznej, - div (class="awdiv", style="top:130.14pt;") - div (style="left:0pt; top:0pt;") - span (class="awspan awtext005", style="font-size:10pt; color:#d04a02; left:0pt; top:0pt; font-family:serif; line-height:12.25pt;"): • - span (class="awspan awtext003", style="font-size:10pt; left:17.85pt; top:1pt; line-height:11.17pt;"): inne dokumenty składające się na Raport Roczny za rok obrotowy zakończony - span (class="awspan awtext003", style="font-size:10pt; left:17.85pt; top:12.5pt; line-height:11.17pt;"): 31 grudnia 2024 r. („Raport roczny”), - div (class="awdiv", style="top:159.81pt;") - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:0.33pt; line-height:11.17pt;"): (razem „Inne informacje”). Inne informacje nie obejmują jednostkowego sprawozdania - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:11.83pt; line-height:11.17pt;"): finansowego Jednostki dominującej, skonsolidowanego sprawozdania finansowego i - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:23.33pt; line-height:11.17pt;"): sprawozdań biegłego rewidenta na ich temat. - div (class="awdiv", style="top:217.81pt;") - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:0.33pt; line-height:11.17pt;"): Raport roczny Grupy uzyskaliśmy przed datą niniejszego sprawozdania z badania, za - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:11.83pt; line-height:11.17pt;"): wyjątkiem: - div (class="awdiv", style="top:246.81pt;") - span (class="awspan awtext005", style="font-size:10pt; color:#d04a02; left:0pt; top:0pt; font-family:serif; line-height:12.25pt;"): • - span (class="awspan awtext003", style="font-size:10pt; left:17.85pt; top:1pt; line-height:11.17pt;"): informacji Zarządu Jednostki dominującej o dokonaniu wyboru firmy audytorskiej - span (class="awspan awtext003", style="font-size:10pt; left:17.85pt; top:12.5pt; line-height:11.17pt;"): przeprowadzającej badanie rocznego skonsolidowanego sprawozdania finansowego, - div (class="awdiv", style="top:276.48pt;") - span (class="awspan awtext005", style="font-size:10pt; color:#d04a02; left:0pt; top:0pt; font-family:serif; line-height:12.25pt;"): • - span (class="awspan awtext003", style="font-size:10pt; left:17.85pt; top:1pt; line-height:11.17pt;"): oświadczenia Rady Nadzorczej dotyczącego funkcjonowania Komitetu ds. Audytu, - div (class="awdiv", style="top:294.65pt;") - span (class="awspan awtext005", style="font-size:10pt; color:#d04a02; left:0pt; top:0pt; font-family:serif; line-height:12.25pt;"): • - span (class="awspan awtext003", style="font-size:10pt; left:17.85pt; top:1pt; line-height:11.17pt;"): oceny Rady Nadzorczej dotyczącej Łącznego Sprawozdania z działalności Jednostki - span (class="awspan awtext003", style="font-size:10pt; left:17.85pt; top:12.5pt; line-height:11.17pt;"): dominującej oraz Grupy i skonsolidowanego sprawozdania finansowego w zakresie ich - span (class="awspan awtext003", style="font-size:10pt; left:17.85pt; top:24pt; line-height:11.17pt;"): zgodności z księgami, dokumentami oraz ze stanem faktycznym, - div (class="awdiv", style="top:335.82pt;") - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:0.33pt; line-height:11.17pt;"): które będą dostępne po tej dacie. - div (class="awdiv", style="top:353.32pt;") - span (class="awspan awtext004", style="font-size:10pt; left:0pt; top:0.33pt; line-height:11.17pt;"): Odpowiedzialność Zarządu i Rady Nadzorczej Jednostki dominującej - div (class="awdiv", style="top:370.82pt;") - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:0.33pt; line-height:11.17pt;"): Zarząd Jednostki dominującej jest odpowiedzialny za sporządzenie Innych informacji zgodnie z - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:11.83pt; line-height:11.17pt;"): przepisami prawa. - div (class="awdiv", style="top:399.82pt;") - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:0.33pt; line-height:11.17pt;"): Zarząd oraz członkowie Rady Nadzorczej Jednostki dominującej są zobowiązani do - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:11.83pt; line-height:11.17pt;"): zapewnienia, aby Łączne Sprawozdanie z działalności wraz z wyodrębnioną częścią oraz - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:23.33pt; line-height:11.17pt;"): skonsolidowane sprawozdanie z płatności na rzecz administracji publicznej spełniały - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:34.82pt; line-height:11.17pt;"): wymagania przewidziane w Ustawie o rachunkowości. - div (class="awdiv", style="top:451.81pt;") - span (class="awspan awtext004", style="font-size:10pt; left:0pt; top:0.33pt; line-height:11.17pt;"): Odpowiedzialność biegłego rewidenta - div (class="awdiv", style="top:469.31pt;") - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:0.33pt; line-height:11.17pt;"): Nasza opinia z badania skonsolidowanego sprawozdania finansowego nie obejmuje Innych - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:11.83pt; line-height:11.17pt;"): informacji. - div (class="awdiv", style="top:498.31pt;") - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:0.33pt; line-height:11.17pt;"): W związku z badaniem skonsolidowanego sprawozdania finansowego naszym obowiązkiem - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:11.83pt; line-height:11.17pt;"): wynikającym z KSB jest przeczytanie Innych informacji, i czyniąc to, rozważenie czy są one - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:23.33pt; line-height:11.17pt;"): istotnie niespójne ze skonsolidowanym sprawozdaniem finansowym, z naszą wiedzą uzyskaną - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:34.82pt; line-height:11.17pt;"): w trakcie badania lub w inny sposób wydają się być istotnie zniekształcone. Jeżeli na podstawie - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:46.32pt; line-height:11.17pt;"): wykonanej pracy stwierdzimy istotne zniekształcenie Innych informacji, jesteśmy zobowiązani - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:57.82pt; line-height:11.17pt;"): poinformować o tym w naszym sprawozdaniu z badania. - div (class="awdiv", style="top:573.31pt;") - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:0.33pt; line-height:11.17pt;"): Naszym obowiązkiem zgodnie z wymogami Ustawy o biegłych rewidentach jest również - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:11.83pt; line-height:11.17pt;"): wydanie opinii, czy Łączne Sprawozdanie z działalności, w zakresie niedotyczącym - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:23.33pt; line-height:11.17pt;"): sprawozdawczości zrównoważonego rozwoju, zostało sporządzone zgodnie z przepisami, czy - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:34.82pt; line-height:11.17pt;"): jest zgodne z informacjami zawartymi w rocznym jednostkowym sprawozdaniu finansowym i - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:46.32pt; line-height:11.17pt;"): rocznym skonsolidowanym sprawozdaniu finansowym oraz wydanie oświadczenia, czy w - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:57.82pt; line-height:11.17pt;"): świetle wiedzy o Jednostce dominującej, Grupie i ich otoczeniu uzyskanej podczas badania - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:69.32pt; line-height:11.17pt;"): stwierdzono istotne zniekształcenia w Łącznym Sprawozdaniu z działalności, w zakresie - div (class="awdiv awpage", style="width:595.3pt; height:841.9pt;") - div (class="awdiv", style="left:99.25pt; top:792.4pt; clip:rect(0pt,496.05pt,22.15pt,-99.25pt);") - span (class="awspan awtext003", style="font-size:9.5pt; left:414.58pt; top:0.31pt; line-height:10.61pt;"): 10 - div (class="awdiv", title="A logo with black text

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top:25.35pt; width:76.3pt; height:58pt;") - div (class="awdiv", style="left:99.25pt; top:99.25pt;") - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:0.33pt; line-height:11.17pt;"): niedotyczącym sprawozdawczości zrównoważonego rozwoju, oraz wskazanie, na czym polega - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:11.83pt; line-height:11.17pt;"): każde takie istotne zniekształcenie. - div (class="awdiv", style="top:29pt;") - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:0.33pt; line-height:11.17pt;"): Ponadto jesteśmy zobowiązani do wydania opinii, czy Jednostka dominująca i Grupa w - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:11.83pt; line-height:11.17pt;"): oświadczeniu o stosowaniu ładu korporacyjnego zawarły wymagane informacje. - div (class="awdiv", style="top:58pt;") - span (class="awspan awtext004", style="font-size:10pt; left:0pt; top:0.33pt; line-height:11.17pt;"): Oświadczenie na temat Innych informacji - div (class="awdiv", style="top:75.5pt;") - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:0.33pt; line-height:11.17pt;"): Oświadczamy, że w świetle wiedzy o Jednostce dominującej, Grupie i ich otoczeniu uzyskanej - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:11.83pt; line-height:11.17pt;"): podczas naszego badania nie stwierdziliśmy w Łącznym Sprawozdaniu z działalności, w - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:23.33pt; line-height:11.17pt;"): zakresie niedotyczącym sprawozdawczości niezrównoważonego rozwoju, oraz pozostałych - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:34.82pt; line-height:11.17pt;"): Innych informacjach istotnych zniekształceń. - div (class="awdiv", style="top:127.49pt;") - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:0.33pt; line-height:11.17pt;"): Sprawozdanie z działalności, w zakresie dotyczącym sprawozdawczości zrównoważonego - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:11.83pt; line-height:11.17pt;"): rozwoju, za rok obrotowy zakończony 31 grudnia 2024 r. było przedmiotem naszej odrębnej - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:23.33pt; line-height:11.17pt;"): usługi atestacyjnej dającej ograniczoną pewność, z której z dniem 9 kwietnia 2025 r. wydaliśmy - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:34.82pt; line-height:11.17pt;"): sprawozdanie zawierające opinię niezmodyfikowaną. - div (class="awdiv", style="top:179.49pt;") - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:0.33pt; line-height:11.17pt;"): W rezultacie naszych procedur wynikających z KSB odnośnie do stwierdzenia istotnych - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:11.83pt; line-height:11.17pt;"): zniekształceń w Sprawozdaniu z działalności, w zakresie dotyczącym sprawozdawczości - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:23.33pt; line-height:11.17pt;"): zrównoważonego rozwoju, nie mamy spraw do zakomunikowania w tym zakresie. - div (class="awdiv", style="top:237.48pt;") - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:0.33pt; line-height:11.17pt;"): W przypadku, kiedy po zapoznaniu się z: - div (class="awdiv", style="top:254.98pt;") - span (class="awspan awtext005", style="font-size:10pt; color:#d04a02; left:0pt; top:0pt; font-family:serif; line-height:12.25pt;"): • - span (class="awspan awtext003", style="font-size:10pt; left:17.85pt; top:1pt; line-height:11.17pt;"): informacji Zarządu Jednostki dominującej o dokonaniu wyboru firmy audytorskiej - span (class="awspan awtext003", style="font-size:10pt; left:17.85pt; top:12.5pt; line-height:11.17pt;"): przeprowadzającej badanie rocznego skonsolidowanego sprawozdania finansowego, - div (class="awdiv", style="top:284.65pt;") - span (class="awspan awtext005", style="font-size:10pt; color:#d04a02; left:0pt; top:0pt; font-family:serif; line-height:12.25pt;"): • - span (class="awspan awtext003", style="font-size:10pt; left:17.85pt; top:1pt; line-height:11.17pt;"): oświadczeniu Rady Nadzorczej dotyczącym funkcjonowania Komitetu ds. Audytu, - div (class="awdiv", style="top:302.83pt;") - span (class="awspan awtext005", style="font-size:10pt; color:#d04a02; left:0pt; top:0pt; font-family:serif; line-height:12.25pt;"): • - span (class="awspan awtext003", style="font-size:10pt; left:17.85pt; top:1pt; line-height:11.17pt;"): ocenie Rady Nadzorczej dotyczącej Łącznego Sprawozdania z działalności Jednostki - span (class="awspan awtext003", style="font-size:10pt; left:17.85pt; top:12.5pt; line-height:11.17pt;"): dominującej oraz Grupy i skonsolidowanego sprawozdania finansowego w zakresie ich - span (class="awspan awtext003", style="font-size:10pt; left:17.85pt; top:24pt; line-height:11.17pt;"): zgodności z księgami, dokumentami oraz ze stanem faktycznym, - div (class="awdiv", style="top:344pt;") - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:0.33pt; line-height:11.17pt;"): stwierdzimy tam istotne zniekształcenie jesteśmy zobowiązani poinformować o tym Radę - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:11.83pt; line-height:11.17pt;"): Nadzorczą Spółki Jednostki dominującej. - div (class="awdiv", style="top:373pt;") - span (class="awspan awtext004", style="font-size:10pt; left:0pt; top:0.33pt; line-height:11.17pt;"): Opinia o Łącznym Sprawozdaniu z działalności, w zakresie niedotyczącym - span (class="awspan awtext004", style="font-size:10pt; left:0pt; top:11.83pt; line-height:11.17pt;"): sprawozdawczości zrównoważonego rozwoju - div (class="awdiv", style="top:401.99pt;") - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:0.33pt; line-height:11.17pt;"): Na podstawie wykonanej pracy w trakcie badania, naszym zdaniem, Łączne Sprawozdanie z - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:11.83pt; line-height:11.17pt;"): działalności, w zakresie niedotyczącym sprawozdawczości zrównoważonego rozwoju: - div (class="awdiv", style="top:430.99pt;") - div (style="left:0pt; top:0pt;") - span (class="awspan awtext005", style="font-size:10pt; color:#d04a02; left:0pt; top:0pt; font-family:serif; line-height:12.25pt;"): • - span (class="awspan awtext003", style="font-size:10pt; left:17.85pt; top:1pt; line-height:11.17pt;"): zostało sporządzone zgodnie z wymogami art. 49 Ustawy o rachunkowości oraz paragrafu - span (class="awspan awtext003", style="font-size:10pt; left:17.85pt; top:12.5pt; line-height:11.17pt;"): 70 i paragrafu 71 Rozporządzenia Ministra Finansów z dnia 29 marca 2018 r. w sprawie - span (class="awspan awtext003", style="font-size:10pt; left:17.85pt; top:24pt; line-height:11.17pt;"): informacji bieżących i okresowych przekazywanych przez emitentów papierów - span (class="awspan awtext003", style="font-size:10pt; left:17.85pt; top:35.5pt; line-height:11.17pt;"): wartościowych oraz warunków uznawania za równoważne informacji wymaganych - span (class="awspan awtext003", style="font-size:10pt; left:17.85pt; top:47pt; line-height:11.17pt;"): przepisami prawa państwa niebędącego państwem członkowskim („Rozporządzenie o - span (class="awspan awtext003", style="font-size:10pt; left:17.85pt; top:58.5pt; line-height:11.17pt;"): informacjach bieżących”); - div (class="awdiv", style="top:506.66pt;") - div (style="left:0pt; top:0pt;") - span (class="awspan awtext005", style="font-size:10pt; color:#d04a02; left:0pt; top:0pt; font-family:serif; line-height:12.25pt;"): • - span (class="awspan awtext003", style="font-size:10pt; left:17.85pt; top:1pt; line-height:11.17pt;"): jest zgodne z informacjami zawartymi w jednostkowym sprawozdaniu finansowym i - span (class="awspan awtext003", style="font-size:10pt; left:17.85pt; top:12.5pt; line-height:11.17pt;"): skonsolidowanym sprawozdaniu finansowym. - div (class="awdiv", style="top:536.33pt;") - span (class="awspan awtext004", style="font-size:10pt; left:0pt; top:0.33pt; line-height:11.17pt;"): Opinia o oświadczeniu o stosowaniu ładu korporacyjnego - div (class="awdiv", style="top:553.83pt;") - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:0.33pt; line-height:11.17pt;"): Naszym zdaniem w oświadczeniu o stosowaniu ładu korporacyjnego Jednostka dominująca i - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:11.83pt; line-height:11.17pt;"): Grupa zawarły informacje określone w paragrafie 70 ust. 6 punkt 5 Rozporządzenia o - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:23.33pt; line-height:11.17pt;"): informacjach bieżących. Ponadto, naszym zdaniem, informacje wskazane w paragrafie 70 ust. - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:34.82pt; line-height:11.17pt;"): 6 punkt 5 lit. c-f, h oraz i tego Rozporządzenia zawarte w oświadczeniu o stosowaniu ładu - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:46.32pt; line-height:11.17pt;"): korporacyjnego są zgodne z mającymi zastosowanie przepisami oraz informacjami zawartymi w - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:57.82pt; line-height:11.17pt;"): jednostkowym sprawozdaniu finansowym i skonsolidowanym sprawozdaniu finansowym. - div (class="awdiv awpage", style="width:595.3pt; height:841.9pt;") - div (class="awdiv", style="left:99.25pt; top:792.4pt; clip:rect(0pt,496.05pt,22.15pt,-99.25pt);") - span (class="awspan awtext003", style="font-size:9.5pt; left:414.58pt; top:0.31pt; line-height:10.61pt;"): 11 - div (class="awdiv", title="A logo with black text

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top:25.35pt; width:76.3pt; height:58pt;") - div (class="awdiv", style="left:99.25pt; top:99.25pt;") - span (class="awspan awtext004", style="color:#d04a02; left:0pt; top:4.89pt; line-height:13.41pt;"): Sprawozdanie na temat innych wymogów prawa i regulacji - div (class="awdiv", style="top:24.3pt;") - span (class="awspan awtext004", style="color:#d35200; left:0pt; top:6.39pt; line-height:13.41pt;"): Opinia o zgodności oznakowania skonsolidowanego sprawozdania - span (class="awspan awtext004", style="color:#d35200; left:0pt; top:20.19pt; line-height:13.41pt;"): finansowego z wymogami Jednolitego Europejskiego Formatu - span (class="awspan awtext004", style="color:#d35200; left:0pt; top:33.99pt; line-height:13.41pt;"): Elektronicznego („ESEF”) - div (class="awdiv", style="left:-1.45pt; top:0pt; width:428.05pt; height:0pt; border-top:solid 0.75pt #d04a02;") - div (class="awdiv", style="top:77.7pt;") - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:0.33pt; line-height:11.17pt;"): W związku z badaniem skonsolidowanego sprawozdania finansowego zostaliśmy - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:11.83pt; line-height:11.17pt;"): zaangażowani przez Zarząd Jednostki dominującej w ramach umowy o badanie - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:23.33pt; line-height:11.17pt;"): skonsolidowanego sprawozdania finansowego do przeprowadzenia usługi atestacyjnej dającej - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:34.82pt; line-height:11.17pt;"): racjonalną pewność w celu wyrażenia opinii czy skonsolidowane sprawozdanie finansowe - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:46.32pt; line-height:11.17pt;"): Grupy na dzień i za rok zakończony 31 grudnia 2024 r. sporządzone w jednolitym - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:57.82pt; line-height:11.17pt;"): elektronicznym formacie raportowania zawarte w pliku o nazwie 2594003JTXPYO8NOG018- - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:69.32pt; line-height:11.17pt;"): 2024-12-31-0-pl.zip („skonsolidowane sprawozdanie finansowe w formacie ESEF”) zostało - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:80.82pt; line-height:11.17pt;"): oznakowane zgodnie z wymogami określonymi w artykule 4 Rozporządzenia delegowanego - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:92.32pt; line-height:11.17pt;"): Komisji (UE) nr 2019/815 z dnia 17 grudnia 2018 r. uzupełniającego Dyrektywę 2004/109/WE - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:103.82pt; line-height:11.17pt;"): Parlamentu Europejskiego i Rady w odniesieniu do regulacyjnych standardów technicznych - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:115.32pt; line-height:11.17pt;"): dotyczących specyfikacji jednolitego elektronicznego formatu raportowania („Rozporządzenie - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:126.82pt; line-height:11.17pt;"): ESEF”). - div (class="awdiv", style="top:221.68pt;") - span (class="awspan awtext004", style="font-size:10pt; left:0pt; top:0.33pt; line-height:11.17pt;"): Opis przedmiotu zlecenia i mające zastosowanie kryteria - div (class="awdiv", style="top:239.18pt;") - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:0.33pt; line-height:11.17pt;"): Skonsolidowane sprawozdanie finansowe w formacie ESEF zostało sporządzone przez Zarząd - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:11.83pt; line-height:11.17pt;"): Jednostki dominującej w celu spełnienia wymogów technicznych dotyczących specyfikacji - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:23.33pt; line-height:11.17pt;"): jednolitego elektronicznego formatu raportowania oraz oznakowania, które są określone w - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:34.82pt; line-height:11.17pt;"): Rozporządzeniu ESEF. - div (class="awdiv", style="top:291.18pt;") - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:0.33pt; line-height:11.17pt;"): Przedmiotem naszej usługi atestacyjnej jest zgodność skonsolidowanego sprawozdania - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:11.83pt; line-height:11.17pt;"): finansowego w formacie ESEF z wymogami Rozporządzenia ESEF, a wymogi tam określone - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:23.33pt; line-height:11.17pt;"): stanowią, naszym zdaniem, odpowiednie kryteria do sformułowania przez nas opinii. - div (class="awdiv", style="top:331.68pt;") - span (class="awspan awtext004", style="font-size:10pt; left:0pt; top:0.33pt; line-height:11.17pt;"): Odpowiedzialność Zarządu i Rady Nadzorczej Jednostki dominującej - div (class="awdiv", style="top:349.18pt;") - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:0.33pt; line-height:11.17pt;"): Zarząd Jednostki dominującej jest odpowiedzialny za sporządzenie skonsolidowanego - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:11.83pt; line-height:11.17pt;"): sprawozdania finansowego w formacie ESEF zgodnie z wymogami technicznymi dotyczącymi - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:23.33pt; line-height:11.17pt;"): specyfikacji jednolitego elektronicznego formatu raportowania, które są określone w - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:34.82pt; line-height:11.17pt;"): Rozporządzeniu ESEF. Odpowiedzialność ta obejmuje wybór i zastosowanie odpowiednich - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:46.32pt; line-height:11.17pt;"): znaczników XBRL przy użyciu taksonomii określonej w Rozporządzeniu ESEF. - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:57.82pt; line-height:11.17pt;"): Odpowiedzialność Zarządu Jednostki dominującej obejmuje również zaprojektowanie, - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:69.32pt; line-height:11.17pt;"): wdrożenie i utrzymanie systemu kontroli wewnętrznej zapewniającej sporządzanie - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:80.82pt; line-height:11.17pt;"): skonsolidowanego sprawozdania finansowego w formacie ESEF wolnego od istotnych - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:92.32pt; line-height:11.17pt;"): niezgodności z wymogami Rozporządzenia ESEF oraz jego oznakowanie zgodnie z tymi - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:103.82pt; line-height:11.17pt;"): wymogami. - div (class="awdiv", style="top:470.17pt;") - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:0.33pt; line-height:11.17pt;"): Członkowie Rady Nadzorczej Jednostki dominującej są odpowiedzialni za nadzorowanie - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:11.83pt; line-height:11.17pt;"): procesu sprawozdawczości finansowej, obejmującej również sporządzenie skonsolidowanego - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:23.33pt; line-height:11.17pt;"): sprawozdania finansowego zgodnie z formatem wynikającym z przepisów prawa. - div (class="awdiv", style="top:510.66pt;") - span (class="awspan awtext004", style="font-size:10pt; left:0pt; top:0.33pt; line-height:11.17pt;"): Odpowiedzialność biegłego rewidenta - div (class="awdiv", style="top:528.16pt;") - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:0.33pt; line-height:11.17pt;"): Naszym celem było wyrażenie opinii, na podstawie przeprowadzonej usługi atestacyjnej dającej - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:11.83pt; line-height:11.17pt;"): racjonalną pewność, czy skonsolidowane sprawozdanie finansowe w formacie ESEF zostało - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:23.33pt; line-height:11.17pt;"): oznakowane, we wszystkich istotnych aspektach, zgodnie z wymogami Rozporządzenia ESEF. - div (class="awdiv", style="top:568.66pt;") - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:0.33pt; line-height:11.17pt;"): Wykonaliśmy usługę zgodnie z Krajowym Standardem Usług Atestacyjnych Innych niż Badanie - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:11.83pt; line-height:11.17pt;"): i Przegląd 3001PL - „Badanie sprawozdań finansowych sporządzonych w jednolitym - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:23.33pt; line-height:11.17pt;"): elektronicznym formacie raportowania” (”KSUA 3001PL”) oraz gdzie jest to stosowne z - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:34.82pt; line-height:11.17pt;"): Krajowym Standardem Usług Atestacyjnych Innych niż Badanie i Przegląd 3000 (Z) w - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:46.32pt; line-height:11.17pt;"): brzmieniu Międzynarodowego Standardu Usług Atestacyjnych 3000 (zmienionego) - „Usługi - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:57.82pt; line-height:11.17pt;"): atestacyjne inne niż badania i przeglądy historycznych informacji finansowych” („KSUA 3000 - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:69.32pt; line-height:11.17pt;"): (Z)”). Standardy te nakładają na nas obowiązek planowania i wykonywania procedur w taki - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:80.82pt; line-height:11.17pt;"): sposób, aby uzyskać racjonalną pewność, że skonsolidowane sprawozdanie finansowe w - div (class="awdiv awpage", style="width:595.3pt; height:841.9pt;") - div (class="awdiv", style="left:99.25pt; top:792.4pt; clip:rect(0pt,496.05pt,22.15pt,-99.25pt);") - span (class="awspan awtext003", style="font-size:9.5pt; left:414.58pt; top:0.31pt; line-height:10.61pt;"): 12 - div (class="awdiv", title="A logo with black text

AI-generated content may be incorrect.") - img (alt="Image should be here", class="awimg", src="data:image/png;base64,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", style="left:50.65pt; top:25.35pt; width:76.3pt; height:58pt;") - div (class="awdiv", style="left:99.25pt; top:99.25pt;") - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:0.33pt; line-height:11.17pt;"): formacie ESEF zostało oznakowane, we wszystkich istotnych aspektach, zgodnie z określonymi - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:11.83pt; line-height:11.17pt;"): kryteriami. - div (class="awdiv", style="top:29pt;") - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:0.33pt; line-height:11.17pt;"): Racjonalna pewność jest wysokim poziomem pewności, ale nie gwarantuje, że usługa - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:11.83pt; line-height:11.17pt;"): przeprowadzona zgodnie z KSUA 3001PL oraz gdzie stosowne zgodnie z KSUA 3000 (Z) - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:23.33pt; line-height:11.17pt;"): zawsze wykryje istotne zniekształcenie (istotną niezgodność z wymogami). - div (class="awdiv", style="top:69.5pt;") - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:0.33pt; line-height:11.17pt;"): Wybór procedur zależy od osądu biegłego rewidenta, w tym od jego oszacowania ryzyka - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:11.83pt; line-height:11.17pt;"): wystąpienia istotnych zniekształceń spowodowanych oszustwem lub błędem. Przeprowadzając - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:23.33pt; line-height:11.17pt;"): oszacowanie tego ryzyka biegły rewident bierze pod uwagę kontrolę wewnętrzną związaną ze - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:34.82pt; line-height:11.17pt;"): sporządzeniem skonsolidowanego sprawozdania finansowego w formacie ESEF, w celu - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:46.32pt; line-height:11.17pt;"): zaplanowania stosownych procedur, które mają zapewnić biegłemu rewidentowi wystarczające i - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:57.82pt; line-height:11.17pt;"): odpowiednie do okoliczności dowody. Ocena funkcjonowania systemu kontroli wewnętrznej nie - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:69.32pt; line-height:11.17pt;"): została przeprowadzona w celu wyrażenia opinii na temat skuteczności jej działania. - div (class="awdiv", style="top:155.99pt;") - span (class="awspan awtext004", style="font-size:10pt; left:0pt; top:0.33pt; line-height:11.17pt;"): Wymogi zarządzania jakością i etyczne - div (class="awdiv", style="top:173.49pt;") - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:0.33pt; line-height:11.17pt;"): Stosujemy Krajowy Standard Kontroli Jakości 1 w brzmieniu Międzynarodowego Standardu - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:11.83pt; line-height:11.17pt;"): Zarządzania Jakością (PL) 1 - „Zarządzanie jakością dla firm wykonujących badania lub - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:23.33pt; line-height:11.17pt;"): przeglądy sprawozdań finansowych lub zlecenia innych usług atestacyjnych lub pokrewnych” - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:34.82pt; line-height:11.17pt;"): opracowanego przez Radę Międzynarodowych Standardów Badania i Usług Atestacyjnych i - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:46.32pt; line-height:11.17pt;"): przyjętego uchwałą Rady Polskiej Agencji Nadzoru Audytowego („KSKJ 1”). Zgodnie z - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:57.82pt; line-height:11.17pt;"): wymogami KSKJ 1, utrzymujemy kompleksowy system kontroli jakości, obejmujący - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:69.32pt; line-height:11.17pt;"): udokumentowane polityki i procedury odnośnie zgodności z wymogami etycznymi, standardami - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:80.82pt; line-height:11.17pt;"): zawodowymi oraz mającymi zastosowanie wymogami prawnymi i regulacyjnymi. - div (class="awdiv", style="top:271.48pt;") - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:0.33pt; line-height:11.17pt;"): Przeprowadzając usługę, przestrzegaliśmy wymogów niezależności i innych wymogów - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:11.83pt; line-height:11.17pt;"): etycznych w Kodeksie etyki. Kodeks etyki oparty jest na podstawowych zasadach uczciwości, - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:23.33pt; line-height:11.17pt;"): obiektywizmu, zawodowych kompetencji i należytej staranności, zachowania poufności oraz - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:34.82pt; line-height:11.17pt;"): profesjonalnego postępowania. Przestrzegaliśmy również innych wymogów niezależności i - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:46.32pt; line-height:11.17pt;"): etyki, które mają zastosowanie dla niniejszej usługi atestacyjnej w Polsce. - div (class="awdiv", style="top:334.97pt;") - span (class="awspan awtext004", style="font-size:10pt; left:0pt; top:0.33pt; line-height:11.17pt;"): Podsumowanie wykonanej pracy - div (class="awdiv", style="top:352.47pt;") - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:0.33pt; line-height:11.17pt;"): Zaplanowane i przeprowadzone przez nas procedury miały na celu uzyskanie racjonalnej - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:11.83pt; line-height:11.17pt;"): pewności, czy skonsolidowane sprawozdanie finansowe w formacie ESEF zostało oznakowane, - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:23.33pt; line-height:11.17pt;"): we wszystkich istotnych aspektach, zgodnie z obowiązującymi wymogami. Nasze procedury - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:34.82pt; line-height:11.17pt;"): obejmowały między innymi: - div (class="awdiv", style="top:404.47pt;") - div (style="left:0pt; top:0pt;") - span (class="awspan awtext005", style="font-size:10pt; color:#d04a02; left:0pt; top:0pt; font-family:serif; line-height:12.25pt;"): • - span (class="awspan awtext003", style="font-size:10pt; left:17.85pt; top:1pt; line-height:11.17pt;"): uzyskanie zrozumienia procesu sporządzenia skonsolidowanego sprawozdania - span (class="awspan awtext003", style="font-size:10pt; left:17.85pt; top:12.5pt; line-height:11.17pt;"): finansowego w formacie ESEF obejmującego proces wyboru i zastosowania przez Grupę - span (class="awspan awtext003", style="font-size:10pt; left:17.85pt; top:24pt; line-height:11.17pt;"): znaczników XBRL i zapewniania zgodności z Rozporządzeniem ESEF, w tym zrozumienie - span (class="awspan awtext003", style="font-size:10pt; left:17.85pt; top:35.5pt; line-height:11.17pt;"): mechanizmów systemu kontroli wewnętrznej związanych z tym procesem; - div (class="awdiv", style="top:457.14pt;") - div (style="left:0pt; top:0pt;") - div (style="left:0pt; top:0pt;") - span (class="awspan awtext005", style="font-size:10pt; color:#d04a02; left:0pt; top:0pt; font-family:serif; line-height:12.25pt;"): • - span (class="awspan awtext003", style="font-size:10pt; left:17.85pt; top:1pt; line-height:11.17pt;"): uzgodnienie, na wybranej próbie, oznakowanych informacji zawartych w skonsolidowanym - span (class="awspan awtext003", style="font-size:10pt; left:17.85pt; top:12.5pt; line-height:11.17pt;"): sprawozdaniu finansowym w formacie ESEF do zbadanego skonsolidowanego - span (class="awspan awtext003", style="font-size:10pt; left:17.85pt; top:24pt; line-height:11.17pt;"): sprawozdania finansowego; - div (class="awdiv", style="top:498.31pt;") - div (style="left:0pt; top:0pt;") - span (class="awspan awtext005", style="font-size:10pt; color:#d04a02; left:0pt; top:0pt; font-family:serif; line-height:12.25pt;"): • - span (class="awspan awtext003", style="font-size:10pt; left:17.85pt; top:1pt; line-height:11.17pt;"): ocenę spełnienia standardów technicznych dotyczących specyfikacji jednolitego - span (class="awspan awtext003", style="font-size:10pt; left:17.85pt; top:12.5pt; line-height:11.17pt;"): elektronicznego formatu raportowania, w tym zastosowania formatu XHTML; - div (class="awdiv", style="top:527.98pt;") - div (style="left:0pt; top:0pt;") - span (class="awspan awtext005", style="font-size:10pt; color:#d04a02; left:0pt; top:0pt; font-family:serif; line-height:12.25pt;"): • - span (class="awspan awtext003", style="font-size:10pt; left:17.85pt; top:1pt; line-height:11.17pt;"): ocenę kompletności oznakowania informacji w skonsolidowanym sprawozdaniu finansowym - span (class="awspan awtext003", style="font-size:10pt; left:17.85pt; top:12.5pt; line-height:11.17pt;"): w formacie ESEF znacznikami XBRL; - div (class="awdiv", style="top:557.65pt;") - div (style="left:0pt; top:0pt;") - span (class="awspan awtext005", style="font-size:10pt; color:#d04a02; left:0pt; top:0pt; font-family:serif; line-height:12.25pt;"): • - span (class="awspan awtext003", style="font-size:10pt; left:17.85pt; top:1pt; line-height:11.17pt;"): ocenę czy znaczniki XBRL z taksonomii określonej w Rozporządzeniu ESEF zostały - span (class="awspan awtext003", style="font-size:10pt; left:17.85pt; top:12.5pt; line-height:11.17pt;"): odpowiednio zastosowane oraz, czy odpowiednio użyto rozszerzeń taksonomii w - span (class="awspan awtext003", style="font-size:10pt; left:17.85pt; top:24pt; line-height:11.17pt;"): sytuacjach, gdy w podstawowej taksonomii określonej w Rozporządzeniu ESEF nie - span (class="awspan awtext003", style="font-size:10pt; left:17.85pt; top:35.5pt; line-height:11.17pt;"): zidentyfikowano odpowiednich elementów; - div (class="awdiv", style="top:610.32pt;") - div (style="left:0pt; top:0pt;") - span (class="awspan awtext005", style="font-size:10pt; color:#d04a02; left:0pt; top:0pt; font-family:serif; line-height:12.25pt;"): • - span (class="awspan awtext003", style="font-size:10pt; left:17.85pt; top:1pt; line-height:11.17pt;"): ocenę prawidłowości zakotwiczenia zastosowanych rozszerzeń taksonomii w podstawowej - span (class="awspan awtext003", style="font-size:10pt; left:17.85pt; top:12.5pt; line-height:11.17pt;"): taksonomii określonej w Rozporządzeniu ESEF. - div (class="awdiv", style="top:640pt;") - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:0.33pt; line-height:11.17pt;"): Uważamy, że uzyskane przez nas dowody są wystarczające i odpowiednie, aby stanowić - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:11.83pt; line-height:11.17pt;"): podstawę naszej opinii. - div (class="awdiv awpage", style="width:595.3pt; height:841.9pt;") - div (class="awdiv", style="left:99.25pt; top:792.4pt; clip:rect(0pt,496.05pt,22.15pt,-99.25pt);") - span (class="awspan awtext003", style="font-size:9.5pt; left:414.58pt; top:0.31pt; line-height:10.61pt;"): 13 - div (class="awdiv", title="A logo with black text

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top:25.35pt; width:76.3pt; height:58pt;") - div (class="awdiv", style="left:99.25pt; top:99.25pt;") - span (class="awspan awtext004", style="font-size:10pt; left:0pt; top:0.33pt; line-height:11.17pt;"): Opinia - div (class="awdiv", style="top:17.5pt;") - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:0.33pt; line-height:11.17pt;"): Naszym zdaniem, na podstawie przeprowadzonych procedur, skonsolidowane sprawozdanie - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:11.83pt; line-height:11.17pt;"): finansowe w formacie ESEF zostało oznakowane, we wszystkich istotnych aspektach, zgodnie - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:23.33pt; line-height:11.17pt;"): z wymogami Rozporządzenia ESEF. - div (class="awdiv", style="top:58pt;") - span (class="awspan awtext004", style="font-size:10pt; left:0pt; top:0.33pt; line-height:11.17pt;"): Oświadczenie na temat świadczenia usług niebędących badaniem sprawozdania - span (class="awspan awtext004", style="font-size:10pt; left:0pt; top:11.83pt; line-height:11.17pt;"): finansowego - div (class="awdiv", style="top:86.99pt;") - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:0.33pt; line-height:11.17pt;"): Zgodnie z naszą najlepszą wiedzą i przekonaniem oświadczamy, że usługi niebędące - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:11.83pt; line-height:11.17pt;"): badaniem, które są zakazane na mocy art. 5 ust.1 Rozporządzenia UE oraz art.136 Ustawy - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:23.33pt; line-height:11.17pt;"): o biegłych rewidentach nie były świadczone, a usługi niebędące badaniem sprawozdań - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:34.82pt; line-height:11.17pt;"): finansowych, które świadczyliśmy na rzecz Jednostki dominującej i jednostek przez nią - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:46.32pt; line-height:11.17pt;"): kontrolowanych w ramach Unii Europejskiej są zgodne z prawem i przepisami obowiązującymi - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:57.82pt; line-height:11.17pt;"): w Polsce. - div (class="awdiv", style="top:161.99pt;") - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:0.33pt; line-height:11.17pt;"): Usługi niebędące badaniem sprawozdań finansowych, które świadczyliśmy na rzecz Jednostki - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:11.83pt; line-height:11.17pt;"): dominującej i jednostek przez nią kontrolowanych w ramach Unii Europejskiej w okresie od - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:23.33pt; line-height:11.17pt;"): rozpoczęcia badanego okresu do wydania sprawozdania z badania zostały wymienione w - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:34.82pt; line-height:11.17pt;"): sprawozdaniu z działalności w punkcie 8.10.4.4. - div (class="awdiv", style="top:213.98pt;") - span (class="awspan awtext004", style="font-size:10pt; left:0pt; top:0.33pt; line-height:11.17pt;"): Wybór firmy audytorskiej - div (class="awdiv", style="top:231.48pt;") - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:0.33pt; line-height:11.17pt;"): Zostaliśmy wybrani po raz pierwszy do badania rocznego skonsolidowanego sprawozdania - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:11.83pt; line-height:11.17pt;"): finansowego Grupy uchwałą Rady Nadzorczej Jednostki dominującej z dnia 19 grudnia 2017 r. - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:23.33pt; line-height:11.17pt;"): oraz ponownie uchwałą z dnia 23 lutego 2023 r. Skonsolidowane sprawozdanie finansowe - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:34.82pt; line-height:11.17pt;"): Grupy badamy nieprzerwanie począwszy od roku obrotowego zakończonego 31 grudnia 2018 - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:46.32pt; line-height:11.17pt;"): r., to jest przez 7 kolejnych lat. - div (class="awdiv", style="top:312.48pt;") - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:0.33pt; line-height:11.17pt;"): Kluczowym biegłym rewidentem odpowiedzialnym za badanie w imieniu - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:11.83pt; line-height:11.17pt;"): PricewaterhouseCoopers Polska spółka z ograniczoną odpowiedzialnością Audyt sp.k., spółki - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:23.33pt; line-height:11.17pt;"): wpisanej na listę firm audytorskich pod numerem 144, którego rezultatem jest niniejsze - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:34.82pt; line-height:11.17pt;"): sprawozdanie niezależnego biegłego rewidenta, jest Borys Malinowski. - div (class="awdiv", style="top:364.47pt;") - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:0.33pt; line-height:11.17pt;") - div (class="awdiv", style="top:381.97pt;") - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:0.33pt; line-height:11.17pt;") - div (class="awdiv", style="top:399.47pt;") - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:0.33pt; line-height:11.17pt;") - div (class="awdiv", style="top:416.97pt;") - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:0.33pt; line-height:11.17pt;") - div (class="awdiv", style="top:434.47pt;") - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:0.33pt; line-height:11.17pt;"): Borys Malinowski - div (class="awdiv", style="top:451.97pt;") - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:0.33pt; line-height:11.17pt;"): Kluczowy Biegły Rewident - div (class="awdiv", style="top:469.47pt;") - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:0.33pt; line-height:11.17pt;"): Numer w rejestrze: 12798 - div (class="awdiv", style="top:486.97pt;") - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:0.33pt; line-height:11.17pt;") - div (class="awdiv", style="top:504.47pt;") - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:0.33pt; line-height:11.17pt;"): Poznań, 9 kwietnia 2025 r.