Enea S.A. — Audit Report / Information 2023

Apr 17, 2024

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') 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') 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        • div (class="awdiv", style="left:0pt; top:11.5pt; width:475.7pt; height:0pt; border-top:solid 1.5pt #d04a02;")
        • div (class="awdiv", style="top:16.45pt;")
          • span (class="awspan awtext001", style="font-size:7pt; left:0pt; top:0.23pt; line-height:7.82pt;"): PricewaterhouseCoopers Polska spółka z ograniczoną odpowiedzialnością Audyt sp. k.,
          • span (class="awspan awtext001", style="font-size:7pt; left:0pt; top:8.28pt; line-height:7.82pt;"): Nowy Rynek, ul. Wierzbięcice 1A, 61-569 Poznań, Polska; T: +48 (61) 851 1500, F: +48 (61) 851 1501, www.pwc.pl
        • div (class="awdiv", style="top:41.55pt;")
          • span (class="awspan awtext001", style="font-size:7pt; left:0pt; top:0.23pt; line-height:7.82pt;"): PricewaterhouseCoopers Polska spółka z ograniczoną odpowiedzialnością Audyt sp. k. wpisana jest do Krajowego Rejestru Sądowego prowadzonego
          • span (class="awspan awtext001", style="font-size:7pt; left:0pt; top:8.28pt; line-height:7.82pt;"): przez Sąd Rejonowy dla m. st. Warszawy, pod numerem KRS 0000750050, NIP 526-021-02-28. Siedzibą Spółki jest Warszawa, ul. Polna 11.
      • div (class="awdiv", style="left:68.05pt; top:92.15pt;")
        • 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 awtext001", 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 awtext003", style="color:#d04a02; left:0pt; top:0.39pt; line-height:13.41pt;"): Sprawozdanie z badania rocznego skonsolidowanego sprawozdania finansowego
        • div (class="awdiv", style="top:117.48pt;")
          • span (class="awspan awtext001", style="color:#d04a02; left:0pt; top:4.89pt; line-height:13.41pt;"): Nasza opinia
        • div (class="awdiv", style="left:-1.45pt; top:117.48pt; width:479.1pt; height:0pt; border-top:solid 0.75pt #d04a02;")
        • div (class="awdiv", style="top:141.78pt;")
          • span (class="awspan awtext001", 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:159.28pt;")
          • div (style="left:0pt; top:0pt;")
          • div (style="left:0pt; top:0pt;")
          • span (class="awspan awtext004", style="font-size:10pt; color:#d04a02; left:0pt; top:0pt; line-height:12.21pt;"): ●
          • span (class="awspan awtext001", style="font-size:10pt; left:17.85pt; top:0.47pt; line-height:11.17pt;"): przedstawia rzetelny i jasny obraz skonsolidowanej sytuacji majątkowej i finansowej Grupy Kapitałowej
          • span (class="awspan awtext001", style="font-size:10pt; left:17.85pt; top:11.97pt; line-height:11.17pt;"): ENEA („Grupa”), w której Jednostką dominującą jest ENEA S.A. („Jednostka dominująca”) na dzień 31
          • span (class="awspan awtext001", style="font-size:10pt; left:17.85pt; top:23.47pt; line-height:11.17pt;"): grudnia 2023 r. oraz skonsolidowanego wyniku finansowego i skonsolidowanych przepływów
          • span (class="awspan awtext001", style="font-size:10pt; left:17.85pt; top:34.97pt; line-height:11.17pt;"): pieniężnych Grupy za rok obrotowy zakończony w tym dniu zgodnie z mającymi zastosowanie
          • span (class="awspan awtext001", style="font-size:10pt; left:17.85pt; top:46.46pt; line-height:11.17pt;"): Międzynarodowymi Standardami Sprawozdawczości Finansowej zatwierdzonymi przez Unię
          • span (class="awspan awtext001", style="font-size:10pt; left:17.85pt; top:57.96pt; line-height:11.17pt;"): Europejską oraz przyjętymi zasadami (polityką) rachunkowości;
        • div (class="awdiv", style="top:234.41pt;")
          • span (class="awspan awtext004", style="font-size:10pt; color:#d04a02; left:0pt; top:0pt; line-height:12.21pt;"): ●
          • span (class="awspan awtext001", style="font-size:10pt; left:17.85pt; top:0.47pt; line-height:11.17pt;"): jest zgodne co do formy i treści z obowiązującymi Grupę przepisami prawa oraz statutem Jednostki
          • span (class="awspan awtext001", style="font-size:10pt; left:17.85pt; top:11.97pt; line-height:11.17pt;"): dominującej.
        • div (class="awdiv", style="top:263.55pt;")
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:0.33pt; line-height:11.17pt;"): Niniejsza opinia jest spójna z naszym sprawozdaniem dodatkowym dla Komitetu Audytu, które wydaliśmy
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:11.83pt; line-height:11.17pt;"): z dniem niniejszego sprawozdania.
        • div (class="awdiv", style="top:292.55pt;")
          • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:0.33pt; line-height:11.17pt;"): Przedmiot naszego badania
          • span (class="awspan awtext001", style="font-size:10pt; left:131.69pt; top:0.33pt; line-height:11.17pt;")
        • div (class="awdiv", style="top:310.05pt;")
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:0.33pt; line-height:11.17pt;"): Przeprowadziliśmy badanie rocznego skonsolidowanego sprawozdania finansowego grupy kapitałowej
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:11.83pt; line-height:11.17pt;"): ENEA S.A., które zawiera:
        • div (class="awdiv", style="top:339.05pt;")
          • div (style="left:0pt; top:0pt;")
          • span (class="awspan awtext004", style="font-size:10pt; color:#d04a02; left:0pt; top:0pt; line-height:12.21pt;"): ●
          • span (class="awspan awtext001", style="font-size:10pt; left:17.85pt; top:0.47pt; line-height:11.17pt;"): skonsolidowane sprawozdanie z sytuacji finansowej na dzień 31 grudnia 2023 r.;
        • div (class="awdiv", style="top:356.69pt;")
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:0.33pt; line-height:11.17pt;"): oraz sporządzone za rok obrotowy zakończony tego dnia:
        • div (class="awdiv", style="top:374.18pt;")
          • div (style="left:0pt; top:0pt;")
          • span (class="awspan awtext004", style="font-size:10pt; color:#d04a02; left:0pt; top:0pt; line-height:12.21pt;"): ●
          • span (class="awspan awtext001", style="font-size:10pt; left:17.85pt; top:0.47pt; line-height:11.17pt;"): skonsolidowane sprawozdanie z całkowitych dochodów;
        • div (class="awdiv", style="top:391.82pt;")
          • div (style="left:0pt; top:0pt;")
          • span (class="awspan awtext004", style="font-size:10pt; color:#d04a02; left:0pt; top:0pt; line-height:12.21pt;"): ●
          • span (class="awspan awtext001", style="font-size:10pt; left:17.85pt; top:0.47pt; line-height:11.17pt;"): skonsolidowane sprawozdanie ze zmian w kapitale własnym;
        • div (class="awdiv", style="top:409.46pt;")
          • div (style="left:0pt; top:0pt;")
          • span (class="awspan awtext004", style="font-size:10pt; color:#d04a02; left:0pt; top:0pt; line-height:12.21pt;"): ●
          • span (class="awspan awtext001", style="font-size:10pt; left:17.85pt; top:0.47pt; line-height:11.17pt;"): skonsolidowane sprawozdanie z przepływów pieniężnych, oraz
          • div (style="left:296.89pt; top:0pt;")
        • div (class="awdiv", style="top:427.1pt;")
          • span (class="awspan awtext004", style="font-size:10pt; color:#d04a02; left:0pt; top:0pt; line-height:12.21pt;"): ●
          • span (class="awspan awtext001", style="font-size:10pt; left:17.85pt; top:0.47pt; line-height:11.17pt;"): dodatkowe informacje i objaśnienia zawierające opis istotnych przyjętych zasad rachunkowości i inne
          • span (class="awspan awtext001", style="font-size:10pt; left:17.85pt; top:11.97pt; line-height:11.17pt;"): informacje objaśniające.
        • div (class="awdiv", style="top:456.24pt;")
          • span (class="awspan awtext001", style="color:#d04a02; left:0pt; top:10.89pt; line-height:13.41pt;"): Podstawa opinii
        • div (class="awdiv", style="left:-1.45pt; top:462.24pt; width:479.1pt; height:0pt; border-top:solid 0.75pt #d04a02;")
        • div (class="awdiv", style="top:486.54pt;")
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:0.33pt; line-height:11.17pt;"): Nasze badanie przeprowadziliśmy zgodnie z Krajowymi Standardami Badania przyjętymi uchwałą Krajowej
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:11.83pt; line-height:11.17pt;"): Rady Biegłych Rewidentów oraz uchwałą Rady Polskiej Agencji Nadzoru Audytowego („KSB”), a także
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:23.33pt; line-height:11.17pt;"): stosownie do postanowień ustawy z dn. 11 maja 2017 r. o biegłych rewidentach, firmach audytorskich i
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:34.82pt; line-height:11.17pt;"): nadzorze publicznym („Ustawa o biegłych rewidentach”), a także Rozporządzenia UE nr 537/2014 z dnia
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:46.32pt; line-height:11.17pt;"): 16 kwietnia 2014 r. w sprawie szczegółowych wymogów dotyczących ustawowych badań sprawozdań
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:57.82pt; line-height:11.17pt;"): finansowych jednostek interesu publicznego („Rozporządzenie UE”). Nasza odpowiedzialność zgodnie z
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:69.32pt; line-height:11.17pt;"): KSB została dalej opisana w sekcji Odpowiedzialność biegłego rewidenta za badanie skonsolidowanego
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:80.82pt; line-height:11.17pt;"): sprawozdania finansowego.
        • div (class="awdiv", style="top:584.53pt;")
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:0.33pt; line-height:11.17pt;"): Uważamy, że dowody badania, które uzyskaliśmy są wystarczające i odpowiednie, aby stanowić podstawę
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:11.83pt; line-height:11.17pt;"): dla naszej opinii.
    • div (class="awdiv awpage", style="width:595.3pt; height:841.9pt;")
      • div (class="awdiv")
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        • span (class="awspan awtext001", style="font-size:9.5pt; left:470.92pt; top:0.31pt; line-height:10.61pt;"): 2
      • div (class="awdiv", style="left:68.05pt; top:92.15pt;")
        • div (class="awdiv", style="top:17.5pt;")
          • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:0.33pt; line-height:11.17pt;"): Niezależność
          • span (class="awspan awtext001", style="font-size:10pt; left:62.8pt; top:0.33pt; line-height:11.17pt;")
        • div (class="awdiv", style="top:35pt;")
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:0.33pt; line-height:11.17pt;"): Jesteśmy niezależni od Grupy zgodnie z Międzynarodowym Kodeksem Etyki Zawodowych Księgowych (w
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:11.83pt; line-height:11.17pt;"): tym Międzynarodowymi Standardami Niezależności) wydanym przez Radę Międzynarodowych Standardów
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:23.33pt; line-height:11.17pt;"): Etycznych dla Księgowych („Kodeks IESBA”) przyjętym uchwałą Krajowej Rady Biegłych Rewidentów oraz
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:34.82pt; line-height:11.17pt;"): z innymi wymogami etycznymi, które mają zastosowanie do naszego badania sprawozdań finansowych w
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:46.32pt; line-height:11.17pt;"): Polsce. Wypełniliśmy nasze inne obowiązki etyczne zgodnie z tymi wymogami i Kodeksem IESBA. W
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:57.82pt; line-height:11.17pt;"): trakcie przeprowadzania badania kluczowy biegły rewident oraz firma audytorska pozostali niezależni od
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:69.32pt; line-height:11.17pt;"): Grupy zgodnie z wymogami niezależności określonymi w Ustawie o biegłych rewidentach oraz w
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:80.82pt; line-height:11.17pt;"): Rozporządzeniu UE.
        • div (class="awdiv", style="top:132.99pt;")
          • span (class="awspan awtext001", style="color:#d04a02; left:0pt; top:10.89pt; line-height:13.41pt;"): Nasze podejście do badania
        • div (class="awdiv", style="left:-1.45pt; top:138.99pt; width:479.1pt; height:0pt; border-top:solid 0.75pt #d04a02;")
        • div (class="awdiv", style="top:163.29pt;")
          • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:0.33pt; line-height:11.17pt;"): Podsumowanie
        • div (class="awdiv", style="top:174.79pt;")
          • div (class="awdiv", style="top:60pt;")
            • div (class="awdiv", style="left:169.5pt; top:-60pt; clip:rect(0pt,312.45pt,296.25pt,0pt);")
              • div (class="awdiv", style="left:5pt; top:16.5pt;")
                • span (class="awspan awtext001", style="font-size:6pt; left:0pt; top:4.7pt; line-height:6.7pt;")
              • div (class="awdiv", style="left:3.55pt; top:16.5pt; width:305.35pt; height:0pt; border-top:solid 0.75pt #d04a02;")
              • div (class="awdiv", style="left:3.8pt; top:33.9pt;")
                • div (style="left:0pt; top:0pt;")
                • span (class="awspan awtext004", style="font-size:10pt; color:#d04a02; left:0pt; top:0pt; line-height:12.21pt;"): ●
                • span (class="awspan awtext001", style="font-size:10pt; left:18pt; top:0.47pt; line-height:11.17pt;"): Istotność ogólna przyjęta do badania została określona na
                • span (class="awspan awtext001", style="font-size:10pt; left:18pt; top:11.97pt; line-height:11.17pt;"): poziomie 101 mln zł, co stanowi 2,5% średniego miernika zysku
                • span (class="awspan awtext001", style="font-size:10pt; left:18pt; top:23.47pt; line-height:11.17pt;"): EBITDA w horyzoncie 3-letnim, zdefiniowanego w
                • span (class="awspan awtext001", style="font-size:10pt; left:18pt; top:34.97pt; line-height:11.17pt;"): skonsolidowanym sprawozdaniu finansowym w nocie
                • span (class="awspan awtext001", style="font-size:10pt; left:18pt; top:46.46pt; line-height:11.17pt;"): „Segmenty operacyjne”.
              • div (class="awdiv", style="left:3.8pt; top:97.53pt;")
                • span (class="awspan awtext001", style="font-size:6pt; left:0pt; top:16.7pt; line-height:6.7pt;")
              • div (class="awdiv", style="left:2.35pt; top:109.53pt; width:306.55pt; height:0pt; border-top:solid 0.75pt #d04a02;")
              • div (class="awdiv", style="left:3.8pt; top:126.93pt;")
                • span (class="awspan awtext004", style="font-size:10pt; color:#d04a02; left:0pt; top:0pt; line-height:12.21pt;"): ●
                • span (class="awspan awtext001", style="font-size:10pt; left:18pt; top:0.47pt; line-height:11.17pt;"): Przeprowadziliśmy badanie Jednostki dominującej i 22 spółek
                • span (class="awspan awtext001", style="font-size:10pt; left:18pt; top:11.97pt; line-height:11.17pt;"): zależnych.
              • div (class="awdiv", style="left:3.8pt; top:156.07pt;")
                • span (class="awspan awtext004", style="font-size:10pt; color:#d04a02; left:0pt; top:0pt; line-height:12.21pt;"): ●
                • span (class="awspan awtext001", style="font-size:10pt; left:18pt; top:0.47pt; line-height:11.17pt;"): Zakres naszego badania pokrył 97% przychodów Grupy oraz
                • span (class="awspan awtext001", style="font-size:10pt; left:18pt; top:11.97pt; line-height:11.17pt;"): 95%
                • span (class="awspan awtext001", style="font-size:10pt; left:40.79pt; top:11.97pt; line-height:11.17pt;"): sumy aktywów wszystkich skonsolidowanych spółek Grupy
                • span (class="awspan awtext001", style="font-size:10pt; left:18pt; top:23.47pt; line-height:11.17pt;"): przed dokonaniem wyłączeń konsolidacyjnych
                • span (class="awspan awtext001", style="font-size:10pt; left:222.56pt; top:23.47pt; line-height:11.17pt;"): .
              • div (class="awdiv", style="left:20.35pt; top:208.71pt; width:288.55pt; height:0pt; border-top:solid 0.75pt #d04a02;")
              • div (class="awdiv", style="left:3.8pt; top:226.11pt;")
                • span (class="awspan awtext004", style="font-size:10pt; color:#d04a02; left:0pt; top:0pt; line-height:12.21pt;"): ●
                • span (class="awspan awtext001", style="font-size:10pt; left:18pt; top:0.47pt; line-height:11.17pt;"): Skutki zmiany regulacji dotyczących cen energii elektrycznej
              • div (class="awdiv", style="left:3.8pt; top:243.75pt;")
                • span (class="awspan awtext004", style="font-size:10pt; color:#d04a02; left:0pt; top:0pt; line-height:12.21pt;"): ●
                • span (class="awspan awtext001", style="font-size:10pt; left:18pt; top:0.47pt; line-height:11.17pt;"): Roszczenia z tytułu bezumownego korzystania z gruntów
              • div (class="awdiv", style="left:3.8pt; top:261.39pt;")
                • span (class="awspan awtext004", style="font-size:10pt; color:#d04a02; left:0pt; top:0pt; line-height:12.21pt;"): ●
                • span (class="awspan awtext001", style="font-size:10pt; left:18pt; top:0.47pt; line-height:11.17pt;"): Utrata wartości aktywów trwałych.
        • div (class="awdiv", style="top:481.54pt;")
          • div (class="awdiv", style="clip:rect(0pt,476.2pt,2.15pt,0pt);")
            • div (class="awdiv", style="left:5.4pt;")
              • span (class="awspan awtext001", style="font-size:1pt; left:0pt; top:0.03pt; line-height:1.12pt;")
        • div (class="awdiv", style="top:482.69pt;")
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:0.33pt; line-height:11.17pt;"): Zaprojektowaliśmy nasze badanie ustalając istotność i oceniając ryzyko istotnego zniekształcenia
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:11.83pt; line-height:11.17pt;"): skonsolidowanego sprawozdania finansowego. W szczególności rozważyliśmy, gdzie Zarząd Jednostki
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:23.33pt; line-height:11.17pt;"): dominującej dokonał subiektywnych osądów; na przykład w odniesieniu do znaczących szacunków
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:34.82pt; line-height:11.17pt;"): księgowych, które wymagały przyjęcia założeń oraz rozważenia wystąpienia przyszłych zdarzeń, które z
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:46.32pt; line-height:11.17pt;"): natury są niepewne. Odnieśliśmy się również do ryzyka obejścia przez Zarząd kontroli wewnętrznej, w tym
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:57.82pt; line-height:11.17pt;"): – wśród innych spraw – rozważyliśmy, czy wystąpiły dowody na stronniczość Zarządu, która stanowiłaby
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:69.32pt; line-height:11.17pt;"): ryzyko istotnego zniekształcenia spowodowanego oszustwem.
        • div (class="awdiv", style="top:569.18pt;")
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:0.33pt; line-height:11.17pt;"): Dostosowaliśmy zakres naszego badania w celu wykonania wystarczającej pracy umożliwiającej nam
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:11.83pt; line-height:11.17pt;"): wydanie opinii o skonsolidowanym sprawozdaniu finansowym jako całości, biorąc pod uwagę strukturę
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:23.33pt; line-height:11.17pt;"): Grupy, procesy księgowe i kontrole oraz branżę, w której działa Grupa.
      • div (class="awdiv", title="/var/www/website/app/../temp/fileSetsTempDir/lp7wb150lg/4d3e9d88-c572-4f4f-b208-6171df12a7b2.png")
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", 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", style="left:0.85pt; top:0.15pt; width:129.09pt; height:117.8pt;")
      • div (class="awdiv", style="left:68.05pt; top:792.4pt; clip:rect(0pt,527.25pt,22.15pt,-68.05pt);")
        • span (class="awspan awtext001", style="font-size:9.5pt; left:470.92pt; top:0.31pt; line-height:10.61pt;"): 3
      • div (class="awdiv", style="left:68.05pt; top:92.15pt;")
        • div (class="awdiv", style="top:17.5pt;")
          • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:0.33pt; line-height:11.17pt;"): Istotność
          • span (class="awspan awtext001", style="font-size:10pt; left:44.45pt; top:0.33pt; line-height:11.17pt;")
        • div (class="awdiv", style="top:35pt;")
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:0.33pt; line-height:11.17pt;"): Na zakres naszego badania miał wpływ przyjęty poziom istotności. Badanie zaprojektowane zostało w celu
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:11.83pt; line-height:11.17pt;"): uzyskania racjonalnej pewności, czy skonsolidowane sprawozdanie finansowe jako całość nie zawiera
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:23.33pt; line-height:11.17pt;"): istotnego zniekształcenia. Zniekształcenia mogą powstać na skutek oszustwa lub błędu. Zniekształcenia są
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:34.82pt; line-height:11.17pt;"): uważane za istotne, jeżeli można racjonalnie oczekiwać, że pojedynczo lub łącznie mogłyby wpłynąć na
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:46.32pt; line-height:11.17pt;"): decyzje ekonomiczne użytkowników podjęte na podstawie skonsolidowanego sprawozdania finansowego.
        • div (class="awdiv", style="top:98.49pt;")
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:0.33pt; line-height:11.17pt;"): Na podstawie naszego zawodowego osądu ustaliliśmy progi ilościowe dla istotności, w tym ogólną
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:11.83pt; line-height:11.17pt;"): istotność w odniesieniu do skonsolidowanego sprawozdania finansowego jako całości, którą
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:23.33pt; line-height:11.17pt;"): przedstawiamy poniżej. Progi te, wraz z czynnikami jakościowymi, umożliwiły nam określenie zakresu
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:34.82pt; line-height:11.17pt;"): naszego badania oraz rodzaj, czas i zasięg procedur badania, a także ocenę wpływu zniekształceń,
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:46.32pt; line-height:11.17pt;"): zarówno indywidualnie, jak i łącznie na skonsolidowane sprawozdanie finansowe jako całość.
        • div (class="awdiv", style="top:179.49pt;")
          • div (class="awdiv", style="clip:rect(0pt,198.45pt,23pt,0pt);")
            • div (class="awdiv", style="left:-0.25pt;")
              • span (class="awspan awtext003", style="font-size:10pt; color:#d04a02; left:0pt; top:4.83pt; line-height:11.17pt;"): Ogólna istotność
              • span (class="awspan awtext001", style="font-size:10pt; left:81.67pt; top:4.83pt; line-height:11.17pt;")
              • span (class="awspan awtext003", 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 awtext001", style="font-size:10pt; left:0pt; top:4.83pt; line-height:11.17pt;"): 101 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 awtext003", 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 awtext001", 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 awtext003", 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 awtext001", style="font-size:10pt; left:0pt; top:4.83pt; line-height:11.17pt;"): Przyjęliśmy wartość EBITDA (zdefiniowany w nocie
                • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:16.33pt; line-height:11.17pt;"): „Segmenty operacyjne”) jako podstawę określenia istotności,
                • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:27.83pt; line-height:11.17pt;"): ponieważ naszym zdaniem miernik ten może być
                • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:39.32pt; line-height:11.17pt;"): powszechnie używany do oceny działalności Grupy przez
                • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:50.82pt; line-height:11.17pt;"): użytkowników sprawozdań finansowych oraz jest ogólnie
                • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:62.32pt; line-height:11.17pt;"): przyjętym wskaźnikiem odniesienia. EBITDA stanowi
                • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:73.82pt; line-height:11.17pt;"): alternatywny wskaźnik pomiaru wyniku (APM), a za jego
                • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:85.32pt; line-height:11.17pt;"): zdefiniowanie i wyliczenie odpowiedzialność ponosi
                • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:96.82pt; line-height:11.17pt;"): kierownictwo Jednostki dominującej. Przyjęcie miernika
                • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:108.32pt; line-height:11.17pt;"): EBITDA do ustalenia istotności nie oznacza potwierdzenia
                • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:119.82pt; line-height:11.17pt;"): przez nas zasadności stosowania tego miernika do
                • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:131.32pt; line-height:11.17pt;"): podejmowania decyzji ekonomicznych lub potwierdzenia
                • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:142.82pt; line-height:11.17pt;"): prawidłowości jego ustalenia. Istotność przyjęliśmy na
                • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:154.31pt; line-height:11.17pt;"): poziomie 2,5%, ponieważ na podstawie naszego
                • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:165.81pt; line-height:11.17pt;"): profesjonalnego osądu mieści się on w zakresie
                • span (class="awspan awtext001", 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:419.12pt;")
          • div (class="awdiv", style="clip:rect(0pt,476.2pt,12.4pt,0pt);")
            • div (class="awdiv", style="left:5.4pt;")
              • span (class="awspan awtext001", 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:430.52pt;")
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:0.33pt; line-height:11.17pt;"): Uzgodniliśmy z Komitetem Audytu Jednostki dominującej, że poinformujemy o zidentyfikowanych podczas
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:11.83pt; line-height:11.17pt;"): badania zniekształceniach skonsolidowanego sprawozdania finansowego o wartości większej niż 10 mln zł,
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:23.33pt; line-height:11.17pt;"): za wyjątkiem kwestii dotyczących klasyfikacji (prezentacji) i ujawnień dla których przyjęto poziom 101 mln
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:34.82pt; line-height:11.17pt;"): zł, a także o zniekształceniach poniżej tej kwoty, jeżeli w naszej ocenie byłoby to uzasadnione ze względów
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:46.32pt; line-height:11.17pt;"): na czynniki jakościowe.
        • div (class="awdiv", style="top:494.01pt;")
          • span (class="awspan awtext001", style="color:#d04a02; left:0pt; top:10.89pt; line-height:13.41pt;"): Kluczowe sprawy badania
        • div (class="awdiv", style="left:-1.45pt; top:500.01pt; width:479.1pt; height:0pt; border-top:solid 0.75pt #d04a02;")
        • div (class="awdiv", style="top:524.31pt;")
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:0.33pt; line-height:11.17pt;"): Kluczowe sprawy badania są to sprawy, które według naszego zawodowego osądu były najbardziej
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:11.83pt; line-height:11.17pt;"): znaczące podczas naszego badania skonsolidowanego sprawozdania finansowego za bieżący okres.
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:23.33pt; line-height:11.17pt;"): Obejmują one najbardziej znaczące ocenione rodzaje ryzyka istotnego zniekształcenia, w tym ocenione
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:34.82pt; line-height:11.17pt;"): rodzaje ryzyka istotnego zniekształcenia spowodowanego oszustwem. Do spraw tych odnieśliśmy się w
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:46.32pt; line-height:11.17pt;"): kontekście naszego badania skonsolidowanego sprawozdania finansowego jako całości oraz przy
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:57.82pt; line-height:11.17pt;"): formułowaniu naszej opinii. Nie wyrażamy osobnej opinii na temat tych spraw.
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      • div (class="awdiv")
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        • span (class="awspan awtext001", style="font-size:9.5pt; left:470.92pt; top:0.31pt; line-height:10.61pt;"): 4
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        • div (style="left:0pt; top:0pt;")
        • div (class="awdiv", style="top:17.5pt;")
          • div (class="awdiv", style="left:-0.05pt; top:-0.05pt; width:189.45pt; height:33.4pt; background-color:#d04a02; border:solid 0.1pt #d04a02;")
          • div (class="awdiv", style="clip:rect(0pt,189.55pt,34.5pt,0pt);")
            • div (class="awdiv", style="left:5pt; top:5pt;")
              • span (class="awspan awtext003", style="font-size:10pt; color:#ffffff; left:0pt; top:6.33pt; line-height:11.17pt;"): Kluczowa sprawa badania
          • div (class="awdiv", style="left:189.5pt; top:-0.05pt; width:278.15pt; height:33.4pt; background-color:#d04a02; border:solid 0.1pt #d04a02;")
          • div (class="awdiv", style="left:189.55pt; clip:rect(0pt,278.25pt,34.5pt,0pt);")
            • div (class="awdiv", style="left:5pt; top:5pt;")
              • span (class="awspan awtext003", 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:33.5pt;")
            • div (class="awdiv", style="clip:rect(0.5pt,467.8pt,35pt,0pt);")
              • div (class="awdiv", style="left:5pt; top:5.5pt;")
                • span (class="awspan awtext001", style="font-size:10pt; color:#d04a02; left:0pt; top:6.33pt; line-height:11.17pt;"): Skutki zmiany regulacji dotyczących cen energii elektrycznej
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            • div (class="awdiv", style="clip:rect(0.5pt,467.8pt,287.48pt,0pt);")
              • div (class="awdiv", style="left:5pt; top:5.5pt;")
                • div (class="awdiv", style="clip:rect(0pt,232.45pt,276.98pt,0pt);")
                  • div (class="awdiv", style="left:5.4pt; top:11.5pt;")
                    • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:0.33pt; line-height:11.17pt;"): W punkcie 8 oraz punkcie 33 dodatkowych
                    • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:11.83pt; line-height:11.17pt;"): informacji i objaśnień do skonsolidowanego
                    • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:23.33pt; line-height:11.17pt;"): sprawozdania finansowego Grupa przedstawiła
                    • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:34.82pt; line-height:11.17pt;"): ujawnienia na temat szacowanej skali wpływu na
                    • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:46.32pt; line-height:11.17pt;"): skonsolidowane sprawozdanie finansowe
                    • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:57.82pt; line-height:11.17pt;"): regulacji wynikających z ustawy z 27 października
                    • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:69.32pt; line-height:11.17pt;"): 2022 r. o środkach nadzwyczajnych mających na
                    • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:80.82pt; line-height:11.17pt;"): celu ograniczenie wysokości cen energii
                    • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:92.32pt; line-height:11.17pt;"): elektrycznej oraz wsparciu niektórych odbiorców
                    • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:103.82pt; line-height:11.17pt;"): w 2023 r.
                  • div (class="awdiv", style="left:5.4pt; top:137.99pt;")
                    • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:0.33pt; line-height:11.17pt;"): Na bazie tych przepisów, Grupa wykazała w 2023
                    • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:11.83pt; line-height:11.17pt;"): roku przychód z tytułu rekompensat w kwocie
                    • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:23.33pt; line-height:11.17pt;"): 4 146 mln zł, jednocześnie wykorzystując w
                    • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:34.82pt; line-height:11.17pt;"): całości rezerwę na umowy rodzące obciążenia
                    • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:46.32pt; line-height:11.17pt;"): utworzoną na dzień 31 grudnia 2022 r. w
                    • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:57.82pt; line-height:11.17pt;"): wysokości 368 mln zł.
                  • div (class="awdiv", style="left:5.4pt; top:218.48pt;")
                    • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:0.33pt; line-height:11.17pt;"): Mając na uwadze istotność wpływu powyższego
                    • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:11.83pt; line-height:11.17pt;"): zagadnienia na skonsolidowane sprawozdanie
                    • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:23.33pt; line-height:11.17pt;"): finansowe, kwestia ta była przedmiotem naszych
                    • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:34.82pt; line-height:11.17pt;"): analiz.
                • div (class="awdiv", style="left:232.45pt; clip:rect(0pt,232.45pt,276.98pt,0pt);")
                  • div (class="awdiv", style="left:5.4pt; top:11.5pt;")
                    • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:0.33pt; line-height:11.17pt;"): Nasze procedury obejmowały w szczególności:
                  • div (class="awdiv", style="left:26.4pt; top:32.2pt;")
                    • span (class="awspan awtext005", style="font-size:10pt; left:0pt; top:0pt; font-family:serif; line-height:12.25pt;"): •
                    • span (class="awspan awtext001", style="font-size:10pt; left:18pt; top:1pt; line-height:11.17pt;"): analizę zapisów ustawy z 27
                    • span (class="awspan awtext001", style="font-size:10pt; left:18pt; top:12.5pt; line-height:11.17pt;"): października 2022 r. o środkach
                    • span (class="awspan awtext001", style="font-size:10pt; left:18pt; top:24pt; line-height:11.17pt;"): nadzwyczajnych mających na celu
                    • span (class="awspan awtext001", style="font-size:10pt; left:18pt; top:35.5pt; line-height:11.17pt;"): ograniczenie wysokości cen energii
                    • span (class="awspan awtext001", style="font-size:10pt; left:18pt; top:47pt; line-height:11.17pt;"): elektrycznej oraz wsparciu niektórych
                    • span (class="awspan awtext001", style="font-size:10pt; left:18pt; top:58.5pt; line-height:11.17pt;"): odbiorców w 2023 r.;
                  • div (class="awdiv", style="left:26.4pt; top:111.06pt;")
                    • span (class="awspan awtext005", style="font-size:10pt; left:0pt; top:0pt; font-family:serif; line-height:12.25pt;"): •
                    • span (class="awspan awtext001", style="font-size:10pt; left:18pt; top:1pt; line-height:11.17pt;"): krytyczną ocenę przyjętych przez Zarząd
                    • span (class="awspan awtext001", style="font-size:10pt; left:18pt; top:12.5pt; line-height:11.17pt;"): założeń oraz dokonanych osądów i
                    • span (class="awspan awtext001", style="font-size:10pt; left:18pt; top:24pt; line-height:11.17pt;"): szacunków służących określeniu czy na
                    • span (class="awspan awtext001", style="font-size:10pt; left:18pt; top:35.5pt; line-height:11.17pt;"): dzień 31 grudnia 2023 roku istnieją
                    • span (class="awspan awtext001", style="font-size:10pt; left:18pt; top:47pt; line-height:11.17pt;"): umowy rodzące obciążenia;
                  • div (class="awdiv", style="left:26.4pt; top:178.43pt;")
                    • span (class="awspan awtext005", style="font-size:10pt; left:0pt; top:0pt; font-family:serif; line-height:12.25pt;"): •
                    • span (class="awspan awtext001", style="font-size:10pt; left:18pt; top:1pt; line-height:11.17pt;"): wykonanie testów detalicznych
                    • span (class="awspan awtext001", style="font-size:10pt; left:18pt; top:12.5pt; line-height:11.17pt;"): przychodów z tytułu rekompensat na
                    • span (class="awspan awtext001", style="font-size:10pt; left:18pt; top:24pt; line-height:11.17pt;"): wybranej próbie, wyselekcjonowanej
                    • span (class="awspan awtext001", style="font-size:10pt; left:18pt; top:35.5pt; line-height:11.17pt;"): przy zastosowaniu kryteriów ilościowych
                    • span (class="awspan awtext001", style="font-size:10pt; left:18pt; top:47pt; line-height:11.17pt;"): oraz jakościowych;
                  • div (class="awdiv", style="left:26.4pt; top:245.8pt;")
                    • span (class="awspan awtext005", style="font-size:10pt; left:0pt; top:0pt; font-family:serif; line-height:12.25pt;"): •
                    • span (class="awspan awtext001", style="font-size:10pt; left:18pt; top:1pt; line-height:11.17pt;"): ocenę poprawności i kompletności
                    • span (class="awspan awtext001", style="font-size:10pt; left:18pt; top:12.5pt; line-height:11.17pt;"): ujawnień.
          • div (class="awdiv", style="top:353.97pt;")
            • div (class="awdiv", style="clip:rect(0.5pt,467.8pt,35pt,0pt);")
              • div (class="awdiv", style="left:5pt; top:5.5pt;")
                • span (class="awspan awtext001", style="font-size:10pt; color:#d04a02; left:0pt; top:6.33pt; line-height:11.17pt;"): Roszczenia z tytułu bezumownego korzystania gruntów
          • div (class="awdiv", style="top:387.97pt;")
            • div (class="awdiv", style="clip:rect(0.5pt,467.8pt,265.83pt,0pt);")
              • div (class="awdiv", style="left:5pt; top:5.5pt;")
                • div (class="awdiv", style="clip:rect(0pt,232.45pt,255.33pt,0pt);")
                  • div (class="awdiv", style="left:5.4pt;")
                    • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:0.33pt; line-height:11.17pt;"): W notach 33 i 43.4 dodatkowych informacji i
                  • div (class="awdiv", style="left:5.4pt; top:11.5pt;")
                    • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:0.33pt; line-height:11.17pt;"): objaśnień do skonsolidowanego sprawozdania
                  • div (class="awdiv", style="left:5.4pt; top:23pt;")
                    • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:0.33pt; line-height:11.17pt;"): finansowego Grupa przedstawiła ujawnienia na
                  • div (class="awdiv", style="left:5.4pt; top:34.5pt;")
                    • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:0.33pt; line-height:11.17pt;"): temat roszczeń z tytułu bezumownego
                    • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:11.83pt; line-height:11.17pt;"): korzystania przez Grupę z gruntów stanowiących
                    • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:23.33pt; line-height:11.17pt;"): własność stron trzecich.
                  • div (class="awdiv", style="left:5.4pt; top:80.49pt;")
                    • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:0.33pt; line-height:11.17pt;"): Ze względu na fakt, iż Grupa nie posiada tytułu
                  • div (class="awdiv", style="left:5.4pt; top:91.99pt;")
                    • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:0.33pt; line-height:11.17pt;"): prawnego do korzystania z gruntu dla wszystkich
                  • div (class="awdiv", style="left:5.4pt; top:103.49pt;")
                    • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:0.33pt; line-height:11.17pt;"): obiektów, na których usytuowane są linie
                  • div (class="awdiv", style="left:5.4pt; top:114.99pt;")
                    • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:0.33pt; line-height:11.17pt;"): elektroenergetyczne i pozostały majątek sieciowy,
                    • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:11.83pt; line-height:11.17pt;"): Grupa tworzy rezerwy na odszkodowania z tytułu
                    • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:23.33pt; line-height:11.17pt;"): bezumownego korzystania z gruntów.
                  • div (class="awdiv", style="left:5.4pt; top:149.49pt;")
                    • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:0.33pt; line-height:11.17pt;"): Grupa oszacowała wartość rezerwy na
                    • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:11.83pt; line-height:11.17pt;"): odszkodowania zarówno dla gruntów, wobec
                    • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:23.33pt; line-height:11.17pt;"): których zgłoszono roszczenie, jak i dla tych, dla
                    • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:34.82pt; line-height:11.17pt;"): których roszczenie nie zostało jeszcze
                    • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:46.32pt; line-height:11.17pt;"): przedstawione na bazie oceny
                    • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:57.82pt; line-height:11.17pt;"): prawdopodobieństwa wystąpienia kolejnych
                    • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:69.32pt; line-height:11.17pt;"): roszczeń w całej populacji przypadków
                    • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:80.82pt; line-height:11.17pt;"): bezumownego korzystania z gruntu.
                • div (class="awdiv", style="left:232.45pt; clip:rect(0pt,232.45pt,255.33pt,0pt);")
                  • div (class="awdiv", style="left:5.4pt;")
                    • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:0.33pt; line-height:11.17pt;"): Nasze procedury obejmowały w szczególności:
                  • div (class="awdiv", style="left:26.4pt; top:23pt;")
                    • span (class="awspan awtext005", style="font-size:10pt; left:0pt; top:0pt; font-family:serif; line-height:12.25pt;"): •
                    • span (class="awspan awtext001", style="font-size:10pt; left:18pt; top:1pt; line-height:11.17pt;"): zrozumienie i ocenę zgodności
                    • span (class="awspan awtext001", style="font-size:10pt; left:18pt; top:12.5pt; line-height:11.17pt;"): stosowanej przez Grupę polityki
                    • span (class="awspan awtext001", style="font-size:10pt; left:18pt; top:24pt; line-height:11.17pt;"): rachunkowości w zakresie ujmowania
                    • span (class="awspan awtext001", style="font-size:10pt; left:18pt; top:35.5pt; line-height:11.17pt;"): rezerw na roszczenia z tytułu
                    • span (class="awspan awtext001", style="font-size:10pt; left:18pt; top:47pt; line-height:11.17pt;"): bezumownego korzystania z gruntów z
                    • span (class="awspan awtext001", style="font-size:10pt; left:18pt; top:58.5pt; line-height:11.17pt;"): odpowiednimi standardami
                    • span (class="awspan awtext001", style="font-size:10pt; left:18pt; top:70pt; line-height:11.17pt;"): sprawozdawczości finansowej oraz
                    • span (class="awspan awtext001", style="font-size:10pt; left:18pt; top:81.49pt; line-height:11.17pt;"): zapoznanie się z obowiązującymi
                    • span (class="awspan awtext001", style="font-size:10pt; left:18pt; top:92.99pt; line-height:11.17pt;"): przepisami prawa i praktyką rynkową;
                  • div (class="awdiv", style="left:26.4pt; top:138.66pt;")
                    • span (class="awspan awtext005", style="font-size:10pt; left:0pt; top:0pt; font-family:serif; line-height:12.25pt;"): •
                    • span (class="awspan awtext001", style="font-size:10pt; left:18pt; top:1pt; line-height:11.17pt;"): analizę otrzymanych niezależnie listów
                    • span (class="awspan awtext001", style="font-size:10pt; left:18pt; top:12.5pt; line-height:11.17pt;"): od prawników obsługujących Grupę w
                    • span (class="awspan awtext001", style="font-size:10pt; left:18pt; top:24pt; line-height:11.17pt;"): sprawach spornych pod kątem:
                  • div (class="awdiv", style="left:44.4pt; top:173.83pt;")
                    • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:0.33pt; line-height:11.17pt;"): - prawidłowego i kompletnego ujęcia w
                    • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:11.83pt; line-height:11.17pt;"): stosowanych przez Grupę modelach
                    • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:23.33pt; line-height:11.17pt;"): kalkulacji rezerwy kwoty zgłoszonych
                    • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:34.82pt; line-height:11.17pt;"): roszczeń, oraz
          • div (class="awdiv", style="left:0pt; top:33.5pt; width:467.8pt; height:0pt; border-top:solid 0.75pt #d04a02;")
          • div (class="awdiv", style="left:0pt; top:67.5pt; width:467.8pt; height:0pt; border-top:solid 0.75pt #d04a02;")
          • div (class="awdiv", style="left:0pt; top:353.97pt; width:467.8pt; height:0pt; border-top:solid 0.75pt #d04a02;")
          • div (class="awdiv", style="left:0pt; top:387.97pt; width:467.8pt; height:0pt; border-top:solid 0.75pt #d04a02;")
          • div (class="awdiv", style="left:0pt; top:652.8pt; width:467.8pt; height:0pt; border-top:solid 0.75pt #d04a02;")
    • div (class="awdiv awpage", style="width:595.3pt; height:841.9pt;")
      • div (class="awdiv")
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                • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:0.33pt; line-height:11.17pt;"): Wartość bilansowa rezerwy na roszczenia z tytułu
              • div (class="awdiv", style="left:5.4pt; top:11.5pt;")
                • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:0.33pt; line-height:11.17pt;"): bezumownego korzystania z gruntów na dzień 31
              • div (class="awdiv", style="left:5.4pt; top:23pt;")
                • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:0.33pt; line-height:11.17pt;"): grudnia 2023 roku wynosi 247 mln zł. W
              • div (class="awdiv", style="left:5.4pt; top:34.5pt;")
                • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:0.33pt; line-height:11.17pt;"): odniesieniu do stanu na dzień 31 grudnia 2022
                • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:11.83pt; line-height:11.17pt;"): roku rezerwa ta uległa zwiększeniu o kwotę 53
                • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:23.33pt; line-height:11.17pt;"): mln zł.
              • div (class="awdiv", style="left:5.4pt; top:80.49pt;")
                • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:0.33pt; line-height:11.17pt;"): Mając na uwadze istotność pozycji w
                • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:11.83pt; line-height:11.17pt;"): skonsolidowanym sprawozdaniu finansowym, a
                • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:23.33pt; line-height:11.17pt;"): także ze względu na nieodłączne ryzyko
                • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:34.82pt; line-height:11.17pt;"): niepewności w zakresie ustalania poziomu
                • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:46.32pt; line-height:11.17pt;"): rezerwy kwestia ta była przedmiotem naszych
                • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:57.82pt; line-height:11.17pt;"): poszerzonych analiz i uznaliśmy ją za kluczową
                • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:69.32pt; line-height:11.17pt;"): kwestię badania.
            • div (class="awdiv", style="left:232.45pt; clip:rect(0pt,232.45pt,356.04pt,0pt);")
              • div (class="awdiv", style="left:44.4pt;")
                • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:0.33pt; line-height:11.17pt;"): - prawnej oceny prawdopodobieństwa
                • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:11.83pt; line-height:11.17pt;"): ich niekorzystnego dla Grupy
                • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:23.33pt; line-height:11.17pt;"): rozstrzygnięcia. Wybrane kwestie w tym
                • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:34.82pt; line-height:11.17pt;"): zakresie zostały omówione z zarządami
                • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:46.32pt; line-height:11.17pt;"): spółek Grupy, których dotyczą
                • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:57.82pt; line-height:11.17pt;"): roszczenia;
              • div (class="awdiv", style="left:26.4pt; top:80.49pt;")
                • span (class="awspan awtext005", style="font-size:10pt; left:0pt; top:0pt; font-family:serif; line-height:12.25pt;"): •
                • span (class="awspan awtext001", style="font-size:10pt; left:18pt; top:1pt; line-height:11.17pt;"): krytyczną ocenę założeń i szacunków
                • span (class="awspan awtext001", style="font-size:10pt; left:18pt; top:12.5pt; line-height:11.17pt;"): Grupy (w tym prawdopodobieństwa
                • span (class="awspan awtext001", style="font-size:10pt; left:18pt; top:24pt; line-height:11.17pt;"): negatywnego rozstrzygnięcia) na
                • span (class="awspan awtext001", style="font-size:10pt; left:18pt; top:35.5pt; line-height:11.17pt;"): podstawie analizy wybranej próby
                • span (class="awspan awtext001", style="font-size:10pt; left:18pt; top:47pt; line-height:11.17pt;"): zgłoszonych roszczeń, w tym w
                • span (class="awspan awtext001", style="font-size:10pt; left:18pt; top:58.5pt; line-height:11.17pt;"): szczególności przebiegu toczących się w
                • span (class="awspan awtext001", style="font-size:10pt; left:18pt; top:70pt; line-height:11.17pt;"): ich przedmiocie postępowań sądowych;
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                • span (class="awspan awtext005", style="font-size:10pt; left:0pt; top:0pt; font-family:serif; line-height:12.25pt;"): •
                • span (class="awspan awtext001", style="font-size:10pt; left:18pt; top:1pt; line-height:11.17pt;"): analizę metodologii kalkulacji rezerwy na
                • span (class="awspan awtext001", style="font-size:10pt; left:18pt; top:12.5pt; line-height:11.17pt;"): roszczenia niezgłoszone do Grupy, w
                • span (class="awspan awtext001", style="font-size:10pt; left:18pt; top:24pt; line-height:11.17pt;"): tym założeń co do prawdopodobieństwa
                • span (class="awspan awtext001", style="font-size:10pt; left:18pt; top:35.5pt; line-height:11.17pt;"): wystąpienia kolejnych roszczeń w całej
                • span (class="awspan awtext001", style="font-size:10pt; left:18pt; top:47pt; line-height:11.17pt;"): populacji przypadków bezumownego
                • span (class="awspan awtext001", style="font-size:10pt; left:18pt; top:58.5pt; line-height:11.17pt;"): korzystania z gruntów, oraz ocenę
                • span (class="awspan awtext001", style="font-size:10pt; left:18pt; top:70pt; line-height:11.17pt;"): zasadności zmian założeń (lub ich
                • span (class="awspan awtext001", style="font-size:10pt; left:18pt; top:81.49pt; line-height:11.17pt;"): braku) w porównaniu z założeniami
                • span (class="awspan awtext001", style="font-size:10pt; left:18pt; top:92.99pt; line-height:11.17pt;"): przyjmowanymi w latach ubiegłych;
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                • span (class="awspan awtext005", style="font-size:10pt; left:0pt; top:0pt; font-family:serif; line-height:12.25pt;"): •
                • span (class="awspan awtext001", style="font-size:10pt; left:18pt; top:1pt; line-height:11.17pt;"): ocenę poprawności i kompletności
                • span (class="awspan awtext001", style="font-size:10pt; left:18pt; top:12.5pt; line-height:11.17pt;"): ujawnień dotyczących roszczeń z tytułu
                • span (class="awspan awtext001", style="font-size:10pt; left:18pt; top:24pt; line-height:11.17pt;"): bezumownego korzystania z gruntów w
                • span (class="awspan awtext001", style="font-size:10pt; left:18pt; top:35.5pt; line-height:11.17pt;"): skonsolidowanym sprawozdaniu
                • span (class="awspan awtext001", style="font-size:10pt; left:18pt; top:47pt; line-height:11.17pt;"): finansowym.
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              • span (class="awspan awtext001", style="font-size:10pt; color:#d04a02; left:0pt; top:6.33pt; line-height:11.17pt;"): Utrata wartości aktywów trwałych
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                • div (class="awdiv", style="left:5.4pt;")
                  • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:0.33pt; line-height:11.17pt;"): W nocie “Utrata wartości aktywów
                  • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:11.83pt; line-height:11.17pt;"): niefinansowych” dodatkowych informacji i
                  • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:23.33pt; line-height:11.17pt;"): objaśnień do skonsolidowanego sprawozdania
                  • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:34.82pt; line-height:11.17pt;"): finansowego Grupa przedstawiła ujawnienia
                • div (class="awdiv", style="left:5.4pt; top:46pt;")
                  • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:0.33pt; line-height:11.17pt;"): dotyczące testów na utratę wartości
                  • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:11.83pt; line-height:11.17pt;"): przeprowadzonych w odniesieniu do ośrodków
                  • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:23.33pt; line-height:11.17pt;"): wypracowujących środki pieniężne (CGU) w
                  • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:34.82pt; line-height:11.17pt;"): obszarze wytwarzania energii w podziale na
                  • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:46.32pt; line-height:11.17pt;"): rodzaje źródeł wytwórczych oraz w obszarze
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                  • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:0.33pt; line-height:11.17pt;"): wydobycia. Grupa ujawniła wyniki testów, przyjęte
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                  • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:0.33pt; line-height:11.17pt;"): założenia do wyliczenia wartości użytkowej oraz
                  • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:11.83pt; line-height:11.17pt;"): analizę wrażliwości wyliczeń na rozsądnie
                  • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:23.33pt; line-height:11.17pt;"): możliwą zmianę głównych założeń użytych w
                  • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:34.82pt; line-height:11.17pt;"): kalkulacji wartości odzyskiwalnej.
                • div (class="awdiv", style="left:5.4pt; top:172.49pt;")
                  • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:0.33pt; line-height:11.17pt;"): Wartość bilansowa ośrodków wypracowujących
                  • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:11.83pt; line-height:11.17pt;"): środki pieniężne objętych testem na utratę
                  • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:23.33pt; line-height:11.17pt;"): wartości na dzień 31 grudnia 2023 r. wynosiła
                  • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:34.82pt; line-height:11.17pt;"): 6 070 mln zł (po uwzględnieniu odpisów
                  • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:46.32pt; line-height:11.17pt;"): aktualizujących), co stanowi 15.5% sumy
                • div (class="awdiv", style="left:5.4pt; top:229.98pt;")
                  • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:0.33pt; line-height:11.17pt;"): aktywów Grupy i obejmuje rzeczowe aktywa
                  • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:11.83pt; line-height:11.17pt;"): trwałe oraz kapitał obrotowy netto przypisany do
                  • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:23.33pt; line-height:11.17pt;"): danych ośrodków.
              • div (class="awdiv", style="left:232.45pt; clip:rect(0pt,232.45pt,266.83pt,0pt);")
                • div (class="awdiv", style="left:5.4pt;")
                  • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:0.33pt; line-height:11.17pt;"): Nasze procedury obejmowały w szczególności:
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                  • span (class="awspan awtext005", style="font-size:10pt; left:0pt; top:0pt; font-family:serif; line-height:12.25pt;"): •
                  • span (class="awspan awtext001", style="font-size:10pt; left:18pt; top:1pt; line-height:11.17pt;"): zrozumienie i ocenę procesu identyfikacji
                  • span (class="awspan awtext001", style="font-size:10pt; left:18pt; top:12.5pt; line-height:11.17pt;"): przesłanek utraty wartości aktywów oraz
                  • span (class="awspan awtext001", style="font-size:10pt; left:18pt; top:24pt; line-height:11.17pt;"): prawidłowości grupowania aktywów w
                  • span (class="awspan awtext001", style="font-size:10pt; left:18pt; top:35.5pt; line-height:11.17pt;"): ośrodki wypracowujące środki pieniężne
                  • span (class="awspan awtext001", style="font-size:10pt; left:18pt; top:47pt; line-height:11.17pt;"): zgodnie z odpowiednimi standardami
                  • span (class="awspan awtext001", style="font-size:10pt; left:18pt; top:58.5pt; line-height:11.17pt;"): sprawozdawczości finansowej;
                • div (class="awdiv", style="left:26.4pt; top:104.17pt;")
                  • span (class="awspan awtext005", style="font-size:10pt; left:0pt; top:0pt; font-family:serif; line-height:12.25pt;"): •
                  • span (class="awspan awtext001", style="font-size:10pt; left:18pt; top:1pt; line-height:11.17pt;"): sprawdzenie poprawności
                  • span (class="awspan awtext001", style="font-size:10pt; left:18pt; top:12.5pt; line-height:11.17pt;"): matematycznej i spójności
                  • span (class="awspan awtext001", style="font-size:10pt; left:18pt; top:24pt; line-height:11.17pt;"): metodologicznej (z wykorzystaniem
                  • span (class="awspan awtext001", style="font-size:10pt; left:18pt; top:35.5pt; line-height:11.17pt;"): wewnętrznych specjalistów PwC w
                  • span (class="awspan awtext001", style="font-size:10pt; left:18pt; top:47pt; line-height:11.17pt;"): zakresie wycen) sporządzonego przez
                  • span (class="awspan awtext001", style="font-size:10pt; left:18pt; top:58.5pt; line-height:11.17pt;"): Zarząd Jednostki dominującej modelu
                  • span (class="awspan awtext001", style="font-size:10pt; left:18pt; top:70pt; line-height:11.17pt;"): wycen na bazie zdyskontowanych
                  • span (class="awspan awtext001", style="font-size:10pt; left:18pt; top:81.49pt; line-height:11.17pt;"): przepływów pieniężnych;
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        • div (class="awdiv", style="left:0pt; top:365.54pt; width:467.8pt; height:0pt; border-top:solid 0.75pt #d04a02;")
        • div (class="awdiv", style="left:0pt; top:399.54pt; width:467.8pt; height:0pt; border-top:solid 0.75pt #d04a02;")
    • div (class="awdiv awpage", style="width:595.3pt; height:841.9pt;")
      • div (class="awdiv")
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                • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:0.33pt; line-height:11.17pt;"): Zgodnie z MSR 36 „Utrata wartości aktywów”,
                • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:11.83pt; line-height:11.17pt;"): Zarząd Jednostki dominującej przeprowadza na
                • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:23.33pt; line-height:11.17pt;"): koniec okresu sprawozdawczego analizę
                • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:34.82pt; line-height:11.17pt;"): przesłanek dotyczących utraty wartości, a w
                • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:46.32pt; line-height:11.17pt;"): przypadku wystąpienia przesłanek -
                • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:57.82pt; line-height:11.17pt;"): przeprowadzane są testy na utratę wartości na
                • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:69.32pt; line-height:11.17pt;"): dany dzień sprawozdawczy.
              • div (class="awdiv", style="left:5.4pt; top:103.49pt;")
                • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:0.33pt; line-height:11.17pt;"): W wyniku przeprowadzonych testów na utratę
                • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:11.83pt; line-height:11.17pt;"): wartości w 2023 roku nastąpił wzrost odpisów z
                • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:23.33pt; line-height:11.17pt;"): tytułu utraty wartości niefinansowych aktywów
                • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:34.82pt; line-height:11.17pt;"): trwałych w CGU Elektrownie Systemowe
                • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:46.32pt; line-height:11.17pt;"): Kozienice, CGU Elektrownie Systemowe
                • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:57.82pt; line-height:11.17pt;"): Połaniec, CGU Białystok, oraz CGU Wydobycie o
                • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:69.32pt; line-height:11.17pt;"): wartość 3 690 mln zł.
              • div (class="awdiv", style="left:5.4pt; top:195.48pt;")
                • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:0.33pt; line-height:11.17pt;"): Wyliczenie wartości odzyskiwalnej jest związane
                • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:11.83pt; line-height:11.17pt;"): z koniecznością przyjęcia szeregu założeń i
                • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:23.33pt; line-height:11.17pt;"): dokonania osądów przez Zarząd Jednostki
                • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:34.82pt; line-height:11.17pt;"): dominującej, dotyczących między innymi przyjętej
                • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:46.32pt; line-height:11.17pt;"): strategii Grupy, planów finansowych i prognoz
                • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:57.82pt; line-height:11.17pt;"): przepływów pieniężnych na kolejne lata, oraz
                • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:69.32pt; line-height:11.17pt;"): założeń makroekonomicznych i rynkowych
                • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:80.82pt; line-height:11.17pt;"): (głównie dotyczących, dla obszaru wytwarzania
                • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:92.32pt; line-height:11.17pt;"): energii, cen energii elektrycznej, cen paliw, cen
                • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:103.82pt; line-height:11.17pt;"): praw do emisji CO2, systemu wsparcia
                • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:115.32pt; line-height:11.17pt;"): odnawialnych źródeł energii oraz rynku
              • div (class="awdiv", style="left:5.4pt; top:321.97pt;")
                • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:0.33pt; line-height:11.17pt;"): mocy, a dla obszaru wydobycia głównie poziomu
              • div (class="awdiv", style="left:5.4pt; top:333.47pt;")
                • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:0.33pt; line-height:11.17pt;"): wydobycia oraz cen węgla).
              • div (class="awdiv", style="left:5.4pt; top:356.47pt;")
                • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:0.33pt; line-height:11.17pt;"): Mając na uwadze istotność pozycji w
                • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:11.83pt; line-height:11.17pt;"): skonsolidowanym sprawozdaniu finansowym, a
                • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:23.33pt; line-height:11.17pt;"): także ze względu na wrażliwość wyników ww.
                • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:34.82pt; line-height:11.17pt;"): testu na przyjęte założenia kwestia ta była
                • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:46.32pt; line-height:11.17pt;"): przedmiotem naszych poszerzonych analiz i
                • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:57.82pt; line-height:11.17pt;"): stanowią kluczowa sprawę badania.
            • div (class="awdiv", style="left:232.45pt; clip:rect(0pt,232.45pt,441.99pt,0pt);")
              • div (class="awdiv", style="left:26.4pt; top:11.5pt;")
                • span (class="awspan awtext005", style="font-size:10pt; left:0pt; top:0pt; font-family:serif; line-height:12.25pt;"): •
                • span (class="awspan awtext001", style="font-size:10pt; left:18pt; top:1pt; line-height:11.17pt;"): krytyczną ocenę przyjętych przez Zarząd
                • span (class="awspan awtext001", style="font-size:10pt; left:18pt; top:12.5pt; line-height:11.17pt;"): Jednostki dominującej założeń i
                • span (class="awspan awtext001", style="font-size:10pt; left:18pt; top:24pt; line-height:11.17pt;"): dokonanych szacunków służących
                • span (class="awspan awtext001", style="font-size:10pt; left:18pt; top:35.5pt; line-height:11.17pt;"): określeniu wartości odzyskiwalnej
                • span (class="awspan awtext001", style="font-size:10pt; left:18pt; top:47pt; line-height:11.17pt;"): aktywów trwałych obejmującą między
                • span (class="awspan awtext001", style="font-size:10pt; left:18pt; top:58.5pt; line-height:11.17pt;"): innymi:
              • div (class="awdiv", style="left:23.4pt; top:92.67pt;")
                • span (class="awspan awtext004", style="font-size:10pt; left:0pt; top:0pt; line-height:12.21pt;"): −
                • span (class="awspan awtext001", style="font-size:10pt; left:18pt; top:0.47pt; line-height:11.17pt;"): okres projekcji przyszłych przepływów
                • span (class="awspan awtext001", style="font-size:10pt; left:18pt; top:11.97pt; line-height:11.17pt;"): pieniężnych oraz założony w nim poziom
                • span (class="awspan awtext001", style="font-size:10pt; left:18pt; top:23.47pt; line-height:11.17pt;"): przychodów, marży operacyjnej oraz
                • span (class="awspan awtext001", style="font-size:10pt; left:18pt; top:34.97pt; line-height:11.17pt;"): nakładów niezbędnych do utrzymania
                • span (class="awspan awtext001", style="font-size:10pt; left:18pt; top:46.46pt; line-height:11.17pt;"): działalności w niezmienionym zakresie;
              • div (class="awdiv", style="left:23.4pt; top:161.8pt;")
                • span (class="awspan awtext004", style="font-size:10pt; left:0pt; top:0pt; line-height:12.21pt;"): −
                • span (class="awspan awtext001", style="font-size:10pt; left:18pt; top:0.47pt; line-height:11.17pt;"): zastosowaną stopę dyskontową (w
                • span (class="awspan awtext001", style="font-size:10pt; left:18pt; top:11.97pt; line-height:11.17pt;"): oparciu o średnioważony koszt kapitału);
              • div (class="awdiv", style="left:23.4pt; top:196.44pt;")
                • span (class="awspan awtext004", style="font-size:10pt; left:0pt; top:0pt; line-height:12.21pt;"): −
                • span (class="awspan awtext001", style="font-size:10pt; left:18pt; top:0.47pt; line-height:11.17pt;"): krańcową stopę wzrostu po okresie
                • span (class="awspan awtext001", style="font-size:10pt; left:18pt; top:11.97pt; line-height:11.17pt;"): prognozy w sytuacjach w których była
                • span (class="awspan awtext001", style="font-size:10pt; left:18pt; top:23.47pt; line-height:11.17pt;"): ona przyjęta do wyliczenia wartości
                • span (class="awspan awtext001", style="font-size:10pt; left:18pt; top:34.97pt; line-height:11.17pt;"): odzyskiwalnej;
              • div (class="awdiv", style="left:26.4pt; top:258.1pt;")
                • span (class="awspan awtext005", style="font-size:10pt; left:0pt; top:0pt; font-family:serif; line-height:12.25pt;"): •
                • span (class="awspan awtext001", style="font-size:10pt; left:18pt; top:1pt; line-height:11.17pt;"): ocenę przeprowadzonej przez Zarząd
                • span (class="awspan awtext001", style="font-size:10pt; left:18pt; top:12.5pt; line-height:11.17pt;"): analizy wrażliwości przyjętych założeń,
                • span (class="awspan awtext001", style="font-size:10pt; left:18pt; top:24pt; line-height:11.17pt;"): które mogą mieć wpływ na wynik
                • span (class="awspan awtext001", style="font-size:10pt; left:18pt; top:35.5pt; line-height:11.17pt;"): wyceny;
              • div (class="awdiv", style="left:26.4pt; top:320.29pt;")
                • span (class="awspan awtext005", style="font-size:10pt; left:0pt; top:0pt; font-family:serif; line-height:12.25pt;"): •
                • span (class="awspan awtext001", style="font-size:10pt; left:18pt; top:1pt; line-height:11.17pt;"): ocenę poprawności i kompletności
                • span (class="awspan awtext001", style="font-size:10pt; left:18pt; top:12.5pt; line-height:11.17pt;"): ujawnień dotyczących testów na utratę
                • span (class="awspan awtext001", style="font-size:10pt; left:18pt; top:24pt; line-height:11.17pt;"): wartości w skonsolidowanym
                • span (class="awspan awtext001", style="font-size:10pt; left:18pt; top:35.5pt; line-height:11.17pt;"): sprawozdaniu finansowym.
        • div (class="awdiv", style="left:0pt; top:0pt; width:467.8pt; height:0pt; border-top:solid 0.75pt #d04a02;")
        • div (class="awdiv", style="top:451.49pt;")
          • span (class="awspan awtext001", style="color:#d04a02; left:0pt; top:16.89pt; line-height:13.41pt;"): Odpowiedzialność Zarządu i Rady Nadzorczej za skonsolidowane sprawozdanie
          • span (class="awspan awtext001", style="color:#d04a02; left:0pt; top:30.69pt; line-height:13.41pt;"): finansowe
        • div (class="awdiv", style="left:-1.45pt; top:463.49pt; width:479.1pt; height:0pt; border-top:solid 0.75pt #d04a02;")
        • div (class="awdiv", style="top:501.59pt;")
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:0.33pt; line-height:11.17pt;"): Zarząd Jednostki dominującej jest odpowiedzialny za sporządzenie rocznego skonsolidowanego
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:11.83pt; line-height:11.17pt;"): sprawozdania finansowego, które przedstawia rzetelny i jasny obraz sytuacji majątkowej i finansowej i
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:23.33pt; line-height:11.17pt;"): wyniku finansowego Grupy zgodnie z Międzynarodowymi Standardami Sprawozdawczości Finansowej
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:34.82pt; line-height:11.17pt;"): zatwierdzonymi przez Unię Europejską, przyjętymi zasadami (polityką) rachunkowości oraz z
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:46.32pt; line-height:11.17pt;"): obowiązującymi Grupę przepisami prawa i statutem Jednostki dominującej, a także za kontrolę
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:57.82pt; line-height:11.17pt;"): wewnętrzną, którą Zarząd uważa za niezbędną, aby umożliwić sporządzenie skonsolidowanego
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:69.32pt; line-height:11.17pt;"): sprawozdania finansowego niezawierającego istotnego zniekształcenia spowodowanego oszustwem lub
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:80.82pt; line-height:11.17pt;"): błędem.
        • div (class="awdiv", style="top:599.58pt;")
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:0.33pt; line-height:11.17pt;"): Sporządzając skonsolidowane sprawozdanie finansowe Zarząd Jednostki dominującej jest odpowiedzialny
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:11.83pt; line-height:11.17pt;"): za ocenę zdolności Grupy do kontynuowania działalności, ujawnienie, jeżeli ma to zastosowanie, spraw
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:23.33pt; line-height:11.17pt;"): związanych z kontynuacją działalności oraz za przyjęcie zasady kontynuacji działalności jako podstawy
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:34.82pt; line-height:11.17pt;"): rachunkowości, z wyjątkiem sytuacji kiedy Zarząd albo zamierza dokonać likwidacji Grupy, albo zaniechać
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:46.32pt; line-height:11.17pt;"): prowadzenia działalności albo nie ma żadnej realnej alternatywy dla likwidacji lub zaniechania działalności.
    • div (class="awdiv awpage", style="width:595.3pt; height:841.9pt;")
      • div (class="awdiv")
        • img (alt="Image should be here", class="awimg", 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style="left:0.85pt; top:0.15pt; width:129.09pt; height:117.8pt;")
      • div (class="awdiv", style="left:68.05pt; top:792.4pt; clip:rect(0pt,527.25pt,22.15pt,-68.05pt);")
        • span (class="awspan awtext001", style="font-size:9.5pt; left:470.92pt; top:0.31pt; line-height:10.61pt;"): 7
      • div (class="awdiv", style="left:68.05pt; top:92.15pt;")
        • div (class="awdiv", style="top:17.5pt;")
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:0.33pt; line-height:11.17pt;"): Zarząd Jednostki dominującej oraz członkowie Rady Nadzorczej są zobowiązani do zapewnienia, aby
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:11.83pt; line-height:11.17pt;"): skonsolidowane sprawozdanie finansowe spełniało wymagania przewidziane w ustawie z dn. 29 września
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:23.33pt; line-height:11.17pt;"): 1994 r. o rachunkowości („Ustawa o rachunkowości”). Członkowie Rady Nadzorczej są odpowiedzialni za
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:34.82pt; line-height:11.17pt;"): nadzorowanie procesu sprawozdawczości finansowej.
        • div (class="awdiv", style="top:69.5pt;")
          • span (class="awspan awtext001", style="color:#d04a02; left:0pt; top:10.89pt; line-height:13.41pt;"): Odpowiedzialność biegłego rewidenta za badanie skonsolidowanego sprawozdania
          • span (class="awspan awtext001", style="color:#d04a02; left:0pt; top:24.69pt; line-height:13.41pt;"): finansowego
        • div (class="awdiv", style="left:-1.45pt; top:75.5pt; width:479.1pt; height:0pt; border-top:solid 0.75pt #d04a02;")
        • div (class="awdiv", style="top:113.59pt;")
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:0.33pt; line-height:11.17pt;"): Naszymi celami są uzyskanie racjonalnej pewności czy skonsolidowane sprawozdanie finansowe jako
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:11.83pt; line-height:11.17pt;"): całość nie zawiera istotnego zniekształcenia spowodowanego oszustwem lub błędem oraz wydanie
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:23.33pt; line-height:11.17pt;"): sprawozdania z badania zawierającego naszą opinię. Racjonalna pewność jest wysokim poziomem
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:34.82pt; line-height:11.17pt;"): pewności, ale nie gwarantuje, że badanie przeprowadzone zgodnie z KSB zawsze wykryje istniejące
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:46.32pt; line-height:11.17pt;"): istotne zniekształcenie. Zniekształcenia mogą powstawać na skutek oszustwa lub błędu i są uważane za
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:57.82pt; line-height:11.17pt;"): istotne, jeżeli można racjonalnie oczekiwać, że pojedynczo lub łącznie mogłyby wpłynąć na decyzje
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:69.32pt; line-height:11.17pt;"): ekonomiczne użytkowników podjęte na podstawie skonsolidowanego sprawozdania finansowego.
        • div (class="awdiv", style="top:200.09pt;")
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:0.33pt; line-height:11.17pt;"): Zakres badania nie obejmuje zapewnienia co do przyszłej rentowności Grupy ani efektywności lub
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:11.83pt; line-height:11.17pt;"): skuteczności prowadzenia jej spraw przez Zarząd Jednostki dominującej obecnie lub w przyszłości.
        • div (class="awdiv", style="top:229.08pt;")
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:0.33pt; line-height:11.17pt;"): Podczas badania zgodnego z KSB stosujemy zawodowy osąd i zachowujemy zawodowy sceptycyzm, a
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:11.83pt; line-height:11.17pt;"): także:
        • div (class="awdiv", style="top:258.08pt;")
          • div (style="left:0pt; top:0pt;")
          • span (class="awspan awtext004", style="font-size:10pt; color:#d04a02; left:0pt; top:0pt; line-height:12.21pt;"): ●
          • span (class="awspan awtext001", style="font-size:10pt; left:17.85pt; top:0.47pt; line-height:11.17pt;"): identyfikujemy i szacujemy ryzyka istotnego zniekształcenia skonsolidowanego sprawozdania
          • span (class="awspan awtext001", style="font-size:10pt; left:17.85pt; top:11.97pt; line-height:11.17pt;"): finansowego spowodowanego oszustwem lub błędem, projektujemy i przeprowadzamy procedury
          • span (class="awspan awtext001", style="font-size:10pt; left:17.85pt; top:23.47pt; line-height:11.17pt;"): badania odpowiadające tym ryzykom i uzyskujemy dowody badania, które są wystarczające
          • span (class="awspan awtext001", style="font-size:10pt; left:17.85pt; top:34.97pt; line-height:11.17pt;"): i odpowiednie, aby stanowić podstawę dla naszej opinii. Ryzyko niewykrycia istotnego zniekształcenia
          • span (class="awspan awtext001", style="font-size:10pt; left:17.85pt; top:46.46pt; line-height:11.17pt;"): wynikającego z oszustwa jest większe niż tego wynikającego z błędu, ponieważ oszustwo może
          • span (class="awspan awtext001", style="font-size:10pt; left:17.85pt; top:57.96pt; line-height:11.17pt;"): dotyczyć zmowy, fałszerstwa, celowych pominięć, wprowadzenia w błąd lub obejścia kontroli
          • span (class="awspan awtext001", style="font-size:10pt; left:17.85pt; top:69.46pt; line-height:11.17pt;"): wewnętrznej;
        • div (class="awdiv", style="top:344.72pt;")
          • div (style="left:0pt; top:0pt;")
          • span (class="awspan awtext004", style="font-size:10pt; color:#d04a02; left:0pt; top:0pt; line-height:12.21pt;"): ●
          • span (class="awspan awtext001", style="font-size:10pt; left:17.85pt; top:0.47pt; line-height:11.17pt;"): uzyskujemy zrozumienie kontroli wewnętrznej stosownej dla badania w celu zaprojektowania procedur
          • span (class="awspan awtext001", style="font-size:10pt; left:17.85pt; top:11.97pt; line-height:11.17pt;"): badania, które są odpowiednie w danych okolicznościach, ale nie w celu wyrażenia opinii na temat
          • span (class="awspan awtext001", style="font-size:10pt; left:17.85pt; top:23.47pt; line-height:11.17pt;"): skuteczności kontroli wewnętrznej Grupy;
        • div (class="awdiv", style="top:385.35pt;")
          • div (style="left:0pt; top:0pt;")
          • span (class="awspan awtext004", style="font-size:10pt; color:#d04a02; left:0pt; top:0pt; line-height:12.21pt;"): ●
          • span (class="awspan awtext001", style="font-size:10pt; left:17.85pt; top:0.47pt; line-height:11.17pt;"): oceniamy odpowiedniość zastosowanych zasad (polityki) rachunkowości oraz zasadność szacunków
          • span (class="awspan awtext001", style="font-size:10pt; left:17.85pt; top:11.97pt; line-height:11.17pt;"): księgowych oraz powiązanych ujawnień dokonanych przez Zarząd Jednostki dominującej;
        • div (class="awdiv", style="top:414.49pt;")
          • div (style="left:0pt; top:0pt;")
          • span (class="awspan awtext004", style="font-size:10pt; color:#d04a02; left:0pt; top:0pt; line-height:12.21pt;"): ●
          • span (class="awspan awtext001", style="font-size:10pt; left:17.85pt; top:0.47pt; line-height:11.17pt;"): wyciągamy wniosek na temat odpowiedniości zastosowania przez Zarząd Jednostki dominującej
          • span (class="awspan awtext001", style="font-size:10pt; left:17.85pt; top:11.97pt; line-height:11.17pt;"): zasady kontynuacji działalności jako podstawy rachunkowości oraz, na podstawie uzyskanych
          • span (class="awspan awtext001", style="font-size:10pt; left:17.85pt; top:23.47pt; line-height:11.17pt;"): dowodów badania, czy istnieje istotna niepewność związana ze zdarzeniami lub warunkami, które
          • span (class="awspan awtext001", style="font-size:10pt; left:17.85pt; top:34.97pt; line-height:11.17pt;"): mogą poddawać w znaczącą wątpliwość zdolność Grupy do kontynuacji działalności. Jeżeli
          • span (class="awspan awtext001", style="font-size:10pt; left:17.85pt; top:46.46pt; line-height:11.17pt;"): dochodzimy do wniosku, że istnieje istotna niepewność, wymagane jest od nas zwrócenie uwagi w
          • span (class="awspan awtext001", style="font-size:10pt; left:17.85pt; top:57.96pt; line-height:11.17pt;"): sprawozdaniu biegłego rewidenta na powiązane ujawnienia w skonsolidowanym sprawozdaniu
          • span (class="awspan awtext001", style="font-size:10pt; left:17.85pt; top:69.46pt; line-height:11.17pt;"): finansowym lub, jeżeli takie ujawnienia są nieadekwatne, modyfikujemy naszą opinię. Nasze wnioski są
          • span (class="awspan awtext001", style="font-size:10pt; left:17.85pt; top:80.96pt; line-height:11.17pt;"): oparte na dowodach badania uzyskanych do dnia sporządzenia sprawozdania biegłego rewidenta,
          • span (class="awspan awtext001", style="font-size:10pt; left:17.85pt; top:92.46pt; line-height:11.17pt;"): jednakże przyszłe zdarzenia lub warunki mogą spowodować, że Grupa zaprzestanie kontynuacji
          • span (class="awspan awtext001", style="font-size:10pt; left:17.85pt; top:103.96pt; line-height:11.17pt;"): działalności;
        • div (class="awdiv", style="top:535.62pt;")
          • div (style="left:0pt; top:0pt;")
          • span (class="awspan awtext004", style="font-size:10pt; color:#d04a02; left:0pt; top:0pt; line-height:12.21pt;"): ●
          • span (class="awspan awtext001", style="font-size:10pt; left:17.85pt; top:0.47pt; line-height:11.17pt;"): oceniamy ogólną prezentację, strukturę i zawartość skonsolidowanego sprawozdania finansowego, w
          • span (class="awspan awtext001", style="font-size:10pt; left:17.85pt; top:11.97pt; line-height:11.17pt;"): tym ujawnienia, oraz czy skonsolidowane sprawozdanie finansowe przedstawia będące ich podstawą
          • span (class="awspan awtext001", style="font-size:10pt; left:17.85pt; top:23.47pt; line-height:11.17pt;"): transakcje i zdarzenia w sposób zapewniający rzetelną prezentację;
        • div (class="awdiv", style="top:576.26pt;")
          • span (class="awspan awtext004", style="font-size:10pt; color:#d04a02; left:0pt; top:0pt; line-height:12.21pt;"): ●
          • span (class="awspan awtext001", style="font-size:10pt; left:17.85pt; top:0.47pt; line-height:11.17pt;"): uzyskujemy wystarczające odpowiednie dowody badania odnośnie do informacji finansowych
          • span (class="awspan awtext001", style="font-size:10pt; left:17.85pt; top:11.97pt; line-height:11.17pt;"): jednostek lub działalności gospodarczych wewnątrz Grupy w celu wyrażenia opinii na temat
          • span (class="awspan awtext001", style="font-size:10pt; left:17.85pt; top:23.47pt; line-height:11.17pt;"): skonsolidowanego sprawozdania finansowego. Jesteśmy odpowiedzialni za kierowanie, nadzór i
          • span (class="awspan awtext001", style="font-size:10pt; left:17.85pt; top:34.97pt; line-height:11.17pt;"): przeprowadzenie badania Grupy i jesteśmy wyłącznie odpowiedzialni za naszą opinię z badania.
        • div (class="awdiv", style="top:628.4pt;")
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:0.33pt; line-height:11.17pt;"): Komunikujemy się z Komitetem Audytu odnośnie, między innymi, do planowanego zakresu i czasu
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:11.83pt; line-height:11.17pt;"): przeprowadzenia badania oraz znaczących ustaleń badania, w tym wszelkich znaczących słabości kontroli
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:23.33pt; line-height:11.17pt;"): wewnętrznej, które zidentyfikujemy podczas badania.
    • div (class="awdiv awpage", style="width:595.3pt; height:841.9pt;")
      • div (class="awdiv")
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style="left:0.85pt; top:0.15pt; width:129.09pt; height:117.8pt;")
      • div (class="awdiv", style="left:68.05pt; top:792.4pt; clip:rect(0pt,527.25pt,22.15pt,-68.05pt);")
        • span (class="awspan awtext001", style="font-size:9.5pt; left:470.92pt; top:0.31pt; line-height:10.61pt;"): 8
      • div (class="awdiv", style="left:68.05pt; top:92.15pt;")
        • div (class="awdiv", style="top:17.5pt;")
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:0.33pt; line-height:11.17pt;"): Składamy Komitetowi Audytu oświadczenie, że przestrzegaliśmy stosownych wymogów etycznych
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:11.83pt; line-height:11.17pt;"): dotyczących niezależności oraz komunikujemy wszystkie powiązania i inne sprawy, które mogłyby być
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:23.33pt; line-height:11.17pt;"): racjonalnie uznane za stanowiące zagrożenie dla naszej niezależności, a tam gdzie ma to zastosowanie,
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:34.82pt; line-height:11.17pt;"): informujemy o działaniach podjętych w celu wyeliminowania tych zagrożeń oraz zastosowanych
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:46.32pt; line-height:11.17pt;"): zabezpieczeniach.
        • div (class="awdiv", style="top:80.99pt;")
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:0.33pt; line-height:11.17pt;"): Spośród spraw komunikowanych Komitetowi Audytu ustaliliśmy te sprawy, które były najbardziej znaczące
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:11.83pt; line-height:11.17pt;"): podczas badania skonsolidowanego sprawozdania finansowego za bieżący okres i dlatego uznaliśmy je za
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:23.33pt; line-height:11.17pt;"): kluczowe sprawy badania. Opisujemy te sprawy w naszym sprawozdaniu biegłego rewidenta, chyba że
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:34.82pt; line-height:11.17pt;"): przepisy prawa lub regulacje zabraniają publicznego ujawnienia na ich temat lub gdy, w wyjątkowych
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:46.32pt; line-height:11.17pt;"): okolicznościach, ustalimy, że kwestia nie powinna być komunikowana w naszym sprawozdaniu, ponieważ
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:57.82pt; line-height:11.17pt;"): można byłoby racjonalnie oczekiwać, że negatywne konsekwencje przeważyłyby korzyści dla interesu
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:69.32pt; line-height:11.17pt;"): publicznego takiego ujawnienia.
        • div (class="awdiv", style="top:167.49pt;")
          • span (class="awspan awtext001", style="color:#d04a02; left:0pt; top:10.89pt; line-height:13.41pt;"): Inne informacje, w tym sprawozdanie z działalności
        • div (class="awdiv", style="left:-1.45pt; top:173.49pt; width:479.1pt; height:0pt; border-top:solid 0.75pt #d04a02;")
        • div (class="awdiv", style="top:197.79pt;")
          • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:0.33pt; line-height:11.17pt;"): Inne informacje
          • span (class="awspan awtext001", style="font-size:10pt; left:73.91pt; top:0.33pt; line-height:11.17pt;")
        • div (class="awdiv", style="top:215.29pt;")
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:0.33pt; line-height:11.17pt;"): Na inne informacje składa się:
        • div (class="awdiv", style="top:232.78pt;")
          • div (style="left:0pt; top:0pt;")
          • div (style="left:0pt; top:0pt;")
          • span (class="awspan awtext004", style="font-size:10pt; color:#d04a02; left:0pt; top:0pt; line-height:12.21pt;"): ●
          • span (class="awspan awtext001", style="font-size:10pt; left:17.85pt; top:0.47pt; line-height:11.17pt;"): sprawozdanie Zarządu z działalności Jednostki dominującej oraz Grupy za rok obrotowy zakończony
          • span (class="awspan awtext001", style="font-size:10pt; left:17.85pt; top:11.97pt; line-height:11.17pt;"): 31 grudnia 2023 r. („Sprawozdanie z działalności”) wraz z oświadczeniem o stosowaniu ładu
          • span (class="awspan awtext001", style="font-size:10pt; left:17.85pt; top:23.47pt; line-height:11.17pt;"): korporacyjnego i oświadczeniem na temat informacji niefinansowych, o którym mowa w art. 55 ust. 2b
          • span (class="awspan awtext001", style="font-size:10pt; left:17.85pt; top:34.97pt; line-height:11.17pt;"): Ustawy o rachunkowości, które są wyodrębnionymi częściami tego Sprawozdania z działalności,
        • div (class="awdiv", style="top:284.92pt;")
          • span (class="awspan awtext004", style="font-size:10pt; color:#d04a02; left:0pt; top:0pt; line-height:12.21pt;"): ●
          • span (class="awspan awtext001", style="font-size:10pt; left:17.85pt; top:0.47pt; line-height:11.17pt;"): inne dokumenty składające się na Raport Roczny za rok obrotowy zakończony 31 grudnia 2023 r.
          • span (class="awspan awtext001", style="font-size:10pt; left:17.85pt; top:11.97pt; line-height:11.17pt;"): („Raport roczny”),
        • div (class="awdiv", style="top:314.06pt;")
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:0.33pt; line-height:11.17pt;"): (razem „Inne informacje”). Inne informacje nie obejmują skonsolidowanego sprawozdania finansowego i
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:11.83pt; line-height:11.17pt;"): sprawozdania biegłego rewidenta na jego temat.
        • div (class="awdiv", style="top:343.06pt;")
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:0.33pt; line-height:11.17pt;"): Raport roczny Grupy uzyskaliśmy przed datą niniejszego sprawozdania z badania, za wyjątkiem:
        • div (class="awdiv", style="top:360.56pt;")
          • span (class="awspan awtext004", style="font-size:10pt; color:#d04a02; left:0pt; top:0pt; line-height:12.21pt;"): ●
          • span (class="awspan awtext001", style="font-size:10pt; left:17.85pt; top:0.47pt; line-height:11.17pt;"): informacji Zarządu Jednostki dominującej o dokonaniu wyboru firmy audytorskiej przeprowadzającej
          • span (class="awspan awtext001", style="font-size:10pt; left:17.85pt; top:11.97pt; line-height:11.17pt;"): badanie rocznego skonsolidowanego sprawozdania finansowego,
        • div (class="awdiv", style="top:389.7pt;")
          • span (class="awspan awtext004", style="font-size:10pt; color:#d04a02; left:0pt; top:0pt; line-height:12.21pt;"): ●
          • span (class="awspan awtext001", style="font-size:10pt; left:17.85pt; top:0.47pt; line-height:11.17pt;"): oświadczenia Rady Nadzorczej dotyczącego funkcjonowania Komitetu ds. Audytu,
        • div (class="awdiv", style="top:407.34pt;")
          • span (class="awspan awtext004", style="font-size:10pt; color:#d04a02; left:0pt; top:0pt; line-height:12.21pt;"): ●
          • span (class="awspan awtext001", style="font-size:10pt; left:17.85pt; top:0.47pt; line-height:11.17pt;"): oceny Rady Nadzorczej dotyczącej Sprawozdania z działalności Jednostki dominującej oraz Grupy i
          • span (class="awspan awtext001", style="font-size:10pt; left:17.85pt; top:11.97pt; line-height:11.17pt;"): skonsolidowanego sprawozdania finansowego w zakresie ich zgodności z księgami, dokumentami oraz
          • span (class="awspan awtext001", style="font-size:10pt; left:17.85pt; top:23.47pt; line-height:11.17pt;"): ze stanem faktycznym,
        • div (class="awdiv", style="top:447.97pt;")
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:0.33pt; line-height:11.17pt;"): które będą dostępne po tej dacie.
          • span (class="awspan awtext003", style="font-size:10pt; left:147.88pt; top:0.33pt; line-height:11.17pt;")
        • div (class="awdiv", style="top:465.47pt;")
          • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:0.33pt; line-height:11.17pt;"): Odpowiedzialność Zarządu i Rady Nadzorczej
          • span (class="awspan awtext001", style="font-size:10pt; left:217.26pt; top:0.33pt; line-height:11.17pt;")
        • div (class="awdiv", style="top:482.97pt;")
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:0.33pt; line-height:11.17pt;"): Zarząd Jednostki dominującej jest odpowiedzialny za sporządzenie Innych informacji zgodnie z przepisami
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:11.83pt; line-height:11.17pt;"): prawa.
        • div (class="awdiv", style="top:511.97pt;")
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:0.33pt; line-height:11.17pt;"): Zarząd Jednostki dominującej oraz członkowie Rady Nadzorczej są zobowiązani do zapewnienia, aby
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:11.83pt; line-height:11.17pt;"): Sprawozdanie z działalności wraz z wyodrębnionymi częściami spełniały wymagania przewidziane w
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:23.33pt; line-height:11.17pt;"): Ustawie o rachunkowości.
        • div (class="awdiv", style="top:552.47pt;")
          • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:0.33pt; line-height:11.17pt;"): Odpowiedzialność biegłego rewidenta
        • div (class="awdiv", style="top:569.97pt;")
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:0.33pt; line-height:11.17pt;"): Nasza opinia z badania skonsolidowanego sprawozdania finansowego nie obejmuje Innych informacji.
        • div (class="awdiv", style="top:587.47pt;")
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:0.33pt; line-height:11.17pt;"): W związku z badaniem skonsolidowanego sprawozdania finansowego naszym obowiązkiem wynikającym z
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:11.83pt; line-height:11.17pt;"): KSB jest przeczytanie Innych informacji, i czyniąc to, rozważenie czy są one istotnie niespójne ze
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:23.33pt; line-height:11.17pt;"): skonsolidowanym sprawozdaniem finansowym, z naszą wiedzą uzyskaną w trakcie badania lub w inny
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:34.82pt; line-height:11.17pt;"): sposób wydają się być istotnie zniekształcone. Jeżeli na podstawie wykonanej pracy stwierdzimy istotne
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:46.32pt; line-height:11.17pt;"): zniekształcenie Innych informacji, jesteśmy zobowiązani poinformować o tym w naszym sprawozdaniu z
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:57.82pt; line-height:11.17pt;"): badania.
    • div (class="awdiv awpage", style="width:595.3pt; height:841.9pt;")
      • div (class="awdiv")
        • img (alt="Image should be here", class="awimg", 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style="left:0.85pt; top:0.15pt; width:129.09pt; height:117.8pt;")
      • div (class="awdiv", style="left:68.05pt; top:792.4pt; clip:rect(0pt,527.25pt,22.15pt,-68.05pt);")
        • span (class="awspan awtext001", style="font-size:9.5pt; left:470.92pt; top:0.31pt; line-height:10.61pt;"): 9
      • div (class="awdiv", style="left:68.05pt; top:92.15pt;")
        • div (class="awdiv", style="top:17.5pt;")
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:0.33pt; line-height:11.17pt;"): Naszym obowiązkiem zgodnie z wymogami Ustawy o biegłych rewidentach jest również wydanie opinii, czy
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:11.83pt; line-height:11.17pt;"): Sprawozdanie z działalności zostało sporządzone zgodnie z przepisami oraz czy jest zgodne z
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:23.33pt; line-height:11.17pt;"): informacjami zawartymi w rocznym skonsolidowanym sprawozdaniu finansowym.
        • div (class="awdiv", style="top:58pt;")
          • span (class="awspan awtext001", 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 oświadczeniu o
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:11.83pt; line-height:11.17pt;"): stosowaniu ładu korporacyjnego zawarła wymagane informacje oraz do poinformowania czy Jednostka
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:23.33pt; line-height:11.17pt;"): dominująca i Grupa sporządziła oświadczenie na temat informacji niefinansowych.
        • div (class="awdiv", style="top:98.49pt;")
          • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:0.33pt; line-height:11.17pt;"): Oświadczenie na temat Innych informacji
        • div (class="awdiv", style="top:115.99pt;")
          • span (class="awspan awtext001", 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 podczas
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:11.83pt; line-height:11.17pt;"): naszego badania nie stwierdziliśmy istotnych zniekształceń w Sprawozdaniu z działalności Jednostki
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:23.33pt; line-height:11.17pt;"): dominującej i Grupy oraz pozostałych Innych informacjach, które uzyskaliśmy przed datą niniejszego
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:34.82pt; line-height:11.17pt;"): sprawozdania z badania.
        • div (class="awdiv", style="top:167.99pt;")
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:0.33pt; line-height:11.17pt;"): W przypadku, kiedy stwierdzimy istotne zniekształcenie w:
        • div (class="awdiv", style="top:185.49pt;")
          • span (class="awspan awtext004", style="font-size:10pt; color:#d04a02; left:0pt; top:0pt; line-height:12.21pt;"): ●
          • span (class="awspan awtext001", style="font-size:10pt; left:17.85pt; top:0.47pt; line-height:11.17pt;"): informacji Zarządu Jednostki dominującej o dokonaniu wyboru firmy audytorskiej przeprowadzającej
          • span (class="awspan awtext001", style="font-size:10pt; left:17.85pt; top:11.97pt; line-height:11.17pt;"): badanie rocznego skonsolidowanego sprawozdania finansowego,
        • div (class="awdiv", style="top:214.63pt;")
          • span (class="awspan awtext004", style="font-size:10pt; color:#d04a02; left:0pt; top:0pt; line-height:12.21pt;"): ●
          • span (class="awspan awtext001", style="font-size:10pt; left:17.85pt; top:0.47pt; line-height:11.17pt;"): oświadczeniu Rady Nadzorczej dotyczącym funkcjonowania Komitetu ds. Audytu,
        • div (class="awdiv", style="top:232.27pt;")
          • span (class="awspan awtext004", style="font-size:10pt; color:#d04a02; left:0pt; top:0pt; line-height:12.21pt;"): ●
          • span (class="awspan awtext001", style="font-size:10pt; left:17.85pt; top:0.47pt; line-height:11.17pt;"): ocenie Rady Nadzorczej dotyczącej Sprawozdania z działalności Jednostki dominującej oraz Grupy i
          • span (class="awspan awtext001", style="font-size:10pt; left:17.85pt; top:11.97pt; line-height:11.17pt;"): skonsolidowanego sprawozdania finansowego w zakresie ich zgodności z księgami, dokumentami oraz
          • span (class="awspan awtext001", style="font-size:10pt; left:17.85pt; top:23.47pt; line-height:11.17pt;"): ze stanem faktycznym,
        • div (class="awdiv", style="top:272.9pt;")
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:0.33pt; line-height:11.17pt;"): jesteśmy zobowiązani poinformować o tym Radę Nadzorczą Jednostki dominującej.
        • div (class="awdiv", style="top:290.4pt;")
          • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:0.33pt; line-height:11.17pt;"): Opinia o Sprawozdaniu z działalności
        • div (class="awdiv", style="top:307.9pt;")
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:0.33pt; line-height:11.17pt;"): Na podstawie wykonanej pracy w trakcie badania, naszym zdaniem, Sprawozdanie z działalności Jednostki
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:11.83pt; line-height:11.17pt;"): oraz Grupy:
        • div (class="awdiv", style="top:336.9pt;")
          • span (class="awspan awtext004", style="font-size:10pt; color:#d04a02; left:0pt; top:0pt; line-height:12.21pt;"): ●
          • span (class="awspan awtext001", style="font-size:10pt; left:17.85pt; top:0.47pt; line-height:11.17pt;"): zostało sporządzone zgodnie z wymogami art. 49 Ustawy o rachunkowości oraz paragrafu 71
          • span (class="awspan awtext001", style="font-size:10pt; left:17.85pt; top:11.97pt; line-height:11.17pt;"): Rozporządzenia Ministra Finansów z dnia 29 marca 2018 r. w sprawie informacji bieżących
          • span (class="awspan awtext001", style="font-size:10pt; left:17.85pt; top:23.47pt; line-height:11.17pt;"): i okresowych przekazywanych przez emitentów papierów wartościowych oraz warunków uznawania za
          • span (class="awspan awtext001", style="font-size:10pt; left:17.85pt; top:34.97pt; line-height:11.17pt;"): równoważne informacji wymaganych przepisami prawa państwa niebędącego państwem członkowskim
          • span (class="awspan awtext001", style="font-size:10pt; left:17.85pt; top:46.46pt; line-height:11.17pt;"): („Rozporządzenie o informacjach bieżących”);
          • div (style="left:221.27pt; top:46.14pt;")
        • div (class="awdiv", style="top:400.54pt;")
          • span (class="awspan awtext004", style="font-size:10pt; color:#d04a02; left:0pt; top:0pt; line-height:12.21pt;"): ●
          • span (class="awspan awtext001", style="font-size:10pt; left:17.85pt; top:0.47pt; line-height:11.17pt;"): jest zgodne z informacjami zawartymi w rocznym jednostkowym sprawozdaniu finansowym Jednostki
          • span (class="awspan awtext001", style="font-size:10pt; left:17.85pt; top:11.97pt; line-height:11.17pt;"): dominującej oraz w skonsolidowanym sprawozdaniu finansowym.
        • div (class="awdiv", style="top:429.68pt;")
          • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:0.33pt; line-height:11.17pt;"): Opinia o oświadczeniu o stosowaniu ładu korporacyjnego
        • div (class="awdiv", style="top:447.17pt;")
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:0.33pt; line-height:11.17pt;"): Naszym zdaniem w oświadczeniu o stosowaniu ładu korporacyjnego Grupa zawarła informacje określone
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:11.83pt; line-height:11.17pt;"): w paragrafie 70 ust. 6 punkt 5 Rozporządzenia o informacjach bieżących. Ponadto, naszym zdaniem,
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:23.33pt; line-height:11.17pt;"): informacje wskazane w paragrafie 70 ust. 6 punkt 5 lit. c-f, h oraz i tego Rozporządzenia zawarte w
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:34.82pt; line-height:11.17pt;"): oświadczeniu o stosowaniu ładu korporacyjnego są zgodne z mającymi zastosowanie przepisami oraz
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:46.32pt; line-height:11.17pt;"): informacjami zawartymi w skonsolidowanym sprawozdaniu finansowym.
        • div (class="awdiv", style="top:510.67pt;")
          • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:0.33pt; line-height:11.17pt;"): Informacja na temat informacji niefinansowych
        • div (class="awdiv", style="top:528.17pt;")
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:0.33pt; line-height:11.17pt;"): Zgodnie z wymogami Ustawy o biegłych rewidentach potwierdzamy, że Grupa sporządziła oświadczenie na
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:11.83pt; line-height:11.17pt;"): temat informacji niefinansowych, o którym mowa w art. 55 ust 2b Ustawy o rachunkowości jako
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:23.33pt; line-height:11.17pt;"): wyodrębnioną część Sprawozdania z działalności.
        • div (class="awdiv", style="top:568.67pt;")
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:0.33pt; line-height:11.17pt;"): Nie wykonaliśmy żadnych prac atestacyjnych dotyczących oświadczenia na temat informacji
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:11.83pt; line-height:11.17pt;"): niefinansowych i nie wyrażamy jakiegokolwiek zapewnienia na jego temat.
    • div (class="awdiv awpage", style="width:595.3pt; height:841.9pt;")
      • div (class="awdiv")
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", style="left:0.85pt; top:0.15pt; width:129.09pt; height:117.8pt;")
      • div (class="awdiv", style="left:68.05pt; top:792.4pt; clip:rect(0pt,527.25pt,22.15pt,-68.05pt);")
        • span (class="awspan awtext001", style="font-size:9.5pt; left:465.63pt; top:0.31pt; line-height:10.61pt;"): 10
      • div (class="awdiv", style="left:68.05pt; top:92.15pt;")
        • div (class="awdiv", style="top:17.5pt;")
          • span (class="awspan awtext003", style="color:#d04a02; left:0pt; top:10.89pt; line-height:13.41pt;"): Sprawozdanie na temat innych wymogów prawa i regulacji
        • div (class="awdiv", style="left:-1.45pt; top:23.5pt; width:479.1pt; height:0pt; border-top:solid 0.75pt #d04a02;")
        • div (class="awdiv", style="top:47.8pt;")
          • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:0.33pt; line-height:11.17pt;"): Opinia o zgodności oznakowania skonsolidowanego sprawozdania finansowego z wymogami
          • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:11.83pt; line-height:11.17pt;"): Jednolitego Europejskiego Formatu Elektronicznego („ESEF”)
          • span (class="awspan awtext003", style="font-size:1pt; left:296.15pt; top:19.97pt; line-height:1.12pt;")
        • div (class="awdiv", style="top:76.8pt;")
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:0.33pt; line-height:11.17pt;"): W związku z badaniem skonsolidowanego sprawozdania finansowego zostaliśmy zaangażowani przez
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:11.83pt; line-height:11.17pt;"): Zarząd Jednostki dominującej na podstawie umowy o badanie skonsolidowanego sprawozdania
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:23.33pt; line-height:11.17pt;"): finansowego do przeprowadzenia usługi atestacyjnej dającej racjonalną pewność w celu wyrażenia opinii
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:34.82pt; line-height:11.17pt;"): czy skonsolidowane sprawozdanie finansowe Grupy na dzień i za rok zakończony 31 grudnia 2023 roku
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:46.32pt; line-height:11.17pt;"): sporządzone w jednolitym elektronicznym formacie raportowania zawarte w pliku o nazwie enea-2023-12-
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:57.82pt; line-height:11.17pt;"): 31-pl.zip („skonsolidowane sprawozdanie finansowe w formacie ESEF”) zostało oznakowane zgodnie z
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:69.32pt; line-height:11.17pt;"): wymogami określonymi w artykule 4 Rozporządzenia delegowanego Komisji (UE) nr 2019/815 z dnia 17
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:80.82pt; line-height:11.17pt;"): grudnia 2018 r. uzupełniającego Dyrektywę 2004/109/WE Parlamentu Europejskiego i Rady w odniesieniu
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:92.32pt; line-height:11.17pt;"): do regulacyjnych standardów technicznych dotyczących specyfikacji jednolitego elektronicznego formatu
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:103.82pt; line-height:11.17pt;"): raportowania („Rozporządzenie ESEF”).
        • div (class="awdiv", style="top:197.79pt;")
          • span (class="awspan awtext003", 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:215.29pt;")
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:0.33pt; line-height:11.17pt;"): Skonsolidowane sprawozdanie finansowe w formacie ESEF zostało sporządzone przez Zarząd Jednostki
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:11.83pt; line-height:11.17pt;"): dominującej w celu spełnienia wymogów technicznych dotyczących specyfikacji jednolitego elektronicznego
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:23.33pt; line-height:11.17pt;"): formatu raportowania oraz oznakowania, które są określone w Rozporządzeniu ESEF.
        • div (class="awdiv", style="top:255.78pt;")
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:0.33pt; line-height:11.17pt;"): Przedmiotem naszej usługi atestacyjnej jest zgodność skonsolidowanego sprawozdania finansowego w
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:11.83pt; line-height:11.17pt;"): formacie ESEF z wymogami Rozporządzenia ESEF, a wymogi tam określone stanowią, naszym zdaniem,
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:23.33pt; line-height:11.17pt;"): odpowiednie kryteria do sformułowania przez nas opinii.
        • div (class="awdiv", style="top:296.28pt;")
          • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:0.33pt; line-height:11.17pt;"): Odpowiedzialność Zarządu Jednostki dominującej i Rady Nadzorczej
        • div (class="awdiv", style="top:313.78pt;")
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:0.33pt; line-height:11.17pt;"): Zarząd Jednostki dominującej jest odpowiedzialny za sporządzenie skonsolidowanego sprawozdania
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:11.83pt; line-height:11.17pt;"): finansowego w formacie ESEF zgodnie z wymogami technicznymi dotyczącymi specyfikacji jednolitego
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:23.33pt; line-height:11.17pt;"): elektronicznego formatu raportowania, które są określone w Rozporządzeniu ESEF. Odpowiedzialność ta
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:34.82pt; line-height:11.17pt;"): obejmuje wybór i zastosowanie odpowiednich znaczników XBRL przy użyciu taksonomii określonej w
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:46.32pt; line-height:11.17pt;"): Rozporządzeniu ESEF. Odpowiedzialność Zarządu obejmuje również zaprojektowanie, wdrożenie i
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:57.82pt; line-height:11.17pt;"): utrzymanie systemu kontroli wewnętrznej zapewniającej sporządzanie skonsolidowanego sprawozdania
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:69.32pt; line-height:11.17pt;"): finansowego w formacie ESEF wolnego od istotnych niezgodności z wymogami Rozporządzenia ESEF
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:80.82pt; line-height:11.17pt;"): oraz jego oznakowanie zgodnie z tymi wymogami.
        • div (class="awdiv", style="top:411.77pt;")
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:0.33pt; line-height:11.17pt;"): Członkowie Rady Nadzorczej Jednostki dominującej są odpowiedzialni za nadzorowanie procesu
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:11.83pt; line-height:11.17pt;"): sprawozdawczości finansowej, obejmującej również sporządzenie skonsolidowanego sprawozdania
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:23.33pt; line-height:11.17pt;"): finansowego zgodnie z formatem wynikającym z przepisów prawa.
        • div (class="awdiv", style="top:452.27pt;")
          • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:0.33pt; line-height:11.17pt;"): Odpowiedzialność biegłego rewidenta
        • div (class="awdiv", style="top:469.77pt;")
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:0.33pt; line-height:11.17pt;"): Naszym celem było wyrażenie opinii, na podstawie przeprowadzonej usługi atestacyjnej dającej racjonalną
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:11.83pt; line-height:11.17pt;"): pewność, czy skonsolidowane sprawozdanie finansowe w formacie ESEF zostało oznakowane, we
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:23.33pt; line-height:11.17pt;"): wszystkich istotnych aspektach, zgodnie z wymogami Rozporządzenia ESEF.
        • div (class="awdiv", style="top:510.26pt;")
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:0.33pt; line-height:11.17pt;"): Naszą usługę wykonaliśmy zgodnie z Krajowym Standardem Usług Atestacyjnych Innych niż Badanie i
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:11.83pt; line-height:11.17pt;"): Przegląd 3001pl - badanie sprawozdań finansowych sporządzonych w jednolitym elektronicznym formacie
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:23.33pt; line-height:11.17pt;"): raportowania (”KSUA 3001pl”) oraz gdzie jest to stosowne z Krajowym Standardem Usług Atestacyjnych
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:34.82pt; line-height:11.17pt;"): Innych niż Badanie i Przegląd 3000 (Z) w brzmieniu Międzynarodowego Standardu Usług Atestacyjnych
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:46.32pt; line-height:11.17pt;"): 3000 (zmienionego) - „Usługi atestacyjne inne niż badania i przeglądy historycznych informacji
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:57.82pt; line-height:11.17pt;"): finansowych” wydanym przez Krajową Radę Biegłych Rewidentów („KSUA 3000 (Z)”). Standardy te
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:69.32pt; line-height:11.17pt;"): nakładają na nas obowiązek przestrzegania wymogów etycznych, planowania i wykonywania procedur w
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:80.82pt; line-height:11.17pt;"): celu uzyskania racjonalnej pewności, czy skonsolidowane sprawozdanie finansowe w formacie ESEF
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:92.32pt; line-height:11.17pt;"): zostało oznakowane, we wszystkich istotnych aspektach, zgodnie z określonymi kryteriami.
        • div (class="awdiv", style="top:619.75pt;")
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:0.33pt; line-height:11.17pt;"): Racjonalna pewność jest wysokim poziomem pewności, ale nie gwarantuje, że usługa przeprowadzona
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:11.83pt; line-height:11.17pt;"): zgodnie z KSUA 3001pl oraz gdzie stosowne z KSUA 3000 (Z) zawsze wykryje istotne zniekształcenie
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:23.33pt; line-height:11.17pt;"): (istotną niezgodność z wymogami).
    • div (class="awdiv awpage", style="width:595.3pt; height:841.9pt;")
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", style="left:0.85pt; top:0.15pt; width:129.09pt; height:117.8pt;")
      • div (class="awdiv", style="left:68.05pt; top:792.4pt; clip:rect(0pt,527.25pt,22.15pt,-68.05pt);")
        • span (class="awspan awtext001", style="font-size:9.5pt; left:465.63pt; top:0.31pt; line-height:10.61pt;"): 11
      • div (class="awdiv", style="left:68.05pt; top:92.15pt;")
        • div (class="awdiv", style="top:17.5pt;")
          • span (class="awspan awtext001", 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 wystąpienia
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:11.83pt; line-height:11.17pt;"): istotnych zniekształceń spowodowanych oszustwem lub błędem. Przeprowadzając oszacowanie tego
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:23.33pt; line-height:11.17pt;"): ryzyka biegły rewident bierze pod uwagę kontrolę wewnętrzną związaną ze sporządzeniem
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:34.82pt; line-height:11.17pt;"): skonsolidowanego sprawozdania finansowego w formacie ESEF oraz jego oznakowaniem, w celu
          • span (class="awspan awtext001", 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 awtext001", style="font-size:10pt; left:0pt; top:57.82pt; line-height:11.17pt;"): odpowiednie do okoliczności dowody. Ocena funkcjonowania systemu kontroli wewnętrznej nie została
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:69.32pt; line-height:11.17pt;"): przeprowadzona w celu wyrażenia opinii na temat skuteczności jej działania.
        • div (class="awdiv", style="top:103.99pt;")
          • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:0.33pt; line-height:11.17pt;"): Wymogi zarządzania jakością i etyczne
        • div (class="awdiv", style="top:121.49pt;")
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:0.33pt; line-height:11.17pt;"): Stosujemy postanowienia Krajowego Standardu Kontroli Jakości 1 w brzmieniu Międzynarodowego
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:11.83pt; line-height:11.17pt;"): Standardu Zarządzania Jakością (PL) 1 - „Zarządzanie jakością dla firm wykonujących badania lub
          • span (class="awspan awtext001", 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 awtext001", style="font-size:10pt; left:0pt; top:34.82pt; line-height:11.17pt;"): opracowanego przez Radę Międzynarodowych Standardów Badania i Usług Atestacyjnych i przyjętego
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:46.32pt; line-height:11.17pt;"): uchwałą Rady Polskiej Agencji Nadzoru Audytowego. Standard ten wymaga od nas zaprojektowania,
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:57.82pt; line-height:11.17pt;"): wdrożenia i działania systemu zarządzania jakością, w tym polityk i procedur dotyczących zgodności z
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:69.32pt; line-height:11.17pt;"): wymogami etycznymi, standardami zawodowymi oraz obowiązującymi przepisami prawa i wymogami
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:80.82pt; line-height:11.17pt;"): regulacyjnymi.
        • div (class="awdiv", style="top:219.48pt;")
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:0.33pt; line-height:11.17pt;"): Przestrzegamy wymogów niezależności i innych wymogów etycznych Międzynarodowego Kodeksu Etyki
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:11.83pt; line-height:11.17pt;"): Zawodowych Księgowych (w tym Międzynarodowych Standardów Niezależności) wydanego przez Radę
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:23.33pt; line-height:11.17pt;"): Międzynarodowych Standardów Etycznych dla Księgowych i przyjętego uchwałą Krajowej Rady Biegłych
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:34.82pt; line-height:11.17pt;"): Rewidentów, który jest oparty na podstawowych zasadach uczciwości, obiektywizmu, zawodowych
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:46.32pt; line-height:11.17pt;"): kompetencji i należytej staranności, poufności i profesjonalnego postępowania.
        • div (class="awdiv", style="top:282.98pt;")
          • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:0.33pt; line-height:11.17pt;"): Podsumowanie wykonanej pracy
        • div (class="awdiv", style="top:300.48pt;")
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:0.33pt; line-height:11.17pt;"): Zaplanowane i przeprowadzone przez nas procedury miały na celu uzyskanie racjonalnej pewności, czy
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:11.83pt; line-height:11.17pt;"): skonsolidowane sprawozdanie finansowe w formacie ESEF zostało oznakowane, we wszystkich istotnych
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:23.33pt; line-height:11.17pt;"): aspektach, zgodnie z obowiązującymi wymogami. Nasze procedury obejmowały między innymi:
        • div (class="awdiv", style="top:340.97pt;")
          • div (style="left:0pt; top:0pt;")
          • span (class="awspan awtext004", style="font-size:10pt; color:#d04a02; left:0pt; top:0pt; line-height:12.21pt;"): ●
          • span (class="awspan awtext001", style="font-size:10pt; left:17.85pt; top:0.47pt; line-height:11.17pt;"): uzyskanie zrozumienia procesu sporządzenia skonsolidowanego sprawozdania finansowego w
          • span (class="awspan awtext001", style="font-size:10pt; left:17.85pt; top:11.97pt; line-height:11.17pt;"): formacie ESEF obejmującego proces wyboru i zastosowania przez Grupę znaczników XBRL i
          • span (class="awspan awtext001", style="font-size:10pt; left:17.85pt; top:23.47pt; line-height:11.17pt;"): zapewniania zgodności z Rozporządzeniem ESEF, w tym zrozumienie mechanizmów systemu kontroli
          • span (class="awspan awtext001", style="font-size:10pt; left:17.85pt; top:34.97pt; line-height:11.17pt;"): wewnętrznej związanych z tym procesem;
        • div (class="awdiv", style="top:393.11pt;")
          • div (style="left:0pt; top:0pt;")
          • div (style="left:0pt; top:0pt;")
          • span (class="awspan awtext004", style="font-size:10pt; color:#d04a02; left:0pt; top:0pt; line-height:12.21pt;"): ●
          • span (class="awspan awtext001", style="font-size:10pt; left:17.85pt; top:0.47pt; line-height:11.17pt;"): uzgodnienie, na wybranej próbie, oznakowanych informacji zawartych w skonsolidowanym
          • span (class="awspan awtext001", style="font-size:10pt; left:17.85pt; top:11.97pt; line-height:11.17pt;"): sprawozdaniu finansowym w formacie ESEF do zbadanego skonsolidowanego sprawozdania
          • span (class="awspan awtext001", style="font-size:10pt; left:17.85pt; top:23.47pt; line-height:11.17pt;"): finansowego;
        • div (class="awdiv", style="top:433.75pt;")
          • div (style="left:0pt; top:0pt;")
          • span (class="awspan awtext004", style="font-size:10pt; color:#d04a02; left:0pt; top:0pt; line-height:12.21pt;"): ●
          • span (class="awspan awtext001", style="font-size:10pt; left:17.85pt; top:0.47pt; line-height:11.17pt;"): ocenę spełnienia standardów technicznych dotyczących specyfikacji jednolitego elektronicznego
          • span (class="awspan awtext001", style="font-size:10pt; left:17.85pt; top:11.97pt; line-height:11.17pt;"): formatu raportowania, w tym zastosowania formatu XHTML,
        • div (class="awdiv", style="top:462.89pt;")
          • div (style="left:0pt; top:0pt;")
          • span (class="awspan awtext004", style="font-size:10pt; color:#d04a02; left:0pt; top:0pt; line-height:12.21pt;"): ●
          • span (class="awspan awtext001", style="font-size:10pt; left:17.85pt; top:0.47pt; line-height:11.17pt;"): ocenę kompletności oznakowania informacji w skonsolidowanym sprawozdaniu finansowym w formacie
          • span (class="awspan awtext001", style="font-size:10pt; left:17.85pt; top:11.97pt; line-height:11.17pt;"): ESEF znacznikami XBRL;
        • div (class="awdiv", style="top:492.03pt;")
          • div (style="left:0pt; top:0pt;")
          • span (class="awspan awtext004", style="font-size:10pt; color:#d04a02; left:0pt; top:0pt; line-height:12.21pt;"): ●
          • span (class="awspan awtext001", style="font-size:10pt; left:17.85pt; top:0.47pt; line-height:11.17pt;"): ocenę czy znaczniki XBRL z taksonomii określonej w Rozporządzeniu ESEF zostały odpowiednio
          • span (class="awspan awtext001", style="font-size:10pt; left:17.85pt; top:11.97pt; line-height:11.17pt;"): zastosowane oraz, czy odpowiednio użyto rozszerzeń taksonomii w sytuacjach, gdy w podstawowej
          • span (class="awspan awtext001", style="font-size:10pt; left:17.85pt; top:23.47pt; line-height:11.17pt;"): taksonomii określonej w Rozporządzeniu ESEF nie zidentyfikowano odpowiednich elementów;
        • div (class="awdiv", style="top:532.67pt;")
          • div (style="left:0pt; top:0pt;")
          • span (class="awspan awtext004", style="font-size:10pt; color:#d04a02; left:0pt; top:0pt; line-height:12.21pt;"): ●
          • span (class="awspan awtext001", style="font-size:10pt; left:17.85pt; top:0.47pt; line-height:11.17pt;"): ocenę prawidłowości zakotwiczenia zastosowanych rozszerzeń taksonomii w podstawowej taksonomii
          • span (class="awspan awtext001", style="font-size:10pt; left:17.85pt; top:11.97pt; line-height:11.17pt;"): określonej w Rozporządzeniu ESEF;
        • div (class="awdiv", style="top:561.8pt;")
          • div (style="left:0pt; top:0pt;")
          • span (class="awspan awtext001", 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 podstawę naszej
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:11.83pt; line-height:11.17pt;"): opinii.
        • div (class="awdiv", style="top:590.8pt;")
          • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:0.33pt; line-height:11.17pt;"): Opinia
        • div (class="awdiv", style="top:608.3pt;")
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:0.33pt; line-height:11.17pt;"): Naszym zdaniem, na podstawie przeprowadzonych procedur, skonsolidowane sprawozdanie finansowe w
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:11.83pt; line-height:11.17pt;"): formacie ESEF zostało oznakowane, we wszystkich istotnych aspektach, zgodnie z wymogami
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:23.33pt; line-height:11.17pt;"): Rozporządzenia ESEF.
    • div (class="awdiv awpage", style="width:595.3pt; height:841.9pt;")
      • div (class="awdiv")
        • img (alt="Image should be here", class="awimg", 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        • span (class="awspan awtext001", style="font-size:9.5pt; left:465.63pt; top:0.31pt; line-height:10.61pt;"): 12
      • div (class="awdiv", style="left:68.05pt; top:92.15pt;")
        • div (class="awdiv", style="top:17.5pt;")
          • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:0.33pt; line-height:11.17pt;"): Oświadczenie na temat świadczenia usług niebędących badaniem sprawozdania finansowego
        • div (class="awdiv", style="top:35pt;")
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:0.33pt; line-height:11.17pt;"): Zgodnie z naszą najlepszą wiedzą i przekonaniem oświadczamy, że usługi niebędące badaniem
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:11.83pt; line-height:11.17pt;"): sprawozdań finansowych, które świadczyliśmy na rzecz Jednostki dominującej, jej jednostki dominującej i
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:23.33pt; line-height:11.17pt;"): jednostek przez nią kontrolowanych w ramach Unii Europejskiej są zgodne z prawem i przepisami
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:34.82pt; line-height:11.17pt;"): obowiązującymi w Polsce oraz że nie świadczyliśmy usług niebędących badaniem, które są zakazane na
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:46.32pt; line-height:11.17pt;"): mocy art. 5 ust.1 Rozporządzenia UE oraz art. 136 Ustawy o biegłych rewidentach.
        • div (class="awdiv", style="top:98.49pt;")
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:0.33pt; line-height:11.17pt;"): Usługi niebędące badaniem sprawozdań finansowych, które świadczyliśmy na rzecz Jednostki dominującej
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:11.83pt; line-height:11.17pt;"): i jednostek przez nią kontrolowanych w ramach Unii Europejskiej w badanym okresie zostały wymienione w
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:23.33pt; line-height:11.17pt;"): Sprawozdaniu z działalności.
        • div (class="awdiv", style="top:156.49pt;")
          • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:0.33pt; line-height:11.17pt;"): Wybór firmy audytorskiej
        • div (class="awdiv", style="top:173.99pt;")
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:0.33pt; line-height:11.17pt;"): Zostaliśmy wybrani po raz pierwszy do badania rocznego skonsolidowanego sprawozdania finansowego
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:11.83pt; line-height:11.17pt;"): Grupy uchwałą Rady Nadzorczej z dnia 19 grudnia 2017 r. oraz ponownie uchwałą z dnia
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:23.33pt; line-height:11.17pt;"): 28 stycznia 2021 r. Skonsolidowane sprawozdanie finansowe Grupy badamy nieprzerwanie począwszy od
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:34.82pt; line-height:11.17pt;"): roku obrotowego zakończonego 31 grudnia 2018 r., to jest przez 6 kolejnych lat.
        • div (class="awdiv", style="top:243.48pt;")
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:0.33pt; line-height:11.17pt;"): Kluczowym biegłym rewidentem odpowiedzialnym za badanie w imieniu PricewaterhouseCoopers Polska
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:11.83pt; line-height:11.17pt;"): spółka z ograniczoną odpowiedzialnością Audyt sp.k., spółki wpisanej na listę firm audytorskich pod
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:23.33pt; line-height:11.17pt;"): numerem 144, którego rezultatem jest niniejsze sprawozdanie niezależnego biegłego rewidenta, jest Borys
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:34.82pt; line-height:11.17pt;"): Malinowski.
        • div (class="awdiv", style="top:295.48pt;")
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:0.33pt; line-height:11.17pt;")
        • div (class="awdiv", style="top:312.98pt;")
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:0.33pt; line-height:11.17pt;")
        • div (class="awdiv", style="top:330.48pt;")
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:0.33pt; line-height:11.17pt;")
        • div (class="awdiv", style="top:347.98pt;")
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:0.33pt; line-height:11.17pt;")
        • div (class="awdiv", style="top:365.48pt;")
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:0.33pt; line-height:11.17pt;"): Borys Malinowski
        • div (class="awdiv", style="top:382.97pt;")
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:0.33pt; line-height:11.17pt;"): Kluczowy Biegły Rewident
        • div (class="awdiv", style="top:400.47pt;")
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:0.33pt; line-height:11.17pt;"): Numer w rejestrze: 12798
        • div (class="awdiv", style="top:417.97pt;")
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:0.33pt; line-height:11.17pt;")
        • div (class="awdiv", style="top:435.47pt;")
          • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:0.33pt; line-height:11.17pt;"): Poznań,
          • span (class="awspan awtext001", style="font-size:10pt; left:36.69pt; top:0.33pt; line-height:11.17pt;"): 17 kwietnia 2024
          • span (class="awspan awtext001", style="font-size:10pt; left:114.53pt; top:0.33pt; line-height:11.17pt;"): r.