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)
7
okolicznościach, ale nie w celu wyrażenia opinii na temat skuteczności kontroli
wewnętrznej Spółki;
oceniamy odpowiedniość zastosowanych zasad (polityki) rachunkowości oraz
zasadność szacunków księgowych oraz powiązanych ujawnień dokonanych
przez Zarząd Spółki;
wyciągamy wniosek na temat odpowiedniości zastosowania przez Zarząd
Spółki zasady kontynuacji działalności jako podstawy rachunkowości oraz, na
podstawie uzyskanych dowodów badania, czy istnieje istotna niepewność
związana ze zdarzeniami lub warunkami, która może poddawać w znaczącą
wątpliwość zdolność Spółki do kontynuacji działalności. Jeżeli dochodzimy do
wniosku, że istnieje istotna niepewność, wymagane jest od nas zwrócenie
uwagi w naszym sprawozdaniu biegłego rewidenta na powiązane ujawnienia
w sprawozdaniu finansowym lub, jeżeli takie ujawnienia są nieadekwatne,
modyfikujemy naszą opinię. Nasze wnioski są oparte na dowodach badania
uzyskanych do dnia sporządzenia naszego sprawozdania biegłego rewidenta,
jednakże przyszłe zdarzenia lub warunki mogą spowodować, że Spółka
zaprzestanie kontynuacji działalności;
oceniamy ogólną prezentację, strukturę i zawartość sprawozdania
finansowego, w tym ujawnienia, oraz czy sprawozdanie finansowe przedstawia
będące ich podstawą transakcje i zdarzenia w sposób zapewniający rzetelną
prezentację.
Przekazujemy Radzie Nadzorczej informacje o, między innymi, planowanym zakresie
i czasie przeprowadzenia badania oraz znaczących ustaleniach badania, w tym
wszelkich znaczących słabościach kontroli wewnętrznej, które zidentyfikujemy podczas
badania.
Składamy Radzie Nadzorczej oświadczenie, że przestrzegaliśmy stosownych wymogów
etycznych dotyczących niezależności oraz, że będziemy informować ich o wszystkich
powiązaniach i innych sprawach, które mogłyby być racjonalnie uznane za stanowiące
zagrożenie dla naszej niezależności, a tam gdzie ma to zastosowanie, informujemy
o zastosowanych zabezpieczeniach.
Spośród spraw przekazywanych Radzie Nadzorczej ustaliliśmy te sprawy, które były
najbardziej znaczące podczas badania sprawozdania finansowego za bieżący okres
sprawozdawczy i dlatego uznaliśmy je za kluczowe sprawy badania. Opisujemy te
sprawy w naszym sprawozdaniu biegłego rewidenta, chyba że przepisy prawa lub
regulacje zabraniają publicznego ich ujawnienia lub gdy, w wyjątkowych
okolicznościach, ustalimy, że kwestia nie powinna być przedstawiona w naszym
sprawozdaniu, ponieważ można byłoby racjonalnie oczekiwać, że negatywne
konsekwencje przeważyłyby korzyści takiej informacji dla interesu publicznego.
Inne informacje, w tym sprawozdanie z działalności
Na inne informacje składa się sprawozdanie z działalności Spółki za rok obrotowy
zakończony 31 grudnia 2022 r. („Sprawozdanie z działalności”) wraz z oświadczeniem
o stosowaniu ładu korporacyjnego i oświadczeniem na temat informacji
niefinansowych, o którym mowa w art. 49b ust 1 Ustawy o rachunkowości, które są
wyodrębnionymi częściami tego Sprawozdania z działalności oraz Raport Roczny za rok
obrotowy zakończony 31 grudnia 2022 r. („Raport roczny”) (razem „Inne informacje”).