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)
6
Zarząd Spółki oraz Członkowie Rady Nadzorczej są zobowiązani do zapewnienia, aby
sprawozdanie finansowe spełniało wymagania przewidziane w Ustawie
o rachunkowości. Członkowie Rady Nadzorczej są odpowiedzialni za nadzorowanie
procesu sprawozdawczości finansowej Spółki.
Odpowiedzialność biegłego rewidenta za badanie sprawozdania finansowego
Naszymi celami są uzyskanie racjonalnej pewności czy sprawozdanie finansowe jako
całość nie zawiera istotnego zniekształcenia spowodowanego oszustwem lub błędem
oraz wydanie sprawozdania z badania zawierającego naszą opinię. Racjonalna pewność
jest wysokim poziomem pewności, ale nie gwarantuje, że badanie przeprowadzone
zgodnie z KSB zawsze wykryje istniejące istotne zniekształcenie. Zniekształcenia mogą
powstawać na skutek oszustwa lub błędu i są uważane za istotne, jeżeli można
racjonalnie oczekiwać, że pojedynczo lub łącznie mogłyby wpłynąć na decyzje
gospodarcze użytkowników podjęte na podstawie tego sprawozdania finansowego.
Zakres badania nie obejmuje zapewnienia co do przyszłej rentowności Spółki ani
efektywności lub skuteczności prowadzenia jej spraw przez Zarząd Spółki obecnie lub
w przyszłości.
Podczas badania zgodnego z KSB stosujemy zawodowy osąd i zachowujemy zawodowy
sceptycyzm, a także:
identyfikujemy i oceniamy ryzyka istotnego zniekształcenia sprawozdania
finansowego spowodowanego oszustwem lub błędem, projektujemy
i przeprowadzamy procedury badania odpowiadające tym ryzykom
i uzyskujemy dowody badania, które są wystarczające i odpowiednie, aby
stanowić podstawę dla naszej opinii. Ryzyko niewykrycia istotnego
zniekształcenia wynikającego z oszustwa jest większe niż tego wynikającego
z błędu, ponieważ oszustwo może dotyczyć zmowy, fałszerstwa, celowych
pominięć, wprowadzenia w błąd lub obejścia kontroli wewnętrznej;
uzyskujemy zrozumienie kontroli wewnętrznej stosownej dla badania w celu
zaprojektowania procedur badania, które są odpowiednie w danych
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;