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)
6
Odpowiedzialność biegłego rewidenta za badanie jednostkowego sprawozdania
finansowego
Naszymi celami są uzyskanie racjonalnej pewności czy jednostkowe 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 Krajowymi Standardami Badania 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 jednostkowego 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 Krajowymi Standardami Badania stosujemy zawodowy
osąd i zachowujemy zawodowy sceptycyzm, a także:
identyfikujemy i oceniamy ryzyka istotnego zniekształcenia jednostkowego
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 jednostkowym 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 jednostkowego
sprawozdania finansowego, w tym ujawnienia, oraz czy jednostkowe