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)
7
Zarząd Jednostki dominującej
oraz Członkowie Rady Nadzorczej Jednostki
dominującej
są zobowiązani do zapewnienia, aby skonsolidowane sprawozdanie
finansowe spełniało wymagania przewidziane w Ustawie z dn. 29.09.1994 r.
o rachunkowości („Ustawa o rachunkowości” - t.j. Dz. U. z 2021 r., poz. 217
z późn.zm.). Członkowie Rady Nadzorczej Jednostki dominującej
są odpowiedzialni za
nadzorowanie procesu sprawozdawczości finansowej Grupy Kapitałowej.
Odpowiedzialność biegłego rewidenta za badanie skonsolidowanego sprawozdania
finansowego
Naszymi celami są uzyskanie racjonalnej pewności czy skonsolidowane 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
skonsolidowanego sprawozdania finansowego.
Zakres badania nie obejmuje zapewnienia co do przyszłej rentowności Grupy
Kapitałowej ani efektywności lub skuteczności prowadzenia jej spraw przez Zarząd
Jednostki dominującej obecnie lub w przyszłości.
Podczas badania zgodnego z KSB stosujemy zawodowy osąd i zachowujemy
zawodowy sceptycyzm, a także:
identyfikujemy i oceniamy ryzyka istotnego zniekształcenia skonsolidowanego
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 Grupy Kapitałowej;
oceniamy odpowiedniość zastosowanych zasad (polityki) rachunkowości oraz
zasadność szacunków księgowych oraz powiązanych ujawnień dokonanych
przez Zarząd Jednostki dominującej;
wyciągamy wniosek na temat odpowiedniości zastosowania przez Zarząd
Jednostki dominującej 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 Grupy Kapitałowej 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 skonsolidowanym sprawozdaniu
finansowym lub, jeżeli takie ujawnienia są nieadekwatne, modyfikujemy naszą
opinię. Nasze wnioski są oparte na dowodach badania uzyskanych do dnia