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PRO AUDYT sp. z o.o. 5
ul. Zjazd 2/4 60-653 Poznań
KRS 0000535161, Sąd Rejonowy Poznań – Nowe Miasto i Wilda w Poznaniu,
NIP: 9721249496 REGON : 302731224
VIII Wydział Gospodarczy KRS, kapitał zakładowy 6 000 zł
o rachunkowości. 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.
Koncepcja istotności stosowana jest przez biegłego rewidenta zarówno przy planowaniu i przeprowadzaniu
badania jak i przy ocenie wpływu rozpoznanych podczas badania zniekształceń oraz nieskorygowanych
zniekształceń, jeśli występują, na sprawozdanie finansowe, a także przy formułowaniu opinii biegłego
rewidenta. W związku z powyższym wszystkie opinie i stwierdzenia zawarte w sprawozdaniu z badania są
wyrażane z uwzględnieniem jakościowego i wartościowego poziomu istotności ustalonego zgodnie ze
standardami badania i zawodowym osądem biegłego rewidenta.
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;
- 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 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 sporządzenia naszego sprawozdania biegłego
rewidenta, jednakże przyszłe zdarzenia lub warunki mogą spowodować, że Grupa zaprzestanie
kontynuacji działalności;