![](data:image/png;base64,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)
Grupa Kapitałowa, w której jednostką dominującą jest RAEN SA
Sprawozdanie niezależnego biegłego rewidenta z badania
MISTERS AUDYTOR ADVISER Sp. z o.o., ul. Bukowińska 22B, 02-703 Warszawa
telefon: 697-555-280, 22 848 18 17, e-mail: biuro@mistersaudytor.pl
Kapitał zakładowy 216 000 PLN; NIP: 521-359-13-29; REGON: 142757598
Sąd Rejonowy dla m.st. Warszawy XIII Wydział Gospodarczy KRS 0000375656
Bank PKO BP S.A. nr 46 1020 1068 0000 1802 0237 3025
7
biegłego rewidenta zarówno przy planowaniu i przeprowadzaniu badania jak i przy ocenie
wpływu rozpoznanych podczas badania zniekształceń oraz nieskorygowanych zniekształceń,
jeśli występują, na skonsolidowane 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 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;
oceniamy ogólną prezentację, strukturę i zawartość skonsolidowanego sprawozdania
finansowego, w tym ujawnienia, oraz czy skonsolidowane sprawozdanie finansowe