![](data:image/png;base64,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)
4
Helping you
Kluczowe sprawy badania
Kluczowe sprawy badania są to sprawy, które według naszego zawodowego osądu
były najbardziej znaczące podczas badania skonsolidowanego sprawozdania
finansowego za bieżący okres sprawozdawczy. Obejmują one najbardziej znaczące
ocenione rodzaje ryzyka istotnego zniekształcenia, w tym ocenione rodzaje ryzyka
istotnego zniekształcenia spowodowanego oszustwem. Do spraw tych odnieśliśmy się
w kontekście naszego badania skonsolidowanego sprawozdania finansowego jako
całości oraz przy formułowaniu naszej opinii oraz podsumowaliśmy naszą reakcję na te
rodzaje ryzyka, a w przypadkach, w których uznaliśmy za stosowne przedstawiliśmy
najważniejsze spostrzeżenia związane z tymi rodzajami ryzyka. Nie wyrażamy osobnej
opinii na temat tych spraw.
Kluczowa sprawa badania Jak nasze badanie odniosło się do tej
sprawy
Realizacja Układu z Wierzycielami
W dniu 10 lipca 2019 r. Zgromadzenie
wierzycieli przyjęło zaproponowany układ
przez Jednostkę dominującą, a w dniu 25
lipca 2019 r. przyjęty układ został przez Sąd
Rejonowy Gdańsk-Północ w Gdańsku VI
Wydział Gospodarczy zatwierdzony.
Postanowienie o zatwierdzenie układu
uprawomocniło się w dniu 20 sierpnia
2019 r. Zatwierdzony układ zawiera
konwersję wierzytelności Jednostki
dominującej na kapitał akcyjny oraz
częściowe umorzenie wierzytelności i spłatę
zobowiązania układowego w ratach
.
Pierwsza rata została zapłacona w 2019
roku, a od 30.09.2020 Jednostka
dominująca płaci kwartalne raty zgodnie z
podpisanym harmonogramem spłat.
W ramach procedur badania, w szczególności:
zapoznaliśmy się z obowiązującymi zasadami
(polityką) rachunkowości w zakresie wyceny
kontraktów budowalnych, ujmowania i
prezentowania przychodów z tytułu realizacji
kontraktów budowlanych zgodnie z MSSF 15,
zweryfikowaliśmy budżety pierwotne do
rzeczywiście poniesionych kosztów oraz
uzyskanych przychodów na kontraktach
zakończonych w Jednostce dominującej,
dokonaliśmy analizy korekt i wyłączeń w
obszarze przychodów ze sprzedaży w
skonsolidowanym sprawozdaniu finansowym
będącym przedmiotem badania;
zweryfikowaliśmy prawidłowość rozgraniczenia
przychodów ze sprzedaży w czasie w Jednostce
dominującej,
zweryfikowaliśmy wycenę kontraktów
długoterminowych w Jednostce dominującej;
uzyskaliśmy niezależne potwierdzenia sald
rozrachunków z kontrahentami Jednostki
dominującej, w tym z jednostkami powiązanymi;
wykonaliśmy testy na kompletność i
występowanie transakcji w Jednostce
dominującej.
zweryfikowaliśmy ujawnienia dotyczące wyceny
kontraktów długoterminowych w
Skonsolidowanym sprawozdaniu finansowym.