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)
PKF Consult Spółka z ograniczoną odpowiedzialnością Sp. k. wchodzi w skład Grupy PKF Polska, do której należą również PKF BPO Sadowska-Malczewska Sp. k., PKF Tax&Legal Chamera
Orczykowski Sp. k., PKF Advisory Sp. z o.o., PKF Brevells Cekiera Sp. k. oraz EUROTAX Podatki Sp. z o.o.
PKF Consult Spółka z ograniczoną odpowiedzialnością Sp. k. jest członkiem PKF Global, sieci firm członkowskich PKF International Limited, z których każda jest odrębnym i niezależnym podmiotem
prawnym i nie przyjmuje żadnej odpowiedzialności ani zobowiązań za działania lub zaniechanie działań przez jakąkolwiek firmę członkowską i/lub korespondencyjną bądź firmy członkowskie i/lub
korespondencyjne.
PKF Consult Spółka z ograniczoną odpowiedzialnością Sp. k.
ul. Orzycka 6 lok. 1B • 02-695 Warszawa • Polska
Sąd Rejonowy dla m. st. Warszawy w Warszawie XIII Wydział Gospodarczy KRS 579479
NIP 521-052-77-10 • REGON 010143080 • NR na liście firm audytorskich PANA: 477
www.pkfpolska.pl
5
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 Krajowymi Standardami Badania
stosujemy zawodowy osąd i zachowujemy zawodowy sceptycyzm,
a także
identyfikujemy i oceniamy ryzyka istotnego zniekształcenia
rocznego 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 i może
dotyczyć każdego obszaru prawa i regulacji, nie tylko tego
bezpośrednio wpływającego na roczne skonsolidowane
sprawozdanie finansowe;
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, 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
rocznym 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 rocznego
skonsolidowanego sprawozdania finansowego, w tym
ujawnienia, oraz czy roczne skonsolidowane sprawozdanie
finansowe przedstawia będące ich podstawą transakcje
i zdarzenia w sposób zapewniający rzetelną prezentację.
Komunikujemy Radzie Nadzorczej oraz Komitetowi Audytu Jednostki
Dominującej informacje związane z badaniem, w szczególności
o planowanym zakresie i czasie przeprowadzenia badania oraz
znaczących ustaleniach badania, w tym wszelkich znaczących
słabościach kontroli wewnętrznej, które zidentyfikowaliśmy podczas
badania.
Złożyliśmy Komitetowi Audytu oświadczenie, że przestrzegamy
stosownych wymogów etycznych dotyczących niezależności oraz, że
będziemy informować Komitet o wszystkich powiązaniach i innych
sprawach, które mogłyby być racjonalnie uznane za stanowiące
zagrożenie dla naszej niezależności, a tam gdzie ma to zastosowanie,
informujemy o zastosowanych zabezpieczeniach.
Spośród spraw przekazywanych Radzie Nadzorczej Jednostki
Dominującej ustaliliśmy te sprawy , które były najbardziej znaczące
podczas badania rocznego skonsolidowanego sprawozdania
finansowego za bieżący okres sprawozdawczy i dlatego uznaliśmy je
za kluczowe sprawy badania. Opisujemy te sprawy w naszym
sprawozdaniu z badania w sekcji „Kluczowe sprawy (kwestie)
badania”, z wyjątkiem spraw co do których przepisy prawa lub
regulacje zabraniają publicznego ich ujawnienia lub gdy,
w wyjątkowych okolicznościach, ustalimy, że kwestia nie powinna być
przedstawiona w naszym sprawozdaniu, ponieważ można byłoby
racjonalnie oczekiwać, że negatywne konsekwencje przeważyłyby
korzyści takiej informacji dla interesu publicznego.
Zgodnie z ustawą o biegłych rewidentach jesteśmy także zobowiązani
zawrzeć w sprawozdaniu z badania opinię o tym, czy roczne
skonsolidowane sprawozdanie finansowe jest zgodne co do formy
i treści z obowiązującymi Grupę przepisami prawa i statutem
Jednostki Dominującej. Opinię w tym zakresie sformułowaliśmy
w oparciu o prace wykonane w trakcie badania.
Inne informacje, w tym sprawozdanie z działalności
Inne informacje to informacje finansowe i niefinansowe
zamieszczone w raporcie rocznym, inne niż roczne skonsolidowane
sprawozdanie finansowe oraz sprawozdanie z badania. Inne
informacje obejmują sprawozdanie z działalności Grupy za rok
zakończony 31 grudnia 2023 r. wraz z oświadczeniem o stosowaniu
ładu korporacyjnego o którym mowa w art. 49 ust 2a ustawy
o rachunkowości, oraz oświadczeniem na temat informacji
niefinansowych, o którym mowa w art. 49b ust 1 ustawy
o rachunkowości, które są wyodrębnionymi częściami tego
sprawozdania z działalności.
Odpowiedzialność Zarządu i Rady Nadzorczej Jednostki Dominującej
Zarząd Jednostki Dominującej jest odpowiedzialny za sporządzenie
Innych informacji zgodnie z przepisami prawa.
Zarząd Jednostki Dominującej oraz członkowie Rady Nadzorczej
Jednostki Dominującej są zobowiązani do zapewnienia, aby
Sprawozdanie z działalności Grupy wraz z wyodrębnionymi częściami
spełniało wymagania przewidziane w ustawie o rachunkowości oraz
Rozporządzenia Ministra Finansów z dnia z dnia 29 marca 2018 r.
w sprawie informacji bieżących i
okresowych przekazywanych przez emitentów papierów
wartościowych oraz warunków uznawania za równoważne informacji
wymaganych przepisami prawa państwa niebędącego państwem
członkowskim, dalej „Rozporządzenie o informacjach bieżących
i okresowych”.