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)
Grupa Kapitałowa, w której jednostką dominującą jest NTT System S.A.
Sprawozdanie niezależnego biegłego rewidenta z badania
Misters Audytor Adviser Sp. z o. o. 4
ze sprzedaży najbardziej znaczące
pozycje to sprzedaż komputerów i
tabletów zakupionych od innych
producentów oraz sprzedaż
podzespołów, akcesoriów, peryferii i
elektroniki użytkowej.
Grupa rozpoznaje i prezentuje
przychody ze sprzedaży zgodnie z
Międzynarodowymi Standardami
Sprawozdawczości Finansowej
Wobec istotnej wartości przychodów
w sprawozdaniu finansowym oraz to,
że rozpoznawanie przychodów może
być obarczone ryzykiem
zniekształcenia wysokości
przychodów oraz zakwalifikowania do
właściwego okresu, spowodowanych
błędem lub oszustwem, uznaliśmy, że
jest to kluczowe zagadnienie dla
naszego badania.
- dokonaliśmy analizy i oceny polityki
rachunkowości w zakresie rozpoznawania
przychodów ze sprzedaży,
- przeprowadziliśmy analizę znaczących umów o
dostawy produktów i towarów i porównaliśmy
postanowienia tych umów z wysokością kwot
rozpoznanych jako przychody ze sprzedaży,
- na podstawie próby testów wiarygodności
wybranych transakcji dokonaliśmy uzgadniania
przychodów ze sprzedaży produktów i towarów do
systemu magazynowego, sprawdzenie ich
zgodności z wystawionymi fakturami sprzedaży, a
także procedury analityczne celem rozpoznania
ryzyka zniekształcenia przychodów
spowodowanego m. innymi w wyniku oszustwa.
W wyniku przeprowadzonych procedur nie
stwierdziliśmy istotnych kwestii powodujących
konieczność wprowadzenia korekt w sprawozdaniu
finansowym.
Prawidłowość wyceny pozostałych
wartości niematerialnych i prawnych
W skonsolidowanym sprawozdaniu z
sytuacji finansowej na dzień 31
grudnia 2021 roku, w pozycji
pozostałe wartości niematerialne i
prawne Grupa wykazała wartość sieci
dystrybucyjnej i znaku towarowego w
wysokości 31,6 miliona złotych.
Grupa dokonuje wyceny oraz
ewidencji zgodnie z
Międzynarodowymi Standardami
Sprawozdawczości Finansowej.
Zgodnie z tymi przepisami Grupa jest
zobowiązana do przeprowadzania
corocznego testu na utratę wartości
tego aktywa.
W zakresie zastosowaliśmy następujące procedury
badania:
- rozpoznaliśmy procedury kontroli wewnętrznej
oraz zrozumienie procesu przeprowadzania testów
na utratę wartości aktywów niematerialnych,
- dokonaliśmy analizy przyjętych przez Zarząd
Spółki dominującej założeń w zakresie
oszacowania przyszłych przepływów pieniężnych,
- przeprowadziliśmy ocenę zgodności przyjętej
polityki rachunkowości w zakresie wyceny
aktywów z odpowiednimi standardami
sprawozdawczości finansowej,