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)
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Aktywa z tytułu prawa do użytkowania lokali zostały
opisane w nocie 5.5.1 skonsolidowanego sprawozdania
finanso-wego.
Międzynarodowy Standard Sprawozdawczości Finansowej
16 „Leasing” (MSSF 16) wymaga analizy umów i relacji
biznesowych, a także dokonania szeregu istotnych osądów
i szacunków związanych z ustaleniem m.in. okresów
leasingu, w tym szacowania okresów trwania umów
zawartych na czas nieokreślony, minimalnych płatności
leasingowych, stóp procentowych.
W związku z powyższym, a także liczbą i różnorodnością
zawartych umów, skalą wpływu na skonsolidowane
sprawozdanie finansowe, uznaliśmy tę kwestię za
kluczową sprawę badania.
Aktywa niematerialne
W skonsolidowanym sprawozdaniu finansowym Grupy na
dzień 31 grudnia 2021 r. ujęto aktywa niematerialne
w kwocie 19.976 tys. zł, co stanowiło 13,0% aktywów
Grupy.
Aktywa niematerialne zostały opisane w nocie 5.5.3. do
skonsolidowanego sprawozdania finansowego.
Zgodnie z MSSF, Zarząd przeprowadza testy na utratę
wartości dla aktywów niematerialnych, przypisanych do
ośrodka wypracowującego środki pieniężne co najmniej na
koniec każdego roku obrotowego, kalkulując wartość
odzyskiwaną metodą wartości użytkowej.
Przeprowadzenie testu na utratę wartości związane jest
z koniecznością przyjęcia szeregu istotnych założeń
i dokonania osądów, dotyczących między innymi przyjętej
strategii ośrodka wypracowującego środki pieniężne, do
którego została przypisana wartość aktywów
niematerialnych, planów finansowych i prognoz
przepływów pieniężnych na kolejne lata oraz założeń
makroekono-micznych i rynkowych.
Przeprowadzony przez Zarząd Jednostki dominującej test
na utratę wartości nie wykazał konieczność utworzenia
odpisu aktualizującego na dzień 31 grudnia 2021 roku.
Mając na uwadze nieodłączne ryzyko niepewności
związane z istotnymi szacunkami dokonywanymi przez
Zarząd Jednostki dominującej, uznaliśmy, że jest to
kluczowe zagadnienie dla naszego badania.
określenia okresów leasingu,
ustalenia stóp dyskontowych,
ocenę przyjętych założeń na potrzeby ujmowania
prawa do użytkowania lokali oraz zobowiązania
z tytułu leasingu lokali,
ocenę dokonanych obliczeń w zakresie ujawnienia
prawa do użytkowania lokali,
weryfikację prawidłowości ujęcia zobowiązania
z tytułu leasingu lokali oraz wyceny na dzień kończący
rok bilansowy,
ocenę ujawnień w kontekście zgodności z wymogami
zawartymi w MSSF 16.
Na podstawie przeprowadzonych procedur, uznaliśmy,
że aktywa z tytułu praw do lokali zostały wykazane
w skonsolidowanym sprawozdaniu finansowym w sposób
prawidłowy a zawarte w sprawozdaniu ujawnienia
uznaliśmy jako spełniające wymogi standardów.
Nasze procedury badania obejmowały, w szczególności:
zrozumienie i ocenę procesu szacowania utraty
wartości dla aktywów niematerialnych oraz zasady
ustalania ośrodków wypracowujących środki
pieniężne;
analizę wykonanego przez Zarząd testu na utratę
wartości, w tym:
krytyczną ocenę przyjętych przez Zarząd
Jednostki dominującej założeń i dokonanych
szacunków służących określeniu wartości
odzyskiwalnej (okres objęty projekcjami
przyszłych przepływów pieniężnych i założony
w nim poziom przychodów, marży operacyjnej
oraz przyszłe nakłady inwestycyjne, zastosowaną
stopę dyskontową),
weryfikację poprawności matematycznej
i spójności metodologicznej modelu wyceny
opartego o zdyskontowane przepływy pieniężne,
ocenę przeprowadzonej przez Zarząd analizy
wrażliwości przyjętych założeń na wynik oceny
utraty wartości;
ocenę poprawności i kompletności ujawnień
w zakresie testów na utratę wartości w skonsolido-
wanym sprawozdaniu finansowym.
Na podstawie przeprowadzonych procedur, uznaliśmy
założenia przyjęte przez Zarząd Jednostki dominującej
za racjonalne i mające poparcie w uzyskanej dokumentacji,