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Aktywa z tytułu prawa do użytkowania lokali zostały
opisane w nocie 5.5.1 jednostkowego sprawozdania
finansowego.
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 sprawozdanie
finansowe, uznaliśmy tę kwestię za kluczową sprawę
badania.
Aktywa niematerialne
W sprawozdaniu finansowym Spółki na dzień 31 grudnia
2021 r. ujęto aktywa niematerialne w kwocie 19 976 tys. zł,
co stanowiło 13,2% aktywów ogółem.
Aktywa niematerialne zostały opisane w nocie 5.5.3. do
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 test na utratę wartości nie
wykazał konieczność utworzenia odpisu aktualizującego na
dzień 31 grudnia 2021 roku.
ustalenia zakresu umów podlegających ujęciu
zgodnie z MSSF 16;
ustalenia płatności leasingowych,
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 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
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;