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Ετήσια Οικονομική Έκθεση
για τη χρήση που έληξε την 31.12.2022
57
Οι διαδικασίες που ακολουθήσαμε για την
αντιμετώπιση του κύριου θέματος ελέγχου
Αποτίμηση των επενδύσεων σε ακίνητα
(Χρηματοοικονομικές Καταστάσεις, σημειώσεις 2.5,
5 και 6)
Οι επενδύσεις σε ακίνητα της Εταιρείας
περιλαμβάνουν ιδιόκτητη γη και κτίρια, τα οποία
χρησιμοποιούνται κυρίως ως γραφεία και
καταστήματα. Η Εταιρεία αποτιμά τις επενδύσεις σε
ακίνητα στην εύλογη αξία, για τον προσδιορισμό της
οποίας εφαρμόστηκαν συνδυαστικά η μέθοδος των
προεξοφλημένων ταμειακών ροών, η συγκριτική
μέθοδος και σε ορισμένες περιπτώσεις, η μέθοδος
της υπολειμματικής αξίας, ακολουθώντας τις
πρόνοιες των Διεθνών Εκτιμητικών Προτύπων, του
Διεθνούς Προτύπου Χρηματοοικονομικής Αναφοράς
(ΔΠΧΑ) 13, του Διεθνούς Λογιστικού Προτύπου (ΔΛΠ)
40 καθώς επίσης του Νόμου 2778/1999 και της Κοινής
Υπουργικής Απόφασης (ΚΥΑ)
26294/Β.1425/19.07.2000 (ΦΕΚ 949/31.07.2000).
Αυτή η λογιστική πολιτική είναι συνεπής με τις
χρηματοοικονομικές καταστάσεις του προηγούμενου
έτους, καθώς επίσης και με τις διατάξεις της κείμενης
νομοθεσίας που ρυθμίζει τη λειτουργία των
Ανωνύμων Εταιρειών Επενδύσεων σε Ακίνητη
Περιουσία (Νόμος 2778/1999). Επιπρόσθετα, η
εφαρμογή των ανωτέρω μεθόδων ήταν συνεπής με
τις μεθόδους αποτίμησης που εφαρμόστηκαν στην
προηγούμενη χρήση.
Σύμφωνα με την υφιστάμενη νομοθεσία, η διοίκηση
ανέθεσε σε πιστοποιημένο εκτιμητή την αποτίμηση
των επενδύσεων σε ακίνητα της Εταιρείας κατά την
31
η
Δεκεμβρίου 2022, προκειμένου να υποστηριχθούν
οι παραδοχές που αποτελούν τη βάση για τον
προσδιορισμό της εύλογης αξίας των ακινήτων
αυτών.
Προκειμένου να προσδιοριστεί η αξία ενός ακινήτου
λήφθηκαν υπόψη συγκεκριμένα στοιχεία όπως το
εισπραττόμενο μίσθωμα από το κάθε ακίνητο.
Ωστόσο, για την εκτίμηση των ακινήτων,
υιοθετήθηκαν παραδοχές που απαιτούν υψηλό
επίπεδο κρίσης όπως κατάλληλα προεξοφλητικά
επιτόκια, απόδοση στη λήξη των υφιστάμενων
μισθώσεων και συγκριτικά ενοίκια τα οποία
βασίζονται σε διαθέσιμα στοιχεία της αγοράς,
προκειμένου να προσδιοριστεί ένα εύρος εκτιμητικών
αποτελεσμάτων από το οποίο να εξάγεται μια
αντιπροσωπευτική εκτίμηση. Επιπλέον, λήφθηκε
υπόψη και η τοποθεσία στην οποία βρίσκεται κάθε
ακίνητο αφού αυτή επηρεάζει άμεσα την εύλογη αξία
του.
Πραγματοποιήσαμε τις ακόλουθες ελεγκτικές
διαδικασίες σχετικά με τις επενδύσεις σε ακίνητα της
Εταιρείας για τη χρήση που έληξε την 31
η
Δεκεμβρίου
2022:
Συμφωνήσαμε τις εύλογες αξίες των επενδύσεων σε
ακίνητα της Εταιρείας με τα αντίστοιχα λογιστικά τους
βιβλία.
Διενεργήσαμε διαδικασίες προκειμένου να
ελέγξουμε, σε δειγματοληπτική βάση, αν τα στοιχεία
που παρασχέθηκαν από τη διοίκηση στον
πιστοποιημένο εκτιμητή για τον προσδιορισμό της
εύλογης αξίας των επενδύσεων σε ακίνητα της
Εταιρείας, υποστηρίζονταν από τις υπάρχουσες
συμβάσεις. Αυτά τα στοιχεία περιλάμβαναν κυρίως
πληροφορίες σχετικά με τη μίσθωση των ακινήτων
αυτών.
Λάβαμε και επισκοπήσαμε τις εκτιμήσεις που
πραγματοποιήθηκαν, καθώς επίσης και τις συμβάσεις
που υπογράφηκαν μεταξύ του πιστοποιημένου
εκτιμητή και δεν εντοπίστηκαν στοιχεία ή γεγονότα
που θα μπορούσαν να επηρεάσουν την
αντικειμενικότητα και την ανεξαρτησία του.
Συγκρίναμε τις εύλογες αξίες των επενδύσεων σε
ακίνητα της κλειόμενης και της προηγούμενης χρήσης
προκειμένου να εκτιμήσουμε αν μεταβλήθηκαν
σύμφωνα με τις τάσεις της αγοράς και ζητήσαμε από
τη διοίκηση να αιτιολογήσει όποια σημαντική
απόκλιση. Όλες οι σημαντικές αποκλίσεις
αιτιολογήθηκαν επαρκώς από τη διοίκηση.
Σε συνεργασία με εξωτερικό ειδικό εμπειρογνώμονα
στην αποτίμηση ακινήτων, ελέγξαμε, σε
δειγματοληπτική βάση, το κατά πόσο οι μέθοδοι
αποτίμησης που χρησιμοποιήθηκαν ήταν κατάλληλες
για κάθε ακίνητο, σύμφωνες με αυτές που
εφαρμόστηκαν στην προηγούμενη χρήση, καθώς
επίσης και με τα Διεθνή Εκτιμητικά Πρότυπα και τον
ισχύοντα Νόμο 2778/1999. Αξιολογήσαμε επίσης το
εύλογο των παραδοχών που υιοθετήθηκαν (όπως τα
προεξοφλητικά επιτόκια, οι αποδόσεις στη λήξη και
τα ενοίκια της αγοράς), συγκρίνοντάς τες με τα
δεδομένα της αγοράς, προκειμένου να καθορίσουμε
ένα εύλογο εύρος διακύμανσης των σχετικών τιμών.
Σε περιπτώσεις όπου τα προεξοφλητικά επιτόκια, οι
αποδόσεις στη λήξη και τα ενοίκια αγοράς δεν
βρίσκονταν εντός των αναμενόμενων τιμών, ζητήσαμε