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)
1
28 kwietnia 2022 r.
OŚWIADCZENIA ZARZĄDU
Zarząd ZE PAK SA w składzie:
Piotr Woźny – Prezes Zarządu
Zygmunt Artwik – Wiceprezes Zarządu
Andrzej Janiszowski – Wiceprezes Zarządu
Maciej Nietopiel – Wiceprezes Zarządu
Katarzyna Sobierajska – Wiceprezes Zarządu
Oświadcza, że:
a) wedle jego najlepszej wiedzy, Sprawozdanie finansowe ZE PAK SA za rok zakończony dnia
31 grudnia 2021 roku i dane porównywalne, sporządzone zostały zgodnie z obowiązującymi zasadami
rachunkowości oraz, że odzwierciedlają w sposób prawdziwy, rzetelny i jasny sytuację majątkową
i finansową oraz wynik finansowy ZE PAK SA,
b) Sprawozdanie Zarządu z działalności ZE PAK SA za rok obrotowy 2021 zawiera prawdziwy obraz
rozwoju i osiągnięć oraz sytuacji ZE PAK SA, w tym opis podstawowych zagrożeń i ryzyka.