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)
2
RAPORT NIEZALEŻNEGO BIEGŁEGO
REWIDENTA Z PRZEGLĄDU
Dla Walnego Zgromadzenia i Rady Nadzorczej Koszalińskiego Przedsiębiorstwa
Przemysłu Drzewnego Spółka Akcyjna
Wprowadzenie
Przeprowadziliśmy przegląd załączonego półrocznego skróconego sprawozdania
finansowego Spółki Koszalińskie Przedsiębiorstwo Przemysłu Drzewnego Spółka
Akcyjna (dalej „Spółka”) z siedzibą w Szczecinku, Waryńskiego 2, na które składają się
bilans sporządzony na dzień 30.06.2022 r., rachunek zysków i strat, zestawienie zmian
w kapitale własnym, rachunek przepływów pieniężnych za okres od 01.01.2022 r. do
30.06.2022 r. oraz wybrane informacje dodatkowe i objaśniające (dalej „półroczne
skrócone sprawozdanie finansowe”).
Odpowiedzialność Zarządu Spółki
Zarząd Spółki jest odpowiedzialny za sporządzenie i przedstawienie półrocznego
skróconego sprawozdania finansowego zgodnie z ustawą z dnia 29 września 1994 r. o
rachunkowości (Dz.U. z 2021 roku, poz. 217 z późn. zm), zwaną dalej „ustawą
o rachunkowości”, wydanymi na jej podstawie przepisami wykonawczymi oraz
w formie określonej zapisami Rozporządzenia Ministra Finansów z dnia 29 marca 2018
roku w sprawie informacji bieżących i okresowych przekazywanych przez emitentów
papierów wartościowych oraz warunków uznawania za równoważne informacji
wymaganych przepisami prawa państwa niebędącego państwem członkowskim (Dz. U.
z 2018 roku, poz. 757) zwanym dalej „rozporządzeniem o informacjach bieżących i
okresowych”.
Odpowiedzialność Biegłego rewidenta
Jesteśmy odpowiedzialni za sformułowanie wniosku na temat półrocznego skróconego
sprawozdania finansowego na podstawie przeprowadzonego przez nas przeglądu.
Zakres przeglądu
Przegląd przeprowadziliśmy zgodnie z Krajowym Standardem Przeglądu 2410
w brzmieniu Międzynarodowego Standardu Usług Przeglądu 2410 „Przegląd
śródrocznych informacji finansowych przeprowadzony przez niezależnego biegłego
rewidenta jednostki” przyjętym uchwałą nr 3436/52e/2019 Krajowej Rady Biegłych
Rewidentów z dnia 08.04.2019 r z późn.zm.