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)
GRUPA KAPITAŁOWA LOTOS
WYBRANE SKONSOLIDOWANE DANE FINANSOWE
W celu przeliczenia pozycji wykazanych w tabeli "Wybrane dane finansowe" na EUR zastosowano następujące kursy wymiany:
Pozycje sprawozdania z sytuacji finansowej przeliczono stosując średni kurs NBP obowiązujący w dniu kończącym okres sprawozdawczy:
Pozycje sprawozdania z całkowitych dochodów oraz sprawozdania z przepływów pieniężnych przeliczono stosując kurs stanowiący średnią
arytmetyczną średnich kursów NBP ustalonych na ostatni dzień każdego miesiąca kalendarzowego okresu sprawozdawczego:
Zysk/(Strata) operacyjny/(a)
Zysk/(Strata) przed opodatkowaniem
Zysk/(Strata) netto przypisany/(a) akcjonariuszom Jednostki Dominującej
Zysk/(Strata) netto przypisany/(a) udziałom niekontrolującym
Całkowite dochody/(straty) ogółem
Całkowite dochody/(straty) ogółem przypisane akcjonariuszom
Jednostki Dominującej
Całkowite dochody/(straty) ogółem przypisane udziałom
niekontrolującym
Przepływy pieniężne netto z działalności operacyjnej
Przepływy pieniężne netto z działalności inwestycyjnej
Przepływy pieniężne netto z działalności finansowej
Przepływy pieniężne netto razem
Podstawowy/(a) zysk/(strata) netto na jedną akcję (w złotych/EUR)
Rozwodniony/(a) zysk/(strata) netto na jedną akcję (w złotych/EUR)
Kapitał własny przypisany akcjonariuszom Jednostki Dominującej