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)
GRUPA LOTOS S.A.
WYBRANE 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
Całkowite dochody/(straty) ogółem
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)