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)
GRUPA KAPITAŁOWA PGNIG
SKONSOLIDOWANY RAPORT ROCZNY 2021
(w milionach złotych o ile nie podano inaczej)
Dokument podpisany elektronicznie
Wybrane dane finansowe Grupy Kapitałowej PGNiG
Dane dotyczące skonsolidowanego sprawozdania finansowego
Zysk operacyjny bez uwzględnienia amortyzacji (EBITDA)
Zysk na działalności operacyjnej (EBIT)
Zysk przed opodatkowaniem
Zysk netto akcjonariuszy jednostki dominującej
Łączne całkowite dochody przypadające akcjonariuszom jednostki
dominującej
Przepływy pieniężne netto z działalności operacyjnej
Przepływy pieniężne netto z działalności inwestycyjnej
Przepływy pieniężne netto z działalności finansowej
Przepływy pieniężne netto
Zysk na akcję podstawowy i rozwodniony (odpowiednio w PLN i w EUR)
Zobowiązania długoterminowe
Zobowiązania krótkoterminowe
Kapitał podstawowy (akcyjny)
Średnia ważona liczba akcji zwykłych (mln szt.)
Wartość księgowa i rozwodniona wartość księgowa na jedną akcję
(odpowiednio w PLN i w EUR)
Zadeklarowana lub wypłacona dywidenda na jedną akcję (odpowiednio w
PLN i w EUR)
Zasady sporządzania Skonsolidowanego sprawozdania finansowego
Pozycje rachunku zysków i strat, sprawozdania z całkowitych dochodów oraz sprawozdania z przepływów pieniężnych zostały przeliczone według
kursu EUR/PLN, stanowiącego średnią arytmetyczną średnich kursów ustalonych przez Narodowy Bank Polski (NBP) na ostatni dzień każdego
miesiąca danego okresu obrotowego.
Pozycje sprawozdania z sytuacji finansowej zostały przeliczone według średniego kursu EUR/PLN obowiązującego na koniec danego okresu
obrotowego, ustalonego przez NBP.
Średnie kursy wymiany złotego w stosunku do EURO ustalane przez NBP