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)
GRUPA KAPITAŁOWA PGNIG
SKONSOLIDOWANY RAPORT ROCZNY 2020
(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 razem
Zobowiązania krótkoterminowe razem
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)
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