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)
WYBRANE SKONSOLIDOWANE DANE FINANSOWE GK KOMPUTRONIK S.A.
W okresach objętych skonsolidowanym sprawozdaniem finansowym, do przeliczenia wybranych danych
finansowych zastosowano następujące średnie kursy wymiany złotego w stosunku do EUR, ustalane przez
Narodowy Bank Polski:
kurs obowiązujący na ostatni dzień okresu sprawozdawczego: 31.03.2021: 4,6603 PLN/EUR, 31.03.2020:
4,5523 PLN/EUR,
średni kurs w okresie, obliczony jako średnia arytmetyczna kursów obowiązujących na ostatni dzień
każdego miesiąca w danym okresie: 01.04.2020 – 31.03.2021: 4,5181 PLN/EUR, 01.04.2019 –
31.03.2020: 4,3264 PLN/EUR,
Najwyższy i najniższy kurs obowiązujący w każdym okresie kształtował się następująco: 01.04.2020 – 31.03.2021:
4,6603/4,3859 PLN/EUR, 01.04.2019 – 31.03.2020: 4,6044/4,2279 PLN/EUR.
Podstawowe pozycje skonsolidowanego bilansu, skonsolidowanego rachunku zysków i strat oraz
skonsolidowanego rachunku przepływów pieniężnych, przeliczone na EURO, przedstawia tabela:
od 2020-04-01
do 2021-03-31
od 2019-04-01
do 2020-03-31
od 2020-04-01
do 2021-03-31
od 2019-04-01
do 2020-03-31
tys. PLN tys. EUR
Rachunek zysków i strat
Przychody ze sprzedaży 1 479 188
1 649 170
327 392
381 188
Zysk z działalności operacyjnej 22 290
(50 383)
4 933
(11 645)
Zysk (strata) przed opodatkowaniem 12 032
(91 617)
2 663
(21 176)
Zysk (strata) netto 8 762
(83 308)
1 939
(19 256)
Zysk (strata) netto przypadający akcjonariuszom
podmiotu dominującego
8 846
(83 539)
1 958
(19 309)
Zysk na akcję (PLN) 0,89
(8,51)
0,20
(1,97)
Rozwodniony zysk na akcję (PLN) 0,89
(8,51)
0,20
(1,97)
Średni kurs PLN/EUR w okresie -
-
4,5181
4,3264
Rachunek przepływów pieniężnych
Środki pieniężne netto z działalności Operacyjnej (1 565)
84 660
(346)
19 568
Środki pieniężne netto z działalności Inwestycyjnej (4 732)
(12 100)
(1 047)
(2 797)
Środki pieniężne netto z działalności Finansowej (14 169)
(29 226)
(3 136)
(6 755)
Zmiana netto stanu środków pieniężnych i ich
ekwiwalentów
(20 466)
43 334
(4 530)
10 016
Średni kurs PLN/EUR w okresie -
-
4,5181
4,3264
31.03.2021 31.03.2020 31.03.2021 31.03.2020
Bilans tys. PLN tys. EUR
Aktywa 446 913
444 031
95 898
97 540
Zobowiązania długoterminowe 20 062
24 175
4 305
5 311
Zobowiązania krótkoterminowe 335 513
338 872
71 994
74 440
Kapitał własny 91 338
80 984
19 599
17 790
kapitał własny przypadający akcjonariuszom jednostki
dominującej
91 019
80 580
19 531
17 701
Kurs EUR/PLN na koniec okresu -
-
4,6603
4,5523