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)
WYBRANE JEDNOSTKOWE DANE FINANSOWE KOMPUTRONIK S.A.
W okresach objętych jednostkowym 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 bilansu, rachunku zysków i strat oraz rachunku przepływów pieniężnych, przeliczone na
EURO, przedstawia tabela:
od 01-04-2020
do 31-03-2021
od 01-04-2019
do 31-03-2020
od 01-04-2020
do 31-03-2021
od 01-04-2019
do 31-03-2020
tys. PLN tys. EUR
Rachunek zysków i strat
Przychody ze sprzedaży 1 403 928
1 491 029
310 734
344 635
Zysk (strata) z działalności operacyjnej 23 615
(35 847)
5 227
(8 286)
Zysk (strata) przed opodatkowaniem 12 030
(126 007)
2 663
(29 125)
Zysk (strata) netto 9 152
(120 250)
2 026
(27 794)
Zysk (strata) netto przypadający akcjonariuszom
podmiotu dominującego
9 152
(120 250)
2 026
(27 794)
Zysk na akcję (PLN) 0,93
(12,28)
0,21
(2,84)
Rozwodniony zysk na akcję (PLN) 0,93
(12,28)
0,21
(2,84)
Średni kurs PLN/EUR w okresie X
X
4,5181
4,3264
Rachunek przepływów pieniężnych
Środki pieniężne netto z działalności Operacyjnej (4 722)
89 375
(1 045)
20 658
Środki pieniężne netto z działalności Inwestycyjnej (4 716)
(18 606)
(1 044)
(4 301)
Środki pieniężne netto z działalności Finansowej (11 403)
(28 727)
(2 524)
(6 640)
Zmiana netto stanu środków pieniężnych i ich
ekwiwalentów
(20 841)
42 042
(4 613)
9 718
Średni kurs PLN/EUR w okresie X
X
4,5181
4,3264
31.03.2021 31.03.2020 31.03.2021 31.03.2020
Bilans tys. PLN tys. EUR
Aktywa 426 821
408 674
91 587
89 773
Zobowiązania długoterminowe 18 523
19 994
3 975
4 392
Zobowiązania krótkoterminowe 332 105
322 888
71 263
70 929
Kapitał własny 76 193
65 792
16 349
14 452
kapitał własny przypadający akcjonariuszom jednostki
dominującej
76 193
65 792
16 349
14 452
Kurs EUR/PLN na koniec okresu X
X
4,6603
4,5523