![](data:image/png;base64,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)
Średni kurs
w okresie
Minimalny
kurs w
okresie
Maksymalny
kurs w
okresie
Data
bilansowa
dzień okresu
(daty
bilansowej)
4,5775 4,4541 4,7210 31.12.2021 4,5994
4,6876 4,4879 4,9647
4,6899
01.01.2022 -
31.12.2022
01.01.2021 -
31.12.2021
01.01.2022 -
31.12.2022
01.01.2021 -
31.12.2021
I. 233 159 163 034 49 740 35 616
II. 21 258 14 342 4 535 3 133
III. 4 952 8 331 1 056 1 820
IV. 1 421 2 882 303 630
V. 56 082 5 522 11 964 1 206
VI. (29 100) (4 284) (6 208) (936)
VII. (26 449) (14 620) (5 642) (3 194)
VIII. 482 (13 383) 103 (2 924)
31.12.2022
31.12.2021
badane
przekształcone
31.12.2022
31.12.2021
badane
przekształcone
IX. 810 326 848 127 172 781 184 399
X. 204 266 243 612 43 554 52 966
XI. 63 212 77 542 13 478 16 859
XII. 141 054 166 070 30 076 36 107
XIII. 606 060 604 515 129 227 131 433
XIV. 1 717 284 1 717 284 366 166 373 371
XV. 85 864 200 85 864 200 85 864 200 85 864 200
XVI. 0,02 0,03 0,00 0,01
XVII. 0,02 0,03 0,00 0,01
XVIII. 7,06 7,04 1,51 1,53
XIX. 7,06 7,04 1,51 1,53
XX.
-
- -
SKONSOLIDOWANE DANE
WYBRANE DANE FINANSOWE
Grupa Kapitałowa BIOTON S.A.
w tys. EURw tys. zł
Okres
01.01.2021 - 31.12.2021
01.01.2022 - 31.12.2022
WYBRANE SKONSOLIDOWANE DANE FINANSOWE
Przychody netto ze sprzedaży
Zysk (strata) brutto z działalności operacyjnej
Zysk (strata) brutto przed opodatkowaniem
Zysk (strata) netto przypadający akcjonariuszom jednostki
Przepływy pieniężne netto z działalności operacyjnej
Przepływy pieniężne netto z działalności inwestycyjnej
Przepływy pieniężne netto z działalności finansowej
Przepływy pieniężne netto, razem
Aktywa razem
Zobowiązania i rezerwy na zobowiązania
Zobowiązania krótkoterminowe
Zobowiazania długoterminowe
Kapitał własny
Kapitał akcyjny
Zadeklarowana lub wypłacona dywidenda na jedną akcję (w
Średnia ważona liczba akcji
Zysk (strata) na jedną akcję zwykłą (w zł/EUR)
Rozwodniony zysk (strata) na jedną akcję zwykłą (w zł/EUR)
Wartość księgowa na jedną akcję (w zł/EUR)
Rozwodniona wartość księgowa na jedną akcję (w zł/EUR)