![](data:image/png;base64,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)
Średni kurs w
okresie
okresie
Maksymalny kurs
w okresie
Data bilansowa
Kurs na ostatni
dzień okresu
(daty bilansowej)
01.01.2022 -
31.12.2022
01.01.2021 -
31.12.2021
01.01.2022 -
31.12.2022
01.01.2021 -
31.12.2021
31.12.2022
badane
przekształcone
31.12.2022
badane
przekształcone
XX.
- - -
w tys. zł w tys. EUR
01.01.2022 - 31.12.2022
DANE JEDNOSTKOWE
WYBRANE DANE FINANSOWE
BIOTON S.A.
Okres
01.01.2021 - 31.12.2021
WYBRANE JEDNOSTKOWE DANE FINANSOWE
Przychody netto ze sprzedaży
Zysk (strata) brutto z działalności operacyjnej
Zysk (strata) brutto przed opodatkowaniem
Zysk (strata) netto
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
Zobowiazania długoterminowe
Zobowiązania krótkoterminowe
Kapitał własny
Kapitał akcyjny
Zadeklarowana lub wypłacona dywidenda na jedną akcję (w zł/EUR)
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)