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1
Szanowni Państwo, Drodzy Akcjonariusze,
poszukiwanie nowych rynków, praca nad nowymi rozwiązaniami, analiza potencjalnych nowych
segmentów działalności – tak w skrócie można podsumować 2023 rok w AC SA.
Za nami kolejne 12 miesięcy działalności w zmiennym, turbulentnym otoczeniu społeczno –
gospodarczym. Jednak mogę z pełnym przekonaniem stwierdzić, że dzięki konsekwencji w dążeniu do
realizacji celów, podołaliśmy wyzwaniom. Świadczą o tym wyniki finansowe. W ubiegłym roku
osiągnęliśmy przychody na poziomie 260 mln zł, EBITDA wyniosła 43,6 mln zł, a zysk netto 28,5 mln zł.
W zakończonym roku przeprowadziliśmy skup akcji własnych w cenie 40 zł za 1 akcję, przeznaczając na
to 35 mln zł. Warto podkreślić, że AC S.A. corocznie dokonuje wypłat dla Akcjonariuszy. Także za 2023
rok zarząd zarekomendował wypłatę w wysokości 2,5 zł na akcję. Spodziewamy się, że w bieżącym roku
będziemy kontynuować dotychczasową politykę dywidendową.
Podsumowując 2023 rok, nie mogę nie wspomnieć o pracownikach naszej Spółki. To kompetentny
zespół, który każdego dnia z zaangażowaniem i pasją pracuje nad rozwojem AC SA. Dzięki temu nasza
firma nieprzerwanie od wielu lat może cieszyć się pozycją lidera branży autogaz, który pozostaje
najważniejszym trzonem naszej działalności. Nasze zaawansowane technologicznie systemy konwersji
aut benzynowych i diesla na gaz LPG i CNG do samochodów osobowych, średnich i dużych ciężarowych
powstają w Polsce, z własnych elementów i podzespołów
Jednocześnie, otoczenie rynkowe skłania nas do poszukiwania nowych segmentów, w których
moglibyśmy efektywnie wykorzystać nasze zasoby. Aktywnie uczestniczymy w trendach rozwoju branży
automotive i szeroko pojętej mobilności, poszukując w tym obszarze swojej niszy.
Przed nami kolejne 12 miesięcy wytężonej pracy. Jestem przekonany, że wspólnie, jako Akcjonariusze,
Rada Nadzorcza, Zarząd i Pracownicy sprostamy bieżącym wymaganiom. To przekonanie wynika
z doświadczenia wieloletniej współpracy opartej na zaufaniu i zaangażowaniu w realizację wspólnego
celu, jakim jest rozwój i sukces AC S.A. I za to zaufanie i zaangażowanie bardzo Państwu dziękuję.
Z wyrazami szacunku,
Anatol Timoszuk
Prezes Zarządu AC S.A.