![](data:image/png;base64,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)
Podstawowe informacje o Grupie Kapitałowej ......................................................................................................................... 3
Struktura Grupy Kapitałowej ................................................................................................................................................. 3
Zakres działalności ................................................................................................................................................................. 4
Opis organizacji grupy kapitałowej Emitenta ze wskazaniem jednostek podlegających konsolidacji .................................. 6
Emitent .............................................................................................................................................................................. 6
Spółki zależne .................................................................................................................................................................... 6
Podmioty objęte konsolidacją ........................................................................................................................................... 7
Zasady przyjęte przy sporządzaniu śródrocznego skróconego skonsolidowanego sprawozdania finansowego .................. 8
Czynniki ryzyka i zagrożeń ......................................................................................................................................................... 9
Istotne czynniki ryzyka i zagrożeń dla spółek Grupy ............................................................................................................. 9
Stopień narażenia spółek Grupy na czynniki ryzyka i zagrożeń ........................................................................................... 10
Podstawowe zagrożenia i ryzyka związane z pozostałymi miesiącami roku obrotowego .................................................. 13
Perspektywy rozwoju spółek Grupy ........................................................................................................................................ 13
Podstawowe wielkości ekonomiczno-finansowe przedstawione w śródrocznym skróconym skonsolidowanym
sprawozdaniu finansowym .................................................................................................................................................. 14
Skonsolidowane sprawozdanie z całkowitych dochodów ................................................................................................... 14
Struktura aktywów i pasywów ............................................................................................................................................ 16
Analiza wskaźnikowa Grupy Kapitałowej ............................................................................................................................ 17
Transakcje z podmiotami powiązanymi .............................................................................................................................. 18
Opis zmian w strukturze jednostki gospodarczej emitenta .................................................................................................... 18
Stanowisko Zarządu odnośnie możliwości zrealizowania wcześniej publikowanych prognoz wyników na dany rok ............ 19
Akcjonariat............................................................................................................................................................................... 19
Akcjonariusze posiadający co najmniej 5% głosów na WZA Spółki ..................................................................................... 19
Zestawienie zmian w stanie posiadania akcji spółki przez osoby zarządzające i nadzorujące ............................................ 20
Istotne postępowania toczące się przed sądem, organem właściwym dla postępowania arbitrażowego lub organem
administracji publicznej ........................................................................................................................................................... 20
Poręczenia, kredyty, pożyczki lub gwarancje udzielone przez emitenta lub jednostkę od niego zależną .............................. 20
Zagadnienie związane z zobowiązaniami warunkowymi zostało szczegółowo opisane w Informacji Dodatkowej do
skonsolidowanego raportu półrocznego zawierającego śródroczne skrócone skonsolidowane sprawozdanie finansowe
Grupy Kapitałowej FASING S.A. Fabryki Sprzętu i Narzędzi Górniczych Grupa Kapitałowa FASING S.A. za okres sześciu
miesięcy zakończony 30 czerwca 2022 roku. ...................................................................................................................... 26
Informacje, które zdaniem Emitenta są istotne dla oceny syt. kadrowej, majątkowej, finansowej, wyniku finansowego .... 26
Czynniki, które w ocenie emitenta będą miały wpływ na osiągnięte przez niego wyniki w perspektywie co najmniej
kolejnego kwartału .................................................................................................................................................................. 27
Czynniki i zdarzenia, w tym o nietypowym charakterze, mające istotny wpływ na skrócone sprawozdanie finansowe ....... 27
Zwięzły opis istotnych dokonań lub niepowodzeń Emitenta w okresie, którego dotyczy raport ........................................... 27