![](data:image/png;base64,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)
I Śródroczne skrócone skonsolidowane wybrane dane finansowe ................................................................................................... 4
II Śródroczne skrócone skonsolidowane sprawozdanie z sytuacji finansowej .................................................................................... 5
III Śródroczne skrócone skonsolidowane sprawozdanie z całkowitych dochodów .............................................................................. 6
IV Śródroczne skrócone skonsolidowane sprawozdanie ze zmian w kapitale własnym ....................................................................... 8
V Śródroczne skrócone skonsolidowane sprawozdanie z przepływów pieniężnych ......................................................................... 10
VI Informacje objaśniające ............................................................................................................................................................... 11
1. Informacje ogólne ....................................................................................................................................................................... 11
2. Informacje o Grupie Kapitałowej ................................................................................................................................................ 11
3. Informacje o Jednostce Dominującej .......................................................................................................................................... 12
4. Podstawa sporządzenia skonsolidowanego sprawozdania finansowego ................................................................................... 13
5. Sprawozdawczość segmentów działalności ................................................................................................................................ 19
6. Struktura przychodów ze sprzedaży ........................................................................................................................................... 19
7. Świadczenia pracownicze ........................................................................................................................................................... 20
8. Usługi obce ................................................................................................................................................................................. 20
9. Pozostałe przychody i koszty operacyjne ................................................................................................................................... 20
10. Przychody i koszty finansowe ..................................................................................................................................................... 21
11. Efektywna stopa podatkowa ...................................................................................................................................................... 21
12. Strata netto z działalności zaniechanej ....................................................................................................................................... 21
13. Wartości niematerialne .............................................................................................................................................................. 21
14. Rzeczowe aktywa trwałe ............................................................................................................................................................ 27
15. Aktywa finansowe....................................................................................................................................................................... 29
16. Zapasy .................................................................................................................................................................................. 29
17. Należności z tytułu dostaw i usług oraz pozostałe ...................................................................................................................... 30
18. Środki pieniężne i ich ekwiwalenty ............................................................................................................................................. 31
19. Struktura akcjonariatu Jednostki Dominującej ........................................................................................................................... 31
20. Podstawowy i rozwodniony zysk na akcję .................................................................................................................................. 32
21. Kredyty i pożyczki ....................................................................................................................................................................... 32
22. Inne zobowiązania finansowe ..................................................................................................................................................... 32
23. Zobowiązania z tytułu dostaw i usług oraz pozostałe ................................................................................................................. 33
24. Zobowiązania warunkowe .......................................................................................................................................................... 33
25. Aktywa warunkowe .................................................................................................................................................................... 34
26. Objaśnienia dotyczące sezonowości lub cykliczności ................................................................................................................. 35
27. Emisja papierów wartościowych ................................................................................................................................................ 35
28. Zestawienie stanu posiadania akcji Jednostki Dominującej przez osoby zarządzające i nadzorujące emitenta ........................ 35
29. Informacje dotyczącej wypłaconej lub zadeklarowanej dywidendy ........................................................................................... 36
30. Transakcje z kadrą kierowniczą .................................................................................................................................................. 36
31. Zwięzły opis istotnych dokonań lub niepowodzeń, wraz z opisem najważniejszych zdarzeń ich dotyczących .......................... 36
32. Czynniki i zdarzenia, w tym o nietypowym charakterze, mające istotny wpływ na śródroczne sprawozdanie finansowe ........ 40
33. Stanowisko Zarządu odnośnie możliwości zrealizowania prognoz ............................................................................................. 40
34. Informacje o udzieleniu przez Grupę poręczeń kredytu lub pożyczki lub udzieleniu gwarancji ................................................. 40
35. Inne informacje, które są istotne dla oceny sytuacji Grupy oraz dla oceny możliwość realizacji zobowiązań ........................... 40
36. Czynniki, które w ocenie emitenta będą miały wpływ na osiągnięte wyniki w perspektywie co najmniej kolejnego kwartału 41
37. Informacje o istotnych sprawach sądowych ............................................................................................................................... 42
38. Zdarzenia po dniu bilansowym ................................................................................................................................................... 43
VII Jednostkowe wybrane dane finansowe ............................................................................................................................. 45
VIII Śródroczne skrócone jednostkowe sprawozdanie z sytuacji finansowej ............................................................................. 46
IX Śródroczne skrócone jednostkowe sprawozdanie z całkowitych dochodów ....................................................................... 47
X Śródroczne skrócone jednostkowe sprawozdanie ze zmian w kapitale własnym ............................................................... 48
XI Śródroczne skrócone jednostkowe sprawozdanie z przepływów pieniężnych .................................................................... 50
39. Struktura przychodów ze sprzedaży ............................................................................................................................................ 51
40. Pozostałe przychody i koszty operacyjne ................................................................................................................................... 51
41. Przychody i koszty finansowe ..................................................................................................................................................... 51
42. Aktywa finansowe....................................................................................................................................................................... 52
43. Udziały w jednostkach zależnych ................................................................................................................................................ 53
44. Należności z tytułu dostaw i usług i pozostałe ............................................................................................................................ 53
45. Podstawowy i rozwodniony zysk na akcję .................................................................................................................................. 54
46. Kredyty i pożyczki ....................................................................................................................................................................... 55
47. Zobowiązania z tytułu dostaw i usług oraz pozostałe i rozliczenia międzyokresowe ................................................................. 55
48. Inne zobowiązania finansowe ..................................................................................................................................................... 55
49. Zobowiązania warunkowe .......................................................................................................................................................... 55