2023-01-01 2023-12-31 2024-03-06 SprFinJednostkaInnaWZlotych 1 Wierzyciel Spółka akcyjna Śląskie Ruda Śląska Ruda Śląska Ruda Śląska PL śląskie Ruda Śląska Ruda Śląska Nowy Świat 3 Ruda Śląska 41-706 Ruda Śląska 6492Z 6351687020 0000190266 2023-01-01 2023-12-31 false true true Sprawozdanie finansowe zostało przygotowane zgodnie z wymogami ustawy z dnia 29 września 1994 roku o rachunkowości obowiązującymi jednostki kontynuujące działalność. Przyjęte przez Spółkę zasady rachunkowości stosowane były w sposób ciągły. Jednostka sporządza rachunek zysków i strat w układzie porównawczym. W sprawozdaniu finansowym Jednostka wykazuje zdarzenia gospodarcze zgodnie z ich treścią ekonomiczną. Wynik finansowy Jednostki za dany rok obrotowy obejmuje wszystkie osiągnięte i przypadające na jej rzecz przychody oraz związane z tymi przychodami koszty zgodnie z zasadami memoriału, współmierności przychodów i kosztów oraz ostrożnej wyceny. 1. Środki trwałe o wartości wyższej niż 10.000,00 złotych podlegają ewidencji ilościowo - wartościowej w księdze inwentarzowej i amortyzacji na zasadzie określonej w ustawie o podatku dochodowym od osób prawnych. Stawki amortyzacyjne dopasowane są do przewidywanego okresu użyteczności danego środka trwałego w jednostce. Stawki amortyzacyjne co roku podlegają weryfikacji. 2. Nakłady na przedmioty o wartości równej lub niższej niż 10.000,00 zł nie podlegają ewidencji, są zaliczane w koszty. 3. Środki trwałe oraz wartości niematerialne i prawne wycenia się wg cen nabycia lub kosztów wytworzenia lub wartości przeszacowanej pomniejszonych o dokonane odpisy umorzeniowe, a także o odpisy z tytułu trwałej utraty ich wartości. 4. Środki trwałe w budowie - w wysokości ogółu kosztów pozostających w bezpośrednim związku z ich nabyciem lub wytworzeniem, pomniejszonych o odpisy z tytułu trwałej utraty ich wartości. Wartość nakładów w obcym środku trwałym ustala się stosując zasady wyceny ulepszenia środków trwałych. 5. Środki trwałe, które uległy ulepszeniu, rozbudowie lub modernizacji podwyższa się o sumę kosztów wydanych na ich ulepszenie, w tym także o wydatki na nabycie części składowych lub peryferyjnych. Jeżeli cena ulepszenia nie przekracza granicy 10.000,00 złotych lub jest jej równa odpisywana jest jednorazowo w koszty rodzajowe. Dla wartości równych lub przekraczających tę granicę podwyższa się podstawę stosowania odpisów amortyzacyjnych zgodnie z planem amortyzacji. 6. Wartości niematerialne i prawne umarzają się w okresie dwu- lub pięcioletnim, w zależności od decyzji zarządu. 7. Akcje w innych jednostkach wyceniane są według wartości rynkowej - cen zamknięcia z ostatniego roboczego dnia roku ogłaszanych na Giełdzie Papierów Wartościowych w Warszawie S.A. 8. Rzeczowe składniki aktywów obrotowych wyceniane są według cen nabycia nie niższych od cen ich sprzedaży netto na dzień bilansowy. 9. Należności i udzielone pożyczki wycenia się w kwocie wymagającej zapłaty, z zachowaniem zasady ostrożnej wyceny i wykazuje w wartości netto ( po pomniejszeniu o odpisy aktualizujące). 11. Rezerwy tworzy się na pewne lub w dużym stopniu uprawdopodobnione przyszłe zobowiązania, których kwotę można w sposób wiarygodny oszacować, oraz na przyszłe zobowiązania spowodowane restrukturyzacją, gdy na podstawie wiążących umów można oszacować wartość tych przyszłych zobowiązań. Jednostka nie tworzy rezerwy na świadczenia pracownicze. Pracownikom poza świadczeniami wynikającymi z kodeksu pracy nie przysługują żadne dodatkowe świadczenia . Jednostka sprawdza na koniec roku stan niewykorzystanego urlopu. Za dni urlopu niewykorzystanego w znikomej ilości jednostka nie tworzy rezerw. Rezerwy byłyby tworzone na urlop dla pracowników, przed nabyciem praw emerytalnych lub będących w trakcie trwania wypowiedzenia umowy o pracę. 12. Środki pieniężne, kapitały i fundusze wycenia się według wartości nominalnej. 13. Zobowiązania wycenia się w kwocie wymagającej zapłaty. 14. Pozostałe aktywa i pasywa wycenia się według wartości nominalnej. Jednostka sporządza porównanwczy rachunek wyników zgodnie z załącznikiem do Ustawy o Rachunkowości. Koszty w Spółce rejestrowane są tylko w układzie rodzajowym. Sprawozdanie finansowe sporządzone zostało zgodnie z załącznikiem nr 1 Ustawy o rachunkowości Sprawozdanie finansowe za okres sprawozdawczy, zgodnie z Ustawą o rachunkowości podlega obowiązkowi badania przez biegłego rewidenta. Ewidencja analityczna w zakresie rozliczeń z tytułu udzielonych pożyczek i zakupionych wierzytelności prowadzona jest przez jednostkę we własnym zakresie, w systemie operacyjnym "SKOP" (System Kompleksowej Obsługi Pożyczek). Księgi handlowe prowadzone są komputerowo przy zastosowaniu systemu Finanse i Księgowość Symfonia autorstwa firmy Sage. 8087146.09 8513719.90 1571907.25 491304.29 24500.00 24500.00 0.00 0.00 0.00 0.00 24500.00 24500.00 0.00 0.00 57537.25 60059.29 53026.72 60059.29 0.00 0.00 53026.72 59337.04 0.00 722.25 0.00 0.00 0.00 0.00 4510.53 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 1489870.00 406745.00 1489870.00 406745.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 6515238.84 8022415.61 3000.00 0.00 0.00 0.00 0.00 0.00 – w tym obiekty w zabudowie 0.00 0.00 0.00 0.00 0.00 0.00 3000.00 0.00 5047679.59 5471613.82 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 5047679.59 5471613.82 4830592.74 5251180.88 4830592.74 4523346.59 0.00 727834.29 546.06 0.00 68700.00 72592.15 147840.79 147840.79 1331760.39 2530906.87 1331760.39 2530906.87 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 1331760.39 2530906.87 1331760.39 2530906.87 0.00 0.00 0.00 0.00 0.00 0.00 132798.86 19894.92 – w tym: aktywa z tytułu niezakończonych umów budowlanych 0.00 0.00 0.00 0.00 0.00 0.00 8087146.09 8513719.90 7846370.59 8272214.61 7531100.00 7531100.00 741114.61 1451287.21 729536.33 729536.33 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 -425844.02 -710172.60 0.00 0.00 240775.50 241505.29 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 240775.50 241338.61 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 240775.50 241338.61 0.00 0.00 0.00 0.00 0.00 0.00 4902.35 3136.55 4902.35 3136.55 0.00 0.00 0.00 0.00 0.00 0.00 10117.65 22410.73 0.00 440.90 225755.50 215350.43 0.00 0.00 0.00 166.68 0.00 0.00 2. Rozliczenia międzyokresowe umów budowlanych 0.00 0.00 0.00 166.68 0.00 0.00 0.00 166.68 2135770.62 1311874.44 0.00 0.00 1690770.62 1311874.44 0.00 0.00 – w tym obiekty w zabudowie 0.00 0.00 0.00 0.00 445000.00 0.00 1322157.27 905725.11 8187.54 15058.69 19774.88 9793.21 295668.84 191737.82 57051.03 4695.05 0.00 0.00 502659.26 591062.75 39331.69 48121.89 0.00 22765.40 29558.10 45255.70 369925.93 0.00 813613.35 406149.33 115783.58 158263.88 0.00 0.00 0.00 0.00 2100.95 1408.15 113682.63 156855.73 1462045.95 1293469.70 0.00 0.00 1411630.25 1179685.90 50415.70 113783.80 -532649.02 -729056.49 109375.61 18887.39 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 109375.61 18887.39 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 2570.61 3.50 2570.61 3.50 2128.77 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 -425844.02 -710172.60 0.00 0.00 0.00 0.00 -425844.02 -710172.60 8272214.61 8982387.21 0.00 0.00 0.00 0.00 8272214.61 8982387.21 7531100.00 7531100.00 0.00 0.00 0.00 0.00 0.00 0.00 – podwyższenie wartości nominalnej udziałów (akcji) 0.00 0.00 – … 0.00 0.00 0.00 0.00 0.00 0.00 – zmniejszenie wartości nominalnej akcji 0.00 0.00 – … 0.00 0.00 7531100.00 7531100.00 1451287.21 2277565.78 -710172.60 -826278.57 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 – zbycie lub likwidacja uprzednio zaktualizowanych środków trwałych – różnica z aktualizacji wyceny dotycząca rozchodowanych środków trwałych 0.00 0.00 – … 0.00 0.00 710172.60 826278.57 710172.60 826278.57 – umorzenia własnych udziałów 0.00 0.00 – podwyższenia kapitału zakładowego 0.00 0.00 – … 0.00 0.00 741114.61 1451287.21 0.00 0.00 0.00 0.00 0.00 0.00 – aktualizacji wyceny środków trwałych 0.00 0.00 – aktualizacji wartości godziwej 0.00 0.00 – zmniejszenia rezerwy z tytułu odroczonego podatku dochodowego , ustalonej od różnic przejściowych odnoszonych na ten kapitał 0.00 0.00 – aktualizacji innych aktywów 0.00 0.00 – różnic kursowych z przeliczenia oddziałów zagranicznych 0.00 0.00 – … 0.00 0.00 0.00 0.00 0.00 0.00 – aktualizacji wartości godziwej 0.00 0.00 – zwiększenia rezerwy z tytułu odroczonego podatku dochodowego , ustalonej od różnic przejściowych odnoszonych na ten kapitał 0.00 0.00 – aktualizacji innych aktywów 0.00 0.00 – różnic kursowych z przeliczenia oddziałów zagranicznych 0.00 0.00 – … 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 – tworzone zgodnie z umową (statutem) spółki 0.00 0.00 – na udziały (akcje) własne 0.00 0.00 – … 0.00 0.00 0.00 0.00 – pokrycia straty bilansowej 0.00 0.00 – umorzenia udziałów własnych 0.00 0.00 – podwyższenia kapitału zakładowego lub rezerwowego 0.00 0.00 – wypłaty dywidendy 0.00 0.00 – zwrotu dopłat wspólnikom 0.00 0.00 – … 0.00 0.00 0.00 0.00 -710172.60 -826278.57 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 – … 0.00 0.00 0.00 0.00 – wypłaty dywidendy 0.00 0.00 – przeznaczenia na podwyższenie kapitału zakładowego, zapasowego lub rezerwowego 0.00 0.00 – pokrycia straty za poprzednie lata obrotowe 0.00 0.00 – przeznaczenia na umorzenie udziałów 0.00 0.00 – … 0.00 0.00 0.00 0.00 710172.60 826278.57 0.00 0.00 0.00 0.00 710172.60 826278.57 0.00 0.00 0.00 0.00 – straty na sprzedaży lub umorzeniu drogą obniżenia kapitału zakładowego udziałów (akcji) własnych nieznajdującej pokrycia w kapitale zapasowym 0.00 0.00 – … 0.00 0.00 710172.60 826278.57 – pokrycia strat z lat ubiegłych z zysku 0.00 0.00 – pokrycia straty z lat ubiegłych z kapitałów: zapasowego i rezerwowego 710172.60 826278.57 – pokrycia straty z lat ubiegłych z obniżenia kapitału podstawowego 0.00 0.00 – pokrycia straty z lat ubiegłych z dopłat wspólników 0.00 0.00 – … 0.00 0.00 0.00 0.00 0.00 0.00 -425844.02 -710172.60 0.00 0.00 425844.02 710172.60 0.00 0.00 7846370.59 8272214.61 0.00 0.00 -425844.02 -710172.60 107785.04 583157.59 8187.54 15058.69 0.00 0.00 0.00 0.00 -207703.00 0.00 0.00 0.00 -3000.00 1021.75 423934.23 549538.88 -563.11 22017.58 -113070.62 -5514.34 0.00 1035.03 -318058.98 -127015.01 445000.00 0.00 0.00 0.00 445000.00 0.00 0.00 0.00 0.00 0.00 – zbycie aktywów finansowych 0.00 0.00 – dywidendy i udziały w zyskach 0.00 0.00 – spłata udzielonych pożyczek długoterminowych 0.00 0.00 – odsetki 0.00 0.00 – inne wpływy z aktywów finansowych 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 1326087.50 461310.00 1154.97 54565.00 1320422.00 406745.00 0.00 0.00 0.00 0.00 – nabycie aktywów finansowych 0.00 0.00 – udzielone pożyczki długoterminowe 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 4510.53 0.00 -881087.50 -461310.00 90000.00 0.00 0.00 0.00 90000.00 0.00 0.00 0.00 0.00 0.00 90000.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 90000.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 -1199146.48 -588325.01 -1199146.48 -588325.01 0.00 0.00 2530906.87 3119231.88 1331760.39 2530906.87 0.00 0.00 Dodatkowe informacje i objaśnienia WIERZYCIELSAINFO2023.pdf 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-425844.02 -710172.60 2267.63 0.00 2267.63 1922.15 0.00 1922.15 równowartość odpisów aktualizujących wartość należności, nie zaliczonych uprzednio do kosztów uzyskania przychodów lub nie potrąconych dla celów ustalenia zysku (straty) netto w okresie opodatkowania ryczałtem od dochodów spółek - w przypadku ustania przyczyn, dla których dokonano tych odpisów 2100.95 0.00 2100.95 12 1 4e 1408.15 0.00 1408.15 pozostałe wartości (suma pozycji, z których każda jest mniejsza od 20 tys.zł) 166.68 0.00 166.68 - 514.00 0.00 514.00 1184090.04 0.00 1184090.04 844308.90 0.00 844308.90 naliczone, nieotrzymane odsetki od należności, w tym również od udzielonych pożyczek (kredytów); 1184090.04 0.00 1184090.04 12 4 2 844308.90 0.00 844308.90 0.00 0.00 0.00 0.00 0.00 0.00 6111.69 0.00 6111.69 6767.49 0.00 6767.49 pozostałe wartości (suma pozycji, z których każda jest mniejsza od 20 tys.zł) 6111.69 0.00 6111.69 - 6767.49 0.00 6767.49 1411630.25 0.00 1411630.25 1179685.90 0.00 1179685.90 odpisów 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