2025-01-01 2025-12-31 2026-06-17 SprFinJednostkaMalaWZlotych 2 GRENOVA CAPITAL SPÓŁKA Z OGRANICZONĄ ODPOWIEDZIALNOŚCIĄ PL Mazowieckie Warszawa Śródmieście ul. Emilii Plater 53 Warszawa 00-113 17 5272881230 0000988292 2025-01-01 2025-12-31 Spółka stosuje uproszczenia wskazane w ustawie o rachunkowości dla małych jednostek i odstępuje od sporządzania prezentacji zmian w kapitale własnym, rachunku przepływów środków pienieżnych oraz sprawozdania z działalności jednostki. Jednocześnie dla zachowania prawidłowej prezentacji leasing wykazuje w sposób właściwy dla leasingu finansowego. 1 1 Środki trwałe i WNiP -wg cen nabycia lub kosztów wytworzenia minus odpisy amortyzacyjne i odpisy z tytułu trwałej utraty wartości. Umarza się zgodnie z przepisami ustawy o pdop z uwzględ. obowiązujących stawek amortyzacyjnych. Zapasy - wg cen nabycia. Należności - w kwocie wymagającej zapłaty, z zachowaniem zasady ostrożności, czyli po uwzględnieniu odpisów aktualizujących ich wartość. Zobowiązania - w kwocie wymagającej zapłaty, z uwzgl. odsetki wynikających z otrzymanych od kontrahentów not odsetkowych. Środki pieniężne w kasie i na rachunkach bankowych wg wartości nominalnej. Koszty podlegające aktywowaniu na koncie RMK rozliczane są proporcjonalnie do upływu czasu w kolejnych okresach obrotowych, których dotyczą. Rezerwy na straty i zobowiązania z uwzgl. uzasadnionej, wiarygodnie oszacowanej wartości. Udziały (akcje) własne - wg cen nabycia. Kapitały oraz pozostałe aktywa i pasywa - wg wartości nominalnej. Kapitał zakładowy spółki kapitałowej wykazuje się w wysokości określonej w umowie lub statucie i wpisanej w rejestrze sądowym a zadeklarowane, lecz nie wniesione wkłady kapitałowe ujmuje się, jako należne wkłady na poczet kapitału. Kapitał zapasowy tworzony z podziału zysku, przeniesienia z kapitału rezerwowego z aktualizacji wyceny. Wartość aktywów i pasywów wyrażona w walucie obcej podlega wycenie na dzień bilansowy wg średniego kursu NBP ogłoszonego na ostatni dzień roku, za który sporządzane jest sprawozdanie. Wynik finansowy ustalona się zgodnie z ustawą o rachunkowości, wynik finansowy brutto koryguje bieżące zobowiązanie z tytułu podatku dochodowego, naliczone zgodnie z przepisami podatkowymi własciwymi dla jednostek opodatkowanych ryczałtem od dochodu spółek. W sprawozdaniu Spółka wykazuje zdarzenia gospodarcze zgodnie z ich treścią ekonomiczną. Wynik finansowy obejmuje wszystkie osiągnięte przychody oraz związane z nimi koszty zgodnie z zasadami współmierności oraz ostrożnej wyceny. Przychody ze sprzedaży obejmują niewątpliwie należne lub uzyskane kwoty netto ze sprzedaży tj. pomniejszone o należny podatek od towarów i usług (VAT) ujmowane w okresach, których dotyczą. Koszt sprzedanych produktów, towarów i usług obejmuje koszty bezpośrednio z nimi związane oraz uzasadnioną część kosztów pośrednich. Bieżacy rok jest kolejnym (trzecim) rokiem w którym jednostka podlega pod rygor opodatkowania ryczałtem od dochodu spółek. 7.50 1 318401134.78 85129997.37 178544781.24 63111390.96 0.00 0.00 170607041.24 59862732.96 60345026.18 59625838.30 110262015.06 236894.66 0.00 0.00 7937740.00 3248658.00 0.00 0.00 7937740.00 3248658.00 0.00 0.00 139856353.54 22018606.41 74665209.76 11509335.00 51066530.48 4453991.60 47269882.44 225385.38 47269882.44 225385.38 0.00 0.00 12914626.89 4920593.33 12914626.89 4920593.33 12914626.89 4920593.33 1209986.41 1134686.48 0.00 0.00 0.00 0.00 318401134.78 85129997.37 101943511.97 61384583.50 100000.00 100000.00 62219282.64 56106068.13 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 -934699.14 -934699.14 40558928.47 6113214.51 0.00 0.00 216457622.81 23745413.87 0.00 0.00 0.00 0.00 40906517.12 4523493.05 40241865.95 4052338.80 174703780.40 19221920.82 29486416.00 18944608.00 138843427.85 49219.89 138843427.85 49219.89 0.00 0.00 0.00 0.00 847325.29 0.00 62495003.83 35381693.33 62495003.83 35381693.33 0.00 0.00 0.00 0.00 16256543.56 33802006.35 468404.86 114103.66 1172135.66 87672.72 8254290.87 6340394.40 1263980.52 428884.00 244452.72 69693.13 0.00 0.00 4853278.93 26761258.44 3756089.19 25868800.00 46238460.27 1579686.98 920.84 5349649.70 0.00 0.00 59196.36 0.93 0.00 0.00 745271.58 49404.38 0.00 0.00 0.00 0.00 4311.81 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 6335384.86 856188.62 6173677.64 650542.42 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 40590071.47 6122551.51 31143.00 9337.00 40558928.47 6113214.51 Informacja dodatkowa wg zał nr 5 w załączeniu Informacja_doatkowa_za_2025_rok_wg_zal_nr_5_do_uor.docx 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