2022-01-01 2022-12-31 2023-03-27 SprFinJednostkaInnaWZlotych 1 Gminna Biblioteka Publiczna w Jasienicy Śląskie bielski Jasienica Jasienica PL Śląskie bielski Jasienica 300 Jasienica 43-385 Jasienica 9101A 9371660244 2022-01-01 2022-12-31 false true true Sprawozdanie finansowe zostało przygotowane zgodnie z wymogami Ustawy z dnia 29 września 1994 roku o rachunkowości obowiązującymi jednostki. Jednostka sporządza rachunek zysków i strat w układzie porównawczy m. 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. Wartości niematerialne i prawne wycenia się według cen nabycia lub kosztów wytworzenia dla kosztów prac rozwojowych, pomniejszonych o skumulowane odpisy umorzeniowe oraz o odpisy z tytułu trwałej utraty wartości. Zasady amortyzacji wartości niematerialnych i prawnych przedstawiały się następująco: Odpisów amortyzacyjnych lub umorzeniowych wartości niematerialnych i prawnych o wartości początkowej powyżej 10000,00zł dokonuje się drogą systematycznego, planowanego rozłożenia ich wartości początkowej na ustalony okres amortyzacji (art. 32 ust. 1 ustawy). Odpisy amortyzacyjne są dokonywane od pierwszego miesiąca następującego po miesiącu, w którym wartość niematerialna i prawna została wprowadzona do ewidencji. Stawkę i metodę amortyzacji ustala się na dzień przyjęcia do używania wartości niematerialnych i prawnych. Okres i stawki amortyzacji podlegają okresowej weryfikacji. Na podstawie dokonanej weryfikacji sporządza się protokół, w którym ustala się korektę dokonywanych w następnych latach obrotowych odpisów amortyzacyjnych. Odpisów amortyzacyjnych wartości niematerialnych i prawnych dokonuje się jednorazowo na koniec roku podatkowego za cały rok obrotowy. Środki trwałe są wycenianie w cenie nabycia lub koszcie wytworzenia po aktualizacji wyceny składników majątku pomniejszonych o skumulowane umorzenie oraz dokonane odpisy aktualizujące ich wartość. Środki trwałe wyceniono na dzień bilansowy i wykazano w bilansie w kwocie netto 324,44zł. Odpisów umorzeniowych (amortyzacyjnych) środków trwałych o wartości początkowej powyżej 10 000,00zł dokonuje się według ustalonego przez jednostkę i wprowadzonego do stosowania planu amortyzacji, określającego roczne stawki odpisów od poszczególnych środków trwałych, na zasadzie systematycznego rozłożenia wartości początkowej danego środka trwałego, na przewidywany okres jego eksploatacji, a więc metodą liniową. Jednostka przyjęła stawki amortyzacyjne wynikające z ustawy z dnia 15 lutego 1992 roku o podatku dochodowym od osób prawnych określającej wysokość amortyzacji stanowiącej koszty uzyskania przychodów. Odpisów amortyzacyjnych od środków trwałych o wartości początkowej do 10 000.00zł włącznie dokonuje się metodą uproszczoną: - zestawy komputerowe o wartości początkowej powyżej 2 000,00zł, ale niższej niż 10 000,00zł zostają zaliczone do środków trwałych i objęte są pełną ewidencją ilościowo- wartościową wg grup KŚT. Odpisów umorzeniowych (amortyzacyjnych) w/w zestawów komputerowych dokonuje jednorazowo w miesiącu przyjęcia do używania. - Pozostałe wyposażenie o wartości powyżej 50,00zł, ale niższej niż 10 000,00zł zostają w miesiącu przyjęcia ich do użytkowania odpisane w koszty amortyzacji i są ujęte w pozabilansowej ewidencji ilościowo- wartościowej instytucji wg miejsc ich używania. Podstawą przyjęcia niskocennego środka trwałego do użytkowania jest faktura. Dobra kultury (ruchome), bez względu na ich wartości, wprowadza się do ewidencji wartościowej zbiorczej rzeczo¬wych środków trwałych, natomiast odpisy amortyzacyjne ustala się i księguje w sposób uproszczony jednorazowo w pełnej ich wartości początkowej w miesiącu przyjęcia do użytkowania. Należności wycenia się w kwotach wymaganej zapłaty, z zachowaniem zasady ostrożnej wyceny (po pomniejszeniu o odpisy aktualizujące). Środki pieniężne w walucie polskiej wykazuje się w wartości nominalnej. Materiały wyceniane są w cenie zakupu. W Materiały nabywane w drobnych ilościach lub materiały o niewielkim znaczeniu z punktu widzenia kosztów przekazywane są bezpośrednio po zakupie do zużycia i obciążają koszty operacyjne -bez konieczności ewidencjonowania ich na koncie „Materiały"( w szczególności materiały biurowe, utrzymanie czystości, itp.) Zapasy materiałów wycenia się stosując metodę „pierwsze przyszło-pierwsze wyszło". Zapasy materiałów wyceniono na dzień bilansowy i wykazano w bilansie w kwocie 0,00zł Kapitały (fundusze) własne ujmuje się w księgach rachunkowych w wartości nominalnej według ich rodzajów i zasad określonych przepisami prawa i statutu. Zobowiązania, szczególnie wobec budżetu zostały wycenione na dzień bilansowy w kwocie wymagającej zapłaty Przychody jednostki: Do przychodów jednostki zalicza się otrzymane środki pieniężne ze źródeł określonych odrębnymi przepisami prawa i statutem, w tym otrzymane nieodpłatnie składniki majątkowe, kwoty należne ze sprzedaży składników majątku oraz przychody finansowe, dotacje, subwencje. Sprawozdanie finansowe sporządzono na dzień zamknięcia ksiąg rachunkowych, tj na dzień 31.12.2022r w formie uproszczonej, przewidzianej w Ustawie z dnia 29 września 1994 roku o Rachunkowości , w art.50 ust.2. Sprawozdanie finansowe składa się z: 1. Bilansu (załącznik nr 1) 2. Rachunku zysków i strat (załącznik nr 2) 3. Informacji dodatkowej (załącznik nr 3) Jednostka sporządza rachunek zysków i strat w układzie porównawczym 27730.83 48363.62 324.44 5582.50 324.44 5582.50 324.44 5582.50 324.44 5582.50 27406.39 42781.12 3199.33 229.33 3199.33 229.33 13338.69 13566.22 13338.69 13566.22 13338.69 13566.22 0.00 0.00 5422.19 24934.08 5422.19 24934.08 5422.19 24934.08 5422.19 24934.08 5446.18 4051.49 27730.83 48363.62 20885.33 21487.14 1945.57 1945.57 19541.57 19737.02 19541.57 19737.02 -601.81 -195.45 6845.50 26867.48 6845.50 26876.48 508.96 22998.55 508.96 0.00 6336.54 3877.93 6336.54 3417.93 6336.54 3417.93 0.00 0.00 0.00 460.00 657491.04 577901.45 657491.04 577901.45 691106.42 603825.86 95583.60 95777.11 33556.04 39121.33 99585.82 67235.50 5497.00 4209.50 366016.87 320992.02 83825.98 72510.92 7041.11 3979.48 -33615.38 -25924.41 33013.57 25727.40 26923.00 21538.00 6090.57 4189.40 0.00 0.00 -601.81 -197.01 0.00 1.56 0.00 0.00 -601.81 -195.45 0.00 0.00 -601.81 -194.45 21487.14 21682.59 20885.33 21487.14 20885.33 21487.14 INFORMACJA DODATKOWA I OBJAŚNIENIA info2022.docx 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Kwalifikowane EuroCert,O=EuroCert Sp. z 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