2018-01-01 2018-12-31 2019-08-27 SprFinJednostkaMikroWZlotych 1 ROLNA 2 SPÓŁKA Z OGRANICZONĄ ODPOWIEDZIALNOŚCIĄ dolnośląskie Wrocław Wrocław Wrocław PL dolnośląskie Wrocław Wrocław Św. Jerzego 1a Wrocław 50-518 Wrocław 0000628833 2018-01-01 2018-12-31 "Z uwagi na fakt, iż Spółka spełnia definicję jednostki mikro w rozumieniu ustawy o rachunkowości organ zatwierdzający Spółki podjął decyzję w sprawie sporządzania sprawozdania finansowego z zastosowaniem następujących uproszczeń w zastosowanych zasadach rachunkowości: - Zastosowanie uproszczonego bliansu według załącznika nr 4 do ustawy o rachunkowości (art. 46 ust. 5); - Zastosowanie uproszonego rachuneku zysków i strat w wariancie porównawczym według załącznika nr 4 do ustawy o rachunkowości (art. 47 ust. 4); - Prezentacja w miejsce informacji dodatkowej określonej w załączniku nr 1 informacji uzupełniających do bilansu określonych w załączniku nr 4 do ustawy o rachunkowości (art. 48 ust. 3); - Rezygnacja ze sporządzania zestawienia zmian w kapitale (funduszu) własnym (art. 48a ust. 3); - Rezygnacja ze sporządzania rachunku przepływów pieniężnych (art. 48b ust.4); - Rezygnacja ze sporządzania sprawozdania z działalności i ujęcie informacji dotyczących nabycia udziałów (akcji) własnych w informacjach uzupełniających do bilansu (art.49 ust. 4); - Brak wyceny aktywów i pasywów według wartości godziwej i skorygowanej ceny nabycia (art.28a); - Klasyfikacja umów leasingu według zasad określonych w przepisach podatkowych (art. 3 ust. 6); - Brak ustalania aktywów i rezerw z tytułu odroczonego podatku dochodowego (art. 37 ust. 10); - Zaniechanie stosowania przepisów rozporządzenia Ministra Finansów z dnia 12 grudnia 2001 r. w sprawie szczegółowych zasad uznawania, metod wyceny, zakresu ujawniania i sposobu prezentacji instrumentów finansowych (art. 28b); - Przy obliczaniu kosztu wytworzenia produktu do kosztów bezpośrednich doliczenie kosztów pośrednich związanych z wytworzeniem tego produktu, niezależnie od poziomu wykorzystania zdolności produkcyjnych; ustalony w ten sposób koszt wytworzenia nie może być wyższy od możliwej do uzyskania ceny sprzedaży netto (art. 28 ust. 4a). Spółka nie rezygnuje z zachowania zasady ostrożności przy wycenie poszczególnych składników aktywów i pasywów (art.7 ust. 2a)." true true Poniżej Spółka prezentuje przyjęte zasady (polityki) rachunkowości, w zakresie w jakim ustawa pozostawia jednostce prawo wyboru. "Metody wyceny aktywów i pasywów są zgodne z przepisami Ustawy z dnia 29 września 1994 r. o rachunkowości (tekst jednolity - Dz. U. z 2018 r. poz. 395 z późn. zmianiami), według zasady kosztu historycznego, przy uwzględnieniu uproszczeń powyżej. Aktywa trwałe 1) środki trwałe, wartości niematerialne i prawne, nieruchomości - według cen nabycia lub kosztów wytworzenia, lub wartości przeszacowanej (po aktualizacji wyceny środków trwałych), pomniejszonych o odpisy amortyzacyjne lub umorzeniowe, a także o odpisy z tytułu trwałej utraty wartości; a. Do środków trwałych zalicza się środki trwałe o wartości początkowej wynoszącej co najmniej 10000 zł. b. Amortyzację środków trwałych o wartości powyżej 10 000 zł rozpoczyna się od miesiąca następującego po miesiącu, w którym środki trwałe przyjęto do używania i stosuje się przez okres przyjęty w przepisach podatkowych i według stawek określonych w tych przepisach – metoda liniowa, c. Składniki majątku o przewidywanym okresie użytkowania dłuższym niż rok i wartości początkowej równej lub wyższej niż 3000. ale nie wyższej niż 10 000 zł umarza się jednorazowo w miesiącu oddania do używania. d. Składniki majątku o przewidywanym okresie użytkowania dłuższym niż rok i wartości początkowej równej lub niższej niż 3000. zł są zaliczane bezpośrednio do kosztów zużycia materiałów. e. Do środków trwałych używanych stosuje się indywidualne stawki amortyzacji. f. Obiekty użytkowane na podstawie leasingu i umów o podobnym charakterze stosuje się rozwiązania określone w przepisach podatkowych. g. Odpis z tytułu trwałej utraty wartości - w przypadku kiedy środek trwały przestanie być kontrolowany przez jednostkę z powodu jego planowanej likwidacji lub gdy nie przynosi spodziewanych efektów ekonomicznych, a także w przypadku zmiany technologii, dochodzi do utraty wartości. W takim przypadku dokonuje się odpisu aktualizującego. O jego wysokości decyduje kierownik jednostki, jednak nie może być ona niższa od ceny sprzedaży netto tego środka trwałego. W przypadku braku informacji co do ceny sprzedaży, należy zastosować wycenę według wartości godziwej. W sytuacji gdy ustanie przyczyna, dla której dokonano odpisu z tytułu trwałej utraty wartości, dokonuje się przywrócenia wartości pierwotnej środka trwałego. 2) środki trwałe w budowie - w wysokości ogółu kosztów pozostających w bezpośrednim związku z ich nabyciem lub wytworzeniem, pomniejszonych o odpisy z tytułu trwałej utraty wartości; 3) udziały w innych jednostkach, jednostkach podporządkowanych oraz inne niż wymienione w pkt 1) inwestycje zaliczone do aktywów trwałych - według ceny nabycia pomniejszonej o odpisy z tytułu trwałej utraty wartości; Aktywa obrotowe 1) inwestycje krótkoterminowe - według ceny nabycia; 2) rzeczowe składniki aktywów obrotowych - według cen nabycia lub kosztów wytworzenia nie wyższych od cen ich sprzedaży netto na dzień bilansowy; 3) należności i udzielone pożyczki - w kwocie wymaganej zapłaty, z zachowaniem zasady ostrożności; należności na koniec roku obrotowego podlegają analizie pod kątem utraty wartości. Na należności wątpliwe lub dla których istnieją przesłanki nieściągalności tworzone są odpisy aktualizujące. Odpisy aktualizacyjne tworzone są na zasadzie odpisów indywidualnych." "Kapitał własny 1) kapitały (fundusze) własne, z wyjątkiem udziałów (akcji) własnych, oraz pozostałe aktywa i pasywa - w wartości nominalnej; 2) udziały (akcje) własne - według cen nabycia; Zobowiązania i rezerwy na zobowi ązania 1) zobowiązania - w kwocie wymagającej zapłaty; 2) rezerwy - w uzasadnionej, wiarygodnie oszacowanej wartości; Transakcje w walucie obcej Transakcje wyrażone w walutach innych niż polski złoty są przeliczane na złote polskie przy zastosowaniu kursu obowiązującego w dniu zawarcia transakcji, lub kursu określonego w towarzyszącym danej transakcji kontrakcie terminowym typu „forward”. Na dzień bilansowy aktywa i pasywa wyrażone w walutach innych niż polski złoty są przeliczane na złote polskie przy zastosowaniu obowiązującego na ten dzień średniego kursu ustalonego dla danej waluty przez Narodowy Bank Polski. Powstałe z przeliczenia różnice kursowe ujmowane są odpowiednio w pozycji przychodów lub kosztów finansowych lub, w przypadkach określonych przepisami, kapitalizowane w wartości aktywów. " "Sprawozdanie finansowe zostało sporządzone zgodnie z Ustawą z dnia 29 września 1994 r. o rachunkowości (tekst jednolity - Dz. U. z 2018 r. poz. 395 z późn. zmianiami), według zasady kosztu historycznego, przy uwzględnieniu uproszczeń powyżej. Sprawozdanie finansowe zostało przygotowane w złotych. Uznawanie przychodów: Przychody ze sprzedaży są uznawane w momencie wykonania usługi. Sprzedaż wykazuje się w wartości netto, tj. bez uwzględnienia podatku od towarów i usług oraz po uwzględnieniu wszelkich udzielonych rabatów. Ze względu na zasadę ostrożności przychody z tytułu odsetek są rozpoznawane w momencie ich zapłaty. Przychody uznawane są w takiej wysokości, w jakiej jest prawdopodobne, że Spółka uzyska korzyści ekonomiczne, które można wiarygodnie wycenić. Koszty: Spółka prowadzi koszty w układzie rodzajowym. Koszt sprzedanych produktów i towarów obejmuje koszty wytworzenia produktów i koszty zakupu towarów, które są współmierne do przychodów ze sprzedaży. Na wynik finansowy Spółki wpływają ponadto: - pozostałe przychody i koszty operacyjne pośrednio związane z działalnością spółki w zakresie m.in. zysków i strat ze zbycia niefinansowych aktywów trwałych, aktualizacji wyceny aktywów finansowych, utworzenia i rozwiązania rezerw na przyszłe ryzyko, kar, grzywien i odszkodowań, otrzymania lub przekazania darowizn, - przychody finansowe z tytułu dywidend (udziałów w zyskach), odsetek, zysków ze zbycia inwestycji, aktualizacji wartości inwestycji, aktualizacji wartości inwestycji, nadwyżki dodatnich różnic kursowych nad ujemnymi, - koszty finansowe z tytułu odsetek, strat ze zbycia inwestycji, aktualizacji wartości inwestycji, nadwyżki ujemnych różnic kursowych nad dodatnimi." 9191384.42 9194905.80 0 0 9191384.42 9194905.80 0 0 0 0 0 0 0 0 9191384.42 9194905.80 9191098.74 8992778.80 5000.00 5000.00 285.68 202127.00 0 0 0 0 0 0 0 0 2801.82 8682.72 0 0 0 0 0 0 2801.82 8682.72 201121.76 13538.01 0 0 0 12432.39 0 0 0 0 198319.94 -7577.10 Nota objaśniająca Rolna_2_Sp._z_o.o._SF2018_INF_DOD.pdf 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 not(ancestor-or-self::ds:Signature)LdzuUdg3TX/MXIMIdaWvm1saeAO0P69izKDxDv4RMQo=KcyWPbmBMR1imYknvHHUR15bbIZtjW0WCki4Oz7T67c=ZL8c2C7gS0+evAg4FsbPRX6VZhlkcvIzBDeKgQKCYPVAXZk2B0teeODGlp6TdaG3RKLGsUHolTpYiJlSLDcjXcL6IwhvSZOPIOmgc4xl3gXq1KC3QE8SD+vnPw0Bv1AjqYIVj9PJHobZGugXPlyk2xPwNnmfrVc/9TK+f0wCMv6Xf76JVCspxuBVdr+X29qyIVy1jcbjwNeV0cU6Ho1bQ9Wp/CEeodeqwk9C6WYHXUQO9k91QXLwlgkD/HR+ZU7wckFZPUyy9LkKqXSzt0XZZNbp8wUMqfVwivfGFP9E97UnTmluJImHV3SqbnvD/Z+4Oaf1DmzxZ/pVQ4C5eaXR1g==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2019-09-16T15:22:53.703+02:00JQEo05Rx3W4kNO041jSBHzpHJaZm8HzP6EjoFbBZhdo=CN=Certum Digital Identification CA SHA2,OU=Certum Certification Authority,O=Unizeto Technologies S.A.,C=PL168754859320287298723462038854673191786ŞahinMarta760204062619246736Defne2007Defne20074not(ancestor-or-self::ds:Signature)LdzuUdg3TX/MXIMIdaWvm1saeAO0P69izKDxDv4RMQo=+1jXySxZxykP6CDC0ecHmyLDGys5zWFDSc8Kr7meuGE=ge5cfDhLa153va2ZvEL8jlNMMYOqc5+3//Lcs2NGNEik800XNB/PRDLjhLMcZ6XcvrCBg4bHOOe/V5PV/KpLreNP6EWJr5nCZaUctnqDPdwpn0oN7+x/TKfs1UW7jGsrV32bxy3GI6mknSGuguH95EiGfLaLC9Eb3Hx3rGIhsZ1ZDxJ550+M/ieWhSA9NW05tQF7qPo5hkd2H7Hcf0AjWPZvbeThwglFmhhiGpviTAPK83FdEvh36vW3wL/WX0JMObNUTo5na+fR/1E0bHrSmDpo0WSCwZkglHULRSMSHNQv0d+VzR1dtJ6Ln2coxAQAoqFoLEWwYjTE/voHYLMohg==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2019-09-16T16:37:55.864+02:00JQEo05Rx3W4kNO041jSBHzpHJaZm8HzP6EjoFbBZhdo=CN=Certum Digital Identification CA SHA2,OU=Certum Certification Authority,O=Unizeto Technologies S.A.,C=PL168754859320287298723462038854673191786LegutkoJacekBorysław630902023904112339jacek_legutkojacek_legutko4