2020-01-01 2020-12-31 2021-03-30 SprFinJednostkaMalaWZlotych 1 TECHNOGROUP IT-SERVICE SPÓŁKA Z OGRANICZONĄ ODPOWIEDZIALNOŚCIĄ mazowieckie M.ST.Warszawa M.ST.Warszawa Warszawa PL mazowieckie M.ST.Warszawa M.ST.Warszawa Jana Żiżki 3 Warszawa 03-117 Warszawa 5242764301 0000484413 2020-01-01 2020-12-31 Uwzględniając obowiązujące przepisy ustawy o rachunkowości (Dz. U. z 2013 poz. 330 z późniejszymi zmianami) Spółka sporządza sprawozdanie finansowe z zastosowaniem uproszczeń przewidzianych dla jednostek posiadających status jednostki małej, według wzoru zamieszczonego w załączniku nr 5 ustawy o rachunkowości. Zakres uproszczeń w sprawozdawczości dla jednostek małych przewidzianych w ustawie o rachunkowości dotyczy: - art 48 ust. 1 wprowadzenie do sprawozdania - art 46 ust. 5 pkt. 5 uproszczonego bilansu - art 47 ust. 4 pkt. 5 uproszczonego rachunku zysków i strat w wariancie porównawczym - art 48 ust. 4 uproszczonej informacji dodatkowej - art 48a ust. 4 nie sporządzania zestawienia zmian w kapitale (funduszu) własnym - art 48b ust. 5 nie sporządzania rachunku przepływów pieniężnych - art 49 ust. 5 nie sporządzania sprawozdania z działalności, pod warunkiem, że w informacji dodatkowej przedstawi informacje dotyczące nabycia udziałów własny. Organ zarządzający Spółką podjął decyzję o statusie małej jednostki i zastosowaniu uproszczeń dla małej jednostki w formie uchwały Zarządu. true true Spółka do wyceny aktywów i pasywów stosuje następujące metody: 1) środki trwałe oraz wartości niematerialne i prawne wycenia się 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; 2) środki trwałe w budowie wycenia się w wysokości ogółu kosztów pozostających w bezpośrednim związku z ich nabyciem lub wytworzeniem, pomniejszonych o odpisy z tytułu trwałej utraty wartości; 3) Inwestycje długoterminowe - nieruchomości oraz wartości niematerialne i prawne i inne inwestycje niestanowiące aktywów finansowych zaliczone do aktywów trwałych nieużywane przez jednostkę, lecz nabyte w celu uzyskania korzyści ekonomicznych wynikających z przyrostu wartości tych aktywów lub uzyskania z nich przychodów lub innych pożytków - wycenia się według ceny ich nabycia pomniejszonej o ewentualne odpisy z tytułu trwałej utraty wartości. - udziały lub akcje wycenia się według ceny nabycia o odpisy z tytułu trwałej utraty wartości 4) zapasy produktów, towarów i materiałów składowanych w magazynie według rzeczywistych cen zakupu. Zapasy są weryfikowane na koniec roku obrotowego. Dla celów urealnienia wartości zapasów przeprowadza się analizę struktury wiekowej zapasów, której decydującym czynnikiem jest data przychodu. Na koniec okresu dokonuje się również analizy zapasów pod kątem przydatności ekonomicznej oraz utraty wartości. Odpisanie wartości zapasów odbywa się na zasadzie odpisów indywidualnych. 5) należności wycenia się w kwotach wymaganej zapłaty, z zachowaniem zasady ostrożnej wyceny (po pomniejszeniu o odpisy aktualizujące). Należności wyrażone w walutach obcych wycenia się na dzień bilansowy według kursu średniego ustalonego dla danej waluty przez Narodowy Bank Polski na ten dzień. 6) środki pieniężne w kasie i na rachunkach bankowych wycenia się w wartościach nominalnych. Wyrażone w walutach obcych wycenia się na dzień bilansowy według kursu średniego ustalonego dla danej waluty przez Narodowy Bank Polski na ten dzień. 7) kapitały (fundusze) własne wykazywane są w wartości nominalnej. 8) rezerwy - w uzasadnionej, wiarygodnie oszacowanej wartości. 9) zobowiązania wycenia się w kwocie wymagającej zapłaty. Zobowiązania wyrażone w walutach obcych wycenia się na dzień bilansowy według kursu średniego ustalonego dla danej waluty przez Narodowy Bank Polski na ten dzień. Wynik finansowy Spółki 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. Na wynik finansowy netto składają się: 1) wynik ze sprzedaży- obliczany jest jako różnica pomiędzy przychodami netto ze sprzedaży produktów i usług, materiałów i towarów, a wartością sprzedanych produktów, towarów i materiałów ustaloną odpowiednio w koszcie ich wytworzenia, w cenach zakupu, powiększonych o całość poniesionych od początku roku obrotowego kosztów ogólnych Zarządu, kosztów sprzedaży produktów, usług, towarów i materiałów. Spółka prowadzi ewidencję kosztów w układzie rodzajowym. 2) wynik z działalności operacyjnej, który powstaje z różnicy pomiędzy powstałymi pozostałymi przychodami operacyjnymi a poniesionymi pozostałymi kosztami operacyjnymi. 3) wynik na operacjach finansowych, który obliczany jest, jako różnica między przychodami finansowymi a kosztami finansowymi. Do przychodów finansowych zaliczane są przychody z tytułu dywidend, odsetek, zysków ze zbycia oraz aktualizacji wartości inwestycji oraz nadwyżki dodatnich różnic kursowych nad ujemnymi. Do kosztów finansowych zaliczane są, w szczególności, odsetki, straty ze zbycia oraz aktualizacji wartości inwestycji, nadwyżki ujemnych różnic kursowych nad dodatnimi. 4) wynik zdarzeń nadzwyczajnych stanowi różnicę między zyskami nadzwyczajnymi, a stratami nadzwyczajnymi, które są skutkami zdarzeń losowych, występujących nieoczekiwanie i zazwyczaj jednorazowo. 5) obowiązkowe obciążenia wyniku finansowego z tytułu podatku dochodowego. Wynik finansowy netto jest ujmowany w bilansie, jako pozycja zwiększająca lub zmniejszająca kapitał własny Spółki. Spółka sporządza rachunek zysków i strat w układzie porównawczym. Sprawozdanie finansowe za okres 01.01.2020 do 31.12.2020r zostało sporządzone zgodnie z wymogami ustawy o rachunkowości z dnia 29 września 1994r z późniejszymi zmianami, zarówno odnośnie formy i zawartości samego sprawozdania, jak i zasad wyceny. W sprawozdaniu wykazuje się dane w złotych i groszach. Rachunek zysków i strat sporządzony został w wariancie porównawczym. Sprawozdanie zostało sporządzone zgodnie z załącznikiem nr 5 do ustawy o rachunkowości z zastosowaniem uproszczeń przewidzianych dla małej jednostki. Spółka wybiera i stosuje następujące rozwiązania w zakresie rachunkowości: I. Rok obrotowy i okres sprawozdawczy 1. Rokiem obrotowym jest rok kalendarzowy stosowany również do celów podatkowych. 2. Rok obrotowy dzieli się na 12 okresów sprawozdawczych, którymi są miesiące. II. Księgi rachunkowe 1. Księgi rachunkowe prowadzone są przez Spółkę. 2. Księgi rachunkowe obejmują: -dziennik zbiorczy, -księgę główną (ewidencja syntetyczna), -księgi pomocnicze (ewidencja analityczna), -zestawienia obrotów i sald kont księgi głównej oraz sald kont pomocniczych. 3. Księgi rachunkowe prowadzone są w formie komputerowej, przy pomocy programu finansowo-księgowego Lefthand. 4. Rozliczenia z tytułu wynagrodzeń za pracę i umów zlecenia prowadzone są przy użyciu programu kadrowo-płacowego Lefthand. 5. Zestawienie obrotów i sald kont księgi głównej za miesiąc (okres sprawozdawczy) sporządza się nie później niż do 15 dnia następnego miesiąca (okresu sprawozdawczego). Dowody księgowe otrzymane po tej dacie wprowadza się do ksiąg następnego miesiąca (okresu sprawozdawczego). 6. Zestawienie obrotów i sald kont księgi głównej za rok obrotowy sporządza się nie później niż do dnia 31.03. następnego roku. 7. Zastępcze dowody księgowe stosuję się wyłącznie w przypadku uzasadnionego braku możliwości uzyskania zewnętrznych obcych dowodów źródłowych i do udokumentowania operacji gospodarczych, których przedmiotem nie są zakupy opodatkowane podatkiem VAT. Dowód sporządza osoba przeprowadzająca operacje i określa w nim rodzaj oraz wartość operacji a także przyczynę braku zewnętrznego dowodu obcego. 8. Sprawozdanie zawiera dane dotyczące jednostki. 9. Sprawozdanie finansowe Spółki obejmuje: informację dodatkową składającą się z wprowadzenia i dodatkowych informacji i objaśnień, bilans, rachunek zysków i strat w wariancie porównawczym. W sprawozdaniu wykazuje się dane w złotych i groszach. 10. Wycena aktywów i pasywów Spółka dokonuje nie rzadziej niż na dzień bilansowy. Przy dokonywaniu wyceny aktywów i pasywów Spółka uwzględnia zasady: - wiarygodności (rzetelności) - ostrożności - indywidualnej wyceny - istotności - kontynuacji działalności 4370096.60 2621240.29 119242.66 142998.91 0.00 0.00 119242.66 142998.91 119242.66 142998.91 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 inne inwestycje długoterminowe 0.00 0.00 0.00 0.00 4250853.94 2478241.38 1330727.03 976772.76 2115308.38 1162801.04 1642489.87 841475.19 1642489.87 841475.19 0.00 0.00 Inne 472818.51 321325.85 770051.48 315896.21 770051.48 315896.21 770051.48 314336.73 inne krótkoterminowe aktywa finansowe 0.00 1559.48 Inne inwestycje krótkoterminowe 0.00 0.00 34767.05 22771.37 0.00 0.00 0.00 0.00 4370096.60 2621240.29 3776370.26 2326870.36 400000.00 400000.00 1926870.37 1215638.65 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 1449498.89 711231.71 0.00 0.00 593726.34 294369.93 0.00 0.00 0.00 0.00 pozostałe rezerwy 0.00 0.00 0.00 0.00 0.00 0.00 inne zobowiązania długoterminowe 0.00 0.00 488205.70 294369.93 0.00 0.00 104390.65 102723.22 104390.65 102723.22 0.00 0.00 0.00 0.00 Inne zobowiązania krótkoterminowe 383815.05 191646.71 105520.64 0.00 6710128.78 4593611.25 6710128.78 4593611.25 0.00 0.00 0.00 0.00 4723638.76 3882115.43 78235.67 92846.55 148638.96 155395.44 1126102.81 1005400.01 1661347.77 31824.48 311807.33 1509479.42 151251.58 0.00 1397506.22 1087169.53 1365823.27 1023655.55 1986490.02 711495.82 16994.36 197329.93 0.00 0.00 Zysk ze zbycia niefinansowych aktywów trwałych 0.00 22296.23 Inne przychody operacyjne 16994.36 175033.70 189834.10 15969.62 0.00 0.00 Strata ze zbycia niefinansowych aktywów trwałych 0.00 0.00 Inne koszty operacyjne 189834.10 15969.62 48100.27 9784.71 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 Inne 48100.27 9784.71 Dywidendy i udziały w zyskach od pozostałych jednostek 48100.27 9784.71 27419.66 13352.13 0.00 159.80 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 Inne 27419.66 13192.33 1834330.89 889288.71 384832.00 178057.00 1449498.89 711231.71 Dodatkowe informacje i objaśnienia - tabela Nota0-Dodatkoweinformacjeiobjanienia-tabela.xlsx 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Nota 1 - zmiany stanów wartości niematerialnych i prawnych Nota1-zmianywnip2020.xlsx 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Nota 2 - zmiany stanu środków trwałych Nota2-zmianyt2020.xlsx 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Nota 3 - czynne rozliczenie międzyokresowe kosztów Nota3-czynnerozliczeniemidzyokresowekosztw2020.xlsx 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Nota 4 - struktura zatrudnienia i wynagrodzeń Nota4-strukturazatrudnieniaiwynagrodze2020.xlsx 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Nota 5 - struktura kapitału podstawowego Nota5-strukturakapitaupodstawowego2020.xlsx 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Nota 6 - struktura zapasów Nota6-Strukturawartocizapasw2020.xlsx 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Nota 8 - struktura środków pieniężnych Nota8-strukturarodkwpieninych2020.xlsx 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Nota 9 - struktura zobowiązań Nota9-strukturazobowiza2020.xlsx 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Nota 10 - struktura rzeczowa i terytorialna przychodów netto ze sprzedaży Nota10-strukturarzeczowaiterytorialnaprzychodwnettozesp 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Nota 11 - zmiana stanu kapitału zapasowego i rezerwowego Nota11-zmianastanukapitawzapasowegoirezerwowego2020.xls 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