<?xml version="1.0" encoding="UTF-8" standalone="yes"?><ns1:JednostkaInna xmlns:ns1="http://www.mf.gov.pl/schematy/SF/DefinicjeTypySprawozdaniaFinansowe/2018/07/09/JednostkaInnaWZlotych" xmlns:ns2="http://www.mf.gov.pl/schematy/SF/DefinicjeTypySprawozdaniaFinansowe/2018/07/09/JednostkaInnaStruktury" xmlns:ns3="http://www.mf.gov.pl/schematy/SF/DefinicjeTypySprawozdaniaFinansowe/2018/07/09/DefinicjeTypySprawozdaniaFinansowe/" xmlns:ns4="http://crd.gov.pl/xml/schematy/dziedzinowe/mf/2018/02/01/eD/KodyPKD/" xmlns:ns5="http://crd.gov.pl/xml/schematy/dziedzinowe/mf/2016/01/25/eD/DefinicjeTypy/" xmlns:xsi="http://www.w3.org/2001/XMLSchema-instance" xsi:schemaLocation="http://www.mf.gov.pl/schematy/SF/DefinicjeTypySprawozdaniaFinansowe/2018/07/09/JednostkaInnaWZlotych https://www.gov.pl/attachment/419a55e1-ed6f-4e81-bfde-4968c066d912"><ns1:Naglowek><ns3:OkresOd>2020-01-01</ns3:OkresOd><ns3:OkresDo>2020-12-31</ns3:OkresDo><ns3:DataSporzadzenia>2022-06-10</ns3:DataSporzadzenia><ns2:KodSprawozdania kodSystemowy="SFJINZ (1)" wersjaSchemy="1-2">SprFinJednostkaInnaWZlotych</ns2:KodSprawozdania><ns2:WariantSprawozdania>1</ns2:WariantSprawozdania></ns1:Naglowek><ns1:WprowadzenieDoSprawozdaniaFinansowego><ns1:P_1><ns1:P_1A><ns3:NazwaFirmy>LETUS CAPITAL SPÓŁKA AKCYJNA</ns3:NazwaFirmy><ns3:Siedziba><ns3:Wojewodztwo>MAZOWIECKIE</ns3:Wojewodztwo><ns3:Powiat>M.WARSZAWA</ns3:Powiat><ns3:Gmina>M.WARSZAWA</ns3:Gmina><ns3:Miejscowosc>WARSZAWA</ns3:Miejscowosc></ns3:Siedziba></ns1:P_1A><ns1:P_1B><ns3:Adres><ns3:KodKraju>PL</ns3:KodKraju><ns3:Wojewodztwo>MAZOWIECKIE</ns3:Wojewodztwo><ns3:Powiat>M.WARSZAWA</ns3:Powiat><ns3:Gmina>M.WARSZAWA</ns3:Gmina><ns3:Ulica>ALEJE JEROZOLIMSKIE</ns3:Ulica><ns3:NrDomu>85</ns3:NrDomu><ns3:NrLokalu>21</ns3:NrLokalu><ns3:Miejscowosc>WARSZAWA</ns3:Miejscowosc><ns3:KodPocztowy>02-001</ns3:KodPocztowy><ns3:Poczta>WARSZAWA</ns3:Poczta></ns3:Adres></ns1:P_1B><ns1:P_1C><ns3:KodPKD>6820Z</ns3:KodPKD><ns3:KodPKD>6810Z</ns3:KodPKD><ns3:KodPKD>6831Z</ns3:KodPKD><ns3:KodPKD>4120Z</ns3:KodPKD><ns3:KodPKD>7010Z</ns3:KodPKD><ns3:KodPKD>7022Z</ns3:KodPKD><ns3:KodPKD>6619Z</ns3:KodPKD><ns3:KodPKD>7490Z</ns3:KodPKD></ns1:P_1C><ns1:P_1D>6340135127</ns1:P_1D><ns1:P_1E>0000310902</ns1:P_1E></ns1:P_1><ns1:P_3><ns3:DataOd>2020-01-01</ns3:DataOd><ns3:DataDo>2020-12-31</ns3:DataDo></ns1:P_3><ns1:P_4>false</ns1:P_4><ns1:P_5><ns1:P_5A>true</ns1:P_5A><ns1:P_5B>true</ns1:P_5B></ns1:P_5><ns1:P_7><ns1:P_7A>I Do wartosci niematerialnych i prawnych stosuje sie nastepujace rozwiazania:
1. Do wartosci niematerialnych i prawnych zalicza sie wartosci niematerialne i prawne o wartosci poczatkowej wynoszacej co najmniej 3.500,00zl.
2. Amortyzacje wartosci niematerialnych i prawnych rozpoczyna sie od miesiaca nastepujacego po miesiacu, w którym wartosci niematerialne i prawne przyjeto do uzywania.
3. Wartosci skladników majatku majacych cechy wartosci niematerialnych i prawnych o wartosci nieprzekraczajacej kwoty 3.500,00 zl zalicza sie do kosztów biezacej
dzialalnosci operacyjnej.
4. Dokumentami ewidencjonujacymi stan i ruch wartosci niematerialnych i prawnych sa:
dowody OT - przyjecie wartosci niematerialnych i prawnych,
dowody LT - likwidacja wartosci niematerialnych i prawnych.
II. Do srodków trwalych stosuje sie nastepujace rozwiazania:
1. Do srodków trwalych zalicza sie srodki trwale o wartosci poczatkowej wynoszacej co najmniej 10.000,00 zl.
2. Amortyzacje srodków trwalych o wartosci powyzej 10.000,00 zl rozpoczyna sie od miesiaca nastepujacego po miesiacu, w którym srodki trwale przyjeto do uzywania i
stosuje sie przez okres przyjety w przepisach podatkowych i wedlug stawek okreslonych w tych przepisach - metoda liniowa,
3. Skladniki majatku o przewidywanym okresie uzytkowania dluzszym niz rok i wartosci poczatkowej równej lub wyzszej niz 3.500,00 zl ale nie wyzszej niz 10.000,00 zl
umarza sie jednorazowo w miesiacu oddania do uzywania.
4. Skladniki majatku o przewidywanym okresie uzytkowania dluzszym niz rok i wartosci poczatkowej równej lub nizszej niz 3.500,00 zl sa zaliczane bezposrednio do kosztów
zuzycia materialów.
5. Do srodków trwalych uzywanych stosuje sie indywidualne stawki amortyzacji.
6. Obiekty uzytkowane na podstawie leasingu i umów o podobnym charakterze stosuje sie rozwiazania okreslone w przepisach podatkowych.
7. Odpis z tytulu trwalej utraty wartosci - w przypadku kiedy srodek trwaly przestanie byc kontrolowany przez jednostke z powodu jego planowanej likwidacji lub gdy nie
przynosi spodziewanych efektów ekonomicznych, a takze w przypadku zmiany technologii, dochodzi do utraty wartosci. W takim przypadku dokonuje sie odpisu
aktualizujacego. O jego wysokosci decyduje kierownik jednostki, jednak nie moze byc ona nizsza od ceny sprzedazy netto tego srodka trwalego. W przypadku braku
informacji co do ceny sprzedazy, nalezy zastosowac wycene wedlug wartosci godziwej. W sytuacji gdy ustanie przyczyna, dla której dokonano odpisu z tytulu trwalej utraty
wartosci, dokonuje sie przywrócenia wartosci pierwotnej srodka trwalego.
8. Dokumentami ewidencjonujacymi stan i ruch srodków trwalych sa:
dowody OT - przyjecie srodka trwalego,
dowody OR - przyjecie do kapitalnego remontu,
dowody PT - przekazanie srodka trwalego,
dowody LT - likwidacja srodka trwalego,
dowody MT - zmiana miejsca uzytkowania,
dowody MO - modernizacja,
dowody ZA - zmiana amortyzacji,
dowody SP - sprzedaz,
dowody NP - nieodplatne przekazanie.
9. Dla poszczególnych momentów zmian przyjmuje sie nastepujace daty:
przyjecie srodka trwalego w budowie - date zakonczenia srodka trwalego w budowie, tzn. protokolarnego przyjecia srodka do uzytkowania. Jezeli faktyczne przyjecie do
uzytkowania nastapilo wczesniej od przyjecia protokolarnego, za date przyjecia srodka trwalego do ewidencji uwaza sie date przyjecia protokolarnego,
przyjecie srodka z bezposredniego zakupu - date przyjecia do eksploatacji,
likwidacja - date zatwierdzenia pro</ns1:P_7A><ns1:P_7A>tokolu likwidacji przez kierownika jednostki,
nieodplatne przyjecie lub przekazanie - date sporzadzenia protokolu zdawczo-odbiorczego,
przeszacowanie - date urzedowej aktualizacji wyceny srodków trwalych okreslona w przepisach,
aktualizacja - date dokonania odpisu aktualizujacego,
ujawnienie niedoboru lub nadwyzki - date ujawnienia róznicy inwentaryzacyjnej wynikajacej z protokolu komisji,
sprzedaz - date dokonania sprzedazy,
zmiana miejsca uzytkowania - date protokolu odbioru przez nowego uzytkownika.
III. Inwestycje w nieruchomosci i prawa wycenia sie w cenie nabycia.
IV. Do naleznosci stosuje sie nastepujace rozwiazania:
Naleznosci wycenia sie w kwocie wymagajacej zaplaty, z zachowaniem zasady ostroznosci, z wyjatkiem sytuacji, które sa przewidziane obowiazujacymi przepisami prawa
dotyczacych jednostki mikro.
V. Do zapasów stosuje sie nastepujace rozwiazania
1. Materialy ewidencjonuje sie na koncie syntetycznym "311" w ujeciu wartosciowym oraz prowadzi sie ewidencje ilosciowo-wartosciowa, w której ujmuje sie dla kazdego
materialu stany i obroty w jednostkach naturalnych i w jednostkach pienieznych (ewidencja ilosciowo-wartosciowa) oraz prowadzi sie ewidencje w jednostkach naturalnych
(ewidencja ilosciowa) - w miejscu skladowania materialów.
2. Materialy skladowane w magazynie wycenia sie wedlug rzeczywistej ceny zakupu.
3. Rozchody materialów wycenia sie wedlug metody FIFO - pierwsze przyszlo - pierwsze wyszlo.
4. Materialy biurowe, srodki czystosci, paliwo, czesci zamienne i materialy eksploatacyjne dla samochodów stanowiacych wlasnosc spólki odpisuje sie w koszty dzialalnosci w
pelnej wartosci wynikajacej z faktur (rachunków) pod data ich zakupu.
5. Towary ewidencjonuje sie na koncie syntetycznym "33X" w ujeciu wartosciowym oraz prowadzi sie ewidencje ilosciowo-wartosciowa, w której ujmuje sie dla kazdego
materialu stany i obroty w jednostkach naturalnych i w jednostkach pienieznych (ewidencja ilosciowo-wartosciowa) oraz prowadzi sie ewidencje w jednostkach naturalnych
(ewidencja ilosciowa) - w miejscu skladowania towarów.
6. Towary skladowane w magazynie wycenia sie wedlug rzeczywistej ceny zakupu.
7. Rozchody towarów wycenia sie wedlug metody FIFO - pierwsze przyszlo - pierwsze wyszlo.
8. Wytworzone wyroby gotowe wycenia sie w koszcie wytworzenia.
9. Rozchód wyrobów gotowych wycenia sie w koszcie wytworzenia.
10. Odchylenia od cen ewidencyjnych wyrobów gotowych rozlicza sie po zakonczeniu okresu sprawozdawczego.
11. Zapasy sa weryfikowane na koniec roku obrotowego. Dla celów urealnienia wartosci zapasów przeprowadza sie analize struktury wiekowej zapasów, której decydujacym
czynnikiem jest data przychodu. Na koniec okresu dokonuje sie równiez analizy zapasów pod katem przydatnosci ekonomicznej oraz utraty wartosci. Odpisanie wartosci
zapasów odbywa sie na zasadzie odpisów indywidualnych
VI. W zakresie kosztów dzialalnosci operacyjnej stosuje sie nastepujace rozwiazania:
1. Koszty biezacej dzialalnosci operacyjnej ewidencjonuje sie na kontach Zespolu 4 - "Koszty wedlug rodzajów".
2. Koszty zakupu odnoszone sa na miejsce powstania kosztów poprzez kody MPK.
3. W czasie rozlicza sie koszty dzialalnosci operacyjnej w kazdym przypadku gdy okres, którego dotycza jest dluzszy niz jeden rok obrotowy.
4. Koszty dzialalnosci operacyjnej dotyczace wiecej niz jednego okresu sprawozdawczego ale nie wykraczajace poza rok obrotowy zalicza sie w calosci do kosztów
biezacego okresu sprawozdawczego.
5. Rezerwy na</ns1:P_7A><ns1:P_7A> swiadczenia emerytalne i rentowe - nie sa szacowane ze wzgledu na duza rotacje pracownicza i stosunkowo mlody wiek pracowników.
6. Rezerwy na wydatki przyszlych okresów (bierne rozliczenia kosztów) tworzy sie w razie potrzeby, zgodnie z planowanymi kosztami zwiazanymi z realizowanymi przez
spólke przychodami.
VII. Wycena aktywów i pasywów wyrazonych w walutach obcych
1. Do przeliczenia naleznosci i zobowiazan w walutach obcych jednostka stosuje analogicznie jak do celów podatkowych - kurs sredni NBP z ostatniego dnia roboczego
poprzedzajacego dzien uzyskania przychodu lub poniesienia kosztu.
2. Wartosc rozchodu walut obcych z rachunku bankowego wycenia sie kolejno po kursach poczawszy od tego, który zostal najwczesniej zastosowany - metoda FIFO.
3. Na dzien bilansowy aktywa i pasywa wyrazone w walutach obcych wycenia sie wg sredniego kursu NBP na podstawie tabeli z ostatniego dnia roku.
4. Wydatki poniesione podczas zagranicznych podrózy sluzbowych przelicza sie na zlote przy zastosowaniu kursu z dnia wyplaty zaliczki lub rozliczenia delegacji.</ns1:P_7A><ns1:P_7B>Wynik finansowy ustala sie na poziomie wyniku netto. Spólka moze ustalac aktywa i rezerwy z
tytulu odroczonego podatku dochodowego.</ns1:P_7B><ns1:P_7C>Sprawozdanie finansowe sporz¹dza siê na dzieñ zamkniêcia ksi¹g rachunkowych, o którym mowa w art. 12 otwieranie i zamykanie ksi¹g rachunkowych ust. 2, oraz na inny dzieñ bilansowy, stosuj¹c odpowiednio, z zastrze¿eniem ust. 1a i 1b, zasady wyceny aktywów i pasywów oraz ustalania wyniku finansowego. Zastosowane uproszczenia wynikaj¹ce z ustawy o rachunkowoœci nie sporz¹dza siê  zestawienia zmian w kapitale, nie sporz¹dza siê zestawienia przep³ywów finansowych nie sporz¹dza siê sprawozdania z dzia³alnoœci , odstêpujê od tworzenia rezerwy i aktywa na podatek odroczony 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dodatkowa 2020</ns3:Opis><ns3:Plik><ns3:Nazwa>INFORMACJADODATKOWA2020jedn.pdf</ns3:Nazwa><ns3:Zawartosc>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