<?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>2019-01-01</ns3:OkresOd><ns3:OkresDo>2019-12-31</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>2019-01-01</ns3:DataOd><ns3:DataDo>2019-12-31</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 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dodatkowa 2019</ns3:Opis><ns3:Plik><ns3:Nazwa>INFORMACJA_DODATKOWA_jednostkowa-2019.pdf</ns3:Nazwa><ns3:Zawartosc>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