2023-01-01 2023-12-31 2024-03-29 SprFinJednostkaMikroWZlotych 1 CONSALIT SPÓŁKA Z OGRANICZONĄ ODPOWIEDZIALNOŚCIĄ śląskie M. Bielsko-Biała Bielsko-Biała Bielsko-Biała PL śląskie M. Bielsko-Biała Bielsko-Biała Cyniarska 22 207 Bielsko-Biała 43-300 Bielsko-Biała 9372742168 0000959638 2023-01-01 2023-12-31 Jednostka korzysta z następujących uproszczeń: 1. Klasyfikowanie umów leasingu wg przepisów prawa podatkowego, 2. Nie sporządzanie zestawień w kapitale własnym, 3. Nie sporządzanie przepływów środków pieniężnych, 4. Jednostka sporządza sprawozdanie zarządu z działalności. true true Poszczególne składniki aktywów i pasywów wyceniane są przy uwzględnieniu nadrzędnych zasad rachunkowości, w sposób przewidziany ustawą o rachunkowości, zgodnie z zasadą ostrożności wyceny. 1. Dla potrzeb ujmowania w księgach rachunkowych środków trwałych oraz wartości niematerialnych i prawnych Spółka przyjęła następujące ustalenia: • Wartości niematerialne i prawne wycenia się według cen nabycia lub kosztów wytworzenia dla kosztów prac rozwojowych pomniejszonych o skumulowane odpisy umorzeniowe oraz o ewentualne odpisy z tytułu trwałej utraty wartości. Wartości niematerialne i prawne amortyzowane są metodą liniową w okresie ich przewidywanej ekonomicznej użyteczności. Wartości niematerialne i prawne o jednostkowej wartości nie przekraczającej 10 tysiąca złotych podlegają jednorazowemu spisaniu w ciężar kosztów; • Środki trwałe są wyceniane w cenie nabycia lub koszcie wytworzenia lub wartości przeszacowanej (po aktualizacji wyceny składników majątku), pomniejszonych o dotychczasowe umorzenie oraz dokonane odpisy aktualizujące ich wartość (z tytułu trwałej utraty wartości). W uzasadnionych przypadkach do ceny nabycia lub kosztu wytworzenia środków trwałych zalicza się różnice kursowe z wyceny należności i zobowiązań powstałe na dzień bilansowy oraz odsetki od zobowiązań finansujących wytworzenie lub nabycie środków trwałych. Dla celów podatkowych przyjmowane są stawki amortyzacji wynikające z aktualnie obowiązującej ustawy o podatku dochodowym od osób prawnych, określającej wysokość amortyzacji stanowiącej koszty uzyskania przychodu. Spółka, jako jednostka mała, korzysta z uproszczenia pozwalającego by dla celów bilansowych stosować przepisy amortyzacji podatkowej (zgodnie z art. 32 ust. 1 uor). Składniki majątku o przewidywanym okresie użytkowania nie przekraczającym jednego roku oraz wartości początkowej nie przekraczającej kwoty określonej ustawowo są jednorazowo odpisywane w ciężar kosztów w momencie przekazania do użytkowania. Pozostałe środki trwałe umarzane są według metody liniowej począwszy od miesiąca następnego po miesiącu przyjęcia do eksploatacji w okresie odpowiadającym szacowanemu okresowi ich ekonomicznej użyteczności. 2. Towary handlowe - na dzień bilansowy Społka nie przeprowadzała operacji handlowych towarowych. 100% przychodów ze sprzedaży to sprzedaż usług. 3. Należności wycenia się w kwotach wymagalnej zapłaty, z zachowaniem zasady ostrożnej wyceny (po pomniejszeniu o odpisy aktualizujące). Do należności krótkoterminowych zalicza się wszystkie należności z tytułu dostaw i usług, niezależnie od umownego terminu ich zapłaty oraz należności z pozostałych tytułów wymagalne w ciągu 12 miesięcy od dnia bilansowego. Należności z pozostałych tytułów innych niż handlowe, płatne w okresie dłuższym niż 12 miesięcy zalicza się do należności długoterminowych. 4. Środki pieniężne krajowe wykazuje się w wartości nominalnej. Środki pieniężne wyrażone w walutach obcych wykazuje się zgodnie z zasadami wyceny transakcji w walutach obcych. 5. Rozliczenia międzyokresowe kosztów czynne dokonywane są jeżeli poniesione koszty dotyczą przyszłych okresów sprawozdawczych. 6. Kapitały własne ujmuje się w księgach rachunkowych w wartości nominalnej według ich rodzajów i zasad określonych przepisami prawa i umowy Spółki. 7. Kapitał zapasowy tworzony jest z zysku, a wyjątkowo z obniżenia kapitału zakładowego. 8. Pomimo zastosowaia uproszczeń dotyczących jednostek mikro i braku obowiązku badania rocznego sprawozd ania finansowego Spółki przez biegłego rewidenta, Spółka nie w bieżącym roku obrotowym nie odstąpiła od tworzenia rezerw oraz aktywów z tytułu odroczonego podatku dochodowego. 9. Zobowiązania wycenia się na dzień bilansowy w kwocie wymagającej zapłaty z wyjątkiem zobowiązań, których uregulowanie zgodnie z umową następuje przez wydanie innych niż środki pieniężne aktywów finansowych lub wymiany na instrumenty finansowe – które wycenia się według wartości godziwej. Jeżeli termin wymagalności przekracza jeden rok od daty bilansowej, salda tych zobowiązań, z wyjątkiem zobowiązań z tytułu dostaw i usług, wykazuje się jako zobowiązania długoterminowe. Pozostałe części sald są wykazywane jako krótkoterminowe. 10. Wyrażone w walutach obcych operacje gospodarcze ujmuje się w księgach rachunkowych na dzień ich przeprowadzenia odpowiednio po kursie: - faktycznie zastosowanym w tym dniu – wynikającym z charakteru operacji – w przypadku sprzedaży lub kupna walut, - średnim dla danej waluty - ogłoszonym przez NBP w dniu poprzedzającym dzień operacji gospodarczej - w przypadku zapłaty należności lub zobowiązań, a także w przypadku pozostałych operacji. Na dzień bilansowy wycenia się wyrażone w walutach obcych aktywa i pasywa po kursie średnim ustalonym dla danej waluty przez Narodowy Bank Polski. Różnice kursowe dotyczące aktywów i pasywów w walutach obcych, powstałe na dzień wyceny oraz przy zapłacie należności i zobowiązań w walutach obcych zalicza się do przychodów i kosztów finansowych, a w uzasadnionych przypadkach – do ceny nabycia lub kosztu wytworzenia środków trwałych w budowie lub wartości niematerialnych i prawnych. Dla wyceny na dzień bilansowy 31.12.2023r. przyjęto następujące kursy wg tabeli NBP nr 251/A/NBP/2023: • EUR – 4,3480; • USD – 3,9350; 11. Spółka użytkuje dwa środki transportu przekazany do użytkowania na podstawie umowy leasingu operacyjnego. Opłaty leasingowe ujmowane są jako koszty usług obcych w rachunku zysków i strat. Wynik finansowy Spółki za każdy 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. 1. Przychody: Przychody ze sprzedaży obejmują niewątpliwie należne lub uzyskane kwoty netto ze sprzedaży, tj. pomniejszone o należny podatek od towarów i usług (VAT), ujmowane są w okresach, których dotyczą. 2. Koszty: Koszty działalności operacyjnej obciążają w pełnej wysokości koszt własny sprzedaży, za wyjątkiem tych, które dotyczą następnych okresów sprawozdawczych i zgodnie z zasadą zachowania współmierności przychodów i kosztów odnoszone są na rozliczenia międzyokresowe kosztów. Na koszty działalności operacyjnej składają się: wartość sprzedanych towarów wg cen zakupu oraz amortyzacja, zużycie materiałów i energii, koszty usług obcych, podatki i opłaty, wynagrodzenia, ubezpieczenia społeczne i inne świadczenia oraz pozostałe koszty rodzajowe. 3. Wynik finansowy: Spółka stosuje porównawczy rachunek zysków i strat. Na wynik finansowy Spółki, oprócz przychodów i kosztów podstawowej działalności operacyjnej, wpływają ponadto: • pozostałe przychody i koszty operacyjne pośrednio związane z działalnością Spółki w zakresie m.in. zapłaconych kar, grzywien i odszkodowań, • przychody finansowe z tytułu odsetek, nadwyżki dodatnich różnic kursowych nad ujemnymi, • koszty finansowe z tytułu odsetek i prowizji, nadwyżki ujemnych różnic kursowych nad dodatnimi, • straty i zyski nadzwyczajne powstałe na skutek trudnych do przewidzenia zdarzeń nie związanych z ogólnym ryzykiem prowadzenia Spółki poza jej działalnością operacyjną. 4. Podatek dochodowy: Spółka w 2023r. nie odstępuje od ustalania podatku odroczonego. Podatek dochodowy ujęty w rachunku zysków i strat obejmuje część bieżącą i część odroczoną. Bieżące obciążenie podatkowe jest obliczane na podstawie wyniku podatkowego danego roku obrotowego. Sprawozdanie finansowe Spółki zostało sporządzone w oparciu o zasady rachunkowości wynikające z przepisów ustawy z dnia 24 września 1994r. o rachunkowości z zastosowanie uproszczeń wymieniowych w załączniku nr 5 do niniejszej ustawy. Sprawozdanie dostosowane do nowej wersji struktur logicznych (wersja v1-2) obowiązującej od 1 września 2019r. Sprawozdanie finansowe Spółki zawiera dane za bieżący rok obrotowy oraz dane porównawcze obejmujące poprzedni okres sprawozdawczy wyrażone w zł i gr. W sprawozdaniu finansowym Spółka wykazuje zdarzenia zgodnie z ich treścią ekonomiczną oraz zgodnie z wymogami obowiązującymi jednostki kontynuujące działalność. Punktem wyjściowym do sporządzenia sprawozdania finansowego były prawidłowo prowadzone księgi rachunkowe. Dowody księgowe i księgi rachunkowe oraz dokumenty inwentaryzacyjne zostały uprzednio sprawdzone, chronologicznie uporządkowane i odpowiednio zaksięgowane. Zamknięte da dzień bilansowy księgi rachunkowe zawierają salda, które po uwzględnieniu sald kont korygujących i aktualizujących zostały odpowiednio wykazane w sprawozdaniu finansowym, po uzyskaniu zgodności analityki z syntetyką oraz zgodności zapisów dzienników z obrotami i saldami księgi głównej. Sprawozdanie finansowe Spółki nie podlega obowiązkowi badania przez biegłego rewidenta. Spółka sporządza rachunek zysków i strat w układzie rodzajowym (porównawczy rachunek zysków i strat). 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. Zestawienie zastosowanych uproszczeń w sprawozdawczości zastosowanych przewidzianych w ustawie o rachunkowości dla jednostek małych: 1. Wprowadzenie do sprawozdania finansowego według załącznika nr 4 do ustawy (art. 48 ust. 3), 2. Dodatkowe informacje i objaśnienia według załącznika nr 4 do ustawy (art. 48 ust. 3), 3. Niesporządzanie zestawienia zmian w kapitale (funduszu) własnym (art. 48a ust. 3), 4. Niesporządzanie rachunku przepływów pieniężnych (art. 48b ust. 4). Leasingi samochodowe Spółka użytkuje dwa środki transportu otrzymany na podstawie umowy leasingu operacyjnego. Opłaty leasingowe ujmowane są jako koszty usług obcych w rachunku zysków i strat. Podatek odroczony W związku z przejściowymi różnicami między wykazywaną w księgach rachunkowych wartością aktywów i pasywów a ich wartością podatkową, jednostka tworzy rezerwę i ustala aktywa z tytułu odroczonego podatku dochodowego, którego jest podatnikiem. 1. Aktywa z tytułu odroczonego podatku dochodowego ustala się w wysokości kwoty przewidzianej w przyszłości do odliczenia od podatku dochodowego, w związku z ujemnymi różnicami przejściowymi, które spowodują w przyszłości zmniejszenie podstawy obliczenia podatku dochodowego oraz straty podatkowej możliwej do odliczenia, ustalonej przy uwzględnieniu zasady ostrożności. 2. Rezerwę z tytułu odroczonego podatku dochodowego tworzy się w wysokości kwoty podatku dochodowego, wymagającej w przyszłości zapłaty, w związku z występowaniem dodatnich różnic przejściowych, to jest różnic, które spowodują zwiększenie podstawy obliczenia podatku dochodowego w przyszłości. 3. Wysokość rezerwy i aktywów z tytułu odroczonego podatku dochodowego ustala się przy uwzględnieniu stawek podatku dochodowego obowiązujących w roku powstania obowiązku podatkowego. 4. Rezerwa i aktywa z tytułu odroczonego podatku dochodowego wykazywane są w bilansie oddzielnie. 5. Wpływający na wynik finansowy podatek dochodowy za dany okres sprawozdawczy obejmuje: 1) część bieżącą; 2) część odroczoną. Wykazywana w rachunku zysków i strat część odroczona stanowi różnicę pomiędzy stanem rezerw i aktywów z tytułu podatku odroczonego na koniec i początek okresu sprawozdawczego. 944311.78 536374.81 170337.18 31454.01 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 159840.93 26400.00 159840.93 26400.00 0.00 0.00 0.00 0.00 0.00 0.00 143040.93 0.00 16800.00 26400.00 0.00 0.00 0.00 0.00 6506.10 2914.00 0.00 0.00 0.00 0.00 6506.10 2914.00 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 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 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 3990.15 2139.51 3990.15 2139.51 0.00 0.00 773974.60 504920.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 640320.44 302762.01 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 0.00 0.00 0.00 0.00 0.00 0.00 640320.44 302762.01 633195.05 301662.93 633195.05 301662.93 0.00 0.00 7125.39 1099.08 0.00 0.00 0.00 0.00 32664.57 88975.79 32664.57 88975.79 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 0.00 0.00 0.00 0.00 0.00 0.00 32664.57 88975.79 32664.57 88975.79 0.00 0.00 0.00 0.00 0.00 0.00 100989.59 113183.00 0.00 0.00 0.00 0.00 944311.78 536374.81 494796.36 411271.91 5000.00 5000.00 159358.91 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 0.00 330437.45 406271.91 0.00 0.00 449515.42 125102.90 48587.13 6805.36 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 48587.13 6805.36 0.00 0.00 48587.13 6805.36 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 0.00 0.00 0.00 0.00 400928.29 118297.54 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 0.00 0.00 0.00 0.00 0.00 0.00 400928.29 118297.54 1451.87 0.00 0.00 0.00 0.00 0.00 314998.36 78837.74 314998.36 78837.74 0.00 0.00 0.00 0.00 0.00 0.00 0.00 13910.38 84478.06 25549.42 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 4524851.24 1480165.88 0.00 0.00 4524851.24 1480165.88 0.00 0.00 0.00 0.00 0.00 0.00 4107811.07 1027154.62 73142.52 5600.00 215299.94 122533.32 2084531.16 476307.52 482.00 1021.20 0.00 0.00 1349141.75 364334.25 253154.65 36185.72 0.00 0.00 132059.05 21172.61 0.00 0.00 417040.17 453011.26 356.02 81.50 0.00 0.00 0.00 0.00 0.00 0.00 356.02 81.50 47.05 25.37 0.00 0.00 0.00 0.00 47.05 25.37 417349.14 453067.39 965.35 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 0.00 0.00 0.00 0.00 0.00 0.00 0.00 965.35 0.00 48222.68 4492.99 3800.48 1.72 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 44422.20 4491.27 370091.81 448574.40 39654.36 42302.49 0.00 0.00 330437.45 406271.91 Środki trwałe są wyceniane w cenie nabycia lub koszcie wytworzenia po aktualizacji wyceny składników majątku, pomniejszonych o dotychczasowe umorzenia oraz dokonane odpisy aktualizacyjne ich wartość. Zgodnie z ustawą rachunkowości wartość początkowa i dotychczas dokonane od środków trwałych odpisy amortyzacyjne mogą na podstawie odrębnych przepisów ulegać aktualizacji wyceny. Ustalona w wyniku aktualizacji wyceny wartość księgowa netto środka trwałego nie powinna być wyższa od realnej wartości, której odpisanie w przewidywanym okresie jego dalszego używania jest ekonomicznie uzasadniona. Środki trwałe Spółki nie podlegały przeszacowaniu. Składniki majątku o wartości początkowej nie przekraczającej 10 000,00zł są jednorazowo odpisywane w ciężar kosztów w momencie przekazania do użytkowania, a ich ewidencja prowadzona jest pozabilansowo. Zgodnie z ustawą o rachunkowości środki trwałe o wartości początkowej przekraczającej 10.000,00zł netto winny być amortyzowane metodą liniową z zastosowaniem stawek określonych w ustawie o podatku dochodowym od osób prawnych. Spółka, jako jednostka mikro, korzysta z uproszczenia pozwalającego by dla celów bilansowych stosować przepisy amortyzacji podatkowej (zgodnie z art. 32 ust. 1 uor). Spółka zakupiła w trakcie roku obrotowego jeden środek trwały, który został wpisany do ewidencji środków trwałym i skorzystano w jego przypadku z możliwości odpisu jednorazowego na mocy przepisów podatkowych. Ponadto zakupiono środek transpory, który został wpisany do ewidencji środków trwałych i podlega amortyzacji zgodnie z przepisami prawa podatkowego. Stan środków trwałych oraz ich zmiany w trakcie roku obrotowego znajdują się w załączniku - nota nr 1. Informacjadodatkowa2023-nota1.xlsx 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Wartości niematerialne i prawne są wyceniane po cenie nabycia, pomniejszone o dotychczasowe umorzenia. Wartości niematerialne i prawne o wartości początkowej przekraczającej 10.000,00zł netto są amortyzowane metodą liniową, począwszy od miesiąca następnego po miesiącu przyjęcia do eksploatacji, z zastosowaniem stawek określonych w ustawie o podatku dochodowym od osób prawnych. Wartości niematerialne i prawne których wartość początkowa nie przekracza wartość 10.000,00zł umarzane są jednorazowo i odpisywane w ciężar kosztów w momencie przekazania do użytkowania, a ich ewidencja prowadzona jest pozabilansowo. W trrakcie roku obrotowego Spółka nie zakupiła żadnych wartości niematerialnych i prawnych. Na dzień bilansowy, tj. 31.12.2023r. Spółka nie posiadała gruntów w użytkowaniu wieczystym. Na dzień bilansowy, tj. 31.12.2023r. Spółka użytkuje dwa samochody na podstawie umowy leasingu operacyjnego. Ponadto Spółka użytkuje na podstawie umowy najmu lokal biurowy. Założony okres użytkowania nie przekracza 5 lat od dnia bilansowego. Są one jedynymi nie amortyzowanymi (nie umarzanymi) środkami trwałymi używanymi na podstawie umów najmu i dzierżawy, w tym umów leasingu. Szacunkową wycenę wartości aktywów trwałych użytkowanych na podstawie umów najmu i dzierżawy, w tym umów leasingu przedstawia załącznik - nota 2. Informacjadodatkowa2023-nota2.xlsx 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Na dzień bilansowy, tj. 31.12.2023r. Spółka nie posiada zobowiązań wobec budżetu państwa lub jednostek samorządu terytorialnego z tytułu uzyskania prawa własności budynków i lokali. Kapitały własne ujmuje się w księgach rachunkowych w wartości nominalnej, według ich rodzajów i zasad określonych przepisami prawa i umowy Spółki. Kapitał podstawowy Spółki wykazuje się w wysokości określonej w umowie i wpisanej w Rejestrze Sądowym. Kapitał podstawowy został wpłacony w pełnej wysokości, a w trakcie bieżącego roku obrotowego jego wysokość i struktura nie uległy żadnym zmianom. Wartość i struktura własności kapitału podstawowego znajduje się w załączniku - nota nr 3 Informacjadodatkowa2023-nota3.xlsx 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Spółka w 2023 roku utworzyła kapitał zapasow z niepodzielonego zysku z roku poprzedniego. Zarząd proponuje przeznaczyć wypracowany w 2023 roku zysk netto Spółki w całości na wypłatę dywidendy. Spółka wykazuje w sprawozdaniu finansowy pozostałe rezerwy krótkoterminowe w kwocie 48 587,13zł, na które składają się rezerwy na zobowiązania wynikające z wynagrodzeń za 2023r. wypłaconych w 2024r. oraz z obciążeń budżetowych dotyczących płac za 2023, a wypłaconych pracownikom w 2024r. W skład wykazanych rezerw wchodzą składki ZUS w części finansowanej przez pracodawcę oraz pobrane od wynagrodzeń za 2023r. składki ZUS dotyczące pracownika, a także zaliczka na podatek dochodowy od osób fizycznych - ponieważ na dzień 31.12.2023r. nie stanowią wymagalnych prawnie zobowiązań - Spółka w bilansie ujawnia je w pasywach jako pozostałe rezerwy. Na dzień bilansowy, tj. 31.12.2023r. Spółka nie tworzyła biernych rozliczeń międzyokresowych. Stan rezerw i rozliczeń międzyokresowych kosztów biernych znajduje się w załączniku - nota nr 4. Informacjadodatkowa2023-nota4.xlsx 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Spółka na koniec 2023r. nie wykazuje odpisów aktualizujących wartość należności od kontrahentów ze względu na brak takiej konieczności. Na dzień bilansowy, tj. na 31.12.2023r. Spółka nie posiadała bilansowych zobowiązań długoterminowych. Koszty poniesione w bieżącym roku sprawozdawczym, a dotyczące przyszłych okresów sprawozdawczych (rozliczane są w czasie) ujmowane są w sprawozdaniu Spółki jako czynne rozliczenia międzyokresowe kosztów. Spółka na dzień bilansowy nie wykazuje przychodów przyszłych okresów. Wyszczególnienie czynnych rozliczeń międzyokresowych kosztów znajduje się w załączniku - nota nr 5. Informacjadodatkowa2023-nota5.xlsx 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Na dzień bilansowy, tj. na 31.12.2023r. Spółka nie posiadała aktywnych zobowiązań zabezpieczonych na majątku Spółki. Na dzień bilansowy, tj. na 31.12.2023r. Spółka nie posiadała bilansowych zobowiązań warunkowych. Spółka w bieżącym roku obrotowym nie dokonywała odpisów aktualizujących wartość środków trwałych, zapasów i środków pieniężnych. Środki pieniężne i inne aktywa pieniężne wykazuje się w wartości nominalnej. Na środki pieniężne znajdujące się w posiadaniu Spółki składają się środki zgromadzone na rachunkach bankowych (złotówkowych i walutowych) oraz w kasie Spółki. Środki pieniężne wyceniono uwzględniając różnice kursowe wynikające z wyceny bilansowej dokonanej na koniec roku obrotowego. Spółka nie posiada na koniec roku obrotowego zobowiązań finansowych Strukturę środków pieniężnych i innych aktywów pieniężnych przedstawiono w załączniku - nota nr 6. Informacjadodatkowa2023-nota6.xlsx 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Informacje liczbowe zapewniające porównywalność danych sprawozdania finansowego za rok poprzedzający ze sprawozdaniem za bieżący rok obrotowy znajdują się w nocie nr 7. Informacjadodatkowa2023-nota7.xlsx 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Spółka sprzedaje jedynie usługi. Spółka w bieżącym roku obrotowym nie poniosła kosztów związanych z budową środków trwałych. Na koniec roku obrotowego, tj. 31.12.2023r. brak takich środków. W Spółce w 2023r. nie wystąpiły żadne zdarzenia nadzwyczajne. W Spółce nie zaniechano żadnej działalności, a więc żadna z powyższych okoliczności nie miała miejsca w bieżącym roku obrotowym. Spółka zatrudnia pracowników na podstawie umów o pracę. Zatrudnienie na podstawie umowy o pracę na dzień 31.12.2023 wynosiło 7 osób, w tym 3 kobiet i 4 mężczyzn. Wszyscy pracownicy zatrudnieni na umowę o pracę to pracownicy umysłowi. Brak jest pracowników zatrudnionych na stanowiskach robotniczych i uczniów, a także pracowników zatrudnionych poza granicami kraju. Żaden z pracowników nie przebywał w trakcie roku obrachunkowego na urlopie wychowawczym. Spółka nie zawarła żadnych transakcji ze stronami powiązanymi na innych warunkach niż rynkowe. W załączniku znajduje się oświadczenie zarządu dotyczące rzetelności sprawozdania za 2023r. Osw.zarzadu2023.pdf 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