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		<dtsf:OkresOd>2020-01-01</dtsf:OkresOd>
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				<dtsf:NazwaFirmy>Hub4Fintech S.A.</dtsf:NazwaFirmy>
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			<dtsf:DataOd>2020-01-01</dtsf:DataOd>
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		<P_4>false</P_4>
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			<P_5A>true</P_5A>
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		<P_7>
			<P_7A>Spółka prezentuje sprawozdanie finansowe za rok obrotowy rozpoczynający się od dnia 01 stycznia 2020 roku i kończący się dnia 31 grudnia 2020 roku. Na dzień sporządzenia sprawozdania finansowego nie są nam znane okoliczności i zdarzenia, które świadczyłyby o istnieniu poważnych zagrożeń dla kontynuowania przez jednostkę działalności w najbliższym okresie. Dlatego sprawozdanie sporządzono przy założeniu, że działalność będzie kontynuowana w okresie nie krótszym niż 12 miesięcy od dnia bilansowego , w nie zmniejszonym istotnie zakresie. 
Sprawozdanie finansowe firmy Hub4Fintech S.A., z siedzibą w Mysłowicach  ( 41-400) przy ul. Mikołowskiej 29, zostało sporządzone zgodnie z ustawą z dnia 29 września 1994 roku o Rachunkowości  obowiązującymi jednostki kontynuujące działalność oraz Kodeksem Spółek Handlowych. 

W sprawozdaniu finansowym Spółka wykazuje zdarzenia gospodarcze zgodnie z ich treścią ekonomiczną.
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.

a/ 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.
 
Za wartości niematerialne i prawne uznaje się:
- koszty prac rozwojowych zakończonych pozytywnym wynikiem, który zostanie wykorzystany do produkcji,
- nabytą wartość firmy,
- nabyte  prawa majątkowe, prawa pokrewne, licencje i koncesje,
- nabyte prawa do wynalazków, patentów, znaków towarowych, wzorów użytkowych,
- know-how

Wartości niematerialne i prawne amortyzowane są metodą liniową w okresie przewidywanej ekonomicznej użyteczności.

W związku z faktem, iż nie wpływa to istotnie na rzetelność i jasność sytuacji majątkowej oraz wyniku finansowego, Spółka stosuje uproszczenie przewidziane w art. 4 ust. 4 oraz 4a,
zgodnie z którym wartości niematerialne i prawne o jednostkowej wartości nie przekraczającej 10,0 tyś zł. w dniu przyjęcia do użytkowania są jednorazowo spisanie w koszty amortyzacji. 

b/Środki trwałe są wycenianie w cenie nabycia lub koszcie wytworzenia lub wartości przeszacowanej (po aktualizacji wyceny składników majątku),  pomniejszonych o skumulowane umorzenie a także o dokonane odpisy z tytułu utraty wartości.
Cena nabycia i koszt wytworzenia środków trwałych obejmuje ogół kosztów poniesionych przez jednostkę za okres budowy, montażu, przystosowania i ulepszenia do dnia przyjęcia do używania. 
Do ceny nabycia lub kosztu wytworzenia środków trwałych zalicza się koszty obsługi zobowiązań zaciągniętych w celu ich finansowania i związane z nimi różnice kursowe. Koszty obsługi pomniejsza się o uzyskane przychody z nim związane.
</P_7A>
			<P_7A>Zgodnie z ustawą o rachunkowości wartość początkowa i dotychczas dokonane od środków trwałych odpisy amortyzacyjne (umorzeniowe) 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 uzasadnione. 

W związku z faktem, iż nie wpływa to istotnie na rzetelność i jasność sytuacji majątkowej oraz wyniku finansowego, Spółka stosuje uproszczenie przewidziane w art. 4 ust. 4 oraz 4a,
zgodnie z którym składniki majątku o przewidywanym okresie użytkowania nieprzekraczającym jednego roku lub wartości początkowej nie przekraczającej 10,0  tyś zł. 
Są jednorazowo odpisywane w ciężar kosztów w momencie przekazania do użytkowania.


Środki trwałe umarzane są według metody liniowej począwszy od miesiąca następnego po miesiącu przyjęcia do eksploatacji w okresie odpowiadającym szacowanemu okresowi ich ekonomicznej użyteczności.

Spółka stosuje uproszczenie przewidziane w art. 3 ust. 6 odnoszące się do ujmowania umów leasingowych wg prawa podatkowego.

c/ 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.  Do ceny nabycia lub kosztu wytworzenia środków trwałych w budowie zalicza się koszty obsługi zobowiązań zaciągniętych w celu ich finansowania i związane z nimi różnice kursowe. Koszty obsługi pomniejsza się o uzyskane przychody z nim związane.

d/ Inwestycje długoterminowe
- Nieruchomości  oraz wartości niematerialne i prawne i inne inwestycje nie stanowiące aktywów finansowych  zaliczone do aktywów trwałych nie użytkowane przez jednostkę, lecz nabyte w celu osiągnięcia 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 ich wartości. 
 
Udziały w innych jednostkach zaliczane do aktywów trwałych wycenia się według ceny nabycia pomniejszonej o odpisy z tytułu trwałej utraty wartości.  


e/ Aktywa finansowe i zobowiązania finansowe (instrumenty finansowe)
- Instrumenty finansowe 

Korzystając z uproszczenia przewidzianego w art. 28 b, w związku ze spełnieniem warunków w nim określonych, Spółka nie stosuje do wyceny aktywów i zobowiązań finansowych
Rozporządzenia Ministra Finansów z dnia 12 grudnia 2001 r. w sprawie szczegółowych zasad uznawania, metod wyceny, zakresu ujawniania i sposobu prezentacji instrumentów finansowych (Dz. U. z dnia Dz. U. z dnia 22 grudnia 2001, z późn. zmianami).


f/ Rzeczowe składniki aktywów obrotowych wycenia się według cen nabycia lub kosztów wytworzenia nie wyższych od ich cen sprzedaży netto na dzień bilansowy.

Poszczególne grupy zapasów są wyceniane w następujący sposób:

Materiały cena nabycia
Półprodukty i produkty w toku koszt wytworzenia 
Produkty gotowe koszt wytworzenia
Towary cena nabycia 

Do kosztów wytworzenia produktu nie zalicza się kosztów:
" wynikających z niewykorzystanych zdolności produkcyjnych i strat produkcyjnych,
</P_7A>
			<P_7A>" ogólnego zarządu, nie związanych z doprowadzaniem produktu do postaci i miejsca, w jakich się znajduje na dzień wyceny,
" magazynowania wyrobów gotowych i półproduktów, chyba że poniesienie tych kosztów jest niezbędne w procesie produkcji,
" sprzedaży produktów.

W sytuacjach uzasadnionych niezbędnym, przygotowaniem towaru lub produktu do sprzedaży bądź długim okresem wytwarzania produktu, cenę nabycia lub koszt wytworzenia zwiększa się o koszty obsługi zobowiązań zaciągniętych w celu finansowania zapasu towarów lub produktów w okresie ich przygotowania do sprzedaży bądź wytworzenia i związanych z nimi różnic kursowych, pomniejszone o przychody z tego tytułu.
 
Odpisy aktualizujące wartość rzeczowych składników majątku obrotowego dokonane w związku z trwałą utratą ich wartości lub spowodowane wyceną doprowadzającą ich wartość do cen sprzedaży netto możliwych do uzyskania pomniejszają wartość pozycji w bilansie i zalicza się je odpowiednio do pozostałych kosztów operacyjnych, 

g/Należności wyrażone w walutach obcych wycenia się na dzień bilansowy po obowiązującym na ten dzień średnim kursie ogłoszonym dla danej waluty przez Narodowy Bank Polski .
Różnice kursowe od należności wyrażonych w walutach obcych powstałe na dzień wyceny i przy zapłacie zalicza się odpowiednio: ujemne do kosztów finansowych i dodatnie do przychodów finansowych. W uzasadnionych przypadkach odnosi się je do kosztu wytworzenia produktów, usług lub ceny nabycia towarów a także wytworzenia środków trwałych lub wartości niematerialnych i prawnych (odpowiednio na zwiększenie lub zmniejszenie tych kosztów).

h/ Środki pieniężne wykazuje się w wartości nominalnej.
Wyrażone w walutach obcych wycenia się na dzień bilansowy po obowiązującym na ten dzień średnim kursie ogłoszonym dla danej waluty przez Narodowy Bank Polski.

W tej pozycji ujmowana jest nadwyżka przychodów zarachowanych nad zafakturowanymi z tytułu realizacji kontraktów długoterminowych.

i/ Kapitały
-Kapitały(fundusze) własne ujmuje się w księgach rachunkowych w wartości nominalnej według ich rodzajów i zasad określonych przepisami prawa, statutu lub umowy spółki.

-Kapitał zakładowy spółki kapitałowej wykazuje się w wysokości określonej w umowie lub statucie i wpisanej w rejestrze sądowym. Zadeklarowane, lecz nie wniesione wkłady kapitałowe ujmuje się jako należne wkłady na poczet kapitału.

-Kapitał zapasowy tworzony jest z podziału zysku, przeniesienia z kapitału rezerwowego z aktualizacji wyceny oraz nadwyżki wartości emisyjnej akcji powyżej ich wartości nominalnej pomniejszonej o koszty tej emisji. Pozostała część kosztów emisji zaliczana jest do kosztów finansowych.
 
-Udziały lub akcje własne wyceniane są w cenie nabycia i wykazywane w kwocie ujemnej w kapitale własnym.

</P_7A>
			<P_7A>-Kapitał rezerwowy z aktualizacji wyceny rzeczowych aktywów jest to kapitał   powstały jako skutek aktualizacji wyceny aktywów trwałych a ostatnia aktualizacja przeprowadzona była na dzień 1 stycznia 1995 roku. W przypadku zbycia lub likwidacji składnika majątku odpowiednia część kapitału rezerwowego z aktualizacji wyceny jest przenoszona na kapitał zapasowy. Odpis z tytułu trwałej utraty wartości aktywów trwałych, który uprzednio podlegał aktualizacji wyceny pomniejsza kapitał z aktualizacji do wysokości części kapitału, która dotyczy tego składnika majątku trwałego.

-Kapitał (fundusz) rezerwowy z aktualizacji wyceny zwiększają również skutki przeszacowania inwestycji zaliczonych do aktywów trwałych powodujące wzrost ich wartości do poziomu cen rynkowych. Kapitał (fundusz) z aktualizacji wyceny zmniejszają, do wysokości kwoty, o którą podwyższono z tego tytułu kapitał (fundusz) z aktualizacji wyceny, skutki obniżenia wartości inwestycji uprzednio przeszacowanej, jeżeli kwota różnicy z przeszacowania nie była rozliczona do dnia wyceny. Skutki obniżenia wartości inwestycji w części przekraczającej utworzoną uprzednio część kapitału z aktualizacji zalicza się w koszty finansowe okresu sprawozdawczego.

j/ Rezerwy tworzy się na pewne lub o dużym stopniu prawdopodobieństwa przyszłe zobowiązania i wycenia się je na dzień bilansowy w wiarygodnie oszacowanej wartości. Rezerwy tworzy się w ciężar kosztów działalności operacyjnej, późniejsze przeszacowanie tej rezerwy odnosi się w ciężar pozostałej działalności Spółki.

Rezerwy tworzone są na poniższe tytuły:
" straty z transakcji gospodarczych w toku,
" udzielone gwarancje i poręczenia,
" skutki toczącego się postępowania sądowego i odwoławczego,
" przyszłe świadczenia pracownicze - nagrody jubileuszowe,
" odprawy emerytalno-rentowe,
" przyszłe zobowiązania związane z restrukturyzacją.
" koszty związane z badaniem rocznego sprawozdania finansowego jednostki

Dnia 10 września 2020 roku Spółka zawarła list intencyjny z MINUTOR-ENERGIA sp. z o.o. w sprawie połączenia Spółek.
19 października 2020 roku zostało zawarte porozumienie .
Zgodnie z zapisami tego dokumentu, w przypadku odstąpienia od porozumienia którejkolwiek ze stron z przyczyn niezależnych od drugiej strony, jednostka taka zapłaci na rzecz drugiej strony karę umowną w wysokości 2,5 mln zł.

k/ 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 tyt. dostaw i usług, wykazuje się jako długoterminowe. Pozostałe części sald wykazywane są jako krótkoterminowe.

Zobowiązania wyrażone w walutach obcych wycenia się na dzień bilansowy po obowiązującym na ten dzień średnim kursie ogłoszonym dla danej waluty przez Narodowy Bank Polski.
</P_7A>
			<P_7A>Różnice kursowe dotyczące zobowiązań wyrażonych w walutach obcych powstałe na dzień wyceny i przy uregulowaniu zalicza się odpowiednio: ujemne do kosztów finansowych i dodatnie do przychodów finansowych. W uzasadnionych przypadkach odnosi się je do kosztu wytworzenia produktów, usług lub ceny nabycia towarów a także wytworzenia środków trwałych lub wartości niematerialnych i prawnych. 

l/ Inne rozliczenia międzyokresowe

W tej pozycji ujmowana jest nadwyżka przychodów zarachowanych nad zafakturowanymi z tytułu realizacji kontraktów długoterminowych.
-Rozliczenia międzyokresowe kosztów bierne dokonywane są w wysokości prawdopodobnych zobowiązań przypadających na bieżący okres sprawozdawczy. 
-Rozliczenia międzyokresowe przychodów dokonywane z zachowaniem zasady ostrożności, obejmują w szczególności:

" równowartość otrzymanych lub należnych od kontrahentów środków z tytułu świadczeń, których wykonanie nastąpi w następnych okresach sprawozdawczych,
" środki pieniężne otrzymane na sfinansowanie nabycia lub wytworzenia środków trwałych, w tym także środków trwałych w budowie oraz prac rozwojowych, jeżeli stosownie do innych ustaw nie zwiększają one kapitałów (funduszy) własnych. Zaliczone do rozliczeń międzyokresowych przychodów kwoty zwiększają stopniowo pozostałe przychody operacyjne, równolegle do odpisów amortyzacyjnych lub umorzeniowych od środków trwałych lub kosztów prac rozwojowych sfinansowanych z tych źródeł,
" ujemną wartość firmy,
" nadwyżka zafakturowanych przychodów nad zarachowanymi dotycząca kontraktów długoterminowych.
</P_7A>
			<P_7B>Spółka sporządza rachunek zysków i strat w układzie porównawczym.

a/Przychody 
Przychody ze sprzedaży obejmują niewątpliwie należne lub uzyskane kwoty netto ze sprzedaży tj. pomniejszone o należny podatek od towarów i usług (VAT) ujmowane w okresach, których dotyczą.

b/Koszty 
Spółka prowadzi koszty w układzie rodzajowym. Koszt sprzedanych produktów, towarów i materiałów obejmuje koszty bezpośrednio z nimi związane oraz uzasadnioną część kosztów pośrednich.
Część stałych pośrednich kosztów produkcji, która nie odpowiada poziomowi tych kosztów przy normalnym wykorzystaniu zdolności produkcyjnych stanowi koszt okresu, w którym została poniesiona.

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 niefinansowych, 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, nadwyżki dodatnich różnic kursowych nad ujemnymi,
" Koszty finansowe z tytułu odsetek, strat ze zbycia inwestycji, aktualizacji wartości inwestycji, nadwyżki ujemnych różnic kursowych nad dodatnimi,


c/Opodatkowanie
Wynik finansowy brutto korygują:
" bieżące zobowiązania z tytułu podatku dochodowego od osób prawnych,


d/Podatek dochodowy bieżący
Bieżące zobowiązania z tytułu podatku dochodowego od osób prawnych są naliczone zgodnie z przepisami podatkowymi. Stawka podatku dochodowego w 2020 roku wynosiła 9%.

e/Podatek dochodowy odroczony
Jednostka tworzy rezerwę  i ustala aktywa z tytułu odroczonego podatku dochodowego , którego jest podatnikiem .
</P_7B>
			<P_7C>Spółka prezentuje sprawozdanie finansowe za rok obrotowy rozpoczynający się od dnia 01 stycznia 2020 roku i kończący się dnia 31 grudnia 2020 roku. Na dzień sporządzenia sprawozdania finansowego nie są nam znane okoliczności i zdarzenia, które świadczyłyby o istnieniu poważnych zagrożeń dla kontynuowania przez jednostkę działalności w najbliższym okresie. Dlatego sprawozdanie sporządzono przy założeniu, że działalność będzie kontynuowana w okresie nie krótszym niż 12 miesięcy od dnia bilansowego , w nie zmniejszonym istotnie zakresie. </P_7C>
			<P_7D>Niniejsze sprawozdanie finansowe zawiera dane finansowe za rok obrotowy 2019 oraz dane finansowe za rok obrotowy 2020.  </P_7D>
		</P_7>
	</WprowadzenieDoSprawozdaniaFinansowego>
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		<jin:Aktywa>
			<dtsf:KwotaA>2844244.03</dtsf:KwotaA>
			<dtsf:KwotaB>2151226.70</dtsf:KwotaB>
				<jin:Aktywa_A>
					<dtsf:KwotaA>567384.04</dtsf:KwotaA>
					<dtsf:KwotaB>782324.30</dtsf:KwotaB>
						<jin:Aktywa_A_I>
							<dtsf:KwotaA>0.00</dtsf:KwotaA>
							<dtsf:KwotaB>100000.00</dtsf:KwotaB>
								<jin:Aktywa_A_I_1>
									<dtsf:KwotaA>0.00</dtsf:KwotaA>
									<dtsf:KwotaB>0.00</dtsf:KwotaB>
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								<jin:Aktywa_A_I_2>
									<dtsf:KwotaA>0.00</dtsf:KwotaA>
									<dtsf:KwotaB>0.00</dtsf:KwotaB>
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								<jin:Aktywa_A_I_3>
									<dtsf:KwotaA>0.00</dtsf:KwotaA>
									<dtsf:KwotaB>100000.00</dtsf:KwotaB>
								</jin:Aktywa_A_I_3>
								<jin:Aktywa_A_I_4>
									<dtsf:KwotaA>0.00</dtsf:KwotaA>
									<dtsf:KwotaB>0.00</dtsf:KwotaB>
								</jin:Aktywa_A_I_4>
						</jin:Aktywa_A_I>
						<jin:Aktywa_A_II>
							<dtsf:KwotaA>10597.04</dtsf:KwotaA>
							<dtsf:KwotaB>99312.57</dtsf:KwotaB>
								<jin:Aktywa_A_II_1>
									<dtsf:KwotaA>10597.04</dtsf:KwotaA>
									<dtsf:KwotaB>99312.57</dtsf:KwotaB>
										<jin:Aktywa_A_II_1_A>
											<dtsf:KwotaA>0.00</dtsf:KwotaA>
											<dtsf:KwotaB>0.00</dtsf:KwotaB>
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										<jin:Aktywa_A_II_1_B>
											<dtsf:KwotaA>0.00</dtsf:KwotaA>
											<dtsf:KwotaB>0.00</dtsf:KwotaB>
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										<jin:Aktywa_A_II_1_C>
											<dtsf:KwotaA>10597.04</dtsf:KwotaA>
											<dtsf:KwotaB>3660.08</dtsf:KwotaB>
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										<jin:Aktywa_A_II_1_D>
											<dtsf:KwotaA>0.00</dtsf:KwotaA>
											<dtsf:KwotaB>95652.49</dtsf:KwotaB>
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										<jin:Aktywa_A_II_1_E>
											<dtsf:KwotaA>0.00</dtsf:KwotaA>
											<dtsf:KwotaB>0.00</dtsf:KwotaB>
										</jin:Aktywa_A_II_1_E>
								</jin:Aktywa_A_II_1>
								<jin:Aktywa_A_II_2>
									<dtsf:KwotaA>0.00</dtsf:KwotaA>
									<dtsf:KwotaB>0.00</dtsf:KwotaB>
								</jin:Aktywa_A_II_2>
								<jin:Aktywa_A_II_3>
									<dtsf:KwotaA>0.00</dtsf:KwotaA>
									<dtsf:KwotaB>0.00</dtsf:KwotaB>
								</jin:Aktywa_A_II_3>
						</jin:Aktywa_A_II>
						<jin:Aktywa_A_III>
							<dtsf:KwotaA>60210.00</dtsf:KwotaA>
							<dtsf:KwotaB>60210.00</dtsf:KwotaB>
								<jin:Aktywa_A_III_1>
									<dtsf:KwotaA>0.00</dtsf:KwotaA>
									<dtsf:KwotaB>0.00</dtsf:KwotaB>
								</jin:Aktywa_A_III_1>
								<jin:Aktywa_A_III_2>
									<dtsf:KwotaA>0.00</dtsf:KwotaA>
									<dtsf:KwotaB>0.00</dtsf:KwotaB>
								</jin:Aktywa_A_III_2>
								<jin:Aktywa_A_III_3>
									<dtsf:KwotaA>60210.00</dtsf:KwotaA>
									<dtsf:KwotaB>60210.00</dtsf:KwotaB>
								</jin:Aktywa_A_III_3>
						</jin:Aktywa_A_III>
						<jin:Aktywa_A_IV>
							<dtsf:KwotaA>495000.00</dtsf:KwotaA>
							<dtsf:KwotaB>510000.00</dtsf:KwotaB>
								<jin:Aktywa_A_IV_1>
									<dtsf:KwotaA>0.00</dtsf:KwotaA>
									<dtsf:KwotaB>0.00</dtsf:KwotaB>
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								<jin:Aktywa_A_IV_2>
									<dtsf:KwotaA>0.00</dtsf:KwotaA>
									<dtsf:KwotaB>0.00</dtsf:KwotaB>
								</jin:Aktywa_A_IV_2>
								<jin:Aktywa_A_IV_3>
									<dtsf:KwotaA>495000.00</dtsf:KwotaA>
									<dtsf:KwotaB>510000.00</dtsf:KwotaB>
										<jin:Aktywa_A_IV_3_A>
											<dtsf:KwotaA>495000.00</dtsf:KwotaA>
											<dtsf:KwotaB>510000.00</dtsf:KwotaB>
												<jin:Aktywa_A_IV_3_A_1>
													<dtsf:KwotaA>495000.00</dtsf:KwotaA>
													<dtsf:KwotaB>510000.00</dtsf:KwotaB>
												</jin:Aktywa_A_IV_3_A_1>
												<jin:Aktywa_A_IV_3_A_2>
													<dtsf:KwotaA>0.00</dtsf:KwotaA>
													<dtsf:KwotaB>0.00</dtsf:KwotaB>
												</jin:Aktywa_A_IV_3_A_2>
												<jin:Aktywa_A_IV_3_A_3>
													<dtsf:KwotaA>0.00</dtsf:KwotaA>
													<dtsf:KwotaB>0.00</dtsf:KwotaB>
												</jin:Aktywa_A_IV_3_A_3>
												<jin:Aktywa_A_IV_3_A_4>
													<dtsf:KwotaA>0.00</dtsf:KwotaA>
													<dtsf:KwotaB>0.00</dtsf:KwotaB>
												</jin:Aktywa_A_IV_3_A_4>
										</jin:Aktywa_A_IV_3_A>
										<jin:Aktywa_A_IV_3_B>
											<dtsf:KwotaA>0.00</dtsf:KwotaA>
											<dtsf:KwotaB>0.00</dtsf:KwotaB>
												<jin:Aktywa_A_IV_3_B_1>
													<dtsf:KwotaA>0.00</dtsf:KwotaA>
													<dtsf:KwotaB>0.00</dtsf:KwotaB>
												</jin:Aktywa_A_IV_3_B_1>
												<jin:Aktywa_A_IV_3_B_2>
													<dtsf:KwotaA>0.00</dtsf:KwotaA>
													<dtsf:KwotaB>0.00</dtsf:KwotaB>
												</jin:Aktywa_A_IV_3_B_2>
												<jin:Aktywa_A_IV_3_B_3>
													<dtsf:KwotaA>0.00</dtsf:KwotaA>
													<dtsf:KwotaB>0.00</dtsf:KwotaB>
												</jin:Aktywa_A_IV_3_B_3>
												<jin:Aktywa_A_IV_3_B_4>
													<dtsf:KwotaA>0.00</dtsf:KwotaA>
													<dtsf:KwotaB>0.00</dtsf:KwotaB>
												</jin:Aktywa_A_IV_3_B_4>
										</jin:Aktywa_A_IV_3_B>
										<jin:Aktywa_A_IV_3_C>
											<dtsf:KwotaA>0.00</dtsf:KwotaA>
											<dtsf:KwotaB>0.00</dtsf:KwotaB>
												<jin:Aktywa_A_IV_3_C_1>
													<dtsf:KwotaA>0.00</dtsf:KwotaA>
													<dtsf:KwotaB>0.00</dtsf:KwotaB>
												</jin:Aktywa_A_IV_3_C_1>
												<jin:Aktywa_A_IV_3_C_2>
													<dtsf:KwotaA>0.00</dtsf:KwotaA>
													<dtsf:KwotaB>0.00</dtsf:KwotaB>
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												<jin:Aktywa_A_IV_3_C_3>
													<dtsf:KwotaA>0.00</dtsf:KwotaA>
													<dtsf:KwotaB>0.00</dtsf:KwotaB>
												</jin:Aktywa_A_IV_3_C_3>
												<jin:Aktywa_A_IV_3_C_4>
													<dtsf:KwotaA>0.00</dtsf:KwotaA>
													<dtsf:KwotaB>0.00</dtsf:KwotaB>
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										</jin:Aktywa_A_IV_3_C>
								</jin:Aktywa_A_IV_3>
								<jin:Aktywa_A_IV_4>
									<dtsf:KwotaA>0.00</dtsf:KwotaA>
									<dtsf:KwotaB>0.00</dtsf:KwotaB>
								</jin:Aktywa_A_IV_4>
						</jin:Aktywa_A_IV>
						<jin:Aktywa_A_V>
							<dtsf:KwotaA>1577.00</dtsf:KwotaA>
							<dtsf:KwotaB>12801.73</dtsf:KwotaB>
								<jin:Aktywa_A_V_1>
									<dtsf:KwotaA>1577.00</dtsf:KwotaA>
									<dtsf:KwotaB>12694.00</dtsf:KwotaB>
								</jin:Aktywa_A_V_1>
								<jin:Aktywa_A_V_2>
									<dtsf:KwotaA>0.00</dtsf:KwotaA>
									<dtsf:KwotaB>107.73</dtsf:KwotaB>
								</jin:Aktywa_A_V_2>
						</jin:Aktywa_A_V>
				</jin:Aktywa_A>
				<jin:Aktywa_B>
					<dtsf:KwotaA>2276859.99</dtsf:KwotaA>
					<dtsf:KwotaB>1368902.40</dtsf:KwotaB>
						<jin:Aktywa_B_I>
							<dtsf:KwotaA>852957.04</dtsf:KwotaA>
							<dtsf:KwotaB>316559.22</dtsf:KwotaB>
								<jin:Aktywa_B_I_1>
									<dtsf:KwotaA>0.00</dtsf:KwotaA>
									<dtsf:KwotaB>0.00</dtsf:KwotaB>
								</jin:Aktywa_B_I_1>
								<jin:Aktywa_B_I_2>
									<dtsf:KwotaA>848957.04</dtsf:KwotaA>
									<dtsf:KwotaB>308343.22</dtsf:KwotaB>
										<dtsf:PozycjaUszczegolawiajaca>
											<dtsf:NazwaPozycji>– w tym obiekty w zabudowie</dtsf:NazwaPozycji>
											<dtsf:KwotyPozycji>
												<dtsf:KwotaA>0.00</dtsf:KwotaA>
												<dtsf:KwotaB>0.00</dtsf:KwotaB>
											</dtsf:KwotyPozycji>
										</dtsf:PozycjaUszczegolawiajaca>
								</jin:Aktywa_B_I_2>
								<jin:Aktywa_B_I_3>
									<dtsf:KwotaA>0.00</dtsf:KwotaA>
									<dtsf:KwotaB>0.00</dtsf:KwotaB>
								</jin:Aktywa_B_I_3>
								<jin:Aktywa_B_I_4>
									<dtsf:KwotaA>0.00</dtsf:KwotaA>
									<dtsf:KwotaB>8216.00</dtsf:KwotaB>
								</jin:Aktywa_B_I_4>
								<jin:Aktywa_B_I_5>
									<dtsf:KwotaA>4000.00</dtsf:KwotaA>
									<dtsf:KwotaB>0.00</dtsf:KwotaB>
								</jin:Aktywa_B_I_5>
						</jin:Aktywa_B_I>
						<jin:Aktywa_B_II>
							<dtsf:KwotaA>524027.48</dtsf:KwotaA>
							<dtsf:KwotaB>749288.19</dtsf:KwotaB>
								<jin:Aktywa_B_II_1>
									<dtsf:KwotaA>0.00</dtsf:KwotaA>
									<dtsf:KwotaB>0.00</dtsf:KwotaB>
										<jin:Aktywa_B_II_1_A>
											<dtsf:KwotaA>0.00</dtsf:KwotaA>
											<dtsf:KwotaB>0.00</dtsf:KwotaB>
												<jin:Aktywa_B_II_1_A_1>
													<dtsf:KwotaA>0.00</dtsf:KwotaA>
													<dtsf:KwotaB>0.00</dtsf:KwotaB>
												</jin:Aktywa_B_II_1_A_1>
												<jin:Aktywa_B_II_1_A_2>
													<dtsf:KwotaA>0.00</dtsf:KwotaA>
													<dtsf:KwotaB>0.00</dtsf:KwotaB>
												</jin:Aktywa_B_II_1_A_2>
										</jin:Aktywa_B_II_1_A>
										<jin:Aktywa_B_II_1_B>
											<dtsf:KwotaA>0.00</dtsf:KwotaA>
											<dtsf:KwotaB>0.00</dtsf:KwotaB>
										</jin:Aktywa_B_II_1_B>
								</jin:Aktywa_B_II_1>
								<jin:Aktywa_B_II_2>
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									<dtsf:KwotaB>0.00</dtsf:KwotaB>
										<jin:Aktywa_B_II_2_A>
											<dtsf:KwotaA>0.00</dtsf:KwotaA>
											<dtsf:KwotaB>0.00</dtsf:KwotaB>
												<jin:Aktywa_B_II_2_A_1>
													<dtsf:KwotaA>0.00</dtsf:KwotaA>
													<dtsf:KwotaB>0.00</dtsf:KwotaB>
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												<jin:Aktywa_B_II_2_A_2>
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													<dtsf:KwotaB>0.00</dtsf:KwotaB>
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										</jin:Aktywa_B_II_2_A>
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											<dtsf:KwotaA>0.00</dtsf:KwotaA>
											<dtsf:KwotaB>0.00</dtsf:KwotaB>
										</jin:Aktywa_B_II_2_B>
								</jin:Aktywa_B_II_2>
								<jin:Aktywa_B_II_3>
									<dtsf:KwotaA>524027.48</dtsf:KwotaA>
									<dtsf:KwotaB>749288.19</dtsf:KwotaB>
										<jin:Aktywa_B_II_3_A>
											<dtsf:KwotaA>107935.39</dtsf:KwotaA>
											<dtsf:KwotaB>541754.26</dtsf:KwotaB>
												<jin:Aktywa_B_II_3_A_1>
													<dtsf:KwotaA>107935.39</dtsf:KwotaA>
													<dtsf:KwotaB>541754.26</dtsf:KwotaB>
												</jin:Aktywa_B_II_3_A_1>
												<jin:Aktywa_B_II_3_A_2>
													<dtsf:KwotaA>0.00</dtsf:KwotaA>
													<dtsf:KwotaB>0.00</dtsf:KwotaB>
												</jin:Aktywa_B_II_3_A_2>
										</jin:Aktywa_B_II_3_A>
										<jin:Aktywa_B_II_3_B>
											<dtsf:KwotaA>194751.47</dtsf:KwotaA>
											<dtsf:KwotaB>2005.77</dtsf:KwotaB>
										</jin:Aktywa_B_II_3_B>
										<jin:Aktywa_B_II_3_C>
											<dtsf:KwotaA>221340.62</dtsf:KwotaA>
											<dtsf:KwotaB>205528.16</dtsf:KwotaB>
										</jin:Aktywa_B_II_3_C>
										<jin:Aktywa_B_II_3_D>
											<dtsf:KwotaA>0.00</dtsf:KwotaA>
											<dtsf:KwotaB>0.00</dtsf:KwotaB>
										</jin:Aktywa_B_II_3_D>
								</jin:Aktywa_B_II_3>
						</jin:Aktywa_B_II>
						<jin:Aktywa_B_III>
							<dtsf:KwotaA>898968.31</dtsf:KwotaA>
							<dtsf:KwotaB>300960.27</dtsf:KwotaB>
								<jin:Aktywa_B_III_1>
									<dtsf:KwotaA>898968.31</dtsf:KwotaA>
									<dtsf:KwotaB>300960.27</dtsf:KwotaB>
										<jin:Aktywa_B_III_1_A>
											<dtsf:KwotaA>0.00</dtsf:KwotaA>
											<dtsf:KwotaB>0.00</dtsf:KwotaB>
												<jin:Aktywa_B_III_1_A_1>
													<dtsf:KwotaA>0.00</dtsf:KwotaA>
													<dtsf:KwotaB>0.00</dtsf:KwotaB>
												</jin:Aktywa_B_III_1_A_1>
												<jin:Aktywa_B_III_1_A_2>
													<dtsf:KwotaA>0.00</dtsf:KwotaA>
													<dtsf:KwotaB>0.00</dtsf:KwotaB>
												</jin:Aktywa_B_III_1_A_2>
												<jin:Aktywa_B_III_1_A_3>
													<dtsf:KwotaA>0.00</dtsf:KwotaA>
													<dtsf:KwotaB>0.00</dtsf:KwotaB>
												</jin:Aktywa_B_III_1_A_3>
												<jin:Aktywa_B_III_1_A_4>
													<dtsf:KwotaA>0.00</dtsf:KwotaA>
													<dtsf:KwotaB>0.00</dtsf:KwotaB>
												</jin:Aktywa_B_III_1_A_4>
										</jin:Aktywa_B_III_1_A>
										<jin:Aktywa_B_III_1_B>
											<dtsf:KwotaA>0.00</dtsf:KwotaA>
											<dtsf:KwotaB>165159.07</dtsf:KwotaB>
												<jin:Aktywa_B_III_1_B_1>
													<dtsf:KwotaA>0.00</dtsf:KwotaA>
													<dtsf:KwotaB>0.00</dtsf:KwotaB>
												</jin:Aktywa_B_III_1_B_1>
												<jin:Aktywa_B_III_1_B_2>
													<dtsf:KwotaA>0.00</dtsf:KwotaA>
													<dtsf:KwotaB>0.00</dtsf:KwotaB>
												</jin:Aktywa_B_III_1_B_2>
												<jin:Aktywa_B_III_1_B_3>
													<dtsf:KwotaA>0.00</dtsf:KwotaA>
													<dtsf:KwotaB>165159.07</dtsf:KwotaB>
												</jin:Aktywa_B_III_1_B_3>
												<jin:Aktywa_B_III_1_B_4>
													<dtsf:KwotaA>0.00</dtsf:KwotaA>
													<dtsf:KwotaB>0.00</dtsf:KwotaB>
												</jin:Aktywa_B_III_1_B_4>
										</jin:Aktywa_B_III_1_B>
										<jin:Aktywa_B_III_1_C>
											<dtsf:KwotaA>898968.31</dtsf:KwotaA>
											<dtsf:KwotaB>135801.20</dtsf:KwotaB>
												<jin:Aktywa_B_III_1_C_1>
													<dtsf:KwotaA>898968.31</dtsf:KwotaA>
													<dtsf:KwotaB>135801.20</dtsf:KwotaB>
												</jin:Aktywa_B_III_1_C_1>
												<jin:Aktywa_B_III_1_C_2>
													<dtsf:KwotaA>0.00</dtsf:KwotaA>
													<dtsf:KwotaB>0.00</dtsf:KwotaB>
												</jin:Aktywa_B_III_1_C_2>
												<jin:Aktywa_B_III_1_C_3>
													<dtsf:KwotaA>0.00</dtsf:KwotaA>
													<dtsf:KwotaB>0.00</dtsf:KwotaB>
												</jin:Aktywa_B_III_1_C_3>
										</jin:Aktywa_B_III_1_C>
								</jin:Aktywa_B_III_1>
								<jin:Aktywa_B_III_2>
									<dtsf:KwotaA>0.00</dtsf:KwotaA>
									<dtsf:KwotaB>0.00</dtsf:KwotaB>
								</jin:Aktywa_B_III_2>
						</jin:Aktywa_B_III>
						<jin:Aktywa_B_IV>
							<dtsf:KwotaA>907.16</dtsf:KwotaA>
							<dtsf:KwotaB>2094.72</dtsf:KwotaB>
								<dtsf:PozycjaUszczegolawiajaca>
									<dtsf:NazwaPozycji>– w tym: aktywa z tytułu niezakończonych umów budowlanych</dtsf:NazwaPozycji>
									<dtsf:KwotyPozycji>
										<dtsf:KwotaA>0.00</dtsf:KwotaA>
										<dtsf:KwotaB>0.00</dtsf:KwotaB>
									</dtsf:KwotyPozycji>
								</dtsf:PozycjaUszczegolawiajaca>
						</jin:Aktywa_B_IV>
				</jin:Aktywa_B>
				<jin:Aktywa_C>
					<dtsf:KwotaA>0.00</dtsf:KwotaA>
					<dtsf:KwotaB>0.00</dtsf:KwotaB>
				</jin:Aktywa_C>
				<jin:Aktywa_D>
					<dtsf:KwotaA>0.00</dtsf:KwotaA>
					<dtsf:KwotaB>0.00</dtsf:KwotaB>
				</jin:Aktywa_D>
		</jin:Aktywa>
		<jin:Pasywa>
			<dtsf:KwotaA>2844244.03</dtsf:KwotaA>
			<dtsf:KwotaB>2151226.70</dtsf:KwotaB>
				<jin:Pasywa_A>
					<dtsf:KwotaA>1816825.34</dtsf:KwotaA>
					<dtsf:KwotaB>483349.94</dtsf:KwotaB>
						<jin:Pasywa_A_I>
							<dtsf:KwotaA>1350000.00</dtsf:KwotaA>
							<dtsf:KwotaB>450000.00</dtsf:KwotaB>
						</jin:Pasywa_A_I>
						<jin:Pasywa_A_II>
							<dtsf:KwotaA>3066442.63</dtsf:KwotaA>
							<dtsf:KwotaB>1266442.63</dtsf:KwotaB>
								<jin:Pasywa_A_II_1>
									<dtsf:KwotaA>1800000.00</dtsf:KwotaA>
									<dtsf:KwotaB>0.00</dtsf:KwotaB>
								</jin:Pasywa_A_II_1>
						</jin:Pasywa_A_II>
						<jin:Pasywa_A_III>
							<dtsf:KwotaA>0.00</dtsf:KwotaA>
							<dtsf:KwotaB>0.00</dtsf:KwotaB>
								<jin:Pasywa_A_III_1>
									<dtsf:KwotaA>0.00</dtsf:KwotaA>
									<dtsf:KwotaB>0.00</dtsf:KwotaB>
								</jin:Pasywa_A_III_1>
						</jin:Pasywa_A_III>
						<jin:Pasywa_A_IV>
							<dtsf:KwotaA>0.00</dtsf:KwotaA>
							<dtsf:KwotaB>0.00</dtsf:KwotaB>
								<jin:Pasywa_A_IV_1>
									<dtsf:KwotaA>0.00</dtsf:KwotaA>
									<dtsf:KwotaB>0.00</dtsf:KwotaB>
								</jin:Pasywa_A_IV_1>
								<jin:Pasywa_A_IV_2>
									<dtsf:KwotaA>0.00</dtsf:KwotaA>
									<dtsf:KwotaB>0.00</dtsf:KwotaB>
								</jin:Pasywa_A_IV_2>
						</jin:Pasywa_A_IV>
						<jin:Pasywa_A_V>
							<dtsf:KwotaA>-1233092.69</dtsf:KwotaA>
							<dtsf:KwotaB>0.00</dtsf:KwotaB>
						</jin:Pasywa_A_V>
						<jin:Pasywa_A_VI>
							<dtsf:KwotaA>-1366524.60</dtsf:KwotaA>
							<dtsf:KwotaB>-1233092.69</dtsf:KwotaB>
						</jin:Pasywa_A_VI>
						<jin:Pasywa_A_VII>
							<dtsf:KwotaA>0.00</dtsf:KwotaA>
							<dtsf:KwotaB>0.00</dtsf:KwotaB>
						</jin:Pasywa_A_VII>
				</jin:Pasywa_A>
				<jin:Pasywa_B>
					<dtsf:KwotaA>1027418.69</dtsf:KwotaA>
					<dtsf:KwotaB>1667876.76</dtsf:KwotaB>
						<jin:Pasywa_B_I>
							<dtsf:KwotaA>0.00</dtsf:KwotaA>
							<dtsf:KwotaB>11601.00</dtsf:KwotaB>
								<jin:Pasywa_B_I_1>
									<dtsf:KwotaA>0.00</dtsf:KwotaA>
									<dtsf:KwotaB>11601.00</dtsf:KwotaB>
								</jin:Pasywa_B_I_1>
								<jin:Pasywa_B_I_2>
									<dtsf:KwotaA>0.00</dtsf:KwotaA>
									<dtsf:KwotaB>0.00</dtsf:KwotaB>
										<jin:Pasywa_B_I_2_1>
											<dtsf:KwotaA>0.00</dtsf:KwotaA>
											<dtsf:KwotaB>0.00</dtsf:KwotaB>
										</jin:Pasywa_B_I_2_1>
										<jin:Pasywa_B_I_2_2>
											<dtsf:KwotaA>0.00</dtsf:KwotaA>
											<dtsf:KwotaB>0.00</dtsf:KwotaB>
										</jin:Pasywa_B_I_2_2>
								</jin:Pasywa_B_I_2>
								<jin:Pasywa_B_I_3>
									<dtsf:KwotaA>0.00</dtsf:KwotaA>
									<dtsf:KwotaB>0.00</dtsf:KwotaB>
										<jin:Pasywa_B_I_3_1>
											<dtsf:KwotaA>0.00</dtsf:KwotaA>
											<dtsf:KwotaB>0.00</dtsf:KwotaB>
										</jin:Pasywa_B_I_3_1>
										<jin:Pasywa_B_I_3_2>
											<dtsf:KwotaA>0.00</dtsf:KwotaA>
											<dtsf:KwotaB>0.00</dtsf:KwotaB>
										</jin:Pasywa_B_I_3_2>
								</jin:Pasywa_B_I_3>
						</jin:Pasywa_B_I>
						<jin:Pasywa_B_II>
							<dtsf:KwotaA>0.00</dtsf:KwotaA>
							<dtsf:KwotaB>77514.50</dtsf:KwotaB>
								<jin:Pasywa_B_II_1>
									<dtsf:KwotaA>0.00</dtsf:KwotaA>
									<dtsf:KwotaB>0.00</dtsf:KwotaB>
								</jin:Pasywa_B_II_1>
								<jin:Pasywa_B_II_2>
									<dtsf:KwotaA>0.00</dtsf:KwotaA>
									<dtsf:KwotaB>0.00</dtsf:KwotaB>
								</jin:Pasywa_B_II_2>
								<jin:Pasywa_B_II_3>
									<dtsf:KwotaA>0.00</dtsf:KwotaA>
									<dtsf:KwotaB>77514.50</dtsf:KwotaB>
										<jin:Pasywa_B_II_3_A>
											<dtsf:KwotaA>0.00</dtsf:KwotaA>
											<dtsf:KwotaB>0.00</dtsf:KwotaB>
										</jin:Pasywa_B_II_3_A>
										<jin:Pasywa_B_II_3_B>
											<dtsf:KwotaA>0.00</dtsf:KwotaA>
											<dtsf:KwotaB>0.00</dtsf:KwotaB>
										</jin:Pasywa_B_II_3_B>
										<jin:Pasywa_B_II_3_C>
											<dtsf:KwotaA>0.00</dtsf:KwotaA>
											<dtsf:KwotaB>77514.50</dtsf:KwotaB>
										</jin:Pasywa_B_II_3_C>
										<jin:Pasywa_B_II_3_D>
											<dtsf:KwotaA>0.00</dtsf:KwotaA>
											<dtsf:KwotaB>0.00</dtsf:KwotaB>
										</jin:Pasywa_B_II_3_D>
										<jin:Pasywa_B_II_3_E>
											<dtsf:KwotaA>0.00</dtsf:KwotaA>
											<dtsf:KwotaB>0.00</dtsf:KwotaB>
										</jin:Pasywa_B_II_3_E>
								</jin:Pasywa_B_II_3>
						</jin:Pasywa_B_II>
						<jin:Pasywa_B_III>
							<dtsf:KwotaA>1020918.69</dtsf:KwotaA>
							<dtsf:KwotaB>1569761.26</dtsf:KwotaB>
								<jin:Pasywa_B_III_1>
									<dtsf:KwotaA>0.00</dtsf:KwotaA>
									<dtsf:KwotaB>0.00</dtsf:KwotaB>
										<jin:Pasywa_B_III_1_A>
											<dtsf:KwotaA>0.00</dtsf:KwotaA>
											<dtsf:KwotaB>0.00</dtsf:KwotaB>
												<jin:Pasywa_B_III_1_A_1>
													<dtsf:KwotaA>0.00</dtsf:KwotaA>
													<dtsf:KwotaB>0.00</dtsf:KwotaB>
												</jin:Pasywa_B_III_1_A_1>
												<jin:Pasywa_B_III_1_A_2>
													<dtsf:KwotaA>0.00</dtsf:KwotaA>
													<dtsf:KwotaB>0.00</dtsf:KwotaB>
												</jin:Pasywa_B_III_1_A_2>
										</jin:Pasywa_B_III_1_A>
										<jin:Pasywa_B_III_1_B>
											<dtsf:KwotaA>0.00</dtsf:KwotaA>
											<dtsf:KwotaB>0.00</dtsf:KwotaB>
										</jin:Pasywa_B_III_1_B>
								</jin:Pasywa_B_III_1>
								<jin:Pasywa_B_III_2>
									<dtsf:KwotaA>0.00</dtsf:KwotaA>
									<dtsf:KwotaB>0.00</dtsf:KwotaB>
										<jin:Pasywa_B_III_2_A>
											<dtsf:KwotaA>0.00</dtsf:KwotaA>
											<dtsf:KwotaB>0.00</dtsf:KwotaB>
												<jin:Pasywa_B_III_2_A_1>
													<dtsf:KwotaA>0.00</dtsf:KwotaA>
													<dtsf:KwotaB>0.00</dtsf:KwotaB>
												</jin:Pasywa_B_III_2_A_1>
												<jin:Pasywa_B_III_2_A_2>
													<dtsf:KwotaA>0.00</dtsf:KwotaA>
													<dtsf:KwotaB>0.00</dtsf:KwotaB>
												</jin:Pasywa_B_III_2_A_2>
										</jin:Pasywa_B_III_2_A>
										<jin:Pasywa_B_III_2_B>
											<dtsf:KwotaA>0.00</dtsf:KwotaA>
											<dtsf:KwotaB>0.00</dtsf:KwotaB>
										</jin:Pasywa_B_III_2_B>
								</jin:Pasywa_B_III_2>
								<jin:Pasywa_B_III_3>
									<dtsf:KwotaA>1020918.69</dtsf:KwotaA>
									<dtsf:KwotaB>1569761.26</dtsf:KwotaB>
										<jin:Pasywa_B_III_3_A>
											<dtsf:KwotaA>143.65</dtsf:KwotaA>
											<dtsf:KwotaB>0.00</dtsf:KwotaB>
										</jin:Pasywa_B_III_3_A>
										<jin:Pasywa_B_III_3_B>
											<dtsf:KwotaA>0.00</dtsf:KwotaA>
											<dtsf:KwotaB>0.00</dtsf:KwotaB>
										</jin:Pasywa_B_III_3_B>
										<jin:Pasywa_B_III_3_C>
											<dtsf:KwotaA>0.00</dtsf:KwotaA>
											<dtsf:KwotaB>23039.16</dtsf:KwotaB>
										</jin:Pasywa_B_III_3_C>
										<jin:Pasywa_B_III_3_D>
											<dtsf:KwotaA>790831.65</dtsf:KwotaA>
											<dtsf:KwotaB>843150.64</dtsf:KwotaB>
												<jin:Pasywa_B_III_3_D_1>
													<dtsf:KwotaA>790831.65</dtsf:KwotaA>
													<dtsf:KwotaB>843150.64</dtsf:KwotaB>
												</jin:Pasywa_B_III_3_D_1>
												<jin:Pasywa_B_III_3_D_2>
													<dtsf:KwotaA>0.00</dtsf:KwotaA>
													<dtsf:KwotaB>0.00</dtsf:KwotaB>
												</jin:Pasywa_B_III_3_D_2>
										</jin:Pasywa_B_III_3_D>
										<jin:Pasywa_B_III_3_E>
											<dtsf:KwotaA>0.00</dtsf:KwotaA>
											<dtsf:KwotaB>0.00</dtsf:KwotaB>
										</jin:Pasywa_B_III_3_E>
										<jin:Pasywa_B_III_3_F>
											<dtsf:KwotaA>0.00</dtsf:KwotaA>
											<dtsf:KwotaB>0.00</dtsf:KwotaB>
										</jin:Pasywa_B_III_3_F>
										<jin:Pasywa_B_III_3_G>
											<dtsf:KwotaA>136270.00</dtsf:KwotaA>
											<dtsf:KwotaB>139399.00</dtsf:KwotaB>
										</jin:Pasywa_B_III_3_G>
										<jin:Pasywa_B_III_3_H>
											<dtsf:KwotaA>9085.00</dtsf:KwotaA>
											<dtsf:KwotaB>10368.56</dtsf:KwotaB>
										</jin:Pasywa_B_III_3_H>
										<jin:Pasywa_B_III_3_I>
											<dtsf:KwotaA>84588.39</dtsf:KwotaA>
											<dtsf:KwotaB>553803.90</dtsf:KwotaB>
										</jin:Pasywa_B_III_3_I>
								</jin:Pasywa_B_III_3>
								<jin:Pasywa_B_III_4>
									<dtsf:KwotaA>0.00</dtsf:KwotaA>
									<dtsf:KwotaB>0.00</dtsf:KwotaB>
								</jin:Pasywa_B_III_4>
						</jin:Pasywa_B_III>
						<jin:Pasywa_B_IV>
							<dtsf:KwotaA>6500.00</dtsf:KwotaA>
							<dtsf:KwotaB>9000.00</dtsf:KwotaB>
								<jin:Pasywa_B_IV_1>
									<dtsf:KwotaA>0.00</dtsf:KwotaA>
									<dtsf:KwotaB>0.00</dtsf:KwotaB>
								</jin:Pasywa_B_IV_1>
								<jin:PozycjaUszczegolawiajaca_2>
									<dtsf:NazwaPozycji>2. Rozliczenia międzyokresowe umów budowlanych</dtsf:NazwaPozycji>
									<dtsf:KwotyPozycji>
										<dtsf:KwotaA>0.00</dtsf:KwotaA>
										<dtsf:KwotaB>0.00</dtsf:KwotaB>
									</dtsf:KwotyPozycji>
								</jin:PozycjaUszczegolawiajaca_2>
								<jin:Pasywa_B_IV_2>
									<dtsf:KwotaA>6500.00</dtsf:KwotaA>
									<dtsf:KwotaB>9000.00</dtsf:KwotaB>
										<jin:Pasywa_B_IV_2_1>
											<dtsf:KwotaA>0.00</dtsf:KwotaA>
											<dtsf:KwotaB>0.00</dtsf:KwotaB>
										</jin:Pasywa_B_IV_2_1>
										<jin:Pasywa_B_IV_2_2>
											<dtsf:KwotaA>6500.00</dtsf:KwotaA>
											<dtsf:KwotaB>9000.00</dtsf:KwotaB>
										</jin:Pasywa_B_IV_2_2>
								</jin:Pasywa_B_IV_2>
						</jin:Pasywa_B_IV>
				</jin:Pasywa_B>
		</jin:Pasywa>
	</Bilans>
	<RZiS>
		<jin:RZiSPor>
			<jin:A>
				<dtsf:KwotaA>531423.93</dtsf:KwotaA>
				<dtsf:KwotaB>2146827.82</dtsf:KwotaB>
					<jin:A_J>
						<dtsf:KwotaA>0.00</dtsf:KwotaA>
						<dtsf:KwotaB>0.00</dtsf:KwotaB>
					</jin:A_J>
					<jin:A_I>
						<dtsf:KwotaA>514404.21</dtsf:KwotaA>
						<dtsf:KwotaB>2126623.05</dtsf:KwotaB>
					</jin:A_I>
					<jin:A_II>
						<dtsf:KwotaA>0.00</dtsf:KwotaA>
						<dtsf:KwotaB>0.00</dtsf:KwotaB>
							<dtsf:PozycjaUszczegolawiajaca>
								<dtsf:NazwaPozycji>– w tym obiekty w zabudowie</dtsf:NazwaPozycji>
								<dtsf:KwotyPozycji>
									<dtsf:KwotaA>0.00</dtsf:KwotaA>
									<dtsf:KwotaB>0.00</dtsf:KwotaB>
								</dtsf:KwotyPozycji>
							</dtsf:PozycjaUszczegolawiajaca>
					</jin:A_II>
					<jin:A_III>
						<dtsf:KwotaA>0.00</dtsf:KwotaA>
						<dtsf:KwotaB>0.00</dtsf:KwotaB>
					</jin:A_III>
					<jin:A_IV>
						<dtsf:KwotaA>17019.72</dtsf:KwotaA>
						<dtsf:KwotaB>20204.77</dtsf:KwotaB>
					</jin:A_IV>
			</jin:A>
			<jin:B>
				<dtsf:KwotaA>1273158.66</dtsf:KwotaA>
				<dtsf:KwotaB>2492587.34</dtsf:KwotaB>
					<jin:B_I>
						<dtsf:KwotaA>112089.38</dtsf:KwotaA>
						<dtsf:KwotaB>244263.03</dtsf:KwotaB>
					</jin:B_I>
					<jin:B_II>
						<dtsf:KwotaA>6004.47</dtsf:KwotaA>
						<dtsf:KwotaB>25983.56</dtsf:KwotaB>
					</jin:B_II>
					<jin:B_III>
						<dtsf:KwotaA>616780.69</dtsf:KwotaA>
						<dtsf:KwotaB>1730530.40</dtsf:KwotaB>
					</jin:B_III>
					<jin:B_IV>
						<dtsf:KwotaA>15189.21</dtsf:KwotaA>
						<dtsf:KwotaB>19422.38</dtsf:KwotaB>
							<jin:B_IV_1>
								<dtsf:KwotaA>0.00</dtsf:KwotaA>
								<dtsf:KwotaB>0.00</dtsf:KwotaB>
							</jin:B_IV_1>
					</jin:B_IV>
					<jin:B_V>
						<dtsf:KwotaA>509490.60</dtsf:KwotaA>
						<dtsf:KwotaB>385652.82</dtsf:KwotaB>
					</jin:B_V>
					<jin:B_VI>
						<dtsf:KwotaA>2976.16</dtsf:KwotaA>
						<dtsf:KwotaB>31493.65</dtsf:KwotaB>
							<jin:B_VI_1>
								<dtsf:KwotaA>0.00</dtsf:KwotaA>
								<dtsf:KwotaB>0.00</dtsf:KwotaB>
							</jin:B_VI_1>
					</jin:B_VI>
					<jin:B_VII>
						<dtsf:KwotaA>2412.15</dtsf:KwotaA>
						<dtsf:KwotaB>53977.50</dtsf:KwotaB>
					</jin:B_VII>
					<jin:B_VIII>
						<dtsf:KwotaA>8216.00</dtsf:KwotaA>
						<dtsf:KwotaB>1264.00</dtsf:KwotaB>
					</jin:B_VIII>
			</jin:B>
			<jin:C>
				<dtsf:KwotaA>-741734.73</dtsf:KwotaA>
				<dtsf:KwotaB>-345759.52</dtsf:KwotaB>
			</jin:C>
			<jin:D>
				<dtsf:KwotaA>23916.16</dtsf:KwotaA>
				<dtsf:KwotaB>233602.10</dtsf:KwotaB>
					<jin:D_I>
						<dtsf:KwotaA>11045.12</dtsf:KwotaA>
						<dtsf:KwotaB>0.00</dtsf:KwotaB>
					</jin:D_I>
					<jin:D_II>
						<dtsf:KwotaA>0.00</dtsf:KwotaA>
						<dtsf:KwotaB>221329.60</dtsf:KwotaB>
					</jin:D_II>
					<jin:D_III>
						<dtsf:KwotaA>0.00</dtsf:KwotaA>
						<dtsf:KwotaB>0.00</dtsf:KwotaB>
					</jin:D_III>
					<jin:D_IV>
						<dtsf:KwotaA>12871.04</dtsf:KwotaA>
						<dtsf:KwotaB>12272.50</dtsf:KwotaB>
					</jin:D_IV>
			</jin:D>
			<jin:E>
				<dtsf:KwotaA>671188.33</dtsf:KwotaA>
				<dtsf:KwotaB>1131218.44</dtsf:KwotaB>
					<jin:E_I>
						<dtsf:KwotaA>0.00</dtsf:KwotaA>
						<dtsf:KwotaB>0.00</dtsf:KwotaB>
					</jin:E_I>
					<jin:E_II>
						<dtsf:KwotaA>643486.54</dtsf:KwotaA>
						<dtsf:KwotaB>1080168.71</dtsf:KwotaB>
					</jin:E_II>
					<jin:E_III>
						<dtsf:KwotaA>27701.79</dtsf:KwotaA>
						<dtsf:KwotaB>51049.73</dtsf:KwotaB>
					</jin:E_III>
			</jin:E>
			<jin:F>
				<dtsf:KwotaA>-1389006.90</dtsf:KwotaA>
				<dtsf:KwotaB>-1243375.86</dtsf:KwotaB>
			</jin:F>
			<jin:G>
				<dtsf:KwotaA>39993.20</dtsf:KwotaA>
				<dtsf:KwotaB>9268.87</dtsf:KwotaB>
					<jin:G_I>
						<dtsf:KwotaA>0.00</dtsf:KwotaA>
						<dtsf:KwotaB>0.00</dtsf:KwotaB>
							<jin:G_I_A>
								<dtsf:KwotaA>0.00</dtsf:KwotaA>
								<dtsf:KwotaB>0.00</dtsf:KwotaB>
									<jin:G_I_A_1>
										<dtsf:KwotaA>0.00</dtsf:KwotaA>
										<dtsf:KwotaB>0.00</dtsf:KwotaB>
									</jin:G_I_A_1>
							</jin:G_I_A>
							<jin:G_I_B>
								<dtsf:KwotaA>0.00</dtsf:KwotaA>
								<dtsf:KwotaB>0.00</dtsf:KwotaB>
									<jin:G_I_B_1>
										<dtsf:KwotaA>0.00</dtsf:KwotaA>
										<dtsf:KwotaB>0.00</dtsf:KwotaB>
									</jin:G_I_B_1>
							</jin:G_I_B>
					</jin:G_I>
					<jin:G_II>
						<dtsf:KwotaA>3993.20</dtsf:KwotaA>
						<dtsf:KwotaB>9268.87</dtsf:KwotaB>
							<jin:G_II_J>
								<dtsf:KwotaA>0.00</dtsf:KwotaA>
								<dtsf:KwotaB>0.00</dtsf:KwotaB>
							</jin:G_II_J>
					</jin:G_II>
					<jin:G_III>
						<dtsf:KwotaA>36000.00</dtsf:KwotaA>
						<dtsf:KwotaB>0.00</dtsf:KwotaB>
							<jin:G_III_J>
								<dtsf:KwotaA>0.00</dtsf:KwotaA>
								<dtsf:KwotaB>0.00</dtsf:KwotaB>
							</jin:G_III_J>
					</jin:G_III>
					<jin:G_IV>
						<dtsf:KwotaA>0.00</dtsf:KwotaA>
						<dtsf:KwotaB>0.00</dtsf:KwotaB>
					</jin:G_IV>
					<jin:G_V>
						<dtsf:KwotaA>0.00</dtsf:KwotaA>
						<dtsf:KwotaB>0.00</dtsf:KwotaB>
					</jin:G_V>
			</jin:G>
			<jin:H>
				<dtsf:KwotaA>11154.90</dtsf:KwotaA>
				<dtsf:KwotaB>5187.70</dtsf:KwotaB>
					<jin:H_I>
						<dtsf:KwotaA>11154.90</dtsf:KwotaA>
						<dtsf:KwotaB>5187.70</dtsf:KwotaB>
							<jin:H_I_J>
								<dtsf:KwotaA>0.00</dtsf:KwotaA>
								<dtsf:KwotaB>0.00</dtsf:KwotaB>
							</jin:H_I_J>
					</jin:H_I>
					<jin:H_II>
						<dtsf:KwotaA>0.00</dtsf:KwotaA>
						<dtsf:KwotaB>0.00</dtsf:KwotaB>
							<jin:H_II_J>
								<dtsf:KwotaA>0.00</dtsf:KwotaA>
								<dtsf:KwotaB>0.00</dtsf:KwotaB>
							</jin:H_II_J>
					</jin:H_II>
					<jin:H_III>
						<dtsf:KwotaA>0.00</dtsf:KwotaA>
						<dtsf:KwotaB>0.00</dtsf:KwotaB>
					</jin:H_III>
					<jin:H_IV>
						<dtsf:KwotaA>0.00</dtsf:KwotaA>
						<dtsf:KwotaB>0.00</dtsf:KwotaB>
					</jin:H_IV>
			</jin:H>
			<jin:I>
				<dtsf:KwotaA>-1360168.60</dtsf:KwotaA>
				<dtsf:KwotaB>-1239294.69</dtsf:KwotaB>
			</jin:I>
			<jin:J>
				<dtsf:KwotaA>6356.00</dtsf:KwotaA>
				<dtsf:KwotaB>-6202.00</dtsf:KwotaB>
			</jin:J>
			<jin:K>
				<dtsf:KwotaA>0.00</dtsf:KwotaA>
				<dtsf:KwotaB>0.00</dtsf:KwotaB>
			</jin:K>
			<jin:L>
				<dtsf:KwotaA>-1366524.60</dtsf:KwotaA>
				<dtsf:KwotaB>-1233092.69</dtsf:KwotaB>
			</jin:L>
		</jin:RZiSPor>
	</RZiS>
	<ZestZmianWKapitale>
		<jin:I>
			<dtsf:KwotaA>483349.94</dtsf:KwotaA>
			<dtsf:KwotaB>1716442.63</dtsf:KwotaB>
				<jin:I_1>
					<dtsf:KwotaA>0.00</dtsf:KwotaA>
					<dtsf:KwotaB>0.00</dtsf:KwotaB>
				</jin:I_1>
				<jin:I_2>
					<dtsf:KwotaA>0.00</dtsf:KwotaA>
					<dtsf:KwotaB>0.00</dtsf:KwotaB>
				</jin:I_2>
		</jin:I>
		<jin:IA>
			<dtsf:KwotaA>483349.94</dtsf:KwotaA>
			<dtsf:KwotaB>1716442.63</dtsf:KwotaB>
				<jin:IA_1>
					<dtsf:KwotaA>450000.00</dtsf:KwotaA>
					<dtsf:KwotaB>450000.00</dtsf:KwotaB>
						<jin:IA_1_1>
							<dtsf:KwotaA>900000.00</dtsf:KwotaA>
							<dtsf:KwotaB>0.00</dtsf:KwotaB>
								<jin:IA_1_1_A>
									<dtsf:KwotaA>900000.00</dtsf:KwotaA>
									<dtsf:KwotaB>0.00</dtsf:KwotaB>
										<jin:IA_1_1_A_1>
											<dtsf:KwotaA>900000.00</dtsf:KwotaA>
											<dtsf:KwotaB>0.00</dtsf:KwotaB>
										</jin:IA_1_1_A_1>
										<jin:PozycjaUszczegolawiajaca_2>
											<dtsf:NazwaPozycji>– podwyższenie wartości nominalnej udziałów (akcji)</dtsf:NazwaPozycji>
											<dtsf:KwotyPozycji>
												<dtsf:KwotaA>0.00</dtsf:KwotaA>
												<dtsf:KwotaB>0.00</dtsf:KwotaB>
											</dtsf:KwotyPozycji>
										</jin:PozycjaUszczegolawiajaca_2>
										<jin:PozycjaUszczegolawiajaca_2>
											<dtsf:NazwaPozycji>– …</dtsf:NazwaPozycji>
											<dtsf:KwotyPozycji>
												<dtsf:KwotaA>0.00</dtsf:KwotaA>
												<dtsf:KwotaB>0.00</dtsf:KwotaB>
											</dtsf:KwotyPozycji>
										</jin:PozycjaUszczegolawiajaca_2>
								</jin:IA_1_1_A>
								<jin:IA_1_1_B>
									<dtsf:KwotaA>0.00</dtsf:KwotaA>
									<dtsf:KwotaB>0.00</dtsf:KwotaB>
										<jin:IA_1_1_B_1>
											<dtsf:KwotaA>0.00</dtsf:KwotaA>
											<dtsf:KwotaB>0.00</dtsf:KwotaB>
										</jin:IA_1_1_B_1>
										<jin:PozycjaUszczegolawiajaca_2>
											<dtsf:NazwaPozycji>– zmniejszenie wartości nominalnej akcji</dtsf:NazwaPozycji>
											<dtsf:KwotyPozycji>
												<dtsf:KwotaA>0.00</dtsf:KwotaA>
												<dtsf:KwotaB>0.00</dtsf:KwotaB>
											</dtsf:KwotyPozycji>
										</jin:PozycjaUszczegolawiajaca_2>
										<jin:PozycjaUszczegolawiajaca_2>
											<dtsf:NazwaPozycji>– …</dtsf:NazwaPozycji>
											<dtsf:KwotyPozycji>
												<dtsf:KwotaA>0.00</dtsf:KwotaA>
												<dtsf:KwotaB>0.00</dtsf:KwotaB>
											</dtsf:KwotyPozycji>
										</jin:PozycjaUszczegolawiajaca_2>
								</jin:IA_1_1_B>
						</jin:IA_1_1>
						<jin:IA_1_2>
							<dtsf:KwotaA>1350000.00</dtsf:KwotaA>
							<dtsf:KwotaB>450000.00</dtsf:KwotaB>
						</jin:IA_1_2>
				</jin:IA_1>
				<jin:IA_2>
					<dtsf:KwotaA>1266442.63</dtsf:KwotaA>
					<dtsf:KwotaB>1217018.51</dtsf:KwotaB>
						<jin:PozycjaUszczegolawiajaca_1>
							<dtsf:NazwaPozycji>- korekty błędów</dtsf:NazwaPozycji>
							<dtsf:KwotyPozycji>
								<dtsf:KwotaA>0.00</dtsf:KwotaA>
								<dtsf:KwotaB>0.00</dtsf:KwotaB>
							</dtsf:KwotyPozycji>
						</jin:PozycjaUszczegolawiajaca_1>
						<jin:PozycjaUszczegolawiajaca_1>
							<dtsf:NazwaPozycji>2.a. Kapitał ( fundusz) zapasowy na początek okresu po korektach</dtsf:NazwaPozycji>
							<dtsf:KwotyPozycji>
								<dtsf:KwotaA>0.00</dtsf:KwotaA>
								<dtsf:KwotaB>1217018.51</dtsf:KwotaB>
							</dtsf:KwotyPozycji>
						</jin:PozycjaUszczegolawiajaca_1>
						<jin:IA_2_1>
							<dtsf:KwotaA>1800000.00</dtsf:KwotaA>
							<dtsf:KwotaB>0.00</dtsf:KwotaB>
								<jin:IA_2_1_A>
									<dtsf:KwotaA>1800000.00</dtsf:KwotaA>
									<dtsf:KwotaB>0.00</dtsf:KwotaB>
										<jin:IA_2_1_A_1>
											<dtsf:KwotaA>1800000.00</dtsf:KwotaA>
											<dtsf:KwotaB>0.00</dtsf:KwotaB>
										</jin:IA_2_1_A_1>
										<jin:IA_2_1_A_2>
											<dtsf:KwotaA>0.00</dtsf:KwotaA>
											<dtsf:KwotaB>49424.12</dtsf:KwotaB>
										</jin:IA_2_1_A_2>
										<jin:IA_2_1_A_3>
											<dtsf:KwotaA>0.00</dtsf:KwotaA>
											<dtsf:KwotaB>0.00</dtsf:KwotaB>
										</jin:IA_2_1_A_3>
										<jin:PozycjaUszczegolawiajaca_4>
											<dtsf:NazwaPozycji>– zbycie lub likwidacja uprzednio zaktualizowanych środków trwałych – różnica z aktualizacji wyceny dotycząca rozchodowanych środków trwałych</dtsf:NazwaPozycji>
											<dtsf:KwotyPozycji>
												<dtsf:KwotaA>0.00</dtsf:KwotaA>
												<dtsf:KwotaB>0.00</dtsf:KwotaB>
											</dtsf:KwotyPozycji>
										</jin:PozycjaUszczegolawiajaca_4>
										<jin:PozycjaUszczegolawiajaca_4>
											<dtsf:NazwaPozycji>– …</dtsf:NazwaPozycji>
											<dtsf:KwotyPozycji>
												<dtsf:KwotaA>0.00</dtsf:KwotaA>
												<dtsf:KwotaB>0.00</dtsf:KwotaB>
											</dtsf:KwotyPozycji>
										</jin:PozycjaUszczegolawiajaca_4>
								</jin:IA_2_1_A>
								<jin:IA_2_1_B>
									<dtsf:KwotaA>0.00</dtsf:KwotaA>
									<dtsf:KwotaB>0.00</dtsf:KwotaB>
										<jin:IA_2_1_B_1>
											<dtsf:KwotaA>0.00</dtsf:KwotaA>
											<dtsf:KwotaB>0.00</dtsf:KwotaB>
										</jin:IA_2_1_B_1>
										<jin:PozycjaUszczegolawiajaca_2>
											<dtsf:NazwaPozycji>– umorzenia własnych udziałów</dtsf:NazwaPozycji>
											<dtsf:KwotyPozycji>
												<dtsf:KwotaA>0.00</dtsf:KwotaA>
												<dtsf:KwotaB>0.00</dtsf:KwotaB>
											</dtsf:KwotyPozycji>
										</jin:PozycjaUszczegolawiajaca_2>
										<jin:PozycjaUszczegolawiajaca_2>
											<dtsf:NazwaPozycji>– podwyższenia kapitału zakładowego</dtsf:NazwaPozycji>
											<dtsf:KwotyPozycji>
												<dtsf:KwotaA>0.00</dtsf:KwotaA>
												<dtsf:KwotaB>0.00</dtsf:KwotaB>
											</dtsf:KwotyPozycji>
										</jin:PozycjaUszczegolawiajaca_2>
										<jin:PozycjaUszczegolawiajaca_2>
											<dtsf:NazwaPozycji>– …</dtsf:NazwaPozycji>
											<dtsf:KwotyPozycji>
												<dtsf:KwotaA>0.00</dtsf:KwotaA>
												<dtsf:KwotaB>0.00</dtsf:KwotaB>
											</dtsf:KwotyPozycji>
										</jin:PozycjaUszczegolawiajaca_2>
								</jin:IA_2_1_B>
						</jin:IA_2_1>
						<jin:IA_2_2>
							<dtsf:KwotaA>3066442.63</dtsf:KwotaA>
							<dtsf:KwotaB>1266442.63</dtsf:KwotaB>
						</jin:IA_2_2>
				</jin:IA_2>
				<jin:IA_3>
					<dtsf:KwotaA>0.00</dtsf:KwotaA>
					<dtsf:KwotaB>0.00</dtsf:KwotaB>
						<jin:IA_3_1>
							<dtsf:KwotaA>0.00</dtsf:KwotaA>
							<dtsf:KwotaB>0.00</dtsf:KwotaB>
								<jin:IA_3_1_A>
									<dtsf:KwotaA>0.00</dtsf:KwotaA>
									<dtsf:KwotaB>0.00</dtsf:KwotaB>
										<dtsf:PozycjaUszczegolawiajaca>
											<dtsf:NazwaPozycji>– aktualizacji wyceny środków trwałych</dtsf:NazwaPozycji>
											<dtsf:KwotyPozycji>
												<dtsf:KwotaA>0.00</dtsf:KwotaA>
												<dtsf:KwotaB>0.00</dtsf:KwotaB>
											</dtsf:KwotyPozycji>
										</dtsf:PozycjaUszczegolawiajaca>
										<dtsf:PozycjaUszczegolawiajaca>
											<dtsf:NazwaPozycji>– aktualizacji wartości godziwej</dtsf:NazwaPozycji>
											<dtsf:KwotyPozycji>
												<dtsf:KwotaA>0.00</dtsf:KwotaA>
												<dtsf:KwotaB>0.00</dtsf:KwotaB>
											</dtsf:KwotyPozycji>
										</dtsf:PozycjaUszczegolawiajaca>
										<dtsf:PozycjaUszczegolawiajaca>
											<dtsf:NazwaPozycji>– zmniejszenia rezerwy z tytułu odroczonego podatku dochodowego , ustalonej od różnic przejściowych odnoszonych na ten kapitał</dtsf:NazwaPozycji>
											<dtsf:KwotyPozycji>
												<dtsf:KwotaA>0.00</dtsf:KwotaA>
												<dtsf:KwotaB>0.00</dtsf:KwotaB>
											</dtsf:KwotyPozycji>
										</dtsf:PozycjaUszczegolawiajaca>
										<dtsf:PozycjaUszczegolawiajaca>
											<dtsf:NazwaPozycji>– aktualizacji innych aktywów</dtsf:NazwaPozycji>
											<dtsf:KwotyPozycji>
												<dtsf:KwotaA>0.00</dtsf:KwotaA>
												<dtsf:KwotaB>0.00</dtsf:KwotaB>
											</dtsf:KwotyPozycji>
										</dtsf:PozycjaUszczegolawiajaca>
										<dtsf:PozycjaUszczegolawiajaca>
											<dtsf:NazwaPozycji>– różnic kursowych z przeliczenia oddziałów zagranicznych</dtsf:NazwaPozycji>
											<dtsf:KwotyPozycji>
												<dtsf:KwotaA>0.00</dtsf:KwotaA>
												<dtsf:KwotaB>0.00</dtsf:KwotaB>
											</dtsf:KwotyPozycji>
										</dtsf:PozycjaUszczegolawiajaca>
										<dtsf:PozycjaUszczegolawiajaca>
											<dtsf:NazwaPozycji>– …</dtsf:NazwaPozycji>
											<dtsf:KwotyPozycji>
												<dtsf:KwotaA>0.00</dtsf:KwotaA>
												<dtsf:KwotaB>0.00</dtsf:KwotaB>
											</dtsf:KwotyPozycji>
										</dtsf:PozycjaUszczegolawiajaca>
								</jin:IA_3_1_A>
								<jin:IA_3_1_B>
									<dtsf:KwotaA>0.00</dtsf:KwotaA>
									<dtsf:KwotaB>0.00</dtsf:KwotaB>
										<jin:IA_3_1_B_1>
											<dtsf:KwotaA>0.00</dtsf:KwotaA>
											<dtsf:KwotaB>0.00</dtsf:KwotaB>
										</jin:IA_3_1_B_1>
										<jin:PozycjaUszczegolawiajaca_2>
											<dtsf:NazwaPozycji>– aktualizacji wartości godziwej</dtsf:NazwaPozycji>
											<dtsf:KwotyPozycji>
												<dtsf:KwotaA>0.00</dtsf:KwotaA>
												<dtsf:KwotaB>0.00</dtsf:KwotaB>
											</dtsf:KwotyPozycji>
										</jin:PozycjaUszczegolawiajaca_2>
										<jin:PozycjaUszczegolawiajaca_2>
											<dtsf:NazwaPozycji>– zwiększenia rezerwy z tytułu odroczonego podatku dochodowego , ustalonej od różnic przejściowych odnoszonych na ten kapitał</dtsf:NazwaPozycji>
											<dtsf:KwotyPozycji>
												<dtsf:KwotaA>0.00</dtsf:KwotaA>
												<dtsf:KwotaB>0.00</dtsf:KwotaB>
											</dtsf:KwotyPozycji>
										</jin:PozycjaUszczegolawiajaca_2>
										<jin:PozycjaUszczegolawiajaca_2>
											<dtsf:NazwaPozycji>– aktualizacji innych aktywów</dtsf:NazwaPozycji>
											<dtsf:KwotyPozycji>
												<dtsf:KwotaA>0.00</dtsf:KwotaA>
												<dtsf:KwotaB>0.00</dtsf:KwotaB>
											</dtsf:KwotyPozycji>
										</jin:PozycjaUszczegolawiajaca_2>
										<jin:PozycjaUszczegolawiajaca_2>
											<dtsf:NazwaPozycji>– różnic kursowych z przeliczenia oddziałów zagranicznych</dtsf:NazwaPozycji>
											<dtsf:KwotyPozycji>
												<dtsf:KwotaA>0.00</dtsf:KwotaA>
												<dtsf:KwotaB>0.00</dtsf:KwotaB>
											</dtsf:KwotyPozycji>
										</jin:PozycjaUszczegolawiajaca_2>
										<jin:PozycjaUszczegolawiajaca_2>
											<dtsf:NazwaPozycji>– …</dtsf:NazwaPozycji>
											<dtsf:KwotyPozycji>
												<dtsf:KwotaA>0.00</dtsf:KwotaA>
												<dtsf:KwotaB>0.00</dtsf:KwotaB>
											</dtsf:KwotyPozycji>
										</jin:PozycjaUszczegolawiajaca_2>
								</jin:IA_3_1_B>
						</jin:IA_3_1>
						<jin:IA_3_2>
							<dtsf:KwotaA>0.00</dtsf:KwotaA>
							<dtsf:KwotaB>0.00</dtsf:KwotaB>
						</jin:IA_3_2>
				</jin:IA_3>
				<jin:IA_4>
					<dtsf:KwotaA>0.00</dtsf:KwotaA>
					<dtsf:KwotaB>0.00</dtsf:KwotaB>
						<jin:IA_4_1>
							<dtsf:KwotaA>0.00</dtsf:KwotaA>
							<dtsf:KwotaB>0.00</dtsf:KwotaB>
								<jin:IA_4_1_A>
									<dtsf:KwotaA>0.00</dtsf:KwotaA>
									<dtsf:KwotaB>0.00</dtsf:KwotaB>
										<dtsf:PozycjaUszczegolawiajaca>
											<dtsf:NazwaPozycji>– tworzone zgodnie z umową (statutem) spółki</dtsf:NazwaPozycji>
											<dtsf:KwotyPozycji>
												<dtsf:KwotaA>0.00</dtsf:KwotaA>
												<dtsf:KwotaB>0.00</dtsf:KwotaB>
											</dtsf:KwotyPozycji>
										</dtsf:PozycjaUszczegolawiajaca>
										<dtsf:PozycjaUszczegolawiajaca>
											<dtsf:NazwaPozycji>– na udziały (akcje) własne</dtsf:NazwaPozycji>
											<dtsf:KwotyPozycji>
												<dtsf:KwotaA>0.00</dtsf:KwotaA>
												<dtsf:KwotaB>0.00</dtsf:KwotaB>
											</dtsf:KwotyPozycji>
										</dtsf:PozycjaUszczegolawiajaca>
										<dtsf:PozycjaUszczegolawiajaca>
											<dtsf:NazwaPozycji>– …</dtsf:NazwaPozycji>
											<dtsf:KwotyPozycji>
												<dtsf:KwotaA>0.00</dtsf:KwotaA>
												<dtsf:KwotaB>0.00</dtsf:KwotaB>
											</dtsf:KwotyPozycji>
										</dtsf:PozycjaUszczegolawiajaca>
								</jin:IA_4_1_A>
								<jin:IA_4_1_B>
									<dtsf:KwotaA>0.00</dtsf:KwotaA>
									<dtsf:KwotaB>0.00</dtsf:KwotaB>
										<dtsf:PozycjaUszczegolawiajaca>
											<dtsf:NazwaPozycji>– pokrycia straty bilansowej</dtsf:NazwaPozycji>
											<dtsf:KwotyPozycji>
												<dtsf:KwotaA>0.00</dtsf:KwotaA>
												<dtsf:KwotaB>0.00</dtsf:KwotaB>
											</dtsf:KwotyPozycji>
										</dtsf:PozycjaUszczegolawiajaca>
										<dtsf:PozycjaUszczegolawiajaca>
											<dtsf:NazwaPozycji>– umorzenia udziałów własnych</dtsf:NazwaPozycji>
											<dtsf:KwotyPozycji>
												<dtsf:KwotaA>0.00</dtsf:KwotaA>
												<dtsf:KwotaB>0.00</dtsf:KwotaB>
											</dtsf:KwotyPozycji>
										</dtsf:PozycjaUszczegolawiajaca>
										<dtsf:PozycjaUszczegolawiajaca>
											<dtsf:NazwaPozycji>– podwyższenia kapitału zakładowego lub rezerwowego</dtsf:NazwaPozycji>
											<dtsf:KwotyPozycji>
												<dtsf:KwotaA>0.00</dtsf:KwotaA>
												<dtsf:KwotaB>0.00</dtsf:KwotaB>
											</dtsf:KwotyPozycji>
										</dtsf:PozycjaUszczegolawiajaca>
										<dtsf:PozycjaUszczegolawiajaca>
											<dtsf:NazwaPozycji>– wypłaty dywidendy</dtsf:NazwaPozycji>
											<dtsf:KwotyPozycji>
												<dtsf:KwotaA>0.00</dtsf:KwotaA>
												<dtsf:KwotaB>0.00</dtsf:KwotaB>
											</dtsf:KwotyPozycji>
										</dtsf:PozycjaUszczegolawiajaca>
										<dtsf:PozycjaUszczegolawiajaca>
											<dtsf:NazwaPozycji>– zwrotu dopłat wspólnikom</dtsf:NazwaPozycji>
											<dtsf:KwotyPozycji>
												<dtsf:KwotaA>0.00</dtsf:KwotaA>
												<dtsf:KwotaB>0.00</dtsf:KwotaB>
											</dtsf:KwotyPozycji>
										</dtsf:PozycjaUszczegolawiajaca>
										<dtsf:PozycjaUszczegolawiajaca>
											<dtsf:NazwaPozycji>– …</dtsf:NazwaPozycji>
											<dtsf:KwotyPozycji>
												<dtsf:KwotaA>0.00</dtsf:KwotaA>
												<dtsf:KwotaB>0.00</dtsf:KwotaB>
											</dtsf:KwotyPozycji>
										</dtsf:PozycjaUszczegolawiajaca>
								</jin:IA_4_1_B>
						</jin:IA_4_1>
						<jin:IA_4_2>
							<dtsf:KwotaA>0.00</dtsf:KwotaA>
							<dtsf:KwotaB>0.00</dtsf:KwotaB>
						</jin:IA_4_2>
				</jin:IA_4>
				<jin:IA_5>
					<dtsf:KwotaA>-1233092.69</dtsf:KwotaA>
					<dtsf:KwotaB>49424.12</dtsf:KwotaB>
						<jin:IA_5_1>
							<dtsf:KwotaA>0.00</dtsf:KwotaA>
							<dtsf:KwotaB>49424.12</dtsf:KwotaB>
								<jin:IA_5_1_1>
									<dtsf:KwotaA>0.00</dtsf:KwotaA>
									<dtsf:KwotaB>0.00</dtsf:KwotaB>
								</jin:IA_5_1_1>
								<jin:IA_5_1_2>
									<dtsf:KwotaA>0.00</dtsf:KwotaA>
									<dtsf:KwotaB>0.00</dtsf:KwotaB>
								</jin:IA_5_1_2>
						</jin:IA_5_1>
						<jin:IA_5_2>
							<dtsf:KwotaA>0.00</dtsf:KwotaA>
							<dtsf:KwotaB>49424.12</dtsf:KwotaB>
								<jin:IA_5_2_A>
									<dtsf:KwotaA>0.00</dtsf:KwotaA>
									<dtsf:KwotaB>0.00</dtsf:KwotaB>
										<jin:IA_5_2_A_1>
											<dtsf:KwotaA>0.00</dtsf:KwotaA>
											<dtsf:KwotaB>0.00</dtsf:KwotaB>
										</jin:IA_5_2_A_1>
										<jin:PozycjaUszczegolawiajaca_2>
											<dtsf:NazwaPozycji>– …</dtsf:NazwaPozycji>
											<dtsf:KwotyPozycji>
												<dtsf:KwotaA>0.00</dtsf:KwotaA>
												<dtsf:KwotaB>0.00</dtsf:KwotaB>
											</dtsf:KwotyPozycji>
										</jin:PozycjaUszczegolawiajaca_2>
								</jin:IA_5_2_A>
								<jin:IA_5_2_B>
									<dtsf:KwotaA>0.00</dtsf:KwotaA>
									<dtsf:KwotaB>0.00</dtsf:KwotaB>
										<dtsf:PozycjaUszczegolawiajaca>
											<dtsf:NazwaPozycji>– wypłaty dywidendy</dtsf:NazwaPozycji>
											<dtsf:KwotyPozycji>
												<dtsf:KwotaA>0.00</dtsf:KwotaA>
												<dtsf:KwotaB>0.00</dtsf:KwotaB>
											</dtsf:KwotyPozycji>
										</dtsf:PozycjaUszczegolawiajaca>
										<dtsf:PozycjaUszczegolawiajaca>
											<dtsf:NazwaPozycji>– przeznaczenia na podwyższenie kapitału zakładowego, zapasowego lub rezerwowego</dtsf:NazwaPozycji>
											<dtsf:KwotyPozycji>
												<dtsf:KwotaA>0.00</dtsf:KwotaA>
												<dtsf:KwotaB>49424.12</dtsf:KwotaB>
											</dtsf:KwotyPozycji>
										</dtsf:PozycjaUszczegolawiajaca>
										<dtsf:PozycjaUszczegolawiajaca>
											<dtsf:NazwaPozycji>– pokrycia straty za poprzednie lata obrotowe</dtsf:NazwaPozycji>
											<dtsf:KwotyPozycji>
												<dtsf:KwotaA>0.00</dtsf:KwotaA>
												<dtsf:KwotaB>0.00</dtsf:KwotaB>
											</dtsf:KwotyPozycji>
										</dtsf:PozycjaUszczegolawiajaca>
										<dtsf:PozycjaUszczegolawiajaca>
											<dtsf:NazwaPozycji>– przeznaczenia na umorzenie udziałów</dtsf:NazwaPozycji>
											<dtsf:KwotyPozycji>
												<dtsf:KwotaA>0.00</dtsf:KwotaA>
												<dtsf:KwotaB>0.00</dtsf:KwotaB>
											</dtsf:KwotyPozycji>
										</dtsf:PozycjaUszczegolawiajaca>
										<dtsf:PozycjaUszczegolawiajaca>
											<dtsf:NazwaPozycji>– …</dtsf:NazwaPozycji>
											<dtsf:KwotyPozycji>
												<dtsf:KwotaA>0.00</dtsf:KwotaA>
												<dtsf:KwotaB>0.00</dtsf:KwotaB>
											</dtsf:KwotyPozycji>
										</dtsf:PozycjaUszczegolawiajaca>
								</jin:IA_5_2_B>
						</jin:IA_5_2>
						<jin:IA_5_3>
							<dtsf:KwotaA>0.00</dtsf:KwotaA>
							<dtsf:KwotaB>0.00</dtsf:KwotaB>
						</jin:IA_5_3>
						<jin:IA_5_4>
							<dtsf:KwotaA>1233092.69</dtsf:KwotaA>
							<dtsf:KwotaB>0.00</dtsf:KwotaB>
								<jin:IA_5_4_1>
									<dtsf:KwotaA>0.00</dtsf:KwotaA>
									<dtsf:KwotaB>0.00</dtsf:KwotaB>
								</jin:IA_5_4_1>
								<jin:IA_5_4_2>
									<dtsf:KwotaA>0.00</dtsf:KwotaA>
									<dtsf:KwotaB>0.00</dtsf:KwotaB>
								</jin:IA_5_4_2>
						</jin:IA_5_4>
						<jin:IA_5_5>
							<dtsf:KwotaA>1233092.69</dtsf:KwotaA>
							<dtsf:KwotaB>0.00</dtsf:KwotaB>
								<jin:IA_5_5_A>
									<dtsf:KwotaA>0.00</dtsf:KwotaA>
									<dtsf:KwotaB>0.00</dtsf:KwotaB>
										<jin:IA_5_5_A_1>
											<dtsf:KwotaA>0.00</dtsf:KwotaA>
											<dtsf:KwotaB>0.00</dtsf:KwotaB>
										</jin:IA_5_5_A_1>
										<jin:PozycjaUszczegolawiajaca_2>
											<dtsf:NazwaPozycji>– straty na sprzedaży lub umorzeniu drogą obniżenia kapitału zakładowego udziałów (akcji) własnych nieznajdującej pokrycia w kapitale zapasowym</dtsf:NazwaPozycji>
											<dtsf:KwotyPozycji>
												<dtsf:KwotaA>0.00</dtsf:KwotaA>
												<dtsf:KwotaB>0.00</dtsf:KwotaB>
											</dtsf:KwotyPozycji>
										</jin:PozycjaUszczegolawiajaca_2>
										<jin:PozycjaUszczegolawiajaca_2>
											<dtsf:NazwaPozycji>– przeniesienie straty z latubiegłych - korekty </dtsf:NazwaPozycji>
											<dtsf:KwotyPozycji>
												<dtsf:KwotaA>0.00</dtsf:KwotaA>
												<dtsf:KwotaB>0.00</dtsf:KwotaB>
											</dtsf:KwotyPozycji>
										</jin:PozycjaUszczegolawiajaca_2>
								</jin:IA_5_5_A>
								<jin:IA_5_5_B>
									<dtsf:KwotaA>0.00</dtsf:KwotaA>
									<dtsf:KwotaB>0.00</dtsf:KwotaB>
										<dtsf:PozycjaUszczegolawiajaca>
											<dtsf:NazwaPozycji>– pokrycia strat z lat ubiegłych z zysku</dtsf:NazwaPozycji>
											<dtsf:KwotyPozycji>
												<dtsf:KwotaA>0.00</dtsf:KwotaA>
												<dtsf:KwotaB>0.00</dtsf:KwotaB>
											</dtsf:KwotyPozycji>
										</dtsf:PozycjaUszczegolawiajaca>
										<dtsf:PozycjaUszczegolawiajaca>
											<dtsf:NazwaPozycji>– pokrycia straty z lat ubiegłych z kapitałów: zapasowego i rezerwowego</dtsf:NazwaPozycji>
											<dtsf:KwotyPozycji>
												<dtsf:KwotaA>0.00</dtsf:KwotaA>
												<dtsf:KwotaB>0.00</dtsf:KwotaB>
											</dtsf:KwotyPozycji>
										</dtsf:PozycjaUszczegolawiajaca>
										<dtsf:PozycjaUszczegolawiajaca>
											<dtsf:NazwaPozycji>– pokrycia straty z lat ubiegłych z obniżenia kapitału podstawowego</dtsf:NazwaPozycji>
											<dtsf:KwotyPozycji>
												<dtsf:KwotaA>0.00</dtsf:KwotaA>
												<dtsf:KwotaB>0.00</dtsf:KwotaB>
											</dtsf:KwotyPozycji>
										</dtsf:PozycjaUszczegolawiajaca>
										<dtsf:PozycjaUszczegolawiajaca>
											<dtsf:NazwaPozycji>– pokrycia straty z lat ubiegłych z dopłat wspólników</dtsf:NazwaPozycji>
											<dtsf:KwotyPozycji>
												<dtsf:KwotaA>0.00</dtsf:KwotaA>
												<dtsf:KwotaB>0.00</dtsf:KwotaB>
											</dtsf:KwotyPozycji>
										</dtsf:PozycjaUszczegolawiajaca>
										<dtsf:PozycjaUszczegolawiajaca>
											<dtsf:NazwaPozycji>–korekta </dtsf:NazwaPozycji>
											<dtsf:KwotyPozycji>
												<dtsf:KwotaA>0.00</dtsf:KwotaA>
												<dtsf:KwotaB>0.00</dtsf:KwotaB>
											</dtsf:KwotyPozycji>
										</dtsf:PozycjaUszczegolawiajaca>
								</jin:IA_5_5_B>
						</jin:IA_5_5>
						<jin:IA_5_6>
							<dtsf:KwotaA>1233092.69</dtsf:KwotaA>
							<dtsf:KwotaB>0.00</dtsf:KwotaB>
						</jin:IA_5_6>
						<jin:IA_5_7>
							<dtsf:KwotaA>-1233092.69</dtsf:KwotaA>
							<dtsf:KwotaB>0.00</dtsf:KwotaB>
						</jin:IA_5_7>
				</jin:IA_5>
				<jin:IA_6>
					<dtsf:KwotaA>-1366524.60</dtsf:KwotaA>
					<dtsf:KwotaB>-1233092.69</dtsf:KwotaB>
						<jin:IA_6_A>
							<dtsf:KwotaA>0.00</dtsf:KwotaA>
							<dtsf:KwotaB>0.00</dtsf:KwotaB>
						</jin:IA_6_A>
						<jin:IA_6_B>
							<dtsf:KwotaA>1366524.60</dtsf:KwotaA>
							<dtsf:KwotaB>1233092.69</dtsf:KwotaB>
						</jin:IA_6_B>
						<jin:IA_6_C>
							<dtsf:KwotaA>0.00</dtsf:KwotaA>
							<dtsf:KwotaB>0.00</dtsf:KwotaB>
						</jin:IA_6_C>
				</jin:IA_6>
		</jin:IA>
		<jin:II>
			<dtsf:KwotaA>1816825.34</dtsf:KwotaA>
			<dtsf:KwotaB>483349.94</dtsf:KwotaB>
		</jin:II>
		<jin:III>
			<dtsf:KwotaA>0.00</dtsf:KwotaA>
			<dtsf:KwotaB>483349.94</dtsf:KwotaB>
		</jin:III>
	</ZestZmianWKapitale>
	<RachPrzeplywow>
		<jin:PrzeplywyPosr>
			<jin:A>
					<jin:A_I>
						<dtsf:KwotaA>-1366524.60</dtsf:KwotaA>
						<dtsf:KwotaB>-1233092.69</dtsf:KwotaB>
					</jin:A_I>
					<jin:A_II>
						<dtsf:KwotaA>-143049.48</dtsf:KwotaA>
						<dtsf:KwotaB>797455.55</dtsf:KwotaB>
							<jin:A_II_1>
								<dtsf:KwotaA>112089.38</dtsf:KwotaA>
								<dtsf:KwotaB>244263.03</dtsf:KwotaB>
							</jin:A_II_1>
							<jin:A_II_2>
								<dtsf:KwotaA>0.00</dtsf:KwotaA>
								<dtsf:KwotaB>0.00</dtsf:KwotaB>
							</jin:A_II_2>
							<jin:A_II_3>
								<dtsf:KwotaA>0.00</dtsf:KwotaA>
								<dtsf:KwotaB>0.00</dtsf:KwotaB>
							</jin:A_II_3>
							<jin:A_II_4>
								<dtsf:KwotaA>15000.00</dtsf:KwotaA>
								<dtsf:KwotaB>0.00</dtsf:KwotaB>
							</jin:A_II_4>
							<jin:A_II_5>
								<dtsf:KwotaA>-11601.00</dtsf:KwotaA>
								<dtsf:KwotaB>-22566.00</dtsf:KwotaB>
							</jin:A_II_5>
							<jin:A_II_6>
								<dtsf:KwotaA>-536397.82</dtsf:KwotaA>
								<dtsf:KwotaB>943244.00</dtsf:KwotaB>
							</jin:A_II_6>
							<jin:A_II_7>
								<dtsf:KwotaA>224260.71</dtsf:KwotaA>
								<dtsf:KwotaB>273889.16</dtsf:KwotaB>
							</jin:A_II_7>
							<jin:A_II_8>
								<dtsf:KwotaA>-25746.22</dtsf:KwotaA>
								<dtsf:KwotaB>-438391.58</dtsf:KwotaB>
							</jin:A_II_8>
							<jin:A_II_9>
								<dtsf:KwotaA>9912.29</dtsf:KwotaA>
								<dtsf:KwotaB>18346.54</dtsf:KwotaB>
							</jin:A_II_9>
							<jin:A_II_10>
								<dtsf:KwotaA>69433.18</dtsf:KwotaA>
								<dtsf:KwotaB>-221329.60</dtsf:KwotaB>
							</jin:A_II_10>
					</jin:A_II>
					<jin:A_III>
						<dtsf:KwotaA>-1509574.08</dtsf:KwotaA>
						<dtsf:KwotaB>-435637.14</dtsf:KwotaB>
					</jin:A_III>
			</jin:A>
			<jin:B>
					<jin:B_I>
						<dtsf:KwotaA>100800.00</dtsf:KwotaA>
						<dtsf:KwotaB>36000.00</dtsf:KwotaB>
							<jin:B_I_1>
								<dtsf:KwotaA>0.00</dtsf:KwotaA>
								<dtsf:KwotaB>0.00</dtsf:KwotaB>
							</jin:B_I_1>
							<jin:B_I_2>
								<dtsf:KwotaA>0.00</dtsf:KwotaA>
								<dtsf:KwotaB>0.00</dtsf:KwotaB>
							</jin:B_I_2>
							<jin:B_I_3>
								<dtsf:KwotaA>100800.00</dtsf:KwotaA>
								<dtsf:KwotaB>36000.00</dtsf:KwotaB>
									<jin:B_I_3_A>
										<dtsf:KwotaA>0.00</dtsf:KwotaA>
										<dtsf:KwotaB>0.00</dtsf:KwotaB>
											<dtsf:PozycjaUszczegolawiajaca>
												<dtsf:NazwaPozycji>– zbycie aktywów finansowych</dtsf:NazwaPozycji>
												<dtsf:KwotyPozycji>
													<dtsf:KwotaA>0.00</dtsf:KwotaA>
													<dtsf:KwotaB>0.00</dtsf:KwotaB>
												</dtsf:KwotyPozycji>
											</dtsf:PozycjaUszczegolawiajaca>
											<dtsf:PozycjaUszczegolawiajaca>
												<dtsf:NazwaPozycji>– dywidendy i udziały w zyskach</dtsf:NazwaPozycji>
												<dtsf:KwotyPozycji>
													<dtsf:KwotaA>0.00</dtsf:KwotaA>
													<dtsf:KwotaB>0.00</dtsf:KwotaB>
												</dtsf:KwotyPozycji>
											</dtsf:PozycjaUszczegolawiajaca>
											<dtsf:PozycjaUszczegolawiajaca>
												<dtsf:NazwaPozycji>– spłata udzielonych pożyczek długoterminowych</dtsf:NazwaPozycji>
												<dtsf:KwotyPozycji>
													<dtsf:KwotaA>0.00</dtsf:KwotaA>
													<dtsf:KwotaB>0.00</dtsf:KwotaB>
												</dtsf:KwotyPozycji>
											</dtsf:PozycjaUszczegolawiajaca>
											<dtsf:PozycjaUszczegolawiajaca>
												<dtsf:NazwaPozycji>– odsetki</dtsf:NazwaPozycji>
												<dtsf:KwotyPozycji>
													<dtsf:KwotaA>0.00</dtsf:KwotaA>
													<dtsf:KwotaB>0.00</dtsf:KwotaB>
												</dtsf:KwotyPozycji>
											</dtsf:PozycjaUszczegolawiajaca>
											<dtsf:PozycjaUszczegolawiajaca>
												<dtsf:NazwaPozycji>– inne wpływy z aktywów finansowych</dtsf:NazwaPozycji>
												<dtsf:KwotyPozycji>
													<dtsf:KwotaA>0.00</dtsf:KwotaA>
													<dtsf:KwotaB>0.00</dtsf:KwotaB>
												</dtsf:KwotyPozycji>
											</dtsf:PozycjaUszczegolawiajaca>
									</jin:B_I_3_A>
									<jin:B_I_3_B>
										<dtsf:KwotaA>100800.00</dtsf:KwotaA>
										<dtsf:KwotaB>36000.00</dtsf:KwotaB>
											<jin:B_I_3_B_1>
												<dtsf:KwotaA>0.00</dtsf:KwotaA>
												<dtsf:KwotaB>0.00</dtsf:KwotaB>
											</jin:B_I_3_B_1>
											<jin:B_I_3_B_2>
												<dtsf:KwotaA>0.00</dtsf:KwotaA>
												<dtsf:KwotaB>0.00</dtsf:KwotaB>
											</jin:B_I_3_B_2>
											<jin:B_I_3_B_3>
												<dtsf:KwotaA>100800.00</dtsf:KwotaA>
												<dtsf:KwotaB>36000.00</dtsf:KwotaB>
											</jin:B_I_3_B_3>
											<jin:B_I_3_B_4>
												<dtsf:KwotaA>0.00</dtsf:KwotaA>
												<dtsf:KwotaB>0.00</dtsf:KwotaB>
											</jin:B_I_3_B_4>
											<jin:B_I_3_B_5>
												<dtsf:KwotaA>0.00</dtsf:KwotaA>
												<dtsf:KwotaB>0.00</dtsf:KwotaB>
											</jin:B_I_3_B_5>
									</jin:B_I_3_B>
							</jin:B_I_3>
							<jin:B_I_4>
								<dtsf:KwotaA>0.00</dtsf:KwotaA>
								<dtsf:KwotaB>0.00</dtsf:KwotaB>
							</jin:B_I_4>
					</jin:B_I>
					<jin:B_II>
						<dtsf:KwotaA>533202.46</dtsf:KwotaA>
						<dtsf:KwotaB>0.00</dtsf:KwotaB>
							<jin:B_II_1>
								<dtsf:KwotaA>10962.46</dtsf:KwotaA>
								<dtsf:KwotaB>0.00</dtsf:KwotaB>
							</jin:B_II_1>
							<jin:B_II_2>
								<dtsf:KwotaA>0.00</dtsf:KwotaA>
								<dtsf:KwotaB>0.00</dtsf:KwotaB>
							</jin:B_II_2>
							<jin:B_II_3>
								<dtsf:KwotaA>522240.00</dtsf:KwotaA>
								<dtsf:KwotaB>0.00</dtsf:KwotaB>
									<jin:B_II_3_A>
										<dtsf:KwotaA>510000.00</dtsf:KwotaA>
										<dtsf:KwotaB>0.00</dtsf:KwotaB>
											<dtsf:PozycjaUszczegolawiajaca>
												<dtsf:NazwaPozycji>– nabycie aktywów finansowych</dtsf:NazwaPozycji>
												<dtsf:KwotyPozycji>
													<dtsf:KwotaA>510000.00</dtsf:KwotaA>
													<dtsf:KwotaB>0.00</dtsf:KwotaB>
												</dtsf:KwotyPozycji>
											</dtsf:PozycjaUszczegolawiajaca>
											<dtsf:PozycjaUszczegolawiajaca>
												<dtsf:NazwaPozycji>– udzielone pożyczki długoterminowe</dtsf:NazwaPozycji>
												<dtsf:KwotyPozycji>
													<dtsf:KwotaA>0.00</dtsf:KwotaA>
													<dtsf:KwotaB>0.00</dtsf:KwotaB>
												</dtsf:KwotyPozycji>
											</dtsf:PozycjaUszczegolawiajaca>
									</jin:B_II_3_A>
									<jin:B_II_3_B>
										<dtsf:KwotaA>12240.00</dtsf:KwotaA>
										<dtsf:KwotaB>0.00</dtsf:KwotaB>
											<jin:B_II_3_B_1>
												<dtsf:KwotaA>12240.00</dtsf:KwotaA>
												<dtsf:KwotaB>0.00</dtsf:KwotaB>
											</jin:B_II_3_B_1>
											<jin:B_II_3_B_2>
												<dtsf:KwotaA>0.00</dtsf:KwotaA>
												<dtsf:KwotaB>0.00</dtsf:KwotaB>
											</jin:B_II_3_B_2>
									</jin:B_II_3_B>
							</jin:B_II_3>
							<jin:B_II_4>
								<dtsf:KwotaA>0.00</dtsf:KwotaA>
								<dtsf:KwotaB>0.00</dtsf:KwotaB>
							</jin:B_II_4>
					</jin:B_II>
					<jin:B_III>
						<dtsf:KwotaA>-432402.46</dtsf:KwotaA>
						<dtsf:KwotaB>36000.00</dtsf:KwotaB>
					</jin:B_III>
			</jin:B>
			<jin:C>
					<jin:C_I>
						<dtsf:KwotaA>2705143.65</dtsf:KwotaA>
						<dtsf:KwotaB>221329.60</dtsf:KwotaB>
							<jin:C_I_1>
								<dtsf:KwotaA>2700000.00</dtsf:KwotaA>
								<dtsf:KwotaB>0.00</dtsf:KwotaB>
							</jin:C_I_1>
							<jin:C_I_2>
								<dtsf:KwotaA>5143.65</dtsf:KwotaA>
								<dtsf:KwotaB>0.00</dtsf:KwotaB>
							</jin:C_I_2>
							<jin:C_I_3>
								<dtsf:KwotaA>0.00</dtsf:KwotaA>
								<dtsf:KwotaB>0.00</dtsf:KwotaB>
							</jin:C_I_3>
							<jin:C_I_4>
								<dtsf:KwotaA>0.00</dtsf:KwotaA>
								<dtsf:KwotaB>221329.60</dtsf:KwotaB>
							</jin:C_I_4>
					</jin:C_I>
					<jin:C_II>
						<dtsf:KwotaA>0.00</dtsf:KwotaA>
						<dtsf:KwotaB>23039.16</dtsf:KwotaB>
							<jin:C_II_1>
								<dtsf:KwotaA>0.00</dtsf:KwotaA>
								<dtsf:KwotaB>0.00</dtsf:KwotaB>
							</jin:C_II_1>
							<jin:C_II_2>
								<dtsf:KwotaA>0.00</dtsf:KwotaA>
								<dtsf:KwotaB>0.00</dtsf:KwotaB>
							</jin:C_II_2>
							<jin:C_II_3>
								<dtsf:KwotaA>0.00</dtsf:KwotaA>
								<dtsf:KwotaB>0.00</dtsf:KwotaB>
							</jin:C_II_3>
							<jin:C_II_4>
								<dtsf:KwotaA>0.00</dtsf:KwotaA>
								<dtsf:KwotaB>0.00</dtsf:KwotaB>
							</jin:C_II_4>
							<jin:C_II_5>
								<dtsf:KwotaA>0.00</dtsf:KwotaA>
								<dtsf:KwotaB>0.00</dtsf:KwotaB>
							</jin:C_II_5>
							<jin:C_II_6>
								<dtsf:KwotaA>0.00</dtsf:KwotaA>
								<dtsf:KwotaB>0.00</dtsf:KwotaB>
							</jin:C_II_6>
							<jin:C_II_7>
								<dtsf:KwotaA>0.00</dtsf:KwotaA>
								<dtsf:KwotaB>23039.16</dtsf:KwotaB>
							</jin:C_II_7>
							<jin:C_II_8>
								<dtsf:KwotaA>0.00</dtsf:KwotaA>
								<dtsf:KwotaB>0.00</dtsf:KwotaB>
							</jin:C_II_8>
							<jin:C_II_9>
								<dtsf:KwotaA>0.00</dtsf:KwotaA>
								<dtsf:KwotaB>0.00</dtsf:KwotaB>
							</jin:C_II_9>
					</jin:C_II>
					<jin:C_III>
						<dtsf:KwotaA>2705143.65</dtsf:KwotaA>
						<dtsf:KwotaB>198290.44</dtsf:KwotaB>
					</jin:C_III>
			</jin:C>
			<jin:D>
				<dtsf:KwotaA>763167.11</dtsf:KwotaA>
				<dtsf:KwotaB>-201346.70</dtsf:KwotaB>
			</jin:D>
			<jin:E>
				<dtsf:KwotaA>763167.11</dtsf:KwotaA>
				<dtsf:KwotaB>-201346.70</dtsf:KwotaB>
					<jin:E_1>
						<dtsf:KwotaA>0.00</dtsf:KwotaA>
						<dtsf:KwotaB>0.00</dtsf:KwotaB>
					</jin:E_1>
			</jin:E>
			<jin:F>
				<dtsf:KwotaA>135801.20</dtsf:KwotaA>
				<dtsf:KwotaB>337147.90</dtsf:KwotaB>
			</jin:F>
			<jin:G>
				<dtsf:KwotaA>898968.31</dtsf:KwotaA>
				<dtsf:KwotaB>135801.20</dtsf:KwotaB>
					<jin:G_1>
						<dtsf:KwotaA>0.00</dtsf:KwotaA>
						<dtsf:KwotaB>0.00</dtsf:KwotaB>
					</jin:G_1>
			</jin:G>
		</jin:PrzeplywyPosr>
	</RachPrzeplywow>
	<DodatkoweInformacjeIObjasnieniaJednostkaInna>
		<DodatkoweInformacjeIObjasnienia>
			<dtsf:Opis>Dodatkowe informacje i objaśnienia</dtsf:Opis>
				<dtsf:Plik>
					<dtsf:Nazwa>ID2020.pdf</dtsf:Nazwa>
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		</DodatkoweInformacjeIObjasnienia>
		<DodatkoweInformacjeIObjasnienia>
			<dtsf:Opis>noty </dtsf:Opis>
				<dtsf:Plik>
					<dtsf:Nazwa>noty20202.pdf</dtsf:Nazwa>
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						</dtsf:PozycjaUzytkownika>
						<dtsf:PozycjaUzytkownika>
							<dtsf:NazwaPozycji>środki pieniężne otrzymane przez wspólnika spółki niebędącej osobą prawną z tytułu: - likwidacji takiej spółki, - wystąpienia z takiej spółki</dtsf:NazwaPozycji>
							<dtsf:Kwoty>
								<dtsf:RB>
									<dtsf:Kwota>
										<dtsf:KwotaA>0.00</dtsf:KwotaA>
										<dtsf:KwotaB>0.00</dtsf:KwotaB>
										<dtsf:KwotaC>0.00</dtsf:KwotaC>
									</dtsf:Kwota>
									<dtsf:PodstawaPrawna>
										<dtsf:Art>12</dtsf:Art>
										<dtsf:Ust>4</dtsf:Ust>
										<dtsf:Pkt>3a</dtsf:Pkt>
									</dtsf:PodstawaPrawna>
								</dtsf:RB>
								<dtsf:RP>
									<dtsf:KwotaA>0.00</dtsf:KwotaA>
									<dtsf:KwotaB>0.00</dtsf:KwotaB>
									<dtsf:KwotaC>0.00</dtsf:KwotaC>
								</dtsf:RP>
							</dtsf:Kwoty>
						</dtsf:PozycjaUzytkownika>
						<dtsf:PozycjaUzytkownika>
							<dtsf:NazwaPozycji>inne niż środki pieniężne składniki  otrzymane przez wspólnika spółki niebędącej osobą prawną z tytułu: - likwidacji takiej spółki, - wystąpienia z takiej spółki</dtsf:NazwaPozycji>
							<dtsf:Kwoty>
								<dtsf:RB>
									<dtsf:Kwota>
										<dtsf:KwotaA>0.00</dtsf:KwotaA>
										<dtsf:KwotaB>0.00</dtsf:KwotaB>
										<dtsf:KwotaC>0.00</dtsf:KwotaC>
									</dtsf:Kwota>
									<dtsf:PodstawaPrawna>
										<dtsf:Art>12</dtsf:Art>
										<dtsf:Ust>4</dtsf:Ust>
										<dtsf:Pkt>3b</dtsf:Pkt>
									</dtsf:PodstawaPrawna>
								</dtsf:RB>
								<dtsf:RP>
									<dtsf:KwotaA>0.00</dtsf:KwotaA>
									<dtsf:KwotaB>0.00</dtsf:KwotaB>
									<dtsf:KwotaC>0.00</dtsf:KwotaC>
								</dtsf:RP>
							</dtsf:Kwoty>
						</dtsf:PozycjaUzytkownika>
						<dtsf:PozycjaUzytkownika>
							<dtsf:NazwaPozycji>przychody z tytułu przeniesienia własności składników majątku będących przedmiotem wkładu niepieniężnego (aportu) wnoszone do spółki niebędącej osobą prawną</dtsf:NazwaPozycji>
							<dtsf:Kwoty>
								<dtsf:RB>
									<dtsf:Kwota>
										<dtsf:KwotaA>0.00</dtsf:KwotaA>
										<dtsf:KwotaB>0.00</dtsf:KwotaB>
										<dtsf:KwotaC>0.00</dtsf:KwotaC>
									</dtsf:Kwota>
									<dtsf:PodstawaPrawna>
										<dtsf:Art>12</dtsf:Art>
										<dtsf:Ust>4</dtsf:Ust>
										<dtsf:Pkt>3c</dtsf:Pkt>
									</dtsf:PodstawaPrawna>
								</dtsf:RB>
								<dtsf:RP>
									<dtsf:KwotaA>0.00</dtsf:KwotaA>
									<dtsf:KwotaB>0.00</dtsf:KwotaB>
									<dtsf:KwotaC>0.00</dtsf:KwotaC>
								</dtsf:RP>
							</dtsf:Kwoty>
						</dtsf:PozycjaUzytkownika>
						<dtsf:PozycjaUzytkownika>
							<dtsf:NazwaPozycji>przychody z wystąpienia ze spółki, o której mowa w art. 1 ust. 3</dtsf:NazwaPozycji>
							<dtsf:Kwoty>
								<dtsf:RB>
									<dtsf:Kwota>
										<dtsf:KwotaA>0.00</dtsf:KwotaA>
										<dtsf:KwotaB>0.00</dtsf:KwotaB>
										<dtsf:KwotaC>0.00</dtsf:KwotaC>
									</dtsf:Kwota>
									<dtsf:PodstawaPrawna>
										<dtsf:Art>12</dtsf:Art>
										<dtsf:Ust>4</dtsf:Ust>
										<dtsf:Pkt>3d</dtsf:Pkt>
									</dtsf:PodstawaPrawna>
								</dtsf:RB>
								<dtsf:RP>
									<dtsf:KwotaA>0.00</dtsf:KwotaA>
									<dtsf:KwotaB>0.00</dtsf:KwotaB>
									<dtsf:KwotaC>0.00</dtsf:KwotaC>
								</dtsf:RP>
							</dtsf:Kwoty>
						</dtsf:PozycjaUzytkownika>
						<dtsf:PozycjaUzytkownika>
							<dtsf:NazwaPozycji>zwrócone, umorzone lub zaniechane podatki i opłaty stanowiące dochody budżetu państwa albo budżetów jst, niezaliczonych do kosztów uzyskania przychodów</dtsf:NazwaPozycji>
							<dtsf:Kwoty>
								<dtsf:RB>
									<dtsf:Kwota>
										<dtsf:KwotaA>0.00</dtsf:KwotaA>
										<dtsf:KwotaB>0.00</dtsf:KwotaB>
										<dtsf:KwotaC>0.00</dtsf:KwotaC>
									</dtsf:Kwota>
									<dtsf:PodstawaPrawna>
										<dtsf:Art>12</dtsf:Art>
										<dtsf:Ust>4</dtsf:Ust>
										<dtsf:Pkt>6</dtsf:Pkt>
									</dtsf:PodstawaPrawna>
								</dtsf:RB>
								<dtsf:RP>
									<dtsf:KwotaA>0.00</dtsf:KwotaA>
									<dtsf:KwotaB>0.00</dtsf:KwotaB>
									<dtsf:KwotaC>0.00</dtsf:KwotaC>
								</dtsf:RP>
							</dtsf:Kwoty>
						</dtsf:PozycjaUzytkownika>
						<dtsf:PozycjaUzytkownika>
							<dtsf:NazwaPozycji>zwrócone inne wydatki nie zaliczone do kosztów uzyskania przychodów</dtsf:NazwaPozycji>
							<dtsf:Kwoty>
								<dtsf:RB>
									<dtsf:Kwota>
										<dtsf:KwotaA>0.00</dtsf:KwotaA>
										<dtsf:KwotaB>0.00</dtsf:KwotaB>
										<dtsf:KwotaC>0.00</dtsf:KwotaC>
									</dtsf:Kwota>
									<dtsf:PodstawaPrawna>
										<dtsf:Art>12</dtsf:Art>
										<dtsf:Ust>4</dtsf:Ust>
										<dtsf:Pkt>6a</dtsf:Pkt>
									</dtsf:PodstawaPrawna>
								</dtsf:RB>
								<dtsf:RP>
									<dtsf:KwotaA>0.00</dtsf:KwotaA>
									<dtsf:KwotaB>0.00</dtsf:KwotaB>
									<dtsf:KwotaC>0.00</dtsf:KwotaC>
								</dtsf:RP>
							</dtsf:Kwoty>
						</dtsf:PozycjaUzytkownika>
						<dtsf:PozycjaUzytkownika>
							<dtsf:NazwaPozycji>zwrócone, umorzone lub zaniechane wpłaty dokonywane na PFRON niezaliczonych do kosztów uzyskania przychodów</dtsf:NazwaPozycji>
							<dtsf:Kwoty>
								<dtsf:RB>
									<dtsf:Kwota>
										<dtsf:KwotaA>0.00</dtsf:KwotaA>
										<dtsf:KwotaB>0.00</dtsf:KwotaB>
										<dtsf:KwotaC>0.00</dtsf:KwotaC>
									</dtsf:Kwota>
									<dtsf:PodstawaPrawna>
										<dtsf:Art>12</dtsf:Art>
										<dtsf:Ust>4</dtsf:Ust>
										<dtsf:Pkt>6b</dtsf:Pkt>
									</dtsf:PodstawaPrawna>
								</dtsf:RB>
								<dtsf:RP>
									<dtsf:KwotaA>0.00</dtsf:KwotaA>
									<dtsf:KwotaB>0.00</dtsf:KwotaB>
									<dtsf:KwotaC>0.00</dtsf:KwotaC>
								</dtsf:RP>
							</dtsf:Kwoty>
						</dtsf:PozycjaUzytkownika>
						<dtsf:PozycjaUzytkownika>
							<dtsf:NazwaPozycji>odsetki budżetowe otrzymane, a także oprocentowania zwrotu różnicy podatku od towarów i usług, w rozumieniu odrębnych przepisów</dtsf:NazwaPozycji>
							<dtsf:Kwoty>
								<dtsf:RB>
									<dtsf:Kwota>
										<dtsf:KwotaA>0.00</dtsf:KwotaA>
										<dtsf:KwotaB>0.00</dtsf:KwotaB>
										<dtsf:KwotaC>0.00</dtsf:KwotaC>
									</dtsf:Kwota>
									<dtsf:PodstawaPrawna>
										<dtsf:Art>12</dtsf:Art>
										<dtsf:Ust>4</dtsf:Ust>
										<dtsf:Pkt>7</dtsf:Pkt>
									</dtsf:PodstawaPrawna>
								</dtsf:RB>
								<dtsf:RP>
									<dtsf:KwotaA>0.00</dtsf:KwotaA>
									<dtsf:KwotaB>0.00</dtsf:KwotaB>
									<dtsf:KwotaC>0.00</dtsf:KwotaC>
								</dtsf:RP>
							</dtsf:Kwoty>
						</dtsf:PozycjaUzytkownika>
						<dtsf:PozycjaUzytkownika>
							<dtsf:NazwaPozycji>równowartość umorzonych zobowiązań, w tym także z tytułu pożyczek (kredytów), jeżeli umorzenie zobowiązań jest związane z postępowaniem ugodowym lub restrukturyzacją</dtsf:NazwaPozycji>
							<dtsf:Kwoty>
								<dtsf:RB>
									<dtsf:Kwota>
										<dtsf:KwotaA>0.00</dtsf:KwotaA>
										<dtsf:KwotaB>0.00</dtsf:KwotaB>
										<dtsf:KwotaC>0.00</dtsf:KwotaC>
									</dtsf:Kwota>
									<dtsf:PodstawaPrawna>
										<dtsf:Art>12</dtsf:Art>
										<dtsf:Ust>4</dtsf:Ust>
										<dtsf:Pkt>8</dtsf:Pkt>
									</dtsf:PodstawaPrawna>
								</dtsf:RB>
								<dtsf:RP>
									<dtsf:KwotaA>0.00</dtsf:KwotaA>
									<dtsf:KwotaB>0.00</dtsf:KwotaB>
									<dtsf:KwotaC>0.00</dtsf:KwotaC>
								</dtsf:RP>
							</dtsf:Kwoty>
						</dtsf:PozycjaUzytkownika>
						<dtsf:PozycjaUzytkownika>
							<dtsf:NazwaPozycji>zwrócona, na podstawie odrębnych przepisów, różnica podatku od towarów i usług</dtsf:NazwaPozycji>
							<dtsf:Kwoty>
								<dtsf:RB>
									<dtsf:Kwota>
										<dtsf:KwotaA>0.00</dtsf:KwotaA>
										<dtsf:KwotaB>0.00</dtsf:KwotaB>
										<dtsf:KwotaC>0.00</dtsf:KwotaC>
									</dtsf:Kwota>
									<dtsf:PodstawaPrawna>
										<dtsf:Art>12</dtsf:Art>
										<dtsf:Ust>4</dtsf:Ust>
										<dtsf:Pkt>10</dtsf:Pkt>
									</dtsf:PodstawaPrawna>
								</dtsf:RB>
								<dtsf:RP>
									<dtsf:KwotaA>0.00</dtsf:KwotaA>
									<dtsf:KwotaB>0.00</dtsf:KwotaB>
									<dtsf:KwotaC>0.00</dtsf:KwotaC>
								</dtsf:RP>
							</dtsf:Kwoty>
						</dtsf:PozycjaUzytkownika>
						<dtsf:PozycjaUzytkownika>
							<dtsf:NazwaPozycji>wyksięgowanie leasingu operacyjnego wykazywanego do celów bilansowych jak leasing finansowy</dtsf:NazwaPozycji>
							<dtsf:Kwoty>
								<dtsf:RB>
									<dtsf:Kwota>
										<dtsf:KwotaA>98633.73</dtsf:KwotaA>
										<dtsf:KwotaB>0.00</dtsf:KwotaB>
										<dtsf:KwotaC>98633.73</dtsf:KwotaC>
									</dtsf:Kwota>
									<dtsf:PodstawaPrawna>
										<dtsf:Art>…</dtsf:Art>
									</dtsf:PodstawaPrawna>
								</dtsf:RB>
								<dtsf:RP>
									<dtsf:KwotaA>0.00</dtsf:KwotaA>
									<dtsf:KwotaB>0.00</dtsf:KwotaB>
									<dtsf:KwotaC>0.00</dtsf:KwotaC>
								</dtsf:RP>
							</dtsf:Kwoty>
						</dtsf:PozycjaUzytkownika>
						<dtsf:Pozostale>
								<dtsf:RB>
									<dtsf:KwotaA>5000.00</dtsf:KwotaA>
									<dtsf:KwotaB>0.00</dtsf:KwotaB>
									<dtsf:KwotaC>5000.00</dtsf:KwotaC>
								</dtsf:RB>
								<dtsf:RP>
									<dtsf:KwotaA>0.00</dtsf:KwotaA>
									<dtsf:KwotaB>0.00</dtsf:KwotaB>
									<dtsf:KwotaC>0.00</dtsf:KwotaC>
								</dtsf:RP>
						</dtsf:Pozostale>
				</dtsf:P_ID_2>
				<dtsf:P_ID_3>
					<dtsf:Kwota>
						<dtsf:RB>
							<dtsf:KwotaA>3986.02</dtsf:KwotaA>
							<dtsf:KwotaB>0.00</dtsf:KwotaB>
							<dtsf:KwotaC>3986.02</dtsf:KwotaC>
						</dtsf:RB>
						<dtsf:RP>
							<dtsf:KwotaA>227633.86</dtsf:KwotaA>
							<dtsf:KwotaB>0.00</dtsf:KwotaB>
							<dtsf:KwotaC>227633.86</dtsf:KwotaC>
						</dtsf:RP>
					</dtsf:Kwota>
						<dtsf:PozycjaUzytkownika>
							<dtsf:NazwaPozycji>naliczone, nieotrzymane odsetki od należności, w tym również od udzielonych pożyczek (kredytów);</dtsf:NazwaPozycji>
							<dtsf:Kwoty>
								<dtsf:RB>
									<dtsf:Kwota>
										<dtsf:KwotaA>3986.02</dtsf:KwotaA>
										<dtsf:KwotaB>0.00</dtsf:KwotaB>
										<dtsf:KwotaC>3986.02</dtsf:KwotaC>
									</dtsf:Kwota>
									<dtsf:PodstawaPrawna>
										<dtsf:Art>12</dtsf:Art>
										<dtsf:Ust>4</dtsf:Ust>
										<dtsf:Pkt>2</dtsf:Pkt>
									</dtsf:PodstawaPrawna>
								</dtsf:RB>
								<dtsf:RP>
									<dtsf:KwotaA>9262.36</dtsf:KwotaA>
									<dtsf:KwotaB>0.00</dtsf:KwotaB>
									<dtsf:KwotaC>9262.36</dtsf:KwotaC>
								</dtsf:RP>
							</dtsf:Kwoty>
						</dtsf:PozycjaUzytkownika>
						<dtsf:PozycjaUzytkownika>
							<dtsf:NazwaPozycji>róznice kursowe niezrealizowane</dtsf:NazwaPozycji>
							<dtsf:Kwoty>
								<dtsf:RB>
									<dtsf:Kwota>
										<dtsf:KwotaA>0.00</dtsf:KwotaA>
										<dtsf:KwotaB>0.00</dtsf:KwotaB>
										<dtsf:KwotaC>0.00</dtsf:KwotaC>
									</dtsf:Kwota>
									<dtsf:PodstawaPrawna>
										<dtsf:Art>15a</dtsf:Art>
										<dtsf:Ust>2</dtsf:Ust>
									</dtsf:PodstawaPrawna>
								</dtsf:RB>
								<dtsf:RP>
									<dtsf:KwotaA>0.00</dtsf:KwotaA>
									<dtsf:KwotaB>0.00</dtsf:KwotaB>
									<dtsf:KwotaC>0.00</dtsf:KwotaC>
								</dtsf:RP>
							</dtsf:Kwoty>
						</dtsf:PozycjaUzytkownika>
						<dtsf:PozycjaUzytkownika>
							<dtsf:NazwaPozycji>przychody bilansowe nie uznane podatkowo</dtsf:NazwaPozycji>
							<dtsf:Kwoty>
								<dtsf:RB>
									<dtsf:Kwota>
										<dtsf:KwotaA>0.00</dtsf:KwotaA>
										<dtsf:KwotaB>0.00</dtsf:KwotaB>
										<dtsf:KwotaC>0.00</dtsf:KwotaC>
									</dtsf:Kwota>
									<dtsf:PodstawaPrawna>
										<dtsf:Art>12</dtsf:Art>
										<dtsf:Ust>3a</dtsf:Ust>
									</dtsf:PodstawaPrawna>
								</dtsf:RB>
								<dtsf:RP>
									<dtsf:KwotaA>0.00</dtsf:KwotaA>
									<dtsf:KwotaB>0.00</dtsf:KwotaB>
									<dtsf:KwotaC>0.00</dtsf:KwotaC>
								</dtsf:RP>
							</dtsf:Kwoty>
						</dtsf:PozycjaUzytkownika>
						<dtsf:PozycjaUzytkownika>
							<dtsf:NazwaPozycji>dotacje</dtsf:NazwaPozycji>
							<dtsf:Kwoty>
								<dtsf:RB>
									<dtsf:Kwota>
										<dtsf:KwotaA>0.00</dtsf:KwotaA>
										<dtsf:KwotaB>0.00</dtsf:KwotaB>
										<dtsf:KwotaC>0.00</dtsf:KwotaC>
									</dtsf:Kwota>
									<dtsf:PodstawaPrawna>
										<dtsf:Art>…</dtsf:Art>
									</dtsf:PodstawaPrawna>
								</dtsf:RB>
								<dtsf:RP>
									<dtsf:KwotaA>207329.60</dtsf:KwotaA>
									<dtsf:KwotaB>0.00</dtsf:KwotaB>
									<dtsf:KwotaC>207329.60</dtsf:KwotaC>
								</dtsf:RP>
							</dtsf:Kwoty>
						</dtsf:PozycjaUzytkownika>
						<dtsf:Pozostale>
								<dtsf:RB>
									<dtsf:KwotaA>0.00</dtsf:KwotaA>
									<dtsf:KwotaB>0.00</dtsf:KwotaB>
									<dtsf:KwotaC>0.00</dtsf:KwotaC>
								</dtsf:RB>
								<dtsf:RP>
									<dtsf:KwotaA>11041.90</dtsf:KwotaA>
									<dtsf:KwotaB>0.00</dtsf:KwotaB>
									<dtsf:KwotaC>11041.90</dtsf:KwotaC>
								</dtsf:RP>
						</dtsf:Pozostale>
				</dtsf:P_ID_3>
				<dtsf:P_ID_4>
					<dtsf:Kwota>
						<dtsf:RB>
							<dtsf:KwotaA>0.00</dtsf:KwotaA>
							<dtsf:KwotaB>0.00</dtsf:KwotaB>
							<dtsf:KwotaC>0.00</dtsf:KwotaC>
						</dtsf:RB>
						<dtsf:RP>
							<dtsf:KwotaA>0.00</dtsf:KwotaA>
							<dtsf:KwotaB>0.00</dtsf:KwotaB>
							<dtsf:KwotaC>0.00</dtsf:KwotaC>
						</dtsf:RP>
					</dtsf:Kwota>
						<dtsf:PozycjaUzytkownika>
							<dtsf:NazwaPozycji>zapłacone odsetki bilansowo ujęte w poprzednim okresie sprawozdawczym</dtsf:NazwaPozycji>
							<dtsf:Kwoty>
								<dtsf:RB>
									<dtsf:Kwota>
										<dtsf:KwotaA>0.00</dtsf:KwotaA>
										<dtsf:KwotaB>0.00</dtsf:KwotaB>
										<dtsf:KwotaC>0.00</dtsf:KwotaC>
									</dtsf:Kwota>
									<dtsf:PodstawaPrawna>
										<dtsf:Art>12</dtsf:Art>
										<dtsf:Ust>4</dtsf:Ust>
										<dtsf:Pkt>2</dtsf:Pkt>
									</dtsf:PodstawaPrawna>
								</dtsf:RB>
								<dtsf:RP>
									<dtsf:KwotaA>0.00</dtsf:KwotaA>
									<dtsf:KwotaB>0.00</dtsf:KwotaB>
									<dtsf:KwotaC>0.00</dtsf:KwotaC>
								</dtsf:RP>
							</dtsf:Kwoty>
						</dtsf:PozycjaUzytkownika>
						<dtsf:PozycjaUzytkownika>
							<dtsf:NazwaPozycji>zrealizowane różnice kursowe</dtsf:NazwaPozycji>
							<dtsf:Kwoty>
								<dtsf:RB>
									<dtsf:Kwota>
										<dtsf:KwotaA>0.00</dtsf:KwotaA>
										<dtsf:KwotaB>0.00</dtsf:KwotaB>
										<dtsf:KwotaC>0.00</dtsf:KwotaC>
									</dtsf:Kwota>
									<dtsf:PodstawaPrawna>
										<dtsf:Art>12</dtsf:Art>
										<dtsf:Ust>1</dtsf:Ust>
										<dtsf:Pkt>1</dtsf:Pkt>
									</dtsf:PodstawaPrawna>
								</dtsf:RB>
								<dtsf:RP>
									<dtsf:KwotaA>0.00</dtsf:KwotaA>
									<dtsf:KwotaB>0.00</dtsf:KwotaB>
									<dtsf:KwotaC>0.00</dtsf:KwotaC>
								</dtsf:RP>
							</dtsf:Kwoty>
						</dtsf:PozycjaUzytkownika>
						<dtsf:PozycjaUzytkownika>
							<dtsf:NazwaPozycji>zafakturowane szacunki przychodów</dtsf:NazwaPozycji>
							<dtsf:Kwoty>
								<dtsf:RB>
									<dtsf:Kwota>
										<dtsf:KwotaA>0.00</dtsf:KwotaA>
										<dtsf:KwotaB>0.00</dtsf:KwotaB>
										<dtsf:KwotaC>0.00</dtsf:KwotaC>
									</dtsf:Kwota>
									<dtsf:PodstawaPrawna>
										<dtsf:Art>12</dtsf:Art>
										<dtsf:Ust>1</dtsf:Ust>
									</dtsf:PodstawaPrawna>
								</dtsf:RB>
								<dtsf:RP>
									<dtsf:KwotaA>0.00</dtsf:KwotaA>
									<dtsf:KwotaB>0.00</dtsf:KwotaB>
									<dtsf:KwotaC>0.00</dtsf:KwotaC>
								</dtsf:RP>
							</dtsf:Kwoty>
						</dtsf:PozycjaUzytkownika>
						<dtsf:PozycjaUzytkownika>
							<dtsf:NazwaPozycji>inne</dtsf:NazwaPozycji>
							<dtsf:Kwoty>
								<dtsf:RB>
									<dtsf:Kwota>
										<dtsf:KwotaA>0.00</dtsf:KwotaA>
										<dtsf:KwotaB>0.00</dtsf:KwotaB>
										<dtsf:KwotaC>0.00</dtsf:KwotaC>
									</dtsf:Kwota>
									<dtsf:PodstawaPrawna>
										<dtsf:Art>…</dtsf:Art>
									</dtsf:PodstawaPrawna>
								</dtsf:RB>
								<dtsf:RP>
									<dtsf:KwotaA>0.00</dtsf:KwotaA>
									<dtsf:KwotaB>0.00</dtsf:KwotaB>
									<dtsf:KwotaC>0.00</dtsf:KwotaC>
								</dtsf:RP>
							</dtsf:Kwoty>
						</dtsf:PozycjaUzytkownika>
						<dtsf:Pozostale>
								<dtsf:RB>
									<dtsf:KwotaA>0.00</dtsf:KwotaA>
									<dtsf:KwotaB>0.00</dtsf:KwotaB>
									<dtsf:KwotaC>0.00</dtsf:KwotaC>
								</dtsf:RB>
								<dtsf:RP>
									<dtsf:KwotaA>0.00</dtsf:KwotaA>
									<dtsf:KwotaB>0.00</dtsf:KwotaB>
									<dtsf:KwotaC>0.00</dtsf:KwotaC>
								</dtsf:RP>
						</dtsf:Pozostale>
				</dtsf:P_ID_4>
				<dtsf:P_ID_5>
					<dtsf:Kwota>
						<dtsf:RB>
							<dtsf:KwotaA>806930.68</dtsf:KwotaA>
							<dtsf:KwotaB>0.00</dtsf:KwotaB>
							<dtsf:KwotaC>806930.68</dtsf:KwotaC>
						</dtsf:RB>
						<dtsf:RP>
							<dtsf:KwotaA>1408709.39</dtsf:KwotaA>
							<dtsf:KwotaB>0.00</dtsf:KwotaB>
							<dtsf:KwotaC>1408709.39</dtsf:KwotaC>
						</dtsf:RP>
					</dtsf:Kwota>
						<dtsf:PozycjaUzytkownika>
							<dtsf:NazwaPozycji>wartość kosztu w tej części, w jakiej płatność wymagana przepisami została dokonana bez pośrednictwa rachunku płatniczego</dtsf:NazwaPozycji>
							<dtsf:Kwoty>
								<dtsf:RB>
									<dtsf:Kwota>
										<dtsf:KwotaA>0.00</dtsf:KwotaA>
										<dtsf:KwotaB>0.00</dtsf:KwotaB>
										<dtsf:KwotaC>0.00</dtsf:KwotaC>
									</dtsf:Kwota>
									<dtsf:PodstawaPrawna>
										<dtsf:Art>15d</dtsf:Art>
										<dtsf:Ust>1</dtsf:Ust>
									</dtsf:PodstawaPrawna>
								</dtsf:RB>
								<dtsf:RP>
									<dtsf:KwotaA>0.00</dtsf:KwotaA>
									<dtsf:KwotaB>0.00</dtsf:KwotaB>
									<dtsf:KwotaC>0.00</dtsf:KwotaC>
								</dtsf:RP>
							</dtsf:Kwoty>
						</dtsf:PozycjaUzytkownika>
						<dtsf:PozycjaUzytkownika>
							<dtsf:NazwaPozycji>odpisy i wpłaty na różnego rodzaju fundusze tworzone przez podatnika z wyjątkiem określonych przepisami</dtsf:NazwaPozycji>
							<dtsf:Kwoty>
								<dtsf:RB>
									<dtsf:Kwota>
										<dtsf:KwotaA>0.00</dtsf:KwotaA>
										<dtsf:KwotaB>0.00</dtsf:KwotaB>
										<dtsf:KwotaC>0.00</dtsf:KwotaC>
									</dtsf:Kwota>
									<dtsf:PodstawaPrawna>
										<dtsf:Art>16</dtsf:Art>
										<dtsf:Ust>1</dtsf:Ust>
										<dtsf:Pkt>9</dtsf:Pkt>
									</dtsf:PodstawaPrawna>
								</dtsf:RB>
								<dtsf:RP>
									<dtsf:KwotaA>0.00</dtsf:KwotaA>
									<dtsf:KwotaB>0.00</dtsf:KwotaB>
									<dtsf:KwotaC>0.00</dtsf:KwotaC>
								</dtsf:RP>
							</dtsf:Kwoty>
						</dtsf:PozycjaUzytkownika>
						<dtsf:PozycjaUzytkownika>
							<dtsf:NazwaPozycji>wydatki na nabycie lub wytworzenie składnika majątku, otrzymanego przez wspólnika w związku z likwidacją spółki niebędącej osobą prawną lub wystąpieniem z takiej spółki, niezaliczone do kosztów uzyskania przychodów w jakiejkolwiek formie</dtsf:NazwaPozycji>
							<dtsf:Kwoty>
								<dtsf:RB>
									<dtsf:Kwota>
										<dtsf:KwotaA>0.00</dtsf:KwotaA>
										<dtsf:KwotaB>0.00</dtsf:KwotaB>
										<dtsf:KwotaC>0.00</dtsf:KwotaC>
									</dtsf:Kwota>
									<dtsf:PodstawaPrawna>
										<dtsf:Art>16</dtsf:Art>
										<dtsf:Ust>1</dtsf:Ust>
										<dtsf:Pkt>8f</dtsf:Pkt>
									</dtsf:PodstawaPrawna>
								</dtsf:RB>
								<dtsf:RP>
									<dtsf:KwotaA>0.00</dtsf:KwotaA>
									<dtsf:KwotaB>0.00</dtsf:KwotaB>
									<dtsf:KwotaC>0.00</dtsf:KwotaC>
								</dtsf:RP>
							</dtsf:Kwoty>
						</dtsf:PozycjaUzytkownika>
						<dtsf:PozycjaUzytkownika>
							<dtsf:NazwaPozycji>darowizn i ofiar wszelkiego rodzaju, z wyjątkiem określonych przepisami</dtsf:NazwaPozycji>
							<dtsf:Kwoty>
								<dtsf:RB>
									<dtsf:Kwota>
										<dtsf:KwotaA>0.00</dtsf:KwotaA>
										<dtsf:KwotaB>0.00</dtsf:KwotaB>
										<dtsf:KwotaC>0.00</dtsf:KwotaC>
									</dtsf:Kwota>
									<dtsf:PodstawaPrawna>
										<dtsf:Art>16</dtsf:Art>
										<dtsf:Ust>1</dtsf:Ust>
										<dtsf:Pkt>14</dtsf:Pkt>
									</dtsf:PodstawaPrawna>
								</dtsf:RB>
								<dtsf:RP>
									<dtsf:KwotaA>0.00</dtsf:KwotaA>
									<dtsf:KwotaB>0.00</dtsf:KwotaB>
									<dtsf:KwotaC>0.00</dtsf:KwotaC>
								</dtsf:RP>
							</dtsf:Kwoty>
						</dtsf:PozycjaUzytkownika>
						<dtsf:PozycjaUzytkownika>
							<dtsf:NazwaPozycji>koszty egzekucyjne związanych z niewykonaniem zobowiązań</dtsf:NazwaPozycji>
							<dtsf:Kwoty>
								<dtsf:RB>
									<dtsf:Kwota>
										<dtsf:KwotaA>0.00</dtsf:KwotaA>
										<dtsf:KwotaB>0.00</dtsf:KwotaB>
										<dtsf:KwotaC>0.00</dtsf:KwotaC>
									</dtsf:Kwota>
									<dtsf:PodstawaPrawna>
										<dtsf:Art>16</dtsf:Art>
										<dtsf:Ust>1</dtsf:Ust>
										<dtsf:Pkt>17</dtsf:Pkt>
									</dtsf:PodstawaPrawna>
								</dtsf:RB>
								<dtsf:RP>
									<dtsf:KwotaA>0.00</dtsf:KwotaA>
									<dtsf:KwotaB>0.00</dtsf:KwotaB>
									<dtsf:KwotaC>0.00</dtsf:KwotaC>
								</dtsf:RP>
							</dtsf:Kwoty>
						</dtsf:PozycjaUzytkownika>
						<dtsf:PozycjaUzytkownika>
							<dtsf:NazwaPozycji>odpisy z tytułu zużycia samochodu osobowego powyżej określonych przepisami limitów</dtsf:NazwaPozycji>
							<dtsf:Kwoty>
								<dtsf:RB>
									<dtsf:Kwota>
										<dtsf:KwotaA>0.00</dtsf:KwotaA>
										<dtsf:KwotaB>0.00</dtsf:KwotaB>
										<dtsf:KwotaC>0.00</dtsf:KwotaC>
									</dtsf:Kwota>
									<dtsf:PodstawaPrawna>
										<dtsf:Art>16</dtsf:Art>
										<dtsf:Ust>1</dtsf:Ust>
										<dtsf:Pkt>4</dtsf:Pkt>
									</dtsf:PodstawaPrawna>
								</dtsf:RB>
								<dtsf:RP>
									<dtsf:KwotaA>0.00</dtsf:KwotaA>
									<dtsf:KwotaB>0.00</dtsf:KwotaB>
									<dtsf:KwotaC>0.00</dtsf:KwotaC>
								</dtsf:RP>
							</dtsf:Kwoty>
						</dtsf:PozycjaUzytkownika>
						<dtsf:PozycjaUzytkownika>
							<dtsf:NazwaPozycji>kary, opłaty i odszkodowania oraz odsetki od tych zobowiązań z tytułu nieprzestrzegania przepisów ochrony środowiska</dtsf:NazwaPozycji>
							<dtsf:Kwoty>
								<dtsf:RB>
									<dtsf:Kwota>
										<dtsf:KwotaA>0.00</dtsf:KwotaA>
										<dtsf:KwotaB>0.00</dtsf:KwotaB>
										<dtsf:KwotaC>0.00</dtsf:KwotaC>
									</dtsf:Kwota>
									<dtsf:PodstawaPrawna>
										<dtsf:Art>16</dtsf:Art>
										<dtsf:Ust>1</dtsf:Ust>
										<dtsf:Pkt>19</dtsf:Pkt>
									</dtsf:PodstawaPrawna>
								</dtsf:RB>
								<dtsf:RP>
									<dtsf:KwotaA>0.00</dtsf:KwotaA>
									<dtsf:KwotaB>0.00</dtsf:KwotaB>
									<dtsf:KwotaC>0.00</dtsf:KwotaC>
								</dtsf:RP>
							</dtsf:Kwoty>
						</dtsf:PozycjaUzytkownika>
						<dtsf:PozycjaUzytkownika>
							<dtsf:NazwaPozycji>wierzytelności odpisanych jako przedawnione</dtsf:NazwaPozycji>
							<dtsf:Kwoty>
								<dtsf:RB>
									<dtsf:Kwota>
										<dtsf:KwotaA>0.00</dtsf:KwotaA>
										<dtsf:KwotaB>0.00</dtsf:KwotaB>
										<dtsf:KwotaC>0.00</dtsf:KwotaC>
									</dtsf:Kwota>
									<dtsf:PodstawaPrawna>
										<dtsf:Art>16</dtsf:Art>
										<dtsf:Ust>1</dtsf:Ust>
										<dtsf:Pkt>20</dtsf:Pkt>
									</dtsf:PodstawaPrawna>
								</dtsf:RB>
								<dtsf:RP>
									<dtsf:KwotaA>0.00</dtsf:KwotaA>
									<dtsf:KwotaB>0.00</dtsf:KwotaB>
									<dtsf:KwotaC>0.00</dtsf:KwotaC>
								</dtsf:RP>
							</dtsf:Kwoty>
						</dtsf:PozycjaUzytkownika>
						<dtsf:PozycjaUzytkownika>
							<dtsf:NazwaPozycji>odsetek za zwłokę z tytułu nieterminowych wpłat należności budżetowych </dtsf:NazwaPozycji>
							<dtsf:Kwoty>
								<dtsf:RB>
									<dtsf:Kwota>
										<dtsf:KwotaA>10825.89</dtsf:KwotaA>
										<dtsf:KwotaB>0.00</dtsf:KwotaB>
										<dtsf:KwotaC>10825.89</dtsf:KwotaC>
									</dtsf:Kwota>
									<dtsf:PodstawaPrawna>
										<dtsf:Art>16</dtsf:Art>
										<dtsf:Ust>1</dtsf:Ust>
										<dtsf:Pkt>21</dtsf:Pkt>
									</dtsf:PodstawaPrawna>
								</dtsf:RB>
								<dtsf:RP>
									<dtsf:KwotaA>5160.25</dtsf:KwotaA>
									<dtsf:KwotaB>0.00</dtsf:KwotaB>
									<dtsf:KwotaC>5160.25</dtsf:KwotaC>
								</dtsf:RP>
							</dtsf:Kwoty>
						</dtsf:PozycjaUzytkownika>
						<dtsf:PozycjaUzytkownika>
							<dtsf:NazwaPozycji>kar umownych i odszkodowań z tytułu wad dostarczonych towarów</dtsf:NazwaPozycji>
							<dtsf:Kwoty>
								<dtsf:RB>
									<dtsf:Kwota>
										<dtsf:KwotaA>0.00</dtsf:KwotaA>
										<dtsf:KwotaB>0.00</dtsf:KwotaB>
										<dtsf:KwotaC>0.00</dtsf:KwotaC>
									</dtsf:Kwota>
									<dtsf:PodstawaPrawna>
										<dtsf:Art>16</dtsf:Art>
										<dtsf:Ust>1</dtsf:Ust>
										<dtsf:Pkt>22</dtsf:Pkt>
									</dtsf:PodstawaPrawna>
								</dtsf:RB>
								<dtsf:RP>
									<dtsf:KwotaA>0.00</dtsf:KwotaA>
									<dtsf:KwotaB>0.00</dtsf:KwotaB>
									<dtsf:KwotaC>0.00</dtsf:KwotaC>
								</dtsf:RP>
							</dtsf:Kwoty>
						</dtsf:PozycjaUzytkownika>
						<dtsf:PozycjaUzytkownika>
							<dtsf:NazwaPozycji>wierzytelności odpisanych jako nieściągalne</dtsf:NazwaPozycji>
							<dtsf:Kwoty>
								<dtsf:RB>
									<dtsf:Kwota>
										<dtsf:KwotaA>0.00</dtsf:KwotaA>
										<dtsf:KwotaB>0.00</dtsf:KwotaB>
										<dtsf:KwotaC>0.00</dtsf:KwotaC>
									</dtsf:Kwota>
									<dtsf:PodstawaPrawna>
										<dtsf:Art>16</dtsf:Art>
										<dtsf:Ust>1</dtsf:Ust>
										<dtsf:Pkt>25</dtsf:Pkt>
									</dtsf:PodstawaPrawna>
								</dtsf:RB>
								<dtsf:RP>
									<dtsf:KwotaA>0.00</dtsf:KwotaA>
									<dtsf:KwotaB>0.00</dtsf:KwotaB>
									<dtsf:KwotaC>0.00</dtsf:KwotaC>
								</dtsf:RP>
							</dtsf:Kwoty>
						</dtsf:PozycjaUzytkownika>
						<dtsf:PozycjaUzytkownika>
							<dtsf:NazwaPozycji>odpisów aktualizujących</dtsf:NazwaPozycji>
							<dtsf:Kwoty>
								<dtsf:RB>
									<dtsf:Kwota>
										<dtsf:KwotaA>643486.54</dtsf:KwotaA>
										<dtsf:KwotaB>0.00</dtsf:KwotaB>
										<dtsf:KwotaC>643486.54</dtsf:KwotaC>
									</dtsf:Kwota>
									<dtsf:PodstawaPrawna>
										<dtsf:Art>16</dtsf:Art>
										<dtsf:Ust>1</dtsf:Ust>
										<dtsf:Pkt>26a</dtsf:Pkt>
									</dtsf:PodstawaPrawna>
								</dtsf:RB>
								<dtsf:RP>
									<dtsf:KwotaA>1080168.71</dtsf:KwotaA>
									<dtsf:KwotaB>0.00</dtsf:KwotaB>
									<dtsf:KwotaC>1080168.71</dtsf:KwotaC>
								</dtsf:RP>
							</dtsf:Kwoty>
						</dtsf:PozycjaUzytkownika>
						<dtsf:PozycjaUzytkownika>
							<dtsf:NazwaPozycji>kosztów reprezentacji, w szczególności poniesionych na usługi gastronomiczne, zakup żywności oraz napojów, w tym alkoholowych</dtsf:NazwaPozycji>
							<dtsf:Kwoty>
								<dtsf:RB>
									<dtsf:Kwota>
										<dtsf:KwotaA>0.00</dtsf:KwotaA>
										<dtsf:KwotaB>0.00</dtsf:KwotaB>
										<dtsf:KwotaC>0.00</dtsf:KwotaC>
									</dtsf:Kwota>
									<dtsf:PodstawaPrawna>
										<dtsf:Art>16</dtsf:Art>
										<dtsf:Ust>1</dtsf:Ust>
										<dtsf:Pkt>28</dtsf:Pkt>
									</dtsf:PodstawaPrawna>
								</dtsf:RB>
								<dtsf:RP>
									<dtsf:KwotaA>0.00</dtsf:KwotaA>
									<dtsf:KwotaB>0.00</dtsf:KwotaB>
									<dtsf:KwotaC>0.00</dtsf:KwotaC>
								</dtsf:RP>
							</dtsf:Kwoty>
						</dtsf:PozycjaUzytkownika>
						<dtsf:PozycjaUzytkownika>
							<dtsf:NazwaPozycji>wydatków ponoszonych na rzecz pracowników z tytułu używania przez nich samochodów na potrzeby podatnika</dtsf:NazwaPozycji>
							<dtsf:Kwoty>
								<dtsf:RB>
									<dtsf:Kwota>
										<dtsf:KwotaA>0.00</dtsf:KwotaA>
										<dtsf:KwotaB>0.00</dtsf:KwotaB>
										<dtsf:KwotaC>0.00</dtsf:KwotaC>
									</dtsf:Kwota>
									<dtsf:PodstawaPrawna>
										<dtsf:Art>16</dtsf:Art>
										<dtsf:Ust>1</dtsf:Ust>
										<dtsf:Pkt>30</dtsf:Pkt>
									</dtsf:PodstawaPrawna>
								</dtsf:RB>
								<dtsf:RP>
									<dtsf:KwotaA>0.00</dtsf:KwotaA>
									<dtsf:KwotaB>0.00</dtsf:KwotaB>
									<dtsf:KwotaC>0.00</dtsf:KwotaC>
								</dtsf:RP>
							</dtsf:Kwoty>
						</dtsf:PozycjaUzytkownika>
						<dtsf:PozycjaUzytkownika>
							<dtsf:NazwaPozycji>wpłat na PFRON</dtsf:NazwaPozycji>
							<dtsf:Kwoty>
								<dtsf:RB>
									<dtsf:Kwota>
										<dtsf:KwotaA>0.00</dtsf:KwotaA>
										<dtsf:KwotaB>0.00</dtsf:KwotaB>
										<dtsf:KwotaC>0.00</dtsf:KwotaC>
									</dtsf:Kwota>
									<dtsf:PodstawaPrawna>
										<dtsf:Art>16</dtsf:Art>
										<dtsf:Ust>1</dtsf:Ust>
										<dtsf:Pkt>36</dtsf:Pkt>
									</dtsf:PodstawaPrawna>
								</dtsf:RB>
								<dtsf:RP>
									<dtsf:KwotaA>0.00</dtsf:KwotaA>
									<dtsf:KwotaB>0.00</dtsf:KwotaB>
									<dtsf:KwotaC>0.00</dtsf:KwotaC>
								</dtsf:RP>
							</dtsf:Kwoty>
						</dtsf:PozycjaUzytkownika>
						<dtsf:PozycjaUzytkownika>
							<dtsf:NazwaPozycji>składek na rzecz organizacji, do których przynależność podatnika nie jest obowiązkowa</dtsf:NazwaPozycji>
							<dtsf:Kwoty>
								<dtsf:RB>
									<dtsf:Kwota>
										<dtsf:KwotaA>0.00</dtsf:KwotaA>
										<dtsf:KwotaB>0.00</dtsf:KwotaB>
										<dtsf:KwotaC>0.00</dtsf:KwotaC>
									</dtsf:Kwota>
									<dtsf:PodstawaPrawna>
										<dtsf:Art>16</dtsf:Art>
										<dtsf:Ust>1</dtsf:Ust>
										<dtsf:Pkt>37</dtsf:Pkt>
									</dtsf:PodstawaPrawna>
								</dtsf:RB>
								<dtsf:RP>
									<dtsf:KwotaA>0.00</dtsf:KwotaA>
									<dtsf:KwotaB>0.00</dtsf:KwotaB>
									<dtsf:KwotaC>0.00</dtsf:KwotaC>
								</dtsf:RP>
							</dtsf:Kwoty>
						</dtsf:PozycjaUzytkownika>
						<dtsf:PozycjaUzytkownika>
							<dtsf:NazwaPozycji>umorzonych wierzytelności, z wyjątkiem wierzytelności lub jej części, które uprzednio zostały zarachowane jako przychody należne - do wysokości zarachowanej jako przychód należny</dtsf:NazwaPozycji>
							<dtsf:Kwoty>
								<dtsf:RB>
									<dtsf:Kwota>
										<dtsf:KwotaA>0.00</dtsf:KwotaA>
										<dtsf:KwotaB>0.00</dtsf:KwotaB>
										<dtsf:KwotaC>0.00</dtsf:KwotaC>
									</dtsf:Kwota>
									<dtsf:PodstawaPrawna>
										<dtsf:Art>16</dtsf:Art>
										<dtsf:Ust>1</dtsf:Ust>
										<dtsf:Pkt>44</dtsf:Pkt>
									</dtsf:PodstawaPrawna>
								</dtsf:RB>
								<dtsf:RP>
									<dtsf:KwotaA>0.00</dtsf:KwotaA>
									<dtsf:KwotaB>0.00</dtsf:KwotaB>
									<dtsf:KwotaC>0.00</dtsf:KwotaC>
								</dtsf:RP>
							</dtsf:Kwoty>
						</dtsf:PozycjaUzytkownika>
						<dtsf:PozycjaUzytkownika>
							<dtsf:NazwaPozycji>składek na ubezpieczenie samochodu osobowego w wysokości przekraczającej ich część ustaloną w takiej proporcji, w jakiej pozostaje równowartość 20.000 euro</dtsf:NazwaPozycji>
							<dtsf:Kwoty>
								<dtsf:RB>
									<dtsf:Kwota>
										<dtsf:KwotaA>0.00</dtsf:KwotaA>
										<dtsf:KwotaB>0.00</dtsf:KwotaB>
										<dtsf:KwotaC>0.00</dtsf:KwotaC>
									</dtsf:Kwota>
									<dtsf:PodstawaPrawna>
										<dtsf:Art>16</dtsf:Art>
										<dtsf:Ust>1</dtsf:Ust>
										<dtsf:Pkt>49</dtsf:Pkt>
									</dtsf:PodstawaPrawna>
								</dtsf:RB>
								<dtsf:RP>
									<dtsf:KwotaA>0.00</dtsf:KwotaA>
									<dtsf:KwotaB>0.00</dtsf:KwotaB>
									<dtsf:KwotaC>0.00</dtsf:KwotaC>
								</dtsf:RP>
							</dtsf:Kwoty>
						</dtsf:PozycjaUzytkownika>
						<dtsf:PozycjaUzytkownika>
							<dtsf:NazwaPozycji>amortyzacja bilansowa środka trwałego leasingowanego dla celów bilansowych jak leasing finansowy</dtsf:NazwaPozycji>
							<dtsf:Kwoty>
								<dtsf:RB>
									<dtsf:Kwota>
										<dtsf:KwotaA>10407.55</dtsf:KwotaA>
										<dtsf:KwotaB>0.00</dtsf:KwotaB>
										<dtsf:KwotaC>10407.55</dtsf:KwotaC>
									</dtsf:Kwota>
									<dtsf:PodstawaPrawna>
										<dtsf:Art>16</dtsf:Art>
										<dtsf:Ust>1</dtsf:Ust>
										<dtsf:Pkt>51</dtsf:Pkt>
									</dtsf:PodstawaPrawna>
								</dtsf:RB>
								<dtsf:RP>
									<dtsf:KwotaA>41630.18</dtsf:KwotaA>
									<dtsf:KwotaB>0.00</dtsf:KwotaB>
									<dtsf:KwotaC>41630.18</dtsf:KwotaC>
								</dtsf:RP>
							</dtsf:Kwoty>
						</dtsf:PozycjaUzytkownika>
						<dtsf:PozycjaUzytkownika>
							<dtsf:NazwaPozycji>dotacje</dtsf:NazwaPozycji>
							<dtsf:Kwoty>
								<dtsf:RB>
									<dtsf:Kwota>
										<dtsf:KwotaA>0.00</dtsf:KwotaA>
										<dtsf:KwotaB>0.00</dtsf:KwotaB>
										<dtsf:KwotaC>0.00</dtsf:KwotaC>
									</dtsf:Kwota>
									<dtsf:PodstawaPrawna>
										<dtsf:Art>…</dtsf:Art>
									</dtsf:PodstawaPrawna>
								</dtsf:RB>
								<dtsf:RP>
									<dtsf:KwotaA>207329.60</dtsf:KwotaA>
									<dtsf:KwotaB>0.00</dtsf:KwotaB>
									<dtsf:KwotaC>207329.60</dtsf:KwotaC>
								</dtsf:RP>
							</dtsf:Kwoty>
						</dtsf:PozycjaUzytkownika>
						<dtsf:Pozostale>
								<dtsf:RB>
									<dtsf:KwotaA>142210.70</dtsf:KwotaA>
									<dtsf:KwotaB>0.00</dtsf:KwotaB>
									<dtsf:KwotaC>142210.70</dtsf:KwotaC>
								</dtsf:RB>
								<dtsf:RP>
									<dtsf:KwotaA>74420.65</dtsf:KwotaA>
									<dtsf:KwotaB>0.00</dtsf:KwotaB>
									<dtsf:KwotaC>74420.65</dtsf:KwotaC>
								</dtsf:RP>
						</dtsf:Pozostale>
				</dtsf:P_ID_5>
				<dtsf:P_ID_6>
					<dtsf:Kwota>
						<dtsf:RB>
							<dtsf:KwotaA>11022.00</dtsf:KwotaA>
							<dtsf:KwotaB>0.00</dtsf:KwotaB>
							<dtsf:KwotaC>11022.00</dtsf:KwotaC>
						</dtsf:RB>
						<dtsf:RP>
							<dtsf:KwotaA>31521.10</dtsf:KwotaA>
							<dtsf:KwotaB>0.00</dtsf:KwotaB>
							<dtsf:KwotaC>31521.10</dtsf:KwotaC>
						</dtsf:RP>
					</dtsf:Kwota>
						<dtsf:PozycjaUzytkownika>
							<dtsf:NazwaPozycji>naliczone, lecz niezapłacone albo umorzone odsetki od zobowiązań, w tym również od pożyczek (kredytów)</dtsf:NazwaPozycji>
							<dtsf:Kwoty>
								<dtsf:RB>
									<dtsf:Kwota>
										<dtsf:KwotaA>0.00</dtsf:KwotaA>
										<dtsf:KwotaB>0.00</dtsf:KwotaB>
										<dtsf:KwotaC>0.00</dtsf:KwotaC>
									</dtsf:Kwota>
									<dtsf:PodstawaPrawna>
										<dtsf:Art>16</dtsf:Art>
										<dtsf:Ust>1</dtsf:Ust>
										<dtsf:Pkt>11</dtsf:Pkt>
									</dtsf:PodstawaPrawna>
								</dtsf:RB>
								<dtsf:RP>
									<dtsf:KwotaA>27.45</dtsf:KwotaA>
									<dtsf:KwotaB>0.00</dtsf:KwotaB>
									<dtsf:KwotaC>27.45</dtsf:KwotaC>
								</dtsf:RP>
							</dtsf:Kwoty>
						</dtsf:PozycjaUzytkownika>
						<dtsf:PozycjaUzytkownika>
							<dtsf:NazwaPozycji>różnice kursowe niezrealizowane</dtsf:NazwaPozycji>
							<dtsf:Kwoty>
								<dtsf:RB>
									<dtsf:Kwota>
										<dtsf:KwotaA>0.00</dtsf:KwotaA>
										<dtsf:KwotaB>0.00</dtsf:KwotaB>
										<dtsf:KwotaC>0.00</dtsf:KwotaC>
									</dtsf:Kwota>
									<dtsf:PodstawaPrawna>
										<dtsf:Art>15a</dtsf:Art>
										<dtsf:Ust>3</dtsf:Ust>
									</dtsf:PodstawaPrawna>
								</dtsf:RB>
								<dtsf:RP>
									<dtsf:KwotaA>0.00</dtsf:KwotaA>
									<dtsf:KwotaB>0.00</dtsf:KwotaB>
									<dtsf:KwotaC>0.00</dtsf:KwotaC>
								</dtsf:RP>
							</dtsf:Kwoty>
						</dtsf:PozycjaUzytkownika>
						<dtsf:PozycjaUzytkownika>
							<dtsf:NazwaPozycji>amortyzacja bilansowa -leasing operacyjny prezentowany w bilansie jako finansowy</dtsf:NazwaPozycji>
							<dtsf:Kwoty>
								<dtsf:RB>
									<dtsf:Kwota>
										<dtsf:KwotaA>0.00</dtsf:KwotaA>
										<dtsf:KwotaB>0.00</dtsf:KwotaB>
										<dtsf:KwotaC>0.00</dtsf:KwotaC>
									</dtsf:Kwota>
									<dtsf:PodstawaPrawna>
										<dtsf:Art>15</dtsf:Art>
										<dtsf:Ust>6</dtsf:Ust>
									</dtsf:PodstawaPrawna>
								</dtsf:RB>
								<dtsf:RP>
									<dtsf:KwotaA>0.00</dtsf:KwotaA>
									<dtsf:KwotaB>0.00</dtsf:KwotaB>
									<dtsf:KwotaC>0.00</dtsf:KwotaC>
								</dtsf:RP>
							</dtsf:Kwoty>
						</dtsf:PozycjaUzytkownika>
						<dtsf:PozycjaUzytkownika>
							<dtsf:NazwaPozycji>koszty finansowania dłużnego w części, w jakiej nadwyżka kosztów finansowania dłużnego przewyższa określony limit</dtsf:NazwaPozycji>
							<dtsf:Kwoty>
								<dtsf:RB>
									<dtsf:Kwota>
										<dtsf:KwotaA>0.00</dtsf:KwotaA>
										<dtsf:KwotaB>0.00</dtsf:KwotaB>
										<dtsf:KwotaC>0.00</dtsf:KwotaC>
									</dtsf:Kwota>
									<dtsf:PodstawaPrawna>
										<dtsf:Art>15c</dtsf:Art>
										<dtsf:Ust>1</dtsf:Ust>
									</dtsf:PodstawaPrawna>
								</dtsf:RB>
								<dtsf:RP>
									<dtsf:KwotaA>0.00</dtsf:KwotaA>
									<dtsf:KwotaB>0.00</dtsf:KwotaB>
									<dtsf:KwotaC>0.00</dtsf:KwotaC>
								</dtsf:RP>
							</dtsf:Kwoty>
						</dtsf:PozycjaUzytkownika>
						<dtsf:PozycjaUzytkownika>
							<dtsf:NazwaPozycji>koszty usług niematerialnych i innych ponoszonych na rzecz jednostek powiązanych powyżej określonego przepisami limitu</dtsf:NazwaPozycji>
							<dtsf:Kwoty>
								<dtsf:RB>
									<dtsf:Kwota>
										<dtsf:KwotaA>0.00</dtsf:KwotaA>
										<dtsf:KwotaB>0.00</dtsf:KwotaB>
										<dtsf:KwotaC>0.00</dtsf:KwotaC>
									</dtsf:Kwota>
									<dtsf:PodstawaPrawna>
										<dtsf:Art>15e</dtsf:Art>
										<dtsf:Ust>1</dtsf:Ust>
									</dtsf:PodstawaPrawna>
								</dtsf:RB>
								<dtsf:RP>
									<dtsf:KwotaA>0.00</dtsf:KwotaA>
									<dtsf:KwotaB>0.00</dtsf:KwotaB>
									<dtsf:KwotaC>0.00</dtsf:KwotaC>
								</dtsf:RP>
							</dtsf:Kwoty>
						</dtsf:PozycjaUzytkownika>
						<dtsf:PozycjaUzytkownika>
							<dtsf:NazwaPozycji>koszty niewypłaconych, niedokonanych lub niepostawionych do dyspozycji wypłat, świadczeń oraz innych należności z tytułów określonych w art. 12</dtsf:NazwaPozycji>
							<dtsf:Kwoty>
								<dtsf:RB>
									<dtsf:Kwota>
										<dtsf:KwotaA>11022.00</dtsf:KwotaA>
										<dtsf:KwotaB>0.00</dtsf:KwotaB>
										<dtsf:KwotaC>11022.00</dtsf:KwotaC>
									</dtsf:Kwota>
									<dtsf:PodstawaPrawna>
										<dtsf:Art>16</dtsf:Art>
										<dtsf:Ust>1</dtsf:Ust>
										<dtsf:Pkt>57</dtsf:Pkt>
									</dtsf:PodstawaPrawna>
								</dtsf:RB>
								<dtsf:RP>
									<dtsf:KwotaA>0.00</dtsf:KwotaA>
									<dtsf:KwotaB>0.00</dtsf:KwotaB>
									<dtsf:KwotaC>0.00</dtsf:KwotaC>
								</dtsf:RP>
							</dtsf:Kwoty>
						</dtsf:PozycjaUzytkownika>
						<dtsf:PozycjaUzytkownika>
							<dtsf:NazwaPozycji>koszty nieopłaconych do Zakładu Ubezpieczeń Społecznych składek, z zastrzeżeniem pkt 40 oraz art. 15 ust. 4h</dtsf:NazwaPozycji>
							<dtsf:Kwoty>
								<dtsf:RB>
									<dtsf:Kwota>
										<dtsf:KwotaA>0.00</dtsf:KwotaA>
										<dtsf:KwotaB>0.00</dtsf:KwotaB>
										<dtsf:KwotaC>0.00</dtsf:KwotaC>
									</dtsf:Kwota>
									<dtsf:PodstawaPrawna>
										<dtsf:Art>16</dtsf:Art>
										<dtsf:Ust>1</dtsf:Ust>
										<dtsf:Pkt>57a</dtsf:Pkt>
									</dtsf:PodstawaPrawna>
								</dtsf:RB>
								<dtsf:RP>
									<dtsf:KwotaA>31493.65</dtsf:KwotaA>
									<dtsf:KwotaB>0.00</dtsf:KwotaB>
									<dtsf:KwotaC>31493.65</dtsf:KwotaC>
								</dtsf:RP>
							</dtsf:Kwoty>
						</dtsf:PozycjaUzytkownika>
						<dtsf:PozycjaUzytkownika>
							<dtsf:NazwaPozycji>koszty należnych, wypłaconych, dokonanych lub postawionych do dyspozycji wypłat, świadczeń oraz innych należności z tytułów określonych w art. 12 </dtsf:NazwaPozycji>
							<dtsf:Kwoty>
								<dtsf:RB>
									<dtsf:Kwota>
										<dtsf:KwotaA>0.00</dtsf:KwotaA>
										<dtsf:KwotaB>0.00</dtsf:KwotaB>
										<dtsf:KwotaC>0.00</dtsf:KwotaC>
									</dtsf:Kwota>
									<dtsf:PodstawaPrawna>
										<dtsf:Art>16</dtsf:Art>
										<dtsf:Ust>1</dtsf:Ust>
										<dtsf:Pkt>57b</dtsf:Pkt>
									</dtsf:PodstawaPrawna>
								</dtsf:RB>
								<dtsf:RP>
									<dtsf:KwotaA>0.00</dtsf:KwotaA>
									<dtsf:KwotaB>0.00</dtsf:KwotaB>
									<dtsf:KwotaC>0.00</dtsf:KwotaC>
								</dtsf:RP>
							</dtsf:Kwoty>
						</dtsf:PozycjaUzytkownika>
						<dtsf:PozycjaUzytkownika>
							<dtsf:NazwaPozycji>wartość utworzonych rezerw na koszty</dtsf:NazwaPozycji>
							<dtsf:Kwoty>
								<dtsf:RB>
									<dtsf:Kwota>
										<dtsf:KwotaA>0.00</dtsf:KwotaA>
										<dtsf:KwotaB>0.00</dtsf:KwotaB>
										<dtsf:KwotaC>0.00</dtsf:KwotaC>
									</dtsf:Kwota>
									<dtsf:PodstawaPrawna>
										<dtsf:Art>15</dtsf:Art>
										<dtsf:Ust>4e</dtsf:Ust>
									</dtsf:PodstawaPrawna>
								</dtsf:RB>
								<dtsf:RP>
									<dtsf:KwotaA>0.00</dtsf:KwotaA>
									<dtsf:KwotaB>0.00</dtsf:KwotaB>
									<dtsf:KwotaC>0.00</dtsf:KwotaC>
								</dtsf:RP>
							</dtsf:Kwoty>
						</dtsf:PozycjaUzytkownika>
						<dtsf:PozycjaUzytkownika>
							<dtsf:NazwaPozycji>pozostałe</dtsf:NazwaPozycji>
							<dtsf:Kwoty>
								<dtsf:RB>
									<dtsf:Kwota>
										<dtsf:KwotaA>0.00</dtsf:KwotaA>
										<dtsf:KwotaB>0.00</dtsf:KwotaB>
										<dtsf:KwotaC>0.00</dtsf:KwotaC>
									</dtsf:Kwota>
									<dtsf:PodstawaPrawna>
										<dtsf:Art>…</dtsf:Art>
									</dtsf:PodstawaPrawna>
								</dtsf:RB>
								<dtsf:RP>
									<dtsf:KwotaA>0.00</dtsf:KwotaA>
									<dtsf:KwotaB>0.00</dtsf:KwotaB>
									<dtsf:KwotaC>0.00</dtsf:KwotaC>
								</dtsf:RP>
							</dtsf:Kwoty>
						</dtsf:PozycjaUzytkownika>
						<dtsf:Pozostale>
								<dtsf:RB>
									<dtsf:KwotaA>0.00</dtsf:KwotaA>
									<dtsf:KwotaB>0.00</dtsf:KwotaB>
									<dtsf:KwotaC>0.00</dtsf:KwotaC>
								</dtsf:RB>
								<dtsf:RP>
									<dtsf:KwotaA>0.00</dtsf:KwotaA>
									<dtsf:KwotaB>0.00</dtsf:KwotaB>
									<dtsf:KwotaC>0.00</dtsf:KwotaC>
								</dtsf:RP>
						</dtsf:Pozostale>
				</dtsf:P_ID_6>
				<dtsf:P_ID_7>
					<dtsf:Kwota>
						<dtsf:RB>
							<dtsf:KwotaA>42413.58</dtsf:KwotaA>
							<dtsf:KwotaB>0.00</dtsf:KwotaB>
							<dtsf:KwotaC>42413.58</dtsf:KwotaC>
						</dtsf:RB>
						<dtsf:RP>
							<dtsf:KwotaA>52384.92</dtsf:KwotaA>
							<dtsf:KwotaB>0.00</dtsf:KwotaB>
							<dtsf:KwotaC>52384.92</dtsf:KwotaC>
						</dtsf:RP>
					</dtsf:Kwota>
						<dtsf:PozycjaUzytkownika>
							<dtsf:NazwaPozycji>zapłacone odsetki, w tym od kredytów i pożyczek</dtsf:NazwaPozycji>
							<dtsf:Kwoty>
								<dtsf:RB>
									<dtsf:Kwota>
										<dtsf:KwotaA>0.00</dtsf:KwotaA>
										<dtsf:KwotaB>0.00</dtsf:KwotaB>
										<dtsf:KwotaC>0.00</dtsf:KwotaC>
									</dtsf:Kwota>
									<dtsf:PodstawaPrawna>
										<dtsf:Art>16</dtsf:Art>
										<dtsf:Ust>1</dtsf:Ust>
										<dtsf:Pkt>11</dtsf:Pkt>
									</dtsf:PodstawaPrawna>
								</dtsf:RB>
								<dtsf:RP>
									<dtsf:KwotaA>0.00</dtsf:KwotaA>
									<dtsf:KwotaB>0.00</dtsf:KwotaB>
									<dtsf:KwotaC>0.00</dtsf:KwotaC>
								</dtsf:RP>
							</dtsf:Kwoty>
						</dtsf:PozycjaUzytkownika>
						<dtsf:PozycjaUzytkownika>
							<dtsf:NazwaPozycji>zrealizowane róznice kursowe</dtsf:NazwaPozycji>
							<dtsf:Kwoty>
								<dtsf:RB>
									<dtsf:Kwota>
										<dtsf:KwotaA>0.00</dtsf:KwotaA>
										<dtsf:KwotaB>0.00</dtsf:KwotaB>
										<dtsf:KwotaC>0.00</dtsf:KwotaC>
									</dtsf:Kwota>
									<dtsf:PodstawaPrawna>
										<dtsf:Art>15a</dtsf:Art>
										<dtsf:Ust>3</dtsf:Ust>
									</dtsf:PodstawaPrawna>
								</dtsf:RB>
								<dtsf:RP>
									<dtsf:KwotaA>0.00</dtsf:KwotaA>
									<dtsf:KwotaB>0.00</dtsf:KwotaB>
									<dtsf:KwotaC>0.00</dtsf:KwotaC>
								</dtsf:RP>
							</dtsf:Kwoty>
						</dtsf:PozycjaUzytkownika>
						<dtsf:PozycjaUzytkownika>
							<dtsf:NazwaPozycji>amortyzacja podatkowa odmiennie rozliczana od bilansowej</dtsf:NazwaPozycji>
							<dtsf:Kwoty>
								<dtsf:RB>
									<dtsf:Kwota>
										<dtsf:KwotaA>0.00</dtsf:KwotaA>
										<dtsf:KwotaB>0.00</dtsf:KwotaB>
										<dtsf:KwotaC>0.00</dtsf:KwotaC>
									</dtsf:Kwota>
									<dtsf:PodstawaPrawna>
										<dtsf:Art>15</dtsf:Art>
										<dtsf:Ust>6</dtsf:Ust>
									</dtsf:PodstawaPrawna>
								</dtsf:RB>
								<dtsf:RP>
									<dtsf:KwotaA>0.00</dtsf:KwotaA>
									<dtsf:KwotaB>0.00</dtsf:KwotaB>
									<dtsf:KwotaC>0.00</dtsf:KwotaC>
								</dtsf:RP>
							</dtsf:Kwoty>
						</dtsf:PozycjaUzytkownika>
						<dtsf:PozycjaUzytkownika>
							<dtsf:NazwaPozycji>koszty usług niematerialnych z rozliczenia przekroczenia limitu w latach poprzednich (do 5 lat)</dtsf:NazwaPozycji>
							<dtsf:Kwoty>
								<dtsf:RB>
									<dtsf:Kwota>
										<dtsf:KwotaA>0.00</dtsf:KwotaA>
										<dtsf:KwotaB>0.00</dtsf:KwotaB>
										<dtsf:KwotaC>0.00</dtsf:KwotaC>

									</dtsf:Kwota>
									<dtsf:PodstawaPrawna>
										<dtsf:Art>15c</dtsf:Art>
										<dtsf:Ust>9</dtsf:Ust>
									</dtsf:PodstawaPrawna>
								</dtsf:RB>
								<dtsf:RP>
									<dtsf:KwotaA>0.00</dtsf:KwotaA>
									<dtsf:KwotaB>0.00</dtsf:KwotaB>
									<dtsf:KwotaC>0.00</dtsf:KwotaC>
								</dtsf:RP>
							</dtsf:Kwoty>
						</dtsf:PozycjaUzytkownika>
						<dtsf:PozycjaUzytkownika>
							<dtsf:NazwaPozycji>koszty finansowania dłużnego z rozliczenia przekroczenia limitu w latach poprzednich </dtsf:NazwaPozycji>
							<dtsf:Kwoty>
								<dtsf:RB>
									<dtsf:Kwota>
										<dtsf:KwotaA>0.00</dtsf:KwotaA>
										<dtsf:KwotaB>0.00</dtsf:KwotaB>
										<dtsf:KwotaC>0.00</dtsf:KwotaC>
									</dtsf:Kwota>
									<dtsf:PodstawaPrawna>
										<dtsf:Art>15c</dtsf:Art>
										<dtsf:Ust>18</dtsf:Ust>
									</dtsf:PodstawaPrawna>
								</dtsf:RB>
								<dtsf:RP>
									<dtsf:KwotaA>0.00</dtsf:KwotaA>
									<dtsf:KwotaB>0.00</dtsf:KwotaB>
									<dtsf:KwotaC>0.00</dtsf:KwotaC>
								</dtsf:RP>
							</dtsf:Kwoty>
						</dtsf:PozycjaUzytkownika>
						<dtsf:PozycjaUzytkownika>
							<dtsf:NazwaPozycji>wypłacone wynagrodzenia z okresu poprzedniego</dtsf:NazwaPozycji>
							<dtsf:Kwoty>
								<dtsf:RB>
									<dtsf:Kwota>
										<dtsf:KwotaA>0.00</dtsf:KwotaA>
										<dtsf:KwotaB>0.00</dtsf:KwotaB>
										<dtsf:KwotaC>0.00</dtsf:KwotaC>
									</dtsf:Kwota>
									<dtsf:PodstawaPrawna>
										<dtsf:Art>15</dtsf:Art>
										<dtsf:Ust>4g</dtsf:Ust>
									</dtsf:PodstawaPrawna>
								</dtsf:RB>
								<dtsf:RP>
									<dtsf:KwotaA>7254.85</dtsf:KwotaA>
									<dtsf:KwotaB>0.00</dtsf:KwotaB>
									<dtsf:KwotaC>7254.85</dtsf:KwotaC>
								</dtsf:RP>
							</dtsf:Kwoty>
						</dtsf:PozycjaUzytkownika>
						<dtsf:PozycjaUzytkownika>
							<dtsf:NazwaPozycji>wypłacone diety z okresu poprzedniego</dtsf:NazwaPozycji>
							<dtsf:Kwoty>
								<dtsf:RB>
									<dtsf:Kwota>
										<dtsf:KwotaA>0.00</dtsf:KwotaA>
										<dtsf:KwotaB>0.00</dtsf:KwotaB>
										<dtsf:KwotaC>0.00</dtsf:KwotaC>
									</dtsf:Kwota>
									<dtsf:PodstawaPrawna>
										<dtsf:Art>15</dtsf:Art>
										<dtsf:Ust>4g</dtsf:Ust>
									</dtsf:PodstawaPrawna>
								</dtsf:RB>
								<dtsf:RP>
									<dtsf:KwotaA>0.00</dtsf:KwotaA>
									<dtsf:KwotaB>0.00</dtsf:KwotaB>
									<dtsf:KwotaC>0.00</dtsf:KwotaC>
								</dtsf:RP>
							</dtsf:Kwoty>
						</dtsf:PozycjaUzytkownika>
						<dtsf:PozycjaUzytkownika>
							<dtsf:NazwaPozycji>opłacone składki społeczne z okresu poprzedniego</dtsf:NazwaPozycji>
							<dtsf:Kwoty>
								<dtsf:RB>
									<dtsf:Kwota>
										<dtsf:KwotaA>31493.65</dtsf:KwotaA>
										<dtsf:KwotaB>0.00</dtsf:KwotaB>
										<dtsf:KwotaC>31493.65</dtsf:KwotaC>
									</dtsf:Kwota>
									<dtsf:PodstawaPrawna>
										<dtsf:Art>15</dtsf:Art>
										<dtsf:Ust>4h</dtsf:Ust>
									</dtsf:PodstawaPrawna>
								</dtsf:RB>
								<dtsf:RP>
									<dtsf:KwotaA>16090.91</dtsf:KwotaA>
									<dtsf:KwotaB>0.00</dtsf:KwotaB>
									<dtsf:KwotaC>16090.91</dtsf:KwotaC>
								</dtsf:RP>
							</dtsf:Kwoty>
						</dtsf:PozycjaUzytkownika>
						<dtsf:PozycjaUzytkownika>
							<dtsf:NazwaPozycji>koszty leasingu rozliczanego bilansowo jako leasing finansowy</dtsf:NazwaPozycji>
							<dtsf:Kwoty>
								<dtsf:RB>
									<dtsf:Kwota>
										<dtsf:KwotaA>1919.93</dtsf:KwotaA>
										<dtsf:KwotaB>0.00</dtsf:KwotaB>
										<dtsf:KwotaC>1919.93</dtsf:KwotaC>
									</dtsf:Kwota>
									<dtsf:PodstawaPrawna>
										<dtsf:Art>…</dtsf:Art>
									</dtsf:PodstawaPrawna>
								</dtsf:RB>
								<dtsf:RP>
									<dtsf:KwotaA>23039.16</dtsf:KwotaA>
									<dtsf:KwotaB>0.00</dtsf:KwotaB>
									<dtsf:KwotaC>23039.16</dtsf:KwotaC>
								</dtsf:RP>
							</dtsf:Kwoty>
						</dtsf:PozycjaUzytkownika>
						<dtsf:Pozostale>
								<dtsf:RB>
									<dtsf:KwotaA>9000.00</dtsf:KwotaA>
									<dtsf:KwotaB>0.00</dtsf:KwotaB>
									<dtsf:KwotaC>9000.00</dtsf:KwotaC>
								</dtsf:RB>
								<dtsf:RP>
									<dtsf:KwotaA>6000.00</dtsf:KwotaA>
									<dtsf:KwotaB>0.00</dtsf:KwotaB>
									<dtsf:KwotaC>6000.00</dtsf:KwotaC>
								</dtsf:RP>
						</dtsf:Pozostale>
				</dtsf:P_ID_7>
				<dtsf:P_ID_8>
					<dtsf:Kwota>
						<dtsf:RB>
							<dtsf:KwotaA>0.00</dtsf:KwotaA>
							<dtsf:KwotaB>0.00</dtsf:KwotaB>
							<dtsf:KwotaC>0.00</dtsf:KwotaC>
						</dtsf:RB>
						<dtsf:RP>
							<dtsf:KwotaA>0.00</dtsf:KwotaA>
							<dtsf:KwotaB>0.00</dtsf:KwotaB>
							<dtsf:KwotaC>0.00</dtsf:KwotaC>
						</dtsf:RP>
					</dtsf:Kwota>
						<dtsf:PozycjaUzytkownika>
							<dtsf:NazwaPozycji>za rok 2013 nie więcej niż 50%</dtsf:NazwaPozycji>
							<dtsf:Kwoty>
								<dtsf:RB>
									<dtsf:KwotaA>0.00</dtsf:KwotaA>
									<dtsf:KwotaB>0.00</dtsf:KwotaB>
									<dtsf:KwotaC>0.00</dtsf:KwotaC>
								</dtsf:RB>
								<dtsf:RP>
									<dtsf:KwotaA>0.00</dtsf:KwotaA>
									<dtsf:KwotaB>0.00</dtsf:KwotaB>
									<dtsf:KwotaC>0.00</dtsf:KwotaC>
								</dtsf:RP>
							</dtsf:Kwoty>
						</dtsf:PozycjaUzytkownika>
						<dtsf:PozycjaUzytkownika>
							<dtsf:NazwaPozycji>za rok 2015 nie więcej niż 50%</dtsf:NazwaPozycji>
							<dtsf:Kwoty>
								<dtsf:RB>
									<dtsf:KwotaA>0.00</dtsf:KwotaA>
									<dtsf:KwotaB>0.00</dtsf:KwotaB>
									<dtsf:KwotaC>0.00</dtsf:KwotaC>
								</dtsf:RB>
								<dtsf:RP>
									<dtsf:KwotaA>0.00</dtsf:KwotaA>
									<dtsf:KwotaB>0.00</dtsf:KwotaB>
									<dtsf:KwotaC>0.00</dtsf:KwotaC>
								</dtsf:RP>
							</dtsf:Kwoty>
						</dtsf:PozycjaUzytkownika>
						<dtsf:PozycjaUzytkownika>
							<dtsf:NazwaPozycji>za rok … nie więcej niż 50%</dtsf:NazwaPozycji>
							<dtsf:Kwoty>
								<dtsf:RB>
									<dtsf:KwotaA>0.00</dtsf:KwotaA>
									<dtsf:KwotaB>0.00</dtsf:KwotaB>
									<dtsf:KwotaC>0.00</dtsf:KwotaC>
								</dtsf:RB>
								<dtsf:RP>
									<dtsf:KwotaA>0.00</dtsf:KwotaA>
									<dtsf:KwotaB>0.00</dtsf:KwotaB>
									<dtsf:KwotaC>0.00</dtsf:KwotaC>
								</dtsf:RP>
							</dtsf:Kwoty>
						</dtsf:PozycjaUzytkownika>
						<dtsf:PozycjaUzytkownika>
							<dtsf:NazwaPozycji>za rok … nie więcej niż 50%</dtsf:NazwaPozycji>
							<dtsf:Kwoty>
								<dtsf:RB>
									<dtsf:KwotaA>0.00</dtsf:KwotaA>
									<dtsf:KwotaB>0.00</dtsf:KwotaB>
									<dtsf:KwotaC>0.00</dtsf:KwotaC>
								</dtsf:RB>
								<dtsf:RP>
									<dtsf:KwotaA>0.00</dtsf:KwotaA>
									<dtsf:KwotaB>0.00</dtsf:KwotaB>
									<dtsf:KwotaC>0.00</dtsf:KwotaC>
								</dtsf:RP>
							</dtsf:Kwoty>
						</dtsf:PozycjaUzytkownika>
						<dtsf:PozycjaUzytkownika>
							<dtsf:NazwaPozycji>za rok … nie więcej niż 50%</dtsf:NazwaPozycji>
							<dtsf:Kwoty>
								<dtsf:RB>
									<dtsf:KwotaA>0.00</dtsf:KwotaA>
									<dtsf:KwotaB>0.00</dtsf:KwotaB>
									<dtsf:KwotaC>0.00</dtsf:KwotaC>
								</dtsf:RB>
								<dtsf:RP>
									<dtsf:KwotaA>0.00</dtsf:KwotaA>
									<dtsf:KwotaB>0.00</dtsf:KwotaB>
									<dtsf:KwotaC>0.00</dtsf:KwotaC>
								</dtsf:RP>
							</dtsf:Kwoty>
						</dtsf:PozycjaUzytkownika>
				</dtsf:P_ID_8>
				<dtsf:P_ID_9>
					<dtsf:Kwota>
						<dtsf:RB>
							<dtsf:KwotaA>0.00</dtsf:KwotaA>
							<dtsf:KwotaB>0.00</dtsf:KwotaB>
							<dtsf:KwotaC>0.00</dtsf:KwotaC>
						</dtsf:RB>
						<dtsf:RP>
							<dtsf:KwotaA>0.00</dtsf:KwotaA>
							<dtsf:KwotaB>0.00</dtsf:KwotaB>
							<dtsf:KwotaC>0.00</dtsf:KwotaC>
						</dtsf:RP>
					</dtsf:Kwota>
						<dtsf:PozycjaUzytkownika>
							<dtsf:NazwaPozycji>wartość rzeczy i praw otrzymanych nieodpłatnie lub częściowo odpłatnie</dtsf:NazwaPozycji>
							<dtsf:Kwoty>
								<dtsf:RB>
									<dtsf:Kwota>
										<dtsf:KwotaA>0.00</dtsf:KwotaA>
										<dtsf:KwotaB>0.00</dtsf:KwotaB>
										<dtsf:KwotaC>0.00</dtsf:KwotaC>
									</dtsf:Kwota>
									<dtsf:PodstawaPrawna>
										<dtsf:Art>12</dtsf:Art>
										<dtsf:Ust>1</dtsf:Ust>
										<dtsf:Pkt>2</dtsf:Pkt>
									</dtsf:PodstawaPrawna>
								</dtsf:RB>
								<dtsf:RP>
									<dtsf:KwotaA>0.00</dtsf:KwotaA>
									<dtsf:KwotaB>0.00</dtsf:KwotaB>
									<dtsf:KwotaC>0.00</dtsf:KwotaC>
								</dtsf:RP>
							</dtsf:Kwoty>
						</dtsf:PozycjaUzytkownika>
						<dtsf:PozycjaUzytkownika>
							<dtsf:NazwaPozycji>Przychody z udziału w spółce niebędącej osobą prawną</dtsf:NazwaPozycji>
							<dtsf:Kwoty>
								<dtsf:RB>
									<dtsf:Kwota>
										<dtsf:KwotaA>0.00</dtsf:KwotaA>
										<dtsf:KwotaB>0.00</dtsf:KwotaB>
										<dtsf:KwotaC>0.00</dtsf:KwotaC>
									</dtsf:Kwota>
									<dtsf:PodstawaPrawna>
										<dtsf:Art>5</dtsf:Art>
										<dtsf:Ust>1</dtsf:Ust>
									</dtsf:PodstawaPrawna>
								</dtsf:RB>
								<dtsf:RP>
									<dtsf:KwotaA>0.00</dtsf:KwotaA>
									<dtsf:KwotaB>0.00</dtsf:KwotaB>
									<dtsf:KwotaC>0.00</dtsf:KwotaC>
								</dtsf:RP>
							</dtsf:Kwoty>
						</dtsf:PozycjaUzytkownika>
						<dtsf:PozycjaUzytkownika>
							<dtsf:NazwaPozycji>koszty uzyskania przychodów z udziału w spółce niebędącej osobą prawną (wartość ujemna)</dtsf:NazwaPozycji>
							<dtsf:Kwoty>
								<dtsf:RB>
									<dtsf:Kwota>
										<dtsf:KwotaA>0.00</dtsf:KwotaA>
										<dtsf:KwotaB>0.00</dtsf:KwotaB>
										<dtsf:KwotaC>0.00</dtsf:KwotaC>
									</dtsf:Kwota>
									<dtsf:PodstawaPrawna>
										<dtsf:Art>5</dtsf:Art>
										<dtsf:Ust>2</dtsf:Ust>
									</dtsf:PodstawaPrawna>
								</dtsf:RB>
								<dtsf:RP>
									<dtsf:KwotaA>0.00</dtsf:KwotaA>
									<dtsf:KwotaB>0.00</dtsf:KwotaB>
									<dtsf:KwotaC>0.00</dtsf:KwotaC>
								</dtsf:RP>
							</dtsf:Kwoty>
						</dtsf:PozycjaUzytkownika>
						<dtsf:PozycjaUzytkownika>
							<dtsf:NazwaPozycji>darowizny na rzecz OPP oraz na rzecz kultu religijnego (wartość ujemna)</dtsf:NazwaPozycji>
							<dtsf:Kwoty>
								<dtsf:RB>
									<dtsf:Kwota>
										<dtsf:KwotaA>0.00</dtsf:KwotaA>
										<dtsf:KwotaB>0.00</dtsf:KwotaB>
										<dtsf:KwotaC>0.00</dtsf:KwotaC>
									</dtsf:Kwota>
									<dtsf:PodstawaPrawna>
										<dtsf:Art>18</dtsf:Art>
										<dtsf:Ust>1</dtsf:Ust>
									</dtsf:PodstawaPrawna>
								</dtsf:RB>
								<dtsf:RP>
									<dtsf:KwotaA>0.00</dtsf:KwotaA>
									<dtsf:KwotaB>0.00</dtsf:KwotaB>
									<dtsf:KwotaC>0.00</dtsf:KwotaC>
								</dtsf:RP>
							</dtsf:Kwoty>
						</dtsf:PozycjaUzytkownika>
						<dtsf:PozycjaUzytkownika>
							<dtsf:NazwaPozycji>zapłacony podatek od nieruchomości komercyjnej, w tym z współwłasności w spółkach osobowych (wartość ujemna)</dtsf:NazwaPozycji>
							<dtsf:Kwoty>
								<dtsf:RB>
									<dtsf:Kwota>
										<dtsf:KwotaA>0.00</dtsf:KwotaA>
										<dtsf:KwotaB>0.00</dtsf:KwotaB>
										<dtsf:KwotaC>0.00</dtsf:KwotaC>
									</dtsf:Kwota>
									<dtsf:PodstawaPrawna>
										<dtsf:Art>24b</dtsf:Art>
										<dtsf:Ust>11</dtsf:Ust>
									</dtsf:PodstawaPrawna>
								</dtsf:RB>
								<dtsf:RP>
									<dtsf:KwotaA>0.00</dtsf:KwotaA>
									<dtsf:KwotaB>0.00</dtsf:KwotaB>
									<dtsf:KwotaC>0.00</dtsf:KwotaC>
								</dtsf:RP>
							</dtsf:Kwoty>
						</dtsf:PozycjaUzytkownika>
						<dtsf:PozycjaUzytkownika>
							<dtsf:NazwaPozycji>koszty uzyskania przychodów poniesione na działalność badawczo-rozwojową, tzw. koszty kwalifikowane (wartość ujemna)</dtsf:NazwaPozycji>
							<dtsf:Kwoty>
								<dtsf:RB>
									<dtsf:Kwota>
										<dtsf:KwotaA>0.00</dtsf:KwotaA>
										<dtsf:KwotaB>0.00</dtsf:KwotaB>
										<dtsf:KwotaC>0.00</dtsf:KwotaC>
									</dtsf:Kwota>
									<dtsf:PodstawaPrawna>
										<dtsf:Art>18d</dtsf:Art>
										<dtsf:Ust>1</dtsf:Ust>
									</dtsf:PodstawaPrawna>
								</dtsf:RB>
								<dtsf:RP>
									<dtsf:KwotaA>0.00</dtsf:KwotaA>
									<dtsf:KwotaB>0.00</dtsf:KwotaB>
									<dtsf:KwotaC>0.00</dtsf:KwotaC>
								</dtsf:RP>
							</dtsf:Kwoty>
						</dtsf:PozycjaUzytkownika>
						<dtsf:PozycjaUzytkownika>
							<dtsf:NazwaPozycji>pozostałe</dtsf:NazwaPozycji>
							<dtsf:Kwoty>
								<dtsf:RB>
									<dtsf:Kwota>
										<dtsf:KwotaA>0.00</dtsf:KwotaA>
										<dtsf:KwotaB>0.00</dtsf:KwotaB>
										<dtsf:KwotaC>0.00</dtsf:KwotaC>
									</dtsf:Kwota>
									<dtsf:PodstawaPrawna>
										<dtsf:Art>…</dtsf:Art>
									</dtsf:PodstawaPrawna>
								</dtsf:RB>
								<dtsf:RP>
									<dtsf:KwotaA>0.00</dtsf:KwotaA>
									<dtsf:KwotaB>0.00</dtsf:KwotaB>
									<dtsf:KwotaC>0.00</dtsf:KwotaC>
								</dtsf:RP>
							</dtsf:Kwoty>
						</dtsf:PozycjaUzytkownika>
						<dtsf:Pozostale>
								<dtsf:RB>
									<dtsf:KwotaA>0.00</dtsf:KwotaA>
									<dtsf:KwotaB>0.00</dtsf:KwotaB>
									<dtsf:KwotaC>0.00</dtsf:KwotaC>
								</dtsf:RB>
								<dtsf:RP>
									<dtsf:KwotaA>0.00</dtsf:KwotaA>
									<dtsf:KwotaB>0.00</dtsf:KwotaB>
									<dtsf:KwotaC>0.00</dtsf:KwotaC>
								</dtsf:RP>
						</dtsf:Pozostale>
				</dtsf:P_ID_9>
				<dtsf:P_ID_10>
					<dtsf:RB>36000.00</dtsf:RB>
					<dtsf:RP>0.00</dtsf:RP>
				</dtsf:P_ID_10>
					<dtsf:P_ID_11>
						<dtsf:RB>6840.00</dtsf:RB>
						<dtsf:RP>0.00</dtsf:RP>
					</dtsf:P_ID_11>
		</InformacjaDodatkowaDotyczacaPodatkuDochodowego>
	</DodatkoweInformacjeIObjasnieniaJednostkaInna>
</JednostkaInna>
