<?xml version="1.0" encoding="UTF-8" standalone="no"?><Dokument xmlns="http://crd.gov.pl/wzor/2025/08/07/13817/" xmlns:tnsa="http://crd.gov.pl/xml/schematy/dziedzinowe/mf/2025/07/31/eD/JednostkaInnaStruktury/" xmlns:tnsb="http://crd.gov.pl/xml/schematy/dziedzinowe/mf/2025/07/31/eD/StrukturyDanychSprFin/" xmlns:tnsc="http://crd.gov.pl/xml/schematy/dziedzinowe/mf/2022/09/13/eD/DefinicjeTypy/" xmlns:tnsd="http://crd.gov.pl/xml/schematy/struktura/2009/11/16/" xmlns:xsi="http://www.w3.org/2001/XMLSchema-instance" xsi:schemaLocation="http://crd.gov.pl/wzor/2025/08/07/13817/ http://crd.gov.pl/wzor/2025/08/07/13817/schemat.xsd">
  <OpisDokumentu />
  <DaneDokumentu />
  <TrescDokumentu format="text/xml" kodowanie="XML">
    <JednostkaInna>
      <Naglowek>
        <tnsb:OkresOd>2025-01-01</tnsb:OkresOd>
        <tnsb:OkresDo>2025-12-31</tnsb:OkresDo>
        <tnsb:DataSporzadzenia>2026-05-21</tnsb:DataSporzadzenia>
        <tnsa:KodSprawozdania kodSystemowy="SFJINZ (2)" wersjaSchemy="1-0E">SprFinJednostkaInnaWZlotych</tnsa:KodSprawozdania>
        <tnsa:WariantSprawozdania>2</tnsa:WariantSprawozdania>
      </Naglowek>
      <WprowadzenieDoSprawozdaniaFinansowego>
        <P_1>
          <P_1A>
            <tnsb:NazwaFirmy>POLARIS IT GROUP SPÓŁKA AKCYJNA</tnsb:NazwaFirmy>
            <tnsb:Siedziba>
              <tnsb:AdresPol>
                <tnsb:KodKraju>PL</tnsb:KodKraju>
                <tnsb:Wojewodztwo>Mazowieckie</tnsb:Wojewodztwo>
                <tnsb:Powiat>Warszawa</tnsb:Powiat>
                <tnsb:Gmina>Mokotów</tnsb:Gmina>
                <tnsb:Ulica>ul. Świeradowska</tnsb:Ulica>
                <tnsb:NrDomu>47</tnsb:NrDomu>
                <tnsb:Miejscowosc>Warszawa</tnsb:Miejscowosc>
                <tnsb:KodPocztowy>02-662</tnsb:KodPocztowy>
              </tnsb:AdresPol>
            </tnsb:Siedziba>
          </P_1A>
          <P_1B>
            <FormaPrawna>16</FormaPrawna>
          </P_1B>
          <P_1C>
            <tnsb:KodPKD>7740B</tnsb:KodPKD>
            <tnsb:KodPKD2007>9002Z</tnsb:KodPKD2007>
            <tnsb:KodPKD2007>5813Z</tnsb:KodPKD2007>
            <tnsb:KodPKD2007>5814Z</tnsb:KodPKD2007>
            <tnsb:KodPKD2007>5914Z</tnsb:KodPKD2007>
            <tnsb:KodPKD2007>6209Z</tnsb:KodPKD2007>
            <tnsb:KodPKD2007>7312C</tnsb:KodPKD2007>
            <tnsb:KodPKD2007>7740Z</tnsb:KodPKD2007>
            <tnsb:KodPKD2007>7990C</tnsb:KodPKD2007>
            <tnsb:KodPKD2007>8230Z</tnsb:KodPKD2007>
            <tnsb:KodPKD2007>9004Z</tnsb:KodPKD2007>
          </P_1C>
          <P_1D>1132197112</P_1D>
          <P_1E>0000113924</P_1E>
        </P_1>
        <P_3>
          <tnsb:DataOd>2025-01-01</tnsb:DataOd>
          <tnsb:DataDo>2025-12-31</tnsb:DataDo>
        </P_3>
        <P_4>2</P_4>
        <P_5>
          <P_5A>1</P_5A>
          <P_5B>1</P_5B>
        </P_5>
        <P_7>
          <P_7A>Zasady rachunkowości przyjęte przy sporządzaniu sprawozdania finansowego są zgodne z  Ustawą o rachunkowości z 29 września 1994 r., zwaną dalej Ustawą, która określa między innymi ogólne zasady rachunkowości dla jednostek mających siedzibę lub miejsce sprawowania Zarządu na terytorium Rzeczypospolitej Polskiej.

1. Rzeczowe aktywa trwałe i wartości niematerialne i prawne

Środki trwałe są to aktywa trwałe i zrównane z nimi, o przewidywanym okresie ekonomicznej użyteczności dłuższym niż jeden rok, zdatne do użytku i przeznaczone na potrzeby jednostki, których cena nabycia jest wyższa niż 10.000,00.	
Do  wartości  niematerialnych  i  prawnych  zaliczane  są  prawa  majątkowe  wykorzystywane  przez jednostkę do prowadzenia działalności gospodarczej, których przewidywany okres ekonomicznej użyteczności jest dłuższy niż rok, których cena nabycia jest wyższa niż 10.000,00.	
Wartości  niematerialne  i  prawne  wyceniane  są  według  cen  nabycia  lub  kosztu  wytworzenia, pomniejszonych o odpisy umorzeniowe, a także odpisy z tytułu trwałej utraty wartości.						
Rzeczowe aktywa trwałe wykazywane są  w sprawozdaniu finansowym w wartości księgowej netto, to jest wg ich wartości początkowej pomniejszonej o odpisy umorzeniowe. Na wartość początkową środków trwałych składa się ogół kosztów poniesionych przez jednostkę, za okres budowy, montażu, ulepszenia i przystosowania składnika aktywów do używania. Amortyzacja dokonywana jest metodą liniową. Odpisów amortyzacyjnych dokonuje się począwszy od miesiąca następującego po miesiącu, w którym środek trwały lub wartość niematerialną i prawną przyjęto do używania.						
Spółka stosuje następujące stawki roczne dla podstawowych grup środków trwałych:						
         urządzenia techniczne i maszyny – 10-30%
         pozostałe środki trwałe – 20%
Spółka stosuje następujące stawki roczne dla podstawowych grup wartości niematerialnych i prawnych:   
         pozostałe wartości niematerialne i prawne – 50%

2. Inwestycje						
Inwestycje obejmują aktywa nabyte w celu osiągnięcia korzyści ekonomicznych wynikających z przyrostu wartości tych aktywów, uzyskania z nich przychodów w formie odsetek, dywidend lub innych pożytków, w tym również z transakcji handlowej.
Nieruchomości oraz wartości niematerialne i prawne zaliczane do inwestycji wycenia się według zasad zastosowanych do środków trwałych oraz wartości niematerialnych i prawnych.
Udziały w innych jednostkach podporządkowanych wycenia się według ceny nabycia z uwzględnieniem ewentualnej utraty wartości.						

3.  Należności						
Należności zalicza się do należności długoterminowych jeżeli okres spłaty na dzień bilansowy jest dłuższy niż jeden rok oraz do należności krótkoterminowych jeżeli okres spłaty na dzień bilansowy jest krótszy niż jeden rok. Należności wycenia się na dzień bilansowy w kwocie wymagającej zapłaty z zachowaniem zasady ostrożności. Należności z tytułu podatków, dotacji i ubezpieczeń społecznych oraz pozostałe należności są wyceniane w kwocie wymagającej zapłaty na podstawie przepisów, umów lub innych dokumentów.						
Odpisów aktualizujących dokonuje się z uwzględnieniem prawdopodobieństwa ich zapłaty w wysokości 100% wartości należności.
Odpisy aktualizujące wartość należności zalicza się do pozostałych  kosztów operacyjnych lub  kosztów finansowych w zależności od rodzaju należności, której odpis dotyczył.						
Pożyczki udzielone wycenia się w kwocie wymaganej zapłaty z zachowaniem zasady ostrożności.						

4. Środki pieniężne i ekwi</P_7A>
          <P_7A>walenty środków pieniężnych						
Środki pieniężne w banku i kasie wyceniane są według wartości nominalnej.						
						
5. Zapasy						
W ciągu roku zapasy wycenia się według cen zakupu. Na dzień bilansowy spółka wycenia zapasy w cenach zakupu z uwzględnieniem utraty wartości. Odpisy aktualizujące zalicza się do pozostałych kosztów operacyjnych.						
						
6. Rezerwy i rozliczenia międzyokresowe						
Rezerwy  ujmowane  są  wówczas,  gdy  na  Spółce ciąży  obowiązek  wynikający ze  zdarzeń  przeszłych i gdy jest pewne lub wysoce prawdopodobne,  że wypełnienie tego  obowiązku  spowoduje konieczność wypływu środków finansowych lub innych korzyści ekonomicznych oraz gdy można dokonać wiarygodnego oszacowania kwoty tego zobowiązania.						
Rezerwy tworzone są na:
- pewne lub o dużym stopniu prawdopodobieństwa przyszłe zobowiązania, których kwotę można w sposób wiarygodny oszacować, a w szczególności na straty z transakcji gospodarczych w toku, w tym z tytułu udzielonych gwarancji, poręczeń, operacji kredytowych, skutków toczącego się postępowania sądowego;
- odprawy emerytalne i rentowe, których obowiązek wypłaty wynika z art. 92 Kodeksu Pracy. Rezerwa tworzona jest w wysokości bazującej na szacowanym prawdopodobieństwie osiągnięcia wieku emerytalnego w pięcioletnich przedziałach wiekowych.
Rezerwy  na  niewykorzystane  urlopy  o  ile  jest  zasadne  ich  naliczenie  szacowane  są  w  wysokości wynagrodzenia brutto wraz z narzutami za miesiąc grudzień, obliczonego dla niewykorzystanych do dnia bilansowego dni urlopu dla każdego.				
						
Bierne rozliczenia międzyokresowe kosztów dokonywane są w wysokości prawdopodobnych zobowiązań przypadających na bieżący okres sprawozdawczy, wynikających w szczególności ze świadczeń wykonanych na rzecz jednostki przez kontrahentów jednostki, gdy kwotę zobowiązania można oszacować w sposób wiarygodny. Odpisy biernych rozliczeń międzyokresowych kosztów następują stosownie do wielkości świadczeń. Czas i sposób rozliczenia jest uzasadniony charakterem rozliczanych kosztów, z zachowaniem zasady ostrożności.						
						
Czynne  rozliczenia międzyokresowe kosztów dokonuje się w odniesieniu do poniesionych kosztów dotyczących przyszłych okresów sprawozdawczych.						
						
7. Kapitał własny						
Kapitały własne stanowi kapitał zakładowy oraz nie podzielony wynik finansowy lat ubiegłych.						
Kapitał  zakładowy  spółki  wykazany  jest  w  wysokości  zgodnej  z  aktem  notarialnym  oraz  wpisem do rejestru handlowego według wartości nominalnej. Zadeklarowane, lecz nie wniesione wkłady kapitałowe ujmowane są jako należne wkłady na poczet kapitału.						
Kapitał zapasowy tworzony jest z dopłat wspólników.						
Kapitał rezerwowy tworzony jest z podziału zysku z lat ubiegłych.						
Niepodzielony   wynik   finansowy z  lat  ubiegłych  obejmuje  zyski  i  straty  poprzednich  okresów,  które na podstawie uchwał Walnego Zgromadzenia Wspólników nie zostały rozliczone.								
						
8. Zobowiązania						
Zobowiązania zalicza się do zobowiązań długoterminowych jeżeli okres spłaty na dzień bilansowy jest dłuższy niż jeden rok oraz do zobowiązań krótkoterminowych jeżeli okres spłaty na dzień bilansowy jest krótszy niż jeden rok.						
						
Zobowiązania są wykazywane w kwocie wymagającej zapłaty, tj. łącznie z odsetkami przypadającymi na dzień bilansowy, jeżeli jednostka – jako nabywca – została nimi obciążona przez wierzyciela  (na mocy art. 481  1 K.c.)  lub  zgodnie  z  umową  i zasadą memoriału sama je nalicz</P_7A>
          <P_7A>yła. Odsetki te księgowane są w ciężar kosztów finansowych.						
						
Pożyczki otrzymane oraz wyemitowane instrumenty dłużne (obligacje) wycenia się w kwocie wymaganej  zapłaty z zachowaniem zasady ostrożności.						
						
9. Uznawanie przychodu						
Przychody ze sprzedaży uznawane są w momencie dostarczenia towaru lub wykonania usługi. Sprzedaż wykazuje się w wartości netto, tj. bez uwzględniania podatku od towarów i usług oraz wszelkich udzielonych rabatów.						
						
10. Koszty						
Ponoszone koszty ujmowane są w rachunku zysków i strat w celu odniesienia do przychodów w okresie, którego one dotyczą.												

11. Szacunki Zarządu						
Sporządzenie sprawozdania finansowego wymaga od Zarządu Spółki dokonywania pewnych szacunków i założeń, które znajdują odzwierciedlenie w sprawozdaniu finansowym oraz w dodatkowych informacjach i objaśnieniach do sprawozdania. Szacunki Zarządu Spółki dotyczą m.in.. utworzonych odpisów aktualizujących, rezerw, rozliczeń międzyokresowych oraz przyjętych stawek amortyzacyjnych, podatków odroczonych.						
						
 12. Rozliczenia z zagranicą						
Na dzień bilansowy ujmuje się transakcje wyrażone w walutach obcych wycenia się po kursie:
- faktycznie zastosowanym w tym dniu, wynikającym z charakteru operacji – w przypadku sprzedaży lub kupna walut oraz zapłaty należności lub zobowiązań;
- średnim kursie ogłoszonym dla danej waluty przez Narodowy Bank Polski z dnia poprzedzającego ten dzień – w przypadku zapłaty należności lub zobowiązań, jeżeli nie jest zasadne zastosowanie kursu, o którym mowa w pkt.1 a także w przypadku pozostałych operacji.											
Na dzień bilansowy ujmuje się aktywa i pasywa po obowiązującym na ten dzień średnim kursie ogłoszonym dla danej waluty przez Narodowy Bank Polski.												
Różnice kursowe powstałe przy zapłacie oraz na moment bilansowy odnosi się do kosztów i przychodów finansowych.			
Na potrzeby wyceny w sprawozdaniu finansowym zostały przyjęte następujące kursy:
Tabela nr 251/A/NBP/2025 z dnia 2025-12-31
EURO – 4,2267
100HUF - 1,0968</P_7A>
          <P_7B>1. Wynik finansowy ustala się na poziomie wyniku netto. 
2. Spółka może ustalać aktywa i rezerwy z tytułu odroczonego podatku dochodowego.  
Obowiązkowymi     obciążeniami     wyniku     finansowego     jest    podatek     dochodowy     od     osób     prawnych  (zgodnie z  Ustawą o podatku dochodowym od osób prawnych) oraz inne płatności z nim zrównane na podstawie odrębnych przepisów.
Podatek dochodowy jest kalkulowany w oparciu o zysk brutto ustalony na podstawie przepisów o rachunkowości, skorygowany o przychody nie podlegające opodatkowaniu, koszty nie stanowiące kosztów uzyskania przychodu oraz odliczenia strat z lat ubiegłych, ulg inwestycyjnych i darowizn.</P_7B>
          <P_7C>Sprawozdanie zawiera dane dotyczące jednostki. Sprawozdanie finansowe Spółki obejmuje: 
• informację dodatkową składającą się z wprowadzenia i dodatkowych informacji i objaśnień, 
• bilans, 
• rachunek zysków i strat w wariancie porównawczym, 
• rachunek przepływów pieniężnych, 
• zestawienie zmian w kapitale własnym.	</P_7C>
        </P_7>
        <P_8>0.00</P_8>
        <P_9>2</P_9>
      </WprowadzenieDoSprawozdaniaFinansowego>
      <Bilans>
        <tnsa:Aktywa>
          <tnsb:KwotaA>16191.31</tnsb:KwotaA>
          <tnsb:KwotaB>1433417.56</tnsb:KwotaB>
          <tnsa:Aktywa_A>
            <tnsb:KwotaA>0</tnsb:KwotaA>
            <tnsb:KwotaB>0</tnsb:KwotaB>
            <tnsa:Aktywa_A_I>
              <tnsb:KwotaA>0</tnsb:KwotaA>
              <tnsb:KwotaB>0</tnsb:KwotaB>
              <tnsa:Aktywa_A_I_1>
                <tnsb:KwotaA>0</tnsb:KwotaA>
                <tnsb:KwotaB>0</tnsb:KwotaB>
              </tnsa:Aktywa_A_I_1>
              <tnsa:Aktywa_A_I_2>
                <tnsb:KwotaA>0</tnsb:KwotaA>
                <tnsb:KwotaB>0</tnsb:KwotaB>
              </tnsa:Aktywa_A_I_2>
              <tnsa:Aktywa_A_I_3>
                <tnsb:KwotaA>0</tnsb:KwotaA>
                <tnsb:KwotaB>0</tnsb:KwotaB>
              </tnsa:Aktywa_A_I_3>
              <tnsa:Aktywa_A_I_4>
                <tnsb:KwotaA>0</tnsb:KwotaA>
                <tnsb:KwotaB>0</tnsb:KwotaB>
              </tnsa:Aktywa_A_I_4>
            </tnsa:Aktywa_A_I>
            <tnsa:Aktywa_A_II>
              <tnsb:KwotaA>0</tnsb:KwotaA>
              <tnsb:KwotaB>0</tnsb:KwotaB>
              <tnsa:Aktywa_A_II_1>
                <tnsb:KwotaA>0</tnsb:KwotaA>
                <tnsb:KwotaB>0</tnsb:KwotaB>
                <tnsa:Aktywa_A_II_1_A>
                  <tnsb:KwotaA>0</tnsb:KwotaA>
                  <tnsb:KwotaB>0</tnsb:KwotaB>
                </tnsa:Aktywa_A_II_1_A>
                <tnsa:Aktywa_A_II_1_B>
                  <tnsb:KwotaA>0</tnsb:KwotaA>
                  <tnsb:KwotaB>0</tnsb:KwotaB>
                </tnsa:Aktywa_A_II_1_B>
                <tnsa:Aktywa_A_II_1_C>
                  <tnsb:KwotaA>0</tnsb:KwotaA>
                  <tnsb:KwotaB>0</tnsb:KwotaB>
                </tnsa:Aktywa_A_II_1_C>
                <tnsa:Aktywa_A_II_1_D>
                  <tnsb:KwotaA>0</tnsb:KwotaA>
                  <tnsb:KwotaB>0</tnsb:KwotaB>
                </tnsa:Aktywa_A_II_1_D>
                <tnsa:Aktywa_A_II_1_E>
                  <tnsb:KwotaA>0</tnsb:KwotaA>
                  <tnsb:KwotaB>0</tnsb:KwotaB>
                </tnsa:Aktywa_A_II_1_E>
              </tnsa:Aktywa_A_II_1>
              <tnsa:Aktywa_A_II_2>
                <tnsb:KwotaA>0</tnsb:KwotaA>
                <tnsb:KwotaB>0</tnsb:KwotaB>
              </tnsa:Aktywa_A_II_2>
              <tnsa:Aktywa_A_II_3>
                <tnsb:KwotaA>0</tnsb:KwotaA>
                <tnsb:KwotaB>0</tnsb:KwotaB>
              </tnsa:Aktywa_A_II_3>
            </tnsa:Aktywa_A_II>
            <tnsa:Aktywa_A_III>
              <tnsb:KwotaA>0</tnsb:KwotaA>
              <tnsb:KwotaB>0</tnsb:KwotaB>
              <tnsa:Aktywa_A_III_1>
                <tnsb:KwotaA>0</tnsb:KwotaA>
                <tnsb:KwotaB>0</tnsb:KwotaB>
              </tnsa:Aktywa_A_III_1>
              <tnsa:Aktywa_A_III_2>
                <tnsb:KwotaA>0</tnsb:KwotaA>
                <tnsb:KwotaB>0</tnsb:KwotaB>
              </tnsa:Aktywa_A_III_2>
              <tnsa:Aktywa_A_III_3>
                <tnsb:KwotaA>0</tnsb:KwotaA>
                <tnsb:KwotaB>0</tnsb:KwotaB>
              </tnsa:Aktywa_A_III_3>
            </tnsa:Aktywa_A_III>
            <tnsa:Aktywa_A_IV>
              <tnsb:KwotaA>0</tnsb:KwotaA>
              <tnsb:KwotaB>0</tnsb:KwotaB>
              <tnsa:Aktywa_A_IV_1>
                <tnsb:KwotaA>0</tnsb:KwotaA>
                <tnsb:KwotaB>0</tnsb:KwotaB>
              </tnsa:Aktywa_A_IV_1>
              <tnsa:Aktywa_A_IV_2>
                <tnsb:KwotaA>0</tnsb:KwotaA>
                <tnsb:KwotaB>0</tnsb:KwotaB>
              </tnsa:Aktywa_A_IV_2>
              <tnsa:Aktywa_A_IV_3>
                <tnsb:KwotaA>0</tnsb:KwotaA>
                <tnsb:KwotaB>0</tnsb:KwotaB>
                <tnsa:Aktywa_A_IV_3_A>
                  <tnsb:KwotaA>0</tnsb:KwotaA>
                  <tnsb:KwotaB>0</tnsb:KwotaB>
                  <tnsa:Aktywa_A_IV_3_A_1>
                    <tnsb:KwotaA>0</tnsb:KwotaA>
                    <tnsb:KwotaB>0</tnsb:KwotaB>
                  </tnsa:Aktywa_A_IV_3_A_1>
                  <tnsa:Aktywa_A_IV_3_A_2>
                    <tnsb:KwotaA>0</tnsb:KwotaA>
                    <tnsb:KwotaB>0</tnsb:KwotaB>
                  </tnsa:Aktywa_A_IV_3_A_2>
                  <tnsa:Aktywa_A_IV_3_A_3>
                    <tnsb:KwotaA>0</tnsb:KwotaA>
                    <tnsb:KwotaB>0</tnsb:KwotaB>
                  </tnsa:Aktywa_A_IV_3_A_3>
                  <tnsa:Aktywa_A_IV_3_A_4>
                    <tnsb:KwotaA>0</tnsb:KwotaA>
                    <tnsb:KwotaB>0</tnsb:KwotaB>
                  </tnsa:Aktywa_A_IV_3_A_4>
                </tnsa:Aktywa_A_IV_3_A>
                <tnsa:Aktywa_A_IV_3_B>
                  <tnsb:KwotaA>0</tnsb:KwotaA>
                  <tnsb:KwotaB>0</tnsb:KwotaB>
                  <tnsa:Aktywa_A_IV_3_B_1>
                    <tnsb:KwotaA>0</tnsb:KwotaA>
                    <tnsb:KwotaB>0</tnsb:KwotaB>
                  </tnsa:Aktywa_A_IV_3_B_1>
                  <tnsa:Aktywa_A_IV_3_B_2>
                    <tnsb:KwotaA>0</tnsb:KwotaA>
                    <tnsb:KwotaB>0</tnsb:KwotaB>
                  </tnsa:Aktywa_A_IV_3_B_2>
                  <tnsa:Aktywa_A_IV_3_B_3>
                    <tnsb:KwotaA>0</tnsb:KwotaA>
                    <tnsb:KwotaB>0</tnsb:KwotaB>
                  </tnsa:Aktywa_A_IV_3_B_3>
                  <tnsa:Aktywa_A_IV_3_B_4>
                    <tnsb:KwotaA>0</tnsb:KwotaA>
                    <tnsb:KwotaB>0</tnsb:KwotaB>
                  </tnsa:Aktywa_A_IV_3_B_4>
                </tnsa:Aktywa_A_IV_3_B>
                <tnsa:Aktywa_A_IV_3_C>
                  <tnsb:KwotaA>0</tnsb:KwotaA>
                  <tnsb:KwotaB>0</tnsb:KwotaB>
                  <tnsa:Aktywa_A_IV_3_C_1>
                    <tnsb:KwotaA>0</tnsb:KwotaA>
                    <tnsb:KwotaB>0</tnsb:KwotaB>
                  </tnsa:Aktywa_A_IV_3_C_1>
                  <tnsa:Aktywa_A_IV_3_C_2>
                    <tnsb:KwotaA>0</tnsb:KwotaA>
                    <tnsb:KwotaB>0</tnsb:KwotaB>
                  </tnsa:Aktywa_A_IV_3_C_2>
                  <tnsa:Aktywa_A_IV_3_C_3>
                    <tnsb:KwotaA>0</tnsb:KwotaA>
                    <tnsb:KwotaB>0</tnsb:KwotaB>
                  </tnsa:Aktywa_A_IV_3_C_3>
                  <tnsa:Aktywa_A_IV_3_C_4>
                    <tnsb:KwotaA>0</tnsb:KwotaA>
                    <tnsb:KwotaB>0</tnsb:KwotaB>
                  </tnsa:Aktywa_A_IV_3_C_4>
                </tnsa:Aktywa_A_IV_3_C>
              </tnsa:Aktywa_A_IV_3>
              <tnsa:Aktywa_A_IV_4>
                <tnsb:KwotaA>0</tnsb:KwotaA>
                <tnsb:KwotaB>0</tnsb:KwotaB>
              </tnsa:Aktywa_A_IV_4>
            </tnsa:Aktywa_A_IV>
            <tnsa:Aktywa_A_V>
              <tnsb:KwotaA>0</tnsb:KwotaA>
              <tnsb:KwotaB>0</tnsb:KwotaB>
              <tnsa:Aktywa_A_V_1>
                <tnsb:KwotaA>0</tnsb:KwotaA>
                <tnsb:KwotaB>0</tnsb:KwotaB>
              </tnsa:Aktywa_A_V_1>
              <tnsa:Aktywa_A_V_2>
                <tnsb:KwotaA>0</tnsb:KwotaA>
                <tnsb:KwotaB>0</tnsb:KwotaB>
              </tnsa:Aktywa_A_V_2>
            </tnsa:Aktywa_A_V>
          </tnsa:Aktywa_A>
          <tnsa:Aktywa_B>
            <tnsb:KwotaA>16191.31</tnsb:KwotaA>
            <tnsb:KwotaB>1433417.56</tnsb:KwotaB>
            <tnsa:Aktywa_B_I>
              <tnsb:KwotaA>0</tnsb:KwotaA>
              <tnsb:KwotaB>0</tnsb:KwotaB>
              <tnsa:Aktywa_B_I_1>
                <tnsb:KwotaA>0</tnsb:KwotaA>
                <tnsb:KwotaB>0</tnsb:KwotaB>
              </tnsa:Aktywa_B_I_1>
              <tnsa:Aktywa_B_I_2>
                <tnsb:KwotaA>0</tnsb:KwotaA>
                <tnsb:KwotaB>0</tnsb:KwotaB>
              </tnsa:Aktywa_B_I_2>
              <tnsa:Aktywa_B_I_3>
                <tnsb:KwotaA>0</tnsb:KwotaA>
                <tnsb:KwotaB>0</tnsb:KwotaB>
              </tnsa:Aktywa_B_I_3>
              <tnsa:Aktywa_B_I_4>
                <tnsb:KwotaA>0</tnsb:KwotaA>
                <tnsb:KwotaB>0</tnsb:KwotaB>
              </tnsa:Aktywa_B_I_4>
              <tnsa:Aktywa_B_I_5>
                <tnsb:KwotaA>0</tnsb:KwotaA>
                <tnsb:KwotaB>0</tnsb:KwotaB>
              </tnsa:Aktywa_B_I_5>
            </tnsa:Aktywa_B_I>
            <tnsa:Aktywa_B_II>
              <tnsb:KwotaA>15575.05</tnsb:KwotaA>
              <tnsb:KwotaB>1422051.3</tnsb:KwotaB>
              <tnsa:Aktywa_B_II_1>
                <tnsb:KwotaA>0</tnsb:KwotaA>
                <tnsb:KwotaB>0</tnsb:KwotaB>
                <tnsa:Aktywa_B_II_1_A>
                  <tnsb:KwotaA>0</tnsb:KwotaA>
                  <tnsb:KwotaB>0</tnsb:KwotaB>
                  <tnsa:Aktywa_B_II_1_A_1>
                    <tnsb:KwotaA>0</tnsb:KwotaA>
                    <tnsb:KwotaB>0</tnsb:KwotaB>
                  </tnsa:Aktywa_B_II_1_A_1>
                  <tnsa:Aktywa_B_II_1_A_2>
                    <tnsb:KwotaA>0</tnsb:KwotaA>
                    <tnsb:KwotaB>0</tnsb:KwotaB>
                  </tnsa:Aktywa_B_II_1_A_2>
                </tnsa:Aktywa_B_II_1_A>
                <tnsa:Aktywa_B_II_1_B>
                  <tnsb:KwotaA>0</tnsb:KwotaA>
                  <tnsb:KwotaB>0</tnsb:KwotaB>
                </tnsa:Aktywa_B_II_1_B>
              </tnsa:Aktywa_B_II_1>
              <tnsa:Aktywa_B_II_2>
                <tnsb:KwotaA>0</tnsb:KwotaA>
                <tnsb:KwotaB>0</tnsb:KwotaB>
                <tnsa:Aktywa_B_II_2_A>
                  <tnsb:KwotaA>0</tnsb:KwotaA>
                  <tnsb:KwotaB>0</tnsb:KwotaB>
                  <tnsa:Aktywa_B_II_2_A_1>
                    <tnsb:KwotaA>0</tnsb:KwotaA>
                    <tnsb:KwotaB>0</tnsb:KwotaB>
                  </tnsa:Aktywa_B_II_2_A_1>
                  <tnsa:Aktywa_B_II_2_A_2>
                    <tnsb:KwotaA>0</tnsb:KwotaA>
                    <tnsb:KwotaB>0</tnsb:KwotaB>
                  </tnsa:Aktywa_B_II_2_A_2>
                </tnsa:Aktywa_B_II_2_A>
                <tnsa:Aktywa_B_II_2_B>
                  <tnsb:KwotaA>0</tnsb:KwotaA>
                  <tnsb:KwotaB>0</tnsb:KwotaB>
                </tnsa:Aktywa_B_II_2_B>
              </tnsa:Aktywa_B_II_2>
              <tnsa:Aktywa_B_II_3>
                <tnsb:KwotaA>15575.05</tnsb:KwotaA>
                <tnsb:KwotaB>1422051.3</tnsb:KwotaB>
                <tnsa:Aktywa_B_II_3_A>
                  <tnsb:KwotaA>0</tnsb:KwotaA>
                  <tnsb:KwotaB>1410090</tnsb:KwotaB>
                  <tnsa:Aktywa_B_II_3_A_1>
                    <tnsb:KwotaA>0</tnsb:KwotaA>
                    <tnsb:KwotaB>1410090</tnsb:KwotaB>
                  </tnsa:Aktywa_B_II_3_A_1>
                  <tnsa:Aktywa_B_II_3_A_2>
                    <tnsb:KwotaA>0</tnsb:KwotaA>
                    <tnsb:KwotaB>0</tnsb:KwotaB>
                  </tnsa:Aktywa_B_II_3_A_2>
                </tnsa:Aktywa_B_II_3_A>
                <tnsa:Aktywa_B_II_3_B>
                  <tnsb:KwotaA>15575.05</tnsb:KwotaA>
                  <tnsb:KwotaB>11961.3</tnsb:KwotaB>
                </tnsa:Aktywa_B_II_3_B>
                <tnsa:Aktywa_B_II_3_C>
                  <tnsb:KwotaA>0</tnsb:KwotaA>
                  <tnsb:KwotaB>0</tnsb:KwotaB>
                </tnsa:Aktywa_B_II_3_C>
                <tnsa:Aktywa_B_II_3_D>
                  <tnsb:KwotaA>0</tnsb:KwotaA>
                  <tnsb:KwotaB>0</tnsb:KwotaB>
                </tnsa:Aktywa_B_II_3_D>
              </tnsa:Aktywa_B_II_3>
            </tnsa:Aktywa_B_II>
            <tnsa:Aktywa_B_III>
              <tnsb:KwotaA>219.53</tnsb:KwotaA>
              <tnsb:KwotaB>10774.16</tnsb:KwotaB>
              <tnsa:Aktywa_B_III_1>
                <tnsb:KwotaA>219.53</tnsb:KwotaA>
                <tnsb:KwotaB>10774.16</tnsb:KwotaB>
                <tnsa:Aktywa_B_III_1_A>
                  <tnsb:KwotaA>0</tnsb:KwotaA>
                  <tnsb:KwotaB>0</tnsb:KwotaB>
                  <tnsa:Aktywa_B_III_1_A_1>
                    <tnsb:KwotaA>0</tnsb:KwotaA>
                    <tnsb:KwotaB>0</tnsb:KwotaB>
                  </tnsa:Aktywa_B_III_1_A_1>
                  <tnsa:Aktywa_B_III_1_A_2>
                    <tnsb:KwotaA>0</tnsb:KwotaA>
                    <tnsb:KwotaB>0</tnsb:KwotaB>
                  </tnsa:Aktywa_B_III_1_A_2>
                  <tnsa:Aktywa_B_III_1_A_3>
                    <tnsb:KwotaA>0</tnsb:KwotaA>
                    <tnsb:KwotaB>0</tnsb:KwotaB>
                  </tnsa:Aktywa_B_III_1_A_3>
                  <tnsa:Aktywa_B_III_1_A_4>
                    <tnsb:KwotaA>0</tnsb:KwotaA>
                    <tnsb:KwotaB>0</tnsb:KwotaB>
                  </tnsa:Aktywa_B_III_1_A_4>
                </tnsa:Aktywa_B_III_1_A>
                <tnsa:Aktywa_B_III_1_B>
                  <tnsb:KwotaA>0</tnsb:KwotaA>
                  <tnsb:KwotaB>0</tnsb:KwotaB>
                  <tnsa:Aktywa_B_III_1_B_1>
                    <tnsb:KwotaA>0</tnsb:KwotaA>
                    <tnsb:KwotaB>0</tnsb:KwotaB>
                  </tnsa:Aktywa_B_III_1_B_1>
                  <tnsa:Aktywa_B_III_1_B_2>
                    <tnsb:KwotaA>0</tnsb:KwotaA>
                    <tnsb:KwotaB>0</tnsb:KwotaB>
                  </tnsa:Aktywa_B_III_1_B_2>
                  <tnsa:Aktywa_B_III_1_B_3>
                    <tnsb:KwotaA>0</tnsb:KwotaA>
                    <tnsb:KwotaB>0</tnsb:KwotaB>
                  </tnsa:Aktywa_B_III_1_B_3>
                  <tnsa:Aktywa_B_III_1_B_4>
                    <tnsb:KwotaA>0</tnsb:KwotaA>
                    <tnsb:KwotaB>0</tnsb:KwotaB>
                  </tnsa:Aktywa_B_III_1_B_4>
                </tnsa:Aktywa_B_III_1_B>
                <tnsa:Aktywa_B_III_1_C>
                  <tnsb:KwotaA>219.53</tnsb:KwotaA>
                  <tnsb:KwotaB>10774.16</tnsb:KwotaB>
                  <tnsa:Aktywa_B_III_1_C_1>
                    <tnsb:KwotaA>219.53</tnsb:KwotaA>
                    <tnsb:KwotaB>10774.16</tnsb:KwotaB>
                  </tnsa:Aktywa_B_III_1_C_1>
                  <tnsa:Aktywa_B_III_1_C_2>
                    <tnsb:KwotaA>0</tnsb:KwotaA>
                    <tnsb:KwotaB>0</tnsb:KwotaB>
                  </tnsa:Aktywa_B_III_1_C_2>
                  <tnsa:Aktywa_B_III_1_C_3>
                    <tnsb:KwotaA>0</tnsb:KwotaA>
                    <tnsb:KwotaB>0</tnsb:KwotaB>
                  </tnsa:Aktywa_B_III_1_C_3>
                </tnsa:Aktywa_B_III_1_C>
              </tnsa:Aktywa_B_III_1>
              <tnsa:Aktywa_B_III_2>
                <tnsb:KwotaA>0</tnsb:KwotaA>
                <tnsb:KwotaB>0</tnsb:KwotaB>
              </tnsa:Aktywa_B_III_2>
            </tnsa:Aktywa_B_III>
            <tnsa:Aktywa_B_IV>
              <tnsb:KwotaA>396.73</tnsb:KwotaA>
              <tnsb:KwotaB>592.1</tnsb:KwotaB>
            </tnsa:Aktywa_B_IV>
          </tnsa:Aktywa_B>
          <tnsa:Aktywa_C>
            <tnsb:KwotaA>0</tnsb:KwotaA>
            <tnsb:KwotaB>0</tnsb:KwotaB>
          </tnsa:Aktywa_C>
          <tnsa:Aktywa_D>
            <tnsb:KwotaA>0</tnsb:KwotaA>
            <tnsb:KwotaB>0</tnsb:KwotaB>
          </tnsa:Aktywa_D>
        </tnsa:Aktywa>
        <tnsa:Pasywa>
          <tnsb:KwotaA>16191.31</tnsb:KwotaA>
          <tnsb:KwotaB>1433417.56</tnsb:KwotaB>
          <tnsa:Pasywa_A>
            <tnsb:KwotaA>-399486.77</tnsb:KwotaA>
            <tnsb:KwotaB>37977.49</tnsb:KwotaB>
            <tnsa:Pasywa_A_I>
              <tnsb:KwotaA>6087000</tnsb:KwotaA>
              <tnsb:KwotaB>6087000</tnsb:KwotaB>
            </tnsa:Pasywa_A_I>
            <tnsa:Pasywa_A_II>
              <tnsb:KwotaA>53350000</tnsb:KwotaA>
              <tnsb:KwotaB>53350000</tnsb:KwotaB>
              <tnsa:Pasywa_A_II_1>
                <tnsb:KwotaA>53350000</tnsb:KwotaA>
                <tnsb:KwotaB>53350000</tnsb:KwotaB>
              </tnsa:Pasywa_A_II_1>
            </tnsa:Pasywa_A_II>
            <tnsa:Pasywa_A_III>
              <tnsb:KwotaA>0</tnsb:KwotaA>
              <tnsb:KwotaB>0</tnsb:KwotaB>
              <tnsa:Pasywa_A_III_1>
                <tnsb:KwotaA>0</tnsb:KwotaA>
                <tnsb:KwotaB>0</tnsb:KwotaB>
              </tnsa:Pasywa_A_III_1>
            </tnsa:Pasywa_A_III>
            <tnsa:Pasywa_A_IV>
              <tnsb:KwotaA>0</tnsb:KwotaA>
              <tnsb:KwotaB>0</tnsb:KwotaB>
              <tnsa:Pasywa_A_IV_1>
                <tnsb:KwotaA>0</tnsb:KwotaA>
                <tnsb:KwotaB>0</tnsb:KwotaB>
              </tnsa:Pasywa_A_IV_1>
              <tnsa:Pasywa_A_IV_2>
                <tnsb:KwotaA>0</tnsb:KwotaA>
                <tnsb:KwotaB>0</tnsb:KwotaB>
              </tnsa:Pasywa_A_IV_2>
            </tnsa:Pasywa_A_IV>
            <tnsa:Pasywa_A_V>
              <tnsb:KwotaA>-59399022.51</tnsb:KwotaA>
              <tnsb:KwotaB>-504297.37</tnsb:KwotaB>
            </tnsa:Pasywa_A_V>
            <tnsa:Pasywa_A_VI>
              <tnsb:KwotaA>-437464.26</tnsb:KwotaA>
              <tnsb:KwotaB>-58894725.14</tnsb:KwotaB>
            </tnsa:Pasywa_A_VI>
            <tnsa:Pasywa_A_VII>
              <tnsb:KwotaA>0</tnsb:KwotaA>
              <tnsb:KwotaB>0</tnsb:KwotaB>
            </tnsa:Pasywa_A_VII>
          </tnsa:Pasywa_A>
          <tnsa:Pasywa_B>
            <tnsb:KwotaA>415678.08</tnsb:KwotaA>
            <tnsb:KwotaB>1395440.07</tnsb:KwotaB>
            <tnsa:Pasywa_B_I>
              <tnsb:KwotaA>312241.5</tnsb:KwotaA>
              <tnsb:KwotaB>21365</tnsb:KwotaB>
              <tnsa:Pasywa_B_I_1>
                <tnsb:KwotaA>0</tnsb:KwotaA>
                <tnsb:KwotaB>0</tnsb:KwotaB>
              </tnsa:Pasywa_B_I_1>
              <tnsa:Pasywa_B_I_2>
                <tnsb:KwotaA>0</tnsb:KwotaA>
                <tnsb:KwotaB>0</tnsb:KwotaB>
                <tnsa:Pasywa_B_I_2_1>
                  <tnsb:KwotaA>0</tnsb:KwotaA>
                  <tnsb:KwotaB>0</tnsb:KwotaB>
                </tnsa:Pasywa_B_I_2_1>
                <tnsa:Pasywa_B_I_2_2>
                  <tnsb:KwotaA>0</tnsb:KwotaA>
                  <tnsb:KwotaB>0</tnsb:KwotaB>
                </tnsa:Pasywa_B_I_2_2>
              </tnsa:Pasywa_B_I_2>
              <tnsa:Pasywa_B_I_3>
                <tnsb:KwotaA>312241.5</tnsb:KwotaA>
                <tnsb:KwotaB>21365</tnsb:KwotaB>
                <tnsa:Pasywa_B_I_3_1>
                  <tnsb:KwotaA>0</tnsb:KwotaA>
                  <tnsb:KwotaB>0</tnsb:KwotaB>
                </tnsa:Pasywa_B_I_3_1>
                <tnsa:Pasywa_B_I_3_2>
                  <tnsb:KwotaA>312241.5</tnsb:KwotaA>
                  <tnsb:KwotaB>21365</tnsb:KwotaB>
                </tnsa:Pasywa_B_I_3_2>
              </tnsa:Pasywa_B_I_3>
            </tnsa:Pasywa_B_I>
            <tnsa:Pasywa_B_II>
              <tnsb:KwotaA>0</tnsb:KwotaA>
              <tnsb:KwotaB>0</tnsb:KwotaB>
              <tnsa:Pasywa_B_II_1>
                <tnsb:KwotaA>0</tnsb:KwotaA>
                <tnsb:KwotaB>0</tnsb:KwotaB>
              </tnsa:Pasywa_B_II_1>
              <tnsa:Pasywa_B_II_2>
                <tnsb:KwotaA>0</tnsb:KwotaA>
                <tnsb:KwotaB>0</tnsb:KwotaB>
              </tnsa:Pasywa_B_II_2>
              <tnsa:Pasywa_B_II_3>
                <tnsb:KwotaA>0</tnsb:KwotaA>
                <tnsb:KwotaB>0</tnsb:KwotaB>
                <tnsa:Pasywa_B_II_3_A>
                  <tnsb:KwotaA>0</tnsb:KwotaA>
                  <tnsb:KwotaB>0</tnsb:KwotaB>
                </tnsa:Pasywa_B_II_3_A>
                <tnsa:Pasywa_B_II_3_B>
                  <tnsb:KwotaA>0</tnsb:KwotaA>
                  <tnsb:KwotaB>0</tnsb:KwotaB>
                </tnsa:Pasywa_B_II_3_B>
                <tnsa:Pasywa_B_II_3_C>
                  <tnsb:KwotaA>0</tnsb:KwotaA>
                  <tnsb:KwotaB>0</tnsb:KwotaB>
                </tnsa:Pasywa_B_II_3_C>
                <tnsa:Pasywa_B_II_3_D>
                  <tnsb:KwotaA>0</tnsb:KwotaA>
                  <tnsb:KwotaB>0</tnsb:KwotaB>
                </tnsa:Pasywa_B_II_3_D>
                <tnsa:Pasywa_B_II_3_E>
                  <tnsb:KwotaA>0</tnsb:KwotaA>
                  <tnsb:KwotaB>0</tnsb:KwotaB>
                </tnsa:Pasywa_B_II_3_E>
              </tnsa:Pasywa_B_II_3>
            </tnsa:Pasywa_B_II>
            <tnsa:Pasywa_B_III>
              <tnsb:KwotaA>103436.58</tnsb:KwotaA>
              <tnsb:KwotaB>1374075.07</tnsb:KwotaB>
              <tnsa:Pasywa_B_III_1>
                <tnsb:KwotaA>0</tnsb:KwotaA>
                <tnsb:KwotaB>0</tnsb:KwotaB>
                <tnsa:Pasywa_B_III_1_A>
                  <tnsb:KwotaA>0</tnsb:KwotaA>
                  <tnsb:KwotaB>0</tnsb:KwotaB>
                  <tnsa:Pasywa_B_III_1_A_1>
                    <tnsb:KwotaA>0</tnsb:KwotaA>
                    <tnsb:KwotaB>0</tnsb:KwotaB>
                  </tnsa:Pasywa_B_III_1_A_1>
                  <tnsa:Pasywa_B_III_1_A_2>
                    <tnsb:KwotaA>0</tnsb:KwotaA>
                    <tnsb:KwotaB>0</tnsb:KwotaB>
                  </tnsa:Pasywa_B_III_1_A_2>
                </tnsa:Pasywa_B_III_1_A>
                <tnsa:Pasywa_B_III_1_B>
                  <tnsb:KwotaA>0</tnsb:KwotaA>
                  <tnsb:KwotaB>0</tnsb:KwotaB>
                </tnsa:Pasywa_B_III_1_B>
              </tnsa:Pasywa_B_III_1>
              <tnsa:Pasywa_B_III_2>
                <tnsb:KwotaA>0</tnsb:KwotaA>
                <tnsb:KwotaB>0</tnsb:KwotaB>
                <tnsa:Pasywa_B_III_2_A>
                  <tnsb:KwotaA>0</tnsb:KwotaA>
                  <tnsb:KwotaB>0</tnsb:KwotaB>
                  <tnsa:Pasywa_B_III_2_A_1>
                    <tnsb:KwotaA>0</tnsb:KwotaA>
                    <tnsb:KwotaB>0</tnsb:KwotaB>
                  </tnsa:Pasywa_B_III_2_A_1>
                  <tnsa:Pasywa_B_III_2_A_2>
                    <tnsb:KwotaA>0</tnsb:KwotaA>
                    <tnsb:KwotaB>0</tnsb:KwotaB>
                  </tnsa:Pasywa_B_III_2_A_2>
                </tnsa:Pasywa_B_III_2_A>
                <tnsa:Pasywa_B_III_2_B>
                  <tnsb:KwotaA>0</tnsb:KwotaA>
                  <tnsb:KwotaB>0</tnsb:KwotaB>
                </tnsa:Pasywa_B_III_2_B>
              </tnsa:Pasywa_B_III_2>
              <tnsa:Pasywa_B_III_3>
                <tnsb:KwotaA>103436.58</tnsb:KwotaA>
                <tnsb:KwotaB>1374075.07</tnsb:KwotaB>
                <tnsa:Pasywa_B_III_3_A>
                  <tnsb:KwotaA>0</tnsb:KwotaA>
                  <tnsb:KwotaB>0</tnsb:KwotaB>
                </tnsa:Pasywa_B_III_3_A>
                <tnsa:Pasywa_B_III_3_B>
                  <tnsb:KwotaA>0</tnsb:KwotaA>
                  <tnsb:KwotaB>0</tnsb:KwotaB>
                </tnsa:Pasywa_B_III_3_B>
                <tnsa:Pasywa_B_III_3_C>
                  <tnsb:KwotaA>0</tnsb:KwotaA>
                  <tnsb:KwotaB>0</tnsb:KwotaB>
                </tnsa:Pasywa_B_III_3_C>
                <tnsa:Pasywa_B_III_3_D>
                  <tnsb:KwotaA>58575.58</tnsb:KwotaA>
                  <tnsb:KwotaB>1369520.07</tnsb:KwotaB>
                  <tnsa:Pasywa_B_III_3_D_1>
                    <tnsb:KwotaA>58575.58</tnsb:KwotaA>
                    <tnsb:KwotaB>1369520.07</tnsb:KwotaB>
                  </tnsa:Pasywa_B_III_3_D_1>
                  <tnsa:Pasywa_B_III_3_D_2>
                    <tnsb:KwotaA>0</tnsb:KwotaA>
                    <tnsb:KwotaB>0</tnsb:KwotaB>
                  </tnsa:Pasywa_B_III_3_D_2>
                </tnsa:Pasywa_B_III_3_D>
                <tnsa:Pasywa_B_III_3_E>
                  <tnsb:KwotaA>42611</tnsb:KwotaA>
                  <tnsb:KwotaB>0</tnsb:KwotaB>
                </tnsa:Pasywa_B_III_3_E>
                <tnsa:Pasywa_B_III_3_F>
                  <tnsb:KwotaA>0</tnsb:KwotaA>
                  <tnsb:KwotaB>0</tnsb:KwotaB>
                </tnsa:Pasywa_B_III_3_F>
                <tnsa:Pasywa_B_III_3_G>
                  <tnsb:KwotaA>2250</tnsb:KwotaA>
                  <tnsb:KwotaB>4555</tnsb:KwotaB>
                </tnsa:Pasywa_B_III_3_G>
                <tnsa:Pasywa_B_III_3_H>
                  <tnsb:KwotaA>0</tnsb:KwotaA>
                  <tnsb:KwotaB>0</tnsb:KwotaB>
                </tnsa:Pasywa_B_III_3_H>
                <tnsa:Pasywa_B_III_3_I>
                  <tnsb:KwotaA>0</tnsb:KwotaA>
                  <tnsb:KwotaB>0</tnsb:KwotaB>
                </tnsa:Pasywa_B_III_3_I>
              </tnsa:Pasywa_B_III_3>
              <tnsa:Pasywa_B_III_4>
                <tnsb:KwotaA>0</tnsb:KwotaA>
                <tnsb:KwotaB>0</tnsb:KwotaB>
              </tnsa:Pasywa_B_III_4>
            </tnsa:Pasywa_B_III>
            <tnsa:Pasywa_B_IV>
              <tnsb:KwotaA>0</tnsb:KwotaA>
              <tnsb:KwotaB>0</tnsb:KwotaB>
              <tnsa:Pasywa_B_IV_1>
                <tnsb:KwotaA>0</tnsb:KwotaA>
                <tnsb:KwotaB>0</tnsb:KwotaB>
              </tnsa:Pasywa_B_IV_1>
              <tnsa:Pasywa_B_IV_2>
                <tnsb:KwotaA>0</tnsb:KwotaA>
                <tnsb:KwotaB>0</tnsb:KwotaB>
                <tnsa:Pasywa_B_IV_2_1>
                  <tnsb:KwotaA>0</tnsb:KwotaA>
                  <tnsb:KwotaB>0</tnsb:KwotaB>
                </tnsa:Pasywa_B_IV_2_1>
                <tnsa:Pasywa_B_IV_2_2>
                  <tnsb:KwotaA>0</tnsb:KwotaA>
                  <tnsb:KwotaB>0</tnsb:KwotaB>
                </tnsa:Pasywa_B_IV_2_2>
              </tnsa:Pasywa_B_IV_2>
            </tnsa:Pasywa_B_IV>
          </tnsa:Pasywa_B>
        </tnsa:Pasywa>
      </Bilans>
      <RZiS>
        <tnsa:RZiSPor>
          <tnsa:A>
            <tnsb:KwotaA>0</tnsb:KwotaA>
            <tnsb:KwotaB>1495987</tnsb:KwotaB>
            <tnsa:A_J>
              <tnsb:KwotaA>0</tnsb:KwotaA>
              <tnsb:KwotaB>0</tnsb:KwotaB>
            </tnsa:A_J>
            <tnsa:A_I>
              <tnsb:KwotaA>0</tnsb:KwotaA>
              <tnsb:KwotaB>1495987</tnsb:KwotaB>
            </tnsa:A_I>
            <tnsa:A_II>
              <tnsb:KwotaA>0</tnsb:KwotaA>
              <tnsb:KwotaB>0</tnsb:KwotaB>
            </tnsa:A_II>
            <tnsa:A_III>
              <tnsb:KwotaA>0</tnsb:KwotaA>
              <tnsb:KwotaB>0</tnsb:KwotaB>
            </tnsa:A_III>
            <tnsa:A_IV>
              <tnsb:KwotaA>0</tnsb:KwotaA>
              <tnsb:KwotaB>0</tnsb:KwotaB>
            </tnsa:A_IV>
          </tnsa:A>
          <tnsa:B>
            <tnsb:KwotaA>146864.89</tnsb:KwotaA>
            <tnsb:KwotaB>1657192.2</tnsb:KwotaB>
            <tnsa:B_I>
              <tnsb:KwotaA>0</tnsb:KwotaA>
              <tnsb:KwotaB>0</tnsb:KwotaB>
            </tnsa:B_I>
            <tnsa:B_II>
              <tnsb:KwotaA>0</tnsb:KwotaA>
              <tnsb:KwotaB>0</tnsb:KwotaB>
            </tnsa:B_II>
            <tnsa:B_III>
              <tnsb:KwotaA>73630.86</tnsb:KwotaA>
              <tnsb:KwotaB>222637.84</tnsb:KwotaB>
            </tnsa:B_III>
            <tnsa:B_IV>
              <tnsb:KwotaA>0</tnsb:KwotaA>
              <tnsb:KwotaB>6916.39</tnsb:KwotaB>
              <tnsa:B_IV_1>
                <tnsb:KwotaA>0</tnsb:KwotaA>
                <tnsb:KwotaB>0</tnsb:KwotaB>
              </tnsa:B_IV_1>
            </tnsa:B_IV>
            <tnsa:B_V>
              <tnsb:KwotaA>10000</tnsb:KwotaA>
              <tnsb:KwotaB>70844</tnsb:KwotaB>
            </tnsa:B_V>
            <tnsa:B_VI>
              <tnsb:KwotaA>0</tnsb:KwotaA>
              <tnsb:KwotaB>0</tnsb:KwotaB>
              <tnsa:B_VI_1>
                <tnsb:KwotaA>0</tnsb:KwotaA>
                <tnsb:KwotaB>0</tnsb:KwotaB>
              </tnsa:B_VI_1>
            </tnsa:B_VI>
            <tnsa:B_VII>
              <tnsb:KwotaA>5530.81</tnsb:KwotaA>
              <tnsb:KwotaB>10263.47</tnsb:KwotaB>
            </tnsa:B_VII>
            <tnsa:B_VIII>
              <tnsb:KwotaA>57703.22</tnsb:KwotaA>
              <tnsb:KwotaB>1346530.5</tnsb:KwotaB>
            </tnsa:B_VIII>
          </tnsa:B>
          <tnsa:C>
            <tnsb:KwotaA>-146864.89</tnsb:KwotaA>
            <tnsb:KwotaB>-161205.2</tnsb:KwotaB>
          </tnsa:C>
          <tnsa:D>
            <tnsb:KwotaA>1369.17</tnsb:KwotaA>
            <tnsb:KwotaB>31131.88</tnsb:KwotaB>
            <tnsa:D_I>
              <tnsb:KwotaA>0</tnsb:KwotaA>
              <tnsb:KwotaB>0</tnsb:KwotaB>
            </tnsa:D_I>
            <tnsa:D_II>
              <tnsb:KwotaA>0</tnsb:KwotaA>
              <tnsb:KwotaB>0</tnsb:KwotaB>
            </tnsa:D_II>
            <tnsa:D_III>
              <tnsb:KwotaA>0</tnsb:KwotaA>
              <tnsb:KwotaB>0</tnsb:KwotaB>
            </tnsa:D_III>
            <tnsa:D_IV>
              <tnsb:KwotaA>1369.17</tnsb:KwotaA>
              <tnsb:KwotaB>31131.88</tnsb:KwotaB>
            </tnsa:D_IV>
          </tnsa:D>
          <tnsa:E>
            <tnsb:KwotaA>290981.6</tnsb:KwotaA>
            <tnsb:KwotaB>3885345.41</tnsb:KwotaB>
            <tnsa:E_I>
              <tnsb:KwotaA>0</tnsb:KwotaA>
              <tnsb:KwotaB>0</tnsb:KwotaB>
            </tnsa:E_I>
            <tnsa:E_II>
              <tnsb:KwotaA>0</tnsb:KwotaA>
              <tnsb:KwotaB>0</tnsb:KwotaB>
            </tnsa:E_II>
            <tnsa:E_III>
              <tnsb:KwotaA>290981.6</tnsb:KwotaA>
              <tnsb:KwotaB>3885345.41</tnsb:KwotaB>
            </tnsa:E_III>
          </tnsa:E>
          <tnsa:F>
            <tnsb:KwotaA>-436477.32</tnsb:KwotaA>
            <tnsb:KwotaB>-4015418.73</tnsb:KwotaB>
          </tnsa:F>
          <tnsa:G>
            <tnsb:KwotaA>7163.65</tnsb:KwotaA>
            <tnsb:KwotaB>162422.34</tnsb:KwotaB>
            <tnsa:G_I>
              <tnsb:KwotaA>0</tnsb:KwotaA>
              <tnsb:KwotaB>0</tnsb:KwotaB>
              <tnsa:G_I_A>
                <tnsb:KwotaA>0</tnsb:KwotaA>
                <tnsb:KwotaB>0</tnsb:KwotaB>
                <tnsa:G_I_A_1>
                  <tnsb:KwotaA>0</tnsb:KwotaA>
                  <tnsb:KwotaB>0</tnsb:KwotaB>
                </tnsa:G_I_A_1>
              </tnsa:G_I_A>
              <tnsa:G_I_B>
                <tnsb:KwotaA>0</tnsb:KwotaA>
                <tnsb:KwotaB>0</tnsb:KwotaB>
                <tnsa:G_I_B_1>
                  <tnsb:KwotaA>0</tnsb:KwotaA>
                  <tnsb:KwotaB>0</tnsb:KwotaB>
                </tnsa:G_I_B_1>
              </tnsa:G_I_B>
            </tnsa:G_I>
            <tnsa:G_II>
              <tnsb:KwotaA>0</tnsb:KwotaA>
              <tnsb:KwotaB>0</tnsb:KwotaB>
              <tnsa:G_II_J>
                <tnsb:KwotaA>0</tnsb:KwotaA>
                <tnsb:KwotaB>0</tnsb:KwotaB>
              </tnsa:G_II_J>
            </tnsa:G_II>
            <tnsa:G_III>
              <tnsb:KwotaA>0</tnsb:KwotaA>
              <tnsb:KwotaB>0</tnsb:KwotaB>
              <tnsa:G_III_J>
                <tnsb:KwotaA>0</tnsb:KwotaA>
                <tnsb:KwotaB>0</tnsb:KwotaB>
              </tnsa:G_III_J>
            </tnsa:G_III>
            <tnsa:G_IV>
              <tnsb:KwotaA>0</tnsb:KwotaA>
              <tnsb:KwotaB>0</tnsb:KwotaB>
            </tnsa:G_IV>
            <tnsa:G_V>
              <tnsb:KwotaA>7163.65</tnsb:KwotaA>
              <tnsb:KwotaB>162422.34</tnsb:KwotaB>
            </tnsa:G_V>
          </tnsa:G>
          <tnsa:H>
            <tnsb:KwotaA>8150.59</tnsb:KwotaA>
            <tnsb:KwotaB>55041728.75</tnsb:KwotaB>
            <tnsa:H_I>
              <tnsb:KwotaA>467.92</tnsb:KwotaA>
              <tnsb:KwotaB>544.04</tnsb:KwotaB>
              <tnsa:H_I_J>
                <tnsb:KwotaA>0</tnsb:KwotaA>
                <tnsb:KwotaB>0</tnsb:KwotaB>
              </tnsa:H_I_J>
            </tnsa:H_I>
            <tnsa:H_II>
              <tnsb:KwotaA>0</tnsb:KwotaA>
              <tnsb:KwotaB>0</tnsb:KwotaB>
              <tnsa:H_II_J>
                <tnsb:KwotaA>0</tnsb:KwotaA>
                <tnsb:KwotaB>0</tnsb:KwotaB>
              </tnsa:H_II_J>
            </tnsa:H_II>
            <tnsa:H_III>
              <tnsb:KwotaA>0</tnsb:KwotaA>
              <tnsb:KwotaB>0</tnsb:KwotaB>
            </tnsa:H_III>
            <tnsa:H_IV>
              <tnsb:KwotaA>7682.67</tnsb:KwotaA>
              <tnsb:KwotaB>55041184.71</tnsb:KwotaB>
            </tnsa:H_IV>
          </tnsa:H>
          <tnsa:I>
            <tnsb:KwotaA>-437464.26</tnsb:KwotaA>
            <tnsb:KwotaB>-58894725.14</tnsb:KwotaB>
          </tnsa:I>
          <tnsa:J>
            <tnsb:KwotaA>0</tnsb:KwotaA>
            <tnsb:KwotaB>0</tnsb:KwotaB>
          </tnsa:J>
          <tnsa:K>
            <tnsb:KwotaA>0</tnsb:KwotaA>
            <tnsb:KwotaB>0</tnsb:KwotaB>
          </tnsa:K>
          <tnsa:L>
            <tnsb:KwotaA>-437464.26</tnsb:KwotaA>
            <tnsb:KwotaB>-58894725.14</tnsb:KwotaB>
          </tnsa:L>
        </tnsa:RZiSPor>
      </RZiS>
      <ZestZmianWKapitale>
        <tnsa:I>
          <tnsb:KwotaA>37977.49</tnsb:KwotaA>
          <tnsb:KwotaB>54807702.63</tnsb:KwotaB>
          <tnsa:I_1>
            <tnsb:KwotaA>0</tnsb:KwotaA>
            <tnsb:KwotaB>0</tnsb:KwotaB>
          </tnsa:I_1>
          <tnsa:I_2>
            <tnsb:KwotaA>0</tnsb:KwotaA>
            <tnsb:KwotaB>0</tnsb:KwotaB>
          </tnsa:I_2>
        </tnsa:I>
        <tnsa:IA>
          <tnsb:KwotaA>37977.49</tnsb:KwotaA>
          <tnsb:KwotaB>54807702.63</tnsb:KwotaB>
          <tnsa:IA_1>
            <tnsb:KwotaA>6087000</tnsb:KwotaA>
            <tnsb:KwotaB>5812000</tnsb:KwotaB>
            <tnsa:IA_1_1>
              <tnsb:KwotaA>0</tnsb:KwotaA>
              <tnsb:KwotaB>275000</tnsb:KwotaB>
              <tnsa:IA_1_1_A>
                <tnsb:KwotaA>0</tnsb:KwotaA>
                <tnsb:KwotaB>275000</tnsb:KwotaB>
                <tnsa:IA_1_1_A_1>
                  <tnsb:KwotaA>0</tnsb:KwotaA>
                  <tnsb:KwotaB>275000</tnsb:KwotaB>
                </tnsa:IA_1_1_A_1>
              </tnsa:IA_1_1_A>
              <tnsa:IA_1_1_B>
                <tnsb:KwotaA>0</tnsb:KwotaA>
                <tnsb:KwotaB>0</tnsb:KwotaB>
                <tnsa:IA_1_1_B_1>
                  <tnsb:KwotaA>0</tnsb:KwotaA>
                  <tnsb:KwotaB>0</tnsb:KwotaB>
                </tnsa:IA_1_1_B_1>
              </tnsa:IA_1_1_B>
            </tnsa:IA_1_1>
            <tnsa:IA_1_2>
              <tnsb:KwotaA>6087000</tnsb:KwotaA>
              <tnsb:KwotaB>6087000</tnsb:KwotaB>
            </tnsa:IA_1_2>
          </tnsa:IA_1>
          <tnsa:IA_2>
            <tnsb:KwotaA>53350000</tnsb:KwotaA>
            <tnsb:KwotaB>49500000</tnsb:KwotaB>
            <tnsa:IA_2_1>
              <tnsb:KwotaA>0</tnsb:KwotaA>
              <tnsb:KwotaB>3850000</tnsb:KwotaB>
              <tnsa:IA_2_1_A>
                <tnsb:KwotaA>0</tnsb:KwotaA>
                <tnsb:KwotaB>3850000</tnsb:KwotaB>
                <tnsa:IA_2_1_A_1>
                  <tnsb:KwotaA>0</tnsb:KwotaA>
                  <tnsb:KwotaB>0</tnsb:KwotaB>
                </tnsa:IA_2_1_A_1>
                <tnsa:IA_2_1_A_2>
                  <tnsb:KwotaA>0</tnsb:KwotaA>
                  <tnsb:KwotaB>0</tnsb:KwotaB>
                </tnsa:IA_2_1_A_2>
                <tnsa:IA_2_1_A_3>
                  <tnsb:KwotaA>0</tnsb:KwotaA>
                  <tnsb:KwotaB>0</tnsb:KwotaB>
                </tnsa:IA_2_1_A_3>
              </tnsa:IA_2_1_A>
              <tnsa:IA_2_1_B>
                <tnsb:KwotaA>0</tnsb:KwotaA>
                <tnsb:KwotaB>0</tnsb:KwotaB>
                <tnsa:IA_2_1_B_1>
                  <tnsb:KwotaA>0</tnsb:KwotaA>
                  <tnsb:KwotaB>0</tnsb:KwotaB>
                </tnsa:IA_2_1_B_1>
              </tnsa:IA_2_1_B>
            </tnsa:IA_2_1>
            <tnsa:IA_2_2>
              <tnsb:KwotaA>53350000</tnsb:KwotaA>
              <tnsb:KwotaB>53350000</tnsb:KwotaB>
            </tnsa:IA_2_2>
          </tnsa:IA_2>
          <tnsa:IA_3>
            <tnsb:KwotaA>0</tnsb:KwotaA>
            <tnsb:KwotaB>0</tnsb:KwotaB>
            <tnsa:IA_3_1>
              <tnsb:KwotaA>0</tnsb:KwotaA>
              <tnsb:KwotaB>0</tnsb:KwotaB>
              <tnsa:IA_3_1_A>
                <tnsb:KwotaA>0</tnsb:KwotaA>
                <tnsb:KwotaB>0</tnsb:KwotaB>
              </tnsa:IA_3_1_A>
              <tnsa:IA_3_1_B>
                <tnsb:KwotaA>0</tnsb:KwotaA>
                <tnsb:KwotaB>0</tnsb:KwotaB>
                <tnsa:IA_3_1_B_1>
                  <tnsb:KwotaA>0</tnsb:KwotaA>
                  <tnsb:KwotaB>0</tnsb:KwotaB>
                </tnsa:IA_3_1_B_1>
              </tnsa:IA_3_1_B>
            </tnsa:IA_3_1>
            <tnsa:IA_3_2>
              <tnsb:KwotaA>0</tnsb:KwotaA>
              <tnsb:KwotaB>0</tnsb:KwotaB>
            </tnsa:IA_3_2>
          </tnsa:IA_3>
          <tnsa:IA_4>
            <tnsb:KwotaA>0</tnsb:KwotaA>
            <tnsb:KwotaB>0</tnsb:KwotaB>
            <tnsa:IA_4_1>
              <tnsb:KwotaA>0</tnsb:KwotaA>
              <tnsb:KwotaB>0</tnsb:KwotaB>
              <tnsa:IA_4_1_A>
                <tnsb:KwotaA>0</tnsb:KwotaA>
                <tnsb:KwotaB>0</tnsb:KwotaB>
              </tnsa:IA_4_1_A>
              <tnsa:IA_4_1_B>
                <tnsb:KwotaA>0</tnsb:KwotaA>
                <tnsb:KwotaB>0</tnsb:KwotaB>
              </tnsa:IA_4_1_B>
            </tnsa:IA_4_1>
            <tnsa:IA_4_2>
              <tnsb:KwotaA>0</tnsb:KwotaA>
              <tnsb:KwotaB>0</tnsb:KwotaB>
            </tnsa:IA_4_2>
          </tnsa:IA_4>
          <tnsa:IA_5>
            <tnsb:KwotaA>-59399022.51</tnsb:KwotaA>
            <tnsb:KwotaB>-186439.41</tnsb:KwotaB>
            <tnsa:IA_5_1>
              <tnsb:KwotaA>0</tnsb:KwotaA>
              <tnsb:KwotaB>0</tnsb:KwotaB>
              <tnsa:IA_5_1_1>
                <tnsb:KwotaA>0</tnsb:KwotaA>
                <tnsb:KwotaB>0</tnsb:KwotaB>
              </tnsa:IA_5_1_1>
              <tnsa:IA_5_1_2>
                <tnsb:KwotaA>0</tnsb:KwotaA>
                <tnsb:KwotaB>0</tnsb:KwotaB>
              </tnsa:IA_5_1_2>
            </tnsa:IA_5_1>
            <tnsa:IA_5_2>
              <tnsb:KwotaA>0</tnsb:KwotaA>
              <tnsb:KwotaB>0</tnsb:KwotaB>
              <tnsa:IA_5_2_A>
                <tnsb:KwotaA>0</tnsb:KwotaA>
                <tnsb:KwotaB>0</tnsb:KwotaB>
                <tnsa:IA_5_2_A_1>
                  <tnsb:KwotaA>0</tnsb:KwotaA>
                  <tnsb:KwotaB>0</tnsb:KwotaB>
                </tnsa:IA_5_2_A_1>
              </tnsa:IA_5_2_A>
              <tnsa:IA_5_2_B>
                <tnsb:KwotaA>0</tnsb:KwotaA>
                <tnsb:KwotaB>0</tnsb:KwotaB>
              </tnsa:IA_5_2_B>
            </tnsa:IA_5_2>
            <tnsa:IA_5_3>
              <tnsb:KwotaA>0</tnsb:KwotaA>
              <tnsb:KwotaB>0</tnsb:KwotaB>
            </tnsa:IA_5_3>
            <tnsa:IA_5_4>
              <tnsb:KwotaA>-59399022.51</tnsb:KwotaA>
              <tnsb:KwotaB>-186439.41</tnsb:KwotaB>
              <tnsa:IA_5_4_1>
                <tnsb:KwotaA>0</tnsb:KwotaA>
                <tnsb:KwotaB>0</tnsb:KwotaB>
              </tnsa:IA_5_4_1>
              <tnsa:IA_5_4_2>
                <tnsb:KwotaA>0</tnsb:KwotaA>
                <tnsb:KwotaB>0</tnsb:KwotaB>
              </tnsa:IA_5_4_2>
            </tnsa:IA_5_4>
            <tnsa:IA_5_5>
              <tnsb:KwotaA>-59399022.51</tnsb:KwotaA>
              <tnsb:KwotaB>-186439.41</tnsb:KwotaB>
              <tnsa:IA_5_5_A>
                <tnsb:KwotaA>0</tnsb:KwotaA>
                <tnsb:KwotaB>-317857.96</tnsb:KwotaB>
                <tnsa:IA_5_5_A_1>
                  <tnsb:KwotaA>0</tnsb:KwotaA>
                  <tnsb:KwotaB>0</tnsb:KwotaB>
                </tnsa:IA_5_5_A_1>
              </tnsa:IA_5_5_A>
              <tnsa:IA_5_5_B>
                <tnsb:KwotaA>0</tnsb:KwotaA>
                <tnsb:KwotaB>0</tnsb:KwotaB>
              </tnsa:IA_5_5_B>
            </tnsa:IA_5_5>
            <tnsa:IA_5_6>
              <tnsb:KwotaA>-59399022.51</tnsb:KwotaA>
              <tnsb:KwotaB>-504297.37</tnsb:KwotaB>
            </tnsa:IA_5_6>
            <tnsa:IA_5_7>
              <tnsb:KwotaA>-59399022.51</tnsb:KwotaA>
              <tnsb:KwotaB>-504297.37</tnsb:KwotaB>
            </tnsa:IA_5_7>
          </tnsa:IA_5>
          <tnsa:IA_6>
            <tnsb:KwotaA>-437464.26</tnsb:KwotaA>
            <tnsb:KwotaB>-58894725.14</tnsb:KwotaB>
            <tnsa:IA_6_A>
              <tnsb:KwotaA>0</tnsb:KwotaA>
              <tnsb:KwotaB>0</tnsb:KwotaB>
            </tnsa:IA_6_A>
            <tnsa:IA_6_B>
              <tnsb:KwotaA>-437464.26</tnsb:KwotaA>
              <tnsb:KwotaB>-58894725.14</tnsb:KwotaB>
            </tnsa:IA_6_B>
            <tnsa:IA_6_C>
              <tnsb:KwotaA>0</tnsb:KwotaA>
              <tnsb:KwotaB>0</tnsb:KwotaB>
            </tnsa:IA_6_C>
          </tnsa:IA_6>
        </tnsa:IA>
        <tnsa:II>
          <tnsb:KwotaA>-399486.77</tnsb:KwotaA>
          <tnsb:KwotaB>37977.49</tnsb:KwotaB>
        </tnsa:II>
        <tnsa:III>
          <tnsb:KwotaA>0</tnsb:KwotaA>
          <tnsb:KwotaB>0</tnsb:KwotaB>
        </tnsa:III>
      </ZestZmianWKapitale>
      <RachPrzeplywow>
        <tnsa:PrzeplywyPosr>
          <tnsa:A>
            <tnsa:A_I>
              <tnsb:KwotaA>-437464.26</tnsb:KwotaA>
              <tnsb:KwotaB>-58894725.14</tnsb:KwotaB>
            </tnsa:A_I>
            <tnsa:A_II>
              <tnsb:KwotaA>426909.63</tnsb:KwotaA>
              <tnsb:KwotaB>58905135.17</tnsb:KwotaB>
              <tnsa:A_II_1>
                <tnsb:KwotaA>0</tnsb:KwotaA>
                <tnsb:KwotaB>0</tnsb:KwotaB>
              </tnsa:A_II_1>
              <tnsa:A_II_2>
                <tnsb:KwotaA>0</tnsb:KwotaA>
                <tnsb:KwotaB>4257</tnsb:KwotaB>
              </tnsa:A_II_2>
              <tnsa:A_II_3>
                <tnsb:KwotaA>0</tnsb:KwotaA>
                <tnsb:KwotaB>0</tnsb:KwotaB>
              </tnsa:A_II_3>
              <tnsa:A_II_4>
                <tnsb:KwotaA>0</tnsb:KwotaA>
                <tnsb:KwotaB>0</tnsb:KwotaB>
              </tnsa:A_II_4>
              <tnsa:A_II_5>
                <tnsb:KwotaA>290876.5</tnsb:KwotaA>
                <tnsb:KwotaB>21365</tnsb:KwotaB>
              </tnsa:A_II_5>
              <tnsa:A_II_6>
                <tnsb:KwotaA>0</tnsb:KwotaA>
                <tnsb:KwotaB>0</tnsb:KwotaB>
              </tnsa:A_II_6>
              <tnsa:A_II_7>
                <tnsb:KwotaA>1406476.25</tnsb:KwotaA>
                <tnsb:KwotaB>-925641.3</tnsb:KwotaB>
              </tnsa:A_II_7>
              <tnsa:A_II_8>
                <tnsb:KwotaA>-1270638.49</tnsb:KwotaA>
                <tnsb:KwotaB>-3466606.97</tnsb:KwotaB>
              </tnsa:A_II_8>
              <tnsa:A_II_9>
                <tnsb:KwotaA>195.37</tnsb:KwotaA>
                <tnsb:KwotaB>-525.36</tnsb:KwotaB>
              </tnsa:A_II_9>
              <tnsa:A_II_10>
                <tnsb:KwotaA>0</tnsb:KwotaA>
                <tnsb:KwotaB>63272286.8</tnsb:KwotaB>
              </tnsa:A_II_10>
            </tnsa:A_II>
            <tnsa:A_III>
              <tnsb:KwotaA>-10554.63</tnsb:KwotaA>
              <tnsb:KwotaB>10410.03</tnsb:KwotaB>
            </tnsa:A_III>
          </tnsa:A>
          <tnsa:B>
            <tnsa:B_I>
              <tnsb:KwotaA>0</tnsb:KwotaA>
              <tnsb:KwotaB>0</tnsb:KwotaB>
              <tnsa:B_I_1>
                <tnsb:KwotaA>0</tnsb:KwotaA>
                <tnsb:KwotaB>0</tnsb:KwotaB>
              </tnsa:B_I_1>
              <tnsa:B_I_2>
                <tnsb:KwotaA>0</tnsb:KwotaA>
                <tnsb:KwotaB>0</tnsb:KwotaB>
              </tnsa:B_I_2>
              <tnsa:B_I_3>
                <tnsb:KwotaA>0</tnsb:KwotaA>
                <tnsb:KwotaB>0</tnsb:KwotaB>
                <tnsa:B_I_3_A>
                  <tnsb:KwotaA>0</tnsb:KwotaA>
                  <tnsb:KwotaB>0</tnsb:KwotaB>
                </tnsa:B_I_3_A>
                <tnsa:B_I_3_B>
                  <tnsb:KwotaA>0</tnsb:KwotaA>
                  <tnsb:KwotaB>0</tnsb:KwotaB>
                  <tnsa:B_I_3_B_1>
                    <tnsb:KwotaA>0</tnsb:KwotaA>
                    <tnsb:KwotaB>0</tnsb:KwotaB>
                  </tnsa:B_I_3_B_1>
                  <tnsa:B_I_3_B_2>
                    <tnsb:KwotaA>0</tnsb:KwotaA>
                    <tnsb:KwotaB>0</tnsb:KwotaB>
                  </tnsa:B_I_3_B_2>
                  <tnsa:B_I_3_B_3>
                    <tnsb:KwotaA>0</tnsb:KwotaA>
                    <tnsb:KwotaB>0</tnsb:KwotaB>
                  </tnsa:B_I_3_B_3>
                  <tnsa:B_I_3_B_4>
                    <tnsb:KwotaA>0</tnsb:KwotaA>
                    <tnsb:KwotaB>0</tnsb:KwotaB>
                  </tnsa:B_I_3_B_4>
                  <tnsa:B_I_3_B_5>
                    <tnsb:KwotaA>0</tnsb:KwotaA>
                    <tnsb:KwotaB>0</tnsb:KwotaB>
                  </tnsa:B_I_3_B_5>
                </tnsa:B_I_3_B>
              </tnsa:B_I_3>
              <tnsa:B_I_4>
                <tnsb:KwotaA>0</tnsb:KwotaA>
                <tnsb:KwotaB>0</tnsb:KwotaB>
              </tnsa:B_I_4>
            </tnsa:B_I>
            <tnsa:B_II>
              <tnsb:KwotaA>0</tnsb:KwotaA>
              <tnsb:KwotaB>0</tnsb:KwotaB>
              <tnsa:B_II_1>
                <tnsb:KwotaA>0</tnsb:KwotaA>
                <tnsb:KwotaB>0</tnsb:KwotaB>
              </tnsa:B_II_1>
              <tnsa:B_II_2>
                <tnsb:KwotaA>0</tnsb:KwotaA>
                <tnsb:KwotaB>0</tnsb:KwotaB>
              </tnsa:B_II_2>
              <tnsa:B_II_3>
                <tnsb:KwotaA>0</tnsb:KwotaA>
                <tnsb:KwotaB>0</tnsb:KwotaB>
                <tnsa:B_II_3_A>
                  <tnsb:KwotaA>0</tnsb:KwotaA>
                  <tnsb:KwotaB>0</tnsb:KwotaB>
                  <tnsb:PozycjaUszczegolawiajaca>
                    <tnsb:NazwaPozycji>- udzielone pożyczki długoterminowe</tnsb:NazwaPozycji>
                    <tnsb:KwotyPozycji>
                      <tnsb:KwotaA>0</tnsb:KwotaA>
                      <tnsb:KwotaB>0</tnsb:KwotaB>
                    </tnsb:KwotyPozycji>
                  </tnsb:PozycjaUszczegolawiajaca>
                </tnsa:B_II_3_A>
                <tnsa:B_II_3_B>
                  <tnsb:KwotaA>0</tnsb:KwotaA>
                  <tnsb:KwotaB>0</tnsb:KwotaB>
                  <tnsa:B_II_3_B_1>
                    <tnsb:KwotaA>0</tnsb:KwotaA>
                    <tnsb:KwotaB>0</tnsb:KwotaB>
                  </tnsa:B_II_3_B_1>
                  <tnsa:B_II_3_B_2>
                    <tnsb:KwotaA>0</tnsb:KwotaA>
                    <tnsb:KwotaB>0</tnsb:KwotaB>
                  </tnsa:B_II_3_B_2>
                </tnsa:B_II_3_B>
              </tnsa:B_II_3>
              <tnsa:B_II_4>
                <tnsb:KwotaA>0</tnsb:KwotaA>
                <tnsb:KwotaB>0</tnsb:KwotaB>
              </tnsa:B_II_4>
            </tnsa:B_II>
            <tnsa:B_III>
              <tnsb:KwotaA>0</tnsb:KwotaA>
              <tnsb:KwotaB>0</tnsb:KwotaB>
            </tnsa:B_III>
          </tnsa:B>
          <tnsa:C>
            <tnsa:C_I>
              <tnsb:KwotaA>0</tnsb:KwotaA>
              <tnsb:KwotaB>0</tnsb:KwotaB>
              <tnsa:C_I_1>
                <tnsb:KwotaA>0</tnsb:KwotaA>
                <tnsb:KwotaB>0</tnsb:KwotaB>
              </tnsa:C_I_1>
              <tnsa:C_I_2>
                <tnsb:KwotaA>0</tnsb:KwotaA>
                <tnsb:KwotaB>0</tnsb:KwotaB>
              </tnsa:C_I_2>
              <tnsa:C_I_3>
                <tnsb:KwotaA>0</tnsb:KwotaA>
                <tnsb:KwotaB>0</tnsb:KwotaB>
              </tnsa:C_I_3>
              <tnsa:C_I_4>
                <tnsb:KwotaA>0</tnsb:KwotaA>
                <tnsb:KwotaB>0</tnsb:KwotaB>
              </tnsa:C_I_4>
            </tnsa:C_I>
            <tnsa:C_II>
              <tnsb:KwotaA>0</tnsb:KwotaA>
              <tnsb:KwotaB>0</tnsb:KwotaB>
              <tnsa:C_II_1>
                <tnsb:KwotaA>0</tnsb:KwotaA>
                <tnsb:KwotaB>0</tnsb:KwotaB>
              </tnsa:C_II_1>
              <tnsa:C_II_2>
                <tnsb:KwotaA>0</tnsb:KwotaA>
                <tnsb:KwotaB>0</tnsb:KwotaB>
              </tnsa:C_II_2>
              <tnsa:C_II_3>
                <tnsb:KwotaA>0</tnsb:KwotaA>
                <tnsb:KwotaB>0</tnsb:KwotaB>
              </tnsa:C_II_3>
              <tnsa:C_II_4>
                <tnsb:KwotaA>0</tnsb:KwotaA>
                <tnsb:KwotaB>0</tnsb:KwotaB>
              </tnsa:C_II_4>
              <tnsa:C_II_5>
                <tnsb:KwotaA>0</tnsb:KwotaA>
                <tnsb:KwotaB>0</tnsb:KwotaB>
              </tnsa:C_II_5>
              <tnsa:C_II_6>
                <tnsb:KwotaA>0</tnsb:KwotaA>
                <tnsb:KwotaB>0</tnsb:KwotaB>
              </tnsa:C_II_6>
              <tnsa:C_II_7>
                <tnsb:KwotaA>0</tnsb:KwotaA>
                <tnsb:KwotaB>0</tnsb:KwotaB>
              </tnsa:C_II_7>
              <tnsa:C_II_8>
                <tnsb:KwotaA>0</tnsb:KwotaA>
                <tnsb:KwotaB>0</tnsb:KwotaB>
              </tnsa:C_II_8>
              <tnsa:C_II_9>
                <tnsb:KwotaA>0</tnsb:KwotaA>
                <tnsb:KwotaB>0</tnsb:KwotaB>
              </tnsa:C_II_9>
            </tnsa:C_II>
            <tnsa:C_III>
              <tnsb:KwotaA>0</tnsb:KwotaA>
              <tnsb:KwotaB>0</tnsb:KwotaB>
            </tnsa:C_III>
          </tnsa:C>
          <tnsa:D>
            <tnsb:KwotaA>-10554.63</tnsb:KwotaA>
            <tnsb:KwotaB>10410.03</tnsb:KwotaB>
          </tnsa:D>
          <tnsa:E>
            <tnsb:KwotaA>0</tnsb:KwotaA>
            <tnsb:KwotaB>0</tnsb:KwotaB>
            <tnsa:E_1>
              <tnsb:KwotaA>0</tnsb:KwotaA>
              <tnsb:KwotaB>0</tnsb:KwotaB>
            </tnsa:E_1>
          </tnsa:E>
          <tnsa:F>
            <tnsb:KwotaA>10774.16</tnsb:KwotaA>
            <tnsb:KwotaB>364.13</tnsb:KwotaB>
          </tnsa:F>
          <tnsa:G>
            <tnsb:KwotaA>219.53</tnsb:KwotaA>
            <tnsb:KwotaB>10774.16</tnsb:KwotaB>
            <tnsa:G_1>
              <tnsb:KwotaA>0</tnsb:KwotaA>
              <tnsb:KwotaB>0</tnsb:KwotaB>
            </tnsa:G_1>
          </tnsa:G>
        </tnsa:PrzeplywyPosr>
      </RachPrzeplywow>
      <DodatkoweInformacjeIObjasnieniaJednostkaInna>
        <DodatkoweInformacjeIObjasnienia>
          <tnsb:Opis>Informacja dodatkowa 2025</tnsb:Opis>
          <tnsb:Plik>
            <tnsb:Nazwa>ID_2025.pdf</tnsb:Nazwa>
            <tnsb:Zawartosc>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</tnsb:Zawartosc>
          </tnsb:Plik>
        </DodatkoweInformacjeIObjasnienia>
        <InformacjaDodatkowaDotyczacaPodatkuDochodowego>
          <tnsb:P_ID_1>
            <tnsb:RB>-437464.26</tnsb:RB>
            <tnsb:RP>-58894725.14</tnsb:RP>
          </tnsb:P_ID_1>
          <tnsb:P_ID_2>
            <tnsb:Kwota>
              <tnsb:RB>
                <tnsb:KwotaA>562.93</tnsb:KwotaA>
                <tnsb:KwotaC>562.93</tnsb:KwotaC>
              </tnsb:RB>
              <tnsb:RP>
                <tnsb:KwotaA>726.68</tnsb:KwotaA>
                <tnsb:KwotaC>726.68</tnsb:KwotaC>
              </tnsb:RP>
            </tnsb:Kwota>
          </tnsb:P_ID_2>
          <tnsb:P_ID_3>
            <tnsb:Kwota>
              <tnsb:RB>
                <tnsb:KwotaA>0</tnsb:KwotaA>
              </tnsb:RB>
              <tnsb:RP>
                <tnsb:KwotaA>0</tnsb:KwotaA>
              </tnsb:RP>
            </tnsb:Kwota>
          </tnsb:P_ID_3>
          <tnsb:P_ID_4>
            <tnsb:Kwota>
              <tnsb:RB>
                <tnsb:KwotaA>0</tnsb:KwotaA>
              </tnsb:RB>
              <tnsb:RP>
                <tnsb:KwotaA>0</tnsb:KwotaA>
              </tnsb:RP>
            </tnsb:Kwota>
          </tnsb:P_ID_4>
          <tnsb:P_ID_5>
            <tnsb:Kwota>
              <tnsb:RB>
                <tnsb:KwotaA>291401.87</tnsb:KwotaA>
                <tnsb:KwotaC>291401.87</tnsb:KwotaC>
              </tnsb:RB>
              <tnsb:RP>
                <tnsb:KwotaA>58777448.96</tnsb:KwotaA>
                <tnsb:KwotaC>58777448.96</tnsb:KwotaC>
              </tnsb:RP>
            </tnsb:Kwota>
          </tnsb:P_ID_5>
          <tnsb:P_ID_6>
            <tnsb:Kwota>
              <tnsb:RB>
                <tnsb:KwotaA>38491.51</tnsb:KwotaA>
                <tnsb:KwotaC>38491.51</tnsb:KwotaC>
              </tnsb:RB>
              <tnsb:RP>
                <tnsb:KwotaA>0</tnsb:KwotaA>
              </tnsb:RP>
            </tnsb:Kwota>
          </tnsb:P_ID_6>
          <tnsb:P_ID_7>
            <tnsb:Kwota>
              <tnsb:RB>
                <tnsb:KwotaA>0</tnsb:KwotaA>
              </tnsb:RB>
              <tnsb:RP>
                <tnsb:KwotaA>70065.68</tnsb:KwotaA>
                <tnsb:KwotaC>70065.68</tnsb:KwotaC>
              </tnsb:RP>
            </tnsb:Kwota>
          </tnsb:P_ID_7>
          <tnsb:P_ID_8>
            <tnsb:Kwota>
              <tnsb:RB>
                <tnsb:KwotaA>0</tnsb:KwotaA>
              </tnsb:RB>
              <tnsb:RP>
                <tnsb:KwotaA>0</tnsb:KwotaA>
              </tnsb:RP>
            </tnsb:Kwota>
          </tnsb:P_ID_8>
          <tnsb:P_ID_9>
            <tnsb:Kwota>
              <tnsb:RB>
                <tnsb:KwotaA>0</tnsb:KwotaA>
              </tnsb:RB>
              <tnsb:RP>
                <tnsb:KwotaA>0</tnsb:KwotaA>
              </tnsb:RP>
            </tnsb:Kwota>
          </tnsb:P_ID_9>
          <tnsb:P_ID_10>
            <tnsb:RB>-108133.81</tnsb:RB>
            <tnsb:RP>-188068.54</tnsb:RP>
          </tnsb:P_ID_10>
          <tnsb:P_ID_11>
            <tnsb:RB>0</tnsb:RB>
            <tnsb:RP>0</tnsb:RP>
          </tnsb:P_ID_11>
        </InformacjaDodatkowaDotyczacaPodatkuDochodowego>
      </DodatkoweInformacjeIObjasnieniaJednostkaInna>
    </JednostkaInna>
  </TrescDokumentu>
<ds:Signature xmlns:ds="http://www.w3.org/2000/09/xmldsig#" Id="id-0237867484bf463f0abdd9e67b46e85e"><ds:SignedInfo><ds:CanonicalizationMethod Algorithm="http://www.w3.org/2001/10/xml-exc-c14n#" /><ds:SignatureMethod Algorithm="http://www.w3.org/2001/04/xmldsig-more#rsa-sha256" /><ds:Reference Id="r-id-0237867484bf463f0abdd9e67b46e85e-1" URI=""><ds:Transforms><ds:Transform Algorithm="http://www.w3.org/2002/06/xmldsig-filter2"><dsig-filter2:XPath xmlns:dsig-filter2="http://www.w3.org/2002/06/xmldsig-filter2" Filter="subtract">/descendant::ds:Signature</dsig-filter2:XPath></ds:Transform><ds:Transform Algorithm="http://www.w3.org/2001/10/xml-exc-c14n#" /></ds:Transforms><ds:DigestMethod Algorithm="http://www.w3.org/2001/04/xmlenc#sha256" /><ds:DigestValue>XxABxirMY+ZZKuNVgVpB1RxrtLS2anYc9brwhYjJ7PQ=</ds:DigestValue></ds:Reference><ds:Reference Type="http://uri.etsi.org/01903#SignedProperties" URI="#xades-id-0237867484bf463f0abdd9e67b46e85e"><ds:Transforms><ds:Transform Algorithm="http://www.w3.org/2001/10/xml-exc-c14n#" /></ds:Transforms><ds:DigestMethod Algorithm="http://www.w3.org/2001/04/xmlenc#sha256" /><ds:DigestValue>8Cfx/R2L0DaV5BLlgK6nAKt+cHdsE1ckKbuM3H9t2BI=</ds:DigestValue></ds:Reference></ds:SignedInfo><ds:SignatureValue Id="value-id-0237867484bf463f0abdd9e67b46e85e">SeWqIw5BIkr8ZsIhd6ImfCS3Zjp+xARl4UucyVMCyOaFKm88qfufcZemH+AFg3k2lWltJs7MGn+BHRQ107DmjtHvvDoIp2EEKjfM0mBVj5b2TKL0qxdqshRZ3jxEG7VtwUABfzg7qfyDLRKgkR4cCmFQ41GkGgubeybwIFzRlECeJZJvjlB9TCIVYl2pASTLN8QgxbD/joi+O8SLZ+aynpqOO1EMx8kfHyzD3YhUJrg9N/Cj4GSuAK9lTfXzQRdtUlDv+8RF8GSYOQ5EIL0Be7wq0NkGnvAJq9AN1u4iJJTQ/AF/NXTkhph/QSYQKBFYhlqKSMejVNMGAqS35J0HCQ==</ds:SignatureValue><ds:KeyInfo><ds:X509Data><ds:X509Certificate>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</ds:X509Certificate></ds:X509Data></ds:KeyInfo><ds:Object><xades:QualifyingProperties xmlns:xades="http://uri.etsi.org/01903/v1.3.2#" Target="#id-0237867484bf463f0abdd9e67b46e85e"><xades:SignedProperties Id="xades-id-0237867484bf463f0abdd9e67b46e85e"><xades:SignedSignatureProperties><xades:SigningTime>2026-05-22T08:41:46Z</xades:SigningTime><xades:SigningCertificate><xades:Cert><xades:CertDigest><ds:DigestMethod Algorithm="http://www.w3.org/2001/04/xmlenc#sha512" /><ds:DigestValue>TNw8gv0H3kufay7Al630vaAAxQB7emwsnnM2GN4xUD5UEP42AYCmNSlOkwlX556Ckg3QBbHKAmH1OsJRsiOFHA==</ds:DigestValue></xades:CertDigest><xades:IssuerSerial><ds:X509IssuerName>2.5.4.97=#0c10564154504c2d35323530303031303930,CN=CUZ Sigillum - QCA1,O=Polska Wytwórnia Papierów Wartościowych S.A.,C=PL</ds:X509IssuerName><ds:X509SerialNumber>6034317869124454228</ds:X509SerialNumber></xades:IssuerSerial></xades:Cert></xades:SigningCertificate></xades:SignedSignatureProperties><xades:SignedDataObjectProperties><xades:DataObjectFormat ObjectReference="#r-id-0237867484bf463f0abdd9e67b46e85e-1"><xades:MimeType>text/xml</xades:MimeType></xades:DataObjectFormat></xades:SignedDataObjectProperties></xades:SignedProperties></xades:QualifyingProperties></ds:Object></ds:Signature><ds:Signature xmlns:ds="http://www.w3.org/2000/09/xmldsig#" Id="Signature-950332046">
	<ds:SignedInfo>
		<ds:CanonicalizationMethod Algorithm="http://www.w3.org/TR/2001/REC-xml-c14n-20010315" />
		<ds:SignatureMethod Algorithm="http://www.w3.org/2001/04/xmldsig-more#rsa-sha256" />
		<ds:Reference Id="ID-17038067-1048-6382-4111-506377251316" URI="">
			<ds:Transforms>
				<ds:Transform Algorithm="http://www.w3.org/TR/1999/REC-xpath-19991116">
					<ds:XPath>not(ancestor-or-self::ds:Signature)</ds:XPath>
				</ds:Transform>
			</ds:Transforms>
			<ds:DigestMethod Algorithm="http://www.w3.org/2001/04/xmlenc#sha256" />
			<ds:DigestValue>Sd3xq0E27GHaVOagXhnHQFLdM8XUDCPQWX5ejmbVhS4=</ds:DigestValue>
		</ds:Reference>
		<ds:Reference Id="ID-35764647-0140-3512-3450-426016764588" Type="http://uri.etsi.org/01903#SignedProperties" URI="#SignedProperties-1143272175">
			<ds:DigestMethod Algorithm="http://www.w3.org/2001/04/xmlenc#sha256" />
			<ds:DigestValue>v6G96DMXSmAHHBOGpj1St5BKMKGfBX6eWcoHescnvgc=</ds:DigestValue>
		</ds:Reference>
	</ds:SignedInfo>
	<ds:SignatureValue>
unvjBqAi/+mThS0c1OoSEJR/OPL33s0JEcuwvJM6jRqb4OAHuvhnP3t46dwPYGBf
Spod3SUFsTntFTUrbkXOK6gMxsULI3uxniJfaCNvy7pdIeP//8dGmGq3arIZbPIX
3rpUeXUn5zB5A257T/9bisDbJxVa0Y6Mwqj0RG6F5Yyf/gZW6+TFcwArivB0ZSe3
EsH6Y46DsM3wwKOfA6KVLCWJ6TxCL1JIxYtGGK6O1gegrQZ4QtpukYYiAoR8zi1p
14VW3VRdzFj4k1328IO/KAphbdU3usfQnOhBvtsFgfHPT1GpFa/CV9CyxNcyApS6
LxYqrkrXt8KdJqWCH3pFtw==
	</ds:SignatureValue>
	<ds:KeyInfo>
		<ds:KeyValue>
			<ds:RSAKeyValue>
				<ds:Modulus>
6+F9+R0NMHrT21prhwtdtobwcKMQ2BTBE6bQaKtVFeZfNLKsrPjQvv8wuvso2g0L
/BWVepN1yI1moqbrkknfnbE5qQy+BT4pxrGV64MM37W/10dJ33L0jv1oazvbqeXZ
3BeKKD43kzEMmMGW6NO4lp/BIN9PYCE5h0IDtI4Fc710TJilmiSze6VUrTHsJpWr
SZ1h/JX6JcQRQGWirrbDDbCNQo6NMtvQR4gyyBuywaDvAqmLiFAL7fEcbODzOGq8
I/oSO56lozfxuYrAEGFCf3Un46/lXoKmY2sgo0WBCmL1Ml1CYTHTPIGsJbucXdSB
s2m8N/YkW6m8wlu3WMA0dw==
				</ds:Modulus>
				<ds:Exponent>AQAB</ds:Exponent>
			</ds:RSAKeyValue>
		</ds:KeyValue>
		<ds:X509Data>
			<ds:X509IssuerSerial>
				<ds:X509IssuerName>C=PL, 2.5.4.97=#0C10564154504C2D39353132333532333739, O=EuroCert Sp. z o.o., CN=Centrum Kwalifikowane EuroCert</ds:X509IssuerName>
				<ds:X509SerialNumber>8245440057381046820503270515011867206448658</ds:X509SerialNumber>
			</ds:X509IssuerSerial>
			<ds:X509SubjectName>2.5.4.5=#130E49444348552D3636313735325645, 2.5.4.4=#0C054BC3B37361, 2.5.4.42=#0C0647C3A1626F72, C=HU, CN=Gábor Kósa</ds:X509SubjectName>
			<ds:X509Certificate>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			</ds:X509Certificate>
		</ds:X509Data>
	</ds:KeyInfo>
	<ds:Object>
		<xades:QualifyingProperties xmlns:xades="http://uri.etsi.org/01903/v1.3.2#" Target="#Signature-950332046">
			<xades:SignedProperties Id="SignedProperties-1143272175">
				<xades:SignedSignatureProperties>
					<xades:SigningTime>2026-05-22T11:29:40.983Z</xades:SigningTime>
					<xades:SigningCertificate>
						<xades:Cert>
							<xades:CertDigest>
								<ds:DigestMethod Algorithm="http://www.w3.org/2001/04/xmlenc#sha256" />
								<ds:DigestValue>Z61RUTiIXdwWQ9Z4k8ahIudvuz4PfbbPXcWm4onT2lU=</ds:DigestValue>
							</xades:CertDigest>
							<xades:IssuerSerial>
								<ds:X509IssuerName>C=PL, 2.5.4.97=#0C10564154504C2D39353132333532333739, O=EuroCert Sp. z o.o., CN=Centrum Kwalifikowane EuroCert</ds:X509IssuerName>
								<ds:X509SerialNumber>8245440057381046820503270515011867206448658</ds:X509SerialNumber>
							</xades:IssuerSerial>
						</xades:Cert>
					</xades:SigningCertificate>
				</xades:SignedSignatureProperties>
			</xades:SignedProperties>
		</xades:QualifyingProperties>
	</ds:Object>
</ds:Signature></Dokument>