<?xml version="1.0" encoding="UTF-8"?><SkonsolidowanaJednostkaInna xmlns="http://www.mf.gov.pl/schematy/SF/DefinicjeTypySprawozdaniaFinansowe/2018/07/09/SkonsolidowanaJednostkaInnaWZlotych" xmlns:ns1="http://www.mf.gov.pl/schematy/SF/DefinicjeTypySprawozdaniaFinansowe/2018/07/09/DefinicjeTypySprawozdaniaFinansowe/" xmlns:ns2="http://www.mf.gov.pl/schematy/SF/DefinicjeTypySprawozdaniaFinansowe/2018/07/09/SkonsolidowanaJednostkaInnaStruktury" xmlns:ns3="http://crd.gov.pl/xml/schematy/dziedzinowe/mf/2016/01/25/eD/DefinicjeTypy/" xmlns:ns4="http://www.mf.gov.pl/schematy/SF/DefinicjeTypySprawozdaniaFinansowe/2018/07/09/JednostkaInnaStruktury" xmlns:p5="http://www.w3.org/2001/XMLSchema-instance" p5:schemaLocation="http://www.mf.gov.pl/schematy/SF/DefinicjeTypySprawozdaniaFinansowe/2018/07/09/SkonsolidowanaJednostkaInnaWZlotych http://www.mf.gov.pl/documents/764034/6464789/SkonsolidowanaJednostkaInnaWZlotych(1)_v1-0.xsd">
  <Naglowek>
    <ns1:OkresOd>2018-01-01</ns1:OkresOd>
    <ns1:OkresDo>2018-12-31</ns1:OkresDo>
    <ns1:DataSporzadzenia>2019-05-27</ns1:DataSporzadzenia>
    <ns2:KodSprawozdania kodSystemowy="SFSINZ (1)" wersjaSchemy="1-0">SprFinSkonsolidowanaJednostkaInnaWZlotych</ns2:KodSprawozdania>
    <ns2:WariantSprawozdania>1</ns2:WariantSprawozdania>
  </Naglowek>
  <WprowadzenieDoSprawozdaniaFinansowego>
    <P_1>
      <P_1A>
        <ns1:NazwaFirmy>Grupa Recykl S.A.</ns1:NazwaFirmy>
        <ns1:Siedziba>
          <ns1:Wojewodztwo>Wielkopolskie</ns1:Wojewodztwo>
          <ns1:Powiat>Śremski</ns1:Powiat>
          <ns1:Gmina>M. Śrem</ns1:Gmina>
          <ns1:Miejscowosc>Śrem</ns1:Miejscowosc>
        </ns1:Siedziba>
      </P_1A>
      <P_1B>70.10.Z Działalność firma centralnych ( head offices ) i holdingów z wyłączeniem holdingów finansowych</P_1B>
      <P_1C>0000359357</P_1C>
    </P_1>
    <P_2>
      <P_2A>Recykl Organizacja Odzysku S.A.</P_2A>
      <P_2B>38.11.Z , 38.12.Z , 38.21.Z , 38.22.Z , 38.31.Z , 38.32.Z , 46.76.Z , 46.19.Z</P_2B>
      <P_2C>100</P_2C>
      <P_2E>Poprzez Reco Trans Sp. z o.o. Grupa Recykl posiada w sumie 100 % akcji. Bezpośrednio Grupa Recykl posiad 93,85 % akcji.</P_2E>
    </P_2>
    <P_2>
      <P_2A>Reco - Trans Sp.z o.o.</P_2A>
      <P_2B>49.42.Z , 38.11.Z , 38.12.Z , 38.31.Z , 46.77.Z , 77.11.Z , 77.12.Z , 64.91.Z , 46.19.Z</P_2B>
      <P_2C>100</P_2C>
      <P_2E>Grupa Recykl S.A. posiada bezpośrednio 100 % udziałów w Reco-TransSp. z o.o.</P_2E>
    </P_2>
    <P_2>
      <P_2A>Rekoplast Sp. z o.o.</P_2A>
      <P_2B>22.19.Z , 22.29.Z , 25.61.Z , 25.62.Z , 38.11.Z , 46.90.Z , 52.10.B , 68.10.Z</P_2B>
      <P_2C>100</P_2C>
      <P_2E>Grupa Recykl S.A. posiada pośrednio , poprzez Recykl Organiacja Odzysku S.A. 100 % udziałów w spółce Rekoplast Sp.z o.o.</P_2E>
    </P_2>
    <P_3>Można nie ujawniać tych informacji, jeżeli jednostka dominująca sprawuje kontrolę nad jednostką z tytułu posiadania bezpośrednio lub pośrednio większości ogólnej liczby głosów w organie stanowiącym innej jednostki (zależnej), także na podstawie porozumień z innymi uprawnionymi do głosu, wykonującymi swe prawa głosu zgodnie z wolą jednostki dominującej oraz jeżeli udział w całkowitej liczbie głosów jest równy udziałowi w kapitale (funduszu) podstawowym;      
</P_3>
    <P_4>
      <P_4A>Rekoplast Kompozyt Sp.z o.o.</P_4A>
      <P_4B>Recykl Organizacja Odzysku S.A.</P_4B>
      <P_4C>690,000,00 zł , wynik na 31.12.2018 - (-) 105.461,87</P_4C>
      <P_4D>50</P_4D>
      <P_4E>50</P_4E>
    </P_4>
    <P_8>true</P_8>
    <P_9>
      <P_9A>true</P_9A>
      <P_9B>true</P_9B>
    </P_9>
    <P_11>
      <P_11A>Zasady rachunkowości przyjęte przy sporządzaniu skonsolidowanego sprawozdania finansowego są zgodne z ustawą z 29 września 1994 roku o rachunkowości, zwaną dalej Ustawą, która określa między innymi zasady rachunkowości dla jednostek mających siedzibę lub miejsce sprawowania zarządu na terytorium Rzeczypospolitej Polskiej a także są zgodne z rozporządzeniem Ministra Finansów z 25.09.2009 roku w sprawie szczegółowych zasad sporządzania przez jednostki inne niż banki, zakłady ubezpieczeń i zakłady reasekuracji skonsolidowanych sprawozdań finansowych grup kapitałowych      
Przyjęte przez Grupę zasady rachunkowości stosowane były w sposób ciągły i są zgodne z zasadami rachunkowości stosowanymi w poprzednim roku obrotowym.       
</P_11A>
      <P_11B>Przyjęte zasady rachunkowości stosuje się w sposób ciągły, dokonując w kolejnych latach obrotowych jednakowego grupowania operacji gospodarczych, jednakowej wyceny aktywów i pasywów (w tym także dokonywania odpisów amortyzacyjnych i umorzeniowych), ustala się wynik finansowy i sporządza sprawozdanie finansowe tak, aby za kolejne lata informacje z nich wynikające były porównywalne.</P_11B>
      <P_11C>Przychody i koszty są ujmowane zgodnie z zasadą memoriału, tj. w roku obrotowym, którego dotyczą, niezależnie od terminu otrzymania lub dokonania płatności.      
Grupa sporządza rachunek zysków i strat w wariancie [porównawczym/ kalkulacyjnym].      
Przychody ze sprzedaży produktów, towarów i materiałów ujmuje się w rachunku zysków i strat, gdy korzyści wynikające z praw własności do produktów, towarów i materiałów przekazano nabywcy. Przychody ze sprzedaży usług o okresie realizacji krótszym niż 6 miesięcy ujmowane są  metodą kosztową według zasad Krajowego Standardu Rachunkowości nr 3 "Niezakończone Usługi Budowlane" pkt 1.4.      
Przychody i koszty z wykonania usługi okresie realizacji dłuższym niż 6 miesięcy ustala się na dzień bilansowy proporcjonalnie do stopnia zaawansowania usługi. Stan zaawansowania realizacji umowy ustala się [w powiązaniu ze stanem realizacji robót]. Przewidywana strata związana z wykonaniem usługi ujmowana jest bezzwłocznie jako koszt wytworzenia sprzedanych produktów w działalności operacyjnej.      
      
Przychody odsetkowe są ujmowane w momencie ich naliczenia (przy zastosowaniu efektywnej stopy procentowej).      
      
Należne dywidendy zalicza się do przychodów finansowych na dzień powzięcia przez Zgromadzenie Wspólników lub Walne Zgromadzenie Akcjonariuszy spółki, w którą Grupa zainwestowała, uchwały o podziale zysku, chyba że w uchwale określono innych dzień prawa do dywidendy.      
      
Rachunek przepływów pieniężnych sporządzono metodą pośrednią.      
        
Inwestycje obejmują aktywa posiadane w celu osiągnięcia korzyści ekonomicznych wynikających z przyrostu wartości tych aktywów, uzyskania z nich przychodów w formie odsetek, dywidend (udziałów w zyskach) lub innych pożytków, w tym również z transakcji handlowej, a w szczególności aktywa finansowe oraz te nieruchomości i wartości niematerialne i prawne, które nie są użytkowane przez Grupę, lecz są posiadane w celu osiągnięcia tych korzyści.       
      
Inwestycje w nieruchomości wyceniane są według ceny rynkowej, bądź inaczej określonej wartości godziwej.      
Skutki przeszacowania inwestycji zaliczonych do aktywów trwałych, powodujące wzrost/spadek ich wartości do poziomu cen rynkowych, bądź inaczej określonej wartości godziwej, ujmowane są odpowiednio jako pozostałe przychody/koszty operacyjne.      
      
Inwestycje w wartości niematerialne i prawne ujmuje się w księgach zgodnie z zasadami opisanymi w punkcie wcześniej.      
      
Akcje i udziały  jednostkach podporządkowanych zaliczone do aktywów trwałych wycenia się według ceny nabycia. W przypadku trwałej utraty wartości, nie później niż na koniec okresu sprawozdawczego, wartość udziałów i akcji pomniejsza się o odpis wyrażający trwałą utratę wartości.       
      
Na każdy dzień bilansowy ocenia się czy istnieją obiektywne dowody wskazujące na trwałą utratę wartości składnika bądź grupy aktywów. Jeśli takie dowody istnieją, ustala się szacowaną, możliwą do odzyskania wartość składnika aktywów i dokonuje się odpisu aktualizującego z tytułu utraty wartości, w kwocie równej różnicy między wartością możliwą do odzyskania i wartością bilansową. Strata wynikająca z utraty wartości jest ujmowana w rachunku zysków i strat. W przypadku, gdy skutki uprzednio dokonanego przeszacowania aktywów ujęto jako kapitał z aktualizacji wyceny, to strata pomniejsza wysokość tego kapitału, a pozostała część straty jest odnoszone na rachunek zysków i strat.      
      
Gd</P_11C>
      <P_11C>y Grupa jest stroną umów leasingowych, na podstawie których przyjęła do używania obce środki trwałe i wartości niematerialne i prawne, na mocy których następuje przeniesienie zasadniczo całego ryzyka i pożytków wynikających z tytułu posiadania aktywów będących przedmiotem umowy, przedmiot leasingu jest ujmowany w bilansie.      

Zapasy wyceniane są według cen ich nabycia lub kosztów wytworzenia nie wyższych od ich cen sprzedaży netto na dzień bilansowy.      
Wartość zapasów ustala się w oparciu o:      
Materiały - cenę nabycia, przy czym rozchód wycenia się metodą  pierwsze weszło, pierwsze wyszło.      
Towary - cenę nabycia, przy czym rozchód wycenia się metodą  pierwsze weszło, pierwsze wyszło.      
Wyroby gotowe - koszty wytworzenia, które obejmują koszty pozostające w bezpośrednim związku z danym produktem oraz uzasadnioną część kosztów pośrednio związanych z wytworzeniem tego produktu. Do uzasadnionej, odpowiedniej do okresu wytwarzania produktu, części kosztów pośrednich zalicza się zmienne pośrednie koszty produkcji oraz tę część stałych, pośrednich kosztów produkcji, które odpowiadają poziomowi tych kosztów przy normalnym wykorzystaniu zdolności produkcyjnych. Za normalny poziom wykorzystania zdolności produkcyjnych uznaje się przeciętną, zgodną z oczekiwaniami w typowych warunkach, wielkość produkcji za daną liczbę okresów lub sezonów, przy uwzględnieniu planowych remontów.       
Produkty w toku produkcji - bezpośrednie koszty wytworzenia [koszty materiałów bezpośrednich].      
Zapasy ujmowane są w bilansie w wartości netto, tj. pomniejszone o wartość odpisów aktualizujących. Odpisy aktualizujące ujmuje się w pozostałych kosztach operacyjnych.      
        
Należności wykazuje się w kwocie wymaganej zapłaty, z zachowaniem zasady ostrożnej wyceny. Wartość należności aktualizuje się uwzględniając stopień prawdopodobieństwa ich zapłaty poprzez dokonanie odpisu aktualizującego, zaliczanego odpowiednio do pozostałych kosztów operacyjnych lub do kosztów finansowych - zależnie od rodzaju należności, której dotyczy odpis aktualizujący.      
Zobowiązania ujmuje się w księgach rachunkowych w kwocie wymagającej zapłaty.      
Należności i zobowiązania wyrażone w walutach obcych wykazuje się na dzień ich powstania według średniego kursu Narodowego Banku Polskiego ogłoszonego dla danej waluty z dnia poprzedzającego ten dzień.      
Na dzień bilansowy należności i zobowiązania wyrażone w walutach obcych wycenia się po obowiązującym na ten dzień średnim kursie ogłoszonym dla danej waluty przez Narodowy Bank Polski.      
         
Grupa dokonuje czynnych rozliczeń międzyokresowych kosztów, jeżeli dotyczą one przyszłych okresów sprawozdawczych. Bierne rozliczenia międzyokresowe kosztów dokonywane są w wysokości prawdopodobnych zobowiązań przypadających na bieżący okres sprawozdawczy.  
    
Rezerwy stanowią zobowiązania, których termin wymagalności lub kwota nie są pewne.      
      
Rezerwy na gwarancje uznaje się, gdy produkt lub usługa zostanie sprzedana. Rezerwy tworzone są w oparciu o dane historyczne dotyczące poniesionych kosztów gwarancji.      
      
Rezerwy na zobowiązania spowodowane restrukturyzacją Grupy tworzone są wówczas, gdy Grupa formalnie przyjęła szczegółowy plan restrukturyzacji i restrukturyzacja rozpoczęła się lub informacja o restrukturyzacji została publicznie podana do wiadomości, a plany restrukturyzacji pozwalają w sposób wiarygodny określić wartość tych przyszłych zobowiązań. Nie two</P_11C>
      <P_11C>rzy się rezerwy na przyszłe koszty operacyjne.      
           
Zgodnie z zakładowym regulaminem wynagrodzeń pracownicy Grupy są uprawnieni do nagród jubileuszowych za długoletni staż pracy i odpraw emerytalnych. Wycena zobowiązań z tytułu nagród jubileuszowych i odpraw emerytalnych została dokonana przy zastosowaniu wiarygodnych szacunków oraz stopy dyskonta opartej na rynkowych stopach zwrotu na dzień bilansowy. Rotacja pracowników jest szacowana na podstawie danych historycznych oraz przewidywanego poziomu zatrudnienia w przyszłości.      
      
Podatek  dochodowy wykazany w rachunku zysków i strat obejmuje część bieżącą i część odroczoną.      
Bieżące zobowiązanie z tytułu podatku dochodowego jest naliczane zgodnie z przepisami podatkowymi. Wykazywana w rachunku zysków i strat część odroczona stanowi różnicę pomiędzy stanem rezerw i aktywów z tytułu podatku odroczonego na koniec i na początek okresu sprawozdawczego.      
Rezerwę i aktywa z tytułu odroczonego podatku dochodowego, dotyczące operacji rozliczanych z kapitałem własnym, odnosi się na kapitał własny.       
Aktywa z tytułu odroczonego podatku dochodowego ustala się w wysokości kwoty przewidzianej w przyszłości do odliczenia od podatku dochodowego, w związku z ujemnymi różnicami przejściowymi, które spowodują w przyszłości zmniejszenie podstawy obliczenia podatku dochodowego oraz straty podatkowej możliwej do odliczenia, ustalonej przy uwzględnieniu zasady ostrożności.      
Rezerwę z tytułu odroczonego podatku dochodowego tworzy się w wysokości kwoty podatku dochodowego, wymagającej w przyszłości zapłaty, w związku z występowaniem dodatnich różnic przejściowych, to jest różnic, które spowodują zwiększenie podstawy obliczenia podatku dochodowego w przyszłości.      
Wysokość rezerwy i aktywów z tytułu odroczonego podatku dochodowego ustala się przy uwzględnieniu stawek podatku dochodowego obowiązujących w roku powstania obowiązku podatkowego.      
Rezerwa i aktywa z tytułu odroczonego podatku dochodowego nie są kompensowane dla potrzeb prezentacji w sprawozdaniu finansowym.       
       
Różnice kursowe wynikające z wyceny na dzień bilansowy aktywów i pasywów wyrażonych w walutach obcych, z wyjątkiem inwestycji długoterminowych, oraz powstałe w związku z zapłatą należności i zobowiązań w walutach obcych, jak również przy sprzedaży walut, zalicza się odpowiednio do przychodów lub kosztów finansowych, a w uzasadnionych przypadkach - do kosztu wytworzenia produktów lub ceny nabycia towarów, a także ceny nabycia lub kosztu wytworzenia środków trwałych, środków trwałych w budowie lub wartości niematerialnych i prawnych.      
Instrumenty finansowe      
    
Instrumenty finansowe ujmowane są oraz wyceniane zgodnie z Rozporządzeniem Ministra Finansów z dnia 12 grudnia 2001 r. w sprawie szczegółowych zasad uznawania, metod wyceny, zakresu ujawniania i sposobu prezentacji instrumentów finansowych. Zasady wyceny i ujawniania aktywów finansowych opisane w poniższej nocie nie dotyczą instrumentów finansowych wyłączonych z Rozporządzenia w tym w szczególności udziałów i akcji w jednostkach podporządkowanych, praw i zobowiązań wynikających z umów leasingowych i ubezpieczeniowych, należności i zobowiązań z tytułu dostaw i usług oraz instrumentów finansowych wyemitowanych przez Grupę stanowiących jej instrumenty kapitałowe.      
Aktywa finansowe dzieli się na:      

• aktywa finansowe przeznaczone do obrotu,      
• pożyczki udzielone i należności własne,      </P_11C>
      <P_11C>
• aktywa finansowe utrzymywane do terminu wymagalności,      
• aktywa finansowe dostępne do sprzedaży.      
Zobowiązania fnansowe dzieli się na:      
• zobowiązania finansowe przeznaczone do obrotu,      
• pozostałe zobowiązania finansowe.      
       
Aktywa finansowe wprowadza się do ksiąg rachunkowych na dzień zawarcia kontraktu w cenie nabycia, to jest w wartości godziwej poniesionych wydatków lub przekazanych w zamian innych składników majątkowych, zaś zobowiązania finansowe w wartości godziwej uzyskanej kwoty lub wartości otrzymanych innych składników majątkowych. Przy ustalaniu wartości godziwej na ten dzień uwzględnia się poniesione przez Grupę koszty transakcji.       
Aktywa finansowe nabyte w wyniku transakcji dokonanych na rynku regulowanym wprowadza się do ksiąg rachunkowych w dniu ich zawarcia/ rozliczenia.      
Aktywa finansowe przeznaczone do obrotu      
Do aktywów finansowych przeznaczonych do obrotu zalicza się aktywa nabyte w celu osiągnięcia korzyści ekonomicznych wynikających z krótkoterminowych zmian cen oraz wahań innych czynników rynkowych albo krótkiego czasu trwania nabytego instrumentu, a także inne aktywa finansowe, bez względu na zamiary, jakimi kierowano się przy zawieraniu kontraktu, jeżeli stanowią one składnik portfela podobnych aktywów finansowych, co do którego jest duże prawdopodobieństwo realizacji w krótkim terminie zakładanych korzyści ekonomicznych.      
Do aktywów finansowych lub zobowiązań finansowych przeznaczonych do obrotu zalicza się pochodne instrumenty finansowe, z wyjątkiem przypadku, gdy Grupa uznaje zawarte kontrakty za instrumenty zabezpieczające. Do zobowiązań finansowych przeznaczonych do obrotu zalicza się również zobowiązanie do dostarczenia pożyczonych papierów wartościowych oraz innych instrumentów finansowych, w przypadku zawarcia przez Grupę umowy sprzedaży krótkiej.      
Aktywa finansowe przeznaczone do obrotu wycenia się w wartości godziwej, natomiast skutki okresowej wyceny, z wyłączeniem pozycji zabezpieczanych i instrumentów zabezpieczających, zalicza się odpowiednio do przychodów lub kosztów finansowych okresu sprawozdawczego, w którym nastąpiło przeszacowanie.       
        
Do aktywów finansowych utrzymywanych do terminu wymagalności zalicza się niezakwalifikowane do pożyczek udzielonych i należności własnych aktywa finansowe, dla których zawarte kontrakty ustalają termin wymagalności spłaty wartości nominalnej oraz określają prawo do otrzymania w ustalonych terminach korzyści ekonomicznych, na przykład oprocentowania, w stałej lub możliwej do ustalenia kwocie, pod warunkiem że Grupa zamierza i może utrzymać te aktywa do czasu, gdy staną się one wymagalne.      
Aktywa finansowe utrzymywane do terminu wymagalności wycenia się według zamortyzowanego kosztu przy zastosowaniu metody efektywnej stopy procentowej.      
           
Do pożyczek udzielonych i należności własnych zalicza się, niezależnie od terminu ich wymagalności (zapłaty), aktywa finansowe powstałe na skutek wydania bezpośrednio drugiej stronie kontraktu środków pieniężnych.  Do pożyczek udzielonych i należności własnych zalicza się także obligacje i inne dłużne instrumenty finansowe nabyte w zamian za wydane bezpośrednio drugiej stronie kontraktu środki pieniężne, jeżeli z zawartego kontraktu jednoznacznie wynika, że zbywający nie utracił kontroli nad wydanymi instrumentami finansowymi.       
Pożyczki udzielone i należności własne, które Grupa przeznacza do sprzedaży w krótkim </P_11C>
      <P_11C>terminie, zalicza się do aktywów finansowych przeznaczonych do obrotu.      
Do pożyczek udzielonych i należności własnych nie zalicza się nabytych pożyczek ani należności, a także wpłat dokonanych przez Grupę celem nabycia instrumentów kapitałowych nowych emisji, również wtedy, gdy nabycie następuje w pierwszej ofercie publicznej lub w obrocie pierwotnym, a w przypadku praw do akcji - także w obrocie wtórnym.      
Pożyczki udzielone i należności własne wycenia się według skorygowanej ceny nabycia, tj. zamortyzowanego kosztu przy zastosowaniu metody efektywnej stopy procentowej. Udzielone pożyczki i należności własne przeznaczone do sprzedaży w okresie do 3 miesięcy, wycenia się według wartości rynkowej lub inaczej określonej wartości godziwej.      
      
Aktywa finansowe dostępne do sprzedaży wycenia się w wartości godziwej zaś skutki przeszacowania zalicza się odpowiednio do przychodów lub kosztów finansowych okresu sprawozdawczego.      
   
Aktywa finansowe przeznaczone do obrotu wycenia się w wartości godziwej na dzień przekwalifikowania do innej kategorii aktywów finansowych. Wartość godziwa na dzień przekwalifikowania staje się odpowiednio nowo ustaloną ceną nabycia lub skorygowaną ceną nabycia. Zyski lub straty z przeszacowania aktywów finansowych poddanych przekwalifikowaniu ujęte do tej pory jako przychody lub koszty finansowe pozostają w rachunku zysków i strat.      
Aktywa finansowe zaliczone do utrzymywanych do terminu wymagalności, na dzień przekwalifikowania ich w całości lub części do kategorii aktywów finansowych dostępnych do sprzedaży, wycenia się w wartości godziwej. Skutki przeszacowania ustalone jako różnica między wynikającą z ksiąg rachunkowych wartością w skorygowanych cenach nabycia a wartością godziwą zalicza się odpowiednio do przychodów lub kosztów finansowych okresu sprawozdawczego.      
         
Zobowiązania finansowe przeznaczone do obrotu, w tym w szczególności instrumenty pochodne o ujemnej wartości godziwej, które nie zostały wyznaczone jako instrumenty zabezpieczające, wykazywane są w wartości godziwej, zaś zyski i straty wynikające z ich wyceny ujmowane są bezpośrednio w rachunku zysków i strat.      
Zobowiązania finansowe przeznaczone do sprzedaży w okresie do 3 miesięcy, wycenia się według wartości rynkowej lub inaczej określonej wartości godziwej.      
Pozostałe zobowiązania finansowe wycenia się według skorygowanej ceny nabycia, tj. zamortyzowanego kosztu przy zastosowaniu metody efektywnej stopy procentowej.      
Wszystkie zobowiązania finansowe wprowadza się do ksiąg rachunkowych pod datą zawarcia kontraktu.      
      
Rachunkowość zabezpieczeń jest stosowana wyłącznie, jeżeli spełnione zostały następujące wymagania:      
-  przed rozpoczęciem zabezpieczenia sporządzona została formalna dokumentacja,      
- planowana transakcja poddawana zabezpieczeniu jest wysoce prawdopodobna, a z jej charakterystyki wynika, że jest zagrożona zmianami w przepływach pieniężnych, które mogą wpłynąć na wynik finansowy Grupy,      
- efektywność zabezpieczenia może być wiarygodnie zmierzona, na podstawie wiarygodnie ustalonej wartości godziwej zabezpieczanej pozycji lub przepływów pieniężnych z nią związanych oraz wartości godziwej instrumentu zabezpieczającego,       
-  w okresie sprawozdawczym efektywność zabezpieczenia jest mierzona bieżąco i utrzymuje się na wysokim poziomie, a także nie różni się istotnie od założeń przyjętych w udokumentowanej strategii zarządzania ryzykiem. </P_11C>
      <P_11C>     
Instrumenty pochodne nie spełniające powyższych wymagań klasyfikowane są jako instrumenty finansowe przeznaczone do obrotu.       
         
W przypadku zabezpieczenia przepływów pieniężnych zyski lub straty z wyceny wartości godziwej instrumentu zabezpieczającego, lub z wyceny składnika walutowego instrumentu zabezpieczającego niebędącego instrumentem pochodnym, w części uznanej za efektywne zabezpieczenie przyszłych przepływów pieniężnych związanych z zabezpieczaną pozycją, odnosi się na kapitał z aktualizacji wyceny; bezwzględna wartość kwoty odniesionej na kapitał, to jest w pełni efektywnego zabezpieczenia, nie może być jednak wyższa od wartości godziwej skumulowanych od dnia rozpoczęcia zabezpieczania zmian przyszłych przepływów pieniężnych związanych z zabezpieczaną pozycją. Pozostałą część skutków przeszacowania instrumentu zabezpieczającego, obejmującą kwotę niestanowiącą w pełni efektywnego zabezpieczenia zalicza się do przychodów lub kosztów finansowych okresu sprawozdawczego.      
Wykazane w kapitale z aktualizacji wyceny zyski lub straty z przeszacowania instrumentu zabezpieczającego zalicza się odpowiednio do przychodów lub kosztów finansowych tego okresu sprawozdawczego, w którym zabezpieczone uprawdopodobnione przyszłe zobowiązanie lub planowana transakcja powoduje powstanie przychodów lub kosztów finansowych. Jeżeli uprawdopodobnione przyszłe zobowiązanie lub planowana transakcja poddane zabezpieczeniu powodują powstanie aktywów lub zobowiązań, to na dzień wprowadzenia tych pozycji do ksiąg rachunkowych zyski lub straty z przeszacowania instrumentu zabezpieczającego ujęte do tego dnia w kapitale z aktualizacji wyceny odpisuje się i odpowiednio dolicza do ceny nabycia lub inaczej określonej wartości początkowej wprowadzonych do ksiąg rachunkowych aktywów lub zobowiązań.      
W przypadku, kiedy instrument zabezpieczający wygasł, został zbyty, wypowiedziany lub wykonany, a także w przypadku gdy zabezpieczanie przestaje spełniać wymagane warunki, skumulowane do tego dnia zyski lub straty z wyceny instrumentu zabezpieczającego pozostają na kapitale z aktualizacji wyceny do dnia, kiedy uprawdopodobnione przyszłe zobowiązanie lub planowana transakcja zostaną wprowadzone do ksiąg rachunkowych. Jeżeli w ocenie Grupy planowana transakcja lub uprawdopodobnione przyszłe zobowiązanie nie będą wykonane, to skumulowane zyski lub straty z wyceny instrumentu zabezpieczającego, ujęte w kapitale z aktualizacji wyceny, zalicza się odpowiednio do przychodów lub kosztów finansowych okresu sprawozdawczego.      
         
W przypadku zabezpieczania wartości godziwej, zyski lub straty z wyceny instrumentu zabezpieczającego w wartości godziwej, lub z wyceny składnika walutowego instrumentu zabezpieczającego niebędącego instrumentem pochodnym, ujmuje się w księgach rachunkowych bieżąco, jako przychody lub koszty finansowe okresu sprawozdawczego. Skutki przeszacowania pozycji zabezpieczanej, spowodowane przez określone ryzyko poddane zabezpieczeniu, odpowiednio podwyższające lub pomniejszające wartość tej pozycji wykazaną w księgach rachunkowych, zalicza się bieżąco do przychodów lub kosztów finansowych okresu sprawozdawczego. Dotyczy to również zwiększania i zmniejszania wartości pozycji zabezpieczanych, które w innym przypadku, jako skutki przeszacowania, byłyby odniesione na kapitał z aktualizacji wyceny, jak też pozycji wycenianych przez Grupę w cenie nabycia.      
Ustalone od dnia rozpoczęcia zabezpieczania i wykazane w księ</P_11C>
      <P_11C>gach rachunkowych skutki przeszacowania wartości godziwej oprocentowanego instrumentu finansowego, spowodowanego przez ryzyko poddane zabezpieczeniu, rozlicza się w pełni w okresie rozpoczynającym się [od dnia, w którym nastąpiło przeszacowanie wartości godziwej zabezpieczanego instrumentu wynikające z zabezpieczenia ryzyka od dnia, w którym jednostka zaprzestaje tego przeszacowywania do terminu wymagalności, i zalicza się odpowiednio do przychodów lub kosztów finansowych okresu sprawozdawczego.      
           
W przypadku zabezpieczania udziałów w aktywach netto jednostek zagranicznych różnice kursowe, ujemne i dodatnie, powstałe na dzień wyceny zabezpieczanych udziałów odnosi się na kapitał (fundusz) z aktualizacji wyceny. Natomiast zyski lub straty z wyceny wartości godziwej instrumentu zabezpieczającego, lub z wyceny składnika walutowego instrumentu zabezpieczającego niebędącego instrumentem pochodnym, w części uznanej za efektywne zabezpieczenie ryzyka zmiany kursu walut związanego z zabezpieczaną pozycją, odnosi się na kapitał (fundusz) z aktualizacji wyceny i rozlicza na dzień wyłączenia z ksiąg rachunkowych całości lub części zabezpieczanych udziałów, jako korektę wartości wydawanych aktywów. Bezwzględna wartość kwoty odniesionej na kapitał nie może być jednak wyższa od skumulowanych od dnia rozpoczęcia zabezpieczania różnic kursowych z wyceny zabezpieczanych udziałów. Pozostałą część skutków przeszacowania instrumentu zabezpieczającego, obejmującą kwotę niestanowiącą efektywnego zabezpieczenia zalicza się do przychodów lub kosztów finansowych okresu sprawozdawczego.       
      
Opis metod i istotnych założeń przyjętych do ustalenia wartości godziwej aktywów i zobowiązań finansowych wycenianych w takiej wartości       
Za wartość godziwą przyjmuje się kwotę, za jaką dany składnik aktywów mógłby zostać wymieniony, a zobowiązanie uregulowane na warunkach transakcji rynkowej, pomiędzy zainteresowanymi i dobrze poinformowanymi stronami.      
Wartość godziwa ustalana jest w drodze      
wyceny instrumentu finansowego po cenie ustalonej na aktywnym rynku regulowanym, na którym następuje publiczny obrót instrumentami finansowymi, zaś informacje o tej cenie są ogólnie dostępne,      

</P_11C>
      <P_11D>Środki trwałe amortyzowane są metodą liniową [lub inną - proszę podać stosowaną metodę]. Rozpoczęcie amortyzacji następuje w miesiącu, w którym nastąpiło przyjęcie/w następnym miesiącu po przyjęciu środka trwałego do używania.       
Przykładowe stawki amortyzacyjne są następujące:      
Budynki    2,50%   
Obiekty inżynierii lądowej i wodnej   2,50%   
Urządzenia techniczne i maszyny   14%   
Środki transportu   20%   
Poprawność stosowanych okresów i stawek amortyzacji środków trwałych jest przez jednostkę weryfikowana, powodując odpowiednią korektę dokonywanych w następnych latach odpisów amortyzacyjnych.      
Wartości niematerialne i prawne ujmuje się w księgach według cen ich nabycia lub kosztów poniesionych na ich wytworzenie i umarza metodą liniową przy zastosowaniu następujących stawek amortyzacyjnych:       
Koszty zakończonych prac rozwojowych   50%   
Koncesje, patenty, licencje i znaki towarowe   50%   
Wartość firmy   6,66%   
Oprogramowanie   20%   
Inne   20%   
Poprawność stosowanych okresów i stawek amortyzacji wartości niematerialnych i prawnych jest przez jednostkę weryfikowana, powodując odpowiednią korektę dokonywanych w następnych latach odpisów amortyzacyjnych.      
</P_11D>
      <P_11E>Sporządza się rachunek zysków i strat w wariancie porównawczym.
Wynik finansowy netto składa się z:
• wyniku ze sprzedaży,
• wyniku z pozostałej działalności operacyjnej,
• wyniku z operacji finansowych,
• wyniku z operacji nadzwyczajnych,
• obowiązkowego obciążenia wyniku finansowego z tytułu podatku dochodowego od osób prawnych.

Ewidencja kosztów prowadzona jest w układzie rodzajowym i funkcjonalnym.
</P_11E>
      <P_11F>Jednostkowe sprawozdanie finansowe sporządzane są zgodnie z Polskimi Standardami Rachunkowości, wynikającymi z ustawy z dnia 29 września 1994 r. o rachunkowości (t.j.: Dz.U. z 2009 r. Nr 152, poz. 1223 z późn. zm.).</P_11F>
    </P_11>
    <P_12>Nie dotyczy.</P_12>
    <P_13>Nie dotyczy.</P_13>
  </WprowadzenieDoSprawozdaniaFinansowego>
  <Bilans>
    <ns2:Aktywa>
      <ns1:KwotaA>81524704.98</ns1:KwotaA>
      <ns1:KwotaB>77311468.35</ns1:KwotaB>
      <ns2:Aktywa_A>
        <ns1:KwotaA>64558031.10</ns1:KwotaA>
        <ns1:KwotaB>59458990.93</ns1:KwotaB>
        <ns2:Aktywa_A_I>
          <ns1:KwotaA>396435.96</ns1:KwotaA>
          <ns1:KwotaB>2019.17</ns1:KwotaB>
          <ns2:Aktywa_A_I_1>
            <ns1:KwotaA>318681.4</ns1:KwotaA>
            <ns1:KwotaB>0</ns1:KwotaB>
          </ns2:Aktywa_A_I_1>
          <ns2:Aktywa_A_I_2>
            <ns1:KwotaA>0</ns1:KwotaA>
            <ns1:KwotaB>0</ns1:KwotaB>
          </ns2:Aktywa_A_I_2>
          <ns2:Aktywa_A_I_3>
            <ns1:KwotaA>77754.56</ns1:KwotaA>
            <ns1:KwotaB>2019.17</ns1:KwotaB>
          </ns2:Aktywa_A_I_3>
          <ns2:Aktywa_A_I_4>
            <ns1:KwotaA>0</ns1:KwotaA>
            <ns1:KwotaB>0</ns1:KwotaB>
          </ns2:Aktywa_A_I_4>
        </ns2:Aktywa_A_I>
        <ns2:Aktywa_A_II>
          <ns1:KwotaA>4239144.28</ns1:KwotaA>
          <ns1:KwotaB>4602499.5</ns1:KwotaB>
          <ns2:Aktywa_A_II_1>
            <ns1:KwotaA>0</ns1:KwotaA>
            <ns1:KwotaB>0</ns1:KwotaB>
          </ns2:Aktywa_A_II_1>
          <ns2:Aktywa_A_II_2>
            <ns1:KwotaA>4239144.28</ns1:KwotaA>
            <ns1:KwotaB>4602499.5</ns1:KwotaB>
          </ns2:Aktywa_A_II_2>
        </ns2:Aktywa_A_II>
        <ns2:Aktywa_A_III>
          <ns1:KwotaA>52695154.16</ns1:KwotaA>
          <ns1:KwotaB>47113065.89</ns1:KwotaB>
          <ns2:Aktywa_A_III_1>
            <ns1:KwotaA>50417300.57</ns1:KwotaA>
            <ns1:KwotaB>46362819.29</ns1:KwotaB>
            <ns2:Aktywa_A_III_1_A>
              <ns1:KwotaA>2198783.27</ns1:KwotaA>
              <ns1:KwotaB>2198783.27</ns1:KwotaB>
            </ns2:Aktywa_A_III_1_A>
            <ns2:Aktywa_A_III_1_B>
              <ns1:KwotaA>19336948.7</ns1:KwotaA>
              <ns1:KwotaB>19752412.57</ns1:KwotaB>
            </ns2:Aktywa_A_III_1_B>
            <ns2:Aktywa_A_III_1_C>
              <ns1:KwotaA>22984786.2</ns1:KwotaA>
              <ns1:KwotaB>19552140.83</ns1:KwotaB>
            </ns2:Aktywa_A_III_1_C>
            <ns2:Aktywa_A_III_1_D>
              <ns1:KwotaA>5510013.35</ns1:KwotaA>
              <ns1:KwotaB>4558582.14</ns1:KwotaB>
            </ns2:Aktywa_A_III_1_D>
            <ns2:Aktywa_A_III_1_E>
              <ns1:KwotaA>386769.05</ns1:KwotaA>
              <ns1:KwotaB>300900.48</ns1:KwotaB>
            </ns2:Aktywa_A_III_1_E>
          </ns2:Aktywa_A_III_1>
          <ns2:Aktywa_A_III_2>
            <ns1:KwotaA>2277853.59</ns1:KwotaA>
            <ns1:KwotaB>351265.6</ns1:KwotaB>
          </ns2:Aktywa_A_III_2>
          <ns2:Aktywa_A_III_3>
            <ns1:KwotaA>0</ns1:KwotaA>
            <ns1:KwotaB>398981</ns1:KwotaB>
          </ns2:Aktywa_A_III_3>
        </ns2:Aktywa_A_III>
        <ns2:Aktywa_A_IV>
          <ns1:KwotaA>0</ns1:KwotaA>
          <ns1:KwotaB>26204.08</ns1:KwotaB>
          <ns2:Aktywa_A_IV_1>
            <ns1:KwotaA>0</ns1:KwotaA>
            <ns1:KwotaB>0</ns1:KwotaB>
          </ns2:Aktywa_A_IV_1>
          <ns2:Aktywa_A_IV_2>
            <ns1:KwotaA>0</ns1:KwotaA>
            <ns1:KwotaB>0</ns1:KwotaB>
          </ns2:Aktywa_A_IV_2>
          <ns2:Aktywa_A_IV_3>
            <ns1:KwotaA>0</ns1:KwotaA>
            <ns1:KwotaB>26204.08</ns1:KwotaB>
          </ns2:Aktywa_A_IV_3>
        </ns2:Aktywa_A_IV>
        <ns2:Aktywa_A_V>
          <ns1:KwotaA>2892284.95</ns1:KwotaA>
          <ns1:KwotaB>2602000</ns1:KwotaB>
          <ns2:Aktywa_A_V_1>
            <ns1:KwotaA>2600000</ns1:KwotaA>
            <ns1:KwotaB>2602000</ns1:KwotaB>
          </ns2:Aktywa_A_V_1>
          <ns2:Aktywa_A_V_2>
            <ns1:KwotaA>0</ns1:KwotaA>
            <ns1:KwotaB>0</ns1:KwotaB>
          </ns2:Aktywa_A_V_2>
          <ns2:Aktywa_A_V_3>
            <ns1:KwotaA>292284.95</ns1:KwotaA>
            <ns1:KwotaB>0</ns1:KwotaB>
            <ns2:Aktywa_A_V_3_A>
              <ns1:KwotaA>0</ns1:KwotaA>
              <ns1:KwotaB>0</ns1:KwotaB>
              <ns2:Aktywa_A_V_3_A_1>
                <ns1:KwotaA>0</ns1:KwotaA>
                <ns1:KwotaB>0</ns1:KwotaB>
              </ns2:Aktywa_A_V_3_A_1>
              <ns2:Aktywa_A_V_3_A_2>
                <ns1:KwotaA>0</ns1:KwotaA>
                <ns1:KwotaB>0</ns1:KwotaB>
              </ns2:Aktywa_A_V_3_A_2>
              <ns2:Aktywa_A_V_3_A_3>
                <ns1:KwotaA>0</ns1:KwotaA>
                <ns1:KwotaB>0</ns1:KwotaB>
              </ns2:Aktywa_A_V_3_A_3>
              <ns2:Aktywa_A_V_3_A_4>
                <ns1:KwotaA>0</ns1:KwotaA>
                <ns1:KwotaB>0</ns1:KwotaB>
              </ns2:Aktywa_A_V_3_A_4>
            </ns2:Aktywa_A_V_3_A>
            <ns2:Aktywa_A_V_3_B>
              <ns1:KwotaA>292284.95</ns1:KwotaA>
              <ns1:KwotaB>0</ns1:KwotaB>
              <ns2:Aktywa_A_V_3_B_1>
                <ns1:KwotaA>292284.95</ns1:KwotaA>
                <ns1:KwotaB>0</ns1:KwotaB>
              </ns2:Aktywa_A_V_3_B_1>
              <ns2:Aktywa_A_V_3_B_2>
                <ns1:KwotaA>0</ns1:KwotaA>
                <ns1:KwotaB>0</ns1:KwotaB>
              </ns2:Aktywa_A_V_3_B_2>
              <ns2:Aktywa_A_V_3_B_3>
                <ns1:KwotaA>0</ns1:KwotaA>
                <ns1:KwotaB>0</ns1:KwotaB>
              </ns2:Aktywa_A_V_3_B_3>
              <ns2:Aktywa_A_V_3_B_4>
                <ns1:KwotaA>0</ns1:KwotaA>
                <ns1:KwotaB>0</ns1:KwotaB>
              </ns2:Aktywa_A_V_3_B_4>
            </ns2:Aktywa_A_V_3_B>
            <ns2:Aktywa_A_V_3_C>
              <ns1:KwotaA>0</ns1:KwotaA>
              <ns1:KwotaB>0</ns1:KwotaB>
              <ns2:Aktywa_A_V_3_C_1>
                <ns1:KwotaA>0</ns1:KwotaA>
                <ns1:KwotaB>0</ns1:KwotaB>
              </ns2:Aktywa_A_V_3_C_1>
              <ns2:Aktywa_A_V_3_C_2>
                <ns1:KwotaA>0</ns1:KwotaA>
                <ns1:KwotaB>0</ns1:KwotaB>
              </ns2:Aktywa_A_V_3_C_2>
              <ns2:Aktywa_A_V_3_C_3>
                <ns1:KwotaA>0</ns1:KwotaA>
                <ns1:KwotaB>0</ns1:KwotaB>
              </ns2:Aktywa_A_V_3_C_3>
              <ns2:Aktywa_A_V_3_C_4>
                <ns1:KwotaA>0</ns1:KwotaA>
                <ns1:KwotaB>0</ns1:KwotaB>
              </ns2:Aktywa_A_V_3_C_4>
            </ns2:Aktywa_A_V_3_C>
            <ns2:Aktywa_A_V_3_D>
              <ns1:KwotaA>0</ns1:KwotaA>
              <ns1:KwotaB>0</ns1:KwotaB>
              <ns2:Aktywa_A_V_3_D_1>
                <ns1:KwotaA>0</ns1:KwotaA>
                <ns1:KwotaB>0</ns1:KwotaB>
              </ns2:Aktywa_A_V_3_D_1>
              <ns2:Aktywa_A_V_3_D_2>
                <ns1:KwotaA>0</ns1:KwotaA>
                <ns1:KwotaB>0</ns1:KwotaB>
              </ns2:Aktywa_A_V_3_D_2>
              <ns2:Aktywa_A_V_3_D_3>
                <ns1:KwotaA>0</ns1:KwotaA>
                <ns1:KwotaB>0</ns1:KwotaB>
              </ns2:Aktywa_A_V_3_D_3>
              <ns2:Aktywa_A_V_3_D_4>
                <ns1:KwotaA>0</ns1:KwotaA>
                <ns1:KwotaB>0</ns1:KwotaB>
              </ns2:Aktywa_A_V_3_D_4>
            </ns2:Aktywa_A_V_3_D>
          </ns2:Aktywa_A_V_3>
          <ns2:Aktywa_A_V_4>
            <ns1:KwotaA>0</ns1:KwotaA>
            <ns1:KwotaB>0</ns1:KwotaB>
          </ns2:Aktywa_A_V_4>
        </ns2:Aktywa_A_V>
        <ns2:Aktywa_A_VI>
          <ns1:KwotaA>4335011.75</ns1:KwotaA>
          <ns1:KwotaB>5113202.29</ns1:KwotaB>
          <ns2:Aktywa_A_VI_1>
            <ns1:KwotaA>3989744</ns1:KwotaA>
            <ns1:KwotaB>4460974</ns1:KwotaB>
          </ns2:Aktywa_A_VI_1>
          <ns2:Aktywa_A_VI_2>
            <ns1:KwotaA>345267.75</ns1:KwotaA>
            <ns1:KwotaB>652228.29</ns1:KwotaB>
          </ns2:Aktywa_A_VI_2>
        </ns2:Aktywa_A_VI>
      </ns2:Aktywa_A>
      <ns2:Aktywa_B>
        <ns1:KwotaA>16966673.88</ns1:KwotaA>
        <ns1:KwotaB>17852477.42</ns1:KwotaB>
        <ns2:Aktywa_B_I>
          <ns1:KwotaA>2640861.23</ns1:KwotaA>
          <ns1:KwotaB>3641459.05</ns1:KwotaB>
          <ns2:Aktywa_B_I_1>
            <ns1:KwotaA>2052538.77</ns1:KwotaA>
            <ns1:KwotaB>2766741.98</ns1:KwotaB>
          </ns2:Aktywa_B_I_1>
          <ns2:Aktywa_B_I_2>
            <ns1:KwotaA>0</ns1:KwotaA>
            <ns1:KwotaB>0</ns1:KwotaB>
          </ns2:Aktywa_B_I_2>
          <ns2:Aktywa_B_I_3>
            <ns1:KwotaA>506724.2</ns1:KwotaA>
            <ns1:KwotaB>823037.75</ns1:KwotaB>
          </ns2:Aktywa_B_I_3>
          <ns2:Aktywa_B_I_4>
            <ns1:KwotaA>15711.88</ns1:KwotaA>
            <ns1:KwotaB>8921.69</ns1:KwotaB>
          </ns2:Aktywa_B_I_4>
          <ns2:Aktywa_B_I_5>
            <ns1:KwotaA>65886.38</ns1:KwotaA>
            <ns1:KwotaB>42757.63</ns1:KwotaB>
          </ns2:Aktywa_B_I_5>
        </ns2:Aktywa_B_I>
        <ns2:Aktywa_B_II>
          <ns1:KwotaA>13066669.72</ns1:KwotaA>
          <ns1:KwotaB>13281765.22</ns1:KwotaB>
          <ns2:Aktywa_B_II_1>
            <ns1:KwotaA>35000</ns1:KwotaA>
            <ns1:KwotaB>0</ns1:KwotaB>
            <ns2:Aktywa_B_II_1_A>
              <ns1:KwotaA>0</ns1:KwotaA>
              <ns1:KwotaB>0</ns1:KwotaB>
              <ns2:Aktywa_B_II_1_A_1>
                <ns1:KwotaA>0</ns1:KwotaA>
                <ns1:KwotaB>0</ns1:KwotaB>
              </ns2:Aktywa_B_II_1_A_1>
              <ns2:Aktywa_B_II_1_A_2>
                <ns1:KwotaA>0</ns1:KwotaA>
                <ns1:KwotaB>0</ns1:KwotaB>
              </ns2:Aktywa_B_II_1_A_2>
            </ns2:Aktywa_B_II_1_A>
            <ns2:Aktywa_B_II_1_B>
              <ns1:KwotaA>35000</ns1:KwotaA>
              <ns1:KwotaB>0</ns1:KwotaB>
            </ns2:Aktywa_B_II_1_B>
          </ns2:Aktywa_B_II_1>
          <ns2:Aktywa_B_II_2>
            <ns1:KwotaA>0</ns1:KwotaA>
            <ns1:KwotaB>0</ns1:KwotaB>
            <ns2:Aktywa_B_II_2_A>
              <ns1:KwotaA>0</ns1:KwotaA>
              <ns1:KwotaB>0</ns1:KwotaB>
              <ns2:Aktywa_B_II_2_A_1>
                <ns1:KwotaA>0</ns1:KwotaA>
                <ns1:KwotaB>0</ns1:KwotaB>
              </ns2:Aktywa_B_II_2_A_1>
              <ns2:Aktywa_B_II_2_A_2>
                <ns1:KwotaA>0</ns1:KwotaA>
                <ns1:KwotaB>0</ns1:KwotaB>
              </ns2:Aktywa_B_II_2_A_2>
            </ns2:Aktywa_B_II_2_A>
            <ns2:Aktywa_B_II_2_B>
              <ns1:KwotaA>0</ns1:KwotaA>
              <ns1:KwotaB>0</ns1:KwotaB>
            </ns2:Aktywa_B_II_2_B>
          </ns2:Aktywa_B_II_2>
          <ns2:Aktywa_B_II_3>
            <ns1:KwotaA>13031669.72</ns1:KwotaA>
            <ns1:KwotaB>13281765.22</ns1:KwotaB>
            <ns2:Aktywa_B_II_3_A>
              <ns1:KwotaA>11015674.5</ns1:KwotaA>
              <ns1:KwotaB>10470744.59</ns1:KwotaB>
              <ns2:Aktywa_B_II_3_A_1>
                <ns1:KwotaA>11015674.5</ns1:KwotaA>
                <ns1:KwotaB>10470744.59</ns1:KwotaB>
              </ns2:Aktywa_B_II_3_A_1>
              <ns2:Aktywa_B_II_3_A_2>
                <ns1:KwotaA>0</ns1:KwotaA>
                <ns1:KwotaB>0</ns1:KwotaB>
              </ns2:Aktywa_B_II_3_A_2>
            </ns2:Aktywa_B_II_3_A>
            <ns2:Aktywa_B_II_3_B>
              <ns1:KwotaA>1523008.46</ns1:KwotaA>
              <ns1:KwotaB>2167836.12</ns1:KwotaB>
            </ns2:Aktywa_B_II_3_B>
            <ns2:Aktywa_B_II_3_C>
              <ns1:KwotaA>492986.76</ns1:KwotaA>
              <ns1:KwotaB>643184.51</ns1:KwotaB>
            </ns2:Aktywa_B_II_3_C>
            <ns2:Aktywa_B_II_3_D>
              <ns1:KwotaA>0</ns1:KwotaA>
              <ns1:KwotaB>0</ns1:KwotaB>
            </ns2:Aktywa_B_II_3_D>
          </ns2:Aktywa_B_II_3>
        </ns2:Aktywa_B_II>
        <ns2:Aktywa_B_III>
          <ns1:KwotaA>823675.40</ns1:KwotaA>
          <ns1:KwotaB>536087.88</ns1:KwotaB>
          <ns2:Aktywa_B_III_1>
            <ns1:KwotaA>823675.40</ns1:KwotaA>
            <ns1:KwotaB>536087.88</ns1:KwotaB>
            <ns2:Aktywa_B_III_1_A>
              <ns1:KwotaA>0</ns1:KwotaA>
              <ns1:KwotaB>0</ns1:KwotaB>
              <ns2:Aktywa_B_III_1_A_1>
                <ns1:KwotaA>0</ns1:KwotaA>
                <ns1:KwotaB>0</ns1:KwotaB>
              </ns2:Aktywa_B_III_1_A_1>
              <ns2:Aktywa_B_III_1_A_2>
                <ns1:KwotaA>0</ns1:KwotaA>
                <ns1:KwotaB>0</ns1:KwotaB>
              </ns2:Aktywa_B_III_1_A_2>
              <ns2:Aktywa_B_III_1_A_3>
                <ns1:KwotaA>0</ns1:KwotaA>
                <ns1:KwotaB>0</ns1:KwotaB>
              </ns2:Aktywa_B_III_1_A_3>
              <ns2:Aktywa_B_III_1_A_4>
                <ns1:KwotaA>0</ns1:KwotaA>
                <ns1:KwotaB>0</ns1:KwotaB>
              </ns2:Aktywa_B_III_1_A_4>
            </ns2:Aktywa_B_III_1_A>
            <ns2:Aktywa_B_III_1_B>
              <ns1:KwotaA>0</ns1:KwotaA>
              <ns1:KwotaB>0</ns1:KwotaB>
              <ns2:Aktywa_B_III_1_B_1>
                <ns1:KwotaA>0</ns1:KwotaA>
                <ns1:KwotaB>0</ns1:KwotaB>
              </ns2:Aktywa_B_III_1_B_1>
              <ns2:Aktywa_B_III_1_B_2>
                <ns1:KwotaA>0</ns1:KwotaA>
                <ns1:KwotaB>0</ns1:KwotaB>
              </ns2:Aktywa_B_III_1_B_2>
              <ns2:Aktywa_B_III_1_B_3>
                <ns1:KwotaA>0</ns1:KwotaA>
                <ns1:KwotaB>0</ns1:KwotaB>
              </ns2:Aktywa_B_III_1_B_3>
              <ns2:Aktywa_B_III_1_B_4>
                <ns1:KwotaA>0</ns1:KwotaA>
                <ns1:KwotaB>0</ns1:KwotaB>
              </ns2:Aktywa_B_III_1_B_4>
            </ns2:Aktywa_B_III_1_B>
            <ns2:Aktywa_B_III_1_C>
              <ns1:KwotaA>27020.33</ns1:KwotaA>
              <ns1:KwotaB>27020.33</ns1:KwotaB>
              <ns2:Aktywa_B_III_1_C_1>
                <ns1:KwotaA>0</ns1:KwotaA>
                <ns1:KwotaB>0</ns1:KwotaB>
              </ns2:Aktywa_B_III_1_C_1>
              <ns2:Aktywa_B_III_1_C_2>
                <ns1:KwotaA>0</ns1:KwotaA>
                <ns1:KwotaB>0</ns1:KwotaB>
              </ns2:Aktywa_B_III_1_C_2>
              <ns2:Aktywa_B_III_1_C_3>
                <ns1:KwotaA>27020.33</ns1:KwotaA>
                <ns1:KwotaB>27020.33</ns1:KwotaB>
              </ns2:Aktywa_B_III_1_C_3>
              <ns2:Aktywa_B_III_1_C_4>
                <ns1:KwotaA>0</ns1:KwotaA>
                <ns1:KwotaB>0</ns1:KwotaB>
              </ns2:Aktywa_B_III_1_C_4>
            </ns2:Aktywa_B_III_1_C>
            <ns2:Aktywa_B_III_1_D>
              <ns1:KwotaA>796655.07</ns1:KwotaA>
              <ns1:KwotaB>509067.55</ns1:KwotaB>
              <ns2:Aktywa_B_III_1_D_1>
                <ns1:KwotaA>782004.62</ns1:KwotaA>
                <ns1:KwotaB>494417.1</ns1:KwotaB>
              </ns2:Aktywa_B_III_1_D_1>
              <ns2:Aktywa_B_III_1_D_2>
                <ns1:KwotaA>14650.45</ns1:KwotaA>
                <ns1:KwotaB>14650.45</ns1:KwotaB>
              </ns2:Aktywa_B_III_1_D_2>
              <ns2:Aktywa_B_III_1_D_3>
                <ns1:KwotaA>0</ns1:KwotaA>
                <ns1:KwotaB>0</ns1:KwotaB>
              </ns2:Aktywa_B_III_1_D_3>
            </ns2:Aktywa_B_III_1_D>
          </ns2:Aktywa_B_III_1>
          <ns2:Aktywa_B_III_2>
            <ns1:KwotaA>0</ns1:KwotaA>
            <ns1:KwotaB>0</ns1:KwotaB>
          </ns2:Aktywa_B_III_2>
        </ns2:Aktywa_B_III>
        <ns2:Aktywa_B_IV>
          <ns1:KwotaA>435467.53</ns1:KwotaA>
          <ns1:KwotaB>393165.27</ns1:KwotaB>
        </ns2:Aktywa_B_IV>
      </ns2:Aktywa_B>
      <ns2:Aktywa_C>
        <ns1:KwotaA>0</ns1:KwotaA>
        <ns1:KwotaB>0</ns1:KwotaB>
      </ns2:Aktywa_C>
      <ns2:Aktywa_D>
        <ns1:KwotaA>0</ns1:KwotaA>
        <ns1:KwotaB>0</ns1:KwotaB>
      </ns2:Aktywa_D>
    </ns2:Aktywa>
    <ns2:Pasywa>
      <ns1:KwotaA>81524704.98</ns1:KwotaA>
      <ns1:KwotaB>77311468.35</ns1:KwotaB>
      <ns2:Pasywa_A>
        <ns1:KwotaA>22281492.05</ns1:KwotaA>
        <ns1:KwotaB>18652001.11</ns1:KwotaB>
        <ns2:Pasywa_A_I>
          <ns1:KwotaA>1376671</ns1:KwotaA>
          <ns1:KwotaB>1376671</ns1:KwotaB>
        </ns2:Pasywa_A_I>
        <ns2:Pasywa_A_II>
          <ns1:KwotaA>17353490.09</ns1:KwotaA>
          <ns1:KwotaB>14001272.96</ns1:KwotaB>
          <ns2:Pasywa_A_II_1>
            <ns1:KwotaA>0</ns1:KwotaA>
            <ns1:KwotaB>0</ns1:KwotaB>
          </ns2:Pasywa_A_II_1>
        </ns2:Pasywa_A_II>
        <ns2:Pasywa_A_III>
          <ns1:KwotaA>0</ns1:KwotaA>
          <ns1:KwotaB>0</ns1:KwotaB>
          <ns2:Pasywa_A_III_1>
            <ns1:KwotaA>0</ns1:KwotaA>
            <ns1:KwotaB>0</ns1:KwotaB>
          </ns2:Pasywa_A_III_1>
        </ns2:Pasywa_A_III>
        <ns2:Pasywa_A_IV>
          <ns1:KwotaA>0</ns1:KwotaA>
          <ns1:KwotaB>0</ns1:KwotaB>
          <ns2:Pasywa_A_IV_1>
            <ns1:KwotaA>0</ns1:KwotaA>
            <ns1:KwotaB>0</ns1:KwotaB>
          </ns2:Pasywa_A_IV_1>
        </ns2:Pasywa_A_IV>
        <ns2:Pasywa_A_V>
          <ns1:KwotaA>0</ns1:KwotaA>
          <ns1:KwotaB>0</ns1:KwotaB>
        </ns2:Pasywa_A_V>
        <ns2:Pasywa_A_VI>
          <ns1:KwotaA>-82834.99</ns1:KwotaA>
          <ns1:KwotaB>-82234.99</ns1:KwotaB>
        </ns2:Pasywa_A_VI>
        <ns2:Pasywa_A_VII>
          <ns1:KwotaA>3634165.95</ns1:KwotaA>
          <ns1:KwotaB>3356292.14</ns1:KwotaB>
        </ns2:Pasywa_A_VII>
        <ns2:Pasywa_A_VIII>
          <ns1:KwotaA>0</ns1:KwotaA>
          <ns1:KwotaB>0</ns1:KwotaB>
        </ns2:Pasywa_A_VIII>
      </ns2:Pasywa_A>
      <ns2:Pasywa_B>
        <ns1:KwotaA>0</ns1:KwotaA>
        <ns1:KwotaB>0</ns1:KwotaB>
      </ns2:Pasywa_B>
      <ns2:Pasywa_C>
        <ns1:KwotaA>0</ns1:KwotaA>
        <ns1:KwotaB>0</ns1:KwotaB>
        <ns2:Pasywa_C_I>
          <ns1:KwotaA>0</ns1:KwotaA>
          <ns1:KwotaB>0</ns1:KwotaB>
        </ns2:Pasywa_C_I>
        <ns2:Pasywa_C_II>
          <ns1:KwotaA>0</ns1:KwotaA>
          <ns1:KwotaB>0</ns1:KwotaB>
        </ns2:Pasywa_C_II>
      </ns2:Pasywa_C>
      <ns2:Pasywa_D>
        <ns1:KwotaA>59243212.93</ns1:KwotaA>
        <ns1:KwotaB>58659467.24</ns1:KwotaB>
        <ns2:Pasywa_D_I>
          <ns1:KwotaA>2684779.23</ns1:KwotaA>
          <ns1:KwotaB>2481525.98</ns1:KwotaB>
          <ns2:Pasywa_D_I_1>
            <ns1:KwotaA>1723691</ns1:KwotaA>
            <ns1:KwotaB>1377826</ns1:KwotaB>
          </ns2:Pasywa_D_I_1>
          <ns2:Pasywa_D_I_2>
            <ns1:KwotaA>514879.45</ns1:KwotaA>
            <ns1:KwotaB>575804.34</ns1:KwotaB>
            <ns2:Pasywa_D_I_2_1>
              <ns1:KwotaA>145000</ns1:KwotaA>
              <ns1:KwotaB>145000</ns1:KwotaB>
            </ns2:Pasywa_D_I_2_1>
            <ns2:Pasywa_D_I_2_2>
              <ns1:KwotaA>369879.45</ns1:KwotaA>
              <ns1:KwotaB>430804.34</ns1:KwotaB>
            </ns2:Pasywa_D_I_2_2>
          </ns2:Pasywa_D_I_2>
          <ns2:Pasywa_D_I_3>
            <ns1:KwotaA>446208.78</ns1:KwotaA>
            <ns1:KwotaB>527895.64</ns1:KwotaB>
            <ns2:Pasywa_D_I_3_1>
              <ns1:KwotaA>0</ns1:KwotaA>
              <ns1:KwotaB>0</ns1:KwotaB>
            </ns2:Pasywa_D_I_3_1>
            <ns2:Pasywa_D_I_3_2>
              <ns1:KwotaA>446208.78</ns1:KwotaA>
              <ns1:KwotaB>527895.64</ns1:KwotaB>
            </ns2:Pasywa_D_I_3_2>
          </ns2:Pasywa_D_I_3>
        </ns2:Pasywa_D_I>
        <ns2:Pasywa_D_II>
          <ns1:KwotaA>18695946.94</ns1:KwotaA>
          <ns1:KwotaB>16416305.69</ns1:KwotaB>
          <ns2:Pasywa_D_II_1>
            <ns1:KwotaA>0</ns1:KwotaA>
            <ns1:KwotaB>0</ns1:KwotaB>
          </ns2:Pasywa_D_II_1>
          <ns2:Pasywa_D_II_2>
            <ns1:KwotaA>0</ns1:KwotaA>
            <ns1:KwotaB>0</ns1:KwotaB>
          </ns2:Pasywa_D_II_2>
          <ns2:Pasywa_D_II_3>
            <ns1:KwotaA>18695946.94</ns1:KwotaA>
            <ns1:KwotaB>16416305.69</ns1:KwotaB>
            <ns2:Pasywa_D_II_3_A>
              <ns1:KwotaA>8040425.93</ns1:KwotaA>
              <ns1:KwotaB>9003306.42</ns1:KwotaB>
            </ns2:Pasywa_D_II_3_A>
            <ns2:Pasywa_D_II_3_B>
              <ns1:KwotaA>0</ns1:KwotaA>
              <ns1:KwotaB>0</ns1:KwotaB>
            </ns2:Pasywa_D_II_3_B>
            <ns2:Pasywa_D_II_3_C>
              <ns1:KwotaA>10627221.01</ns1:KwotaA>
              <ns1:KwotaB>7412999.27</ns1:KwotaB>
            </ns2:Pasywa_D_II_3_C>
            <ns2:Pasywa_D_II_3_D>
              <ns1:KwotaA>0</ns1:KwotaA>
              <ns1:KwotaB>0</ns1:KwotaB>
            </ns2:Pasywa_D_II_3_D>
            <ns2:Pasywa_D_II_3_E>
              <ns1:KwotaA>28300</ns1:KwotaA>
              <ns1:KwotaB>0</ns1:KwotaB>
            </ns2:Pasywa_D_II_3_E>
          </ns2:Pasywa_D_II_3>
        </ns2:Pasywa_D_II>
        <ns2:Pasywa_D_III>
          <ns1:KwotaA>20194168.15</ns1:KwotaA>
          <ns1:KwotaB>20891725.45</ns1:KwotaB>
          <ns2:Pasywa_D_III_1>
            <ns1:KwotaA>0</ns1:KwotaA>
            <ns1:KwotaB>0</ns1:KwotaB>
            <ns2:Pasywa_D_III_1_A>
              <ns1:KwotaA>0</ns1:KwotaA>
              <ns1:KwotaB>0</ns1:KwotaB>
              <ns2:Pasywa_D_III_1_A_1>
                <ns1:KwotaA>0</ns1:KwotaA>
                <ns1:KwotaB>0</ns1:KwotaB>
              </ns2:Pasywa_D_III_1_A_1>
              <ns2:Pasywa_D_III_1_A_2>
                <ns1:KwotaA>0</ns1:KwotaA>
                <ns1:KwotaB>0</ns1:KwotaB>
              </ns2:Pasywa_D_III_1_A_2>
            </ns2:Pasywa_D_III_1_A>
            <ns2:Pasywa_D_III_1_B>
              <ns1:KwotaA>0</ns1:KwotaA>
              <ns1:KwotaB>0</ns1:KwotaB>
            </ns2:Pasywa_D_III_1_B>
          </ns2:Pasywa_D_III_1>
          <ns2:Pasywa_D_III_2>
            <ns1:KwotaA>0</ns1:KwotaA>
            <ns1:KwotaB>0</ns1:KwotaB>
            <ns2:Pasywa_D_III_2_A>
              <ns1:KwotaA>0</ns1:KwotaA>
              <ns1:KwotaB>0</ns1:KwotaB>
              <ns2:Pasywa_D_III_2_A_1>
                <ns1:KwotaA>0</ns1:KwotaA>
                <ns1:KwotaB>0</ns1:KwotaB>
              </ns2:Pasywa_D_III_2_A_1>
              <ns2:Pasywa_D_III_2_A_2>
                <ns1:KwotaA>0</ns1:KwotaA>
                <ns1:KwotaB>0</ns1:KwotaB>
              </ns2:Pasywa_D_III_2_A_2>
            </ns2:Pasywa_D_III_2_A>
            <ns2:Pasywa_D_III_2_B>
              <ns1:KwotaA>0</ns1:KwotaA>
              <ns1:KwotaB>0</ns1:KwotaB>
            </ns2:Pasywa_D_III_2_B>
          </ns2:Pasywa_D_III_2>
          <ns2:Pasywa_D_III_3>
            <ns1:KwotaA>20194168.15</ns1:KwotaA>
            <ns1:KwotaB>20891725.45</ns1:KwotaB>
            <ns2:Pasywa_D_III_3_A>
              <ns1:KwotaA>1371258.03</ns1:KwotaA>
              <ns1:KwotaB>1817590.79</ns1:KwotaB>
            </ns2:Pasywa_D_III_3_A>
            <ns2:Pasywa_D_III_3_B>
              <ns1:KwotaA>0</ns1:KwotaA>
              <ns1:KwotaB>0</ns1:KwotaB>
            </ns2:Pasywa_D_III_3_B>
            <ns2:Pasywa_D_III_3_C>
              <ns1:KwotaA>3012389.33</ns1:KwotaA>
              <ns1:KwotaB>2358637.32</ns1:KwotaB>
            </ns2:Pasywa_D_III_3_C>
            <ns2:Pasywa_D_III_3_D>
              <ns1:KwotaA>7983815.99</ns1:KwotaA>
              <ns1:KwotaB>6810172.32</ns1:KwotaB>
              <ns2:Pasywa_D_III_3_D_1>
                <ns1:KwotaA>7983815.99</ns1:KwotaA>
                <ns1:KwotaB>6810172.32</ns1:KwotaB>
              </ns2:Pasywa_D_III_3_D_1>
              <ns2:Pasywa_D_III_3_D_2>
                <ns1:KwotaA>0</ns1:KwotaA>
                <ns1:KwotaB>0</ns1:KwotaB>
              </ns2:Pasywa_D_III_3_D_2>
            </ns2:Pasywa_D_III_3_D>
            <ns2:Pasywa_D_III_3_E>
              <ns1:KwotaA>800</ns1:KwotaA>
              <ns1:KwotaB>304700</ns1:KwotaB>
            </ns2:Pasywa_D_III_3_E>
            <ns2:Pasywa_D_III_3_F>
              <ns1:KwotaA>0</ns1:KwotaA>
              <ns1:KwotaB>0</ns1:KwotaB>
            </ns2:Pasywa_D_III_3_F>
            <ns2:Pasywa_D_III_3_G>
              <ns1:KwotaA>2201853.07</ns1:KwotaA>
              <ns1:KwotaB>3431129.34</ns1:KwotaB>
            </ns2:Pasywa_D_III_3_G>
            <ns2:Pasywa_D_III_3_H>
              <ns1:KwotaA>798562.68</ns1:KwotaA>
              <ns1:KwotaB>702542.44</ns1:KwotaB>
            </ns2:Pasywa_D_III_3_H>
            <ns2:Pasywa_D_III_3_I>
              <ns1:KwotaA>4825489.05</ns1:KwotaA>
              <ns1:KwotaB>5466953.24</ns1:KwotaB>
            </ns2:Pasywa_D_III_3_I>
          </ns2:Pasywa_D_III_3>
          <ns2:Pasywa_D_III_4>
            <ns1:KwotaA>0</ns1:KwotaA>
            <ns1:KwotaB>0</ns1:KwotaB>
          </ns2:Pasywa_D_III_4>
        </ns2:Pasywa_D_III>
        <ns2:Pasywa_D_IV>
          <ns1:KwotaA>17668318.61</ns1:KwotaA>
          <ns1:KwotaB>18869910.12</ns1:KwotaB>
          <ns2:Pasywa_D_IV_1>
            <ns1:KwotaA>9558902.58</ns1:KwotaA>
            <ns1:KwotaB>10046470.87</ns1:KwotaB>
          </ns2:Pasywa_D_IV_1>
          <ns2:Pasywa_D_IV_2>
            <ns1:KwotaA>8109416.03</ns1:KwotaA>
            <ns1:KwotaB>8823439.25</ns1:KwotaB>
            <ns2:Pasywa_D_IV_2_1>
              <ns1:KwotaA>7281833.72</ns1:KwotaA>
              <ns1:KwotaB>8010588.98</ns1:KwotaB>
            </ns2:Pasywa_D_IV_2_1>
            <ns2:Pasywa_D_IV_2_2>
              <ns1:KwotaA>827582.31</ns1:KwotaA>
              <ns1:KwotaB>812850.27</ns1:KwotaB>
            </ns2:Pasywa_D_IV_2_2>
          </ns2:Pasywa_D_IV_2>
        </ns2:Pasywa_D_IV>
      </ns2:Pasywa_D>
    </ns2:Pasywa>
  </Bilans>
  <RZiS>
    <ns2:RZiSPor>
      <ns2:A>
        <ns1:KwotaA>52316808.95</ns1:KwotaA>
        <ns1:KwotaB>45942494.34</ns1:KwotaB>
        <ns2:A_J>
          <ns1:KwotaA>0</ns1:KwotaA>
          <ns1:KwotaB>0</ns1:KwotaB>
        </ns2:A_J>
        <ns2:A_I>
          <ns1:KwotaA>50792829.13</ns1:KwotaA>
          <ns1:KwotaB>44766969.48</ns1:KwotaB>
        </ns2:A_I>
        <ns2:A_II>
          <ns1:KwotaA>-316313.55</ns1:KwotaA>
          <ns1:KwotaB>-532160.41</ns1:KwotaB>
        </ns2:A_II>
        <ns2:A_III>
          <ns1:KwotaA>0</ns1:KwotaA>
          <ns1:KwotaB>0</ns1:KwotaB>
        </ns2:A_III>
        <ns2:A_IV>
          <ns1:KwotaA>1840293.37</ns1:KwotaA>
          <ns1:KwotaB>1707685.27</ns1:KwotaB>
        </ns2:A_IV>
      </ns2:A>
      <ns2:B>
        <ns1:KwotaA>45318990.20</ns1:KwotaA>
        <ns1:KwotaB>39448340.53</ns1:KwotaB>
        <ns2:B_I>
          <ns1:KwotaA>4964686.89</ns1:KwotaA>
          <ns1:KwotaB>4266822.03</ns1:KwotaB>
        </ns2:B_I>
        <ns2:B_II>
          <ns1:KwotaA>18001535.58</ns1:KwotaA>
          <ns1:KwotaB>14185450.78</ns1:KwotaB>
        </ns2:B_II>
        <ns2:B_III>
          <ns1:KwotaA>6889837.22</ns1:KwotaA>
          <ns1:KwotaB>7702085.43</ns1:KwotaB>
        </ns2:B_III>
        <ns2:B_IV>
          <ns1:KwotaA>766524.23</ns1:KwotaA>
          <ns1:KwotaB>781943.04</ns1:KwotaB>
          <ns2:B_IV_1>
            <ns1:KwotaA>0</ns1:KwotaA>
            <ns1:KwotaB>0</ns1:KwotaB>
          </ns2:B_IV_1>
        </ns2:B_IV>
        <ns2:B_V>
          <ns1:KwotaA>11517596.93</ns1:KwotaA>
          <ns1:KwotaB>9728471.89</ns1:KwotaB>
        </ns2:B_V>
        <ns2:B_VI>
          <ns1:KwotaA>2229125.6</ns1:KwotaA>
          <ns1:KwotaB>1775179.45</ns1:KwotaB>
          <ns2:B_VI_1>
            <ns1:KwotaA>943341.64</ns1:KwotaA>
            <ns1:KwotaB>796563.22</ns1:KwotaB>
          </ns2:B_VI_1>
        </ns2:B_VI>
        <ns2:B_VII>
          <ns1:KwotaA>836602.31</ns1:KwotaA>
          <ns1:KwotaB>741363.25</ns1:KwotaB>
        </ns2:B_VII>
        <ns2:B_VIII>
          <ns1:KwotaA>113081.44</ns1:KwotaA>
          <ns1:KwotaB>267024.66</ns1:KwotaB>
        </ns2:B_VIII>
      </ns2:B>
      <ns2:C>
        <ns1:KwotaA>6997818.75</ns1:KwotaA>
        <ns1:KwotaB>6494153.81</ns1:KwotaB>
      </ns2:C>
      <ns2:D>
        <ns1:KwotaA>2696928.64</ns1:KwotaA>
        <ns1:KwotaB>1452699.13</ns1:KwotaB>
        <ns2:D_I>
          <ns1:KwotaA>25747.5</ns1:KwotaA>
          <ns1:KwotaB>27120.69</ns1:KwotaB>
        </ns2:D_I>
        <ns2:D_II>
          <ns1:KwotaA>1726064.96</ns1:KwotaA>
          <ns1:KwotaB>784626.87</ns1:KwotaB>
        </ns2:D_II>
        <ns2:D_III>
          <ns1:KwotaA>44223.06</ns1:KwotaA>
          <ns1:KwotaB>0</ns1:KwotaB>
        </ns2:D_III>
        <ns2:D_IV>
          <ns1:KwotaA>900893.12</ns1:KwotaA>
          <ns1:KwotaB>640951.57</ns1:KwotaB>
        </ns2:D_IV>
      </ns2:D>
      <ns2:E>
        <ns1:KwotaA>2661245.43</ns1:KwotaA>
        <ns1:KwotaB>1059536.71</ns1:KwotaB>
        <ns2:E_I>
          <ns1:KwotaA>173389.46</ns1:KwotaA>
          <ns1:KwotaB>0</ns1:KwotaB>
        </ns2:E_I>
        <ns2:E_II>
          <ns1:KwotaA>313390.49</ns1:KwotaA>
          <ns1:KwotaB>268569.64</ns1:KwotaB>
        </ns2:E_II>
        <ns2:E_III>
          <ns1:KwotaA>2174465.48</ns1:KwotaA>
          <ns1:KwotaB>790967.07</ns1:KwotaB>
        </ns2:E_III>
      </ns2:E>
      <ns2:F>
        <ns1:KwotaA>7033501.96</ns1:KwotaA>
        <ns1:KwotaB>6887316.23</ns1:KwotaB>
      </ns2:F>
      <ns2:G>
        <ns1:KwotaA>3733.12</ns1:KwotaA>
        <ns1:KwotaB>22.74</ns1:KwotaB>
        <ns2:G_I>
          <ns1:KwotaA>0</ns1:KwotaA>
          <ns1:KwotaB>0</ns1:KwotaB>
          <ns2:G_I_A>
            <ns1:KwotaA>0</ns1:KwotaA>
            <ns1:KwotaB>0</ns1:KwotaB>
            <ns2:G_I_A_1>
              <ns1:KwotaA>0</ns1:KwotaA>
              <ns1:KwotaB>0</ns1:KwotaB>
            </ns2:G_I_A_1>
          </ns2:G_I_A>
          <ns2:G_I_B>
            <ns1:KwotaA>0</ns1:KwotaA>
            <ns1:KwotaB>0</ns1:KwotaB>
            <ns2:G_I_B_1>
              <ns1:KwotaA>0</ns1:KwotaA>
              <ns1:KwotaB>0</ns1:KwotaB>
            </ns2:G_I_B_1>
          </ns2:G_I_B>
        </ns2:G_I>
        <ns2:G_II>
          <ns1:KwotaA>3729.86</ns1:KwotaA>
          <ns1:KwotaB>22.74</ns1:KwotaB>
          <ns2:G_II_J>
            <ns1:KwotaA>0</ns1:KwotaA>
            <ns1:KwotaB>0</ns1:KwotaB>
          </ns2:G_II_J>
        </ns2:G_II>
        <ns2:G_III>
          <ns1:KwotaA>0</ns1:KwotaA>
          <ns1:KwotaB>0</ns1:KwotaB>
          <ns2:G_III_J>
            <ns1:KwotaA>0</ns1:KwotaA>
            <ns1:KwotaB>0</ns1:KwotaB>
          </ns2:G_III_J>
        </ns2:G_III>
        <ns2:G_IV>
          <ns1:KwotaA>0</ns1:KwotaA>
          <ns1:KwotaB>0</ns1:KwotaB>
        </ns2:G_IV>
        <ns2:G_V>
          <ns1:KwotaA>3.26</ns1:KwotaA>
          <ns1:KwotaB>0</ns1:KwotaB>
        </ns2:G_V>
      </ns2:G>
      <ns2:H>
        <ns1:KwotaA>1754647.86</ns1:KwotaA>
        <ns1:KwotaB>1819105.61</ns1:KwotaB>
        <ns2:H_I>
          <ns1:KwotaA>1369154.05</ns1:KwotaA>
          <ns1:KwotaB>1404101.04</ns1:KwotaB>
          <ns2:H_I_J>
            <ns1:KwotaA>0</ns1:KwotaA>
            <ns1:KwotaB>0</ns1:KwotaB>
          </ns2:H_I_J>
        </ns2:H_I>
        <ns2:H_II>
          <ns1:KwotaA>0</ns1:KwotaA>
          <ns1:KwotaB>0</ns1:KwotaB>
          <ns2:H_II_J>
            <ns1:KwotaA>0</ns1:KwotaA>
            <ns1:KwotaB>0</ns1:KwotaB>
          </ns2:H_II_J>
        </ns2:H_II>
        <ns2:H_III>
          <ns1:KwotaA>0</ns1:KwotaA>
          <ns1:KwotaB>0</ns1:KwotaB>
        </ns2:H_III>
        <ns2:H_IV>
          <ns1:KwotaA>385493.81</ns1:KwotaA>
          <ns1:KwotaB>415004.57</ns1:KwotaB>
        </ns2:H_IV>
      </ns2:H>
      <ns2:I>
        <ns1:KwotaA>0</ns1:KwotaA>
        <ns1:KwotaB>0</ns1:KwotaB>
      </ns2:I>
      <ns2:J>
        <ns1:KwotaA>5282587.22</ns1:KwotaA>
        <ns1:KwotaB>5068233.36</ns1:KwotaB>
      </ns2:J>
      <ns2:K>
        <ns1:KwotaA>363355.22</ns1:KwotaA>
        <ns1:KwotaB>363355.22</ns1:KwotaB>
        <ns2:K_I>
          <ns1:KwotaA>363355.22</ns1:KwotaA>
          <ns1:KwotaB>363355.22</ns1:KwotaB>
        </ns2:K_I>
        <ns2:K_II>
          <ns1:KwotaA>0</ns1:KwotaA>
          <ns1:KwotaB>0</ns1:KwotaB>
        </ns2:K_II>
      </ns2:K>
      <ns2:L>
        <ns1:KwotaA>0</ns1:KwotaA>
        <ns1:KwotaB>0</ns1:KwotaB>
        <ns2:L_I>
          <ns1:KwotaA>0</ns1:KwotaA>
          <ns1:KwotaB>0</ns1:KwotaB>
        </ns2:L_I>
        <ns2:L_II>
          <ns1:KwotaA>0</ns1:KwotaA>
          <ns1:KwotaB>0</ns1:KwotaB>
        </ns2:L_II>
      </ns2:L>
      <ns2:M>
        <ns1:KwotaA>-52715.05</ns1:KwotaA>
        <ns1:KwotaB>0</ns1:KwotaB>
      </ns2:M>
      <ns2:N>
        <ns1:KwotaA>4866516.95</ns1:KwotaA>
        <ns1:KwotaB>4704878.14</ns1:KwotaB>
      </ns2:N>
      <ns2:O>
        <ns1:KwotaA>1232351</ns1:KwotaA>
        <ns1:KwotaB>1348586</ns1:KwotaB>
      </ns2:O>
      <ns2:P>
        <ns1:KwotaA>0</ns1:KwotaA>
        <ns1:KwotaB>0</ns1:KwotaB>
      </ns2:P>
      <ns2:R>
        <ns1:KwotaA>0</ns1:KwotaA>
        <ns1:KwotaB>0</ns1:KwotaB>
      </ns2:R>
      <ns2:S>
        <ns1:KwotaA>3634165.95</ns1:KwotaA>
        <ns1:KwotaB>3356292.14</ns1:KwotaB>
      </ns2:S>
    </ns2:RZiSPor>
  </RZiS>
  <RachPrzeplywow>
    <ns2:PrzeplywyPosr>
      <ns2:A>
        <ns1:KwotaA>11162230.75</ns1:KwotaA>
        <ns1:KwotaB>4938674.12</ns1:KwotaB>
        <ns2:A_I>
          <ns1:KwotaA>3634165.95</ns1:KwotaA>
          <ns1:KwotaB>3356292.14</ns1:KwotaB>
        </ns2:A_I>
        <ns2:A_II>
          <ns1:KwotaA>7528064.80</ns1:KwotaA>
          <ns1:KwotaB>1582381.98</ns1:KwotaB>
          <ns2:A_II_1>
            <ns1:KwotaA>0</ns1:KwotaA>
            <ns1:KwotaB>0</ns1:KwotaB>
          </ns2:A_II_1>
          <ns2:A_II_2>
            <ns1:KwotaA>0</ns1:KwotaA>
            <ns1:KwotaB>0</ns1:KwotaB>
          </ns2:A_II_2>
          <ns2:A_II_3>
            <ns1:KwotaA>4964686.89</ns1:KwotaA>
            <ns1:KwotaB>4266822.03</ns1:KwotaB>
          </ns2:A_II_3>
          <ns2:A_II_4>
            <ns1:KwotaA>363355.22</ns1:KwotaA>
            <ns1:KwotaB>363355.22</ns1:KwotaB>
          </ns2:A_II_4>
          <ns2:A_II_5>
            <ns1:KwotaA>0</ns1:KwotaA>
            <ns1:KwotaB>0</ns1:KwotaB>
          </ns2:A_II_5>
          <ns2:A_II_6>
            <ns1:KwotaA>0</ns1:KwotaA>
            <ns1:KwotaB>0</ns1:KwotaB>
          </ns2:A_II_6>
          <ns2:A_II_7>
            <ns1:KwotaA>901172.52</ns1:KwotaA>
            <ns1:KwotaB>844743.94</ns1:KwotaB>
          </ns2:A_II_7>
          <ns2:A_II_8>
            <ns1:KwotaA>147641.96</ns1:KwotaA>
            <ns1:KwotaB>-27120.69</ns1:KwotaB>
          </ns2:A_II_8>
          <ns2:A_II_9>
            <ns1:KwotaA>203253.25</ns1:KwotaA>
            <ns1:KwotaB>872698.28</ns1:KwotaB>
          </ns2:A_II_9>
          <ns2:A_II_10>
            <ns1:KwotaA>1000597.82</ns1:KwotaA>
            <ns1:KwotaB>2029547.65</ns1:KwotaB>
          </ns2:A_II_10>
          <ns2:A_II_11>
            <ns1:KwotaA>156432.76</ns1:KwotaA>
            <ns1:KwotaB>-5108682.01</ns1:KwotaB>
          </ns2:A_II_11>
          <ns2:A_II_12>
            <ns1:KwotaA>256627.61</ns1:KwotaA>
            <ns1:KwotaB>-710252.35</ns1:KwotaB>
          </ns2:A_II_12>
          <ns2:A_II_13>
            <ns1:KwotaA>-465703.23</ns1:KwotaA>
            <ns1:KwotaB>-948730.09</ns1:KwotaB>
          </ns2:A_II_13>
          <ns2:A_II_14>
            <ns1:KwotaA>0</ns1:KwotaA>
            <ns1:KwotaB>0</ns1:KwotaB>
          </ns2:A_II_14>
        </ns2:A_II>
        <ns2:A_III>
          <ns1:KwotaA>11162230.75</ns1:KwotaA>
          <ns1:KwotaB>4938674.12</ns1:KwotaB>
        </ns2:A_III>
      </ns2:A>
      <ns2:B>
        <ns1:KwotaA>-4356881.54</ns1:KwotaA>
        <ns1:KwotaB>-2187913.71</ns1:KwotaB>
        <ns2:B_I>
          <ns1:KwotaA>582209.71</ns1:KwotaA>
          <ns1:KwotaB>7074244.00</ns1:KwotaB>
          <ns2:B_I_1>
            <ns1:KwotaA>580000</ns1:KwotaA>
            <ns1:KwotaB>7074221.26</ns1:KwotaB>
          </ns2:B_I_1>
          <ns2:B_I_2>
            <ns1:KwotaA>0</ns1:KwotaA>
            <ns1:KwotaB>0</ns1:KwotaB>
          </ns2:B_I_2>
          <ns2:B_I_3>
            <ns1:KwotaA>2209.71</ns1:KwotaA>
            <ns1:KwotaB>22.74</ns1:KwotaB>
            <ns2:B_I_3_A>
              <ns1:KwotaA>0</ns1:KwotaA>
              <ns1:KwotaB>0</ns1:KwotaB>
            </ns2:B_I_3_A>
            <ns2:B_I_3_B>
              <ns1:KwotaA>2209.71</ns1:KwotaA>
              <ns1:KwotaB>22.74</ns1:KwotaB>
              <ns2:B_I_3_B_1>
                <ns1:KwotaA>0</ns1:KwotaA>
                <ns1:KwotaB>0</ns1:KwotaB>
              </ns2:B_I_3_B_1>
              <ns2:B_I_3_B_2>
                <ns1:KwotaA>0</ns1:KwotaA>
                <ns1:KwotaB>0</ns1:KwotaB>
              </ns2:B_I_3_B_2>
              <ns2:B_I_3_B_3>
                <ns1:KwotaA>0</ns1:KwotaA>
                <ns1:KwotaB>0</ns1:KwotaB>
              </ns2:B_I_3_B_3>
              <ns2:B_I_3_B_4>
                <ns1:KwotaA>2209.71</ns1:KwotaA>
                <ns1:KwotaB>22.74</ns1:KwotaB>
              </ns2:B_I_3_B_4>
              <ns2:B_I_3_B_5>
                <ns1:KwotaA>0</ns1:KwotaA>
                <ns1:KwotaB>0</ns1:KwotaB>
              </ns2:B_I_3_B_5>
            </ns2:B_I_3_B>
          </ns2:B_I_3>
          <ns2:B_I_4>
            <ns1:KwotaA>0</ns1:KwotaA>
            <ns1:KwotaB>0</ns1:KwotaB>
          </ns2:B_I_4>
        </ns2:B_I>
        <ns2:B_II>
          <ns1:KwotaA>4939091.25</ns1:KwotaA>
          <ns1:KwotaB>9262157.71</ns1:KwotaB>
          <ns2:B_II_1>
            <ns1:KwotaA>4648806.3</ns1:KwotaA>
            <ns1:KwotaB>9220190.34</ns1:KwotaB>
          </ns2:B_II_1>
          <ns2:B_II_2>
            <ns1:KwotaA>-2000</ns1:KwotaA>
            <ns1:KwotaB>0</ns1:KwotaB>
          </ns2:B_II_2>
          <ns2:B_II_3>
            <ns1:KwotaA>292284.95</ns1:KwotaA>
            <ns1:KwotaB>41967.37</ns1:KwotaB>
            <ns2:B_II_3_A>
              <ns1:KwotaA>292284.95</ns1:KwotaA>
              <ns1:KwotaB>0</ns1:KwotaB>
            </ns2:B_II_3_A>
            <ns2:B_II_3_B>
              <ns1:KwotaA>0</ns1:KwotaA>
              <ns1:KwotaB>41967.37</ns1:KwotaB>
              <ns2:B_II_3_B_1>
                <ns1:KwotaA>0</ns1:KwotaA>
                <ns1:KwotaB>0</ns1:KwotaB>
              </ns2:B_II_3_B_1>
              <ns2:B_II_3_B_2>
                <ns1:KwotaA>0</ns1:KwotaA>
                <ns1:KwotaB>41967.37</ns1:KwotaB>
              </ns2:B_II_3_B_2>
            </ns2:B_II_3_B>
          </ns2:B_II_3>
          <ns2:B_II_4>
            <ns1:KwotaA>0</ns1:KwotaA>
            <ns1:KwotaB>0</ns1:KwotaB>
          </ns2:B_II_4>
          <ns2:B_II_5>
            <ns1:KwotaA>0</ns1:KwotaA>
            <ns1:KwotaB>0</ns1:KwotaB>
          </ns2:B_II_5>
        </ns2:B_II>
        <ns2:B_III>
          <ns1:KwotaA>-4356881.54</ns1:KwotaA>
          <ns1:KwotaB>-2187913.71</ns1:KwotaB>
        </ns2:B_III>
      </ns2:B>
      <ns2:C>
        <ns1:KwotaA>-6517761.69</ns1:KwotaA>
        <ns1:KwotaB>-2781760.19</ns1:KwotaB>
        <ns2:C_I>
          <ns1:KwotaA>138424.34</ns1:KwotaA>
          <ns1:KwotaB>1544148.84</ns1:KwotaB>
          <ns2:C_I_1>
            <ns1:KwotaA>0</ns1:KwotaA>
            <ns1:KwotaB>0</ns1:KwotaB>
          </ns2:C_I_1>
          <ns2:C_I_2>
            <ns1:KwotaA>138424.34</ns1:KwotaA>
            <ns1:KwotaB>1544148.84</ns1:KwotaB>
          </ns2:C_I_2>
          <ns2:C_I_3>
            <ns1:KwotaA>0</ns1:KwotaA>
            <ns1:KwotaB>0</ns1:KwotaB>
          </ns2:C_I_3>
          <ns2:C_I_4>
            <ns1:KwotaA>0</ns1:KwotaA>
            <ns1:KwotaB>0</ns1:KwotaB>
          </ns2:C_I_4>
        </ns2:C_I>
        <ns2:C_II>
          <ns1:KwotaA>6656186.03</ns1:KwotaA>
          <ns1:KwotaB>4325909.03</ns1:KwotaB>
          <ns2:C_II_1>
            <ns1:KwotaA>0</ns1:KwotaA>
            <ns1:KwotaB>0</ns1:KwotaB>
          </ns2:C_II_1>
          <ns2:C_II_2>
            <ns1:KwotaA>0</ns1:KwotaA>
            <ns1:KwotaB>0</ns1:KwotaB>
          </ns2:C_II_2>
          <ns2:C_II_3>
            <ns1:KwotaA>0</ns1:KwotaA>
            <ns1:KwotaB>0</ns1:KwotaB>
          </ns2:C_II_3>
          <ns2:C_II_4>
            <ns1:KwotaA>1527831.07</ns1:KwotaA>
            <ns1:KwotaB>10405.4</ns1:KwotaB>
          </ns2:C_II_4>
          <ns2:C_II_5>
            <ns1:KwotaA>0</ns1:KwotaA>
            <ns1:KwotaB>0</ns1:KwotaB>
          </ns2:C_II_5>
          <ns2:C_II_6>
            <ns1:KwotaA>0</ns1:KwotaA>
            <ns1:KwotaB>0</ns1:KwotaB>
          </ns2:C_II_6>
          <ns2:C_II_7>
            <ns1:KwotaA>0</ns1:KwotaA>
            <ns1:KwotaB>0</ns1:KwotaB>
          </ns2:C_II_7>
          <ns2:C_II_8>
            <ns1:KwotaA>4205166.21</ns1:KwotaA>
            <ns1:KwotaB>3470090.74</ns1:KwotaB>
          </ns2:C_II_8>
          <ns2:C_II_9>
            <ns1:KwotaA>923188.75</ns1:KwotaA>
            <ns1:KwotaB>845412.89</ns1:KwotaB>
          </ns2:C_II_9>
        </ns2:C_II>
        <ns2:C_III>
          <ns1:KwotaA>-6517761.69</ns1:KwotaA>
          <ns1:KwotaB>-2781760.19</ns1:KwotaB>
        </ns2:C_III>
      </ns2:C>
      <ns2:D>
        <ns1:KwotaA>287587.52</ns1:KwotaA>
        <ns1:KwotaB>-30999.78</ns1:KwotaB>
      </ns2:D>
      <ns2:E>
        <ns1:KwotaA>234872.47</ns1:KwotaA>
        <ns1:KwotaB>-30999.78</ns1:KwotaB>
        <ns2:E_1>
          <ns1:KwotaA>0</ns1:KwotaA>
          <ns1:KwotaB>0</ns1:KwotaB>
        </ns2:E_1>
      </ns2:E>
      <ns2:F>
        <ns1:KwotaA>509067.55</ns1:KwotaA>
        <ns1:KwotaB>540067.33</ns1:KwotaB>
      </ns2:F>
      <ns2:G>
        <ns1:KwotaA>796655.07</ns1:KwotaA>
        <ns1:KwotaB>509067.55</ns1:KwotaB>
        <ns2:G_1>
          <ns1:KwotaA>0</ns1:KwotaA>
          <ns1:KwotaB>0</ns1:KwotaB>
        </ns2:G_1>
      </ns2:G>
    </ns2:PrzeplywyPosr>
  </RachPrzeplywow>
  <ZestZmianWKapitale>
    <ns2:I>
      <ns1:KwotaA>18652001.11</ns1:KwotaA>
      <ns1:KwotaB>15295708.98</ns1:KwotaB>
      <ns2:I_1>
        <ns1:KwotaA>0</ns1:KwotaA>
        <ns1:KwotaB>0</ns1:KwotaB>
      </ns2:I_1>
    </ns2:I>
    <ns2:IA>
      <ns1:KwotaA>18652001.11</ns1:KwotaA>
      <ns1:KwotaB>15295708.98</ns1:KwotaB>
      <ns2:IA_1>
        <ns1:KwotaA>1376671</ns1:KwotaA>
        <ns1:KwotaB>1376671</ns1:KwotaB>
        <ns2:IA_1_1>
          <ns1:KwotaA>0</ns1:KwotaA>
          <ns1:KwotaB>0</ns1:KwotaB>
          <ns2:IA_1_1_A>
            <ns1:KwotaA>0</ns1:KwotaA>
            <ns1:KwotaB>0</ns1:KwotaB>
            <ns2:IA_1_1_A_1>
              <ns1:KwotaA>0</ns1:KwotaA>
              <ns1:KwotaB>0</ns1:KwotaB>
            </ns2:IA_1_1_A_1>
          </ns2:IA_1_1_A>
          <ns2:IA_1_1_B>
            <ns1:KwotaA>0</ns1:KwotaA>
            <ns1:KwotaB>0</ns1:KwotaB>
            <ns2:IA_1_1_B_1>
              <ns1:KwotaA>0</ns1:KwotaA>
              <ns1:KwotaB>0</ns1:KwotaB>
            </ns2:IA_1_1_B_1>
          </ns2:IA_1_1_B>
        </ns2:IA_1_1>
        <ns2:IA_1_2>
          <ns1:KwotaA>1376671</ns1:KwotaA>
          <ns1:KwotaB>1376671</ns1:KwotaB>
        </ns2:IA_1_2>
      </ns2:IA_1>
      <ns2:IA_4>
        <ns1:KwotaA>14001272.96</ns1:KwotaA>
        <ns1:KwotaB>11890819.03</ns1:KwotaB>
        <ns2:IA_4_1>
          <ns1:KwotaA>3352217.13</ns1:KwotaA>
          <ns1:KwotaB>2110453.93</ns1:KwotaB>
          <ns2:IA_4_1_A>
            <ns1:KwotaA>3356292.14</ns1:KwotaA>
            <ns1:KwotaB>2501107.34</ns1:KwotaB>
            <ns2:IA_4_1_A_1>
              <ns1:KwotaA>0</ns1:KwotaA>
              <ns1:KwotaB>0</ns1:KwotaB>
            </ns2:IA_4_1_A_1>
            <ns2:IA_4_1_A_2>
              <ns1:KwotaA>3356292.14</ns1:KwotaA>
              <ns1:KwotaB>2501107.34</ns1:KwotaB>
            </ns2:IA_4_1_A_2>
            <ns2:IA_4_1_A_3>
              <ns1:KwotaA>0</ns1:KwotaA>
              <ns1:KwotaB>0</ns1:KwotaB>
            </ns2:IA_4_1_A_3>
          </ns2:IA_4_1_A>
          <ns2:IA_4_1_B>
            <ns1:KwotaA>4075.01</ns1:KwotaA>
            <ns1:KwotaB>390653.41</ns1:KwotaB>
            <ns2:IA_4_1_B_1>
              <ns1:KwotaA>0</ns1:KwotaA>
              <ns1:KwotaB>0</ns1:KwotaB>
            </ns2:IA_4_1_B_1>
          </ns2:IA_4_1_B>
          <ns2:PozycjaUszczegolawiajaca_3>
            <ns1:NazwaPozycji>      - przeniesienie skutków wynikowych korekt konsolidacyjnych z poprzedniego roku</ns1:NazwaPozycji>
            <ns1:KwotyPozycji>
              <ns1:KwotaA>4075.01</ns1:KwotaA>
              <ns1:KwotaB>390653.41</ns1:KwotaB>
            </ns1:KwotyPozycji>
          </ns2:PozycjaUszczegolawiajaca_3>
        </ns2:IA_4_1>
        <ns2:IA_4_2>
          <ns1:KwotaA>17353490.09</ns1:KwotaA>
          <ns1:KwotaB>14001272.96</ns1:KwotaB>
        </ns2:IA_4_2>
      </ns2:IA_4>
      <ns2:IA_5>
        <ns1:KwotaA>0</ns1:KwotaA>
        <ns1:KwotaB>0</ns1:KwotaB>
        <ns2:IA_5_1>
          <ns1:KwotaA>0</ns1:KwotaA>
          <ns1:KwotaB>0</ns1:KwotaB>
          <ns2:IA_5_1_A>
            <ns1:KwotaA>0</ns1:KwotaA>
            <ns1:KwotaB>0</ns1:KwotaB>
          </ns2:IA_5_1_A>
          <ns2:IA_5_1_B>
            <ns1:KwotaA>0</ns1:KwotaA>
            <ns1:KwotaB>0</ns1:KwotaB>
            <ns2:IA_5_1_B_1>
              <ns1:KwotaA>0</ns1:KwotaA>
              <ns1:KwotaB>0</ns1:KwotaB>
            </ns2:IA_5_1_B_1>
          </ns2:IA_5_1_B>
        </ns2:IA_5_1>
        <ns2:IA_5_2>
          <ns1:KwotaA>0</ns1:KwotaA>
          <ns1:KwotaB>0</ns1:KwotaB>
        </ns2:IA_5_2>
      </ns2:IA_5>
      <ns2:IA_6>
        <ns1:KwotaA>0</ns1:KwotaA>
        <ns1:KwotaB>0</ns1:KwotaB>
        <ns2:IA_6_1>
          <ns1:KwotaA>0</ns1:KwotaA>
          <ns1:KwotaB>0</ns1:KwotaB>
          <ns2:IA_6_1_A>
            <ns1:KwotaA>0</ns1:KwotaA>
            <ns1:KwotaB>0</ns1:KwotaB>
          </ns2:IA_6_1_A>
          <ns2:IA_6_1_B>
            <ns1:KwotaA>0</ns1:KwotaA>
            <ns1:KwotaB>0</ns1:KwotaB>
          </ns2:IA_6_1_B>
        </ns2:IA_6_1>
        <ns2:IA_6_2>
          <ns1:KwotaA>0</ns1:KwotaA>
          <ns1:KwotaB>0</ns1:KwotaB>
        </ns2:IA_6_2>
      </ns2:IA_6>
      <ns2:IA_7>
        <ns1:KwotaA>0</ns1:KwotaA>
        <ns1:KwotaB>0</ns1:KwotaB>
      </ns2:IA_7>
      <ns2:IA_8>
        <ns1:KwotaA>3274057.15</ns1:KwotaA>
        <ns1:KwotaB>2028218.95</ns1:KwotaB>
        <ns2:IA_8_1>
          <ns1:KwotaA>3356292.14</ns1:KwotaA>
          <ns1:KwotaB>2501107.34</ns1:KwotaB>
          <ns2:IA_8_1_1>
            <ns1:KwotaA>0</ns1:KwotaA>
            <ns1:KwotaB>0</ns1:KwotaB>
          </ns2:IA_8_1_1>
          <ns2:IA_8_1_2>
            <ns1:KwotaA>0</ns1:KwotaA>
            <ns1:KwotaB>0</ns1:KwotaB>
          </ns2:IA_8_1_2>
        </ns2:IA_8_1>
        <ns2:IA_8_2>
          <ns1:KwotaA>3356292.14</ns1:KwotaA>
          <ns1:KwotaB>2501107.34</ns1:KwotaB>
          <ns2:IA_8_2_A>
            <ns1:KwotaA>0</ns1:KwotaA>
            <ns1:KwotaB>0</ns1:KwotaB>
            <ns2:IA_8_2_A_1>
              <ns1:KwotaA>0</ns1:KwotaA>
              <ns1:KwotaB>0</ns1:KwotaB>
            </ns2:IA_8_2_A_1>
          </ns2:IA_8_2_A>
          <ns2:IA_8_2_B>
            <ns1:KwotaA>3356292.14</ns1:KwotaA>
            <ns1:KwotaB>2501107.34</ns1:KwotaB>
            <ns1:PozycjaUszczegolawiajaca>
              <ns1:NazwaPozycji>- podział zysku</ns1:NazwaPozycji>
              <ns1:KwotyPozycji>
                <ns1:KwotaA>3356292.14</ns1:KwotaA>
                <ns1:KwotaB>2501107.34</ns1:KwotaB>
              </ns1:KwotyPozycji>
            </ns1:PozycjaUszczegolawiajaca>
          </ns2:IA_8_2_B>
        </ns2:IA_8_2>
        <ns2:IA_8_3>
          <ns1:KwotaA>0</ns1:KwotaA>
          <ns1:KwotaB>0</ns1:KwotaB>
        </ns2:IA_8_3>
        <ns2:IA_8_4>
          <ns1:KwotaA>82234.99</ns1:KwotaA>
          <ns1:KwotaB>472888.39</ns1:KwotaB>
          <ns2:IA_8_4_1>
            <ns1:KwotaA>0</ns1:KwotaA>
            <ns1:KwotaB>0</ns1:KwotaB>
          </ns2:IA_8_4_1>
          <ns2:IA_8_4_2>
            <ns1:KwotaA>0</ns1:KwotaA>
            <ns1:KwotaB>0</ns1:KwotaB>
          </ns2:IA_8_4_2>
        </ns2:IA_8_4>
        <ns2:IA_8_5>
          <ns1:KwotaA>82234.99</ns1:KwotaA>
          <ns1:KwotaB>472888.39</ns1:KwotaB>
          <ns2:IA_8_5_A>
            <ns1:KwotaA>0</ns1:KwotaA>
            <ns1:KwotaB>0</ns1:KwotaB>
            <ns2:IA_8_5_A_1>
              <ns1:KwotaA>0</ns1:KwotaA>
              <ns1:KwotaB>0</ns1:KwotaB>
            </ns2:IA_8_5_A_1>
          </ns2:IA_8_5_A>
          <ns2:PozycjaUszczegolawiajaca_2>
            <ns1:NazwaPozycji>      - strata spółki zależnej z roku bieżącego</ns1:NazwaPozycji>
            <ns1:KwotyPozycji>
              <ns1:KwotaA>600</ns1:KwotaA>
              <ns1:KwotaB>0</ns1:KwotaB>
            </ns1:KwotyPozycji>
          </ns2:PozycjaUszczegolawiajaca_2>
          <ns2:IA_8_5_B>
            <ns1:KwotaA>0</ns1:KwotaA>
            <ns1:KwotaB>390653.4</ns1:KwotaB>
            <ns1:PozycjaUszczegolawiajaca>
              <ns1:NazwaPozycji>podział zysku</ns1:NazwaPozycji>
              <ns1:KwotyPozycji>
                <ns1:KwotaA>0</ns1:KwotaA>
                <ns1:KwotaB>390653.4</ns1:KwotaB>
              </ns1:KwotyPozycji>
            </ns1:PozycjaUszczegolawiajaca>
          </ns2:IA_8_5_B>
        </ns2:IA_8_5>
        <ns2:IA_8_6>
          <ns1:KwotaA>82834.99</ns1:KwotaA>
          <ns1:KwotaB>82234.99</ns1:KwotaB>
        </ns2:IA_8_6>
        <ns2:IA_8_7>
          <ns1:KwotaA>-82834.99</ns1:KwotaA>
          <ns1:KwotaB>-82234.99</ns1:KwotaB>
        </ns2:IA_8_7>
      </ns2:IA_8>
      <ns2:IA_9>
        <ns1:KwotaA>3634165.95</ns1:KwotaA>
        <ns1:KwotaB>3356292.14</ns1:KwotaB>
        <ns2:IA_9_A>
          <ns1:KwotaA>3634165.95</ns1:KwotaA>
          <ns1:KwotaB>3356292.14</ns1:KwotaB>
        </ns2:IA_9_A>
        <ns2:IA_9_B>
          <ns1:KwotaA>0</ns1:KwotaA>
          <ns1:KwotaB>0</ns1:KwotaB>
        </ns2:IA_9_B>
        <ns2:IA_9_C>
          <ns1:KwotaA>0</ns1:KwotaA>
          <ns1:KwotaB>0</ns1:KwotaB>
        </ns2:IA_9_C>
      </ns2:IA_9>
    </ns2:IA>
    <ns2:II>
      <ns1:KwotaA>22281492.05</ns1:KwotaA>
      <ns1:KwotaB>18652001.11</ns1:KwotaB>
    </ns2:II>
    <ns2:III>
      <ns1:KwotaA>22281492.05</ns1:KwotaA>
      <ns1:KwotaB>18652001.11</ns1:KwotaB>
    </ns2:III>
  </ZestZmianWKapitale>
  <DodatkoweInformacjeIObjasnieniaJednostkaInna>
    <NazwaJednostki>Grupa Recykl S.A.</NazwaJednostki>
    <DodatkoweInformacjeIObjasnienia>
      <ns1:Opis>Dodatkowe informacje i objaśnienia do skonsolidowanego sprawozdania finansowego</ns1:Opis>
      <ns1:Plik>
        <ns1:Nazwa>Informacja_dodatkowa_2018.pdf</ns1:Nazwa>
        <ns1:Zawartosc>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</ns1:Zawartosc>
      </ns1:Plik>
    </DodatkoweInformacjeIObjasnienia>
    <InformacjaDodatkowaDotyczacaPodatkuDochodowego>
      <ns1:P_ID_1>
        <ns1:RB>0</ns1:RB>
        <ns1:RP>0</ns1:RP>
      </ns1:P_ID_1>
      <ns1:P_ID_2>
        <ns1:Kwota>
          <ns1:RB>
            <ns1:KwotaA>2254552.23</ns1:KwotaA>
          </ns1:RB>
          <ns1:RP>
            <ns1:KwotaA>1355405.49</ns1:KwotaA>
          </ns1:RP>
        </ns1:Kwota>
        <ns1:Pozostale>
          <ns1:RB>
            <ns1:KwotaA>2254552.23</ns1:KwotaA>
          </ns1:RB>
          <ns1:RP>
            <ns1:KwotaA>1355405.49</ns1:KwotaA>
          </ns1:RP>
        </ns1:Pozostale>
      </ns1:P_ID_2>
      <ns1:P_ID_3>
        <ns1:Kwota>
          <ns1:RB>
            <ns1:KwotaA>19806.52</ns1:KwotaA>
          </ns1:RB>
          <ns1:RP>
            <ns1:KwotaA>17866.58</ns1:KwotaA>
          </ns1:RP>
        </ns1:Kwota>
        <ns1:Pozostale>
          <ns1:RB>
            <ns1:KwotaA>19806.52</ns1:KwotaA>
          </ns1:RB>
          <ns1:RP>
            <ns1:KwotaA>17866.58</ns1:KwotaA>
          </ns1:RP>
        </ns1:Pozostale>
      </ns1:P_ID_3>
      <ns1:P_ID_4>
        <ns1:Kwota>
          <ns1:RB>
            <ns1:KwotaA>474571.32</ns1:KwotaA>
          </ns1:RB>
          <ns1:RP>
            <ns1:KwotaA>77627.5</ns1:KwotaA>
          </ns1:RP>
        </ns1:Kwota>
        <ns1:Pozostale>
          <ns1:RB>
            <ns1:KwotaA>474571.32</ns1:KwotaA>
          </ns1:RB>
          <ns1:RP>
            <ns1:KwotaA>77627.5</ns1:KwotaA>
          </ns1:RP>
        </ns1:Pozostale>
      </ns1:P_ID_4>
      <ns1:P_ID_5>
        <ns1:Kwota>
          <ns1:RB>
            <ns1:KwotaA>6758652.02</ns1:KwotaA>
          </ns1:RB>
          <ns1:RP>
            <ns1:KwotaA>5580293.84</ns1:KwotaA>
          </ns1:RP>
        </ns1:Kwota>
        <ns1:Pozostale>
          <ns1:RB>
            <ns1:KwotaA>6758652.02</ns1:KwotaA>
          </ns1:RB>
          <ns1:RP>
            <ns1:KwotaA>5580293.84</ns1:KwotaA>
          </ns1:RP>
        </ns1:Pozostale>
      </ns1:P_ID_5>
      <ns1:P_ID_6>
        <ns1:Kwota>
          <ns1:RB>
            <ns1:KwotaA>1480110.95</ns1:KwotaA>
          </ns1:RB>
          <ns1:RP>
            <ns1:KwotaA>1279009.16</ns1:KwotaA>
          </ns1:RP>
        </ns1:Kwota>
        <ns1:Pozostale>
          <ns1:RB>
            <ns1:KwotaA>1480110.95</ns1:KwotaA>
          </ns1:RB>
          <ns1:RP>
            <ns1:KwotaA>1279009.16</ns1:KwotaA>
          </ns1:RP>
        </ns1:Pozostale>
      </ns1:P_ID_6>
      <ns1:P_ID_7>
        <ns1:Kwota>
          <ns1:RB>
            <ns1:KwotaA>7323034.34</ns1:KwotaA>
          </ns1:RB>
          <ns1:RP>
            <ns1:KwotaA>6683048.08</ns1:KwotaA>
          </ns1:RP>
        </ns1:Kwota>
        <ns1:Pozostale>
          <ns1:RB>
            <ns1:KwotaA>7323034.34</ns1:KwotaA>
          </ns1:RB>
          <ns1:RP>
            <ns1:KwotaA>6683048.08</ns1:KwotaA>
          </ns1:RP>
        </ns1:Pozostale>
      </ns1:P_ID_7>
      <ns1:P_ID_8>
        <ns1:Kwota>
          <ns1:RB>
            <ns1:KwotaA>446948.46</ns1:KwotaA>
          </ns1:RB>
          <ns1:RP>
            <ns1:KwotaA>837222.97</ns1:KwotaA>
          </ns1:RP>
        </ns1:Kwota>
      </ns1:P_ID_8>
      <ns1:P_ID_9>
        <ns1:Kwota>
          <ns1:RB>
            <ns1:KwotaA>1761154.73</ns1:KwotaA>
          </ns1:RB>
          <ns1:RP>
            <ns1:KwotaA>1666080.23</ns1:KwotaA>
          </ns1:RP>
        </ns1:Kwota>
        <ns1:Pozostale>
          <ns1:RB>
            <ns1:KwotaA>1761154.73</ns1:KwotaA>
          </ns1:RB>
          <ns1:RP>
            <ns1:KwotaA>1666080.23</ns1:KwotaA>
          </ns1:RP>
        </ns1:Pozostale>
      </ns1:P_ID_9>
      <ns1:P_ID_10>
        <ns1:RB>2190425</ns1:RB>
        <ns1:RP>1082785</ns1:RP>
      </ns1:P_ID_10>
      <ns1:P_ID_11>
        <ns1:RB>415256</ns1:RB>
        <ns1:RP>205729</ns1:RP>
      </ns1:P_ID_11>
    </InformacjaDodatkowaDotyczacaPodatkuDochodowego>
  </DodatkoweInformacjeIObjasnieniaJednostkaInna><ds:Signature xmlns:ds="http://www.w3.org/2000/09/xmldsig#" Id="Signature-1826246602"><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="d979d3ff-19ad-49c5-8802-ee8bcea5fccd" 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:Transform Algorithm="http://www.w3.org/TR/2001/REC-xml-c14n-20010315"/></ds:Transforms><ds:DigestMethod Algorithm="http://www.w3.org/2001/04/xmlenc#sha256"/><ds:DigestValue>swUDu5rrj1tKkcdCE/bMgeHyxWilOK2zoo2Pv1Ypa1E=</ds:DigestValue></ds:Reference><ds:Reference Type="http://uri.etsi.org/01903#SignedProperties" URI="#SignedProperties-1536814342"><ds:DigestMethod Algorithm="http://www.w3.org/2001/04/xmlenc#sha256"/><ds:DigestValue>F2zMbmbd6+Ym9nlT7165006w3jDV83ffVHz2Dnr1Tlk=</ds:DigestValue></ds:Reference></ds:SignedInfo><ds:SignatureValue>UZiCTCpU5T+g2AtNeSTDJ+3/A7hIbE0+61zpblEyww1PcxzIumfH2ZakOzVA9yX1W3BQ4BBt2SvXQxcMoLj2tTInbtWX40PTMJHF3mjQ/gedQkE/r5fleple33cT5NEWeiLaIWi2jOoTM+RJxhqYn/vwVnQG2BiykWtizLZa90tb8dz7fOGCwEBJTfL+m6WExjbigrY85l75YVRxgaIhjIYdj9zSqy0bMUr3kVegqRhZ6E15DTvj9fHLuW+PypRVJYI0r1Qe1VVaEoL2bfhtEnYSJuPYc84e7vO236NysuTB9a0IUqDIMyf3RtJBPM3kggQu1nlrAsZhhzkLby3vVA==</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="#Signature-1826246602"><xades:SignedProperties Id="SignedProperties-1536814342"><xades:SignedSignatureProperties><xades:SigningTime>2019-05-27T12:51:48.594Z</xades:SigningTime><xades:SigningCertificate><xades:Cert><xades:CertDigest><ds:DigestMethod Algorithm="http://www.w3.org/2000/09/xmldsig#sha1"/><ds:DigestValue>rJmRjUtRM8R+Rz45rLIR2yRuFJg=</ds:DigestValue></xades:CertDigest><xades:IssuerSerial><ds:X509IssuerName>CN=CERTUM QCA, O=Asseco Data Systems S.A., C=PL, 2.5.4.5=#130C4E722077706973753A203134</ds:X509IssuerName><ds:X509SerialNumber>43983457270643807589329498126419570498</ds:X509SerialNumber></xades:IssuerSerial></xades:Cert></xades:SigningCertificate><xades:SignaturePolicyIdentifier><xades:SignaturePolicyImplied/></xades:SignaturePolicyIdentifier></xades:SignedSignatureProperties><xades:SignedDataObjectProperties><xades:DataObjectFormat ObjectReference="#d979d3ff-19ad-49c5-8802-ee8bcea5fccd"><xades:MimeType>text/xml</xades:MimeType></xades:DataObjectFormat><xades:CommitmentTypeIndication><xades:CommitmentTypeId><xades:Identifier>http://uri.etsi.org/01903/v1.2.2#ProofOfApproval</xades:Identifier></xades:CommitmentTypeId></xades:CommitmentTypeIndication></xades:SignedDataObjectProperties></xades:SignedProperties></xades:QualifyingProperties></ds:Object></ds:Signature>
<ds:Signature xmlns:ds="http://www.w3.org/2000/09/xmldsig#" Id="ID-573ca2d6-ee8b-4a51-82ed-5b3095ad0990">
<ds:SignedInfo Id="ID-e5ad71b1-a075-47dc-bff1-ce9487cc1aac"><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-3124da9b-df3e-420a-b782-fc3e76ae6b03" URI=""><ds:Transforms><ds:Transform Algorithm="http://www.w3.org/2000/09/xmldsig#enveloped-signature"/>
<ds:Transform Algorithm="http://www.w3.org/TR/2001/REC-xml-c14n-20010315"/>
</ds:Transforms>
<ds:DigestMethod Algorithm="http://www.w3.org/2001/04/xmlenc#sha256"/>
<ds:DigestValue>swUDu5rrj1tKkcdCE/bMgeHyxWilOK2zoo2Pv1Ypa1E=</ds:DigestValue>
</ds:Reference>
<ds:Reference Id="ID-eb2909de-c62b-4b79-9432-f83af64d178d" Type="http://uri.etsi.org/01903#SignedProperties" URI="#ID-a735af8a-a6c9-431c-9edd-a971ff6321ed"><ds:DigestMethod Algorithm="http://www.w3.org/2001/04/xmlenc#sha256"/>
<ds:DigestValue>Sq+5chblrs7dLq0VIdH8/1rxq+4lBMjuluIU1zJOxVQ=</ds:DigestValue>
</ds:Reference>
</ds:SignedInfo>
<ds:SignatureValue Id="ID-2aaa7d61-7654-41ac-af29-31b5d60f49ea">KdL8x7magMlsxgBCp/RJdIoik++giY2LlyvU4kXnsoQ67MozrNAV88BHd0pz0vSaN5sSlSWOrkx9FujM7FEWmvkbNRqSAq4UfOAa1Pp28WVROIk6nTX304efEF250tafS3mdedGUP/2MnhS+TkYFBQWwTjPTcfH30rePxJw25e21cHgYTW8GK/xUrOeyYdtyyCaAuIcNxz2CIihzNhbV1iFdBgOSdLGG2lOgaNvKb2NkWe4gqKPrr0372svA1QFj1nAQzSNKsp57bac9CmOJJZYutEl6/vKVMsrMNkpRsYa2uF9f0cAJSX5PXdG2H7CBR84FRTtILrZ6fdnF3qXbVQ==</ds:SignatureValue>
<ds:KeyInfo><ds:KeyValue><ds:RSAKeyValue><ds:Modulus>AMsEL5jgwzqCerXAqXFcbai1a6YaC8FvZP2FLvas5cWfZCizIxX/DVErKINKauLZsmqUTDFIU5c2bdJv9pkjplohS6TUR+m0VZeuPzT2ygzgPA1sxyd5QQwcfGUBeIViV4OT2xxV/F355xdE7jRYpb7hiQwPcrWub800GLkfiv0GpgECFmiwMbUAErKs0K91AxW2pkm45oB9Ag2DevaY6EC+eLXW4O4HzzGFBFEcDC0Sz9rGT93skMHxemgovtFBokk8AGDv1zq5u0udSNee/yRxMwohSjkrX5UhvT6yuTnC3iE2GR86lS/DrpBkcRiBquGfoTQADtn9EdgcuNJgaW0=</ds:Modulus>
<ds:Exponent>AQAB</ds:Exponent>
</ds:RSAKeyValue>
</ds:KeyValue>
<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#" Id="ID-bb6d9a14-2cca-4d0c-af8f-45827bf86d4e" Target="#ID-573ca2d6-ee8b-4a51-82ed-5b3095ad0990"><xades:SignedProperties Id="ID-a735af8a-a6c9-431c-9edd-a971ff6321ed"><xades:SignedSignatureProperties><xades:SigningTime>2019-05-27T09:39:59Z</xades:SigningTime>
<xades:SigningCertificate><xades:Cert><xades:CertDigest><ds:DigestMethod Algorithm="http://www.w3.org/2001/04/xmlenc#sha256"/>
<ds:DigestValue>aIMEVJLfVCyYh/EGO/QfVWYSIQH7x67KaWBk1yXzEFw=</ds:DigestValue>
</xades:CertDigest>
<xades:IssuerSerial><ds:X509IssuerName>organizationIdentifier=VATPL-5260300517,CN=COPE SZAFIR - Kwalifikowany,O=Krajowa Izba Rozliczeniowa S.A.,C=PL</ds:X509IssuerName>
<ds:X509SerialNumber>262651745396335175613097898273711758748771180799</ds:X509SerialNumber>
</xades:IssuerSerial>
</xades:Cert>
</xades:SigningCertificate>
</xades:SignedSignatureProperties>
<xades:SignedDataObjectProperties><xades:DataObjectFormat ObjectReference="#ID-3124da9b-df3e-420a-b782-fc3e76ae6b03"><xades:Description>BINARY_FORMAT []</xades:Description>
<xades:MimeType>application/octet-stream</xades:MimeType>
</xades:DataObjectFormat>
<xades:CommitmentTypeIndication><xades:CommitmentTypeId><xades:Identifier>http://uri.etsi.org/01903/v1.2.2#ProofOfApproval</xades:Identifier>
</xades:CommitmentTypeId>
<xades:AllSignedDataObjects/>
</xades:CommitmentTypeIndication>
</xades:SignedDataObjectProperties>
</xades:SignedProperties>
</xades:QualifyingProperties>
</ds:Object>
</ds:Signature><ds:Signature xmlns:ds="http://www.w3.org/2000/09/xmldsig#" Id="ID-f7b503c0-34a9-42b0-b331-ffa12bb5d0fc">
<ds:SignedInfo Id="ID-5bb70526-61ce-4aaa-8233-517b29ac0c36"><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-951fe081-b6b2-4ba4-9afc-613c3e7e8f68" URI=""><ds:Transforms><ds:Transform Algorithm="http://www.w3.org/2000/09/xmldsig#enveloped-signature"/>
<ds:Transform Algorithm="http://www.w3.org/TR/2001/REC-xml-c14n-20010315"/>
</ds:Transforms>
<ds:DigestMethod Algorithm="http://www.w3.org/2001/04/xmlenc#sha256"/>
<ds:DigestValue>swUDu5rrj1tKkcdCE/bMgeHyxWilOK2zoo2Pv1Ypa1E=</ds:DigestValue>
</ds:Reference>
<ds:Reference Id="ID-f9b86658-4a5a-4e82-9fd9-d601b083050c" Type="http://uri.etsi.org/01903#SignedProperties" URI="#ID-49bcbaf8-0ab8-4146-9864-2ea8f11a5e95"><ds:DigestMethod Algorithm="http://www.w3.org/2001/04/xmlenc#sha256"/>
<ds:DigestValue>9DmbtiQFPHJlgaR7SGi/egO3TQv2dqoqQmXWzMwMBIs=</ds:DigestValue>
</ds:Reference>
</ds:SignedInfo>
<ds:SignatureValue Id="ID-544efd57-c8b1-4ea1-9b17-d6ae11eb6db4">bQN39bD19sWNAZHIAPoKRCiFE1vWQRiZMO1awnFqmx9cna6OkCH/Agl/Aag5PEbJr8+pyKL543cIvDdYVHz04HwWiPmiNmQ8wsSYV3vkpjuwGbqV2xEGzeZvrR9momwwIJEjTApJ2ITh0WwEQpERpnTmUMCMoN9wGJRUqJ7u+BRiq4D7d541FTHk9tJ47oWhq7bTEVeHyKDP3v6StX0bNPNfB8o82sLsGhubXgeEkJmTxotYnZ0QbyJH8zRaW66fc7QrR4yAqlFpT583FHjeuKE+DzKoUKOkVvwOVhcRc1de+izaLOHfNYmkpPj1TmxPqMCdjzVJ4OvvWIhzHaMWbQ==</ds:SignatureValue>
<ds:KeyInfo><ds:KeyValue><ds:RSAKeyValue><ds:Modulus>AKwsghpy2REsYowl46U9pZ5Q+U/yKct9SLumMvDdPSFLiaAi6NNdEqMQ2FxoLzUrQM4CxMh2rdmZZLkIaTBaldQUA0gZKMIa2AFgTrZg1yHiT0RvUKjwEwc3P9pm+D2dutFJU/kIO1FxhzjoAz1obU9V14TevXSEcqMhh6bhseNHF6FCELfEiH3acqwqGdvaVhu/QjychdykKz+ZOmJLrKhfCifxbs6wBZ8FyJlBjmIH5o5TndoaKDDc7AUxqepFGxPj6utgoQHDE9PznfWvOHPE3dxYr4a4jLgFPhxqAuyOgKY3MBuYMmYymOAg3iky2VWBkLRHGSC0BY2SWMvSZ3U=</ds:Modulus>
<ds:Exponent>AQAB</ds:Exponent>
</ds:RSAKeyValue>
</ds:KeyValue>
<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#" Id="ID-b9c03eee-ae62-433e-8652-24fca6a3fe5d" Target="#ID-f7b503c0-34a9-42b0-b331-ffa12bb5d0fc"><xades:SignedProperties Id="ID-49bcbaf8-0ab8-4146-9864-2ea8f11a5e95"><xades:SignedSignatureProperties><xades:SigningTime>2019-05-27T09:40:59Z</xades:SigningTime>
<xades:SigningCertificate><xades:Cert><xades:CertDigest><ds:DigestMethod Algorithm="http://www.w3.org/2001/04/xmlenc#sha256"/>
<ds:DigestValue>RqWlZjh/QG3ml/YVRbN3ddZAWsQHHQkP9MYEC4lf55k=</ds:DigestValue>
</xades:CertDigest>
<xades:IssuerSerial><ds:X509IssuerName>organizationIdentifier=VATPL-5260300517,CN=COPE SZAFIR - Kwalifikowany,O=Krajowa Izba Rozliczeniowa S.A.,C=PL</ds:X509IssuerName>
<ds:X509SerialNumber>565108208766358890583512460645292125801502641252</ds:X509SerialNumber>
</xades:IssuerSerial>
</xades:Cert>
</xades:SigningCertificate>
</xades:SignedSignatureProperties>
<xades:SignedDataObjectProperties><xades:DataObjectFormat ObjectReference="#ID-951fe081-b6b2-4ba4-9afc-613c3e7e8f68"><xades:Description>BINARY_FORMAT []</xades:Description>
<xades:MimeType>application/octet-stream</xades:MimeType>
</xades:DataObjectFormat>
<xades:CommitmentTypeIndication><xades:CommitmentTypeId><xades:Identifier>http://uri.etsi.org/01903/v1.2.2#ProofOfApproval</xades:Identifier>
</xades:CommitmentTypeId>
<xades:AllSignedDataObjects/>
</xades:CommitmentTypeIndication>
</xades:SignedDataObjectProperties>
</xades:SignedProperties>
</xades:QualifyingProperties>
</ds:Object>
</ds:Signature><ds:Signature xmlns:ds="http://www.w3.org/2000/09/xmldsig#" Id="ID-17e19a52-5545-4979-99c7-c0e6fb186d1e">
<ds:SignedInfo Id="ID-fa93bef6-2dc7-47b8-80b4-a0099f400798"><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-2305bb03-4a2c-4242-909d-395f77341bf1" URI=""><ds:Transforms><ds:Transform Algorithm="http://www.w3.org/2000/09/xmldsig#enveloped-signature"/>
<ds:Transform Algorithm="http://www.w3.org/TR/2001/REC-xml-c14n-20010315"/>
</ds:Transforms>
<ds:DigestMethod Algorithm="http://www.w3.org/2001/04/xmlenc#sha256"/>
<ds:DigestValue>swUDu5rrj1tKkcdCE/bMgeHyxWilOK2zoo2Pv1Ypa1E=</ds:DigestValue>
</ds:Reference>
<ds:Reference Id="ID-4d33d5e8-7329-4d32-8e50-66017d74855b" Type="http://uri.etsi.org/01903#SignedProperties" URI="#ID-fdf119f9-96e9-4f2e-859f-37239ba8442a"><ds:DigestMethod Algorithm="http://www.w3.org/2001/04/xmlenc#sha256"/>
<ds:DigestValue>fwsEPltGdyWGkyc9Xrir6wkExrXdLK4uWniU++LrC9M=</ds:DigestValue>
</ds:Reference>
</ds:SignedInfo>
<ds:SignatureValue Id="ID-53f509d9-ee0d-46cd-a2fb-8f9d55814911">hCVQI/WdZ3SlB2gcGmkLsU8VFNFzA/8kxdeqZsvhETsmzYC2b7R3nz9jsHo2PPoxNYBw7LM/ffzGq6eBHU2q6Opjpt1v8sJWkyWyB5ggrq3frNK6/m33P+YiOl5ATFv7rB/pm+/pvcKj0DwFYVpMcBltKRZ6eGEfa2KqjKB7lgwSwzhjoZBM35cGfYrln3bLNHjs3VpTo3JUmUqx9EFmiQjwD0OL68+y5xaS18TcJWimTQfwXQhQ6Zzdu3AHkwRx+4A8WWCTeFeZNtxGKMpgGVRGS8ilKZgsj7yPH2GjGnYvvoGPSOWfe+u9G3ToiNQlN1Bst42XwuDuiBzJfsvPow==</ds:SignatureValue>
<ds:KeyInfo><ds:KeyValue><ds:RSAKeyValue><ds:Modulus>ALz/2rV3WA7upKPpNHM4w7DD927vxSLb3SbkDmfyzMugU7lNG59U7dxvpNCBwz98XtOHazIx/cXINCGxSoDd1POWNo18X0NDZkPoAd5u9MebfV+YxHk+KGwIKPY7h0wiAIWy0vN03xLvjObTQN/2LS6unXtf4OU7McPM0yl5cyCbnF6e2MeZOEyMTquTrFjv9H0qsWvZ1HZMRMTvF5/j1UrDVbSsCnWZ+5mH0mUXXHUr0yhQbe6gvMq5VR3u7iOiy7xDSZmWpniR2bwt+iS2X0TmWb5NXGr2Vj5P9V0d4ilA5Dc/QowdF7371kR8vyHcRrVBKslxbfAsJYTgXkx5edU=</ds:Modulus>
<ds:Exponent>AQAB</ds:Exponent>
</ds:RSAKeyValue>
</ds:KeyValue>
<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#" Id="ID-d19c87d7-fab2-4953-ac45-ed818553c6d5" Target="#ID-17e19a52-5545-4979-99c7-c0e6fb186d1e"><xades:SignedProperties Id="ID-fdf119f9-96e9-4f2e-859f-37239ba8442a"><xades:SignedSignatureProperties><xades:SigningTime>2019-05-27T09:48:09Z</xades:SigningTime>
<xades:SigningCertificate><xades:Cert><xades:CertDigest><ds:DigestMethod Algorithm="http://www.w3.org/2001/04/xmlenc#sha256"/>
<ds:DigestValue>DKXYp7DGhp7F2VsOWNp2jipMM3OU61G5z5tXaFrNxGI=</ds:DigestValue>
</xades:CertDigest>
<xades:IssuerSerial><ds:X509IssuerName>organizationIdentifier=VATPL-5260300517,CN=COPE SZAFIR - Kwalifikowany,O=Krajowa Izba Rozliczeniowa S.A.,C=PL</ds:X509IssuerName>
<ds:X509SerialNumber>478659091806615941397464671767109919181816701366</ds:X509SerialNumber>
</xades:IssuerSerial>
</xades:Cert>
</xades:SigningCertificate>
</xades:SignedSignatureProperties>
<xades:SignedDataObjectProperties><xades:DataObjectFormat ObjectReference="#ID-2305bb03-4a2c-4242-909d-395f77341bf1"><xades:Description>BINARY_FORMAT []</xades:Description>
<xades:MimeType>application/octet-stream</xades:MimeType>
</xades:DataObjectFormat>
<xades:CommitmentTypeIndication><xades:CommitmentTypeId><xades:Identifier>http://uri.etsi.org/01903/v1.2.2#ProofOfApproval</xades:Identifier>
</xades:CommitmentTypeId>
<xades:AllSignedDataObjects/>
</xades:CommitmentTypeIndication>
</xades:SignedDataObjectProperties>
</xades:SignedProperties>
</xades:QualifyingProperties>
</ds:Object>
</ds:Signature></SkonsolidowanaJednostkaInna>