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<JednostkaInnaWTys xsi:schemaLocation="http://www.mf.gov.pl/schematy/SF/DefinicjeTypySprawozdaniaFinansowe/2018/07/09/JednostkaInnaWTysiacach https://www.gov.pl/documents/2034621/2182793/JednostkaInnaWTysiacach(1)_v1-2.xsd" xmlns="http://www.mf.gov.pl/schematy/SF/DefinicjeTypySprawozdaniaFinansowe/2018/07/09/JednostkaInnaWTysiacach" xmlns:ns8="http://www.mf.gov.pl/schematy/SF/DefinicjeTypySprawozdaniaFinansowe/2018/07/09/DefinicjeTypySprawozdaniaFinansowe/" xmlns:ns7="http://www.mf.gov.pl/schematy/SF/DefinicjeTypySprawozdaniaFinansowe/2018/07/09/JednostkaInnaStruktury" xmlns:xsi="http://www.w3.org/2001/XMLSchema-instance">
   <Naglowek>
      <ns8:OkresOd>2019-01-01</ns8:OkresOd>
      <ns8:OkresDo>2019-09-30</ns8:OkresDo>
      <ns8:DataSporzadzenia>2019-09-30</ns8:DataSporzadzenia>
      <ns7:KodSprawozdania kodSystemowy="SFJINT (1)" wersjaSchemy="1-2">SprFinJednostkaInnaWTysiacach</ns7:KodSprawozdania>
      <ns7:WariantSprawozdania>1</ns7:WariantSprawozdania>
   </Naglowek>
   <WprowadzenieDoSprawozdaniaFinansowego>
      <P_1>
         <P_1A>
            <ns8:NazwaFirmy>Korporacja Gospodarcza &quot;efekt&quot; S.A.</ns8:NazwaFirmy>
            <ns8:Siedziba>
               <ns8:Wojewodztwo>Małopolskie</ns8:Wojewodztwo>
               <ns8:Powiat>Powiat krakowski</ns8:Powiat>
               <ns8:Gmina>Gmina Kraków</ns8:Gmina>
               <ns8:Miejscowosc>Kraków</ns8:Miejscowosc>
            </ns8:Siedziba>
         </P_1A>
         <P_1B>
            <ns8:Adres>
               <ns8:KodKraju>PL</ns8:KodKraju>
               <ns8:Wojewodztwo>Małopolskie</ns8:Wojewodztwo>
               <ns8:Powiat>Powiat krakowski</ns8:Powiat>
               <ns8:Gmina>Gmina Kraków</ns8:Gmina>
               <ns8:Ulica>Opolska</ns8:Ulica>
               <ns8:NrDomu>12</ns8:NrDomu>
               <ns8:Miejscowosc>Kraków</ns8:Miejscowosc>
               <ns8:KodPocztowy>31-323</ns8:KodPocztowy>
               <ns8:Poczta>Kraków</ns8:Poczta>
            </ns8:Adres>
         </P_1B>
         <P_1C>
            <ns8:KodPKD>6820Z</ns8:KodPKD>
         </P_1C>
         <P_1D>6760077402</P_1D>
         <P_1E>0000115403</P_1E>
      </P_1>
      <P_3>
         <ns8:DataOd>2019-01-01</ns8:DataOd>
         <ns8:DataDo>2019-09-30</ns8:DataDo>
      </P_3>
      <P_4>false</P_4>
      <P_5>
         <P_5A>true</P_5A>
         <P_5B>true</P_5B>
      </P_5>
      <P_7>
         <P_7A>Wycena składników rzeczowych aktywów trwałych prowadzona jest według cen nabycia lub kosztów wytworzenia,  pomniejszonych  o  odpisy  amortyzacyjne,  z  uwzględnieniem  aktualizacji  ich  wyceny. W uzasadnionych przypadkach do cen nabycia lub kosztów wytworzenia rzeczowych aktywów trwałych zalicza się różnice kursowe z wyceny zobowiązań powstałych na dzień bilansowy oraz odsetki od zobowiązań finansujących wytworzenie lub nabycie środków trwałych.Odpisy amortyzacyjne rzeczowych aktywów trwałych dokonywane są metodą liniową według stawek odzwierciedlających okresy użytkowania odpowiednich aktywów. 
Wartości  niematerialne  i  prawne  są amortyzowane są metodą liniową przez okres 5-ciu lat.
Inwestycje długoterminowe ujmowane są w bilansie wg ceny nabycia.
Inwestycje   krótkoterminowe   kwalifikowane   są   wg   przewidzianego   okresu   ich   zwrotu   nie przekraczającego 12 miesięcy.
Aktywa finansowe, do których zalicza się udzielone pożyczki wyceniane są według wartości godziwej.
Rozliczenia  międzyokresowe  obejmują  czynne  i  bierne  rozliczenia  między-okresowe  kosztów.  Do czynnych  rozliczeń  między-okresowych  zalicza  się  wydatki  lub  zużycie  składników  majątkowych dotyczące okresów późniejszych niż ten, w którym je poniesiono. Do biernych rozliczeń kwalifikuje się koszty nie stanowiące jeszcze zobowiązania.
Wycenę zapasów towarów przeznaczonych na sprzedaż przeprowadza się według ceny  nabycia,  nie  wyższych  od  cen  sprzedaży.  Okresowo  dokonywana  jest  ich  aktualizacja, a ewentualna utrata wartości zapasów ujmowana w kosztach danego okresu. Rozchody towarów i materiałów wycenia się metodą szczegółowej identyfikacji cen nabycia.
Należności  wyceniane  są  według  wartości  godziwej.  Zakłada  się  urealnianie  wartości  należności poprzez tworzenie odpisów aktualizujących. Odpisy aktualizujące tworzone są na należności wątpliwe od   podmiotów   postawionych   w   stan   likwidacji   lub   upadłości   oraz   zalegających   z   zapłatą, w wysokościach uzależnionych od oceny ich sytuacji gospodarczej i finansowej oraz stopnia ryzyka. Należności  umorzone,  przedawnione  lub  nieściągalne  zmniejszają  dokonane  uprzednio  odpisy aktualizujące ich wartość, a te, od których nie dokonano odpisów aktualizujących lub dokonano odpisy w niepełnej wysokości, zalicza się odpowiednio do pozostałych kosztów operacyjnych lub kosztów finansowych.
W bilansie należności i roszczenia wykazywane są w wartościach netto (pomniejszonych o odpisy aktualizujące).
Środki  pieniężne  obejmują  środki  pieniężne  w  kasie  oraz  depozyty  bankowe.  Środki  pieniężne wycenia się według wartości nominalnej.
Zobowiązania  wykazuje  się  w  kwocie  wymagającej  zapłaty.  Zobowiązania  przedawnione  lub umorzone zwiększają pozostałe przychody operacyjne.
Zobowiązanie z tytułu odroczonego podatku dochodowego jest gdy wycena składników aktywów w kwocie wyższej od podatkowej skutkuje powstaniem  zobowiązania w przyszłości.
</P_7A>
         <P_7B>Wynik finansowy ustala się z zastosowaniem wymienionych wyżej nadrzędnych zasad rachunkowości. W całości wpływają na wynik finansowy danego okresu obrotowego, poniesione w danym okresie opłacone lub przypadające do zapłaty, względnie znane do dnia sporządzenia bilansu  koszty ogólne zarządu, koszty handlowe, pozostałe koszty operacyjne, koszty finansowe i straty nadzwyczajne.
Przychodami są wyłącznie zrealizowane lub zarachowane - lecz uznane za niewątpliwe, przychody  netto  ze  sprzedaży  towarów,  materiałów  i  usług,  pozostałe  przychody  operacyjne, przychody  finansowe  i  zyski  nadzwyczajne.  Przychody  ze  sprzedaży  są  uznawane  w  momencie dostarczenia  towaru,  jeżeli  jednostka  przekazała  znaczące  ryzyko  i  korzyści  wynikające  z  praw własności do towarów, lub w momencie wykonania usługi. Sprzedaż wykazuje się w wartości netto, tj. bez uwzględniania podatku od towarów i usług oraz po uwzględnieniu rabatów.
Koszty   i straty   kwalifikuje   się   wg   uprawdopodobnienia   zmniejszenia   w   okresie sprawozdawczym korzyści ekonomicznych o wiarygodnie określonej wartości, w formie zmniejszenia wartości aktywów lub zwiększenia wartości zobowiązań i rezerw.
</P_7B>
         <P_7C>Sprawozdanie finansowe zostało sporządzone zgodnie z przedstawionymi zasadami ustawy o rachunkowości oraz rzetelnie i jasno przedstawia sytuację majątkową i finansową oraz wynik finansowy.</P_7C>
      </P_7>
   </WprowadzenieDoSprawozdaniaFinansowego>
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               <ns8:NazwaPozycji>Rzeczowe aktywa trwałe</ns8:NazwaPozycji>
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         <ns7:B>
            <ns8:KwotaA>6866</ns8:KwotaA>
            <ns8:KwotaB>5930</ns8:KwotaB>
            <ns7:B_I>
               <ns8:KwotaA>6866</ns8:KwotaA>
               <ns8:KwotaB>5930</ns8:KwotaB>
            </ns7:B_I>
         </ns7:B>
         <ns7:C>
            <ns8:KwotaA>11937</ns8:KwotaA>
            <ns8:KwotaB>11166</ns8:KwotaB>
         </ns7:C>
         <ns7:D>
            <ns8:KwotaA>0</ns8:KwotaA>
            <ns8:KwotaB>0</ns8:KwotaB>
         </ns7:D>
         <ns7:E>
            <ns8:KwotaA>8294</ns8:KwotaA>
            <ns8:KwotaB>4977</ns8:KwotaB>
         </ns7:E>
         <ns7:F>
            <ns8:KwotaA>3643</ns8:KwotaA>
            <ns8:KwotaB>6189</ns8:KwotaB>
         </ns7:F>
         <ns7:G>
            <ns8:KwotaA>16</ns8:KwotaA>
            <ns8:KwotaB>51</ns8:KwotaB>
            <ns7:G_I>
               <ns8:KwotaA>0</ns8:KwotaA>
               <ns8:KwotaB>0</ns8:KwotaB>
            </ns7:G_I>
            <ns7:G_II>
               <ns8:KwotaA>0</ns8:KwotaA>
               <ns8:KwotaB>0</ns8:KwotaB>
            </ns7:G_II>
            <ns7:G_IV>
               <ns8:KwotaA>16</ns8:KwotaA>
               <ns8:KwotaB>51</ns8:KwotaB>
            </ns7:G_IV>
         </ns7:G>
         <ns7:H>
            <ns8:KwotaA>14</ns8:KwotaA>
            <ns8:KwotaB>23</ns8:KwotaB>
            <ns7:H_I>
               <ns8:KwotaA>0</ns8:KwotaA>
               <ns8:KwotaB>0</ns8:KwotaB>
            </ns7:H_I>
            <ns7:H_II>
               <ns8:KwotaA>0</ns8:KwotaA>
               <ns8:KwotaB>0</ns8:KwotaB>
            </ns7:H_II>
            <ns7:H_III>
               <ns8:KwotaA>14</ns8:KwotaA>
               <ns8:KwotaB>23</ns8:KwotaB>
            </ns7:H_III>
         </ns7:H>
         <ns7:I>
            <ns8:KwotaA>3646</ns8:KwotaA>
            <ns8:KwotaB>6217</ns8:KwotaB>
         </ns7:I>
         <ns7:J>
            <ns8:KwotaA>100</ns8:KwotaA>
            <ns8:KwotaB>77</ns8:KwotaB>
            <ns7:J_I>
               <ns8:KwotaA>0</ns8:KwotaA>
               <ns8:KwotaB>0</ns8:KwotaB>
            </ns7:J_I>
            <ns7:J_II>
               <ns8:KwotaA>99</ns8:KwotaA>
               <ns8:KwotaB>77</ns8:KwotaB>
            </ns7:J_II>
            <ns7:J_III>
               <ns8:KwotaA>1</ns8:KwotaA>
               <ns8:KwotaB>0</ns8:KwotaB>
            </ns7:J_III>
            <ns7:J_IV>
               <ns8:KwotaA>0</ns8:KwotaA>
               <ns8:KwotaB>0</ns8:KwotaB>
            </ns7:J_IV>
            <ns7:J_V>
               <ns8:KwotaA>0</ns8:KwotaA>
               <ns8:KwotaB>0</ns8:KwotaB>
            </ns7:J_V>
         </ns7:J>
         <ns7:K>
            <ns8:KwotaA>85</ns8:KwotaA>
            <ns8:KwotaB>159</ns8:KwotaB>
            <ns7:K_I>
               <ns8:KwotaA>85</ns8:KwotaA>
               <ns8:KwotaB>104</ns8:KwotaB>
            </ns7:K_I>
            <ns7:K_II>
               <ns8:KwotaA>0</ns8:KwotaA>
               <ns8:KwotaB>0</ns8:KwotaB>
            </ns7:K_II>
            <ns7:K_III>
               <ns8:KwotaA>0</ns8:KwotaA>
               <ns8:KwotaB>0</ns8:KwotaB>
            </ns7:K_III>
            <ns7:K_IV>
               <ns8:KwotaA>85</ns8:KwotaA>
               <ns8:KwotaB>0</ns8:KwotaB>
            </ns7:K_IV>
         </ns7:K>
         <ns7:L>
            <ns8:KwotaA>3661</ns8:KwotaA>
            <ns8:KwotaB>6135</ns8:KwotaB>
         </ns7:L>
         <ns7:M>
            <ns8:KwotaA>701</ns8:KwotaA>
            <ns8:KwotaB>1192</ns8:KwotaB>
         </ns7:M>
         <ns7:O>
            <ns8:KwotaA>2960</ns8:KwotaA>
            <ns8:KwotaB>4943</ns8:KwotaB>
         </ns7:O>
      </ns7:RZiSKalk>
   </RZiS>
   <ZestZmianWKapitale>
      <ns7:I>
         <ns8:KwotaA>64769</ns8:KwotaA>
         <ns8:KwotaB>61807</ns8:KwotaB>
         <ns7:PozycjaUszczegolawiajaca_1>
            <ns8:NazwaPozycji>Kapitał zakładowy na początek okresu</ns8:NazwaPozycji>
            <ns8:KwotyPozycji>
               <ns8:KwotaA>1665</ns8:KwotaA>
               <ns8:KwotaB>1665</ns8:KwotaB>
            </ns8:KwotyPozycji>
            <ns8:Podpozycja>
               <ns8:NazwaPozycji>Zmiany kapitału zakładowego</ns8:NazwaPozycji>
               <ns8:KwotyPozycji>
                  <ns8:KwotaA>0</ns8:KwotaA>
                  <ns8:KwotaB>0</ns8:KwotaB>
               </ns8:KwotyPozycji>
            </ns8:Podpozycja>
            <ns8:Podpozycja>
               <ns8:NazwaPozycji>Kapitał zakładowy na koniec okresu</ns8:NazwaPozycji>
               <ns8:KwotyPozycji>
                  <ns8:KwotaA>1665</ns8:KwotaA>
                  <ns8:KwotaB>1665</ns8:KwotaB>
               </ns8:KwotyPozycji>
            </ns8:Podpozycja>
         </ns7:PozycjaUszczegolawiajaca_1>
         <ns7:PozycjaUszczegolawiajaca_1>
            <ns8:NazwaPozycji>Należne wpłaty na kapitał zakładowy</ns8:NazwaPozycji>
            <ns8:KwotyPozycji>
               <ns8:KwotaA>1665</ns8:KwotaA>
               <ns8:KwotaB>1665</ns8:KwotaB>
            </ns8:KwotyPozycji>
            <ns8:Podpozycja>
               <ns8:NazwaPozycji>Zmiany należnych wpłat na kapitał zakładowy</ns8:NazwaPozycji>
               <ns8:KwotyPozycji>
                  <ns8:KwotaA>0</ns8:KwotaA>
                  <ns8:KwotaB>0</ns8:KwotaB>
               </ns8:KwotyPozycji>
            </ns8:Podpozycja>
            <ns8:Podpozycja>
               <ns8:NazwaPozycji>Należne wpłaty na kapitał zakładowy na koniec okresu</ns8:NazwaPozycji>
               <ns8:KwotyPozycji>
                  <ns8:KwotaA>1665</ns8:KwotaA>
                  <ns8:KwotaB>1665</ns8:KwotaB>
               </ns8:KwotyPozycji>
            </ns8:Podpozycja>
         </ns7:PozycjaUszczegolawiajaca_1>
         <ns7:PozycjaUszczegolawiajaca_1>
            <ns8:NazwaPozycji>Akcje (udziały) własne na początek okresu</ns8:NazwaPozycji>
            <ns8:KwotyPozycji>
               <ns8:KwotaA>0</ns8:KwotaA>
               <ns8:KwotaB>0</ns8:KwotaB>
            </ns8:KwotyPozycji>
            <ns8:Podpozycja>
               <ns8:NazwaPozycji>Zmiany akcji (udziałów) własnych</ns8:NazwaPozycji>
               <ns8:KwotyPozycji>
                  <ns8:KwotaA>0</ns8:KwotaA>
                  <ns8:KwotaB>0</ns8:KwotaB>
               </ns8:KwotyPozycji>
            </ns8:Podpozycja>
            <ns8:Podpozycja>
               <ns8:NazwaPozycji>Akcje ( udziały) własne na koniec okresu</ns8:NazwaPozycji>
               <ns8:KwotyPozycji>
                  <ns8:KwotaA>0</ns8:KwotaA>
                  <ns8:KwotaB>0</ns8:KwotaB>
               </ns8:KwotyPozycji>
            </ns8:Podpozycja>
         </ns7:PozycjaUszczegolawiajaca_1>
         <ns7:PozycjaUszczegolawiajaca_1>
            <ns8:NazwaPozycji>Kapitał zapasowy na początek okresu</ns8:NazwaPozycji>
            <ns8:KwotyPozycji>
               <ns8:KwotaA>21649</ns8:KwotaA>
               <ns8:KwotaB>21649</ns8:KwotaB>
            </ns8:KwotyPozycji>
            <ns8:Podpozycja>
               <ns8:NazwaPozycji>Zmiany kapitału zapasowego</ns8:NazwaPozycji>
               <ns8:KwotyPozycji>
                  <ns8:KwotaA>0</ns8:KwotaA>
                  <ns8:KwotaB>0</ns8:KwotaB>
               </ns8:KwotyPozycji>
            </ns8:Podpozycja>
            <ns8:Podpozycja>
               <ns8:NazwaPozycji>Kapitał zapasowy na koniec okresu</ns8:NazwaPozycji>
               <ns8:KwotyPozycji>
                  <ns8:KwotaA>21649</ns8:KwotaA>
                  <ns8:KwotaB>216490</ns8:KwotaB>
               </ns8:KwotyPozycji>
            </ns8:Podpozycja>
         </ns7:PozycjaUszczegolawiajaca_1>
         <ns7:PozycjaUszczegolawiajaca_1>
            <ns8:NazwaPozycji>Kapitał z aktualizacji wyceny na początek okresu</ns8:NazwaPozycji>
            <ns8:KwotyPozycji>
               <ns8:KwotaA>8884</ns8:KwotaA>
               <ns8:KwotaB>8884</ns8:KwotaB>
            </ns8:KwotyPozycji>
            <ns8:Podpozycja>
               <ns8:NazwaPozycji>Zmiany kapitału z aktualizacji wyceny </ns8:NazwaPozycji>
               <ns8:KwotyPozycji>
                  <ns8:KwotaA>0</ns8:KwotaA>
                  <ns8:KwotaB>0</ns8:KwotaB>
               </ns8:KwotyPozycji>
            </ns8:Podpozycja>
            <ns8:Podpozycja>
               <ns8:NazwaPozycji>Kapitał z aktualizacji wyceny na koniec okresu</ns8:NazwaPozycji>
               <ns8:KwotyPozycji>
                  <ns8:KwotaA>8884</ns8:KwotaA>
                  <ns8:KwotaB>8884</ns8:KwotaB>
               </ns8:KwotyPozycji>
            </ns8:Podpozycja>
         </ns7:PozycjaUszczegolawiajaca_1>
         <ns7:PozycjaUszczegolawiajaca_1>
            <ns8:NazwaPozycji>Pozostałe kapitały rezerwowe na początek okresu</ns8:NazwaPozycji>
            <ns8:KwotyPozycji>
               <ns8:KwotaA>30079</ns8:KwotaA>
               <ns8:KwotaB>27563</ns8:KwotaB>
            </ns8:KwotyPozycji>
            <ns8:Podpozycja>
               <ns8:NazwaPozycji>Zmiany pozostałych kapitałów rezerwowych</ns8:NazwaPozycji>
               <ns8:KwotyPozycji>
                  <ns8:KwotaA>0</ns8:KwotaA>
                  <ns8:KwotaB>2516</ns8:KwotaB>
               </ns8:KwotyPozycji>
               <ns8:Podpozycja>
                  <ns8:NazwaPozycji>Zwiększenia</ns8:NazwaPozycji>
                  <ns8:KwotyPozycji>
                     <ns8:KwotaA>4964</ns8:KwotaA>
                     <ns8:KwotaB>2516</ns8:KwotaB>
                  </ns8:KwotyPozycji>
                  <ns8:Podpozycja>
                     <ns8:NazwaPozycji>odpis z zysku do podziału</ns8:NazwaPozycji>
                     <ns8:KwotyPozycji>
                        <ns8:KwotaA>4964</ns8:KwotaA>
                        <ns8:KwotaB>2516</ns8:KwotaB>
                     </ns8:KwotyPozycji>
                  </ns8:Podpozycja>
               </ns8:Podpozycja>
               <ns8:Podpozycja>
                  <ns8:NazwaPozycji>zmniejszenia</ns8:NazwaPozycji>
                  <ns8:KwotyPozycji>
                     <ns8:KwotaA>0</ns8:KwotaA>
                     <ns8:KwotaB>0</ns8:KwotaB>
                  </ns8:KwotyPozycji>
               </ns8:Podpozycja>
            </ns8:Podpozycja>
            <ns8:Podpozycja>
               <ns8:NazwaPozycji>Pozostałe kapitały rezerwowe na koniec okresu</ns8:NazwaPozycji>
               <ns8:KwotyPozycji>
                  <ns8:KwotaA>35043</ns8:KwotaA>
                  <ns8:KwotaB>30079</ns8:KwotaB>
               </ns8:KwotyPozycji>
            </ns8:Podpozycja>
         </ns7:PozycjaUszczegolawiajaca_1>
         <ns7:PozycjaUszczegolawiajaca_1>
            <ns8:NazwaPozycji>Zysk (strata) z lat ubiegłych</ns8:NazwaPozycji>
            <ns8:KwotyPozycji>
               <ns8:KwotaA>2492</ns8:KwotaA>
               <ns8:KwotaB>4688</ns8:KwotaB>
            </ns8:KwotyPozycji>
            <ns8:Podpozycja>
               <ns8:NazwaPozycji>Zysk z lat ubiegłych na początek okresu</ns8:NazwaPozycji>
               <ns8:KwotyPozycji>
                  <ns8:KwotaA>5134</ns8:KwotaA>
                  <ns8:KwotaB>4688</ns8:KwotaB>
               </ns8:KwotyPozycji>
               <ns8:Podpozycja>
                  <ns8:NazwaPozycji>zmiany przyjętych zasad (polityki) rachunkowości</ns8:NazwaPozycji>
                  <ns8:KwotyPozycji>
                     <ns8:KwotaA>0</ns8:KwotaA>
                     <ns8:KwotaB>0</ns8:KwotaB>
                  </ns8:KwotyPozycji>
               </ns8:Podpozycja>
               <ns8:Podpozycja>
                  <ns8:NazwaPozycji>korekty błędow</ns8:NazwaPozycji>
                  <ns8:KwotyPozycji>
                     <ns8:KwotaA>0</ns8:KwotaA>
                     <ns8:KwotaB>0</ns8:KwotaB>
                  </ns8:KwotyPozycji>
               </ns8:Podpozycja>
            </ns8:Podpozycja>
            <ns8:Podpozycja>
               <ns8:NazwaPozycji>Zysk z lat ubiegłych na początek okresu, po uzgodnieniu do danych porównywalnych</ns8:NazwaPozycji>
               <ns8:KwotyPozycji>
                  <ns8:KwotaA>0</ns8:KwotaA>
                  <ns8:KwotaB>4688</ns8:KwotaB>
               </ns8:KwotyPozycji>
               <ns8:Podpozycja>
                  <ns8:NazwaPozycji>Zwiększenia</ns8:NazwaPozycji>
                  <ns8:KwotyPozycji>
                     <ns8:KwotaA>0</ns8:KwotaA>
                     <ns8:KwotaB>0</ns8:KwotaB>
                  </ns8:KwotyPozycji>
               </ns8:Podpozycja>
               <ns8:Podpozycja>
                  <ns8:NazwaPozycji>Zmniejszenia</ns8:NazwaPozycji>
                  <ns8:KwotyPozycji>
                     <ns8:KwotaA>0</ns8:KwotaA>
                     <ns8:KwotaB>4688</ns8:KwotaB>
                  </ns8:KwotyPozycji>
                  <ns8:Podpozycja>
                     <ns8:NazwaPozycji>podział zysku z lat ubiegłych</ns8:NazwaPozycji>
                     <ns8:KwotyPozycji>
                        <ns8:KwotaA>0</ns8:KwotaA>
                        <ns8:KwotaB>4688</ns8:KwotaB>
                     </ns8:KwotyPozycji>
                  </ns8:Podpozycja>
               </ns8:Podpozycja>
            </ns8:Podpozycja>
            <ns8:Podpozycja>
               <ns8:NazwaPozycji>Zysk z lat ubiegłych na koniec okresu</ns8:NazwaPozycji>
               <ns8:KwotyPozycji>
                  <ns8:KwotaA>5134</ns8:KwotaA>
                  <ns8:KwotaB>0</ns8:KwotaB>
               </ns8:KwotyPozycji>
            </ns8:Podpozycja>
            <ns8:Podpozycja>
               <ns8:NazwaPozycji>Strata z lat ubiegłych na początek okresu</ns8:NazwaPozycji>
               <ns8:KwotyPozycji>
                  <ns8:KwotaA>-2642</ns8:KwotaA>
                  <ns8:KwotaB>-2642</ns8:KwotaB>
               </ns8:KwotyPozycji>
               <ns8:Podpozycja>
                  <ns8:NazwaPozycji>zmiany przyjętych zasad (polityki) rachunkowości</ns8:NazwaPozycji>
                  <ns8:KwotyPozycji>
                     <ns8:KwotaA>0</ns8:KwotaA>
                     <ns8:KwotaB>0</ns8:KwotaB>
                  </ns8:KwotyPozycji>
               </ns8:Podpozycja>
               <ns8:Podpozycja>
                  <ns8:NazwaPozycji>korekty błędów</ns8:NazwaPozycji>
                  <ns8:KwotyPozycji>
                     <ns8:KwotaA>0</ns8:KwotaA>
                     <ns8:KwotaB>0</ns8:KwotaB>
                  </ns8:KwotyPozycji>
               </ns8:Podpozycja>
            </ns8:Podpozycja>
            <ns8:Podpozycja>
               <ns8:NazwaPozycji>Strata z lat ubiegłych na początek okresu po uzgodnieniu do danych porównywalnych</ns8:NazwaPozycji>
               <ns8:KwotyPozycji>
                  <ns8:KwotaA>-2642</ns8:KwotaA>
                  <ns8:KwotaB>0</ns8:KwotaB>
               </ns8:KwotyPozycji>
               <ns8:Podpozycja>
                  <ns8:NazwaPozycji>Zwiększenia</ns8:NazwaPozycji>
                  <ns8:KwotyPozycji>
                     <ns8:KwotaA>0</ns8:KwotaA>
                     <ns8:KwotaB>0</ns8:KwotaB>
                  </ns8:KwotyPozycji>
               </ns8:Podpozycja>
               <ns8:Podpozycja>
                  <ns8:NazwaPozycji>Zmniejszenia</ns8:NazwaPozycji>
                  <ns8:KwotyPozycji>
                     <ns8:KwotaA>0</ns8:KwotaA>
                     <ns8:KwotaB>0</ns8:KwotaB>
                  </ns8:KwotyPozycji>
               </ns8:Podpozycja>
            </ns8:Podpozycja>
            <ns8:Podpozycja>
               <ns8:NazwaPozycji>Strata z lat ubiegłych na koniec okresu</ns8:NazwaPozycji>
               <ns8:KwotyPozycji>
                  <ns8:KwotaA>-2642</ns8:KwotaA>
                  <ns8:KwotaB>-2642</ns8:KwotaB>
               </ns8:KwotyPozycji>
            </ns8:Podpozycja>
            <ns8:Podpozycja>
               <ns8:NazwaPozycji>Zysk (strata) z lat ubiegłych na koniec okresu</ns8:NazwaPozycji>
               <ns8:KwotyPozycji>
                  <ns8:KwotaA>2492</ns8:KwotaA>
                  <ns8:KwotaB>-2642</ns8:KwotaB>
               </ns8:KwotyPozycji>
            </ns8:Podpozycja>
         </ns7:PozycjaUszczegolawiajaca_1>
         <ns7:PozycjaUszczegolawiajaca_1>
            <ns8:NazwaPozycji>Wynik netto</ns8:NazwaPozycji>
            <ns8:KwotyPozycji>
               <ns8:KwotaA>2940</ns8:KwotaA>
               <ns8:KwotaB>4943</ns8:KwotaB>
            </ns8:KwotyPozycji>
            <ns8:Podpozycja>
               <ns8:NazwaPozycji>Zysk netto</ns8:NazwaPozycji>
               <ns8:KwotyPozycji>
                  <ns8:KwotaA>2940</ns8:KwotaA>
                  <ns8:KwotaB>4943</ns8:KwotaB>
               </ns8:KwotyPozycji>
            </ns8:Podpozycja>
            <ns8:Podpozycja>
               <ns8:NazwaPozycji>Strata netto</ns8:NazwaPozycji>
               <ns8:KwotyPozycji>
                  <ns8:KwotaA>0</ns8:KwotaA>
                  <ns8:KwotaB>0</ns8:KwotaB>
               </ns8:KwotyPozycji>
            </ns8:Podpozycja>
            <ns8:Podpozycja>
               <ns8:NazwaPozycji>Odpisy z zysku</ns8:NazwaPozycji>
               <ns8:KwotyPozycji>
                  <ns8:KwotaA>0</ns8:KwotaA>
                  <ns8:KwotaB>0</ns8:KwotaB>
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