<?xml version="1.0" encoding="utf-8" standalone="no"?><Dokument xmlns="http://crd.gov.pl/wzor/2025/08/12/13822/" xmlns:tnsa="http://crd.gov.pl/xml/schematy/dziedzinowe/mf/2025/07/31/eD/JednostkaInnaStruktury/" xmlns:tnsb="http://crd.gov.pl/xml/schematy/dziedzinowe/mf/2025/07/31/eD/JednostkaOpStruktury/" xmlns:tnsc="http://crd.gov.pl/xml/schematy/dziedzinowe/mf/2025/07/31/eD/StrukturyDanychSprFin/" xmlns:tnsd="http://crd.gov.pl/xml/schematy/dziedzinowe/mf/2022/09/13/eD/DefinicjeTypy/" xmlns:tnse="http://crd.gov.pl/xml/schematy/struktura/2009/11/16/" xmlns:xsi="http://www.w3.org/2001/XMLSchema-instance" xsi:schemaLocation="http://crd.gov.pl/wzor/2025/08/12/13822/ http://crd.gov.pl/wzor/2025/08/12/13822/schemat.xsd">
  <OpisDokumentu/>
  <DaneDokumentu/>
  <TrescDokumentu format="text/xml" kodowanie="XML">
    <JednostkaOp>
      <Naglowek>
        <tnsc:OkresOd>2025-01-01</tnsc:OkresOd>
        <tnsc:OkresDo>2025-12-31</tnsc:OkresDo>
        <tnsc:DataSporzadzenia>2026-04-01</tnsc:DataSporzadzenia>
        <tnsb:KodSprawozdania kodSystemowy="SFJOPZ (2)" wersjaSchemy="1-0E">SprFinOpWZlotych</tnsb:KodSprawozdania>
        <tnsb:WariantSprawozdania>2</tnsb:WariantSprawozdania>
      </Naglowek>
      <WprowadzenieDoSprawozdaniaFinansowegoJednostkaOp>
        <P_1>
          <P_1A>
            <tnsc:NazwaFirmy>POLSKIE STOWARZYSZENIE GO</tnsc:NazwaFirmy>
            <tnsc:Siedziba>
              <tnsc:AdresPol>
                <tnsc:KodKraju>PL</tnsc:KodKraju>
                <tnsc:Wojewodztwo>Mazowieckie</tnsc:Wojewodztwo>
                <tnsc:Powiat>Warszawa</tnsc:Powiat>
                <tnsc:Gmina>Bemowo</tnsc:Gmina>
                <tnsc:Ulica>ul. Synów Pułku</tnsc:Ulica>
                <tnsc:NrDomu>1</tnsc:NrDomu>
                <tnsc:NrLokalu>15</tnsc:NrLokalu>
                <tnsc:Miejscowosc>Warszawa</tnsc:Miejscowosc>
                <tnsc:KodPocztowy>02-626</tnsc:KodPocztowy>
              </tnsc:AdresPol>
            </tnsc:Siedziba>
          </P_1A>
          <P_1B>
            <FormaPrawna>55</FormaPrawna>
          </P_1B>
          <P_1C>9512110044</P_1C>
          <P_1D>0000176948</P_1D>
        </P_1>
        <P_3>
          <tnsc:DataOd>2025-01-01</tnsc:DataOd>
          <tnsc:DataDo>2025-12-31</tnsc:DataDo>
        </P_3>
        <P_4>
          <P_4A>1</P_4A>
          <P_4B>1</P_4B>
        </P_4>
        <P_5>
          <P_5A>Należności wycenia się na dzień bilansowy w kwocie wymaganej zapłaty z zachowaniem zasady ostrożności. Zobowiązania wycenia się w kwocie wymagającej zapłaty. Kapitały i fundusze własne wycenia się w wartości nominalnej. Środki pieniężne w kasie i na rachunkach bankowych wycenia się według wartości nominalnej. Aktywa i pasywa wyrażone w walutach obcych wycenia się na dzień bilansowy po obowiązującym na ten dzień średnim kursie, ustalonym dla danej waluty przez Narodowy Bank Polski. Operacje sprzedaży i kupna walut oraz operacje zapłaty należności lub zobowiązań wycenia się po średnim kursie z ostatniego dnia roboczego poprzedzającego dzień poniesienia kosztu lub dzień uzyskania przychodu, ustalonym dla danej waluty przez NBP.</P_5A>
          <P_5B>Jednostka ustala wynik finansowy zgodnie z załącznikiem nr 6 do ustawy o rachunkowość, z uwzględnieniem wyodrębnienia rodzajów działań określonych w ustawie o działalności pożytku publicznego.</P_5B>
          <P_5C>Stowarzyszenie sporządza sprawozdanie finansowe w postaci określonej w Załączniku nr 6 do ustawy o rachunkowości. Nie uszczegółowia go zgodnie z art. 50. ust. 3 do ustawy o rachunkowości. Nie obejmuje ono zestawienia zmian w kapitale własnym, rachunku przepływów pieniężnych oraz sprawozdania z działalności.</P_5C>
        </P_5>
        <P_6>0.00</P_6>
        <P_7>2</P_7>
      </WprowadzenieDoSprawozdaniaFinansowegoJednostkaOp>
      <BilansJednostkaOp>
        <tnsb:Aktywa>
          <tnsc:KwotaA>431127.97</tnsc:KwotaA>
          <tnsc:KwotaB>327995.62</tnsc:KwotaB>
          <tnsb:Aktywa_A>
            <tnsc:KwotaA>0</tnsc:KwotaA>
            <tnsc:KwotaB>0</tnsc:KwotaB>
            <tnsb:Aktywa_A_I>
              <tnsc:KwotaA>0</tnsc:KwotaA>
              <tnsc:KwotaB>0</tnsc:KwotaB>
            </tnsb:Aktywa_A_I>
            <tnsb:Aktywa_A_II>
              <tnsc:KwotaA>0</tnsc:KwotaA>
              <tnsc:KwotaB>0</tnsc:KwotaB>
            </tnsb:Aktywa_A_II>
            <tnsb:Aktywa_A_III>
              <tnsc:KwotaA>0</tnsc:KwotaA>
              <tnsc:KwotaB>0</tnsc:KwotaB>
            </tnsb:Aktywa_A_III>
            <tnsb:Aktywa_A_IV>
              <tnsc:KwotaA>0</tnsc:KwotaA>
              <tnsc:KwotaB>0</tnsc:KwotaB>
            </tnsb:Aktywa_A_IV>
            <tnsb:Aktywa_A_V>
              <tnsc:KwotaA>0</tnsc:KwotaA>
              <tnsc:KwotaB>0</tnsc:KwotaB>
            </tnsb:Aktywa_A_V>
          </tnsb:Aktywa_A>
          <tnsb:Aktywa_B>
            <tnsc:KwotaA>431127.97</tnsc:KwotaA>
            <tnsc:KwotaB>327995.62</tnsc:KwotaB>
            <tnsb:Aktywa_B_I>
              <tnsc:KwotaA>0</tnsc:KwotaA>
              <tnsc:KwotaB>0</tnsc:KwotaB>
            </tnsb:Aktywa_B_I>
            <tnsb:Aktywa_B_II>
              <tnsc:KwotaA>230196.88</tnsc:KwotaA>
              <tnsc:KwotaB>54834.4</tnsc:KwotaB>
            </tnsb:Aktywa_B_II>
            <tnsb:Aktywa_B_III>
              <tnsc:KwotaA>200931.09</tnsc:KwotaA>
              <tnsc:KwotaB>273161.22</tnsc:KwotaB>
            </tnsb:Aktywa_B_III>
            <tnsb:Aktywa_B_IV>
              <tnsc:KwotaA>0</tnsc:KwotaA>
              <tnsc:KwotaB>0</tnsc:KwotaB>
            </tnsb:Aktywa_B_IV>
          </tnsb:Aktywa_B>
          <tnsb:Aktywa_C>
            <tnsc:KwotaA>0</tnsc:KwotaA>
            <tnsc:KwotaB>0</tnsc:KwotaB>
          </tnsb:Aktywa_C>
        </tnsb:Aktywa>
        <tnsb:Pasywa>
          <tnsc:KwotaA>431127.97</tnsc:KwotaA>
          <tnsc:KwotaB>327995.62</tnsc:KwotaB>
          <tnsb:Pasywa_A>
            <tnsc:KwotaA>431127.97</tnsc:KwotaA>
            <tnsc:KwotaB>321663.1</tnsc:KwotaB>
            <tnsb:Pasywa_A_I>
              <tnsc:KwotaA>162415.65</tnsc:KwotaA>
              <tnsc:KwotaB>162415.65</tnsc:KwotaB>
            </tnsb:Pasywa_A_I>
            <tnsb:Pasywa_A_II>
              <tnsc:KwotaA>0</tnsc:KwotaA>
              <tnsc:KwotaB>0</tnsc:KwotaB>
            </tnsb:Pasywa_A_II>
            <tnsb:Pasywa_A_III>
              <tnsc:KwotaA>110611.95</tnsc:KwotaA>
              <tnsc:KwotaB>-90412.91</tnsc:KwotaB>
            </tnsb:Pasywa_A_III>
            <tnsb:Pasywa_A_IV>
              <tnsc:KwotaA>158100.37</tnsc:KwotaA>
              <tnsc:KwotaB>249660.36</tnsc:KwotaB>
            </tnsb:Pasywa_A_IV>
          </tnsb:Pasywa_A>
          <tnsb:Pasywa_B>
            <tnsc:KwotaA>0</tnsc:KwotaA>
            <tnsc:KwotaB>6332.52</tnsc:KwotaB>
            <tnsb:Pasywa_B_I>
              <tnsc:KwotaA>0</tnsc:KwotaA>
              <tnsc:KwotaB>0</tnsc:KwotaB>
            </tnsb:Pasywa_B_I>
            <tnsb:Pasywa_B_II>
              <tnsc:KwotaA>0</tnsc:KwotaA>
              <tnsc:KwotaB>0</tnsc:KwotaB>
            </tnsb:Pasywa_B_II>
            <tnsb:Pasywa_B_III>
              <tnsc:KwotaA>0</tnsc:KwotaA>
              <tnsc:KwotaB>6332.52</tnsc:KwotaB>
            </tnsb:Pasywa_B_III>
            <tnsb:Pasywa_B_IV>
              <tnsc:KwotaA>0</tnsc:KwotaA>
              <tnsc:KwotaB>0</tnsc:KwotaB>
            </tnsb:Pasywa_B_IV>
          </tnsb:Pasywa_B>
        </tnsb:Pasywa>
      </BilansJednostkaOp>
      <RZiSJednostkaOp>
        <tnsb:A>
          <tnsc:KwotaA>387475.87</tnsc:KwotaA>
          <tnsc:KwotaB>359836.74</tnsc:KwotaB>
          <tnsb:A_I>
            <tnsc:KwotaA>62838.28</tnsc:KwotaA>
            <tnsc:KwotaB>47302.77</tnsc:KwotaB>
          </tnsb:A_I>
          <tnsb:A_II>
            <tnsc:KwotaA>324637.59</tnsc:KwotaA>
            <tnsc:KwotaB>312533.97</tnsc:KwotaB>
          </tnsb:A_II>
          <tnsb:A_III>
            <tnsc:KwotaA>0</tnsc:KwotaA>
            <tnsc:KwotaB>0</tnsc:KwotaB>
          </tnsb:A_III>
        </tnsb:A>
        <tnsb:B>
          <tnsc:KwotaA>170560.18</tnsc:KwotaA>
          <tnsc:KwotaB>63928.01</tnsc:KwotaB>
          <tnsb:B_I>
            <tnsc:KwotaA>0</tnsc:KwotaA>
            <tnsc:KwotaB>0</tnsc:KwotaB>
          </tnsb:B_I>
          <tnsb:B_II>
            <tnsc:KwotaA>170560.18</tnsc:KwotaA>
            <tnsc:KwotaB>63928.01</tnsc:KwotaB>
          </tnsb:B_II>
          <tnsb:B_III>
            <tnsc:KwotaA>0</tnsc:KwotaA>
            <tnsc:KwotaB>0</tnsc:KwotaB>
          </tnsb:B_III>
        </tnsb:B>
        <tnsb:C>
          <tnsc:KwotaA>216915.69</tnsc:KwotaA>
          <tnsc:KwotaB>295908.73</tnsc:KwotaB>
        </tnsb:C>
        <tnsb:D>
          <tnsc:KwotaA>0</tnsc:KwotaA>
          <tnsc:KwotaB>0</tnsc:KwotaB>
        </tnsb:D>
        <tnsb:E>
          <tnsc:KwotaA>0</tnsc:KwotaA>
          <tnsc:KwotaB>0</tnsc:KwotaB>
        </tnsb:E>
        <tnsb:F>
          <tnsc:KwotaA>0</tnsc:KwotaA>
          <tnsc:KwotaB>0</tnsc:KwotaB>
        </tnsb:F>
        <tnsb:G>
          <tnsc:KwotaA>38508.09</tnsc:KwotaA>
          <tnsc:KwotaB>10445.75</tnsc:KwotaB>
        </tnsb:G>
        <tnsb:H>
          <tnsc:KwotaA>178407.6</tnsc:KwotaA>
          <tnsc:KwotaB>285462.98</tnsc:KwotaB>
        </tnsb:H>
        <tnsb:I>
          <tnsc:KwotaA>0</tnsc:KwotaA>
          <tnsc:KwotaB>1.89</tnsc:KwotaB>
        </tnsb:I>
        <tnsb:J>
          <tnsc:KwotaA>20529.48</tnsc:KwotaA>
          <tnsc:KwotaB>7400</tnsc:KwotaB>
        </tnsb:J>
        <tnsb:K>
          <tnsc:KwotaA>222.25</tnsc:KwotaA>
          <tnsc:KwotaB>40.56</tnsc:KwotaB>
        </tnsb:K>
        <tnsb:L>
          <tnsc:KwotaA>0</tnsc:KwotaA>
          <tnsc:KwotaB>0</tnsc:KwotaB>
        </tnsb:L>
        <tnsb:M>
          <tnsc:KwotaA>158100.37</tnsc:KwotaA>
          <tnsc:KwotaB>278105.43</tnsc:KwotaB>
        </tnsb:M>
        <tnsb:N>
          <tnsc:KwotaA>0</tnsc:KwotaA>
          <tnsc:KwotaB>0</tnsc:KwotaB>
        </tnsb:N>
        <tnsb:O>
          <tnsc:KwotaA>158100.37</tnsc:KwotaA>
          <tnsc:KwotaB>278105.43</tnsc:KwotaB>
        </tnsb:O>
      </RZiSJednostkaOp>
      <InformacjaDodatkowaJednostkaOp>
        <InformacjaDodatkowa>
          <tnsc:Opis>informacja dodatkowa</tnsc:Opis>
          <tnsc:Plik>
            <tnsc:Nazwa>informacjadodatkowa.pdf</tnsc:Nazwa>
            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</tnsc:Zawartosc>
          </tnsc:Plik>
        </InformacjaDodatkowa>
      </InformacjaDodatkowaJednostkaOp>
    </JednostkaOp>
  </TrescDokumentu>
</Dokument>