<?xml version="1.0" encoding="UTF-8" standalone="yes"?><JednostkaMikro xmlns="http://www.mf.gov.pl/schematy/SF/DefinicjeTypySprawozdaniaFinansowe/2018/07/09/JednostkaMikroWZlotych" 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/JednostkaMikroStruktury" 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/JednostkaMikroWZlotych https://www.gov.pl/attachment/0411ed25-ba82-4233-a92f-f380f5d0605b">
  <Naglowek>
    <ns1:OkresOd>2020-01-01</ns1:OkresOd>
    <ns1:OkresDo>2020-07-31</ns1:OkresDo>
    <ns1:DataSporzadzenia>2020-08-04</ns1:DataSporzadzenia>
    <ns2:KodSprawozdania kodSystemowy="SFJMIZ (1)" wersjaSchemy="1-2">SprFinJednostkaMikroWZlotych</ns2:KodSprawozdania>
    <ns2:WariantSprawozdania>1</ns2:WariantSprawozdania>
  </Naglowek>
  <InformacjeOgolneJednostkaMikro>
    <P_1>
      <P_1A>
        <ns1:NazwaFirmy>WI INWESTYCJE ROLNE 41 SPÓŁKA AKCYJNA</ns1:NazwaFirmy>
        <ns1:Siedziba>
          <ns1:Wojewodztwo>dolnośląskie</ns1:Wojewodztwo>
          <ns1:Powiat>Wrocław</ns1:Powiat>
          <ns1:Gmina>Wrocław</ns1:Gmina>
          <ns1:Miejscowosc>Wrocław</ns1:Miejscowosc>
        </ns1:Siedziba>
      </P_1A>
      <P_1B>
        <ns1:Adres>
          <ns1:KodKraju>PL</ns1:KodKraju>
          <ns1:Wojewodztwo>dolnośląskie</ns1:Wojewodztwo>
          <ns1:Powiat>Wrocław</ns1:Powiat>
          <ns1:Gmina>Wrocław</ns1:Gmina>
          <ns1:Ulica>Św. Jerzego</ns1:Ulica>
          <ns1:NrDomu>1A</ns1:NrDomu>
          <ns1:Miejscowosc>Wrocław</ns1:Miejscowosc>
          <ns1:KodPocztowy>50-518</ns1:KodPocztowy>
          <ns1:Poczta>Wrocław</ns1:Poczta>
        </ns1:Adres>
      </P_1B>
      <P_1C>7010570116</P_1C>
      <P_1D>0000613387</P_1D>
    </P_1>
    <P_3>
      <ns1:DataOd>2020-01-01</ns1:DataOd>
      <ns1:DataDo>2020-07-31</ns1:DataDo>
    </P_3>
    <P_4>Z uwagi na fakt, iż Spółka spełnia definicję jednostki mikro w rozumieniu ustawy o rachunkowości organ zatwierdzający Spółki podjął decyzję w sprawie sporządzania sprawozdania finansowego z zastosowaniem następujących uproszczeń w zastosowanych zasadach rachunkowości:
- Zastosowanie uproszczonego bliansu według załącznika nr 4 do ustawy o rachunkowości (art. 46 ust. 5);
- Zastosowanie uproszonego rachuneku zysków i strat w wariancie porównawczym według załącznika nr 4 do ustawy o rachunkowości (art. 47 ust. 4);
- Prezentacja w miejsce informacji dodatkowej określonej w załączniku nr 1 informacji uzupełniających do bilansu określonych w załączniku nr 4 do ustawy o rachunkowości (art. 48 ust. 3);
- Rezygnacja ze sporządzania zestawienia zmian w kapitale (funduszu) własnym (art. 48a ust. 3);
- Rezygnacja ze sporządzania rachunku przepływów pieniężnych (art. 48b ust.4);
- Rezygnacja ze sporządzania sprawozdania z działalności i ujęcie informacji dotyczących nabycia udziałów (akcji) własnych w informacjach uzupełniających do bilansu (art.49 ust. 4);
- Brak wyceny aktywów i pasywów według wartości godziwej i skorygowanej ceny nabycia (art.28a);
- Klasyfikacja umów leasingu według zasad określonych w przepisach podatkowych (art. 3 ust. 6);
- Brak ustalania aktywów i rezerw z tytułu odroczonego podatku dochodowego (art. 37 ust. 10);
- Zaniechanie stosowania przepisów rozporządzenia Ministra Finansów z dnia 12 grudnia 2001 r. w sprawie szczegółowych zasad uznawania, metod wyceny, zakresu ujawniania i sposobu prezentacji instrumentów finansowych (art. 28b);
- Przy obliczaniu kosztu wytworzenia produktu do kosztów bezpośrednich doliczenie kosztów pośrednich związanych z wytworzeniem tego produktu, niezależnie od poziomu wykorzystania zdolności produkcyjnych; ustalony w ten sposób koszt wytworzenia nie może być wyższy od możliwej do uzyskania ceny sprzedaży netto (art. 28 ust. 4a).

Spółka nie rezygnuje z zachowania zasady ostrożności przy wycenie poszczególnych składników aktywów i pasywów (art.7 ust. 2a)."
</P_4>
    <P_5>
      <P_5A>true</P_5A>
      <P_5B>true</P_5B>
    </P_5>
    <P_6>
      <P_6A>Poniżej Spółka prezentuje przyjęte zasady (polityki) rachunkowości, w zakresie w jakim ustawa pozostawia jednostce prawo wyboru.
 Metody wyceny aktywów i pasywów są zgodne z przepisami Ustawy z dnia 29 września 1994 r. o rachunkowości (tekst jednolity -  Dz. U. z 2018 r. poz. 395 z późn. zmianiami), według zasady kosztu historycznego, przy uwzględnieniu uproszczeń powyżej.
Aktywa trwałe
1) środki trwałe, wartości niematerialne i prawne, nieruchomości - według cen nabycia lub kosztów wytworzenia, lub wartości przeszacowanej (po aktualizacji wyceny środków trwałych), pomniejszonych o odpisy amortyzacyjne lub umorzeniowe, a także o odpisy z tytułu trwałej utraty wartości;
a. Do środków trwałych zalicza się środki trwałe o wartości początkowej wynoszącej co najmniej 10000 zł.   
b. Amortyzację środków trwałych o wartości powyżej 10 000 zł rozpoczyna się od miesiąca następującego po miesiącu, w którym środki trwałe przyjęto do    używania i stosuje się przez okres przyjęty w przepisach podatkowych i według stawek określonych w tych przepisach – metoda liniowa, 
c. Składniki majątku o przewidywanym okresie użytkowania dłuższym niż rok i wartości początkowej równej lub wyższej niż 3000. ale nie wyższej niż 10 000 zł umarza się jednorazowo w miesiącu oddania do używania. 
d. Składniki majątku o przewidywanym okresie użytkowania dłuższym niż rok i wartości początkowej równej lub niższej niż 3000. zł są zaliczane bezpośrednio do kosztów zużycia materiałów. 
e. Do środków trwałych używanych stosuje się indywidualne stawki amortyzacji. 
f. Obiekty użytkowane na podstawie leasingu i umów o podobnym charakterze stosuje się rozwiązania określone w przepisach podatkowych. 
g. Odpis z tytułu trwałej utraty wartości - w przypadku kiedy środek trwały przestanie być kontrolowany przez jednostkę z powodu jego planowanej likwidacji lub gdy nie przynosi spodziewanych efektów ekonomicznych, a także w przypadku zmiany technologii, dochodzi do utraty wartości. W takim przypadku dokonuje się odpisu aktualizującego. O jego wysokości decyduje kierownik jednostki, jednak nie może być ona niższa od ceny sprzedaży netto tego środka trwałego. W przypadku braku informacji co do ceny sprzedaży, należy zastosować wycenę według wartości godziwej. W sytuacji gdy ustanie przyczyna, dla której dokonano odpisu z tytułu trwałej utraty wartości, dokonuje się przywrócenia wartości pierwotnej środka trwałego.
2) środki trwałe w budowie - w wysokości ogółu kosztów pozostających w bezpośrednim związku z ich nabyciem lub wytworzeniem, pomniejszonych o odpisy z tytułu trwałej utraty wartości;
3) udziały w innych jednostkach, jednostkach podporządkowanych oraz  inne niż wymienione w pkt 1) inwestycje zaliczone do aktywów trwałych - według ceny nabycia pomniejszonej o odpisy z tytułu trwałej utraty wartości;
Aktywa obrotowe
1) inwestycje krótkoterminowe - według ceny nabycia;
2) rzeczowe składniki aktywów obrotowych - według cen nabycia lub kosztów wytworzenia nie wyższych od cen ich sprzedaży netto na dzień bilansowy;
3) należności i udzielone pożyczki - w kwocie wymaganej zapłaty, z zachowaniem zasady ostrożności; należności na koniec roku obrotowego podlegają analizie pod kątem utraty wartości. Na należności wątpliwe lub dla których istnieją przesłanki nieściągalności tworzone są odpisy aktualizujące. Odpisy aktualizacyjne tworzone są na zasadzie odpisów indywidualnych."

"Kapitał własny
1) kapitały (fundusze) własne, z wyjątkiem udziałów (akcji) własnych, oraz poz</P_6A>
      <P_6A>ostałe aktywa i pasywa - w wartości nominalnej;
2) udziały (akcje) własne - według cen nabycia;
Zobowiązania i rezerwy na zobowiązania
1) zobowiązania - w kwocie wymagającej zapłaty;
2) rezerwy - w uzasadnionej, wiarygodnie oszacowanej wartości;
Transakcje w walucie obcej
Transakcje wyrażone w walutach innych niż polski złoty są przeliczane na złote polskie przy zastosowaniu kursu obowiązującego w dniu zawarcia transakcji, lub kursu określonego w towarzyszącym danej transakcji kontrakcie terminowym typu „forward”.
Na dzień bilansowy aktywa i pasywa wyrażone w walutach innych niż polski złoty są przeliczane na złote polskie przy zastosowaniu obowiązującego na ten dzień średniego kursu ustalonego dla danej waluty przez Narodowy Bank Polski. Powstałe z przeliczenia różnice kursowe ujmowane są odpowiednio w pozycji przychodów lub kosztów finansowych lub, w przypadkach określonych przepisami, kapitalizowane w wartości aktywów. "
</P_6A>
      <P_6B>Uznawanie przychodów:
Przychody ze sprzedaży są uznawane w momencie wykonania usługi. Sprzedaż wykazuje się w wartości netto, tj. bez uwzględnienia podatku od towarów i usług oraz po uwzględnieniu wszelkich udzielonych rabatów. 
Ze względu na zasadę ostrożności przychody z tytułu odsetek są rozpoznawane w momencie ich zapłaty.
Przychody uznawane są w takiej wysokości, w jakiej jest prawdopodobne, że Spółka uzyska korzyści ekonomiczne, które można wiarygodnie wycenić.
Koszty:
Spółka prowadzi koszty w układzie rodzajowym. Koszt sprzedanych produktów i towarów obejmuje koszty wytworzenia produktów i koszty zakupu towarów, które są współmierne do przychodów ze sprzedaży. 
Na wynik finansowy Spółki wpływają ponadto:
- pozostałe przychody i koszty operacyjne pośrednio związane z działalnością spółki w zakresie m.in. zysków i strat 
ze zbycia niefinansowych aktywów trwałych, aktualizacji wyceny aktywów finansowych, utworzenia i rozwiązania rezerw na przyszłe ryzyko, kar, grzywien i odszkodowań, otrzymania lub przekazania darowizn,
- przychody finansowe z tytułu dywidend (udziałów w zyskach), odsetek, zysków ze zbycia inwestycji, aktualizacji wartości inwestycji, aktualizacji wartości inwestycji, nadwyżki dodatnich różnic kursowych nad ujemnymi, 
- koszty finansowe z tytułu odsetek, strat ze zbycia inwestycji, aktualizacji wartości inwestycji, nadwyżki ujemnych różnic kursowych nad dodatnimi."
</P_6B>
      <P_6C>Sprawozdanie finansowe zostało sporządzone zgodnie z Ustawą z dnia 29 września 1994 r. o rachunkowości (tekst jednolity -  Dz. U. z 2018 r. poz. 395 z późn. zmianiami), według zasady kosztu historycznego, przy uwzględnieniu uproszczeń powyżej.
Sprawozdanie finansowe zostało przygotowane w złotych.

Sprawozdanie finansowe zostało sporządzone ze względu na planowane połączenie spółek: WI Inwestycje Rolne 6 spółka akcyjna z siedzibą we Wrocławiu, WI Inwestycje Rolne 15 spółka akcyjna z siedzibą we Wrocławiu, WI Inwestycje Rolne 16 spółka akcyjna z siedzibą we Wrocławiu, WI Inwestycje Rolne 17 spółka akcyjna z siedzibą we Wrocławiu oraz WI Inwestycje Rolne 41 spółka akcyjna z siedzibą we Wrocławiu, tworząc nowy podmiot: IR-6-15-16-17-41 spółka z ograniczoną odpowiedzialnością.</P_6C>
    </P_6>
  </InformacjeOgolneJednostkaMikro>
  <BilansJednostkaMikro>
    <ns2:Aktywa>
      <ns1:KwotaA>1822151.54</ns1:KwotaA>
      <ns1:KwotaB>1826810.58</ns1:KwotaB>
      <ns2:Aktywa_A>
        <ns1:KwotaA>1790997.58</ns1:KwotaA>
        <ns1:KwotaB>1790997.58</ns1:KwotaB>
      </ns2:Aktywa_A>
      <ns2:Aktywa_B>
        <ns1:KwotaA>31153.96</ns1:KwotaA>
        <ns1:KwotaB>35813.00</ns1:KwotaB>
        <ns2:Aktywa_B_1>
          <ns1:KwotaA>0</ns1:KwotaA>
          <ns1:KwotaB>0</ns1:KwotaB>
        </ns2:Aktywa_B_1>
        <ns2:Aktywa_B_2>
          <ns1:KwotaA>14969.42</ns1:KwotaA>
          <ns1:KwotaB>23447.99</ns1:KwotaB>
        </ns2:Aktywa_B_2>
      </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>1822151.54</ns1:KwotaA>
      <ns1:KwotaB>1826810.58</ns1:KwotaB>
      <ns2:Pasywa_A>
        <ns1:KwotaA>1536309.30</ns1:KwotaA>
        <ns1:KwotaB>1554692.30</ns1:KwotaB>
        <ns2:Pasywa_A_1>
          <ns1:KwotaA>100000.00</ns1:KwotaA>
          <ns1:KwotaB>100000.00</ns1:KwotaB>
        </ns2:Pasywa_A_1>
      </ns2:Pasywa_A>
      <ns2:Pasywa_B>
        <ns1:KwotaA>285842.24</ns1:KwotaA>
        <ns1:KwotaB>272118.28</ns1:KwotaB>
        <ns2:Pasywa_B_1>
          <ns1:KwotaA>0</ns1:KwotaA>
          <ns1:KwotaB>0</ns1:KwotaB>
        </ns2:Pasywa_B_1>
        <ns2:Pasywa_B_2>
          <ns1:KwotaA>285556.56</ns1:KwotaA>
          <ns1:KwotaB>22566.83</ns1:KwotaB>
        </ns2:Pasywa_B_2>
      </ns2:Pasywa_B>
    </ns2:Pasywa>
  </BilansJednostkaMikro>
  <RZiSJednostkaMikro>
    <ns2:A>
      <ns1:KwotaA>0</ns1:KwotaA>
      <ns1:KwotaB>0</ns1:KwotaB>
      <ns2:A_1>
        <ns1:KwotaA>0</ns1:KwotaA>
        <ns1:KwotaB>0</ns1:KwotaB>
      </ns2:A_1>
    </ns2:A>
    <ns2:B>
      <ns1:KwotaA>10517.00</ns1:KwotaA>
      <ns1:KwotaB>8100.80</ns1:KwotaB>
      <ns2:B_I>
        <ns1:KwotaA>0</ns1:KwotaA>
        <ns1:KwotaB>0</ns1:KwotaB>
      </ns2:B_I>
      <ns2:B_II>
        <ns1:KwotaA>0</ns1:KwotaA>
        <ns1:KwotaB>0</ns1:KwotaB>
      </ns2:B_II>
      <ns2:B_III>
        <ns1:KwotaA>0</ns1:KwotaA>
        <ns1:KwotaB>0</ns1:KwotaB>
      </ns2:B_III>
      <ns2:B_IV>
        <ns1:KwotaA>10517.00</ns1:KwotaA>
        <ns1:KwotaB>8100.80</ns1:KwotaB>
      </ns2:B_IV>
    </ns2:B>
    <ns2:C>
      <ns1:KwotaA>0.82</ns1:KwotaA>
      <ns1:KwotaB>1.78</ns1:KwotaB>
      <ns2:C_1>
        <ns1:KwotaA>0</ns1:KwotaA>
        <ns1:KwotaB>0</ns1:KwotaB>
      </ns2:C_1>
    </ns2:C>
    <ns2:D>
      <ns1:KwotaA>10906.82</ns1:KwotaA>
      <ns1:KwotaB>1030.39</ns1:KwotaB>
      <ns2:D_1>
        <ns1:KwotaA>0</ns1:KwotaA>
        <ns1:KwotaB>0</ns1:KwotaB>
      </ns2:D_1>
    </ns2:D>
    <ns2:E>
      <ns1:KwotaA>0</ns1:KwotaA>
      <ns1:KwotaB>0</ns1:KwotaB>
    </ns2:E>
    <ns2:F>
      <ns1:KwotaA>-21423.00</ns1:KwotaA>
      <ns1:KwotaB>-9129.41</ns1:KwotaB>
    </ns2:F>
  </RZiSJednostkaMikro>
  <InformacjeUzupelniajaceDoBilansuJednostkaMikro>
    <InformacjeUzupelniajaceDoBilansu>
      <ns1:Opis>Nota objaśniająca</ns1:Opis>
      <ns1:Plik>
        <ns1:Nazwa>WI_Inwestycje_Rolne_41_S.A._SF_07_2020_INF_DOD.pdf</ns1:Nazwa>
        <ns1:Zawartosc>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</ns1:Zawartosc>
      </ns1:Plik>
    </InformacjeUzupelniajaceDoBilansu>
  </InformacjeUzupelniajaceDoBilansuJednostkaMikro>
<ds:Signature xmlns:ds="http://www.w3.org/2000/09/xmldsig#" Id="Signature-81f610e3-2749-4848-8223-0c725f10eb5d"><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 URI=""><ds:Transforms><ds:Transform Algorithm="http://www.w3.org/TR/1999/REC-xpath-19991116"><ds:XPath>not(ancestor-or-self::ds:Signature)</ds:XPath></ds:Transform></ds:Transforms><ds:DigestMethod Algorithm="http://www.w3.org/2001/04/xmlenc#sha256"/><ds:DigestValue>Z9GJq7YK3OQ4Vpaf1SerfDbdmGtNmxeCieuGmlIXl4Q=</ds:DigestValue></ds:Reference><ds:Reference Type="http://uri.etsi.org/01903#SignedProperties" URI="#SignedProps-81f610e3-2749-4848-8223-0c725f10eb5d"><ds:Transforms><ds:Transform Algorithm="http://www.w3.org/2001/10/xml-exc-c14n#"/></ds:Transforms><ds:DigestMethod Algorithm="http://www.w3.org/2001/04/xmlenc#sha256"/><ds:DigestValue>rzAttjo203oGowgeEKiw8BaxBjaptDlni9VImFt3cM0=</ds:DigestValue></ds:Reference></ds:SignedInfo><ds:SignatureValue Id="SignatureValue-81f610e3-2749-4848-8223-0c725f10eb5d">B2LOuxp5rgQyCEmFI9Ft9AVQfmec3T6NrIAbD0kN0QILZWRNAQe2xDXvCX8UzUw7nuJnvSNcdVANyp4/Oc/iwRExRa9UNydmk4eAqlyvl7L9C0r/AJx+/F1zNueJlfwB58nt4c0wr6ZUCUmMRiwc+e5qTkilccFfAoY9C46l6i6ky251oo8H+NPY9G2N06TXsxELMUu4RvPCrK1aqNA1M2mTKpGJfDdJcTiIgZ0Ru5Pi663pEL9DzetT5oHQz/XNIaYR5gfqBO3/heOOeyYtQjsOVdPRV/Nzdr62lqzB/DyvGGLWZgP8J+JM/vySz3DnvQaZ+YmzJT9wcZwR6MODgQ==</ds:SignatureValue><ds:KeyInfo><ds:X509Data><ds:X509Certificate>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</ds:X509Certificate></ds:X509Data></ds:KeyInfo><ds:Object Id="QualifyingInfos-81f610e3-2749-4848-8223-0c725f10eb5d"><xades:QualifyingProperties xmlns:xades="http://uri.etsi.org/01903/v1.3.2#" Id="QualifyingProps-81f610e3-2749-4848-8223-0c725f10eb5d" Target="#Signature-81f610e3-2749-4848-8223-0c725f10eb5d"><xades:SignedProperties Id="SignedProps-81f610e3-2749-4848-8223-0c725f10eb5d"><xades:SignedSignatureProperties><xades:SigningTime>2020-08-04T13:25:44.543+02:00</xades:SigningTime><xades:SigningCertificate><xades:Cert><xades:CertDigest><ds:DigestMethod Algorithm="http://www.w3.org/2001/04/xmlenc#sha256"/><ds:DigestValue>JQEo05Rx3W4kNO041jSBHzpHJaZm8HzP6EjoFbBZhdo=</ds:DigestValue></xades:CertDigest><xades:IssuerSerial><ds:X509IssuerName>CN=Certum Digital Identification CA SHA2,OU=Certum Certification Authority,O=Unizeto Technologies S.A.,C=PL</ds:X509IssuerName><ds:X509SerialNumber>168754859320287298723462038854673191786</ds:X509SerialNumber></xades:IssuerSerial></xades:Cert></xades:SigningCertificate><xades:SignaturePolicyIdentifier><xades:SignaturePolicyImplied/></xades:SignaturePolicyIdentifier><xades:SignerRole><xades:ClaimedRoles><xades:ClaimedRole><ppZP:PodpisZP xmlns:os="http://crd.gov.pl/xml/schematy/osoba/2009/03/06/" xmlns:ppZP="http://crd.gov.pl/xml/schematy/ppzp/"><ppZP:DaneZP><ppZP:DaneZPOsobyFizycznej><os:Nazwisko rodzajCzlonu="pierwszy">Şahin</os:Nazwisko><os:Imie>Marta</os:Imie><os:PESEL>76020406261</os:PESEL><ppZP:IdZaufanegoProfilu>9246736</ppZP:IdZaufanegoProfilu><ppZP:IdKontaUzytkownikaEpuap>Defne2007</ppZP:IdKontaUzytkownikaEpuap></ppZP:DaneZPOsobyFizycznej></ppZP:DaneZP><ppZP:DanePodpisu><ppZP:IdKontaUzytkownikaEpuap>Defne2007</ppZP:IdKontaUzytkownikaEpuap><ppZP:IdPolitykiAutoryzacji>4</ppZP:IdPolitykiAutoryzacji></ppZP:DanePodpisu></ppZP:PodpisZP></xades:ClaimedRole></xades:ClaimedRoles></xades:SignerRole></xades:SignedSignatureProperties></xades:SignedProperties></xades:QualifyingProperties></ds:Object></ds:Signature><ds:Signature xmlns:ds="http://www.w3.org/2000/09/xmldsig#" Id="Signature-57fde443-f61b-4679-8d18-c06daabc8f4a"><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 URI=""><ds:Transforms><ds:Transform Algorithm="http://www.w3.org/TR/1999/REC-xpath-19991116"><ds:XPath>not(ancestor-or-self::ds:Signature)</ds:XPath></ds:Transform></ds:Transforms><ds:DigestMethod Algorithm="http://www.w3.org/2001/04/xmlenc#sha256"/><ds:DigestValue>Z9GJq7YK3OQ4Vpaf1SerfDbdmGtNmxeCieuGmlIXl4Q=</ds:DigestValue></ds:Reference><ds:Reference Type="http://uri.etsi.org/01903#SignedProperties" URI="#SignedProps-57fde443-f61b-4679-8d18-c06daabc8f4a"><ds:Transforms><ds:Transform Algorithm="http://www.w3.org/2001/10/xml-exc-c14n#"/></ds:Transforms><ds:DigestMethod Algorithm="http://www.w3.org/2001/04/xmlenc#sha256"/><ds:DigestValue>vFmtQmZWJGrmcCBJbIif48jAwCRDuLZHR44YS4x4cfs=</ds:DigestValue></ds:Reference></ds:SignedInfo><ds:SignatureValue Id="SignatureValue-57fde443-f61b-4679-8d18-c06daabc8f4a">SUrudrohzHcJDjhsLs7KWcwHnwO+twTWC0FqtYYAWRnILYon7iGBsMOdOJmKQA819ZpdMxda9+NlzQlTOlMPXG0h9Uiovifj7ZvxwrP34532VP+mj3ggywf6QbsHRm303bMsxDjXQB/xi790QJDbbcfGbHl+GvAAITQCGs0bIUykT/NjfpejwwrVLnjflK0MhtA3Gvt4PaoOlcFzwM2I0i0NlvrOxQen85wQNFbeinFk97MMO/mMuTFmFjiKxGGGRFHk/xEIPxkwd0aORA+Qg+xYK89oFXwiSB+kNHXNLC4s/q2bfFNdmzIzhaR23RmYuPIIYc6waIyJHBORtGOJUw==</ds:SignatureValue><ds:KeyInfo><ds:X509Data><ds:X509Certificate>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</ds:X509Certificate></ds:X509Data></ds:KeyInfo><ds:Object Id="QualifyingInfos-57fde443-f61b-4679-8d18-c06daabc8f4a"><xades:QualifyingProperties xmlns:xades="http://uri.etsi.org/01903/v1.3.2#" Id="QualifyingProps-57fde443-f61b-4679-8d18-c06daabc8f4a" Target="#Signature-57fde443-f61b-4679-8d18-c06daabc8f4a"><xades:SignedProperties Id="SignedProps-57fde443-f61b-4679-8d18-c06daabc8f4a"><xades:SignedSignatureProperties><xades:SigningTime>2020-08-04T13:52:49.320+02:00</xades:SigningTime><xades:SigningCertificate><xades:Cert><xades:CertDigest><ds:DigestMethod Algorithm="http://www.w3.org/2001/04/xmlenc#sha256"/><ds:DigestValue>JQEo05Rx3W4kNO041jSBHzpHJaZm8HzP6EjoFbBZhdo=</ds:DigestValue></xades:CertDigest><xades:IssuerSerial><ds:X509IssuerName>CN=Certum Digital Identification CA SHA2,OU=Certum Certification Authority,O=Unizeto Technologies S.A.,C=PL</ds:X509IssuerName><ds:X509SerialNumber>168754859320287298723462038854673191786</ds:X509SerialNumber></xades:IssuerSerial></xades:Cert></xades:SigningCertificate><xades:SignaturePolicyIdentifier><xades:SignaturePolicyImplied/></xades:SignaturePolicyIdentifier><xades:SignerRole><xades:ClaimedRoles><xades:ClaimedRole><ppZP:PodpisZP xmlns:os="http://crd.gov.pl/xml/schematy/osoba/2009/03/06/" xmlns:ppZP="http://crd.gov.pl/xml/schematy/ppzp/"><ppZP:DaneZP><ppZP:DaneZPOsobyFizycznej><os:Nazwisko rodzajCzlonu="pierwszy">Legutko</os:Nazwisko><os:Imie>Jacek</os:Imie><os:ImieDrugie>Borysław</os:ImieDrugie><os:PESEL>63090202390</os:PESEL><ppZP:IdZaufanegoProfilu>4112339</ppZP:IdZaufanegoProfilu><ppZP:IdKontaUzytkownikaEpuap>jacek_legutko</ppZP:IdKontaUzytkownikaEpuap></ppZP:DaneZPOsobyFizycznej></ppZP:DaneZP><ppZP:DanePodpisu><ppZP:IdKontaUzytkownikaEpuap>jacek_legutko</ppZP:IdKontaUzytkownikaEpuap><ppZP:IdPolitykiAutoryzacji>4</ppZP:IdPolitykiAutoryzacji></ppZP:DanePodpisu></ppZP:PodpisZP></xades:ClaimedRole></xades:ClaimedRoles></xades:SignerRole></xades:SignedSignatureProperties></xades:SignedProperties></xades:QualifyingProperties></ds:Object></ds:Signature></JednostkaMikro>