<?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>2020-06-30</ns1:OkresDo>
    <ns1:DataSporzadzenia>2020-07-01</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 29 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>7010568705</P_1C>
      <P_1D>0000613530</P_1D>
    </P_1>
    <P_3>
      <ns1:DataOd>2020-01-01</ns1:DataOd>
      <ns1:DataDo>2020-06-30</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 5 spółka akcyjna z siedzibą we Wrocławiu, WI Inwestycje Rolne 8 spółka akcyjna z siedzibą we Wrocławiu, WI Inwestycje Rolne 10 spółka akcyjna z siedzibą we Wrocławiu, WI Inwestycje Rolne 11 spółka akcyjna z siedzibą we Wrocławiu oraz WI Inwestycje Rolne 29 spółka akcyjna z siedzibą we Wrocławiu, tworząc nowy podmiot: IR-5-8-10-11-29 spółka z ograniczoną odpowiedzialnością. </P_6C>
    </P_6>
  </InformacjeOgolneJednostkaMikro>
  <BilansJednostkaMikro>
    <ns2:Aktywa>
      <ns1:KwotaA>1016129.77</ns1:KwotaA>
      <ns1:KwotaB>1007895.72</ns1:KwotaB>
      <ns2:Aktywa_A>
        <ns1:KwotaA>978000.00</ns1:KwotaA>
        <ns1:KwotaB>978000.00</ns1:KwotaB>
      </ns2:Aktywa_A>
      <ns2:Aktywa_B>
        <ns1:KwotaA>38129.77</ns1:KwotaA>
        <ns1:KwotaB>29895.72</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>0</ns1:KwotaA>
          <ns1:KwotaB>0</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>1016129.77</ns1:KwotaA>
      <ns1:KwotaB>1007895.72</ns1:KwotaB>
      <ns2:Pasywa_A>
        <ns1:KwotaA>901629.08</ns1:KwotaA>
        <ns1:KwotaB>824926.71</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>114500.69</ns1:KwotaA>
        <ns1:KwotaB>182969.01</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>80419.68</ns1:KwotaA>
          <ns1:KwotaB>32238.33</ns1:KwotaB>
        </ns2:Pasywa_B_2>
      </ns2:Pasywa_B>
    </ns2:Pasywa>
  </BilansJednostkaMikro>
  <RZiSJednostkaMikro>
    <ns2:A>
      <ns1:KwotaA>51790.68</ns1:KwotaA>
      <ns1:KwotaB>15394.97</ns1:KwotaB>
      <ns2:A_1>
        <ns1:KwotaA>0</ns1:KwotaA>
        <ns1:KwotaB>0</ns1:KwotaB>
      </ns2:A_1>
    </ns2:A>
    <ns2:B>
      <ns1:KwotaA>9824.94</ns1:KwotaA>
      <ns1:KwotaB>9955.22</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>9824.94</ns1:KwotaA>
        <ns1:KwotaB>9955.22</ns1:KwotaB>
      </ns2:B_IV>
    </ns2:B>
    <ns2:C>
      <ns1:KwotaA>36947.97</ns1:KwotaA>
      <ns1:KwotaB>0</ns1:KwotaB>
      <ns2:C_1>
        <ns1:KwotaA>36947.97</ns1:KwotaA>
        <ns1:KwotaB>0</ns1:KwotaB>
      </ns2:C_1>
    </ns2:C>
    <ns2:D>
      <ns1:KwotaA>2211.34</ns1:KwotaA>
      <ns1:KwotaB>1631.07</ns1:KwotaB>
      <ns2:D_1>
        <ns1:KwotaA>0</ns1:KwotaA>
        <ns1:KwotaB>0</ns1:KwotaB>
      </ns2:D_1>
    </ns2:D>
    <ns2:E>
      <ns1:KwotaA>0.00</ns1:KwotaA>
      <ns1:KwotaB>445</ns1:KwotaB>
    </ns2:E>
    <ns2:F>
      <ns1:KwotaA>76702.37</ns1:KwotaA>
      <ns1:KwotaB>3363.68</ns1:KwotaB>
    </ns2:F>
  </RZiSJednostkaMikro>
  <InformacjeUzupelniajaceDoBilansuJednostkaMikro>
    <InformacjeUzupelniajaceDoBilansu>
      <ns1:Opis>Nota objaśniająca</ns1:Opis>
      <ns1:Plik>
        <ns1:Nazwa>WI_Inwestycje_Rolne_29_S.A._SF_30_06_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-d3c33960-5e02-4908-9a59-51211da2cf4c"><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>5euF2ExIuoMvluxWN2dEV2mj60KV2ZV845mUzcb7jDI=</ds:DigestValue></ds:Reference><ds:Reference Type="http://uri.etsi.org/01903#SignedProperties" URI="#SignedProps-d3c33960-5e02-4908-9a59-51211da2cf4c"><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>NoLwnWHbO/CNfH+ZcNb3GtQdh8Zkfp5471cimOFHIM4=</ds:DigestValue></ds:Reference></ds:SignedInfo><ds:SignatureValue Id="SignatureValue-d3c33960-5e02-4908-9a59-51211da2cf4c">px/d5ug+CXJYEn/DNkLK6XzIGgqpa4nXw2c5rvv5tyNm/jS4O1nz3rsUr5v3MfC3Nt78dNDD/M1GveqO5mrAuzQZrdlZkJ/43R4fuiJSQDmxvmikjb83YyBNOqq0vO7/QcCUktXCiGWqt5aC5elJx9mSyvMa3p8O2BF6U165dhIOsLs0YUgxhTEswRKgcKfYe6hLyrtv1p0tWHlX4sYnFsgeoMR89YdATMjhtbC0JsUxEj/aJZl74ohW1klW07xKXSO60oPyhxAnWaURXUFwmoUpMuBWa8LqZ29gM5zx3GpJtep86S+QRE8NHjcg3p2QmhIFvfQdl3lmHJRqJ1CPJw==</ds:SignatureValue><ds:KeyInfo><ds:X509Data><ds:X509Certificate>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</ds:X509Certificate></ds:X509Data></ds:KeyInfo><ds:Object Id="QualifyingInfos-d3c33960-5e02-4908-9a59-51211da2cf4c"><xades:QualifyingProperties xmlns:xades="http://uri.etsi.org/01903/v1.3.2#" Id="QualifyingProps-d3c33960-5e02-4908-9a59-51211da2cf4c" Target="#Signature-d3c33960-5e02-4908-9a59-51211da2cf4c"><xades:SignedProperties Id="SignedProps-d3c33960-5e02-4908-9a59-51211da2cf4c"><xades:SignedSignatureProperties><xades:SigningTime>2020-07-01T14:34:39.689+02:00</xades:SigningTime><xades:SigningCertificate><xades:Cert><xades:CertDigest><ds:DigestMethod Algorithm="http://www.w3.org/2001/04/xmlenc#sha256"/><ds:DigestValue>PYlH9aOtD8m//sXZCYSK3SsVlX/31GUZOBfmKaW/MnI=</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>27535653158573895064692145267104486296</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-36f044db-4566-4a94-92ca-4e7bdde60562"><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>5euF2ExIuoMvluxWN2dEV2mj60KV2ZV845mUzcb7jDI=</ds:DigestValue></ds:Reference><ds:Reference Type="http://uri.etsi.org/01903#SignedProperties" URI="#SignedProps-36f044db-4566-4a94-92ca-4e7bdde60562"><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>up5z879ZE7lTRZIhPBHJdGy4FEYKpOAksaZ8hVmdx78=</ds:DigestValue></ds:Reference></ds:SignedInfo><ds:SignatureValue Id="SignatureValue-36f044db-4566-4a94-92ca-4e7bdde60562">XbmszuDdmzakuoMEmX/Ma+2FwFDQBE51GltRAV4ZKj3oe6FNxJSKiWRH7biv3EBzYgGfK7Cs+Hz5Vvfk6zxDmT+Ehwre+TYVW96c431A5zkcrfGCyRefRz2tETestdHZU8uxJDt2g+BgD5wHnL+tZg4xWHL1i6pGdd43E/E0G8ztcnrJu48G8Ag3tUvjXGTwg+c/WHiQpptHwIjBuzoGKmhNas5QQoly5oPUVByC+GgGGHuebS0TxRZtfj5up4Y99Q6Rux1NEVU9hCqpIFAP6JOVeErVYYL5CN09dBVj+JoFAKmnEdw1Dd+fB8fAoH+scy3Q4Re5yDF+YqPMo8Gtxw==</ds:SignatureValue><ds:KeyInfo><ds:X509Data><ds:X509Certificate>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</ds:X509Certificate></ds:X509Data></ds:KeyInfo><ds:Object Id="QualifyingInfos-36f044db-4566-4a94-92ca-4e7bdde60562"><xades:QualifyingProperties xmlns:xades="http://uri.etsi.org/01903/v1.3.2#" Id="QualifyingProps-36f044db-4566-4a94-92ca-4e7bdde60562" Target="#Signature-36f044db-4566-4a94-92ca-4e7bdde60562"><xades:SignedProperties Id="SignedProps-36f044db-4566-4a94-92ca-4e7bdde60562"><xades:SignedSignatureProperties><xades:SigningTime>2020-07-01T15:39:56.213+02:00</xades:SigningTime><xades:SigningCertificate><xades:Cert><xades:CertDigest><ds:DigestMethod Algorithm="http://www.w3.org/2001/04/xmlenc#sha256"/><ds:DigestValue>PYlH9aOtD8m//sXZCYSK3SsVlX/31GUZOBfmKaW/MnI=</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>27535653158573895064692145267104486296</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>