<?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>2021-01-01</ns1:OkresOd>
    <ns1:OkresDo>2021-12-31</ns1:OkresDo>
    <ns1:DataSporzadzenia>2022-05-11</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 SELEKTYWNE SPÓŁKA Z OGRANICZONĄ ODPOWIEDZIALNOŚCIĄ</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>7010486203</P_1C>
      <P_1D>0000559374</P_1D>
    </P_1>
    <P_3>
      <ns1:DataOd>2021-01-01</ns1:DataOd>
      <ns1:DataDo>2021-12-31</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 bilansu według załącznika nr 4 do ustawy o rachunkowości (art. 46 ust. 5);
- Zastosowanie uproszonego rachunku 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>false</P_5B>
      <P_5C>Na datę bilansową kapitał własny był ujemny co wskazuje na zagrożenie kontynuacji działalności przez Spółkę w okresie nie krótszym niż 12 miesięcy od daty bilansowej. Zgodnie z postanowieniami art. 233 Kodeksu Spółek Handlowych w przypadku, gdy skumulowane straty przewyższają sumę kapitałów zapasowego i rezerwowych oraz połowę kapitału zakładowego Zarząd Spółki jest zobowiązany do zwołania Zgromadzenia Wspólników w celu podjęcia uchwały o dalszym istnieniu Spółki. Zarząd zaproponuje Wspólnikom podjęcie. powyższej uchwały podczas najbliższego Zwyczajnego Zgromadzenia Wspólników.</P_5C>
    </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. zmianami), 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 pozostałe</P_6A>
      <P_6A> 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. 2021 r. poz. 217 z późniejszymi zmianami), według zasady kosztu historycznego, przy uwzględnieniu uproszczeń powyżej.
Sprawozdanie finansowe zostało przygotowane w złotych.

Po dniu bilansowym miały miejsce następujące okoliczności: W dniu 20.04.2022 r. nastąpiło przejęcie przez spółkę WI Inwestycje Selektywne Spółka z ograniczoną odpowiedzialnością  - spółka Przejmująca w trybie art. 492 par. 1 pkt 1 KSH spółek:
- WI Inwestycje Selektywne Spółka z ograniczoną odpowiedzialnością 2 spółka komandytowo – akcyjna (KRS 0000495834),
- WI Inwestycje Selektywne Spółka z ograniczoną odpowiedzialnością 3 spółka komandytowo – akcyjna (KRS 0000511335),
- WI Inwestycje Selektywne Spółka z ograniczoną odpowiedzialnością 4 spółka komandytowo – akcyjna (KRS 0000483642),
- WI Inwestycje Selektywne 1 spółka akcyjna (KRS 0000570669),
- WI Inwestycje Selektywne 2 spółka akcyjna (KRS 0000577085),
- WI Inwestycje Selektywne 3 spółka akcyjna (KRS 0000582100),
oraz Talis spółka akcyjna (KRS 0000620813),
- spółki Przejmowane.

Uchwała Nadzwyczajnego Zgromadzenia Wspólników spółki Przejmującej - akt notarialny Rep. A nr 8652/2021 z dnia 19,10,2021r., Kancelaria Notarialna w Warszawie ul. Wspólna nr 25, Notariusz Piotr Skoworodko.

Na skutek połączenia spółki Przejmowane zostaną wykreślone z Rejestru Przedsiębiorców Krajowego Rejestru Sądowego oraz rozwiązane bez przeprowadzenia postępowania likwidacyjnego.

Z dniem połączenia tj. 20.04.2022 r. spółka WI Inwestycje Selektywne spółka z ograniczoną odpowiedzialnością wstępuje na mocy art. 494 § 1 KSH we wszystkie prawa i obowiązki spółek Przejmowanych, w tym staje się stroną wszelkich umów zawartych przez spółki.
</P_6C>
    </P_6>
  </InformacjeOgolneJednostkaMikro>
  <BilansJednostkaMikro>
    <ns2:Aktywa>
      <ns1:KwotaA>14177403.88</ns1:KwotaA>
      <ns1:KwotaB>9139509.77</ns1:KwotaB>
      <ns2:Aktywa_A>
        <ns1:KwotaA>7164989.95</ns1:KwotaA>
        <ns1:KwotaB>9050704.75</ns1:KwotaB>
      </ns2:Aktywa_A>
      <ns2:Aktywa_B>
        <ns1:KwotaA>7012413.93</ns1:KwotaA>
        <ns1:KwotaB>88805.02</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>3006.85</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>14177403.88</ns1:KwotaA>
      <ns1:KwotaB>9139509.77</ns1:KwotaB>
      <ns2:Pasywa_A>
        <ns1:KwotaA>-1738999.41</ns1:KwotaA>
        <ns1:KwotaB>911006.23</ns1:KwotaB>
        <ns2:Pasywa_A_1>
          <ns1:KwotaA>7500.00</ns1:KwotaA>
          <ns1:KwotaB>7500.00</ns1:KwotaB>
        </ns2:Pasywa_A_1>
      </ns2:Pasywa_A>
      <ns2:Pasywa_B>
        <ns1:KwotaA>15916403.29</ns1:KwotaA>
        <ns1:KwotaB>8228503.54</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>7060986.31</ns1:KwotaA>
          <ns1:KwotaB>52126.63</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>110935.37</ns1:KwotaA>
      <ns1:KwotaB>5067.17</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>110935.37</ns1:KwotaA>
        <ns1:KwotaB>5067.17</ns1:KwotaB>
      </ns2:B_IV>
    </ns2:B>
    <ns2:C>
      <ns1:KwotaA>5395315.42</ns1:KwotaA>
      <ns1:KwotaB>316069.21</ns1:KwotaB>
      <ns2:C_1>
        <ns1:KwotaA>3909672.01</ns1:KwotaA>
        <ns1:KwotaB>86509.76</ns1:KwotaB>
      </ns2:C_1>
    </ns2:C>
    <ns2:D>
      <ns1:KwotaA>7934385.69</ns1:KwotaA>
      <ns1:KwotaB>590783.60</ns1:KwotaB>
      <ns2:D_1>
        <ns1:KwotaA>7184335.87</ns1:KwotaA>
        <ns1:KwotaB>228000.00</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>-2650005.64</ns1:KwotaA>
      <ns1:KwotaB>-279781.56</ns1:KwotaB>
    </ns2:F>
  </RZiSJednostkaMikro>
  <InformacjeUzupelniajaceDoBilansuJednostkaMikro>
    <InformacjeUzupelniajaceDoBilansu>
      <ns1:Opis>Nota objaśniająca</ns1:Opis>
      <ns1:Plik>
        <ns1:Nazwa>WI_Inwestycje_Selektywne_Sp._z_o.o._SF2021_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-fd4e53a1-29de-49c1-81a4-c817b2a503b6"><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>d1rdhkVFn6LCi2Rw+H/z13Ncy5RDGKIXFOjsNLL086E=</ds:DigestValue></ds:Reference><ds:Reference Type="http://uri.etsi.org/01903#SignedProperties" URI="#SignedProps-fd4e53a1-29de-49c1-81a4-c817b2a503b6"><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>zkgf0MyyQnyHdVMr4uTFT7LaN1r7zzowMgYRoovMNcI=</ds:DigestValue></ds:Reference></ds:SignedInfo><ds:SignatureValue Id="SignatureValue-fd4e53a1-29de-49c1-81a4-c817b2a503b6">lznY5d+mmps5V562ZTpeR6mO7gKP58UgUQw7eOaMG2/+JhzsTNdSutmStVM0ohq+v8XRfZTQUxS0qZOYtGyFThG0h2j+0OB/O152LtXmJI4JJ+lwRz7urC/KEprknGveRwQkumCw/W4T9YNpkUaPyiq9ZT7Y4VSIN6a/82ThsgwsV4HSG1kFl2DSILndtEjR88kf6D2qjFwwbxogzQ3pT4WjdfUWrQgBnr96DxLScJpz+0HdY9X8pCZao37z7b+XDUbA9nzYh+XQoy6JeXR8bpZS1P9sV0dEdQApbQKwqtbRL7q3wcFZ2v8cq9O0dZA86rP5mY7eT8NHhfH+Wb0Kkw==</ds:SignatureValue><ds:KeyInfo><ds:X509Data><ds:X509Certificate>MIIH5jCCBc6gAwIBAgITAKWyAXBsg/LFKWDZonC14xXSFjANBgkqhkiG9w0BAQsFADBvMRkwFwYDVQRhDBBWQVRQTC05NTEyMzUyMzc5MQswCQYDVQQGEwJQTDEcMBoGA1UECgwTRXVyb0NlcnQgU3AuIHogby5vLjEnMCUGA1UEAwweQ2VudHJ1bSBLd2FsaWZpa293YW5lIEV1cm9DZXJ0MB4XDTIxMDIxNzA5MzcxMloXDTI0MDIxNzA5MzcxMlowgZsxKjAoBgNVBAoMIUthbmNlbGFyaWEgUHJlemVzYSBSYWR5IE1pbmlzdHJvdzFFMEMGA1UEAww8TWluaXN0ZXIgZG8gc3ByYXcgaW5mb3JtYXR5emFjamkgLSBwaWVjemVjIHBvZHBpc3UgemF1ZmFuZWdvMRkwFwYDVQRhDBBWQVRQTC01MjYxNjQ1MDAwMQswCQYDVQQGDAJQTDCCASIwDQYJKoZIhvcNAQEBBQADggEPADCCAQoCggEBAL3CxtN20IBszsxx/PQre2QIOhZMIdib8o4hqxkFYhvKmtfCcSPdFpqJynaxjVCezCiun+6Qx8rqp3ZNhuf/aYMoe/hRwAOggK8Nl0DXNHot2cGU9LvLLZYT5O59D83q7LR2wllNK5Ee8DRZIHS+LOV1c06YUfIbyB49gbGjv3qZ0XJZaEIHOZunpTtIbyfbIL/FgMyw9pGb+YSgBOv0YrHhL0LvrcI3waDzKUgoWBffPnT3DZCjtgTclVdC6a9YxzSP72kWoyyQnJB3MNLAnlifuxW6roMjME8GiduVl7oFI+9xhcyi30DtMwoXhT/eoPdox9IsBAab9N+XMr9WwXcCAwEAAaOCA0wwggNIMB8GA1UdIwQYMBaAFHRicJn/G2A7xGS1hB+jFQxcy1+9MB0GA1UdDgQWBBQolbJUsnSegzjinBFyi3728o9x4zAPBgNVHRMBAf8EBTADAQEAMA4GA1UdDwEB/wQEAwIGwDCCAi4GA1UdIASCAiUwggIhMIICEgYKKoRoAYb4fwECAzCCAgIwMAYIKwYBBQUHAgEWJGh0dHA6Ly93d3cuZXVyb2NlcnQucGwvcmVwb3p5dG9yaXVtLzCCAcwGCCsGAQUFBwICMIIBvgyCAbpDZXJ0eWZpa2F0IHd5c3Rhd2lvbnkgemdvZG5pZSB6IGFrdHVhbG55bSBkb2t1bWVudGVtOiBQb2xpdHlrYSBDZXJ0eWZpa2FjamkgaSBLb2Rla3MgUG9zdGVwb3dhbmlhIENlcnR5ZmlrYWN5am5lZ28gS3dhbGlmaWtvd2FueWNoIFVzbHVnIFphdWZhbmlhIEV1cm9DZXJ0LCB6bmFqZHVqYWN5bSBzaWUgdyByZXBvenl0b3JpdW06IGh0dHA6Ly93d3cuZXVyb2NlcnQucGwvcmVwb3p5dG9yaXVtLy4gVGhpcyBjZXJ0aWZpY2F0ZSB3YXMgaXNzdWVkIGFjY29yZGluZyB0byB0aGUgY3VycmVudCBkb2N1bWVudDogQ2VydGlmaWNhdGUgUG9saWN5IGFuZCBDZXJ0aWZpY2F0aW9uIFByYWN0aWNlIFN0YXRlbWVudCBvZiBFdXJvQ2VydCBRdWFsaWZpZWQgVHJ1c3QgU2VydmljZXMsIHdoaWNoIGNhbiBiZSBmb3VuZCBhdCBodHRwOi8vd3d3LmV1cm9jZXJ0LnBsL3JlcG96eXRvcml1bS8uMAkGBwQAi+xAAQEwMQYDVR0fBCowKDAmoCSgIoYgaHR0cDovL2NybC5ldXJvY2VydC5wbC9xY2EwMy5jcmwwUQYIKwYBBQUHAQEERTBDMEEGCCsGAQUFBzAChjVodHRwczovL2V1cm9jZXJ0LnBsL3B1Yi9QcmF3by9RQ0EwM19FdXJvY2VydF8yMDE3LmRlcjAtBggrBgEFBQcBAwQhMB8wCAYGBACORgEBMBMGBgQAjkYBBjAJBgcEAI5GAQYCMA0GCSqGSIb3DQEBCwUAA4ICAQB6lYoD4fg6lGFUqMGm2mgkN2Q3e7R571azn+bhAFz51R5eUn/w5kE1p4hT1Zhf215URLJJy6naU4LU3G/pVm/vdSYg7eB+dJvbBvO1JUl/9OPT0PQcxvhm14wq9qDe1WZSqaECbeC+1qNqhWKd5zqz++jrmcUVB7iOA9lSGk3AGtcAobo8pb0TzrsKFfcENBC8J2n9MQOos/YanbTSt9ZpIYM+ZLa2/yFW7MEGJ2nZhO+/0To0NRc8ZMEbBu7WkENFCCUza5q9D9SEo37mdkrqQS6Slvle8DtePW79pbcJMDIbARFwcN4nkUpCv5+hpklP+KC7PL4iOrAl362Xn7R/D+7dHFRCJXPQTubkPhdmms0Ijisa4/5Wi/xILwz5zr6LaatCJurWAiaJ5uAGhMBuLoVUMiBuVkoj7aZhiYm5GDVOHJEV8m0IL0/vPluKs0nYIULc0xomqnOdCGZ3qo1wq5eObF6EiJf2EcRUDM/JtWTO+tsZj9hIv6Nka+7A5Qge5dXhgW78gDLMpXjmm3uSEK9JBwqUHaTmjT/BHzQSjjHuD4gM41Cfi2vmULEabV/Qa4vtmqycjuK8YPgZ0Fvv1l1CuiYbJ9angSh723FCxkM0Onib5W1vH0wOpO/NUr9zQ7dK26PUAhpWDestgzDdxOvwe5dghF4i3g9AQsDYAg==</ds:X509Certificate></ds:X509Data></ds:KeyInfo><ds:Object Id="QualifyingInfos-fd4e53a1-29de-49c1-81a4-c817b2a503b6"><xades:QualifyingProperties xmlns:xades="http://uri.etsi.org/01903/v1.3.2#" Id="QualifyingProps-fd4e53a1-29de-49c1-81a4-c817b2a503b6" Target="#Signature-fd4e53a1-29de-49c1-81a4-c817b2a503b6"><xades:SignedProperties Id="SignedProps-fd4e53a1-29de-49c1-81a4-c817b2a503b6"><xades:SignedSignatureProperties><xades:SigningTime>2022-05-12T11:08:08.568+02:00</xades:SigningTime><xades:SigningCertificate><xades:Cert><xades:CertDigest><ds:DigestMethod Algorithm="http://www.w3.org/2001/04/xmlenc#sha256"/><ds:DigestValue>8Tzx3nH1cYGxNyRGegcfMi6egwMkGMAOqx/ITNnTbQ8=</ds:DigestValue></xades:CertDigest><xades:IssuerSerial><ds:X509IssuerName>CN=Centrum Kwalifikowane EuroCert,O=EuroCert Sp. z o.o.,C=PL,2.5.4.97=#0c10564154504c2d39353132333532333739</ds:X509IssuerName><ds:X509SerialNumber>14434099353018565944215907256312539886506518</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-38ad1ef6-b0d9-4983-b823-a4921df6e824"><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>d1rdhkVFn6LCi2Rw+H/z13Ncy5RDGKIXFOjsNLL086E=</ds:DigestValue></ds:Reference><ds:Reference Type="http://uri.etsi.org/01903#SignedProperties" URI="#SignedProps-38ad1ef6-b0d9-4983-b823-a4921df6e824"><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>8L0SbgN29TpDrcFjwxmhn+OzUCGmlYcpjnB28zWvYnw=</ds:DigestValue></ds:Reference></ds:SignedInfo><ds:SignatureValue Id="SignatureValue-38ad1ef6-b0d9-4983-b823-a4921df6e824">SeCWl1NX8lPWaakCPdBxa8w/CZS9bbNDzyQ2QM/5SRaU6BKYBvZ6rd+dZdqH/qjJjmwmcNhho8WFEUuEZYHyTJy48P+0IJuyHesYbt+f4tNeUIoNavJ7enwkUlM4whD5BiWL3eAweWBwCDOKvM1/l8E9+VSuQmIzRi/hZu4cbwLhst7mnmqCiY7YTUysfofwdKB7drOFBKVwtnqjwhm9FfsppZ9FjLg2g6w0aAxxsw5FyHaFJj1hsvpPPw747S5SmlsvDqqPOUgTbf/2N0yLSLU8YZrRl5bwfFQ1/+5EBE9h4yRecwunympWOZL5AqZwwvTHRtItJqjgb6KpLWqy6w==</ds:SignatureValue><ds:KeyInfo><ds:X509Data><ds:X509Certificate>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</ds:X509Certificate></ds:X509Data></ds:KeyInfo><ds:Object Id="QualifyingInfos-38ad1ef6-b0d9-4983-b823-a4921df6e824"><xades:QualifyingProperties xmlns:xades="http://uri.etsi.org/01903/v1.3.2#" Id="QualifyingProps-38ad1ef6-b0d9-4983-b823-a4921df6e824" Target="#Signature-38ad1ef6-b0d9-4983-b823-a4921df6e824"><xades:SignedProperties Id="SignedProps-38ad1ef6-b0d9-4983-b823-a4921df6e824"><xades:SignedSignatureProperties><xades:SigningTime>2022-06-06T17:40:18.042+02:00</xades:SigningTime><xades:SigningCertificate><xades:Cert><xades:CertDigest><ds:DigestMethod Algorithm="http://www.w3.org/2001/04/xmlenc#sha256"/><ds:DigestValue>8Tzx3nH1cYGxNyRGegcfMi6egwMkGMAOqx/ITNnTbQ8=</ds:DigestValue></xades:CertDigest><xades:IssuerSerial><ds:X509IssuerName>CN=Centrum Kwalifikowane EuroCert,O=EuroCert Sp. z o.o.,C=PL,2.5.4.97=#0c10564154504c2d39353132333532333739</ds:X509IssuerName><ds:X509SerialNumber>14434099353018565944215907256312539886506518</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">PUTYŁO</os:Nazwisko><os:Imie>TOMASZ</os:Imie><os:PESEL>66111611135</os:PESEL><ppZP:IdZaufanegoProfilu>16079897</ppZP:IdZaufanegoProfilu><ppZP:IdKontaUzytkownikaEpuap>RzeKos1966</ppZP:IdKontaUzytkownikaEpuap></ppZP:DaneZPOsobyFizycznej></ppZP:DaneZP><ppZP:DanePodpisu><ppZP:IdKontaUzytkownikaEpuap>RzeKos1966</ppZP:IdKontaUzytkownikaEpuap><ppZP:IdPolitykiAutoryzacji>101</ppZP:IdPolitykiAutoryzacji></ppZP:DanePodpisu></ppZP:PodpisZP></xades:ClaimedRole></xades:ClaimedRoles></xades:SignerRole></xades:SignedSignatureProperties></xades:SignedProperties></xades:QualifyingProperties></ds:Object></ds:Signature></JednostkaMikro>