11 BIT Studios S.A.

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') 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  - span (class="awspan awtext001", style="font-size:7pt; left:0pt; top:8.28pt;"): PricewaterhouseCoopers Polska spółka z ograniczoną odpowiedzialnością Audyt sp. k., ul. Polna 11, 00-633 Warszawa, Polska; T: +48 (22) 746 4000,
  - span (class="awspan awtext001", style="font-size:7pt; left:0pt; top:16.33pt;"): F: +48 (22) 742 4040, www.pwc.pl
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  - span (class="awspan awtext001", style="font-size:6pt; left:0pt; top:0.2pt;"): PricewaterhouseCoopers Polska spółka z ograniczoną odpowiedzialnością Audyt sp. k. wpisana jest do Krajowego Rejestru Sądowego prowadzonego przez Sąd Rejonowy dla m.
  - span (class="awspan awtext001", style="font-size:6pt; left:0pt; top:7.1pt;"): st. Warszawy, pod numerem KRS 0000750050, NIP 526-021-02-28. Siedzibą Spółki jest Warszawa, ul. Polna 11.
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", style="left:3.29pt; top:28.85pt; width:111.12pt; height:93.83pt;")
- div (class="awdiv", style="left:68.3pt; top:762.69pt;")
  - div (class="awdiv", style="left:0pt; top:-0.25pt; width:465.6pt; height:0pt; border-top:solid 0.75pt #d04a02;")
- div (class="awdiv", style="left:68.05pt; top:23.8pt;")
  - div (class="awdiv", style="top:98.85pt;")
  - span (class="awspan awtext002", style="font-size:16pt; color:#d04a02; left:0pt; top:18pt;"): Sprawozdanie niezależnego biegłego rewidenta z badania
  - div (class="awdiv", style="top:155.03pt;")
  - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:0.33pt;"): Dla Walnego Zgromadzenia i Rady Nadzorczej 11
  - span (class="awspan awtext001", style="font-size:10pt; left:224.55pt; top:0.33pt;"): b
  - span (class="awspan awtext001", style="font-size:10pt; left:230.11pt; top:0.33pt;"): it
  - span (class="awspan awtext001", style="font-size:10pt; left:237.89pt; top:0.33pt;"): s
  - span (class="awspan awtext001", style="font-size:10pt; left:242.89pt; top:0.33pt;"): tudios S.A.
  - div (class="awdiv", style="top:184.53pt;")
  - span (class="awspan awtext003", style="color:#d04a02; left:0pt; top:0.39pt;"): Sprawozdanie z badania rocznego sprawozdania finansowego
  - div (class="awdiv", style="top:216.33pt;")
  - span (class="awspan awtext001", style="color:#d04a02; left:0pt; top:4.89pt;"): Nasza opinia
  - div (class="awdiv", style="left:-1.45pt; top:216.33pt; width:479.1pt; height:0pt; border-top:solid 0.75pt #d04a02;")
  - div (class="awdiv", style="top:240.63pt;")
  - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:0.33pt;"): Naszym zdaniem, załączone roczne sprawozdanie finansowe:
  - div (class="awdiv", style="top:258.13pt;")
  - div (style="left:0pt; top:0pt;")
  - span (class="awspan awtext004", style="font-size:10pt; color:#d04a02; left:0pt; top:0pt;"): ●
  - span (class="awspan awtext001", style="font-size:10pt; left:17.85pt; top:0.47pt;"): przedstawia rzetelny i jasny obraz sytuacji majątkowej i finansowej 11
  - span (class="awspan awtext001", style="font-size:10pt; left:328.55pt; top:0.47pt;"): b
  - span (class="awspan awtext001", style="font-size:10pt; left:334.11pt; top:0.47pt;"): it
  - span (class="awspan awtext001", style="font-size:10pt; left:341.89pt; top:0.47pt;"): s
  - span (class="awspan awtext001", style="font-size:10pt; left:346.89pt; top:0.47pt;"): tudios S.A. („Spółka”) na
  - span (class="awspan awtext001", style="font-size:10pt; left:17.85pt; top:11.97pt;"): dzień 31 grudnia 2023 r. oraz wyniku finansowego i przepływów pieniężnych Spółki za rok obrotowy
  - span (class="awspan awtext001", style="font-size:10pt; left:17.85pt; top:23.47pt;"): zakończony w tym dniu zgodnie z mającymi zastosowanie Międzynarodowymi Standardami
  - span (class="awspan awtext001", style="font-size:10pt; left:17.85pt; top:34.97pt;"): Sprawozdawczości Finansowej zatwierdzonymi przez Unię Europejską oraz przyjętymi zasadami
  - span (class="awspan awtext001", style="font-size:10pt; left:17.85pt; top:46.46pt;"): (polityką) rachunkowości;
  - div (class="awdiv", style="top:321.76pt;")
  - div (style="left:0pt; top:0pt;")
  - span (class="awspan awtext004", style="font-size:10pt; color:#d04a02; left:0pt; top:0pt;"): ●
  - span (class="awspan awtext001", style="font-size:10pt; left:17.85pt; top:0.47pt;"): jest zgodne co do formy i treści z obowiązującymi Spółkę przepisami prawa oraz jej statutem;
  - div (class="awdiv", style="top:339.4pt;")
  - div (style="left:0pt; top:0pt;")
  - span (class="awspan awtext004", style="font-size:10pt; color:#d04a02; left:0pt; top:0pt;"): ●
  - span (class="awspan awtext001", style="font-size:10pt; left:17.85pt; top:0.47pt;"): zostało sporządzone na podstawie prawidłowo prowadzonych ksiąg rachunkowych zgodnie z
  - span (class="awspan awtext001", style="font-size:10pt; left:17.85pt; top:11.97pt;"): przepisami rozdziału 2 ustawy z dn. 29 września 1994 r. o rachunkowości („Ustawa o rachunkowości”).
  - div (class="awdiv", style="top:368.54pt;")
  - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:0.33pt;"): Niniejsza opinia jest spójna z naszym sprawozdaniem dodatkowym dla Komitetu Audytu, które wydaliśmy
  - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:11.83pt;"): z dniem niniejszego sprawozdania.
  - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:34.82pt;"): Przedmiot naszego badania
  - div (class="awdiv", style="top:420.54pt;")
  - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:0.33pt;"): Przeprowadziliśmy badanie rocznego sprawozdania finansowego 11
  - span (class="awspan awtext001", style="font-size:10pt; left:305.73pt; top:0.33pt;"): b
  - span (class="awspan awtext001", style="font-size:10pt; left:311.29pt; top:0.33pt;"): it
  - span (class="awspan awtext001", style="font-size:10pt; left:319.07pt; top:0.33pt;"): s
  - span (class="awspan awtext001", style="font-size:10pt; left:324.07pt; top:0.33pt;"): tudios S.A., które zawiera:
  - div (class="awdiv", style="top:438.04pt;")
  - div (style="left:0pt; top:0pt;")
  - span (class="awspan awtext004", style="font-size:10pt; color:#d04a02; left:0pt; top:0pt;"): ●
  - span (class="awspan awtext001", style="font-size:10pt; left:17.85pt; top:0.47pt;"): sprawozdanie z sytuacji finansowej na dzień 31 grudnia 2023 r.;
  - div (class="awdiv", style="top:455.68pt;")
  - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:0.33pt;"): oraz sporządzone za rok obrotowy
  - span (class="awspan awtext001", style="font-size:10pt; left:155.63pt; top:0.33pt;"): zakończony tego dnia
  - span (class="awspan awtext001", style="font-size:10pt; left:252.37pt; top:0.33pt;"): :
  - div (class="awdiv", style="top:473.17pt;")
  - div (style="left:0pt; top:0pt;")
  - span (class="awspan awtext004", style="font-size:10pt; color:#d04a02; left:0pt; top:0pt;"): ●
  - span (class="awspan awtext001", style="font-size:10pt; left:17.85pt; top:0.47pt;"): sprawozdanie
  - span (class="awspan awtext001", style="font-size:10pt; left:79.55pt; top:0.47pt;"): z całkowitych dochodów;
  - div (class="awdiv", style="top:490.82pt;")
  - div (style="left:0pt; top:0pt;")
  - span (class="awspan awtext004", style="font-size:10pt; color:#d04a02; left:0pt; top:0pt;"): ●
  - span (class="awspan awtext001", style="font-size:10pt; left:17.85pt; top:0.47pt;"): sprawozdanie ze zmian w kapitale własnym;
  - div (class="awdiv", style="top:508.45pt;")
  - div (style="left:0pt; top:0pt;")
  - span (class="awspan awtext004", style="font-size:10pt; color:#d04a02; left:0pt; top:0pt;"): ●
  - span (class="awspan awtext001", style="font-size:10pt; left:17.85pt; top:0.47pt;"): sprawozdanie z przepływów pieniężnych, oraz
  - div (class="awdiv", style="top:526.09pt;")
  - div (style="left:0pt; top:0pt;")
  - span (class="awspan awtext004", style="font-size:10pt; color:#d04a02; left:0pt; top:0pt;"): ●
  - span (class="awspan awtext001", style="font-size:10pt; left:17.85pt; top:0.47pt;"): informację dodatkową zawierającą opis istotnych przyjętych zasad rachunkowości i inne informacje
  - span (class="awspan awtext001", style="font-size:10pt; left:17.85pt; top:11.97pt;"): objaśniające.
  - div (class="awdiv", style="top:555.23pt;")
  - span (class="awspan awtext001", style="color:#d04a02; left:0pt; top:10.89pt;"): Podstawa opinii
  - div (class="awdiv", style="left:-1.45pt; top:561.23pt; width:479.1pt; height:0pt; border-top:solid 0.75pt #d04a02;")
  - div (class="awdiv", style="top:585.53pt;")
  - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:0.33pt;"): Nasze badanie przeprowadziliśmy zgodnie z Krajowymi Standardami Badania przyjętymi uchwałą Krajowej
  - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:11.83pt;"): Rady Biegłych Rewidentów oraz uchwałą Rady Polskiej Agencji Nadzoru Audytowego („KSB”), a także
  - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:23.33pt;"): stosownie do postanowień ustawy z dn. 11 maja 2017 r. o biegłych rewidentach, firmach audytorskich i
  - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:34.82pt;"): nadzorze publicznym („Ustawa o biegłych rewidentach”), a także Rozporządzenia UE nr 537/2014 z dnia
  - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:46.32pt;"): 16 kwietnia 2014 r. w sprawie szczegółowych wymogów dotyczących ustawowych badań sprawozdań
  - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:57.82pt;"): finansowych jednostek interesu publicznego („Rozporządzenie UE”). Nasza odpowiedzialność zgodnie
  - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:69.32pt;"): z KSB została dalej opisana w sekcji Odpowiedzialność biegłego rewidenta za badanie sprawozdania
  - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:80.82pt;"): finansowego.
  - div (class="awdiv", style="top:683.53pt;")
  - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:0.33pt;"): Uważamy, że dowody badania, które uzyskaliśmy są wystarczające i odpowiednie, aby stanowić podstawę
  - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:11.83pt;"): dla naszej opinii.
- div (class="awdiv awpage", style="width:595.3pt; height:841.9pt;")
- div (class="awdiv", style="left:68.05pt; top:792.4pt; clip:rect(0pt,527.25pt,22.15pt,-68.05pt);")
  - span (class="awspan awtext001", style="font-size:9.5pt; left:470.92pt; top:0.31pt;"): 2
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  - div (class="awdiv", style="top:99.44pt;")
  - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:0.33pt;"): Niezależność
  - div (class="awdiv", style="top:116.94pt;")
  - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:0.33pt;"): Jesteśmy niezależni od Spółki zgodnie z Międzynarodowym Kodeksem Etyki Zawodowych Księgowych
  - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:11.83pt;"): (w tym Międzynarodowymi Standardami Niezależności) wydanym przez Radę Międzynarodowych
  - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:23.33pt;"): Standardów Etycznych dla Księgowych („Kodeks IESBA”) przyjętym uchwałą Krajowej Rady Biegłych
  - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:34.82pt;"): Rewidentów oraz z innymi wymogami etycznymi, które mają zastosowanie do naszego badania
  - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:46.32pt;"): sprawozdań finansowych w Polsce. Wypełniliśmy nasze inne obowiązki etyczne zgodnie z tymi wymogami
  - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:57.82pt;"): i Kodeksem IESBA. W trakcie przeprowadzania badania kluczowy biegły rewident oraz firma audytorska
  - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:69.32pt;"): pozostali niezależni od Spółki zgodnie z wymogami niezależności określonymi w Ustawie o biegłych
  - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:80.82pt;"): rewidentach oraz w Rozporządzeniu UE.
  - div (class="awdiv", style="top:214.93pt;")
  - span (class="awspan awtext001", style="color:#d04a02; left:0pt; top:10.89pt;"): Nasze podejście do badania
  - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:38.43pt;"): Podsumowanie
  - div (class="awdiv", style="left:-1.45pt; top:220.93pt; width:479.1pt; height:0pt; border-top:solid 0.75pt #d04a02;")
  - div (class="awdiv", style="left:113.35pt; top:282.03pt;")
  - span (class="awspan awtext001", style="font-size:6pt; left:0pt; top:4.7pt;")
  - div (class="awdiv", style="left:111.9pt; top:282.03pt; width:365.75pt; height:0pt; border-top:solid 0.75pt #d04a02;")
  - div (class="awdiv", style="left:127.6pt; top:299.43pt;")
  - div (style="left:0pt; top:0pt;")
  - span (class="awspan awtext004", style="font-size:10pt; color:#d04a02; left:0pt; top:0pt;"): ●
  - span (class="awspan awtext001", style="font-size:10pt; left:17.8pt; top:0.47pt;"): Istotność ogólna przyjęta do badania została określona na poziomie 1.083
  - span (class="awspan awtext001", style="font-size:10pt; left:17.8pt; top:11.97pt;"): tys. zł, co stanowi 5% średniego wyniku przed opodatkowanie
  - span (class="awspan awtext001", style="font-size:10pt; left:291.28pt; top:11.97pt;"): m,
  - span (class="awspan awtext001", style="font-size:10pt; left:17.8pt; top:23.47pt;"): skorygowanego poprzez wyeliminowanie wpływu wyceny inwestycji w
  - span (class="awspan awtext001", style="font-size:10pt; left:17.8pt; top:34.97pt;"): spółkę
  - span (class="awspan awtext001", style="font-size:10pt; left:49.48pt; top:34.97pt;"): Starward Industries,
  - span (class="awspan awtext001", style="font-size:10pt; left:141.19pt; top:34.97pt;"): z ostatnich trzech lat, tj. za lata 2021-2023
  - span (class="awspan awtext001", style="font-size:10pt; left:328.51pt; top:34.97pt;"): .
  - div (class="awdiv", style="left:113.35pt; top:351.56pt;")
  - span (class="awspan awtext001", style="font-size:6pt; left:0pt; top:16.7pt;")
  - div (class="awdiv", style="left:111.9pt; top:363.56pt; width:365.75pt; height:0pt; border-top:solid 0.75pt #d04a02;")
  - div (class="awdiv", style="left:127.6pt; top:380.96pt;")
  - div (style="left:0pt; top:0pt;")
  - span (class="awspan awtext004", style="font-size:10pt; color:#d04a02; left:0pt; top:0pt;"): ●
  - span (class="awspan awtext001", style="font-size:10pt; left:17.8pt; top:0.47pt;"): Wszystkie istotne pozycje ujęte w sprawozdaniu finansowym Spółki
  - span (class="awspan awtext001", style="font-size:10pt; left:17.8pt; top:11.97pt;"): zostały objęte naszymi procedurami audytowymi.
  - div (class="awdiv", style="left:111.9pt; top:422.1pt; width:365.75pt; height:0pt; border-top:solid 0.75pt #d04a02;")
  - div (class="awdiv", style="left:127.6pt; top:433.5pt;")
  - span (class="awspan awtext004", style="font-size:10pt; color:#d04a02; left:0pt; top:0pt;"): ●
  - span (class="awspan awtext001", style="font-size:6pt; left:17.8pt; top:4.09pt;")
  - span (class="awspan awtext001", style="font-size:10pt; left:19.47pt; top:0.47pt;"): N
  - span (class="awspan awtext001", style="font-size:10pt; left:26.69pt; top:0.47pt;"): akłady na niezakończone prace rozwojowe
  - div (class="awdiv", style="left:127.6pt; top:451.14pt;")
  - span (class="awspan awtext004", style="font-size:10pt; color:#d04a02; left:0pt; top:0pt;"): ●
  - span (class="awspan awtext001", style="font-size:10pt; left:17.8pt; top:0.47pt;"): Rozpoznanie przychodów ze sprzedaży
  - div (class="awdiv", style="left:113.35pt; top:468.78pt;")
  - span (class="awspan awtext001", style="font-size:6pt; left:0pt; top:16.7pt;")
  - div (class="awdiv", style="left:111.9pt; top:480.78pt; width:365.75pt; height:0pt; border-top:solid 0.75pt #d04a02;")
  - div (class="awdiv", style="top:492.18pt;")
  - div (class="awdiv", style="clip:rect(0pt,476.2pt,2.15pt,0pt);")
    - div (class="awdiv", style="left:5.4pt;")
    - span (class="awspan awtext001", style="font-size:1pt; left:0pt; top:0.03pt;")
  - div (class="awdiv", style="top:493.33pt;")
  - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:0.33pt;"): Zaprojektowaliśmy nasze badanie ustalając istotność i oceniając ryzyko istotnego zniekształcenia
  - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:11.83pt;"): sprawozdania finansowego. W szczególności rozważyliśmy, gdzie Zarząd Spółki dokonał subiektywnych
  - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:23.33pt;"): osądów; na przykład w odniesieniu do znaczących szacunków księgowych, które wymagały przyjęcia
  - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:34.82pt;"): założeń oraz rozważenia wystąpienia przyszłych zdarzeń, które z natury są niepewne. Odnieśliśmy się
  - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:46.32pt;"): również do ryzyka obejścia przez Zarząd kontroli wewnętrznej, w tym – wśród innych spraw –
  - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:57.82pt;"): rozważyliśmy, czy wystąpiły dowody na stronniczość Zarządu, która stanowiłaby ryzyko istotnego
  - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:69.32pt;"): zniekształcenia spowodowanego oszustwem.
  - div (class="awdiv", style="top:591.32pt;")
  - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:0.33pt;"): Istotność
  - div (class="awdiv", style="top:608.82pt;")
  - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:0.33pt;"): Na zakres naszego badania miał wpływ przyjęty poziom istotności. Badanie zaprojektowane zostało w celu
  - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:11.83pt;"): uzyskania racjonalnej pewności, czy sprawozdanie finansowe jako całość nie zawiera istotnego
  - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:23.33pt;"): zniekształcenia. Zniekształcenia mogą powstać na skutek oszustwa lub błędu. Zniekształcenia są uważane
  - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:34.82pt;"): za istotne, jeżeli można racjonalnie oczekiwać, że pojedynczo lub łącznie mogłyby wpłynąć na decyzje
  - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:46.32pt;"): ekonomiczne użytkowników podjęte na podstawie sprawozdania finansowego.
  - div (class="awdiv", style="top:672.32pt;")
  - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:0.33pt;"): Na podstawie naszego zawodowego osądu ustaliliśmy progi ilościowe dla istotności, w tym ogólną
  - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:11.83pt;"): istotność w odniesieniu do sprawozdania finansowego jako całości, którą przedstawiamy poniżej. Progi te,
  - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:23.33pt;"): wraz z czynnikami jakościowymi, umożliwiły nam określenie zakresu naszego badania oraz rodzaj, czas
  - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:34.82pt;"): i zasięg procedur badania, a także ocenę wpływu zniekształceń, zarówno indywidualnie, jak i łącznie na
  - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:46.32pt;"): sprawozdanie finansowe jako całość.
- div (class="awdiv awpage", style="width:595.3pt; height:841.9pt;")
- div (class="awdiv", style="left:68.05pt; top:792.4pt; clip:rect(0pt,527.25pt,22.15pt,-68.05pt);")
  - span (class="awspan awtext001", style="font-size:9.5pt; left:470.92pt; top:0.31pt;"): 3
- div (class="awdiv")
  - img (alt="Image should be here", class="awimg", 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  - div (class="awdiv", style="top:99.44pt;")
  - div (class="awdiv", style="clip:rect(0pt,198.45pt,23pt,0pt);")
    - div (class="awdiv", style="left:-0.25pt;")
    - span (class="awspan awtext003", style="font-size:10pt; color:#d04a02; left:0pt; top:4.83pt;"): Ogólna istotność
    - div (class="awdiv", style="left:-1.7pt; top:0pt; width:196.2pt; height:0pt; border-top:solid 0.75pt #d04a02;")
  - div (class="awdiv", style="left:198.45pt; clip:rect(0pt,277.75pt,23pt,0pt);")
    - div (class="awdiv", style="left:-0.25pt;")
    - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:4.83pt;"): 1.083 tys. zł
    - div (class="awdiv", style="left:-1.7pt; top:0pt; width:275.5pt; height:0pt; border-top:solid 0.75pt #d04a02;")
  - div (class="awdiv", style="top:22pt;")
    - div (class="awdiv", style="clip:rect(0pt,198.45pt,91.99pt,0pt);")
    - div (class="awdiv", style="left:-0.25pt;")
      - span (class="awspan awtext003", style="font-size:10pt; color:#d04a02; left:0pt; top:4.83pt;"): Podstawa ustalenia
    - div (class="awdiv", style="left:-1.7pt; top:0pt; width:196.2pt; height:0pt; border-top:solid 0.75pt #d04a02;")
    - div (class="awdiv", style="left:198.45pt; clip:rect(0pt,277.75pt,91.99pt,0pt);")
    - div (class="awdiv", style="left:-0.25pt;")
      - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:4.83pt;"): 5% średniego wyniku przed opodatkowaniem za lata 2021-
      - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:16.33pt;"): 2023, skorygowanego uprzednio poprzez wyeliminowanie
      - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:27.83pt;"): wpływu wyceny inwestycji w spółkę Starward Industries,
      - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:39.32pt;"): ustalonego na etapie procedur planowania badania.
      - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:50.82pt;"): Ponowna ocena istotności ogólnej w trakcie procesu badania
      - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:62.32pt;"): nie wykazała konieczności jej aktualizacji ze względu na brak
      - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:73.82pt;"): znaczącego wpływu na program badania.
    - div (class="awdiv", style="left:-1.7pt; top:0pt; width:275.5pt; height:0pt; border-top:solid 0.75pt #d04a02;")
  - div (class="awdiv", style="top:112.99pt;")
    - div (class="awdiv", style="clip:rect(0pt,198.45pt,203.78pt,0pt);")
    - div (class="awdiv", style="left:-0.25pt;")
      - span (class="awspan awtext003", style="font-size:10pt; color:#d04a02; left:0pt; top:4.83pt;"): Uzasadnienie przyjętej podstawy
    - div (class="awdiv", style="left:-1.7pt; top:0pt; width:196.2pt; height:0pt; border-top:solid 0.75pt #d04a02;")
    - div (class="awdiv", style="left:198.45pt; clip:rect(0pt,277.75pt,203.78pt,0pt);")
    - div (class="awdiv", style="left:-0.25pt;")
      - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:4.83pt;"): Przyjęliśmy średni skorygowany wynik przed
      - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:16.33pt;"): opodatkowaniem za lata 2021-2023 jako podstawę
      - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:27.83pt;"): określenia istotności. Wynik przed opodatkowaniem stanowi
      - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:39.32pt;"): podstawową miarę działalności Spółki.
      - span (class="awspan awtext001", style="font-size:10pt; left:173.42pt; top:39.32pt;"): Spadek wyniku przed
      - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:50.82pt;"): opodatkowaniem w 2023 roku spowodowany był
      - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:62.32pt;"): osiągnięciem istotnie niższego przychodu ze sprzedaży gier,
      - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:73.82pt;"): co skutkowało
      - span (class="awspan awtext001", style="font-size:1pt; left:65.59pt; top:81.97pt;")
      - span (class="awspan awtext001", style="font-size:10pt; left:66.97pt; top:73.82pt;"): fluktuacją wyników finansowych Spółki. W
      - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:85.32pt;"): związku z tym, dla ustalenia miarodajnej wielkości wyniku
      - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:96.82pt;"): przyjęliśmy średnią arytmetyczną z ostatnich trzech lat.
      - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:108.32pt;"): Ponadto, skorygowaliśmy wynik przed opodatkowaniem o
      - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:119.82pt;"): skutki wyceny inwestycji w spółkę Starward Industries, gdyż
      - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:131.32pt;"): naszym zdaniem pozycja ta nie jest bezpośrednio związana z
      - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:144.69pt;"): wynikami operacyjnymi osiągniętymi przez Spółkę
      - span (class="awspan awtext001", style="color:#222222; left:221.75pt; top:142.88pt;"): .
    - div (class="awdiv", style="left:-0.25pt; top:162.29pt;")
      - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:0.33pt;"): Istotność przyjęliśmy na poziomie 5%, ponieważ na
      - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:11.83pt;"): podstawie naszego profesjonalnego osądu mieści się on
      - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:23.33pt;"): w zakresie akceptowalnych progów ilościowych istotności.
    - div (class="awdiv", style="left:-1.7pt; top:0pt; width:275.5pt; height:0pt; border-top:solid 0.75pt #d04a02;")
  - div (class="awdiv", style="top:416.37pt;")
  - div (class="awdiv", style="clip:rect(0pt,476.2pt,12.4pt,0pt);")
    - div (class="awdiv", style="left:5.4pt;")
    - span (class="awspan awtext001", style="font-size:6pt; left:0pt; top:4.7pt;")
    - div (class="awdiv", style="left:3.95pt; top:0pt; width:468.3pt; height:0pt; border-top:solid 0.75pt #d04a02;")
  - div (class="awdiv", style="top:427.77pt;")
  - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:0.33pt;"): Uzgodniliśmy z Komitetem Audytu Spółki, że poinformujemy o zidentyfikowanych podczas badania
  - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:11.83pt;"): zniekształceniach sprawozdania finansowego o wartości większej niż 54 tys. zł, a także zniekształceniach
  - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:23.33pt;"): poniżej tej kwoty, jeżeli w naszej ocenie byłoby to uzasadnione ze względu na czynniki jakościowe.
  - div (class="awdiv", style="top:468.26pt;")
  - span (class="awspan awtext001", style="color:#d04a02; left:0pt; top:10.89pt;"): Kluczowe sprawy badania
  - div (class="awdiv", style="left:-1.45pt; top:474.26pt; width:479.1pt; height:0pt; border-top:solid 0.75pt #d04a02;")
  - div (class="awdiv", style="top:498.56pt;")
  - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:0.33pt;"): Kluczowe sprawy badania są to sprawy, które według naszego zawodowego osądu były najbardziej
  - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:11.83pt;"): znaczące podczas naszego badania sprawozdania finansowego za bieżący okres. Obejmują one
  - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:23.33pt;"): najbardziej znaczące ocenione rodzaje ryzyka istotnego zniekształcenia, w tym ocenione rodzaje ryzyka
  - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:34.82pt;"): istotnego zniekształcenia spowodowanego oszustwem. Do spraw tych odnieśliśmy się w kontekście
  - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:46.32pt;"): naszego badania sprawozdania finansowego jako całości oraz przy formułowaniu naszej opinii. Nie
  - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:57.82pt;"): wyrażamy osobnej opinii na temat tych spraw.
  - div (class="awdiv", style="top:573.56pt;")
  - div (class="awdiv", style="left:-0.05pt; top:-0.05pt; width:198.35pt; height:23.4pt; background-color:#d04a02; border:solid 0.1pt #d04a02;")
  - div (class="awdiv", style="clip:rect(0pt,198.45pt,24.5pt,0pt);")
    - div (class="awdiv", style="left:5.4pt;")
    - span (class="awspan awtext003", style="font-size:10pt; color:#ffffff; left:0pt; top:6.33pt;"): Kluczowa sprawa badania
  - div (class="awdiv", style="left:198.4pt; top:-0.05pt; width:277.65pt; height:23.4pt; background-color:#d04a02; border:solid 0.1pt #d04a02;")
  - div (class="awdiv", style="left:198.45pt; clip:rect(0pt,277.75pt,24.5pt,0pt);")
    - div (class="awdiv", style="left:42.4pt;")
    - span (class="awspan awtext003", style="font-size:10pt; color:#ffffff; left:0pt; top:6.33pt;"): Jak nasze badanie odniosło się do tej sprawy
  - div (class="awdiv", style="top:600.51pt;")
  - div (class="awdiv", style="clip:rect(0pt,238.1pt,24.8pt,0pt);")
    - div (class="awdiv", style="left:5.4pt;")
    - span (class="awspan awtext001", style="font-size:10pt; color:#d04a02; left:0pt; top:0.33pt;"): N
    - span (class="awspan awtext001", style="font-size:10pt; color:#d04a02; left:7.22pt; top:0.33pt;"): akład
    - span (class="awspan awtext001", style="font-size:10pt; color:#d04a02; left:31.13pt; top:0.33pt;"): y
    - span (class="awspan awtext001", style="font-size:10pt; color:#d04a02; left:36.13pt; top:0.33pt;"): na niezakończone prace rozwojowe
  - div (class="awdiv", style="top:23.8pt;")
    - div (class="awdiv", style="clip:rect(0pt,238.1pt,115.99pt,0pt);")
    - div (class="awdiv", style="left:5.4pt;")
      - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:0.33pt;"): Ujawnienia dotyczące nakładów na niezakończone
      - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:11.83pt;"): prace rozwojowe zostały opisane w nocie
      - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:23.33pt;"): objaśniającej 2.5 do sprawozdania finansowego.
    - div (class="awdiv", style="left:5.4pt; top:46pt;")
      - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:0.33pt;"): Na dzień 31 grudnia 2023 r. w sprawozdaniu
      - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:11.83pt;"): finansowym Spółki nakłady na niezakończone
      - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:23.33pt;"): prace rozwojowe, w tym nakłady na gry
      - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:34.82pt;"): komputerowe i nakłady na inne prace rozwojowe
      - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:46.32pt;"): wyniosły 149.621 tys. zł (96.207 tys. zł na koniec
      - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:57.82pt;"): poprzedniego roku obrotowego).
    - div (class="awdiv", style="left:238.1pt; clip:rect(0pt,238.1pt,115.99pt,0pt);")
    - div (class="awdiv", style="left:5.4pt;")
      - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:0.33pt;"): Nasze procedury badania obejmowały w
      - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:11.83pt;"): szczególności:
    - div (class="awdiv", style="left:6.7pt; top:29pt;")
      - span (class="awspan awtext004", style="font-size:10pt; left:0pt; top:0pt;"): ●
      - span (class="awspan awtext001", style="font-size:10pt; left:17.35pt; top:0.47pt;"): zrozumienie i ocenę środowiska kontroli
      - span (class="awspan awtext001", style="font-size:10pt; left:17.35pt; top:11.97pt;"): wewnętrznej w zakresie ujmowania i wyceny,
      - span (class="awspan awtext001", style="font-size:10pt; left:17.35pt; top:23.47pt;"): a także procesu decyzyjnego dotyczącego
      - span (class="awspan awtext001", style="font-size:10pt; left:17.35pt; top:34.97pt;"): dalszej kontynuacji prac rozwojowych;
    - div (class="awdiv", style="left:6.05pt; top:81.14pt;")
      - span (class="awspan awtext004", style="font-size:10pt; left:0pt; top:0pt;"): ●
      - span (class="awspan awtext001", style="font-size:10pt; left:18pt; top:0.47pt;"): testy detaliczne w zakresie nakładów na prace
      - span (class="awspan awtext001", style="font-size:10pt; left:18pt; top:11.97pt;"): rozwojowe;
- div (class="awdiv awpage", style="width:595.3pt; height:841.9pt;")
- div (class="awdiv", style="left:68.05pt; top:792.4pt; clip:rect(0pt,527.25pt,22.15pt,-68.05pt);")
  - span (class="awspan awtext001", style="font-size:9.5pt; left:470.92pt; top:0.31pt;"): 4
- div (class="awdiv")
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    - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:0.33pt;"): Zarząd na każdy dzień bilansowy dokonuje analizy
    - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:11.83pt;"): pod kątem dalszej kontynuacji prac rozwojowych,
    - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:23.33pt;"): jak również analizy oczekiwanych korzyści
    - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:34.82pt;"): ekonomicznych z poszczególnych projektów
    - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:46.32pt;"): rozwojowych.
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    - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:0.33pt;"): W wyniku przeprowadzonych testów na utratę
    - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:11.83pt;"): wartości nakładów na niezakończone prace
    - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:23.33pt;"): rozwojowe na dzień 31 grudnia 2023 r. Zarząd nie
    - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:34.82pt;"): zidentyfikował utraty wartości aktywowanych na
    - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:46.32pt;"): dzień bilansowy nakładów.
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    - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:0.33pt;"): Mając na uwadze istotność pozycji w
    - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:11.83pt;"): sprawozdaniu finansowym, a także ze względu na
    - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:23.33pt;"): nieodłączne ryzyko niepewności związane
    - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:34.82pt;"): z istotnymi szacunkami dokonywanymi przez
    - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:46.32pt;"): Zarząd, uznaliśmy, że jest to kluczowe
    - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:57.82pt;"): zagadnienie dla naszego badania.
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    - span (class="awspan awtext001", style="font-size:10pt; left:18pt; top:0.47pt;"): analizę założeń i metodyki przyjętej do oceny
    - span (class="awspan awtext001", style="font-size:10pt; left:18pt; top:11.97pt;"): potencjalnej utraty wartości nakładów, w tym
    - span (class="awspan awtext001", style="font-size:10pt; left:18pt; top:23.47pt;"): założeń wewnętrznych Spółki w zakresie
    - span (class="awspan awtext001", style="font-size:10pt; left:18pt; top:34.97pt;"): potencjału generowania przychodów przez
    - span (class="awspan awtext001", style="font-size:10pt; left:18pt; top:46.46pt;"): daną grę w oparciu o zakładaną cenę
    - span (class="awspan awtext001", style="font-size:10pt; left:18pt; top:57.96pt;"): sprzedaży, zakładane rabaty, wolumen
    - span (class="awspan awtext001", style="font-size:10pt; left:18pt; top:69.46pt;"): sprzedaży, prognozowaną wartość i wielkość
    - span (class="awspan awtext001", style="font-size:10pt; left:18pt; top:80.96pt;"): sprzedaży, a także zakładane koszty zespołu
    - span (class="awspan awtext001", style="font-size:10pt; left:18pt; top:92.46pt;"): produkcyjnego, koszty marketingowe oraz
    - span (class="awspan awtext001", style="font-size:10pt; left:18pt; top:103.96pt;"): opłaty licencyjne;
    - div (class="awdiv", style="left:6.05pt; top:121.13pt;")
    - span (class="awspan awtext004", style="font-size:10pt; left:0pt; top:0pt;"): ●
    - span (class="awspan awtext001", style="font-size:10pt; left:18pt; top:0.47pt;"): przeprowadzenie rozmów z Zarządem oraz
    - span (class="awspan awtext001", style="font-size:10pt; left:18pt; top:11.97pt;"): kierownikami poszczególnych istotnych
    - span (class="awspan awtext001", style="font-size:10pt; left:18pt; top:23.47pt;"): projektów na temat aktualnych planów
    - span (class="awspan awtext001", style="font-size:10pt; left:18pt; top:34.97pt;"): i dalszego rozwoju projektów;
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    - span (class="awspan awtext004", style="font-size:10pt; left:0pt; top:0pt;"): ●
    - span (class="awspan awtext001", style="font-size:10pt; left:18pt; top:0.47pt;"): ocenę kompletności i prawidłowości ujawnień
    - span (class="awspan awtext001", style="font-size:10pt; left:18pt; top:11.97pt;"): w zakresie nakładów na niezakończone prace
    - span (class="awspan awtext001", style="font-size:10pt; left:18pt; top:23.47pt;"): rozwojowe w sprawozdaniu finansowym.
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      - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:11.83pt;"): sprzedaży opisano w Informacjach objaśniających
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      - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:34.82pt;"): ujawnienia przedstawiono w nocie objaśniającej
      - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:46.32pt;"): 1.1. do sprawozdania finansowego.
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      - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:0.33pt;"): Głównym źródłem przychodów Spółki jest
      - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:11.83pt;"): sprzedaż gier komputerowych własnych oraz
      - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:23.33pt;"): tworzonych przez zewnętrzne studia
      - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:34.82pt;"): deweloperskie. Sprzedaż odbywa się głównie za
      - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:46.32pt;"): pośrednictwem dystrybutorów, tj. globalnych
      - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:57.82pt;"): platform zajmujących się dystrybucją gier w postaci
      - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:69.32pt;"): elektronicznej.
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      - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:0.33pt;"): Proces ujęcia i prezentacji przychodów w Spółce
      - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:11.83pt;"): opiera się w dużym stopniu na analizie warunków
      - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:23.33pt;"): umów zawartych z kluczowymi dystrybutorami oraz
      - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:34.82pt;"): wykorzystaniu informacji, tj. raportów sprzedaży od
      - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:46.32pt;"): zewnętrznych dystrybutorów.
    - div (class="awdiv", style="left:5.4pt; top:229.98pt;")
      - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:0.33pt;"): Mając na uwadze istotność pozycji w
      - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:11.83pt;"): sprawozdaniu finansowym (52.273 tys. zł za
      - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:23.33pt;"): badany rok obrotowy oraz 74.206 tys. zł za
      - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:34.82pt;"): poprzedni rok obrotowy), uznaliśmy, że jest to
      - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:46.32pt;"): kluczowe zagadnienie dla naszego badania.
    - div (class="awdiv", style="left:238.1pt; clip:rect(0pt,238.1pt,342.04pt,0pt);")
    - div (class="awdiv", style="left:5.4pt;")
      - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:0.33pt;"): Nasze procedury badania obejmowały
      - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:11.83pt;"): w szczególności:
    - div (class="awdiv", style="left:6.05pt; top:29pt;")
      - span (class="awspan awtext004", style="font-size:10pt; left:0pt; top:0pt;"): ●
      - span (class="awspan awtext001", style="font-size:10pt; left:18pt; top:0.47pt;"): zrozumienie procesu oraz ocenę środowiska
      - span (class="awspan awtext001", style="font-size:10pt; left:18pt; top:11.97pt;"): kontroli wewnętrznych w zakresie
      - span (class="awspan awtext001", style="font-size:10pt; left:18pt; top:23.47pt;"): rozpoznawania i wyceny przychodów ze
      - span (class="awspan awtext001", style="font-size:10pt; left:18pt; top:34.97pt;"): sprzedaży;
    - div (class="awdiv", style="left:6.05pt; top:81.14pt;")
      - span (class="awspan awtext004", style="font-size:10pt; left:0pt; top:0pt;"): ●
      - span (class="awspan awtext001", style="font-size:10pt; left:18pt; top:0.47pt;"): analizę obowiązujących umów z
      - span (class="awspan awtext001", style="font-size:10pt; left:18pt; top:11.97pt;"): dystrybutorami, z którymi transakcje stanowiły
      - span (class="awspan awtext001", style="font-size:10pt; left:18pt; top:23.47pt;"): istotne saldo sprzedaży w ciągu roku, pod
      - span (class="awspan awtext001", style="font-size:10pt; left:18pt; top:34.97pt;"): kątem prawidłowości rozpoznania i prezentacji
      - span (class="awspan awtext001", style="font-size:10pt; left:18pt; top:46.46pt;"): przychodów zgodnie z MSSF 15, w tym ocena
      - span (class="awspan awtext001", style="font-size:10pt; left:18pt; top:57.96pt;"): czy Spółka jest główną stroną umów
      - span (class="awspan awtext001", style="font-size:10pt; left:18pt; top:69.46pt;"): sprzedaży bądź pełni rolę agenta, obejmująca
      - span (class="awspan awtext001", style="font-size:10pt; left:18pt; top:80.96pt;"): w stosownych przypadkach, dyskusje z
      - span (class="awspan awtext001", style="font-size:10pt; left:18pt; top:92.46pt;"): naszymi wewnętrznymi ekspertami ds. MSSF;
    - div (class="awdiv", style="left:6.05pt; top:190.77pt;")
      - span (class="awspan awtext004", style="font-size:10pt; left:0pt; top:0pt;"): ●
      - span (class="awspan awtext001", style="font-size:10pt; left:18pt; top:0.47pt;"): analizę wybranych transakcji poprzez
      - span (class="awspan awtext001", style="font-size:10pt; left:18pt; top:11.97pt;"): uzgodnienie rozpoznanych przychodów do
      - span (class="awspan awtext001", style="font-size:10pt; left:18pt; top:23.47pt;"): warunków umów zawartych z dystrybutorami
      - span (class="awspan awtext001", style="font-size:10pt; left:18pt; top:34.97pt;"): Spółki, raportów ze sprzedaży otrzymanych od
      - span (class="awspan awtext001", style="font-size:10pt; left:18pt; top:46.46pt;"): dystrybutorów, wystawionych faktur sprzedaży
      - span (class="awspan awtext001", style="font-size:10pt; left:18pt; top:57.96pt;"): i potwierdzeń zapłaty należnych kwot;
    - div (class="awdiv", style="left:6.1pt; top:265.9pt;")
      - span (class="awspan awtext004", style="font-size:10pt; left:0pt; top:0pt;"): ●
      - span (class="awspan awtext001", style="font-size:10pt; left:18pt; top:0.47pt;"): weryfikację zasadności momentu rozpoznania
      - span (class="awspan awtext001", style="font-size:10pt; left:18pt; top:11.97pt;"): przychodu z tytułu sprzedaży licencji
      - span (class="awspan awtext001", style="font-size:10pt; left:18pt; top:23.47pt;"): (rozpoznanie w czasie bądź jednorazowo) oraz
      - span (class="awspan awtext001", style="font-size:10pt; left:18pt; top:34.97pt;"): ustalenia zmiennego wynagrodzenia zgodnie z
      - span (class="awspan awtext001", style="font-size:10pt; left:18pt; top:46.46pt;"): wymogami standardu rachunkowości
      - span (class="awspan awtext001", style="font-size:10pt; left:18pt; top:57.96pt;"): dotyczącego przychodów;
  - div (class="awdiv", style="top:677.38pt;")
  - div (class="awdiv", style="left:233.9pt; clip:rect(0pt,241pt,41.64pt,0pt);")
    - div (class="awdiv", style="left:10.2pt;")
    - span (class="awspan awtext004", style="font-size:10pt; left:0pt; top:0pt;"): ●
    - span (class="awspan awtext001", style="font-size:10pt; left:18pt; top:0.47pt;"): ocenę kompletności i prawidłowości ujawnień
    - span (class="awspan awtext001", style="font-size:10pt; left:18pt; top:11.97pt;"): w zakresie przychodów ze sprzedaży
    - span (class="awspan awtext001", style="font-size:10pt; left:18pt; top:23.47pt;"): w sprawozdaniu finansowym.
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- div (class="awdiv", style="left:68.05pt; top:792.4pt; clip:rect(0pt,527.25pt,22.15pt,-68.05pt);")
  - span (class="awspan awtext001", style="font-size:9.5pt; left:470.92pt; top:0.31pt;"): 5
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", style="left:1.62pt; top:29.44pt; width:111.12pt; height:93.83pt;")
- div (class="awdiv", style="left:68.05pt; top:23.8pt;")
  - div (class="awdiv", style="top:99.44pt;")
  - span (class="awspan awtext001", style="color:#d04a02; left:0pt; top:16.89pt;"): Odpowiedzialność Zarządu i Rady Nadzorczej za sprawozdanie finansowe
  - div (class="awdiv", style="left:-1.45pt; top:111.44pt; width:479.1pt; height:0pt; border-top:solid 0.75pt #d04a02;")
  - div (class="awdiv", style="top:135.74pt;")
  - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:0.33pt;"): Zarząd Spółki jest odpowiedzialny za sporządzenie, na podstawie prawidłowo prowadzonych ksiąg
  - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:11.83pt;"): rachunkowych, rocznego sprawozdania finansowego, które przedstawia rzetelny i jasny obraz sytuacji
  - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:23.33pt;"): majątkowej i finansowej i wyniku finansowego Spółki zgodnie z Międzynarodowymi Standardami
  - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:34.82pt;"): Sprawozdawczości Finansowej zatwierdzonymi przez Unię Europejską, przyjętymi zasadami (polityką)
  - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:46.32pt;"): rachunkowości oraz z obowiązującymi Spółkę przepisami prawa i statutem, a także za kontrolę
  - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:57.82pt;"): wewnętrzną, którą Zarząd uważa za niezbędną, aby umożliwić sporządzenie sprawozdania finansowego
  - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:69.32pt;"): niezawierającego istotnego zniekształcenia spowodowanego oszustwem lub błędem.
  - div (class="awdiv", style="top:222.23pt;")
  - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:0.33pt;"): Sporządzając sprawozdanie finansowe Zarząd Spółki jest odpowiedzialny za ocenę zdolności Spółki do
  - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:11.83pt;"): kontynuowania działalności, ujawnienie, jeżeli ma to zastosowanie, spraw związanych z kontynuacją
  - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:23.33pt;"): działalności oraz za przyjęcie zasady kontynuacji działalności jako podstawy rachunkowości, z wyjątkiem
  - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:34.82pt;"): sytuacji kiedy Zarząd albo zamierza dokonać likwidacji Spółki, albo zaniechać prowadzenia działalności
  - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:46.32pt;"): albo nie ma żadnej realnej alternatywy dla likwidacji lub zaniechania działalności.
  - div (class="awdiv", style="top:285.73pt;")
  - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:0.33pt;"): Zarząd Spółki oraz członkowie Rady Nadzorczej są zobowiązani do zapewnienia, aby sprawozdanie
  - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:11.83pt;"): finansowe spełniało wymagania przewidziane w Ustawie o rachunkowości. Członkowie Rady Nadzorczej
  - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:23.33pt;"): są odpowiedzialni za nadzorowanie procesu sprawozdawczości finansowej.
  - div (class="awdiv", style="top:326.23pt;")
  - span (class="awspan awtext001", style="color:#d04a02; left:0pt; top:10.89pt;"): Odpowiedzialność biegłego rewidenta za badanie sprawozdania finansowego
  - div (class="awdiv", style="left:-1.45pt; top:332.23pt; width:479.1pt; height:0pt; border-top:solid 0.75pt #d04a02;")
  - div (class="awdiv", style="top:356.52pt;")
  - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:0.33pt;"): Naszymi celami są uzyskanie racjonalnej pewności czy sprawozdanie finansowe jako całość nie zawiera
  - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:11.83pt;"): istotnego zniekształcenia spowodowanego oszustwem lub błędem oraz wydanie sprawozdania z badania
  - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:23.33pt;"): zawierającego naszą opinię. Racjonalna pewność jest wysokim poziomem pewności, ale nie gwarantuje,
  - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:34.82pt;"): że badanie przeprowadzone zgodnie z KSB zawsze wykryje istniejące istotne zniekształcenie.
  - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:46.32pt;"): Zniekształcenia mogą powstawać na skutek oszustwa lub błędu i są uważane za istotne, jeżeli można
  - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:57.82pt;"): racjonalnie oczekiwać, że pojedynczo lub łącznie mogłyby wpłynąć na decyzje ekonomiczne użytkowników
  - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:69.32pt;"): podjęte na podstawie sprawozdania finansowego.
  - div (class="awdiv", style="top:443.02pt;")
  - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:0.33pt;"): Zakres badania nie obejmuje zapewnienia co do przyszłej rentowności Spółki ani efektywności lub
  - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:11.83pt;"): skuteczności prowadzenia jej spraw przez Zarząd Spółki obecnie lub w przyszłości.
  - div (class="awdiv", style="top:472.02pt;")
  - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:0.33pt;"): Podczas badania zgodnego z KSB stosujemy zawodowy osąd i zachowujemy zawodowy sceptycyzm,
  - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:11.83pt;"): a także:
  - div (class="awdiv", style="top:501.01pt;")
  - div (style="left:0pt; top:0pt;")
  - span (class="awspan awtext004", style="font-size:10pt; color:#d04a02; left:0pt; top:0pt;"): ●
  - span (class="awspan awtext001", style="font-size:10pt; left:17.85pt; top:0.47pt;"): identyfikujemy i szacujemy ryzyka istotnego zniekształcenia sprawozdania finansowego
  - span (class="awspan awtext001", style="font-size:10pt; left:17.85pt; top:11.97pt;"): spowodowanego oszustwem lub błędem, projektujemy i przeprowadzamy procedury badania
  - span (class="awspan awtext001", style="font-size:10pt; left:17.85pt; top:23.47pt;"): odpowiadające tym ryzykom i uzyskujemy dowody badania, które są wystarczające i odpowiednie,
  - span (class="awspan awtext001", style="font-size:10pt; left:17.85pt; top:34.97pt;"): aby stanowić podstawę dla naszej opinii. Ryzyko niewykrycia istotnego zniekształcenia wynikającego z
  - span (class="awspan awtext001", style="font-size:10pt; left:17.85pt; top:46.46pt;"): oszustwa jest większe niż tego wynikającego z błędu, ponieważ oszustwo może dotyczyć zmowy,
  - span (class="awspan awtext001", style="font-size:10pt; left:17.85pt; top:57.96pt;"): fałszerstwa, celowych pominięć, wprowadzenia w błąd lub obejścia kontroli wewnętrznej;
  - div (class="awdiv", style="top:576.15pt;")
  - div (style="left:0pt; top:0pt;")
  - span (class="awspan awtext004", style="font-size:10pt; color:#d04a02; left:0pt; top:0pt;"): ●
  - span (class="awspan awtext001", style="font-size:10pt; left:17.85pt; top:0.47pt;"): uzyskujemy zrozumienie kontroli wewnętrznej stosownej dla badania w celu zaprojektowania procedur
  - span (class="awspan awtext001", style="font-size:10pt; left:17.85pt; top:11.97pt;"): badania, które są odpowiednie w danych okolicznościach, ale nie w celu wyrażenia opinii na temat
  - span (class="awspan awtext001", style="font-size:10pt; left:17.85pt; top:23.47pt;"): skuteczności kontroli wewnętrznej Spółki;
  - div (class="awdiv", style="top:616.79pt;")
  - div (style="left:0pt; top:0pt;")
  - span (class="awspan awtext004", style="font-size:10pt; color:#d04a02; left:0pt; top:0pt;"): ●
  - span (class="awspan awtext001", style="font-size:10pt; left:17.85pt; top:0.47pt;"): oceniamy odpowiedniość zastosowanych zasad (polityki) rachunkowości oraz zasadność szacunków
  - span (class="awspan awtext001", style="font-size:10pt; left:17.85pt; top:11.97pt;"): księgowych oraz powiązanych ujawnień dokonanych przez Zarząd Spółki;
  - div (class="awdiv", style="top:645.92pt;")
  - div (style="left:0pt; top:0pt;")
  - span (class="awspan awtext004", style="font-size:10pt; color:#d04a02; left:0pt; top:0pt;"): ●
  - span (class="awspan awtext001", style="font-size:10pt; left:17.85pt; top:0.47pt;"): wyciągamy wniosek na temat odpowiedniości zastosowania przez Zarząd Spółki zasady kontynuacji
  - span (class="awspan awtext001", style="font-size:10pt; left:17.85pt; top:11.97pt;"): działalności jako podstawy rachunkowości oraz, na podstawie uzyskanych dowodów badania,
  - span (class="awspan awtext001", style="font-size:10pt; left:17.85pt; top:23.47pt;"): czy istnieje istotna niepewność związana ze zdarzeniami lub warunkami, które mogą poddawać
  - span (class="awspan awtext001", style="font-size:10pt; left:17.85pt; top:34.97pt;"): w znaczącą wątpliwość zdolność Spółki do kontynuacji działalności. Jeżeli dochodzimy do wniosku,
  - span (class="awspan awtext001", style="font-size:10pt; left:17.85pt; top:46.46pt;"): że istnieje istotna niepewność, wymagane jest od nas zwrócenie uwagi w sprawozdaniu biegłego
  - span (class="awspan awtext001", style="font-size:10pt; left:17.85pt; top:57.96pt;"): rewidenta na powiązane ujawnienia w sprawozdaniu finansowym lub, jeżeli takie ujawnienia są
  - span (class="awspan awtext001", style="font-size:10pt; left:17.85pt; top:69.46pt;"): nieadekwatne, modyfikujemy naszą opinię. Nasze wnioski są oparte na dowodach badania uzyskanych
- div (class="awdiv awpage", style="width:595.3pt; height:841.9pt;")
- div (class="awdiv", style="left:68.05pt; top:792.4pt; clip:rect(0pt,527.25pt,22.15pt,-68.05pt);")
  - span (class="awspan awtext001", style="font-size:9.5pt; left:470.92pt; top:0.31pt;"): 6
- div (class="awdiv")
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MLGsKUEHYNU4sYQ1zaYQxoAQCuxwClzXUqlgf7EEjaGs1yCjkEqYVVcm2CJ0gAAWonlLVLmupBKA/2JJWwMW0rQMUglbgxxbYM5pAEAtBKL2zbK3OxSaaA/sYSN4SyXoGOQSlgV1yZYojQAgFZiabuRWuaep8zNJZUG+hNL2Bi2lKBjkErcGOLaBnNIAwBoJRa2m1HmZpNKA/2JJWwMZ7kEHYNUwqq4NsESpQEAtBLL2kWUuVmk0kB/Ygkbw5YSdAxSiRtDXNtgDmkAAK3EorYLZW5yqTTQn1jCxnCWS9AxSCWsimsTLFEaAEArsaTtSpmbVCoN9CeWsDFsKUHHIJW4McS1DeaQBgDQSixol6HMTSaVBvoTS9gYznIJOgaphFVxbYIlSgMAaCWWs8t6eZn7O8pcY6k00J9YwsawpQQdg1TixhDXNphDGgBAK7GY7UOZay6VBvoTS9gYznIJOgaphFVxbYIlSgMAaCWWsn0pc02l0kB/Ygkbw5YSdAxSiRtDXNtgDmkAAK3EQnYIZa6ZVBroTyxhYzjLJegYpBJWxbUJligNAKCVWMYOpcw1kUoD/YklbAxbStAxSCVuDHFtgzmkAQC0EovYGJS50aXSQH9iCRvDWS5BxyCVsCquTbBEaQAArcQSNhZlblSpNNCfWMLGsKUEHYNU4sYQ1zaYQxoAQCuxgI1JmRtNKg30J5awMZzlEnQMUgmr4toES5QGANBKLF9ji2XuBe/LZcXCQJ9iCRvDlhJ0DFKJG0Nc22AOaQAArcTi1cLThzL33W9+a/mRf3Br+eG/P3jUtX+ykx9851tfxq2pOPUmlrAxnOUSdAxSCavi2gRLlAYA0EosXa3UMvcdDx5KySNvLc9758E7satYaNYqFqfexBI2hi0l6BikEjeGuLbBHNIAAFqJhaulZ9zrlvKcocw9/1FDOXmXlxcUdpNKzRrF4tSbWMLGcJZL0DFIJayKaxMsURoAQCuxbLWmzO0llZo1isWpN7GEjWFLCToGqcQd6k9+6HXT2gZzSAMAaCUWrSkoc5eWSs0axeLUm1jCxnCWS9AxSEWsimsTLFEaAEArsWRNRZm7lFRq1igWp97EEjaGLSXoGKQSt6/6TtwfPesR5bc+7mvT2gZzSAMAaCUWrCkpcztLpWaNYnHqTSxhYzjLJegYpEJWxbUJligNAKCVWK6mpsztJJWaNYrFqTexhI1hSwk6BqnEXdb5d+L+z0f81/Lij35aWttgDmkAAK3EYjWHl5e5hyhzN5FKzRrF4tSbWMLGcJZL0DFIxayKaxMsURoAQCuxVM1FmbupVGrWKBan3sQSNoYtJegYpBK3q1e8E/c1f/tO3HVxbYM5pAEAtBIL1ZyUuRtKpWaNYnHqTSxhY7hWfI5NKmhVXJtgidIAAFqJZWpuytxWqdSsUSxOvYklbAxbStAxSCXuIjd7J847cvQkDQCglVikeqDMJanUrFEsTr2JJWwMoQAdi1TUqrg2wRKlAQC0EktUL5S520ilZo1icepNLGFj2FKCjkEqcTeyyztx3pGjJ2kAAK3EAtUTZe5vpVKzRrE49SaWsDFsKUHHIBW2Kq5NsERpAACtxPLUG2Xu5VKpWaNYnHoTS9gYtpSgY5BKXPTyd+K+bbd34rwjR0/SAABaicWpR8pcLjVrFItTb2IJG8OWEnQMUnGr4toES5QGANBKLE29WnmZS6VmjWJx6k0sYWPYUoKOQSpx1+3zTpx35OhJGgBAK7Ew9WzFZS6VmjWKxak3sYSNYUsJOgapwFVxbYIlSgMAaCWWpd6ttMylUrNGsTj1JpawMWwpQccglbhD3onzjhw9SQMAaCUWpSVYYZlLpWaNYnHqTSxhY9hSgo7BlhL31mltgiVKAwBoJZakpVhZmUulZo1icepNLGFj2FKCjkEqcYe8E+cdOXqSBgDQSixIS7KiMpdKzRrF4tSbWMLGsKUEHYOtJS6uTbBEaQAArcRytDQrKXOp1KxRLE69iSVsDFtK0DFIJS6+u7aPuLbBHNIAAFqJxWiJVlDmUqlZo1icehNL2Bi2lKDFu1GJi2sTLFEaAEArsRQt1fky9/xHHpdYaNYqFqfexBI2hliCjsGmxH31aO/EXRfXNphDGgBAK7EQLdnLy9yDby3f+4jBWx2P4Wd7Gbe87PkPuLVrP/OIO4/ulx97r6MzlK7JxPUOWksDAGjldEshWrJn3Pv4nG4pNWsUi1NvYgkbQyxBxyCWrZbiegetpQEAtHK6pQzRnVRq1igWp97EEjaGWIKOQSxbLcX1DlpLAwBo5TSXBvqTSs0axeLUm1jCxhBL0DGIZauluN5Ba2kAAK2c5tJAf1KpWaNYnHoTS9gYYgk6BrFstRTXO2gtDQCgldNcGuhPKjVrFItTb2IJG0MsQccglq2W4noHraUBALRymksD/UmlZo1icepNLGFjiCXoGMSy1VJc76C1NACAVk5zaaA/qdSsUSxOvYklbAyxBB2DWLZaiusdtJYGANDKaS4N9CeVmjWKxak3sYSNIZagYxDLVktxvYPW0gAAWjnNpYH+pFKzRrE49SaWsDHEEnQMYtlqKa530FoaAEArp7k00J9UatYoFqfexBI2hliCjkEsWy3F9Q5aSwMAaOU0lwb6k0rNGsXi1JtYwsYQS9AxiGWrpbjeQWtpAACtnObSQH9SqVmjWJx6E0vYGGIJOgaxbLUU1ztoLQ0AoJXTXBroTyo1axSLU29iCRtDLEHHIJatluJ6B62lAQC0cppLA/1JpWaNYnHqTSxhY4gl6BjEstVSXO+gtTQAgFZOc2mgP6nUrFEsTr2JJWwMsQQdg1i2WorrHbSWBgDQymkuDfQnlZo1isWpN7GEjSGWoGMQy1ZLcb2D1tIAAFo5zaWB/qRSs0axOPUmlrAxxBJ0DGLZaimud9BaGgBAK6e5NNCfVGrWKBan3sQSNoZYgo5BLFstxfUOWksDAGjlNJcG+pNKzRrF4tSbWMLGEEvQMYhlq6W43kFraQAArZzm0kB/UqlZo1icehNL2BhiCToGsWy1FNc7aC0NAKCV01wa6E8qNWsUi1NvYgkbQyxBxyCWrZbiegetpQEAtHKaSwP9SaVmjWJx6k0sYWOIJegYxLLVUlzvoLU0AIBWTnNpoD+p1KxRLE69iSVsDLEEHYNYtlqK6x20lgYA0MppLg30J5WaNYrFqTexhI0hlqBjEMtWS3G9g9bSAABaOc2lgf6kUrNGsTj1JpawMcQSdAxi2WoprnfQWhoAQCunuTTQn1Rq1igWp97EEjaGWIKOQSxbLcX1DlpLAwBo5TSXBvqTSs0axeLUm1jCxhBL0DGIZauluN5Ba2kAAK2c5tJAf1KpWaNYnHoTS9gYYgk6BrFstRTXO2gtDQCgldNcGuhPKjVrFItTb2IJG0MsQccglq2W4noHraUBALRymksD/UmlZo1icepNLGFjiCXoGMSy1VJc76C1NACAVk5zaaA/qdSsUSxOvYklbAyxBB2DWLZaiusdtJYGANDKaS4N9CeVmjWKxak3sYSNIZagYxDLVktxvYPW0gAAWjnNpYH+pFKzRrE49SaWsDHEEnQMYtlqKa530FoaAEArp7k00J9UatYoFqfexBI2hliCjkEsWy3F9Q5aSwMAaOU0lwb6k0rNGsXi1JtYwsYQS9AxiGWrpbjeQWtpAACtnObSQH9SqVmjWJx6E0vYGGIJOgaxbLUU1ztoLQ0AoJXTXBroTyo1axSLU29iCRtDLEHHIJatluJ6B62lAQC0cppLA/1JpWaNYnHqTSxhY4gl6BjEstVSXO+gtTQAgFZOc2mgP6nUrFEsTr2JJWwMsQQdg1i2WorrHbSWBgDQymkuDfQnlZo1isWpN7GEjSGWoGMQy1ZLcb2D1tIAAFo5zaWB/qRSs0axOPUmlrAxxBJ0DGLZaimud9BaGgBAK6e5NNCfVGrWKBan3sQSNoZYgo5BLFstxfUOWksDAGjlNJcG+pNKzRrF4tSbWMLGEEvQMYhlq6W43kFraQAArZzm0kB/UqlZo1icehNL2BhiCToGsWy1FNc7aC0NAKCV01wa6E8qNWsUi1NvYgkbQyxBxyCWrZbiegetpQEAtHKaSwP9SaVmjWJx6k0sYWOIJegYxLLVUlzvoLU0AADWKxaatYrFqTexhI0hlqBjEMtWS/FYgtbSAABYr1ho1ioWp97EEjaGWIKOQSxbLcVjCVpLAwBgvWKhWatYnHoTS9gYYgk6BrFstRSPJWgtDQCA9YqFZq1icepNLGFjiCXoGMSy1VI8lqC1NAAA1isWmrWKxak3sYSNIZagYxDLVkvxWILW0gAAWK9YaNYqFqfexBI2hliCjkEsWy3FYwlaSwMAYL1ioVmrWJx6E0vYGGIJOgaxbLUUjyVoLQ0AoJX4Ypn+xMesldN8/bpufMvgufe/tfzQA24tz+/MD97/lvJjD75j+dm3uXMZytc43vrO5Rcfdffywne/dxnKz1H4pce8ZvmV932H8uKP/vprnnYbcX+EJUoDAGjldEtxoC/xMdvH6ZZytCSK3PJdVOQOFfd5mEMaAEArp1uKA32Jj1krp1sKVC8UueW7qMjF/RGWKA0AoJXTLcWBvsTHbB+nW8rRkihyy3dRkTtU3OdhDmkAAK2cbikO9CU+Zq2cbilQvVDklu+iIhf3R1iiNACAVk63FAf6Eh+zfZxuKUdLosgt30VF7lBxn4c5pAEAtHK6pTjQl/iYtXK6pUD1QpFbvouKXNwfYYnSAABaOd1SHOhLfMz2cbqlHC2JIrd8FxW5Q8V9HuaQBgDQyumW4kBf4mPWyumWAtULRW75LipycX+EJUoDAGjldEtxoC/xMdvH6ZZytCSK3PJdVOQOFfd5mEMaAEArp1uKA32Jj1krp1sKVC8UueW7qMjF/RGWKA0AoJXTLcWBvsTHbB+nW8rRkihyy3dRkTtU3OdhDmkAAK2cbikO9CU+Zq2cbilQvVDklu+iIhf3R1iiNACAVk63FAf6Eh+zfZxuKUdLosgt30VF7lBxn4c5pAEAtHK6pTjQl/iYtXK6pUD1QpFbvouKXNwfYYnSAABaOd1SHOhLfMz2cbqlHC2JIrd8FxW5Q8V9HuaQBgDQyumW4kBf4mPWyumWAtULRW75LipycX+EJUoDAGjldEtxoC/xMdvH6ZZytCSK3PJdVOQOFfd5mEMaAEArp1uKA32Jj1krp1sKVC8UueW7qMjF/RGWKA0AoJXTLcWBvsTHbB+nW8rRkihyy3dRkTtU3OdhDmkAAK2cbikO9CU+Zq2cbilQvVDklu+iIhf3R1iiNACAVk63FAf6Eh+zfZxuKUdLosgt30VF7lBxn4c5pAEAtHK6pTjQl/iYtXK6pUD1QpFbvouKXNwfYYnSAIBliC8+exC3MTrdUhzoS3zM9nG6Zd8YW7xPgLVJAwCWIb6w7UHcxuh0S3GgL/Exa+V0y/4zpbg9AEuTBgAsQ3xh2oO4jdHw3/zl4P8N/pzu1MflL+Njto/TLfvG2OJ9AqxNGgCwDPGFbQ/iNsKNxH1nanF7AJYmDQBYhvjCtAdxG1mnuF+0EO8TYG3SAIBliC9sexC3EW4k7jtTi9sDsDRpAMAyxBemPYjbyDrF/aKFeJ8Aa5MGACxDfGHbg7iNcCNx35la3B6ApUkDAJYhvjDtQdxG1inuFy3E+wRYmzQAYBniC9sexG2EG4n7ztTi9gAsTRoAsAzxhWkP4jayTnG/aCHeJ8DapAEAyxBf2PYgbiPcSNx3pha3B2Bp0gCAZYgvTHsQt5F1ivtFC/E+AdYmDQBYhvjCtgdxG+FG4r4ztbg9AEuTBgAsQ3xh2oO4jaxT3C9aiPcJsDZpAMAyxBe2PYjbCDcS952pxe0BWJo0AGAZ4gvTHsRtZJ3iftFCvE+AtUkDAJYhvrDtQdxGuJG470wtbg/A0qQBAMsQX5jCGOJ+to94my3E+wRYmzQAYBniC1toLe6Dh/iO+95yQ/F+W4jbA7A0aQDAMsQXv4eIL3Jhm/P7X/x3F3nG4FnDvvbd97ulfN29bymfffftPucet5RvH/6752zZT8/vq/F4AFibNABgGeIL4H1df+Gs0HGRuA8e4mZ5kzvcrjzkjhtveafblc+42y3lCef21Vjy4nbuIm4PwNKkAQDLMGbefHjB/FnDC+VnH/DCmON3fv+L/y46/w7c19/nlvJBd71dudutcc+7fN50KHlvNuyv8XgAWJs0AGAZWkSh42biPniIMVPL3cPudLvy+GHffcq9N+Wx7sNx+1v9LABzSAMAlqFlFDq2Ob//xX/X6h24GyUeDwBrkwYALMMUUeg4L+6Dh5gi9Z26D7jL7V5eLGvBrEWzFs6xfxaAOaQBAMswZRQ6qvP739TvwMXE4wFgbdIAgGWYI29xp9u9/EyXCt06xX3wEHOkFs0PvuvmHbq4PQBLkwYALMOcUejW6fz+96ETvwMXE48HgLVJAwCWoYcodOtQP0b5bfcd912suRO3B2Bp0gCAZegpCt1xuv49uO+53y3la+512yI3d+LxALA2aQDAMvQYhe64fNe1E5nU75XVj1HGffAQcyduD8DSpAEAy9Bzei90199pqtu2q4suMH1M6s9bz0YZvwfX0/4XjweAtUkDAJZhCamF7gl3f0UZioVhCrG0PedaSXnKvW8pT7zH7p40+Pbhz37nuds6f12yJbteuOvvpv7v+pjVxy4m7oOHmDtxewCWJg0AWIYlZepCd768XS9tX/Bat7z84tBvdsfblbcctufue5xx8UHDn63X1Ku3U2+v3m69/aW8W3e9sF0vbbWU1nJaS2otq184/EyPu0sucNfT0/4XjweAtUkDAJZhiWld6M5fpPqpQ8k6Ge7rrV55v9K2S+rt1tuvHyNt9TPtI74Leb6wfc49Nr+Xh91pU0prOd01cR88xNyJ2wOwNGkAwDIsOWMXuvMF7hvuc0v5x3dtV95ulLF/pn1cf8ft+ruQ10vbw+90ucJ2o/S0/8XjAWBt0gCAZTiGHFp+eihwMYf+TJdVy1v9mGR9x+2Lr318dN+Pjl6UuA8eYu7E7QFYmjQAYBmOKZctPz0WuJjL/kyXEcvbB95lnHfcLkpP+188HgDWJg0AWIZjzEMvKD9LKHAxF/1Mu7j+c8fy9uAJytv5xH3wEHMnbg/A0qQBAMtwzNlWfpZW4GK2/UwXicV1jvJ2Pj3tf/F4AFibNABgGdaQ6+Xnu4Yy840LLXAxuxS6WOB6+bnjPniIuRO3B2Bp0gCAZVhT3uKOtyv36KDIjJltha7XAnc9Pe1/8XgAWJs0AGAZ5DhyvtB9T6cF7nriPniIuRO3B2Bp0gCAZZDjSr2weL10QI8F7np62v/i8QCwNmkAwDKITJ24Dx5i7sTtAViaNABgGUSmTk/7XzweANYmDQBYBpGpE/fBQ8yduD0AS5MGACyDyNTpaf+LxwPA2qQBAMsgMnXiPniIuRO3B2Bp0gCAZRCZOj3tf/F4AFibNABgGUSmTtwHDzF34vYALE0aALAMIlOnp/0vHg8Aa5MGACyDyNSJ++Ah5k7cHoClSQMAlkFk6vS0/8XjAWBt0gCAZRCZOnEfPMTcidsDsDRpAMAyiEydnva/eDwArE0aALAMIlMn7oOHmDtxewCWJg0AWAaRqdPT/hePB4C1SQMAlkFk6sR98BBzJ24PwNKkAQDLIDJ1etr/4vEAsDZpAMAyiEyduA8eYu7E7QFYmjQAYBlEpk5P+188HgDWJg0AWAaRqRP3wUPMnbg9AEuTBtDaQvK6g8cO3m/wuAvU/+btN3+si9x+cOs19X+LyI1z78HbDj5i8HmDrx581TVfOfi0wXsNHlQcTzV3KZv18aGDdx68/+DjB58y+Iryit/dNtd/n584+IBrf/7NB/cd3KlcMvG5BWBt0gBa6zS3G7zp4F8MvmPwe4O6sbt6bpk2rzd4u7J58fm5g/88eM7gBwY/Pvif1/zE4Hll8zM9efCpZfOitL54umsRWWdeZ/DPyuaY+T8lH8/b/EXZHE9PHDy4HH9uKZt1ppatjxs8pWzWuSvl8uvjRX578DNls059QdmUw7pGvUppmPjcBLA0aQCtdZQ7D95m8NmDHy2bF2rxBcauvqu0zT0Hjxl8edls6++XvA2XVV+QfcvgowdvXORGuePgHoO7X9JrlWWV5buV/X7OXdXfx6uVeVPfRfqawe+WfDxcxv8bPH3wd8rxpBa3+pdZHzx46uB/DF5S8s8+lb8Z/O/Bfxn8k7JljYrPLQBrkwbQ2sypH6OqH5n82sEvlvziYV8tityrD95j8A2D3yj5Psf052Xzzt2HD+5V1p36LkB9N6C+2/n1g58e/NrgVy/p18vmndIl5FGDF5X9fs5d1d/Hk8o8qUXy3w/+rOR9/xD19urP9KplmanbXT8WXt8Fq+/gH/KXWa3VNeq5g08YPLCMkPjcBLA0aQCtzZA3LJu/0X3m4DdLfoEwhjGLXN3e+vGtF5R8P1O4Wjb3f/+yjtR3zd6ybIrbNw1+tmzeDYi/l318f+k/r1w2ZTVuewv/qUyf+k72r5S8LWP6ocEDyjJSP0b+1oMvGfxcyT/LEvzp4Fll89jeIT7HAKxFGkBrE6R+FK6+MK9fvn/u4E9KfiEwtjGKXP3O2zcO/rjk259D/VjVE8rmI3HHlPoRwocN/vngGWXzEdP4s49ljP2idT655O1u5evKdKmFpZ6EY6p3mX558Cal39R32j9m8CMlb/uS/dTgI8se36eLz00AS5MG0Fqj1I9O1S/l149P1Sf2+GTf2iEv2P9h2fz5vy75dntQPxL3oWW5qfvGIwafNPj2svkIYfwZWzlkv5gir1/G+b7lrqYscvUEHfH+W3th6e+duTcom49/1nfa4/Yek/qu8uPi8w3AMUsDaG3E1Beh71c23yFr/dGpi+zzgv3dyuYsk/G2elXfvXrd0n/q9yDfYfD4wXeXzfez4s8ylX32iylTP0oat7mlKYvc00q+/ynUd7x6+M5c/Yj2lw3+oORtPGbfWnZ8ZzQ+NwEsTRpAaweknlWtXsvpX5XNacPnPKNadJkX7PUjlPXFRryNJainan/30lfuN3hk2VyGoRa3Vt+D3Mdl9oup8+iSt7e1KYtcva94/1P54jJf6keh6/Xw1lbgzquXR/jY+NwDcGzSAFq7ZOqJKOrFeuuL9Ho67L8q+Um7B7u8YK/XnqpnMXxpyX9+Ser21+vRzZX6TmwtIXWfeO7gd0rexl7ssl/MkSlPcHLeWorcX5bNx3mnzCuVzaVE6keh4/asVf20Rr3MzNbE5yaApUkDaG2H3Kds3vWp13tqeSKKMd3sBXu9BtwXDv6o5D+3ZF9VNu+Stky9/fqdo/o9wvouRz07YE/vxF7kZvvFnPm3JW/rFNZS5Kp6ceupUq+P930lbwObNeN14/MQwDFIA2jtBqnXBfqwsrlA9YtLfjLu3bYX7Hca/IvS/hpwc6rfsarv7oyVW8vmuz3vXTZF8cfKsgvwtv1i7rzR4A9L3tYprKnI1XeuH17aph4vn1iWfYxMoZ5R1AXFgaOTBtDatdSS83fL5iN6P1jGv1Dv1OIL9vqO4k9c+3fH7tsGty+Hp16Uul6U+Kzk+1iquF/0kKeXvJ1TWVORq+qFtlvldcrmXb94n72pZ0X90cGXD95n8Owt/80Uapl7/fh8BLBkaQCtDTkZ/K8tT7RLdv1jVPVkLN+85d8fuyeXzXW7DslHlXy7S9dbkasfUY3bOKW1FbmfL5vrWo6d+pcePb/TXz9VUd+t/0eD+4f1/z9s+e+nUgvlXcq1xOcmgKVJA2itbD4uF59gl66+q/j4Mt9H1npQTz5ySOpHa+NtLl1PRa6eEr8Wi7iNU1pbkasnZ6p/uTNm6oXse/0EQy1K9eLc9XvON8rcj8t/js9JAEuVBtBa2ZxpMD65chw+pOwfRa5t/l3J2ze1tRW56v3KOKkn/qmXFYi334N6QpH3HNwa1/uo9PG4fGCp/2PL9gEsSRpAa0WRO2b1pAtvWfaLItcuc57g5Lw1FrlPLoenlrj68eV423Or15X8iHK578j28LjU7b5XfG4CWJo0gNaKInfsfmrwauXyUeTaZc4TnJy3xiJ36EeOey1x/21wv7i+X6T087h8Sdw2gKVJA2itKHJrUK+bd9kocm1Sz6Aat2suayxyTyn7p8cSVy92/q+ureX7pJfH5Y8HrxOfnwCWJA2gtaLIrUF9sfeO5XJR5MZPPUPflZK3ay5rLHJfUvbP15R8e3P608F7xTX9Mko/j0t1ErcPYEnSAForitxa1I9YXuZi4Yrc+PmskrdpTmsscp9Z9stnlHxbc6rXd3xUWMv3SS+PS/ULgzvG5yiApUgDaK0ocmvy8WX3fHTJf37p5ixyb1w2Hx+L2zSnNRa5f1kunw8Y/HXJtzWXermDx5T6f7as6ZdR+nlcqr8ZvG3cRoClSANobcgPb3lC5TjVs8Pdo+yWembFjxt8weDry+bafD87+LXB75fNxzXj7fduziL3rSVvz9zWWOQeWy6Xh5fN2V/j7czpQ8u1hLV8n/TyuFz36fE5CmAp0gBaG/KNg18ZvHBPvzz4jbL529T4pNyrWkJeMnhxue3P8qLBb5fNx5binzkWTyqH5TUHDyibF7iPHLz/4F8PvnjwzWVzDav/XTb7RP0dv7TkbZjLXEWuXtMrbksPvq5Ml3pf8f6n9hdl8xcUu+Y1Bj9T8u3M6cvKucT1/LJKH4/Lec8e3C5uJ8ASpAG0NuRVBnctmxMx7KOe2v6tBv+v5CfludSi9quDnxx82+ArB59UNhcDruWjlpA3HNxncOey+Tmu//N1Bg8avP3ggwafXzbvRtWCF+9nieq7afctbVPP7lff+XuDstk3/n7ZfDytFqm4PVOao8jV/aqnE5yct7Yi94LBHcru6WGbz6ul8lXLuYS1fJ/09jPWv1C7U3yeAliCNIDWRsqblL6KXC1er17Gzf0G71M21wDr7aNWl7XvCR8OzaeWvC1TmqPI1d913I5erK3I1UsH7Jr3KPnPz+mvBm9XQuJ6flmlj8flvD8Z3DtuJ8ASpAG0NlIeXPoqcs8pbVNPXPHEsnl3K973EtSPPdZ3iqbOScnbMqWpi1z9C47eTnBy3tqK3OPKbrl72byjH//8nP5D2ZIR1vIeHpfz6vPIQ+LzFMASpAG0NlJ6K3JTvWCv3xWr15bq6Yx2u/qnZfqclLwdU5pqv7ie+n2fuA09WVOR+82y+7v0X1Hyn5/T75XNx8BT4np+WWX+xyWqzyMPjtsJsARpAK2NlLUWueuppwK/WvJ29Ox5ZfNdtilzUvJ2TGnK/eJ9S77/3qypyH152S31O531pCjxz8/pc8sNMsJaPvfjEilywGKlAbQ2UtZe5Gpeb/D8krelV/U7Nw8t0+ak5O2Y0lT7RX3np57NNd5/b9ZS5Ora9BZlt3xnyX9+TvWjufX7uVsT1/PLKvM+LtvUx+rN4nYCLEEaQGsjRZHbpJ7981klb0+v6vf8psxJydswpan2i88p+b57tJYi98yyW96t5D87t6eUm2SEtXzOx2WbPy1OdgIsVBpAayNFkXtF6uUcfqDkberRzw9eqUyXk5K3YUpT7BcPKZsXo/G+e7SGIlcvRZLO9rgl9WPG9Wy38c/P7R3KTRLX88sq8z0uN1Lfyb5j3E6AJUgDaG2kKHK3zb0Gv1TydvXmpYOHlelyUvI2TGmK/aL3E5yct4Yi901lt/yDkv/s3H66XPAXLSOs5XM9LjfyLfE5CmAp0gBaGymKXM4jBn9W8rb15tPKdDkp+f6n1Hq/WMIJTs479iJXr0lWLwGxS3r8SPRJuSBxPb+sMs/jcjP/Jm4jwFKkAbQ2UhS57aklKW5bb76vTJeTku9/Si33i6Wc4OS8Yy9yNzzbY8ibl77Wr+pvBm9bLsgIa/kcj8uN1I/BPig+RwEsRRpAayNFkdueVy6bj0fF7evJSwb3KNPkpOT7n1LL/eLzSr6/3h1zkauletfrxn1+yX9+br9aNuvHTRPX88sq0z8uN/O9cfsAliQNoLWRosjdOI8teft6865lmpyUfN9TarVfvGVZxsdoo2Mucu9ZdsurDX6l5D8/t6eVHTLCWj7143Izj4nPTwBLkgbQ2khR5G6c25U+z4Z33uPLNDkp+b6n1GK/qI/v95R8X0twrEVu1xOc1Lx7yX++Bx9bdkhczy+rTPu43Mx3DG6J2wewJGkArY0URe7m+Uclb2NPvqVMk5OS73tKLfaLDyj5fpbiGIvciwevXXbPVNt1GX9ddvh+XM0Ia3kPP//vDR4Yn5sAliYNoLWRosjdPPW7Lj1fjuAFgzuU9jkp+b6nNPZ+8ZqDXyv5fpbiGIvc+5Td86qDqyXfxtx+f3C3skPien5ZQ55ab2ZG9aQu71fq/9myfQBLkgbQ2khR5C7OZ5W8nb2oj90blPY5Kfm+pzT2ftHjSTIu49iK3FPK5fLIsikS8Xbm9mNlc4HyCzPCWv7vS77/qdTf/UfG5ySApUoDaG2kKHIXp154+69K3tZePLq0z0nJ9zulMfeLhw7+tOT7WJJjKnK/WDbvkF4mn13y7fTgG8qOiev5ZQ255+AzB39Qb25Cfz74sHIucdsAliYNoLWRoshdnNsPfqbkbe3FR5b2OSn5fqc01n5RT3Dy3SXf/tIcS5Gra8/blculPobPLfm2evDEsmNGXMvfcPAlZZpC91ODt43PRQBLlwbQ2khR5HbLl5a8rb3Y+cXjATkp+X6nNNZ+8YEl3/YSHUuR++Ry+dRrJ9ZrKMbb6sHHlB0T1/NDXEstdCeDF9WbH9lvDf7d4C5lS+L2ACxNGkBrI0WR2y3vXfK29mKn61YdmJOS73dKY+wX9SQUv1HybV/W75bNxwHjfErHUOSeXTbvdl82jyr5tnqx6zXwWqzl13PXsjlxzNPLYfv7Xwx+YvAJg9eOzz8AxyQNoLWRosjtlvuXzXdD4vb2oH5UsHVOSr7fKY2xX3xZybe7j38++OYt8yktvcj92uB+Zb/8m5JvrwcvHbxN2TFxPT/ETXL3sim+9Z3PWux+umwuol7/MuIPy+bjmPWf9f/X+U+WzV8M1Y9rP7xsPsZ6YeL2ACxNGkBrI0WR2y31FP+/UPL29uDHB69U2uak5Pud0qH7xd8p4+zn9ayEdV+o7ybFfzelJRe5euKgv1/2z38s+TZ7UPevh5Qd02At3zX145GvN3jg4I2u/bP+/7vE5xiAtUgDaG2kKHK75xklb28P6nXu6vXuWuak5Pud0iH7xa2D7y/5Ni+rFpC3LZvU7Yn/fkpTFrmvLfn+D/HpZf/UU/v/UMm32YOzwb3Kjonr+SHmTtwegKVJA2htpChyu+dJJW9vD/6obL4X0zInJd/vlA7ZLz605NvbRy0017OmIveNJd//vp5Z9vte3PW8yuA3S77dHtSPKG49Gci2NFjL9058bgFYmzSA1kaKIrd7Pqrk7e1BfQF559I2JyXf75T23S/qCU5+veTbu6x61r77lFdkLUXunct419x7Ydlc++yQ1O+q/lnJt92Dehzu/BcqcT0/xNyJ2wOwNGkArY0URW73vHvJ29uD+kL7AaVtTkq+3yntu1+MdYKTjyi3zRqKXC2uv1ryfe+j7qM7nwjkJqkfbf3rkm+/B5f6iHODtXzvxOcWgLVJA2htpChyu6eeMKN+Typu89zq4/dmpW1OSr7fKe2zX9Sz7o2xb/9g2XzP7nyOvcjVsxU+q+T73Vd9N3uM1NP7x9vuxc8O7lh2TFzPDzF34vYALE0aQGsjRZHbPfVjXWN9zGxM9fGrj2PLnJR8v1O67H5Ri9fzSr6dy6rX0nqrknPsRe5TS77PfT25jJcPL/n2e/G/y55Fbu7E5xaAtUkDaG2kKHK7p57IoJ5YJG7z3BS5nPpRyHgb+/jysj3HXOTeafCXJd/nPn60jPv9zU8p+T56sXeRO9TcidsDsDRpAK2NFEVu99Qi93slb/PcFLnb5l6D/1PybVxWPUlKvaDythxrkbt32VwYOt7fPn578AZl3JyUfD+9qD/vzqW1wVq+d+JzC8DapAG0NlIUud1zp8HPl7zNc/vjwWuVtjkp+X6ndJn94itL/vP7+MflxjnGIjfm9+JeOnjXMn4+u+T76kV9t36vyw8cau7E7QFYmjSA1kaKIrd76sem6sen4jbP7VIvIPfMScn3O6Vd94t6ZsQxTkjzPWVTbG6UYyxyY34vrn4EskXGvjj5mOpxeKN3cFMarOV7Jz63AKxNGkBrI0WR2z29FrnfLYpcTT3ByfNL/rOXVU9oc9FZQI+tyNXvxdUTu8T72cd/G9xS2qT+3PH+elHX0QeVHRPX80PMnbg9AEuTBtDaSFHkdk+vRe7nyiVOsrBnTkq+3yntsl+MdUbDzysX55iK3Jjfi6un4H+N0i5PKfk+e1Gvb/d2Zcc0WMv3TnxuAVibNIDWRooit3tqWaovVOM2z62+C9XqHZDrOSn5fqd00X5xz8FvlvznLqte1HmXInIsRa5+fPRbS779ffzB4KGlbb6o5PvtyePKjonr+SHmTtwegKVJA2htpChyu+eVBy8seZvn9szSPicl3++ULtovxjrByXuV3XIsRW7M78V9YGmfx5d8vz35hLJjGqzleyc+twCsTRpAayNFkds9dy19XkfuK0r7nJR8v1O62X7x9mWcE5x8W7n5CU7O5xiK3Jjfi/vCMk1OSr7vnnxp2TFxPT/E3InbA7A0aQCtjRRFbvfUj9z1WOQ+ubTPScn3O6Ub7Rd3KJuLTsf//rLq4/omZfcsvcjV78W9qOTb3cf3lc3jMEU+tuT778mzy45psJbvnfjcArA2aQCtjRRFbve80eDPSt7mub1/aZ+Tku93SjfaLz6m5P92H59eLpclF7kxvxf3a4PXKdOlXtsvbkNP6klj6kewL0xczw8xd+L2ACxNGkBrI0WR2z0PH/xlyds8p/qRwoeV9jkp+b6ntG2/uM/gt0r+by+rXuT91crlsuQiV6/xFm9vH3XdqB/PnDKPHPxNydvSi/pR1TcuO6TBWr534nMLwNqkAbQ2UhS53fNuJW/v3F5SdjvL4qE5Kfm+p7Rtv3hyyf/dPurjetkstcj9vTLe9+L+VZk+DynjbX8rO71DHtfzQ8yduD0AS5MG0NpIUeR2z4eVvL1z+6HS/tIDNScl3/eU4n5Rr9c1xglO/mvZL0sscmN+L+5pZZ7crWwucxC3pydfUnZIg7V878TnFoC1SQNobaQocrvns0re3rl9dZkmJyXf95TO7xevVMY5wUl9N/P1y35ZWpEb83txPzm4S5kn9bHv8VqO5/3U4NZyQeJ6foi5E7cHYGnSAFobKYrc7vmGkrd3bvVdwilyUvJ9T+n8fjHWmQs/qeyfpRW5f1vybezj98tmzZgzzyh5u3pSv0f7puWCNFjL9058bgFYmzSA1kaKIrdb6t+wj/Eu0JjqRwvfvEyTk5Lvf0rX94vXHvzOln9/WT8xuGPZP0sqcmN+L+59y/x5Qsnb1Zt/XS5IXM8PMXfi9gAsTRpAayNFkdstrz743ZK3d04/VzYfNZsiJyXf/5S+s2zyH7f8u8v667I5++EhWUqRu1cZ73txn1P6yPuUvG29+cFyQRqs5XsnPrcArE0aQGsjRZHbLfXkGr2d9vyrynQ5Kfn+p/T0snlnqZaw+O8u66nl8CyhyNXvxT2z5D+7j+8o0/2lwUV5YBnvHcZW6va9WblJ4np+iLkTtwdgadIAWhspitxu+Zclb+vc3qtMl5OS739Kzxv82Jb5Zf3fwX3L4VlCkRvre3H1Itf1jJe9pBbK+m503M7ePKncJA3W8r0Tn1sA1iYNoLWRosjtlt5OdPLiwV3LdDkpeRum9NIts33UE6WMkd6L3Fjfi/uzsnk3urd8Tcnb2purZfOR7K2J6/kh5k7cHoClSQNobaQochfnVQa/XvK2zumpZdqclLwNS/MjZbyPB/Zc5Or34l5Y8p/Zx0eVPlMvuh23tUc3/P01WMv3TnxuAVibNIDWRooid3HeofT3/bj3KNPmpORtWJJ6Svi3LuOl1yI35vfibnQfPaSevfSPS97m3vxi2fxFUEpczw8xd+L2ACxNGkBrI0WRuzj1uy5xO+dU32151TJtTkrejiX5D2Xc9FrkPrnk/3Yf9fuIr1b6zreVvN09+oSyJQ3W8r0Tn1sA1iYNoLWRosjdPPVaYy8oeTvn9Nll+pyUvB1LUb+rVD9uOGZ6LHLvWMb5Xly9zMYblf7zESVve4/q91nTyWLien6IuRO3B2Bp0gBaGymK3M3z6JK3cU5/UuZ5kX1S8rYsxYeW8dNbkRvre3H1pDKPKctI/XjlS0r+GXr05BLSYC3fO/G5BWBt0gBaGymK3M3zzSVv45zq2TPnyEnJ27IEP1A23xsbOz0VuTG/F/f4sqx8U8k/Q4/q9Q8fW84lrueHmDtxewCWJg2gtZGiyN049YK+f17yNs6lnrDj75Z5clLy9vSuPnatfl89Fbmxvhf3rMGtZVl5ZMk/R69+o5y7hmGDtXzvxOeWfZXNR9HvHOcAvUsDaG2kKHI3ztNK3r45/bcyX05K3p7efWFpl16K3NuXcb4X90uD1yrLSy2e/7Pkn6dX3102ZSet54foIHcYfPDgJwbvFrcPoHdpAK2NFEVue96i9PV7qS/WH17my0nJ29SzFw1es7TL3EXuy8vm5/vlLf/usv6otHvncop8SMk/U8++ttT/Mf5avnfic8uuhty5bH7/P15v5ppHx/8OoHdpAK2NFEVue7695G2bUzy5xdQ5KXmbevYBpW3mLnL15Bn1+5Jxvo8PL8tOvUzCGCd6mdK/j+v5IWbI3QcfM/iFkn82RQ5YnDSA1kaKIpfzQSVv15zqmfler8ybk5K3q1fPLm1OcHI+cxe5P9wy28dXlePIPyv5Z+vd35a5uROfW26kbM4U+imDX6t/7AYUOWBx0gBaGymK3G3zuoP/W/J2zenjyvw5KXm7evSnZbNPt87cRW4M/33wyuU4Ur939jMl/4y9+0+DV4lr+2VNkDcZfFnZbW1U5IDFSQNobaQocq/IKw2+t+RtmlM9ff7ty/w5KXnbejTVxdKXXuTqRdIfUI4r71Xyz7kEzy+bojRb4nPLteeXeiKZdx48vWyuXxm3+0YUOWBx0gBaGymK3CvylSVvz5z+ePCg0kdOSt6+3tTv69STL0yRJRe5vxq8Wzm+3FL6+27rrn5n8NGDW+I6v4uRc8+y2ZYfLnk7d6HIAYuTBtDaSFHkNqnf+4jbMrd/XvrJScnb15v3LNNlyUWu7uvHmjcum7Nwxp95KZ47eKcyferlA9528DWDF5e8XZehyAGLkwbQ2khR5Er51JK3Y27fWPrKScnb2JPTMm2WWuSeUdqfCGbufELJP/fS1IuzP2pwh7jub7Nn6kfJHzZ4Qhn3WnyKHLA4aQCtjZQ1F7n6Qqa3j1NWPzV49dJXTkrezl78weD+ZdosscjVk4G0vLZeL6nfKa0X3o4//xLVglXfQX1IGefENPcZPHrwRYP/UfL9jUGRAxYnDaC1kbLWIvfA0ueLvd8cvGHpLyclb2sv5vio4NKKXL1cQX33ZS15g7LbGRaX4m8GPz14yuBfDN6ubNaJe5XN90LPu0vZFLb67+vHJT9i8BWD7y+b7+LF2x6bIgcsThpAayNlbUWufqysXgD5t0q+77nVF9vvUPrMScnb24P64vZVy/RZWpH7kLK+PHbw1yX/Lo7FX5bN99l+fvBz59ST/vz24C+2/JkpKHLA4qQBLEFZV5F7l7I5mUC8zx7UF11TnqzjsjkpeZvnVl+k1+8RHZx4XFykLKvIfWlZbz6t5N8HbSlywOKkAUzpgBx7kavv1rz34Dkl31cvaol739J3Tkre7rl9fbmWeDxc1h5ZSpH7vrK5WPaa89SSfy+0o8gBi5MGsATlOItc/Y7I2wyeVDYneIj30ZP6ccp/VPrPScnbPqffH7xeGSnxuLhIWUaR+40y4u9owaknCfnOkn8/tKHIAYuTBjClA9JbkasX9N019QLA9eyOr182X/7/xME3DK6UfLs9qt/Te8eyjJyUvP1z+pflXOLxcFl7pPciV78/9cgi11P/cqee7CP+nhifIgcsThrAEpT+ilz98n69hlpVLw1Qr3H0Odc8sWwuWFv/3bcO/vvgBYM/Offnl6KepONBZTk5KflnmEs9bXq9gPFoicfFRUr/Re7ji8Tcc/CTJf+uGJciByxOGsCUDkhvRW4Nnj64R1lWTkr+OebwV2XLu5jxeLisPdJzkXtakRvl3sU7c60pcsDipAEsQVHkplR/z/Xjn/USCEvLSck/zxzqO7KjJx4XFyn9Frn/Vfq7mHxvuevgO0r+3TGOx8TjBaB3aQBTOiCK3DT+5+ARZbk5Kflnmlr9TmG90HFKPB4ua4/0WOT+YPBmRXbJncrm4trxd8j+zgbfNLh3PL4AepcGsARFkWvtTwePH9y5LDsnJf9sU/tnpVHicXGR0meR6/0SFj3mU8txXzR8CvXi4188eHA8TgCWIg1gSgdEkWunfhfuWN4hOSn555vSc8vmLKVbE4+Hy9ojvRW5ejIg2S+PKZtLNcTfKTf3C2VzUp37xuMJYGnSAJagKHIt/ODgXctx5aTkn3Mq9VT6b10aJh4XFyl9FbnvLiOfxXOFqZcweWbJv1tuqz5XPGfw3mVzfb6XJx4fAEuTBjClA6LIjed5g/coyzyZyUU5KfnnncqXlgsSj4fL2iO9FLlfH7x2kYNybR+ox+1Hlc13MePvee3qO5b145MPj8cOwDFIA1iCosgd6g/L5iLk71SOOycl/+xT+NXB3UrjxOPiIqWPIvfng7crMnZet2zOjlrfCY6/8zWp1+f8zsEHlwuOwXh8ACxNGsCUDogid3n1WmY/NfjkwQPLOnJS8u9hCvVF5IWJx8Nl7ZEeitzHFhklcX+4tk+81eC/lPUVunoJi39XnLwEWJE0gCWoT9ZFkdtF/dvpnxx8Rtl8X+sYPz55s5yU/Dtp7fvKTU5wMmbicXGRMn+Re2qRqXK90P1xyY/DsagnLvm8wTsMbi2XTDw+AJYmDWBKB0SR2+6PBlcGTxt8WNn8ntack5J/Ry3VyzY8pOyYeDxc1h6Zs8j9eFn+5Sy6StwfthnypoPPHryg/pGFq38xVa9t+emDvze4Q/x5AdYkDWAJSn9F7ncGPzD4xcHVwe8P/mzLfzeW+oLmNwc/O/jmwacN3nPwJoPbF7meJ5b8u2vpc8uEicfFRcrmxDZxm6dQj483LjJnXm3w6MFXDl5Y8mPUo/rx0F8tm+/zfni5xF+S7JJ4fAAsTRrAlA5Ib0Wuntr6el59cP/BW5TNyUQeO/igsjmzXP0OR/3b5K8ePPnaP79p8D1lczr26+o7J08dfG3ZvPCqH42s3y16v8G7lM113m76RX55eep31Z5bbvu7beF7y6ZQv0a5ROLxcFl7pBbb7y95+1u5vl/XY0BGTtwfdlU2p+B/x7K5sHh9jOrZHV9ab3JG9QLn9cyb/6Ns1rxa3OrHQ//2cgEx8ecCWJs0gCUo/RW5WrxEJk08Li5L1p1z+8FdB29TNn/x8aTBtw5+vmze9a/fsaslK655+6gfPa7vzr5o8CODbxx8Ztncbz2T6T3LhInHA8DSpAFM6YAocrL4xOPhsmTdifvD2Ia8Ztl8XPv/G7zr4AMH/6Rs3smrny64kfpR708qm4JW/8w/KJt3AOsnCe5XRroQfNxegLVJA1iCosiJpOMCAFiPNIApHRBFThafeDwAAOwqDWAJiiInko4LAGA90gCmdEAUOVl84vEAALCrNIAlKIqcSDouAID1SAOY0gFR5GTxiccDAMCu0gCWoChyIum4AADWIw1gSgdEkZPFJx4PAAC7SgNYgqLIiaTjAgBYjzSAKR0QRU4Wn3g8AADsKg1gCYoiJ5KOCwBgPdIApnRAFDlZfOLxAACwqzSAJSiKnEg6L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style="left:1.62pt; top:29.44pt; width:111.12pt; height:93.83pt;")
- div (class="awdiv", style="left:68.05pt; top:23.8pt;")
  - div (class="awdiv", style="left:17.85pt; top:99.44pt;")
  - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:0.33pt;"): do dnia sporządzenia sprawozdania biegłego rewidenta, jednakże przyszłe zdarzenia lub warunki
  - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:11.83pt;"): mogą spowodować, że Spółka zaprzestanie kontynuacji działalności;
  - div (class="awdiv", style="top:128.44pt;")
  - div (style="left:0pt; top:0pt;")
  - span (class="awspan awtext004", style="font-size:10pt; color:#d04a02; left:0pt; top:0pt;"): ●
  - span (class="awspan awtext001", style="font-size:10pt; left:17.85pt; top:0.47pt;"): oceniamy ogólną prezentację, strukturę i zawartość sprawozdania finansowego, w tym ujawnienia,
  - span (class="awspan awtext001", style="font-size:10pt; left:17.85pt; top:11.97pt;"): oraz czy sprawozdanie finansowe przedstawia będące ich podstawą transakcje i zdarzenia w sposób
  - span (class="awspan awtext001", style="font-size:10pt; left:17.85pt; top:23.47pt;"): zapewniający rzetelną prezentację.
  - div (class="awdiv", style="top:169.08pt;")
  - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:0.33pt;"): Komunikujemy się z Komitetem Audytu odnośnie, między innymi, do planowanego zakresu i czasu
  - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:11.83pt;"): przeprowadzenia badania oraz znaczących ustaleń badania, w tym wszelkich znaczących słabości kontroli
  - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:23.33pt;"): wewnętrznej, które zidentyfikujemy podczas badania.
  - div (class="awdiv", style="top:209.57pt;")
  - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:0.33pt;"): Składamy Komitetowi Audytu oświadczenie, że przestrzegaliśmy stosownych wymogów etycznych
  - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:11.83pt;"): dotyczących niezależności oraz komunikujemy wszystkie powiązania i inne sprawy, które mogłyby być
  - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:23.33pt;"): racjonalnie uznane za stanowiące zagrożenie dla naszej niezależności, a tam gdzie ma to zastosowanie,
  - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:34.82pt;"): informujemy o działaniach podjętych w celu wyeliminowania tych zagrożeń oraz zastosowanych
  - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:46.32pt;"): zabezpieczeniach.
  - div (class="awdiv", style="top:273.07pt;")
  - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:0.33pt;"): Spośród spraw komunikowanych Komitetowi Audytu ustaliliśmy te sprawy, które były najbardziej znaczące
  - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:11.83pt;"): podczas badania
  - span (class="awspan awtext001", style="font-size:10pt; left:78.39pt; top:11.83pt;"): sprawozdania
  - span (class="awspan awtext001", style="font-size:10pt; left:140.1pt; top:11.83pt;"): finansowego za bieżący okres i dlatego uznaliśmy je za kluczowe sprawy
  - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:23.33pt;"): badania. Opisujemy te sprawy w naszym sprawozdaniu biegłego rewidenta, chyba że przepisy prawa lub
  - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:34.82pt;"): regulacje zabraniają publicznego ujawnienia na ich temat lub gdy, w wyjątkowych okolicznościach,
  - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:46.32pt;"): ustalimy, że kwestia nie powinna być komunikowana w naszym sprawozdaniu, ponieważ można byłoby
  - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:57.82pt;"): racjonalnie oczekiwać, że negatywne konsekwencje przeważyłyby korzyści dla interesu publicznego
  - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:69.32pt;"): takiego ujawnienia.
  - div (class="awdiv", style="top:359.56pt;")
  - span (class="awspan awtext001", style="color:#d04a02; left:0pt; top:10.89pt;"): Inne informacje, w tym sprawozdanie z działalności
  - div (class="awdiv", style="left:-1.45pt; top:365.56pt; width:479.1pt; height:0pt; border-top:solid 0.75pt #d04a02;")
  - div (class="awdiv", style="top:389.86pt;")
  - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:0.33pt;"): Inne informacje
  - div (class="awdiv", style="top:407.36pt;")
  - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:0.33pt;"): Na inne informacje składa się:
  - div (class="awdiv", style="top:424.86pt;")
  - div (style="left:0pt; top:0pt;")
  - span (class="awspan awtext004", style="font-size:10pt; color:#d04a02; left:0pt; top:0pt;"): ●
  - span (class="awspan awtext001", style="font-size:10pt; left:17.85pt; top:0.47pt;"): sprawozdanie z działalności Spółki za rok obrotowy zakończony 31 grudnia 2023 r. („Sprawozdanie
  - span (class="awspan awtext001", style="font-size:10pt; left:17.85pt; top:11.97pt;"): z działalności”) wraz z oświadczeniem o stosowaniu ładu korporacyjnego, które
  - span (class="awspan awtext001", style="font-size:10pt; left:371.34pt; top:11.97pt;"): jest
  - span (class="awspan awtext001", style="font-size:10pt; left:386.9pt; top:11.97pt;"): wyodrębnion
  - span (class="awspan awtext001", style="font-size:10pt; left:446.39pt; top:11.97pt;"): ą
  - span (class="awspan awtext001", style="font-size:10pt; left:451.95pt; top:11.97pt;")
  - span (class="awspan awtext001", style="font-size:10pt; left:17.85pt; top:23.47pt;"): części
  - span (class="awspan awtext001", style="font-size:10pt; left:45.63pt; top:23.47pt;"): ą
  - span (class="awspan awtext001", style="font-size:10pt; left:51.19pt; top:23.47pt;"): tego Sprawozdania z działalności,
  - div (class="awdiv", style="top:465.5pt;")
  - div (style="left:0pt; top:0pt;")
  - span (class="awspan awtext004", style="font-size:10pt; color:#d04a02; left:0pt; top:0pt;"): ●
  - span (class="awspan awtext001", style="font-size:10pt; left:17.85pt; top:0.47pt;"): inne dokumenty składające się na Raport Roczny za rok obrotowy zakończony 31 grudnia 2023 r.
  - span (class="awspan awtext001", style="font-size:10pt; left:17.85pt; top:11.97pt;"): („Raport roczny”)
  - div (class="awdiv", style="top:494.64pt;")
  - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:0.33pt;"): (razem „Inne informacje”). Inne informacje nie obejmują sprawozdania finansowego i sprawozdania
  - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:11.83pt;"): biegłego rewidenta na jego temat.
  - div (class="awdiv", style="top:523.63pt;")
  - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:0.33pt;"): Odpowiedzialność Zarządu i Rady Nadzorczej
  - div (class="awdiv", style="top:541.13pt;")
  - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:0.33pt;"): Zarząd Spółki jest odpowiedzialny za sporządzenie Innych informacji zgodnie z przepisami prawa.
  - div (class="awdiv", style="top:558.63pt;")
  - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:0.33pt;"): Zarząd Spółki oraz członkowie Rady Nadzorczej są zobowiązani do zapewnienia, aby Sprawozdanie
  - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:11.83pt;"): z działalności Spółki wraz z wyodrębnionymi częściami spełniało wymagania przewidziane w Ustawie
  - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:23.33pt;"): o rachunkowości.
  - div (class="awdiv", style="top:599.13pt;")
  - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:0.33pt;"): Odpowiedzialność biegłego rewidenta
  - div (class="awdiv", style="top:616.63pt;")
  - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:0.33pt;"): Nasza opinia z badania sprawozdania finansowego nie obejmuje Innych informacji.
  - div (class="awdiv", style="top:634.13pt;")
  - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:0.33pt;"): W związku z badaniem sprawozdania finansowego naszym obowiązkiem wynikającym z KSB jest
  - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:11.83pt;"): przeczytanie Innych informacji, i czyniąc to, rozważenie czy są one istotnie niespójne z sprawozdaniem
  - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:23.33pt;"): finansowym, z naszą wiedzą uzyskaną w trakcie badania lub w inny sposób wydają się być istotnie
  - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:34.82pt;"): zniekształcone. Jeżeli na podstawie wykonanej pracy stwierdzimy istotne zniekształcenie Innych informacji,
  - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:46.32pt;"): jesteśmy zobowiązani poinformować o tym w naszym sprawozdaniu z badania. Naszym obowiązkiem
  - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:57.82pt;"): zgodnie z wymogami Ustawy o biegłych rewidentach jest również wydanie opinii, czy Sprawozdanie z
  - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:69.32pt;"): działalności zostało sporządzone zgodnie z przepisami oraz czy jest zgodne z informacjami zawartymi
  - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:80.82pt;"): w rocznym sprawozdaniu finansowym.
- div (class="awdiv awpage", style="width:595.3pt; height:841.9pt;")
- div (class="awdiv", style="left:68.05pt; top:792.4pt; clip:rect(0pt,527.25pt,22.15pt,-68.05pt);")
  - span (class="awspan awtext001", style="font-size:9.5pt; left:470.92pt; top:0.31pt;"): 7
- div (class="awdiv")
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", style="left:1.62pt; top:29.44pt; width:111.12pt; height:93.83pt;")
- div (class="awdiv", style="left:68.05pt; top:23.8pt;")
  - div (class="awdiv", style="top:99.44pt;")
  - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:0.33pt;"): Oświadczenie na temat Innych informacji
  - div (class="awdiv", style="top:116.94pt;")
  - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:0.33pt;"): Ponadto jesteśmy zobowiązani do wydania opinii, czy Spółka w oświadczeniu o stosowaniu ładu
  - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:11.83pt;"): korporacyjnego zawarła wymagane informacje.
  - div (class="awdiv", style="top:145.94pt;")
  - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:0.33pt;"): Oświadczamy, że w świetle wiedzy o Spółce i jej otoczeniu uzyskanej podczas naszego badania nie
  - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:11.83pt;"): stwierdziliśmy w Sprawozdaniu z działalności Spółki oraz pozostałych Innych informacjach istotnych
  - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:23.33pt;"): zniekształceń.
  - div (class="awdiv", style="top:186.43pt;")
  - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:0.33pt;"): Opinia o Sprawozdaniu z działalności
  - div (class="awdiv", style="top:203.93pt;")
  - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:0.33pt;"): Na podstawie wykonanej pracy w trakcie badania, naszym zdaniem, Sprawozdanie z działalności Spółki:
  - div (class="awdiv", style="top:221.43pt;")
  - div (style="left:0pt; top:0pt;")
  - span (class="awspan awtext004", style="font-size:10pt; color:#d04a02; left:0pt; top:0pt;"): ●
  - span (class="awspan awtext001", style="font-size:10pt; left:17.85pt; top:0.47pt;"): zostało sporządzone zgodnie z wymogami art. 49 Ustawy o rachunkowości oraz paragrafu 70
  - span (class="awspan awtext001", style="font-size:10pt; left:17.85pt; top:11.97pt;"): Rozporządzenia Ministra Finansów z dnia 29 marca 2018 r. w sprawie informacji bieżących
  - span (class="awspan awtext001", style="font-size:10pt; left:17.85pt; top:23.47pt;"): i okresowych przekazywanych przez emitentów papierów wartościowych oraz warunków uznawania za
  - span (class="awspan awtext001", style="font-size:10pt; left:17.85pt; top:34.97pt;"): równoważne informacji wymaganych przepisami prawa państwa niebędącego państwem członkowskim
  - span (class="awspan awtext001", style="font-size:10pt; left:17.85pt; top:46.46pt;"): („Rozporządzenie o informacjach bieżących”);
  - div (class="awdiv", style="top:285.07pt;")
  - div (style="left:0pt; top:0pt;")
  - span (class="awspan awtext004", style="font-size:10pt; color:#d04a02; left:0pt; top:0pt;"): ●
  - span (class="awspan awtext001", style="font-size:10pt; left:17.85pt; top:0.47pt;"): jest zgodne z informacjami zawartymi w sprawozdaniu finansowym.
  - div (class="awdiv", style="top:303.86pt;")
  - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:0.33pt;"): Opinia o oświadczeniu o stosowaniu ładu korporacyjnego
  - div (class="awdiv", style="top:327.36pt;")
  - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:0.33pt;"): Naszym zdaniem w oświadczeniu o stosowaniu ładu korporacyjnego Spółka zawarła informacje określone
  - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:11.83pt;"): w paragrafie 70 ust. 6 punkt 5 Rozporządzenia o informacjach bieżących. Ponadto, naszym zdaniem,
  - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:23.33pt;"): informacje wskazane w paragrafie 70 ust. 6 punkt 5 lit. c-f, h oraz i tego Rozporządzenia zawarte w
  - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:34.82pt;"): oświadczeniu o stosowaniu ładu korporacyjnego są zgodne z mającymi zastosowanie przepisami oraz
  - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:46.32pt;"): informacjami zawartymi w sprawozdaniu finansowym.
  - div (class="awdiv", style="top:384.85pt;")
  - span (class="awspan awtext003", style="color:#d04a02; left:0pt; top:16.89pt;"): Sprawozdanie na temat innych wymogów prawa i regulacji
  - div (class="awdiv", style="left:-1.45pt; top:396.85pt; width:479.1pt; height:0pt; border-top:solid 0.75pt #d04a02;")
  - div (class="awdiv", style="top:428.3pt;")
  - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:0.33pt;"): Oświadczenie na temat świadczenia usług niebędących badaniem sprawozdania finansowego
  - div (class="awdiv", style="top:445.8pt;")
  - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:0.33pt;"): Zgodnie z naszą najlepszą wiedzą i przekonaniem oświadczamy, że usługi niebędące badaniem
  - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:11.83pt;"): sprawozdań finansowych, które świadczyliśmy na rzecz Spółki są zgodne z prawem i przepisami
  - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:23.33pt;"): obowiązującymi w Polsce oraz że nie świadczyliśmy usług niebędących badaniem, które są zakazane na
  - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:34.82pt;"): mocy art. 5 ust.1 Rozporządzenia UE oraz art. 136 Ustawy o biegłych rewidentach.
  - div (class="awdiv", style="top:497.8pt;")
  - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:0.33pt;"): Usługi niebędące badaniem sprawozdań finansowych, które świadczyliśmy na rzecz Spółki w badanym
  - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:11.83pt;"): okresie zostały wymienione w sprawozdaniu z działalności Spółki.
  - div (class="awdiv", style="top:526.79pt;")
  - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:0.33pt;"): Wybór firmy audytorskiej
  - div (class="awdiv", style="top:544.29pt;")
  - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:0.33pt;"): Zostaliśmy wybrani do badania rocznego jednostkowego sprawozdania finansowego Spółki uchwałą Rady
  - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:11.83pt;"): Nadzorczej z dnia 5 lutego 2020 r. oraz ponownie uchwałą z dnia 11 maja 2022 r. Sprawozdanie finansowe
  - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:23.33pt;"): Spółki badamy nieprzerwanie począwszy od roku obrotowego zakończonego 31 grudnia 2020 r., to jest
  - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:34.82pt;"): przez kolejne 4 lata.
  - div (class="awdiv", style="top:596.29pt;")
  - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:0.33pt;"): Kluczowym biegłym rewidentem odpowiedzialnym za badanie w imieniu PricewaterhouseCoopers Polska
  - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:11.83pt;"): spółka z ograniczoną odpowiedzialnością Audyt sp.k., spółki wpisanej na listę firm audytorskich pod
  - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:23.33pt;"): numerem 144, którego rezultatem jest niniejsze sprawozdanie niezależnego biegłego rewidenta,
  - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:34.82pt;"): jest Paweł Wesołowski.
  - div (class="awdiv", style="top:648.29pt;")
  - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:0.33pt;")
  - div (class="awdiv", style="top:665.78pt;")
  - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:0.33pt;")
  - div (class="awdiv", style="top:683.28pt;")
  - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:0.33pt;"): Paweł Wesołowski
  - div (class="awdiv", style="top:700.78pt;")
  - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:0.33pt;"): Kluczowy Biegły Rewident
  - div (class="awdiv", style="top:712.28pt;")
  - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:0.33pt;"): Numer w rejestrze: 12150
  - div (class="awdiv", style="top:723.78pt;")
  - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:8.33pt;"): Warszawa, 18 kwietnia 2024 r.

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