Archicom S.A. — Audit Report / Information 2021

Mar 25, 2025

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style="left:6.9pt; top:8.9pt; width:111pt; height:93.75pt;") - div (class="awdiv", style="left:67.55pt; top:754.5pt;") - div (class="awdiv", style="left:0pt; top:-0.38pt; width:489pt; height:0pt; border-top:solid 0.75pt #be4b48;") - div (class="awdiv", style="left:70.9pt; top:92.15pt;") - span (class="awspan awtext002", style="font-size:16pt; color:#d04a02; left:0pt; top:18pt;"): Sprawozdanie niezależnego biegłego rewidenta z atestacji - span (class="awspan awtext002", style="font-size:16pt; color:#d04a02; left:0pt; top:36.18pt;"): sprawozdawczości zrównoważonego rozwoju dającej - span (class="awspan awtext002", style="font-size:16pt; color:#d04a02; left:0pt; top:54.36pt;"): ograniczoną pewność - div (class="awdiv", style="top:88.31pt;") - div (style="left:0pt; top:0pt;") - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:0.33pt;"): Dla Walnego Zgromadzenia i Rady Nadzorczej Archicom S.A. - div (class="awdiv", style="left:70.9pt; top:191.96pt;") - div (style="left:0pt; top:0pt;") - span (class="awspan awtext001", style="color:#d04a02; left:0pt; top:28.89pt;"): Opinia - div (class="awdiv", style="left:-1.45pt; top:24pt; width:456.4pt; height:0pt; border-top:solid 0.75pt #d04a02;") - div (class="awdiv", style="top:48.3pt;") - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:0.33pt;"): Przeprowadziliśmy atestację dającą ograniczoną pewność “Sprawozdawczości Zrównoważonego - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:12.74pt;"): Rozwoju Grupy Kapitałowej Archicom za 2024 r.” sporządzonej przez Archicom S.A. (“Spółka”) na - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:25.15pt;"): dzień 31 grudnia 2024 r. i za rok zakończony tego dnia i zawartej - span (class="awspan awtext001", style="font-size:9.5pt; left:290.17pt; top:25.6pt;"): w rozdziale 4 “Sprawozdania Zarządu - span (class="awspan awtext001", style="font-size:9.5pt; left:0pt; top:38.01pt;"): z działalności Archicom S.A. oraz Grupy Kapitałowej Archicom za 2024 rok” - span (class="awspan awtext001", style="font-size:10pt; left:320.49pt; top:37.55pt;"): („Sprawozdawczość - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:49.96pt;"): zrównoważonego rozwoju grupy kapitałowej”). - div (class="awdiv", style="top:116.34pt;") - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:0.33pt;"): Na podstawie wykonanych procedur atestacyjnych i uzyskanych dowodów, nic nie zwróciło naszej - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:12.74pt;"): uwagi, co pozwalałoby nam sądzić, że: - div (class="awdiv", style="left:-0.15pt; top:147.16pt;") - span (class="awspan awtext001", style="font-size:10pt; color:#d04a02; left:0pt; top:0.33pt;"): • - span (class="awspan awtext001", style="font-size:10pt; left:18pt; top:0.33pt;"): Sprawozdawczość zrównoważonego rozwoju grupy kapitałowej nie jest zgodna, we wszystkich - span (class="awspan awtext001", style="font-size:10pt; left:18pt; top:12.74pt;"): istotnych aspektach, z wymogami Rozdziału 6c ustawy z dnia 29 września 1994 r. o - span (class="awspan awtext001", style="font-size:10pt; left:18pt; top:25.15pt;"): rachunkowości („Ustawa o rachunkowości”), w tym z Europejskimi Standardami - span (class="awspan awtext001", style="font-size:10pt; left:18pt; top:37.55pt;"): Sprawozdawczości w Zakresie Zrównoważonego Rozwoju („ESRS”); - div (class="awdiv", style="left:-0.15pt; top:202.8pt;") - span (class="awspan awtext001", style="font-size:10pt; color:#d04a02; left:0pt; top:0.33pt;"): • - span (class="awspan awtext001", style="font-size:10pt; left:18pt; top:0.33pt;"): proces oceny istotności przeprowadzony przez Spółkę w celu identyfikacji informacji ujętych - span (class="awspan awtext001", style="font-size:10pt; left:18pt; top:12.74pt;"): w Sprawozdawczości zrównoważonego rozwoju grupy kapitałowej („Proces oceny istotności”) nie - span (class="awspan awtext001", style="font-size:10pt; left:18pt; top:25.15pt;"): jest zgodny, we wszystkich istotnych aspektach, z ESRS; - div (class="awdiv", style="left:-0.15pt; top:246.03pt;") - span (class="awspan awtext001", style="font-size:10pt; color:#d04a02; left:0pt; top:0.33pt;"): • - span (class="awspan awtext001", style="font-size:10pt; left:18pt; top:0.33pt;"): Sprawozdawczość zrównoważonego rozwoju grupy kapitałowej nie jest zgodna, we wszystkich - span (class="awspan awtext001", style="font-size:10pt; left:18pt; top:11.83pt;"): istotnych aspektach, z wymogami sprawozdawczymi zawartymi w art. 8 Rozporządzenia - span (class="awspan awtext001", style="font-size:10pt; left:18pt; top:23.33pt;"): Parlamentu Europejskiego i Rady (UE) 2020/852 z dnia 18 czerwca 2020 r. w sprawie - span (class="awspan awtext001", style="font-size:10pt; left:18pt; top:34.82pt;"): ustanowienia ram ułatwiających zrównoważone inwestycje, zmieniającego rozporządzenie (UE) - span (class="awspan awtext001", style="font-size:10pt; left:18pt; top:46.32pt;"): 2019/2088 („Rozporządzenie w sprawie taksonomii”). - div (class="awdiv", style="top:309.52pt;") - div (style="left:0pt; top:0pt;") - span (class="awspan awtext001", style="color:#d04a02; left:0pt; top:4.89pt;"): Podstawa opinii - div (class="awdiv", style="left:-1.45pt; top:309.52pt; width:456.4pt; height:0pt; border-top:solid 0.75pt #d04a02;") - div (class="awdiv", style="left:70.9pt; top:525.78pt;") - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:0.33pt;"): Naszą atestację przeprowadziliśmy zgodnie z Krajowym Standardem Usług Atestacji - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:11.83pt;"): Sprawozdawczości Zrównoważonego Rozwoju 3002PL - Usługa atestacyjna dająca ograniczoną - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:23.33pt;"): pewność w zakresie sprawozdawczości zrównoważonego rozwoju („KSUA 3002PL”) oraz - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:34.82pt;"): odpowiednio z Krajowym Standardem Usług Atestacyjnych Innych niż Badanie i Przegląd 3000 (Z) - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:46.32pt;"): w brzmieniu Międzynarodowego Standardu Usług Atestacyjnych 3000 (zmienionego) - Usługi - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:57.82pt;"): atestacyjne inne niż badania i przeglądy historycznych informacji finansowych („KSUA 3000 (Z)”) - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:69.32pt;"): przyjętymi uchwałami Krajowej Rady Biegłych Rewidentów. - div (class="awdiv", style="top:86.49pt;") - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:0.33pt;"): Uważamy, że dowody, które uzyskaliśmy są wystarczające i odpowiednie, aby stanowić podstawę dla - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:11.83pt;"): naszej opinii. Nasza odpowiedzialność zgodnie z KSUA 3002PL i odpowiednio z KSUA 3000 (Z) - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:23.33pt;"): została dalej opisana w sekcji Odpowiedzialność biegłego rewidenta atestacji sprawozdawczości - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:34.82pt;"): zrównoważonego rozwoju. - div (class="awdiv awpage", style="width:595.3pt; height:841.9pt;") - div (class="awdiv", style="left:70.9pt; top:819.23pt; clip:rect(0pt,524.4pt,23.67pt,-70.9pt);") - span (class="awspan awtext001", style="font-size:8.5pt; left:448.77pt; top:0.28pt;"): 2 - div (class="awdiv", title="A pixelated butterfly on a black background

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", style="left:3.4pt; top:8.5pt; width:111pt; height:93.75pt;") - div (class="awdiv", style="left:70.9pt; top:92.15pt;") - div (class="awdiv", style="top:52.5pt;") - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:0.33pt;"): Nasza niezależność i zarządzanie jakością - div (class="awdiv", style="top:70pt;") - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:0.33pt;"): Przestrzegaliśmy wymogów niezależności i innych wymogów etycznych zawartych w “Podręczniku - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:11.83pt;"): Międzynarodowego kodeksu etyki zawodowych księgowych (w tym Międzynarodowych standardów - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:23.33pt;"): niezależności)” („Kodeks etyki”) przyjętym uchwałą Krajowej Rady Biegłych Rewidentów, który jest - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:34.82pt;"): oparty na podstawowych zasadach uczciwości, obiektywizmu, zawodowych kompetencji i należytej - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:46.32pt;"): staranności, poufności i profesjonalnego postępowania oraz wymogów zawartych w ustawie z dnia - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:57.82pt;"): 11 maja 2017 r. o biegłych rewidentach, firmach audytorskich oraz nadzorze publicznym („Ustawa o - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:69.32pt;"): biegłych rewidentach, firmach audytorskich oraz nadzorze publicznym”) oraz w Rozporządzeniu UE nr - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:80.82pt;"): 537/2014 z dnia 16 kwietnia 2014 r. w sprawie szczegółowych wymogów dotyczących ustawowych - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:92.32pt;"): badań sprawozdań finansowych jednostek interesu publicznego. Wypełniliśmy inne obowiązki etyczne - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:103.82pt;"): zgodnie z wyżej wymienionymi przepisami i Kodeksem etyki. - div (class="awdiv", style="top:190.99pt;") - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:0.33pt;"): Nasza firma stosuje postanowienia Krajowego Standardu Kontroli Jakości 1 w brzmieniu - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:11.83pt;"): Międzynarodowego Standardu Zarządzania Jakością (PL) 1 – Zarządzanie jakością dla firm - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:23.33pt;"): wykonujących badania lub przeglądy sprawozdań finansowych lub zlecenia innych usług - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:34.82pt;"): atestacyjnych lub pokrewnych opracowanego przez Radę Międzynarodowych Standardów Badania i - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:46.32pt;"): Usług Atestacyjnych i przyjętego uchwałą Rady Polskiej Agencji Nadzoru Audytowego oraz - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:57.82pt;"): postanowienia Ustawy o biegłych rewidentach, firmach audytorskich oraz nadzorze publicznym. - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:69.32pt;"): Standard ten wymaga od nas zaprojektowania, wdrożenia i działania systemu zarządzania jakością, - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:80.82pt;"): w tym polityk i procedur dotyczących zgodności z wymogami etycznymi, standardami zawodowymi - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:92.32pt;"): oraz obowiązującymi przepisami prawa i wymogami regulacyjnymi. - div (class="awdiv", style="left:70.9pt; top:393.78pt;") - span (class="awspan awtext001", style="color:#d04a02; left:0pt; top:16.89pt;"): Odpowiedzialność za Sprawozdawczość zrównoważonego rozwoju grupy - span (class="awspan awtext001", style="color:#d04a02; left:0pt; top:31.78pt;"): kapitałowej - div (class="awdiv", style="left:-1.45pt; top:12pt; width:456.4pt; height:0pt; border-top:solid 0.75pt #d04a02;") - div (class="awdiv", style="left:70.9pt; top:446.06pt;") - div (style="left:0pt; top:0pt;") - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:0.33pt;"): Zarząd Spółki jest odpowiedzialny za zaprojektowanie i przeprowadzenie Procesu oceny istotności - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:11.83pt;"): zgodnie z ESRS w celu identyfikacji informacji ujętych w Sprawozdawczości zrównoważonego - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:23.33pt;"): rozwoju grupy kapitałowej zgodnie z ESRS oraz za ujawnienie tego procesu w sekcji “Podwójna - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:34.82pt;"): istotność” w rozdziale 1 “Ujawnienia ogólne” do Sprawozdawczości zrównoważonego rozwoju grupy - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:46.32pt;"): kapitałowej. Do obowiązków tych należy między innymi: - div (class="awdiv", style="left:-0.15pt; top:63.5pt;") - span (class="awspan awtext001", style="font-size:10pt; color:#d04a02; left:0pt; top:0.33pt;"): • - span (class="awspan awtext001", style="font-size:10pt; left:18pt; top:0.33pt;"): zrozumienie kontekstu, w jakim mają miejsce działania i relacje biznesowe Grupy, oraz - span (class="awspan awtext001", style="font-size:10pt; left:18pt; top:11.83pt;"): identyfikacja interesariuszy, na których te działania mają wpływ; - div (class="awdiv", style="left:-0.15pt; top:92.49pt;") - span (class="awspan awtext001", style="font-size:10pt; color:#d04a02; left:0pt; top:0.33pt;"): • - span (class="awspan awtext001", style="font-size:10pt; left:18pt; top:0.33pt;"): identyfikacja rzeczywistych i potencjalnych wpływów (zarówno negatywnych, jak i pozytywnych) - span (class="awspan awtext001", style="font-size:10pt; left:18pt; top:11.83pt;"): związanych z kwestiami zrównoważonego rozwoju, a także ryzyk i szans, które wpływają lub - span (class="awspan awtext001", style="font-size:10pt; left:18pt; top:23.33pt;"): można rozsądnie oczekiwać, że wpłyną na sytuację finansową, wyniki finansowe, przepływy - span (class="awspan awtext001", style="font-size:10pt; left:18pt; top:34.82pt;"): pieniężne, dostęp do finansowania lub koszt kapitału Grupy w krótkim, średnim lub długim okresie; - div (class="awdiv", style="left:-0.15pt; top:144.49pt;") - span (class="awspan awtext001", style="font-size:10pt; color:#d04a02; left:0pt; top:0.33pt;"): • - span (class="awspan awtext001", style="font-size:10pt; left:18pt; top:0.33pt;"): ocena istotności zidentyfikowanych wpływów, ryzyk i szans związanych z kwestiami - span (class="awspan awtext001", style="font-size:10pt; left:18pt; top:11.83pt;"): zrównoważonego rozwoju poprzez wybór i zastosowanie odpowiednich progów istotności; oraz - div (class="awdiv", style="left:-0.15pt; top:173.49pt;") - span (class="awspan awtext001", style="font-size:10pt; color:#d04a02; left:0pt; top:0.33pt;"): • - span (class="awspan awtext001", style="font-size:10pt; left:18pt; top:0.33pt;"): formułowanie założeń, które są racjonalne w danych okolicznościach. - div (class="awdiv", style="left:-0.15pt; top:200.44pt;") - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:0.33pt;"): Zarząd Spółki jest ponadto odpowiedzialny za sporządzenie Sprawozdawczości zrównoważonego - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:11.83pt;"): rozwoju grupy kapitałowej zgodnie z Rozdziałem 6c Ustawy o rachunkowości, w tym między innymi - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:23.33pt;"): za: - div (class="awdiv", style="left:-0.15pt; top:240.93pt;") - span (class="awspan awtext001", style="font-size:10pt; color:#d04a02; left:0pt; top:0.33pt;"): • - span (class="awspan awtext001", style="font-size:10pt; left:18pt; top:0.33pt;"): zgodność z ESRS; - div (class="awdiv", style="left:-0.15pt; top:258.43pt;") - span (class="awspan awtext001", style="font-size:10pt; color:#d04a02; left:0pt; top:0.33pt;"): • - span (class="awspan awtext001", style="font-size:10pt; left:18pt; top:0.33pt;"): zgodność Sprawozdawczości zrównoważonego rozwoju grupy kapitałowej, w tym ujawnień - span (class="awspan awtext001", style="font-size:10pt; left:18pt; top:11.83pt;"): w rozdziale 5 “Taksonomia UE” do Sprawozdawczości zrównoważonego rozwoju grupy - div (class="awdiv awpage", style="width:595.3pt; height:841.9pt;") - div (class="awdiv", style="left:70.9pt; top:779.63pt; clip:rect(0pt,524.4pt,23.67pt,-70.9pt);") - span (class="awspan awtext001", style="font-size:8.5pt; left:448.77pt; top:0.28pt;"): 3 - div (class="awdiv", title="A pixelated butterfly on a black background

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2IIOQAARFzHmMgh5AAAEHEdI8QQcgAAiLiOMZFDyAEAIOI6Rogh5AAAEHEdYyKHkAMAQMR1jBBDyAEAIOI6xkQOIQcAgIjrGCGGkAMAQMR1jIkcQg4AABHXMUIMIQcAgIjrGBM5hBwAACKuY4QYQg4AgJZE3DEibkAmcgg5AABaEnGHiDghhpADAEDETScTOYQcAAAirmOEGEIOAIAJEHHzYSKHkAOAuaisgtarrYIumK6IWzT2Xw5CDCEHAHOw9sJrrYSW23Sj6U4X7PHwX6oXIOIm8FHLkiRXJFk/1v+8iRxCDgDmEgk3rLMS2m7G2JRxWZrksmTmM0k2pkzmxkOIIeQAQCQAQ0XcymTmlCRrx75LaiKHkAMAgA5FnBBDyAEAQMciLjGRQ8gBAECnIk6IIeQAAGDgiLu8FRGXmMgh5AAAYMCI+1QrIk6IIeQAAKBjEZeYyCHkAACgUxEnxBByAADQsYhLTOQQcgAA0KmIE2IIOQAA6FjEJSZyCDkAAOhUxAkxhBwAAHQs4hITOYQcAAAirlMRJ8QQcgAAiLiORVxiIoeQAwBAxHUq4oQYQg4AABHXsYhLTOQQcgAAiLjOPQMhhpADAEDEdYyJHEIOAAAR1zFCDCEHAICI6xgTOYQcAAAirmOEGEIOAAAR1zEmcgg5AABEXMcIMYQcAAAirmNM5BByAACIuI4RYgg5AABEXMeYyCHkAACYooi7Ipk5ZaojTogh5AAAmCJXNJO4m6Z+F9FEDiEHAHNRVdZB29W1ddBXPYk4IcbU/JVa+4UNwJj89Jm7Wwktt2H1GjsGHbDHMXuM/DF3vveeU7mvKwSZViZyAIzN+lU3Wglt3+udMTVl+gkxhBwAiASgY5wjh5ADAICOEWIIOQAA6BgTOYQcAAB0jBBDyAEAQMeYyCHkAACgY4QYQg4AADrGRA4hBwAAHSPEEHIAANAxJnIIOQAA6BghhpADAICOMZFDyAEAQMcIMYQcAAB0jIkcQg4AADpGiCHkAACgY0zkEHIAANAxQgwhBwAAHWMih5ADAICOEWIIOQAA6BgTOYQcAAB0jBBDyAEAQMeYyCHkAACgY4QYQg4AADrGRA4hBwAAHSPEEHIAMBdVUiWpa6sCmBwTOYQcAMzByvPqHHCXKtks5oDJEWIIOQCYg6suLvUm5oBJMpFDyAHAHCxaLOaAyRNiCDkAEHNAx5jIIeQAQMwBHSPEEHIAIOaAjjGRQ8gBgJgDOkaIIeQAQMwBHWMih5ADADEHdIwQQ8gBgJgDOsZEDiEHAGIO6BghhpADgAWKuSrJCjEHLAATOYQcACxQzF3ZTObEHDBqQgwhBwBiDugYEzmEHACIOaBjhBhCDgDEHNAxJnIIOQAQc0DHCDGEHACMO+aqZMWdxRwwPBM5hBwAjDvmLmomc2IOEGIIOQAQc0A/mMgh5ABAzAEdI8QQcgAg5oCOMZFDyAGAmAM6Rogh5ABAzAEdYyKHkAMAMQd0jBBDyAFAi2MuYm7OrDL6wEQOIQcALYu5qy6qs259suuKpJ6Nucq6GdTGjdZBkuy3l41mmgkxhBwAtMzM4mTV5XU2bqqyy/ItYo6BVPqFHjCRQ8gBQEtj7qar61SpsssKMQcIMYQcAHRCtShZc3U5rlLMAVuaz0SuWrIuO9//AisRIQcAYg4YJxM5hBwAiDmgY4aZyFVL1mXTtSuy5vNPz/7veLaViJADADEHjNN8JnK7Pcr6Q8gBgJgDxm4uE7ktJ3Gb1+yWavH6LH/3k61EhBwAjD3mKrcmgD4bZiJnEoeQA4BJx9xVzWROzEEvDTKR+8Uk7mnZvGb3VIvX//z/M5FDyAGAmAPGbC4TOZM4hBwAiDmgBbY1kdvWJG6WiRxCDgDEHDBmg0zkTOIQcgAg5oAWubWJ3CCTuFkmcgg5ABBzwJhtayJnEoeQAwAxB7TQlhO5asm6bLpuRdactv1J3CwTOYQcAIg5YMxubSK324nWC0IOAMQc0Fqrv3DoUJO4WSZyCDkAEHPAmG05kTOJQ8gBgJgD2v7eXrIuq06+31CTuFkmcgg5ABBzwBgjbtN1y7PbiV8ziUPIAYCYA7oScWtOe3pWn/zhoSZxs0zkEHIAIOaAMUbc5jW7Z8V7HmelIOQAQMwBXYm4avH6rHzBB+f1mCZyCDkAEHPAGCNOiCHkAEDMTV3I1Zu9xkyPEnG3vDqliRxT8fdRXfsoEYDx+NiBi6YneDYlO+1dZcmuSaYoflZdYscgSfbZoWr18u2+704jf8yd9tl56l7HnQ94+9j+W8vf/eTKO4dxMpEDgCFUi5I119TJNVP2vGa8tgBCDgCmOeZEDwAT4q8gAAAAIQcAAICQAwAAQMgBAAAIOQAAAIQcAAAAQg4AAEDIAQAAIOQAAAAQcgAAAEIOAAAAIQcAAICQAwAAEHIAAAAIOQAAAIQcAACAkAMAAEDIAQAAIOQAAACEHAAAAEIOAAAAIQcAACDkAAAAEHIAAAAIOQAAACEHAACAkAMAAEDIAQAACDkAAACEHAAAAEIOAAAAIQcAACDkAAAAEHIAAAAIOQAAACEHAACAkAMAAEDIAQAACDkAAACEHAAAAEIOAABAyAEAACDkAAAAEHIAAADTa7FVAMC4PPaSTVZCy33swEVWAkAHmMgBAAAIOQAAAIQcAAAAQg4AAEDIAQAAIOQAAAC4JbcfAGBsPnbgotpaaLfHXrKpGtO20Np1UCXZVCeLq6RtG2xd11m205JUVVKPauHqZOluy1JVVep6Ot6idb0+i3e8e/NqNk9yC8vf/WRvdoQcAEBXIg2SZOULPjivnxeCCDkAYOoMcuN3scckCTGEHACASKNjTOQQcgAAWzGRo+2EGEIOAECk0TEmcgg5AICtmMjRdkIMIQcAINLoGBM5hBwAwFZM5Gg7IYaQAwAQaXSMiRxCDgBgKyZytJ0QQ8gBAIg0OsZEDiEHALAVEznaTogh5AAARBodYyKHkAMA2IqJHG0nxBByAAAijY4xkUPIAQBsxUSOthNiCDkAAJFGx5jIIeQAALZiIkfbCTGEHACASKNjTOQQcgAAWzGRo+2EGEIOAECk0TEmcgg5AICtmMjRdkIMIQfAxLRxR3iQHXhsm7Y1ACEHAHQw6Ocbe/P9eSEICDkAGNyGJJuT1FZF61RJZkbxQCZyAGP4pV3X/i4F6CKHVmL7ta0C/WUiBwB0LtKEGNB3JnIAdpbtXNO77de2CnSdiRwA0LlIE2JA35nIAdhZtnNN77Zf2yrQdSZyAEDnIk2IAX1nIgdgZ9nONb3bfm2rQNeZyAEAnYs0IQb0nYkcgJ1lO9f0bvu1rQJdZyIHAHQu0oQY0HcmcgB2lu1c07vt17YKdJ2JHADQuUgTYkDfmcgB2Fm2c03vtl/bKtB1JnIAQOciTYgBfWciB2Bn2c41vdt+bauAkANAyDE1RhE4JnIAQg4AIccURd6sU25/29vv2rpbzwVgEpwjB9BRO1Sje6y1PtNjjub6QUKdZElVttuLNyYrN9z69y2qkrsvSxY1P3Nb26oQA/rORA6go964z2gmcrM7zjOCju0YZTxV1W1/EnH40iqLm/97SZWcsHOVpVUycxuRN8x2KwQBIQfAZH6BV6Mbyd1zWZXf2LXKvXdIKkHHAPGzvYnclhO4Kzclp95Y59Or61wzz366axN531m72QsCCDkA+h1ygo65hlybtt+7Lq2y40xywi5VDlqSHLA42VAn6+rxPBcAIQfARENO0DFoyG09kVuoCdxtsf8CCDm/CAGEnKBjjiHXhe33rkur3GuH5OG7VNl3Udl+N9RlWzaRA4QcAFMbcoKO2wq5/zxw0VgncFuz/wIIOb8IAYTcgO61Q5Xf2KXKkYKu9yHXxe13r0XJI3apcvzOVZ50qYkcIOQA6EnICTohN+vpe8zk5DFO4LZm/wUQcn4RAgg5Qce2oinJ0io58eJNU7P92v8BhBwAvQ05QTf9AbekSnaskvM3JM9ZuUmIAQg5AKYl5ATddNp5JrlqU/LZG+ucsrrO1Rvrqdl+7f8AQg4AIdexoJudNC2e48+s68lfmTtUyeIq+dCq+mbnwW25zyDEAIQcAFMWclsG3W82QZcJBd3W0VYlWVQll25MVm4c/HEWJTliWXmczc2/25hf3Jesy5ZV5TlUzXM7a23y0dV1ztrqBRvlPoMQBBByAEJO0N1mvC1uou2aTcmZa+t8f135dxdtqHP1HK/dccSyKouboDtyhyp7LUoOWFxirgvTutlgmw3aqonRs9clm5r//5tr63x4Vb3d+BFiAEIOgCkPuXEF3WzA7VAll21MLtyQfPrGOuetn3u0DWLvRcnBS6ucsHO5Wfo4InWuIZskM1sE2+Yk6+vk5NV1Ntaz/36whTaRAxByAPQw5BYq6LYMuJtdnGNTd5/TMGYnbrNTyMs3lmj75Oo6N9WDB9sg8SPEAIQcAD0LuVHFTxsCbtJBt6wqE7dNSc5dn3xrbZ1z1g936Og440kIAgg5ACHXs6BrY8CNM+i2jrdvr61z1rr5T9zmEj9CDEDIAdDzkJt15Ba3Lbi1+OlCwM31OQ0ULc3zXrJVvH1nXfL9MV5lxUQOQMgBIOTmFD+LOxZwowi6rcP106vHH2+3FT9CDEDIASDkthk/R+2QXLM5ObWDATdM0LV18mgiByDkABByA7vXsiqXbqxz1abpeU63FnRtP3TURA5AyAEg5Ngq6JZUyZUtPnTURA5AyAEg5NjCsTtWOXhJibi2HjpqIgcg5AAQcnSMiRyAkANAyNHhkBNiAEIOACFHx0Ku69uv/R9AyAEg5OhdyAkxACEHgJCjYyHX9e3X/g8g5AAQcvQu5IQYgJADQMjRsZDr+vZr/wcQcgAIOXoXckIMQMgBIOToWMh1ffu1/wMIOQCEHL0LOSEGIOQAEHJ0LOS6vv3a/wGEHABCjt6FnBADEHIACDk6FnJd337t/wBCDgAhR+9CTogBCDkAhBwdC7mub7/2fwAhB4CQo3chJ8QAhBwAQo6OhVzXt1/7P4CQA0DI0buQE2IAQg4AIUfHQq7r26/9H0DIwXTufB6U5J5JdkqyvTdJleSyJF9uybIv3mKZqyQbbXVwm5YnOTjJ4UnunGT3JJtn9/WTrEzygyQ/ar76/n7aLcntkuzZfO2bZP8kOyQ5IMnMttqpWZ9rm9+ZVyS5Osk1zZ9rhRiAkEPIzXmxmh25X03ysCTHJtlrDj//xSQPGuPy/lKS2yc5LMmdkqxIsk+zM7XrFiE3k2R1khubHafzk5yT5LwkFyS53hZJD92heZ8/JuUDmxUD/Mz6JN9LcmqSDyX5/pSvo5lmPR2c5G7NerpjE757z/H34/ZcmeTyJJc00fx/zZ/nJlmzUE/Q/g8g5KC7IbdrkrsneXiSX0ty7yRLh3ysU5sdw4WyX5Jjkhyf5Kgkh6R8Gj4fP2p2lv4nyReawOOWlqVMIeb6y3ImyboOxfJezTIv1F8KM81O+eoJPscjkzwvyWObGBnWuiQnJ3l7km9OUbgdluQ+SR6c5K5J7pIyfZuEOsnZTTB/NsnXt/4dZf8FEHJ+EdKvkFue5OgkJyR5QLPjMgoLEXJ7JDkuyW8meWDKBG6hrE1yRpJ/SfLJlE/H+2qnZgf2mGa9363ZmR0m5L6Y5KkdeM7HJ/nbJIsWOOQ+lOSVE3h+eyd5bZJnJdlxhI97U5J3JnlDytS7a3Zuwu3EJL+SMnVb2tJlXZvkG01Afyrlg6j5laL9H0DIQetD7i5J7p/kUU3EHbAA/41RhtxdkjytCbhDJvASXZLkn5O8P8lPe7BJ7p5y+Nh9Ug6PvVvzNYoN9fMph+u22Y5JvpbkXmP4b32g2bbH6cQkf5VyWOBCOb15Xud14VdwyqHjj0vykCRHdPA9uybJ55K8L8mpdV2v9zcr0EeLrQKm0LJm5+ShKZOGo1M+eW67B6Qc9nViymGfk3JgklcneX6Sd6dMHK6cou1jr5RzDH85ZeJ5tySHLtB/a0MH1seLxhRxyXgvFFIl+f0kb83CT5nun+QzKR8W/bClr/P+KYeUPqnZ9rtsp2ZdPyrJmVVV/X2SD2aO59P5IBvoOhM5xr/RLcxEbu+Uw4Ie3exUHTnmpzWfidwJSV6Y8un4TAtfsouSnJTknzq6ye2dMuV8QPN115QLxLR9uxiHOyb5VuZ/vuWg3p9yeOM4vDjJO8a8Ps9L+QCpTZO5Ozfr/IkpH9JMq7OSvLWu6w/7WxboCxM5uuyOKYcInZDkflnYQ6cWwiOTvDTjvdrlMO6Q5B+b9fzSJBe2fHmXpxySelyzXRySMoHjlt40xogbt/tM4L95cMpk6CGZ/Dlzd0n5gOgpKefbTrt7Jfn3qqoen+RVGWAy6oNsQMjB+Myk3CLgISmHTN43k7ui2nw8oAmiR3dsuX8j5ZCsFyT5RIuWa/Y2DA9OufLoEVmY8yCnzcOSPH6Kn9+kzpv65ZSLn/zBhP77+za/X57Tk4Db2uxRGSfVdf033uaAkIPJ2T3lFgGP3GJHvavb7d2S/GHKIU6LOvocViT5z5QrAL55Qstwx5Rz2n6lifkjUu6hx+B2TPIWq2HBvDDJR1IumT8uS1IOoXxlyhS9z/ZK8q6qqn455VzfG27tm0zkACEHCxMLRyd5RLOzfmjHn89+TcA9O+V+ZF23KOWQvAObHdbNC/jfmmnC7fAm5I9uwu123ibz8uKM7wInfbQkyR+nfAA1Dkcm+dO0/wqp4/bEJAcleVJd1xdaHYCQg4VxaMrhMI9MmbIsn4LntEMTb3+Yhb0H3KQ8P+XQrWem3E9rVJF4pyT3aHZK791E3G7eIiNzSCZzL7e+eWiSo1IuJrNQFiV5SZLXeI/cpvsn+VxVVSfGDcUBIQcji5x7JPm1Zofn6Iz2Rr2T9uhm5+o+U/46Pj7JLimXNZ/vpeWPT/LGJtx28RZZMG9KOWSZhbUo5V5tCxVyd0i5ifsjWr4erk3y42Y9fCnlfnuPHPMy3DnlRuLH13V9vk0TEHIwvNcleUzK7QKmxabmzyNSLtX/Wz16PU9sdiifk2Q+H3HfqQl6Fs4JKTeaZzwekXKI5boRP+7xKTfDbuukf2WSLyb5eJJv13X909n/o6qqSR3+eeck/1ZV1UOTrEpM5AAhB8N42JRFXFImSCelHObUx2nHs5JcnXLZ72Ft8NZYUDsneZvVMFaHNAFx9ggf84VJ3p52HsHwjZT7TZ6c5LIt4m3L71kyweW7b5K/ruv6qTZNQMjBcG6awuf0wOarz16Zcg7KB2zirfT7KTdDZ7x/x959RCE3k3Kl0Ze38HmenuQvkvx3XdebtvWNW0XdJDylqqrPJvlXEzmg62asAmCE3plygRLa5ZCUi+4wfgeN6O/qv29hxF2Wckj1g1IOo9xUVVW29dUSb0+yv00TEHIAv7Bbyrk7LlbSLi5wMjl7jCjintWy5/UfSe5b1/V767reWNd1BvlqiRVJXmHTBIQcwM0dmXJBG9rh0XGBk0nab8oibkOSl9R1/bgkF29vAtfSiVySPLOqqjvYPAEhB3BzL0pynNUwcbvFBU4m7fp5/Ozftizi1iT5nbqu35Ekg07hWjiRS5JdkzzD5gkIOYCbW5Jy8YMdrYqJelmSQ62GiVo15M+9NuX8s7ZYneTX67r+2Oy/mOs0rmUTuST57aqqltlEASEHcHNHJnneHL5/qVU2UoelXKmSybpmiJ95QsrtTNripmaZPrvlv+z4RG72PeLelUBnuf0Ak2CHvT9eluRfklw1wPee1oTHgSlXlLtDktulHB64a/O1xCod2FubdcZkXTDH7z8q5ZDKNn3Q+oKUe8PdTAsnbHNVpVxx83SbKSDkYPAdm+VJNg/583WSZc0Of1f2JDakHJq0NuU8ky13JHZJslOm80qPK5K8NOUec9vz4+Zra3s2QTf7tXfzuAc028DylCsD7t6sw92SLOr5e+zXUy5ywmStT7m34qBul+T9zTbcFu9Mucn3LX8RDzFha2H8HVtVVVW7qRwg5GAgz06ZrAz7F+fmJEck+VITdG0JtUuTXNv8eXGSC5NclHJo1XUpFz24MckNTcDVzZ97pExO9kqZQt0jybEph/3sOyWv97uSXDLkz1/bfG3LTLP+dm/+3KP58ylJHtqz99euKTeOZvIuyNwmcn/avP/b4rtJXt2hKBvGYc3fI2ttroCQg+1bM4LHWNWy5/T1lAnIz0b4XG7fBN3jkhyfdn1KPxd7NjG3kOf8bE45fPOqJD/Z4t//Ug9DzgVO2uPLKVO5QTwmyTNbtOwbk7ww5cOnWzUlE7n9UyahK22uQNe42Ald1bZD524cMuK25eIkH03yW03QvTnbn0y11dMzmfO1+nY+5uFJXuLXQ2t8bsDv2zvJX7Zs2d+X5Cvbi7KOX7UyKR9o721TBYQceC8tlHOS/FGSY5K8J8OfXzgpt2+ClIX1p3GBk7a4NMmpA37v61Kmx21xTZI3bO+bpuCqlT9/KjZXwM4nsNDOS/LclMOwLunYsj/F75wF9dtJHmk1tMbHM9iU/tiUQ4/b5L1JLtveN03JRA5AyAFjdXKSB2Q7hz61zP9Lck8v3YLYI8mbrIbWWJdy9clBvC7tOgT4hiTvHuQbp2giZ18IEHLAWF2Q5MQk/92R5V2c5De9bAvi5UnubDW0xqeTnDXA9z0yycNatuwfTTk/d7umZCK3KYPd5xJAyAEjdX2Sxyf5QkeW9zFxU+9Ru3uSF1sNrbEhyV8M+Pfvy1u4/B8Y9BunZCJ3Wbp7ESlAyAEdtybJE5Kc24FlPTTtuk/WNHhLyg3laYePZrBDnh+a5IEtW/azknxt0G+ekonc9+q6XmezBYQcMCmXJ3lqkptavpyLkjzcyzUyLnDSLjdmgKs9Np7XwuX/RMpEcSBTMpH7us0WEHJAG3ZI3tyB5TzOSzUSe8QFTtrmr5P8cIDvu2fad6P6OoPf9y7JVEzkNiQ5xWYLCDmgDf48g11kYZLunWQfL9W8vSoucNImP0nytgG/94lJlrVs+S9M8u05lV/3J3Jfquv6bJsuIOSANrgpyUktX8bbJTnaSzXvGP49q6FVXp7B7hu3S9p59davZI6HZk/BRO6dNltAyAFtcnKSL7d8GYXc8Kokb02yo1XRGh9KuQH4IH41yR1b+BzOmOsPdHwid0qST9l0ASEHtEmd5F0tX0Y3Bh/e45M8xGpojZVJ/nAO339iC5/D5iTfmfMnCt2dyF2T5A/qut5s8wWEHNA2n0y7b0dwRJKlXqY52zPduKBNn7woyaUDfu/Oad9FTpJySOgP5/pDQ07kFk34udZJXpjkRzZdQMgBbXRTkn9v8fIdlOQOXqY5e2Wz7miHf0y5b9yg7pfkgBY+j3OTXDfXHxpyInfDhCPu+XVd/3tLb4UAIOSAJOWeUBtbumzL4oqLc3Vkkt+1GlrjnCQvm+PPPDDlHMe2+UnK4ZVzq6LhJnJvSvInGezCMKO0Nsmzk/x9i29ODiDkgCTlnJcftHj5TJYGN3uBk52silZYl+Q5Sa6d42t4/5Y+nwuH2iiHm8hdkXJl3WOSvGNMQXdmkofUdf3+lt+cHEDIAUnKNO4LLV4+h1YO7glJjrcaWuOklMv1z8Xeae9Ffi4d5oeGmcht8XVukpc0Qff6JD9dgOd1eZI/TnJcktNbfisEACEH3MxXWrxst/fyDGSvJG8ZweNcnXI4IPPzqSR/PsTPHZlyD8U2WjnMDw0zkbuVkDo3yetS7o34WynnHF48j+eyPuXG5i9NclRd12+q63pVB25ODjBni60CmGpnppwbskMLl20/L89AXjui6H19yjlah1mlQ7swyfMz3LmnbZ3GbUo53HHO5htDW03Frm8i7qMp08t7N/F7VMr5tLsn2TXJkpSLllRJNqRcPOW6JGcn+WoTcd9uvmebkzcxBwg5oM0uSXJ+ksNbuGx7NjtlG7xMt+noJM8dweOckeQ9SR5mlQ5tY/NaDDstOqzFz2uoK0ku4OGJVyf5bPM1a7fmd8ayLUJuXZJr67peZfMEhBwwbdanXPCkjSG3e/M7SMjdukUpFzhZNoId9Zc120KffueP+mbPf5Lk1CF/dibJIS1dTxuSXDXMD454Irc9q5qvkQWliRwg5IC2+0lLl2u/lJuC3+QlulVPTvLgETzOPyY5vYfrb+cRPtZ/ZX7nKe6Q5I4tXU+bkqwZQ4iNnBADhBww7S5o6XLVGf3UZFrslXJO23xdnnIhib751SSPGdFjnZfkeZnfPRn3TzkssK2GKrIxT+RG/vNCEBByQNutbOlyLUmyb4Y8P2fKvTajuT3Da5Nc1rN1tyLJ+zKae+6tSfKUDHkxkK2WaVlL19eVKYfdjj2k5kuIAUIOmHaXpUwT2vZ+X5TRHv42LY7KaC5w8uUk/9CzdVcl+dskvzSix3tpkq+N4HH2SXtv97M2Q07GTeQAhBywsK5Jey904dDKW8btn2X+05v1SV6ecv5Tn7wqyaNG9FjvS/J3I3qsvVoevxMJqfkSYoCQA6bd1Znf+T2MzzOS/MoIHuc9Kbcc6JMHZ3TnA34jyR+McNn2mcYVbiIHIOSAhecS/+23/4hC5KKM5kIpXbI8ZYK2ZASPdWXKFUNHee7mshavu31Trh67btwhNemQBBByQNutT7lYw14tXK4rvTw/95qUi2KM4nGu7tF6q1IOgRzF5f03JXl6Rn/LjkUtXn87xFUrAYQc0Eptvcx/nXKhBZL7JXnOCB7nf5J8sGfrbpTnxb0mySkLsIz7tXwdLp1ESM37F4gQA4QcwESstwqSlGnNW0fw+3hNkpc1gdwXD05y0oge6z+SvG2BlnOmxetwWROac57imsgBCDmgn67IEOflTKGnJ3nACB7nXUm+26P1Nnte3NIRPNb3Um76vVCT6zaH3JIMebNyEzkAIQeMYZ+nhct0bVyEZb+M5gIn56ZM9fpi9n5xozgv7mdJnprkugVc3utavC5nMuS5mSZyAEIOWPgdtZ1auFzXxH3kXpvkgBE8zitbHguj9qokjx7RY70wyZkLvLyrWr4+h9oGTeQAhBywsJamnfexurTnr8sDM5oLnJyc5OM9Wm+jPC/uz5P86xiWuWr5Or3DJELKRA5AyAHb1tbzcy7ueVy/bQS/g1cleUX6c4GT5Unem9GcF3daklePabmvavl6vfMkQmq+hBgg5IBpt09Gc6PkUbuox6/Js5LcdwSP82dJftiTdTZ7XtydRvBYFyZ5RsZ35dQbWr5u75pkxyQ3jTOkTOQAhBywbbu18L2+McmPe/p6rEi5X9l8/SDJX/Zovb0yozkvbl0TceP8IGFlytS0rYdYHpDkoCTnjDOk5kuIAUIOmHb7pX0TuRuS/LSnr8frk+w/gsd5eZLVPVlnD8poru45G4SfH/PyX55yhdalLV2/S5McOdeQM5EDmKwZqwCm3v4tXKazk1zfw9fiAUmeNoLH+XCST/VknY3yfnEfTPKOCTyHy1Ju2N5mxwwTUvP5mq+6ruf1BdB1JnIw/Q5qacj17dYDS5K8fQS/d69Lufx+H4zyvLj/S7nVwCSsSrm4zx4tXte/kmRRkk1zCal5vbgmcgBCDtimO7Vwmb7Zw9fhORnNBU7emuT8nqyzV2Q058Vdm3LT70ndz21Dyjmhd2/xur5bkkNTzr0cS0jNlxADhBwwzRYlObhly7Qxybd69jockNHc++zbSf6qJ+vsQSnnE47C85N8f8LP55yWr+8lSR4+l5AzkQOYLOfIwXTbNUPeI2oB/WguO4sdN7un+CeZ/03ZN6ccUrmuB+tt/4zuvLi3JPmPFjynszqw3h8115ByjhzA5JjIwXS7e5K9WrZMX0451KwPVqdMlp42gsf65yT/04N1Nsrz4k7JaCaho/C9lPvWLW3xur9vknsk+e6gITWvF9pEDkDIAbfpyLTv3lWf69H63ydlIjTfox+uyGjuPdcFr0jymBE8zvkpN15vy4cGP01ybpIjWrzulyZ5wqAh5xw5gMlyaCVMt2Natjwrk5zWo/V//yTHjuBx3pDkkh6sr1GdF3dTysVNVrbouW1I8tUOvAZPzIBX15z0oY2TPrQTQMgBC2WnlPuWtcmp6df94xaN4DG+nuQ9PVhX+yd5b0Zz6OEfJPlKC5/jFzvwOhyY5He6EFLOkQOEHDCtjk5y+5Yt0ye8LHOyoYmSaT+ncPa8uFFcYfX9Sf6upc/zy0lu6MDr8eKUD4JaHVImcoCQA6bVw9Ou8+POSz8u1jFK70/yjR48z5dnNOfFnZHk91v8PC9NN6ZyhyV5XttDykQOEHLANFqW5NdbtkwfSnKjl2Zgl2R091Frs+NSbs8wX1cneUrKlULb7OSOvC4vS7K8zSFlIgcIOWAaPSjJIS1anhuTfNDLMievSXL5lD/HUd0vblOSZyT5cQee8ylJruvAci7fXmCbyAEIOWD0ntGy5fmvjuxkt8UXknxgyp/jKM+Le0O6M+m6NMlnOvR75FFtDSkTOUDIAdPmHklObNHybEjyTi/LwNYmeWWSaR8ZjOq8uP9O8saOPfd/7NA+wrtSrmTZupAaVUhWVbWsqqpd/eoBhBwwaS9LskOLlufjSf7XyzKwv+nB+npgRnNe3LlJnp1yaGWXfD7JNzuyrLdPuejOsoUKqWHNNySrqlpaVdWTU+7v90C/egAhB0zSvZL8douWZ32SP/WyDOynSd48xc/vpiR7NmEw3/PiViV5UpIrO7geNjXB3hXHJ/nrUYfUfM0jIHdNuWH8V5P8c5L7dPDDAIAstgpgqrwht/LJ+QR9MMm3vCwDe02Sa6f4+e2QcpjtnUfwWC9NtyeX/9m83gd3ZHmfnXLY74u2DKn5mG/MDfHze6d80PXCJIf7dQMIOaAtnpTkhBYtz3Xp3rlLk/SplFs0TLPfSrL7CB7nb1Oudtllq5O8Pcnfd2iZf6+qqtR1/aJRhNh8DRqSVVUdkHJriucmOcivGkDIAW1yUJI/a9kyvT7JBV6agaxJPy5wMoqI+2rKNG4afCDJ76ZcoKhLMbdbkhfUdb1mPg80honc4Sk3Nn9ckv38mgGmjXPkoPuWpEwn2rSj8oV06xygSfuLJN+3GrbrkpRzm26akuezLt286ftTk3ymqqrD23aOXJJFSX41yUdSLijzIhEHCDmgrd6R5NdatDw3JPm9JBu9NAP5YcohdmzbxpTpynlT9rz+K8knO7jcD0jypSTPTzLTgqtW7ldV1fOTfDnJ55L8ZpKdvW0AIQe01auSvKBly/TqJGd7aQb2R038sm2vTTmPcNpsTvKHKVfh7Jp9krw7yWlVVT14AjfkXprk/innGZ7ZLMv9vFUAIQe03avTvkvV/1vKDYQZzMdS7rPHtv1nkrdO8fM7J908xHLWcUlOS/KJlFsVLF3AidySlNsFvDHJ6Um+kuQ5SZZ7mwB942In0D1LUg6nbNsk7syUCzcwmJ+lTGLYtu82O+rTfiGYdyZ5aBNCXfWo5uubVVV9POWQ0Z9k/uc0rki5IMxDUiZwx3hbAAg56JpDmx2+tu3sXZpyZbifeYkG9vaUG4Bz265P8oxM9731Zm1M+SDk9HT/4hxHN19vSvKdlA95zkxyVpLLUw4lvnGrn6mS7JJyXtt+KVecvGfz591TDuMEQMhB51RJnplyw+/9W7iz/cQk53qZBnZWE+Rs24uTfLtHz/cnKdPHj2c6Tn2oktyr+Xp68+82JLk65T6TW05ZZ5LslWSPlHPfABBytM2orlbWI7+WckGM41q4bOubHbQv2bIHtjnJK3LLicSCv5c69r75q5T7rPXNfyc5KeVDm2m0JOV8Nue0AQg5uqxnQTYXOyd5WMoU7uEtXcb1SZ4cF+uYq39L8tlhQqxH75/TmtjtqzcmOTjJ07xdABBytNKwO7JTugO7W5K7pVws4OEpJ/e31fVJnp1y010Gd22S14xqO57SidzFSZ6VcrPsPntBymHUD/O2AUDI0TpTFGQb5vC9M0203S7JgUmOTTmH5KiUi5m03eVJHp/ki7bgOXt9kguGDbEpfv9s+T565pbrqMduSrmA0MeTPNjqAEDI0SpTNJG7T5J/bf75Zykn8s9erKBOsnd+cUW2vVOuwHZA87+75KwkT4obfg/jf5P83Si34ymcyL0iyf/YVH5uVZInJDklyb2tDgCEHK0xRROF5c0O1zT7aMrhXlfZcudsYxMp6+cTYlP8/kmSDyb5S5vKLVyR5IQk/xKTOQCEHG3hHLlOWJfkj5P8eab/pswL5R9yK4eimsj93HeSvMhmcptWJnlsyoVyHmF1LIglVgEg5ECQTZNvptzL6+tWxdAuTzk3bt4hNqXvn58leUrcTH57rk/yG0nenV/ck435W53k5CTfsioAIQdzYCLXWmuSvD3JXyS5weqYl5OSXLYQ2/GUTOSem+S7NpOBrE3yjJQbh78h03HT8Em5MuW85n+o6/r7Vgcg5ECQTYOPNjuJdq7n74tJ3jeqEJvC989bkvyHzWTO3pzke0n+JsntrY45+WGS9yb5SF3Xl1gdgJCDIZnItcqXk7wt5Qp5zN+GJK9KsnmhtuOOT+Q+m+R1NpOhnZzk+ylT88dYHdu0Lsnnk7y/+f12k1UCCDmYJ0HWCl9K8o4kn4iLmYzSu5N8Y5QhNkXvn4tSDhFcbzOZV8ifX1XVY1MOTz0p5Qbi/MLFKUcY/Ftd186BA4QcjHhHRABOxvVJPplyNcXPWx0jd0HK4akLuh13dCK3NuVehJfaTOaneT3rlPsTfjrJq1MuhNLnKzDemOQrKVf4PCXJNbe17c/3gxQAIYcdEcZlY8p5NR9O8l9JfmSVLJjXzu5AjjLEpuT987JmR5t52mr7uTDJc6uq+ockv59yhcs+Bd13knwkySdcvAQQcjD+HREBOHo3NsH2iZRzks6IwycX2mkpV8Nb8O24gxO5f0q5QAcjcBuv5xlJHp/k2CboHplk1yldBT9MOVfwlCSnJ9k0l+3cRA4QcjD6HRGGtyrl5sH/m3Lu2xkpF0RgPNYkeUm2cYGTUe5Iduz986246fdIbWf7OSPJ46uqumsTdr+d5JCOP+Ubk/ygibfTk3y1rmvnWQJCDlq4I9KlHdirmmBanmSXJDsl2bH5Wqgdmp8luTbJOSm3Cji7+edzUw6jZPyHlr0z5fDVsWzHQ0zkdpjg++PJcU/CkRpw+/lBktekXJH2/klOTPLQJAd34CluSDmX8qspt/I4Y+v313zeQyZygJCDhd8R6YJvJXlE8897JNkzyW7Nn7s0/7xLkr1SbuJ7QJJFKYcC7ZZk79z8kMc6ZbK2ofm6IuWcq2uSXJ1yM9tLM8B5WD13TrMDuNCf2s8kuS7lJupj25Ec4v3z1WabG1foV822/DfNa8EIzXH7WZ3kM0k+U1XVjimHXt4vyXFJDkuyovmdNCmbm99rFzW/T89sou27uY3bBQgxoPf70X4R0tEAvFvzl/2ylizSqUke5pWhxTvyowhBpnD7qapq9yRHpEzpjmjC7i5Jdk/5oGnn5sOK+VqTcjTBDSkfTp2f5CfN1wVJftz8+068fwAmzUSOSQeZlYAQ8/5hgiFS1/X1Sb7WfG25fe2ZZL+UIwt2T3K7JEtTDiHf1sZXpUzBV6ZM2q5NmapdmzK5viIjmJILMUDIQQd3ROzAMg3GfY4czHH7uraJLwCEHAgyEGIAgJCjlzuyApBpYCIHAAg5erkjC10mxAAAIUevdmQFINPARA4AEHL0ckcWukyIAQBCjl7tyApApoGJHAAg5Ojljix0mRADAIQcvdqRFYBMAxM5AEDI0csdWegyIQYACDl6tSMrAJkGJnIAgJCjlzuy0GVCDAAQcvRqR1YAMg1M5AAAIUcvd2Shy4QYACDk6NWOrABkGpjIAQBCjl7uyEKXCTEAQMjRqx1ZAcg0MJEDAIQcvdyRhS4TYgCAkKNXO7ICkGlgIgcACDl6uSMLXSbEAAAhR692ZAUg08BEDgAQcvRyRxa6TIgBAEKOXu3ICkCmgYkcACDk6OWOLHSZEAMAhBy92pEVgEwDEzkAQMjRyx1Z6DIhBgAIOXq1IysAmQYmcgCAkKOXO7LQZUIMABBy9GpHVgAyDUzkAAAhRy93ZKHLhBgAIOTo1Y5sVVWrk7RpL3ijV5MhtmMhCAAIOXqxI7tXkkOSPCbJkhY9lcOTPD/JN5JckOQ6ry5CDABYsP1oOxK0PPT2TXJwkuOSHJPk3knu0PLFPj/J95qvryf5TpIrkmzwiiIEAQAhxzSE2tb/at8kd23C7agk90myf8ef5uok309ydpJvx9QOIQYACDk6HnLTGG6DMLVDCAIAQo5ORtzbkjylJ+G2PbNTu99N8n9WhxADANiWGauACTpWxP3cLknum2SFVdEfVVXN6wsA6C9XrWSS1loFt+A2Bj1iIgcACDmAjnEfOQBAyAF0jBADAIQcQMeYyAEAQg6gY4QYACDkADrGRA4AEHIAHSPEAAAhRxftahXcwhKroD9M5AAAIUcXfTXJeqvhZq6wCvpDiAEAw6rsSAAAAAg5AAAAhBwAAABCDgAAQMgBAAAg5AAAABByAAAAQg4AAAAhBwAAgJADAAAQcgAAAAg5AAAAhBwAAICQAwAAQMgBAAAg5AAAAIQcAAAAQg4AAAAhBwAAIOQAAAAQcgAAAAg5AAAAIQcAAICQAwAAQMgBAAAIOQAAAIQcAAAAQg4AAEDICTkAAAAhBwAAgJADAABAyAEAAAg5AAAAhBwAAABCDgAAQMgBAAAg5AAAABByAAAAQg4AAAAhBwAAgJADAAAQcgAAAAg5AAAAhBwAAICQAwAAQMgBAAAg5AAAAIQcAAAAQg4AAAAhBwAAIOQAAAAQcgAAAAg5AAAAIQcAAICQAwAAQMgBAAAIOQAAAIQcAAAAQg4AAAAhBwAAIOQAAAAQcgAAAAg5AAAAIQcAAICQAwAAQMgBAAAIOQAAAIQcAAAAQg4AAEDIAQAAIOQAAAAQcgAAAEIOAAAAIQcAAICQAwAAEHIAAAAIOQAAAIQcAACAkAMAAEDIAQAAIOQAAACEHAAAAEIOAAAAIQcAACDkAAAAEHIAAAAIOQAAAIQcAACAkAMAAEDIAQAAIOQAAACEHAAAAEIOAAAAIQcAACDkAAAAEHIAAAAIOQAAACEHAACAkAMAAEDIAQAACDkAAACEHAAAAEIOAABAyAEAACDkAAAAEHIAAABCDgAAACEHAACAkAMAABByAAAACDkAAACEHAAAgJADAABAyAEAACDkAAAAEHIAAABCDgAAACEHAACAkAMAABByAAAACDkAAACEHAAAgJADAABAyAEAACDkAAAAhBwAAABCDgAAACEHAAAg5AAAABByAAAACDkAAAAhBwAAgJADAABAyAEAAAg5AAAAhBwAAABCDgAAQMgBAAAg5AAAABByAAAAQg4AAAAhBwAAgJADAAAQckIOAABAyAEAACDkAAAAEHIAAABCDgAAACEHAACAkAMAABByAAAACDkAAACEHAAAgJADAABAyAEAACDkAAAAhBwAAACT9f8HAExm8OmXqTthAAAAAElFTkSuQmCC", style="left:6.9pt; top:11.5pt; width:111pt; height:93.75pt;") - div (class="awdiv", style="left:70.9pt; top:103.55pt;") - div (class="awdiv", style="left:17.85pt;") - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:0.33pt;"): kapitałowej z art. 8 Rozporządzenia - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:11.83pt;"): w sprawie taksonomii; - div (class="awdiv", style="left:-0.15pt; top:29pt;") - div (style="left:0pt; top:0pt;") - span (class="awspan awtext001", style="font-size:10pt; color:#d04a02; left:0pt; top:0.33pt;"): • - span (class="awspan awtext001", style="font-size:10pt; left:18pt; top:0.33pt;"): zaprojektowanie, wdrożenie i utrzymywanie kontroli wewnętrznej, którą Zarząd Spółki uważa za - span (class="awspan awtext001", style="font-size:10pt; left:18pt; top:11.83pt;"): niezbędną, aby umożliwić sporządzenie Sprawozdawczości zrównoważonego rozwoju grupy - span (class="awspan awtext001", style="font-size:10pt; left:18pt; top:23.33pt;"): kapitałowej, niezawierającej istotnych zniekształceń niezależnie od tego, czy spowodowanych - span (class="awspan awtext001", style="font-size:10pt; left:18pt; top:34.82pt;"): oszustwem, czy błędem; oraz - div (class="awdiv", style="left:-0.15pt; top:80.99pt;") - span (class="awspan awtext001", style="font-size:10pt; color:#d04a02; left:0pt; top:0.33pt;"): • - span (class="awspan awtext001", style="font-size:10pt; left:18pt; top:0.33pt;"): wybór i zastosowanie odpowiednich metod raportowania Sprawozdawczości zrównoważonego - span (class="awspan awtext001", style="font-size:10pt; left:18pt; top:11.83pt;"): rozwoju grupy kapitałowej oraz przyjęcie założeń i szacunków, które są racjonalne w danych - span (class="awspan awtext001", style="font-size:10pt; left:18pt; top:23.33pt;"): okolicznościach. - div (class="awdiv", style="top:121.49pt;") - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:0.33pt;"): Rada Nadzorcza Spółki jest odpowiedzialna za nadzorowanie procesu raportowania - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:11.83pt;"): Sprawozdawczości zrównoważonego rozwoju grupy kapitałowej. - div (class="awdiv", style="top:150.49pt;") - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:0.33pt;"): Nieodłączne ograniczenia w przygotowaniu Sprawozdawczości zrównoważonego rozwoju - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:11.83pt;"): grupy kapitałowej - div (class="awdiv", style="top:179.49pt;") - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:0.33pt;"): W związku z raportowaniem danych dotyczących przyszłości zgodnie z ESRS, Zarząd Spółki ma - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:11.83pt;"): obowiązek sporządzić dane dotyczące przyszłości w oparciu o ujawnione założenia dotyczące - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:23.33pt;"): zdarzeń, które mogą wystąpić w przyszłości i możliwych przyszłych działań Grupy. Rzeczywiste wyniki - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:34.82pt;"): mogą się różnić, ponieważ przewidywane zdarzenia często nie zachodzą zgodnie z oczekiwaniami. - div (class="awdiv", style="left:70.9pt; top:329.03pt;") - div (class="awdiv", style="top:10.6pt;") - div (style="left:0pt; top:0pt;") - span (class="awspan awtext001", style="color:#d04a02; left:0pt; top:10.89pt;"): Odpowiedzialność biegłego rewidenta atestacji sprawozdawczości zrównoważonego - span (class="awspan awtext001", style="color:#d04a02; left:0pt; top:24.69pt;"): rozwoju - div (class="awdiv", style="top:54.7pt;") - div (style="left:0pt; top:0pt;") - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:6.33pt;"): Naszymi celami są zaplanowanie i wykonanie usługi atestacyjnej w taki sposób, aby uzyskać - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:17.83pt;"): ograniczoną pewność czy Sprawozdawczość zrównoważonego rozwoju grupy kapitałowej nie zawiera - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:29.33pt;"): istotnych zniekształceń niezależnie od tego, czy spowodowanych oszustwem, czy błędem, a także - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:40.82pt;"): wydanie sprawozdania z atestacji Sprawozdawczości zrównoważonego rozwoju grupy kapitałowej - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:52.32pt;"): dającej ograniczoną pewność, zawierającego naszą opinię. Zniekształcenia mogą powstawać na - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:63.82pt;"): skutek oszustwa lub błędu i są uważane za istotne, jeżeli można racjonalnie oczekiwać, że - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:75.32pt;"): pojedynczo lub łącznie mogłyby wpłynąć na decyzje użytkowników podjęte na podstawie - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:86.82pt;"): Sprawozdawczości zrównoważonego rozwoju grupy kapitałowej jako całość. - div (class="awdiv", style="left:-1.45pt; top:16.6pt; width:456.4pt; height:0pt; border-top:solid 0.75pt #d04a02;") - div (class="awdiv", style="top:158.69pt;") - div (style="left:0pt; top:0pt;") - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:0.33pt;"): Podczas wykonywania usługi atestacyjnej dającej ograniczoną pewność zgodnej z KSUA 3002PL - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:11.83pt;"): oraz KSUA 3000 (Z) stosujemy zawodowy osąd i zachowujemy zawodowy sceptycyzm. - div (class="awdiv", style="top:187.69pt;") - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:0.33pt;"): Nasze obowiązki w odniesieniu do Sprawozdawczości zrównoważonego rozwoju grupy kapitałowej, - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:11.83pt;"): w zakresie dotyczącym Procesu oceny istotności obejmują: - div (class="awdiv", style="left:-0.15pt; top:216.69pt;") - div (style="left:0pt; top:0pt;") - span (class="awspan awtext001", style="font-size:10pt; color:#d04a02; left:0pt; top:0.33pt;"): • - span (class="awspan awtext001", style="font-size:10pt; left:18pt; top:0.33pt;"): uzyskanie zrozumienia Procesu oceny istotności, ale nie w celu wyrażenia opinii o skuteczności - span (class="awspan awtext001", style="font-size:10pt; left:18pt; top:11.83pt;"): Procesu oceny istotności, w tym wyniku Procesu oceny istotności; - div (class="awdiv", style="left:-0.15pt; top:245.68pt;") - div (style="left:0pt; top:0pt;") - span (class="awspan awtext001", style="font-size:10pt; color:#d04a02; left:0pt; top:0.33pt;"): • - span (class="awspan awtext001", style="font-size:10pt; left:18pt; top:0.33pt;"): rozważenie, czy zidentyfikowane informacje spełniają obowiązujące wymogi ESRS dotyczące - span (class="awspan awtext001", style="font-size:10pt; left:18pt; top:11.83pt;"): ujawniania informacji; oraz - div (class="awdiv", style="left:-0.15pt; top:274.68pt;") - div (style="left:0pt; top:0pt;") - span (class="awspan awtext001", style="font-size:10pt; color:#d04a02; left:0pt; top:0.33pt;"): • - span (class="awspan awtext001", style="font-size:10pt; left:18pt; top:0.33pt;"): zaprojektowanie i wykonanie procedur w celu oceny czy Proces oceny istotności jest zgodny - span (class="awspan awtext001", style="font-size:10pt; left:18pt; top:11.83pt;"): z opisem Procesu oceny istotności Spółki przedstawionym w sekcji “Podwójna istotność” w - span (class="awspan awtext001", style="font-size:10pt; left:18pt; top:23.33pt;"): rozdziale 1 “Ujawnienia ogólne” do Sprawozdawczości zrównoważonego rozwoju grupy - span (class="awspan awtext001", style="font-size:10pt; left:18pt; top:34.82pt;"): kapitałowej. - div (class="awdiv", style="top:326.68pt;") - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:0.33pt;"): Nasze inne obowiązki związane ze - span (class="awspan awtext001", style="font-size:10pt; left:157.3pt; top:0.33pt;"): Sprawozdawczością zrównoważonego rozwoju grupy kapitałowej - span (class="awspan awtext001", style="font-size:10pt; left:445.78pt; top:0.33pt;") - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:11.83pt;"): obejmują: - div (class="awdiv", style="left:-0.15pt; top:355.68pt;") - div (style="left:0pt; top:0pt;") - span (class="awspan awtext001", style="font-size:10pt; color:#d04a02; left:0pt; top:0.33pt;"): • - span (class="awspan awtext001", style="font-size:10pt; left:18pt; top:0.33pt;"): identyfikację obszarów, gdzie prawdopodobne jest powstanie istotnych zniekształceń niezależnie - span (class="awspan awtext001", style="font-size:10pt; left:18pt; top:11.83pt;"): od tego, czy spowodowanych oszustwem, czy błędem; oraz - div (class="awdiv", style="left:-0.15pt; top:384.67pt;") - span (class="awspan awtext001", style="font-size:10pt; color:#d04a02; left:0pt; top:0.33pt;"): • - span (class="awspan awtext001", style="font-size:10pt; left:18pt; top:0.33pt;"): zaprojektowanie i wykonywanie procedur, aby odnieść się do obszarów, gdzie prawdopodobne - span (class="awspan awtext001", style="font-size:10pt; left:18pt; top:11.83pt;"): jest wystąpienie istotnych zniekształceń w Sprawozdawczości zrównoważonego rozwoju grupy - div (class="awdiv awpage", style="width:595.3pt; height:841.9pt;") - div (class="awdiv", style="left:70.9pt; top:779.63pt; clip:rect(0pt,524.4pt,23.67pt,-70.9pt);") - span (class="awspan awtext001", style="font-size:8.5pt; left:448.77pt; top:0.28pt;"): 4 - div (class="awdiv", title="A pixelated butterfly on a black background

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", style="left:6.9pt; top:11.5pt; width:111pt; height:93.75pt;") - div (class="awdiv", style="left:70.9pt; top:103.55pt;") - div (class="awdiv", style="left:17.85pt;") - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:0.33pt;"): kapitałowej. Ryzyko niewykrycia istotnego zniekształcenia wynikającego z oszustwa jest większe - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:11.83pt;"): niż tego wynikającego z błędu, ponieważ oszustwo może dotyczyć zmowy, fałszerstwa, celowych - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:23.33pt;"): pominięć, wprowadzenia w błąd lub obejścia kontroli wewnętrznej. - div (class="awdiv", style="top:58pt;") - div (style="left:0pt; top:0pt;") - span (class="awspan awtext001", style="color:#d04a02; left:0pt; top:10.89pt;"): Podsumowanie wykonanych prac - div (class="awdiv", style="left:-1.45pt; top:64pt; width:456.4pt; height:0pt; border-top:solid 0.75pt #d04a02;") - div (class="awdiv", style="left:70.9pt; top:191.84pt;") - div (style="left:0pt; top:0pt;") - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:0.33pt;"): Usługa atestacyjna dająca ograniczoną pewność obejmuje przeprowadzenie procedur mających na - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:11.83pt;"): celu uzyskanie dowodów dotyczących Sprawozdawczości zrównoważonego rozwoju grupy - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:23.33pt;"): kapitałowej. Procedury przeprowadzone podczas wykonywania usługi atestacyjnej dającej - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:34.82pt;"): ograniczoną pewność różnią się rodzajem i rozłożeniem w czasie oraz mają mniejszy zakres niż - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:46.32pt;"): podczas wykonywania usługi atestacyjnej dającej racjonalną pewność. W konsekwencji, poziom - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:57.82pt;"): zapewnienia uzyskany podczas usługi atestacyjnej dającej ograniczoną pewność jest znacząco niższy - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:69.32pt;"): niż zapewnienie, które zostałoby uzyskane, gdyby została wykonana usługa dająca racjonalną - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:80.82pt;"): pewność. - div (class="awdiv", style="top:97.99pt;") - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:0.33pt;"): Rodzaj, rozłożenie w czasie i zakres wybranych procedur zależą od profesjonalnego osądu, w tym od - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:11.83pt;"): identyfikacji ujawnień, w których prawdopodobne jest wystąpienie istotnych zniekształceń w - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:23.33pt;"): Sprawozdawczości zrównoważonego rozwoju grupy kapitałowej, niezależnie od tego, czy - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:34.82pt;"): spowodowanych oszustwem, czy błędem. - div (class="awdiv", style="top:149.99pt;") - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:0.33pt;"): Wykonując naszą usługę atestacyjną dającą ograniczoną pewność w odniesieniu do Procesu oceny - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:11.83pt;"): istotności: - div (class="awdiv", style="left:-0.15pt; top:178.99pt;") - span (class="awspan awtext001", style="font-size:10pt; color:#d04a02; left:0pt; top:0.33pt;"): • - span (class="awspan awtext001", style="font-size:10pt; left:18pt; top:0.33pt;"): uzyskaliśmy zrozumienie Procesu oceny istotności poprzez: - div (class="awdiv", style="left:45.8pt; top:196.49pt;") - span (class="awspan awtext001", style="font-size:8pt; left:0pt; top:4.6pt;"): ● - span (class="awspan awtext001", style="font-size:10pt; left:18pt; top:2.79pt;"): skierowanie zapytań w celu zrozumienia źródeł informacji wykorzystywanych przez - span (class="awspan awtext001", style="font-size:10pt; left:18pt; top:14.29pt;"): Zarząd (np. zaangażowanie interesariuszy, plany biznesowe i dokumenty strategiczne); - div (class="awdiv", style="left:45.8pt; top:221.94pt;") - span (class="awspan awtext001", style="font-size:8pt; left:0pt; top:4.6pt;"): ● - span (class="awspan awtext001", style="font-size:10pt; left:18pt; top:2.79pt;"): przegląd dokumentacji wewnętrznej Spółki dotyczącej Procesu - span (class="awspan awtext001", style="font-size:10pt; left:298.7pt; top:2.79pt;"): oceny istotności - span (class="awspan awtext001", style="font-size:10pt; left:369.84pt; top:2.79pt;"): ; oraz - div (class="awdiv", style="left:-0.15pt; top:241.9pt;") - span (class="awspan awtext001", style="font-size:10pt; color:#d04a02; left:0pt; top:0.33pt;"): • - span (class="awspan awtext001", style="font-size:10pt; left:18pt; top:0.33pt;"): oceniliśmy, czy dowody uzyskane z naszych procedur w odniesieniu do Procesu oceny istotności - span (class="awspan awtext001", style="font-size:10pt; left:18pt; top:11.83pt;"): wdrożonego przez Spółkę były spójne z opisem Procesu oceny istotności zawartym w sekcji - span (class="awspan awtext001", style="font-size:10pt; left:18pt; top:23.33pt;"): “Podwójna istotność” w rozdziale 1 “Ujawnienia ogólne” do Sprawozdawczości zrównoważonego - span (class="awspan awtext001", style="font-size:10pt; left:18pt; top:34.82pt;"): rozwoju grupy kapitałowej. - div (class="awdiv", style="top:303.35pt;") - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:0.33pt;"): Wykonując naszą usługę atestacyjną dającą ograniczoną pewność w odniesieniu do - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:11.83pt;"): Sprawozdawczości zrównoważonego rozwoju grupy kapitałowej: - div (class="awdiv", style="left:-0.15pt; top:332.35pt;") - span (class="awspan awtext001", style="font-size:10pt; color:#d04a02; left:0pt; top:0.33pt;"): • - span (class="awspan awtext001", style="font-size:10pt; left:18pt; top:0.33pt;"): uzyskaliśmy zrozumienie procesu sporządzania Sprawozdawczości zrównoważonego rozwoju - span (class="awspan awtext001", style="font-size:10pt; left:18pt; top:11.83pt;"): grupy kapitałowej poprzez - span (class="awspan awtext001", style="font-size:10pt; left:136.4pt; top:11.83pt;"): uzyskanie zrozumienia środowiska kontroli, procesów i systemu - span (class="awspan awtext001", style="font-size:10pt; left:18pt; top:23.33pt;"): informacyjnego Grupy istotnych dla sporządzenia - span (class="awspan awtext001", style="font-size:10pt; left:239.22pt; top:23.33pt;"): S - span (class="awspan awtext001", style="font-size:10pt; left:245.89pt; top:23.33pt;"): prawozdawczości zrównoważonego rozwoju - span (class="awspan awtext001", style="font-size:10pt; left:18pt; top:34.82pt;"): grupy kapitałowej, ale nie w celu wyrażenia opinii na temat skuteczności kontroli wewnętrznej - span (class="awspan awtext001", style="font-size:10pt; left:18pt; top:46.32pt;"): Grupy - span (class="awspan awtext001", style="font-size:10pt; left:45.23pt; top:46.32pt;"): ; - div (class="awdiv", style="left:-0.15pt; top:395.84pt;") - span (class="awspan awtext001", style="font-size:10pt; color:#d04a02; left:0pt; top:0.33pt;"): • - span (class="awspan awtext001", style="font-size:10pt; left:18pt; top:0.33pt;"): oceniliśmy, czy informacje zidentyfikowane w Procesie oceny istotności są ujawnione w - span (class="awspan awtext001", style="font-size:10pt; left:18pt; top:11.83pt;"): Sprawozdawczości zrównoważonego rozwoju grupy kapitałowej; - div (class="awdiv", style="left:-0.15pt; top:424.84pt;") - span (class="awspan awtext001", style="font-size:10pt; color:#d04a02; left:0pt; top:0.33pt;"): • - span (class="awspan awtext001", style="font-size:10pt; left:18pt; top:0.33pt;"): oceniliśmy, czy struktura i prezentacja Sprawozdawczości zrównoważonego rozwoju grupy - span (class="awspan awtext001", style="font-size:10pt; left:18pt; top:11.83pt;"): kapitałowej jest zgodna z ESRS; - div (class="awdiv", style="left:-0.15pt; top:453.84pt;") - span (class="awspan awtext001", style="font-size:10pt; color:#d04a02; left:0pt; top:0.33pt;"): • - span (class="awspan awtext001", style="font-size:10pt; left:18pt; top:0.33pt;"): skierowaliśmy zapytania do pracowników Spółki zaangażowanych w przygotowywanie - span (class="awspan awtext001", style="font-size:10pt; left:18pt; top:11.83pt;"): Sprawozdawczości zrównoważonego rozwoju grupy kapitałowej oraz wykonaliśmy procedury - span (class="awspan awtext001", style="font-size:10pt; left:18pt; top:23.33pt;"): analityczne na wybranych informacjach w Sprawozdawczości zrównoważonego rozwoju grupy - span (class="awspan awtext001", style="font-size:10pt; left:18pt; top:34.82pt;"): kapitałowej; - div (class="awdiv", style="left:-0.15pt; top:505.83pt;") - span (class="awspan awtext001", style="font-size:10pt; color:#d04a02; left:0pt; top:0.33pt;"): • - span (class="awspan awtext001", style="font-size:10pt; left:18pt; top:0.33pt;"): wykonaliśmy procedury wiarygodności na wybranych informacjach Sprawozdawczości - span (class="awspan awtext001", style="font-size:10pt; left:18pt; top:11.83pt;"): zrównoważonego rozwoju grupy kapitałowej; - div (class="awdiv awpage", style="width:595.3pt; height:841.9pt;") - div (class="awdiv", style="left:70.9pt; top:779.63pt; clip:rect(0pt,524.4pt,23.67pt,-70.9pt);") - span (class="awspan awtext001", style="font-size:8.5pt; left:448.77pt; top:0.28pt;"): 5 - div (class="awdiv", title="A pixelated butterfly on a black background

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", style="left:17.4pt; top:13pt; width:111pt; height:93.75pt;") - div (class="awdiv", style="left:70.9pt; top:106.35pt;") - div (class="awdiv", style="left:-0.15pt;") - span (class="awspan awtext001", style="font-size:10pt; color:#d04a02; left:0pt; top:0.33pt;"): • - span (class="awspan awtext001", style="font-size:10pt; left:18pt; top:0.33pt;"): tam, gdzie ma to zastosowanie, porównaliśmy ujawnienia w Sprawozdawczości zrównoważonego - span (class="awspan awtext001", style="font-size:10pt; left:18pt; top:11.83pt;"): rozwoju grupy kapitałowej z odpowiadającymi im ujawnieniami w skonsolidowanym sprawozdaniu - span (class="awspan awtext001", style="font-size:10pt; left:18pt; top:23.33pt;"): finansowym i sprawozdaniu z działalności Spółki i Grupy; - div (class="awdiv", style="left:-0.15pt; top:40.5pt;") - span (class="awspan awtext001", style="font-size:10pt; color:#d04a02; left:0pt; top:0.33pt;"): • - span (class="awspan awtext001", style="font-size:10pt; left:18pt; top:0.33pt;"): oceniliśmy metody, założenia i dane użyte do opracowania szacunków i danych dotyczących - span (class="awspan awtext001", style="font-size:10pt; left:18pt; top:11.83pt;"): przyszłości; - div (class="awdiv", style="left:-0.15pt; top:69.5pt;") - span (class="awspan awtext001", style="font-size:10pt; color:#d04a02; left:0pt; top:0.33pt;"): • - span (class="awspan awtext001", style="font-size:10pt; left:18pt; top:0.33pt;"): uzyskaliśmy zrozumienie procesu Spółki dotyczącego identyfikacji działalności gospodarczej - span (class="awspan awtext001", style="font-size:10pt; left:18pt; top:11.83pt;"): kwalifikującej się do taksonomii i zgodnej z taksonomią oraz odpowiednich ujawnień - span (class="awspan awtext001", style="font-size:10pt; left:18pt; top:23.33pt;"): w Sprawozdawczości zrównoważonego rozwoju grupy kapitałowej. - div (class="awdiv", style="top:109.99pt;") - span (class="awspan awtext003", style="color:#d04a02; left:0pt; top:10.89pt;"): Inne sprawy - div (class="awdiv", style="left:-1.45pt; top:115.99pt; width:456.4pt; height:0pt; border-top:solid 0.75pt #d04a02;") - div (class="awdiv", style="top:140.29pt;") - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:0.33pt;"): Dane porównawcze na dzień 31 grudnia 2023 r. oraz za rok zakończony tego dnia zawarte w - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:11.83pt;"): Sprawozdawczości zrównoważonego rozwoju grupy kapitałowej nie były przedmiotem atestacji - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:23.33pt;"): sprawozdawczości zrównoważonego rozwoju. Nasza opinia nie jest zmodyfikowana w odniesieniu do - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:34.82pt;"): tej sprawy. - div (class="awdiv", style="top:192.29pt;") - div (style="left:0pt; top:0pt;") - div (class="awdiv", style="top:209.79pt;") - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:0.33pt;"): Działający w imieniu PricewaterhouseCoopers Polska spółka z ograniczoną odpowiedzialnością Audyt - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:11.83pt;"): sp.k., spółki wpisanej na listę firm audytorskich pod numerem 144. - div (class="awdiv", style="top:290.78pt;") - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:0.33pt;"): Krzysztof Sieczkowski - div (class="awdiv", style="top:309.18pt;") - div (style="left:0pt; top:0pt;") - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:0.33pt;"): Kluczowy Biegły Rewident atestacji sprawozdawczości zrównoważonego rozwoju - div (class="awdiv", style="top:320.68pt;") - div (style="left:0pt; top:0pt;") - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:0.33pt;"): Numer w rejestrze 12643 - div (class="awdiv", style="top:344.59pt;") - div (style="left:0pt; top:0pt;") - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:0.33pt;"): Warszawa, 24 marca 2025 r.