Erbud S.A.

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  - span (class="awspan awtext001", style="font-size:7pt; left:0pt; top:0.23pt;"): PricewaterhouseCoopers Polska spółka z ograniczoną odpowiedzialnością Audyt sp.k.,
  - span (class="awspan awtext001", style="font-size:7pt; left:0pt; top:8.28pt;"): ul. Polna 11, 00-633 Warszawa, Polska, T: +48 (22) 746 4000, F: +48 (22) 742 4040, www.pwc.com
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  - span (class="awspan awtext001", style="font-size:7pt; left:0pt; top:6.23pt;"): PricewaterhouseCoopers
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  - span (class="awspan awtext001", style="font-size:7pt; left:80.8pt; top:6.23pt;"): Polska
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  - span (class="awspan awtext001", style="font-size:7pt; left:104.02pt; top:6.23pt;"): spółka
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  - span (class="awspan awtext001", style="font-size:7pt; left:132.16pt; top:6.23pt;"): ograniczoną
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  - span (class="awspan awtext001", style="font-size:7pt; left:172.5pt; top:6.23pt;"): odpowiedzialnością
  - span (class="awspan awtext001", style="font-size:7pt; letter-spacing:0.26pt; left:233.21pt; top:6.23pt;")
  - span (class="awspan awtext001", style="font-size:7pt; left:235.42pt; top:6.23pt;"): Audyt
  - span (class="awspan awtext001", style="font-size:7pt; letter-spacing:0.26pt; left:253.32pt; top:6.23pt;")
  - span (class="awspan awtext001", style="font-size:7pt; left:255.52pt; top:6.23pt;"): sp.k.,
  - span (class="awspan awtext001", style="font-size:7pt; letter-spacing:0.26pt; left:272.25pt; top:6.23pt;")
  - span (class="awspan awtext001", style="font-size:7pt; left:274.45pt; top:6.23pt;"): wpisana
  - span (class="awspan awtext001", style="font-size:7pt; letter-spacing:0.26pt; left:300.14pt; top:6.23pt;")
  - span (class="awspan awtext001", style="font-size:7pt; left:302.34pt; top:6.23pt;"): jest
  - span (class="awspan awtext001", style="font-size:7pt; letter-spacing:0.26pt; left:313.23pt; top:6.23pt;")
  - span (class="awspan awtext001", style="font-size:7pt; left:315.44pt; top:6.23pt;"): do
  - span (class="awspan awtext001", style="font-size:7pt; letter-spacing:0.26pt; left:323.23pt; top:6.23pt;")
  - span (class="awspan awtext001", style="font-size:7pt; left:325.43pt; top:6.23pt;"): Krajowego
  - span (class="awspan awtext001", style="font-size:7pt; letter-spacing:0.26pt; left:358.51pt; top:6.23pt;")
  - span (class="awspan awtext001", style="font-size:7pt; left:360.71pt; top:6.23pt;"): Rejestru
  - span (class="awspan awtext001", style="font-size:7pt; letter-spacing:0.26pt; left:386.78pt; top:6.23pt;")
  - span (class="awspan awtext001", style="font-size:7pt; left:388.98pt; top:6.23pt;"): Sądowego
  - span (class="awspan awtext001", style="font-size:7pt; letter-spacing:0.26pt; left:422.06pt; top:6.23pt;")
  - span (class="awspan awtext001", style="font-size:7pt; left:424.27pt; top:6.23pt;"): prowadzonego
  - span (class="awspan awtext001", style="font-size:7pt; left:0pt; top:14.28pt;"): przez Sąd Rejonowy dla m. st. Warszawy, pod numerem KRS 0000750050, NIP 526-021-02-28. Siedzibą Spółki jest Warszawa, ul. Polna 11.
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", 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  - span (class="awspan awtext002", style="font-size:16pt; color:#d04a02; left:0pt; top:0pt;"): Raport niezależnego biegłego rewidenta z usługi atestacyjnej
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  - span (class="awspan awtext002", style="font-size:16pt; color:#d04a02; left:0pt; top:36.36pt;"): informacji niefinansowych za rok 2023
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  - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:0.33pt;"): Do Zarządu ERBUD S.A.
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  - span (class="awspan awtext001", style="color:#d04a02; left:0pt; top:1.89pt;"): Wstęp
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  - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:0.33pt;"): Zarząd ERBUD S.A. („Spółka”), na podstawie umowy z dnia 16 stycznia 2024 r., zaangażował nas
  - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:11.83pt;"): do przeprowadzenia usługi atestacyjnej dającej ograniczoną pewność w odniesieniu do wybranych
  - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:23.33pt;"): informacji niefinansowych zaprezentowanych w Raporcie ESG Grupy ERBUD za rok 2023 r.
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  - span (class="awspan awtext001", style="color:#d04a02; left:0pt; top:1.89pt;"): Opis przedmiotu zlecenia i mające zastosowanie kryteria
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  - div (class="awdiv", style="top:195.67pt;")
  - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:0.33pt;"): Zarząd Spółki sporządził Raport ESG dla Grupy ERBUD za okres od 1 stycznia 2023 r. do 31 grudnia
  - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:11.83pt;"): 2023 r. (“Raport ESG”)
  - div (style="left:101.14pt; top:11.5pt;")
  - span (class="awspan awtext001", style="font-size:10pt; left:101.14pt; top:11.83pt;"): . Raport ESG zawiera informacje niefinansowe (ilościowe i jakościowe),
  - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:23.33pt;"): sporządzone zgodnie z odpowiednimi Standardami GRI wydanymi przez Global Reporting Initiative
  - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:34.82pt;"): (“Standardy GRI”), art. 8 Rozporządzenia Parlamentu Europejskiego i Rady (UE) 2020/852 z dnia 18
  - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:46.32pt;"): czerwca 2020 r. w sprawie ustanowienia ram ułatwiających zrównoważone inwestycje oraz
  - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:57.82pt;"): Rozporządzeniami Delegowanymi Komisji Europejskiej uzupełniającymi Rozporządzenie 2020/852
  - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:69.32pt;"): (“Taksonomia UE”) oraz metodykami opracowanymi przez Spółkę i ujawnionymi w Raporcie
  - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:80.82pt;"): zrównoważonego rozwoju (nazywanymi łącznie “Kryteria raportowania”). Kryteria raportowania stanowią,
  - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:92.32pt;"): naszym zdaniem, odpowiednie kryteria do sformułowania przez nas wniosku dającego ograniczoną
  - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:103.82pt;"): pewność.
  - div (style="left:45.02pt; top:103.49pt;")
  - span (class="awspan awtext001", style="font-size:10pt; left:45.02pt; top:103.82pt;"): Zarząd Spółki sporządził Raport ESG w celu jego publikacji wraz z raportem niezależnego
  - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:115.32pt;"): biegłego rewidenta na stronie internetowej Spółki.
  - div (class="awdiv", style="top:333.66pt;")
  - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:0.33pt;"): Przedmiotem zlecenia były następujące informacje niefinansowe
  - div (style="left:285.7pt; top:0pt;")
  - span (class="awspan awtext001", style="font-size:10pt; left:285.7pt; top:0.33pt;")
  - div (style="left:288.48pt; top:0pt;")
  - span (class="awspan awtext001", style="font-size:10pt; left:288.48pt; top:0.33pt;"): za rok zakończony 31 grudnia 2023 r.
  - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:11.83pt;"): zawarte w Raporcie ESG zgodnie z tabelą ujawnień zawartą na stronach 183-188 Raportu ESG
  - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:23.33pt;"): (“Wybrane Informacje”):
  - div (class="awdiv", style="left:36pt; top:379.66pt;")
  - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:0.33pt;"): 2-7 Pracownicy
  - div (class="awdiv", style="left:36pt; top:397.16pt;")
  - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:0.33pt;"): 2-8 Osoby świadczące pracę na rzecz organizacji, które nie są jej pracownikami
  - div (class="awdiv", style="left:36pt; top:414.66pt;")
  - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:0.33pt;"): 2-9 Struktura zarządcza i skład organów zarządczych
  - div (class="awdiv", style="left:36pt; top:432.16pt;")
  - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:0.33pt;"): 2-26 Mechanizmy zasięgania porad i zgłaszania obaw
  - div (class="awdiv", style="left:36pt; top:449.65pt;")
  - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:0.33pt;"): 2-27 Zgodność z prawem i regulacjami
  - div (class="awdiv", style="left:36pt; top:467.15pt;")
  - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:0.33pt;"): 205-2 Komunikacja i szkolenia w zakresie polityki i procedur antykorupcyjnych
  - div (class="awdiv", style="left:36pt; top:484.65pt;")
  - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:0.33pt;"): 302-1 Zużycie energii w organizacji
  - div (class="awdiv", style="left:36pt; top:502.15pt;")
  - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:0.33pt;"): 302-3 Energochłonność
  - div (class="awdiv", style="left:36pt; top:519.65pt;")
  - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:0.33pt;"): 305-1 Bezpośrednie emisje gazów cieplarnianych (zakres 1)
  - div (class="awdiv", style="left:36pt; top:537.15pt;")
  - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:0.33pt;"): 305-2 Pośrednie emisje gazów cieplarnianych (zakres 2)
- div (class="awdiv awpage", style="width:612pt; height:792pt;")
- div (class="awdiv", style="left:99.25pt; top:733pt; clip:rect(0pt,512.75pt,24pt,-99.25pt);")
  - span (class="awspan awtext001", style="font-size:9pt; left:465.2pt; top:0.29pt;"): 2
- div (class="awdiv")
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", 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  - div (class="awdiv", style="left:36pt;")
  - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:0.33pt;"): 401-1 Łączna liczba i odsetek nowych pracowników zatrudnionych oraz łączna liczba odejść w
  - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:11.83pt;"): okresie raportowania
  - div (class="awdiv", style="left:36pt; top:29pt;")
  - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:0.33pt;"): 403-1 System zarządzania zdrowiem i bezpieczeństwem pracowników
  - div (class="awdiv", style="left:36pt; top:46.5pt;")
  - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:0.33pt;"): 403-2 Procesy identyfikacji zagrożeń, ocena ryzyka oraz badania wypadków
  - div (class="awdiv", style="left:36pt; top:64pt;")
  - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:0.33pt;"): 403-5 Szkolenia pracowników w zakresie bezpieczeństwa pracy
  - div (class="awdiv", style="left:36pt; top:81.5pt;")
  - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:0.33pt;"): 403-9 Wskaźnik urazów związanych z pracą
  - div (class="awdiv", style="left:36pt; top:98.99pt;")
  - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:0.33pt;"): 403-10 Wskaźnik chorób zawodowych
  - div (class="awdiv", style="left:36pt; top:116.49pt;")
  - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:0.33pt;"): 404-1 Liczba godzin szkoleniowych w roku przypadających na pracownika według struktury
  - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:11.83pt;"): zatrudnienia
  - div (class="awdiv", style="left:36pt; top:145.49pt;")
  - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:0.33pt;"): 404-3 Odsetek pracowników podlegających regularnym ocenom jakości pracy i przeglądom
  - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:11.83pt;"): rozwoju kariery zawodowej, według płci i kategorii zatrudnienia
  - div (class="awdiv", style="left:36pt; top:174.49pt;")
  - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:0.33pt;"): 405-1 Skład ciał nadzorczych i kadry pracowniczej w podziale na kategorie pracowników według
  - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:11.83pt;"): płci, wieku, przynależności do mniejszości oraz innych wskaźników różnorodności
  - div (class="awdiv", style="left:36pt; top:203.49pt;")
  - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:0.33pt;"): 405-2 Stosunek podstawowego i całkowitego wynagrodzenia kobiet do wynagrodzenia mężczyzn
  - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:11.83pt;"): według zajmowanego stanowiska
  - div (class="awdiv", style="left:36pt; top:232.49pt;")
  - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:0.33pt;"): Ujawnienia taksonomiczne wymagane przez art. 8 Rozporządzenia Parlamentu Europejskiego i
  - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:11.83pt;"): Rady (UE) 2020/852 z dnia 18 czerwca 2020 r. w sprawie ustanowienia ram ułatwiających
  - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:23.33pt;"): zrównoważone inwestycje.
  - div (class="awdiv", style="top:284.48pt;")
  - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:0.33pt;"): Przedmiotem naszego zlecenia były jedynie Wybrane Informacje za rok zakończony 31 grudnia 2023 r. i
  - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:11.83pt;"): nie przeprowadziliśmy procedur w stosunku do innych informacji zaprezentowanych w Raporcie ESG. W
  - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:23.33pt;"): związku z tym nie wyrażamy wniosku o Raporcie ESG jako całości.
  - div (class="awdiv", style="top:353.48pt;")
  - span (class="awspan awtext001", style="color:#d04a02; left:0pt; top:1.89pt;"): Odpowiedzialność Zarządu
  - div (class="awdiv", style="left:-1.45pt; top:353.48pt; width:473.1pt; height:0pt; border-top:solid 0.75pt #968c6d;")
  - div (class="awdiv", style="top:374.77pt;")
  - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:0.33pt;"): Zarząd Spółki odpowiedzialny jest za:
  - div (class="awdiv", style="left:18pt; top:386.27pt;")
  - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:12.33pt;"): ●
  - span (class="awspan awtext001", style="font-size:10pt; left:18pt; top:12.33pt;"): ustanowienie wewnętrznych metodyk i wytycznych dla przygotowania i raportowania Wybranych
  - span (class="awspan awtext001", style="font-size:10pt; left:18pt; top:23.83pt;"): Informacji zgodnie z Kryteriami raportowania;
  - div (class="awdiv", style="left:18pt; top:421.27pt;")
  - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:0.33pt;"): ●
  - span (class="awspan awtext001", style="font-size:10pt; left:18pt; top:0.33pt;"): sporządzenie Wybranych Informacji zgodnie z odpowiednimi Kryteriami raportowania;
  - div (class="awdiv", style="left:18pt; top:432.77pt;")
  - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:0.33pt;"): ●
  - span (class="awspan awtext001", style="font-size:10pt; left:18pt; top:0.33pt;"): zaprojektowanie i stosowanie odpowiedniego systemu kontroli wewnętrznej związanego
  - span (class="awspan awtext001", style="font-size:10pt; left:18pt; top:11.83pt;"): ze wsparciem procesu raportowania;
  - div (class="awdiv", style="left:18pt; top:455.77pt;")
  - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:0.33pt;"): ●
  - span (class="awspan awtext001", style="font-size:10pt; left:18pt; top:0.33pt;"): dokładność, kompletność i sposób prezentacji Wybranych Informacji.
  - div (class="awdiv", style="top:479.27pt;")
  - span (class="awspan awtext001", style="color:#d04a02; left:0pt; top:1.89pt;"): Nasza odpowiedzialność
  - div (class="awdiv", style="left:-1.45pt; top:479.27pt; width:473.1pt; height:0pt; border-top:solid 0.75pt #968c6d;")
  - div (class="awdiv", style="top:500.57pt;")
  - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:0.33pt;"): Naszym zadaniem było sformułowanie wniosku o ograniczonej pewności na temat Wybranych Informacji
  - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:11.83pt;"): zaprezentowanych w Raporcie ESG na podstawie przeprowadzonych przez nas procedur.
  - div (class="awdiv", style="top:535.06pt;")
  - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:0.33pt;"): Nasze prace atestacyjne przeprowadziliśmy zgodnie z Krajowym Standardem Usług Atestacyjnych Innych
  - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:11.83pt;"): niż Badanie i Przegląd 3000 (Z) w brzmieniu Międzynarodowego Standardu Usług Atestacyjnych 3000
  - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:23.33pt;"): (zmienionego) - „Usługi atestacyjne inne niż badania i przeglądy historycznych informacji finansowych”
  - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:34.82pt;"): („KSUA 3000 (Z)”). Standard ten wymaga, abyśmy przestrzegali wymogów etycznych oraz zaplanowali
  - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:46.32pt;"): i przeprowadzili nasze prace w taki sposób, aby uzyskać ograniczoną pewność, że Wybrane Informacje
  - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:57.82pt;"): są, we wszystkich istotnych aspektach, zgodne z Kryteriami raportowania.
- div (class="awdiv awpage", style="width:612pt; height:792pt;")
- div (class="awdiv", style="left:99.25pt; top:733pt; clip:rect(0pt,512.75pt,24pt,-99.25pt);")
  - span (class="awspan awtext001", style="font-size:9pt; left:465.2pt; top:0.29pt;"): 3
- div (class="awdiv")
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", style="left:33.75pt; top:9.5pt; width:111pt; height:99.75pt;")
- div (class="awdiv", style="left:99.25pt; top:106.35pt;")
  - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:0.33pt;"): Procedury przeprowadzone podczas wykonywania usługi atestacyjnej dającej ograniczoną pewność
  - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:11.83pt;"): różnią się rodzajem i rozłożeniem w czasie oraz mają mniejszy zakres niż podczas wykonywania usługi
  - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:23.33pt;"): atestacyjnej dającej racjonalną pewność. Wynikający z powyższego poziom zapewnienia uzyskany
  - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:34.82pt;"): podczas usługi atestacyjnej dającej ograniczoną pewność jest znacząco niższy niż zapewnienie, które
  - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:46.32pt;"): zostałoby uzyskane, gdyby została wykonana usługa dająca racjonalną pewność.
  - div (class="awdiv", style="top:68.99pt;")
  - span (class="awspan awtext001", style="color:#d04a02; left:0pt; top:1.89pt;"): Wymogi zarządzania jakością i etyka zawodowa
  - div (class="awdiv", style="left:-1.45pt; top:68.99pt; width:473.1pt; height:0pt; border-top:solid 0.75pt #968c6d;")
  - div (class="awdiv", style="top:90.29pt;")
  - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:0.33pt;"): Stosujemy postanowienia Krajowego Standardu Kontroli Jakości 1 w brzmieniu Międzynarodowego
  - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:11.83pt;"): Standardu Zarządzania Jakością (PL) 1 – „Zarządzanie jakością dla firm wykonujących badania lub
  - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:23.33pt;"): przeglądy sprawozdań finansowych lub zlecenia innych usług atestacyjnych lub pokrewnych”
  - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:34.82pt;"): opracowanego przez Radę Międzynarodowych Standardów Badania i Usług Atestacyjnych i przyjętego
  - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:46.32pt;"): uchwałą Rady Polskiej Agencji Nadzoru Audytowego. Standard ten wymaga od nas zaprojektowania,
  - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:57.82pt;"): wdrożenia i działania systemu zarządzania jakością, w tym polityk i procedur dotyczących zgodności
  - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:69.32pt;"): z wymogami etycznymi, standardami zawodowymi oraz obowiązującymi przepisami prawa i wymogami
  - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:80.82pt;"): regulacyjnymi.
  - div (class="awdiv", style="top:188.29pt;")
  - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:6.33pt;"): Przestrzegamy wymogów niezależności i innych wymogów etycznych Międzynarodowego Kodeksu Etyki
  - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:17.83pt;"): Zawodowych Księgowych (w tym Międzynarodowych Standardów Niezależności) wydanego przez Radę
  - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:29.33pt;"): Międzynarodowych Standardów Etycznych dla Księgowych i przyjętego uchwałą Krajowej Rady Biegłych
  - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:40.82pt;"): Rewidentów, który jest oparty na podstawowych zasadach uczciwości, obiektywizmu, zawodowych
  - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:52.32pt;"): kompetencji i należytej staranności, poufności i profesjonalnego postępowania.
  - div (class="awdiv", style="top:277.2pt;")
  - span (class="awspan awtext001", style="color:#d04a02; left:0pt; top:1.89pt;"): Podsumowanie wykonanych prac
  - div (class="awdiv", style="left:-1.45pt; top:277.2pt; width:473.1pt; height:0pt; border-top:solid 0.75pt #968c6d;")
  - div (class="awdiv", style="top:298.49pt;")
  - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:0.33pt;"): Przeprowadzone przez nas procedury uzyskania ograniczonej pewności obejmowały:
  - div (class="awdiv", style="left:18pt; top:309.99pt;")
  - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:0pt;"): ●
  - span (class="awspan awtext001", style="font-size:10pt; left:18pt; top:0.47pt;"): wywiady z kierownictwem i pracownikami odpowiedzialnymi za przygotowanie Wybranych
  - span (class="awspan awtext001", style="font-size:10pt; left:18pt; top:11.97pt;"): Informacji oraz osobami koordynującymi proces przygotowania Raportu ESG Grupy;
  - div (class="awdiv", style="left:18pt; top:333.13pt;")
  - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:0pt;"): ●
  - span (class="awspan awtext001", style="font-size:10pt; left:18pt; top:0.47pt;"): sprawdzenie czy zastosowano formuły kalkulacji Wybranych Informacji (dotyczy informacji
  - span (class="awspan awtext001", style="font-size:10pt; left:18pt; top:11.97pt;"): ilościowych) zgodne z Kryteriami raportowania oraz sprawdzenie matematycznej poprawności
  - span (class="awspan awtext001", style="font-size:10pt; left:18pt; top:23.47pt;"): sporządzenia Wybranych Informacji;
  - div (class="awdiv", style="left:18pt; top:367.77pt;")
  - span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:0.8pt;"): ●
  - span (class="awspan awtext001", style="font-size:11pt; left:18pt; top:0.36pt;"): d
  - span (class="awspan awtext001", style="font-size:10pt; left:24.12pt; top:1.27pt;"): la Wybranych Informacji ujętych w Raporcie ESG, uzgodnienie, na wybranej próbie,
  - span (class="awspan awtext001", style="font-size:10pt; left:18pt; top:12.98pt;"): odpowiednich atrybutów do otrzymanej od Spółki dokumentacji źródłowej.
  - div (class="awdiv", style="top:403.42pt;")
  - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:0.33pt;"): Uważamy, że uzyskane przez nas dowody stanowią wystarczającą i odpowiednią podstawę do wyrażenia
  - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:11.83pt;"): przez nas wniosku dającego ograniczoną pewność.
  - div (style="left:227.91pt; top:11.5pt;")
  - div (class="awdiv", style="top:437.91pt;")
  - span (class="awspan awtext001", style="color:#d04a02; left:0pt; top:1.89pt;"): Nieodłączne ograniczenia
  - div (class="awdiv", style="left:-1.45pt; top:437.91pt; width:473.1pt; height:0pt; border-top:solid 0.75pt #968c6d;")
  - div (class="awdiv", style="top:459.21pt;")
  - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:0.33pt;"): Wybrane informacje powinny być czytane i rozumiane łącznie z Kryteriami raportowania, za których wybór
  - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:11.83pt;"): i stosowanie odpowiedzialność ponosi Spółka. Brak ustalonych praktyk, na których można się oprzeć przy
  - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:23.33pt;"): ocenie i pomiarze informacji niefinansowych, pozwala na stosowanie różnych technik pomiaru i może
  - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:34.82pt;"): wpływać na porównywalność informacji niefinansowych. Ponadto kwantyfikacja emisji gazów
  - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:46.32pt;"): cieplarnianych jest obarczona nieodłączną niepewnością ze względu na takie czynniki, jak wskaźniki
  - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:57.82pt;"): emisji stosowane w modelach matematycznych do obliczania emisji oraz niemożność dokładnego
  - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:69.32pt;"): scharakteryzowania przez te modele związku między różnymi danymi wejściowymi a wynikającymi z nich
  - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:80.82pt;"): emisjami. Dane dotyczące środowiska i zużycia energii wykorzystywane w obliczeniach emisji gazów
  - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:92.32pt;"): cieplarnianych podlegają nieodłącznym ograniczeniom ze względu na charakter i metody stosowane
  - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:103.82pt;"): do określania takich danych. Wybór różnych, ale akceptowalnych technik pomiarowych, może skutkować
  - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:115.32pt;"): istotnie różnymi pomiarami.
- div (class="awdiv awpage", style="width:612pt; height:792pt;")
- div (class="awdiv", style="left:99.25pt; top:733pt; clip:rect(0pt,512.75pt,24pt,-99.25pt);")
  - span (class="awspan awtext001", style="font-size:9pt; left:465.2pt; top:0.29pt;"): 4
- div (class="awdiv")
  - img (alt="Image should be here", class="awimg", 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", style="left:33.75pt; top:9.5pt; width:111pt; height:99.75pt;")
- div (class="awdiv", style="left:99.25pt; top:106.35pt;")
  - span (class="awspan awtext001", style="color:#d04a02; left:0pt; top:1.89pt;"): Wniosek
  - div (class="awdiv", style="left:-1.45pt; top:0pt; width:473.1pt; height:0pt; border-top:solid 0.75pt #968c6d;")
  - div (class="awdiv", style="top:21.3pt;")
  - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:0.33pt;"): Na podstawie przeprowadzonych procedur atestacyjnych i uzyskanych dowodów nic nie zwróciło naszej
  - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:11.83pt;"): uwagi, co wskazywałoby, że Wybrane Informacje zawarte w Raporcie ESG nie są, we wszystkich
  - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:23.33pt;"): istotnych aspektach, zgodne z Kryteriami raportowania.
  - div (class="awdiv", style="top:67.3pt;")
  - span (class="awspan awtext001", style="color:#d04a02; left:0pt; top:1.89pt;"): Ograniczenie zastosowania
  - div (class="awdiv", style="left:-1.45pt; top:67.3pt; width:473.1pt; height:0pt; border-top:solid 0.75pt #968c6d;")
  - div (class="awdiv", style="top:88.59pt;")
  - div (style="left:0pt; top:0pt;")
  - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:0.33pt;"): Niniejszy raport został sporządzony przez PricewaterhouseCoopers Polska spółka z ograniczoną
  - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:11.83pt;"): odpowiedzialnością Audyt sp.k. dla Zarządu ERBUD i jest przeznaczony wyłącznie w celu opisanym
  - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:23.33pt;"): w części “Opis przedmiotu zlecenia i mające zastosowanie kryteria”. Nie można go wykorzystywać w
  - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:34.82pt;"): żadnym innym celu.
  - div (class="awdiv", style="top:146.09pt;")
  - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:0.33pt;"): Zarząd ERBUD jest odpowiedzialny za publikację, w tym na stronie internetowej Spółki, Raportu ESG
  - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:11.83pt;"): Grupy ERBUD oraz niniejszego raportu atestacyjnego, jak również za rzetelność publikowanych
  - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:23.33pt;"): informacji. Zakres wykonanej przez nas pracy nie obejmuje oceny tych kwestii. W związku z tym nie
  - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:34.82pt;"): ponosimy żadnej odpowiedzialności za jakiekolwiek zmiany, które mogły zostać wprowadzone
  - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:46.32pt;"): do informacji będących przedmiotem naszej oceny lub za jakiekolwiek różnice, jeżeli takie są, między
  - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:57.82pt;"): informacjami objętymi wydanym przez nas raportem, a informacjami przedstawionymi na stronie
  - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:69.32pt;"): internetowej Spółki.
  - div (class="awdiv", style="top:238.08pt;")
  - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:0.33pt;"): PricewaterhouseCoopers Polska spółka z ograniczoną odpowiedzialnością Audyt sp.k. nie przyjmuje
  - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:11.83pt;"): w związku z tym raportem żadnej odpowiedzialności i zrzekamy się wszelkich obowiązków wynikających
  - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:23.33pt;"): z relacji umownych i pozaumownych (w tym z tytułu zaniedbania) w odniesieniu do podmiotów innych niż
  - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:34.82pt;"): Spółka. Powyższe nie zwalnia nas z odpowiedzialności w sytuacjach, w których takie zwolnienie jest
  - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:46.32pt;"): wyłączone z mocy prawa.
  - div (class="awdiv", style="top:307.08pt;")
  - 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.
  - div (class="awdiv", style="top:341.57pt;")
  - div (style="left:0pt; top:0pt;")
  - div (class="awdiv", style="top:353.07pt;")
  - div (style="left:0pt; top:0pt;")
  - div (class="awdiv", style="top:376.07pt;")
  - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:0.33pt;"): Jakub Waszkiewicz
  - div (class="awdiv", style="top:387.57pt;")
  - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:0.33pt;"): Biegły Rewident
  - div (class="awdiv", style="top:399.07pt;")
  - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:0.33pt;"): Numer ewidencyjny 13836
  - div (class="awdiv", style="top:456.56pt;")
  - span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:0.33pt;"): Warszawa, 26 marca 2024

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