PKO Bank Polski S.A.

Management Reports • Mar 13, 2025

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} div.Section1 { margin:85.05pt 35.35pt 49.65pt 62.35pt; page:Section1 }
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    • span: Sprawozdanie Zarządu
  • p (style="margin-top:0pt; margin-bottom:0pt; line-height:normal; font-size:22pt")
    • span: z działalności PKO Banku Hipotecznego SA
  • p (style="margin-top:0pt; margin-bottom:0pt; line-height:normal; font-size:22pt")
    • span: za rok zakończony 31 grudnia 2024 roku
  • p (style="margin-top:0pt; margin-bottom:0pt; line-height:normal; font-size:22pt")
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  • p (style="margin-top:6pt; margin-right:8.5pt; margin-bottom:6pt; text-align:justify; page-break-after:avoid; line-height:normal; font-size:13pt; background-color:#d9d9d9")
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    • span (style="font-size:10pt; font-weight:bold; font-variant:small-caps; color:#00468c"): Wybrane dane finansowe za okres od 1 stycznia 2024 roku do 31 grudnia 2024 roku
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      • span (style="font-weight:bold"): RACHUNEK ZYSKÓW I STRAT W MLN PLN
    • td (style="width:68.55pt; border-top:0.75pt solid #ff0000; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ff0000; padding:1.02pt 5.03pt 1.4pt; vertical-align:middle; background-color:#d9d9d9; -aw-border-left:0.5pt single; -aw-border-right:0.5pt single; -aw-border-top:0.5pt single")
      • p (style="margin-top:0pt; margin-right:8.5pt; margin-bottom:0pt; text-align:center; font-size:9pt")
      • span (style="font-weight:bold"): 01.01.2024 – 31.12.2024
    • td (style="width:68.55pt; border-top:0.75pt solid #ffffff; border-right:0.75pt solid #ffffff; border-left:0.75pt solid #ff0000; padding:1.02pt 5.03pt 1.4pt; vertical-align:middle; background-color:#d9d9d9; -aw-border-left:0.5pt single; -aw-border-right:0.5pt single; -aw-border-top:0.5pt single")
      • p (style="margin-top:0pt; margin-right:8.5pt; margin-bottom:0pt; text-align:center; font-size:9pt")
      • span (style="font-weight:bold"): 01.01.2023 – 31.12.2023
    • td (style="width:68.55pt; border-top:0.75pt solid #ffffff; border-right:0.75pt solid #d9d9d9; border-left:0.75pt solid #ffffff; padding:1.02pt 5.03pt 1.4pt; vertical-align:middle; background-color:#d9d9d9; -aw-border-left:0.5pt single; -aw-border-right:0.5pt single; -aw-border-top:0.5pt single")
      • p (style="margin-top:0pt; margin-right:8.5pt; margin-bottom:0pt; text-align:center; font-size:9pt")
      • span (style="font-weight:bold"): Zmiana r/r
      • br
      • span (style="font-weight:bold"): (w mln PLN)
    • tr
    • td (style="width:233pt; border-top:0.75pt solid #ffffff; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ffffff; border-bottom:0.75pt solid #ffffff; padding:1.02pt 5.03pt; vertical-align:middle; background-color:#d9d9d9; -aw-border:0.5pt single")
      • p (style="margin-top:0pt; margin-left:8.8pt; margin-bottom:0pt; font-size:9pt")
      • span: Wynik z tytułu odsetek
    • td (style="width:68.55pt; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.4pt 5.03pt 1.02pt; vertical-align:middle; -aw-border-bottom:0.5pt single; -aw-border-left:0.5pt single; -aw-border-right:0.5pt single")
      • p (style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt")
      • span: 286,8
    • td (style="width:68.55pt; border-right:0.75pt solid #d9d9d9; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.4pt 5.03pt 1.02pt; vertical-align:middle; -aw-border-bottom:0.5pt single; -aw-border-left:0.5pt single; -aw-border-right:0.5pt single")
      • p (style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt")
      • span: 365,3
    • td (style="width:68.55pt; border-right:0.75pt solid #d9d9d9; border-left:0.75pt solid #d9d9d9; border-bottom:0.75pt solid #d9d9d9; padding:1.4pt 5.03pt 1.02pt; vertical-align:middle; -aw-border-bottom:0.5pt single; -aw-border-left:0.5pt single; -aw-border-right:0.5pt single")
      • p (style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt")
      • span: (78,5)
    • tr
    • td (style="width:233pt; border-top:0.75pt solid #ffffff; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ffffff; border-bottom:0.75pt solid #ffffff; padding:1.02pt 5.03pt; vertical-align:middle; background-color:#d9d9d9; -aw-border:0.5pt single")
      • p (style="margin-top:0pt; margin-left:8.8pt; margin-bottom:0pt; font-size:9pt")
      • span: Wynik z tytułu prowizji i opłat
    • td (style="width:68.55pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; vertical-align:middle; -aw-border:0.5pt single")
      • p (style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt")
      • span: (4,6)
    • td (style="width:68.55pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #d9d9d9; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; vertical-align:middle; -aw-border:0.5pt single")
      • p (style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt")
      • span: (3,1)
    • td (style="width:68.55pt; border:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; vertical-align:middle; -aw-border:0.5pt single")
      • p (style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt")
      • span: (1,5)
    • tr
    • td (style="width:233pt; border-top:0.75pt solid #ffffff; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ffffff; border-bottom:0.75pt solid #ffffff; padding:1.02pt 5.03pt; vertical-align:middle; background-color:#d9d9d9; -aw-border:0.5pt single")
      • p (style="margin-top:0pt; margin-left:8.8pt; margin-bottom:0pt; font-size:9pt")
      • span: Wynik z pozycji wymiany
    • td (style="width:68.55pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; vertical-align:middle; -aw-border:0.5pt single")
      • p (style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt")
      • span: 4,0
    • td (style="width:68.55pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #d9d9d9; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; vertical-align:middle; -aw-border:0.5pt single")
      • p (style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt")
      • span: (4,1)
    • td (style="width:68.55pt; border:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; vertical-align:middle; -aw-border:0.5pt single")
      • p (style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt")
      • span: 8,1
    • tr
    • td (style="width:233pt; border-top:0.75pt solid #ffffff; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ffffff; border-bottom:0.75pt solid #ffffff; padding:1.02pt 5.03pt; vertical-align:middle; background-color:#d9d9d9; -aw-border:0.5pt single")
      • p (style="margin-top:0pt; margin-left:8.8pt; margin-bottom:0pt; font-size:9pt")
      • span: Wynik z tytułu odpisów na oczekiwane straty kredytowe
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      • p (style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt")
      • span: 5,4
    • td (style="width:68.55pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #d9d9d9; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; vertical-align:middle; -aw-border:0.5pt single")
      • p (style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt")
      • span: (7,6)
    • td (style="width:68.55pt; border:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; vertical-align:middle; -aw-border:0.5pt single")
      • p (style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt")
      • span: 13,0
    • tr
    • td (style="width:233pt; border-top:0.75pt solid #ffffff; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ffffff; border-bottom:0.75pt solid #ffffff; padding:1.02pt 5.03pt; vertical-align:middle; background-color:#d9d9d9; -aw-border:0.5pt single")
      • p (style="margin-top:0pt; margin-left:8.8pt; margin-bottom:0pt; font-size:9pt")
      • span: Pozostałe przychody i koszty operacyjne netto
    • td (style="width:68.55pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; vertical-align:middle; -aw-border:0.5pt single")
      • p (style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt")
      • span: 0,3
    • td (style="width:68.55pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #d9d9d9; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; vertical-align:middle; -aw-border:0.5pt single")
      • p (style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt")
      • span: 0,2
    • td (style="width:68.55pt; border:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; vertical-align:middle; -aw-border:0.5pt single")
      • p (style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt")
      • span: 0,1
    • tr
    • td (style="width:233pt; border-top:0.75pt solid #ffffff; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ffffff; border-bottom:0.75pt solid #ffffff; padding:1.02pt 5.03pt; vertical-align:middle; background-color:#d9d9d9; -aw-border:0.5pt single")
      • p (style="margin-top:0pt; margin-left:8.8pt; margin-bottom:0pt; font-size:9pt")
      • span: Ogólne koszty administracyjne
    • td (style="width:68.55pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; vertical-align:middle; -aw-border:0.5pt single")
      • p (style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt")
      • span: (47,4)
    • td (style="width:68.55pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #d9d9d9; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; vertical-align:middle; -aw-border:0.5pt single")
      • p (style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt")
      • span: (47,4)
    • td (style="width:68.55pt; border:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; vertical-align:middle; -aw-border:0.5pt single")
      • p (style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt")
      • span: 0,0
    • tr
    • td (style="width:233pt; border-top:0.75pt solid #ffffff; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ffffff; border-bottom:0.75pt solid #ffffff; padding:1.02pt 5.03pt; vertical-align:middle; background-color:#d9d9d9; -aw-border:0.5pt single")
      • p (style="margin-top:0pt; margin-left:8.8pt; margin-bottom:0pt; font-size:9pt")
      • span: Koszty z tytułu obciążeń regulacyjnych
    • td (style="width:68.55pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; vertical-align:middle; -aw-border:0.5pt single")
      • p (style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt")
      • span: (17,4)
    • td (style="width:68.55pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #d9d9d9; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; vertical-align:middle; -aw-border:0.5pt single")
      • p (style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt")
      • span: (22,4)
    • td (style="width:68.55pt; border:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; vertical-align:middle; -aw-border:0.5pt single")
      • p (style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt")
      • span: 5,0
    • tr
    • td (style="width:233pt; border-top:0.75pt solid #ffffff; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ffffff; border-bottom:0.75pt solid #ffffff; padding:1.02pt 5.03pt; vertical-align:middle; background-color:#d9d9d9; -aw-border:0.5pt single")
      • p (style="margin-top:0pt; margin-left:8.8pt; margin-bottom:0pt; font-size:9pt")
      • span: Podatek od niektórych instytucji finansowych
    • td (style="width:68.55pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; vertical-align:middle; -aw-border:0.5pt single")
      • p (style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt")
      • span: (51,0)
    • td (style="width:68.55pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #d9d9d9; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; vertical-align:middle; -aw-border:0.5pt single")
      • p (style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt")
      • span: (58,0)
    • td (style="width:68.55pt; border:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; vertical-align:middle; -aw-border:0.5pt single")
      • p (style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt")
      • span: 7,0
    • tr
    • td (style="width:233pt; border-top:0.75pt solid #ffffff; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ffffff; border-bottom:0.75pt solid #ffffff; padding:1.02pt 5.03pt; vertical-align:middle; background-color:#d9d9d9; -aw-border:0.5pt single")
      • p (style="margin-top:0pt; margin-bottom:0pt; font-size:9pt")
      • span (style="font-weight:bold"): Wynik z działalności operacyjnej
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      • p (style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt")
      • span (style="font-weight:bold"): 176,1
    • td (style="width:68.55pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #d9d9d9; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; vertical-align:middle; -aw-border:0.5pt single")
      • p (style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt")
      • span (style="font-weight:bold"): 222,9
    • td (style="width:68.55pt; border:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; vertical-align:middle; -aw-border:0.5pt single")
      • p (style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt")
      • span (style="font-weight:bold"): (46,8)
    • tr
    • td (style="width:233pt; border-top:0.75pt solid #ffffff; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ffffff; border-bottom:0.75pt solid #ffffff; padding:1.02pt 5.03pt; vertical-align:middle; background-color:#d9d9d9; -aw-border:0.5pt single")
      • p (style="margin-top:0pt; margin-bottom:0pt; font-size:9pt")
      • span (style="font-weight:bold"): Zysk brutto
    • td (style="width:68.55pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; vertical-align:middle; -aw-border:0.5pt single")
      • p (style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt")
      • span (style="font-weight:bold"): 176,1
    • td (style="width:68.55pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #d9d9d9; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; vertical-align:middle; -aw-border:0.5pt single")
      • p (style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt")
      • span (style="font-weight:bold"): 222,9
    • td (style="width:68.55pt; border:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; vertical-align:middle; -aw-border:0.5pt single")
      • p (style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt")
      • span (style="font-weight:bold"): (46,8)
    • tr
    • td (style="width:233pt; border-top:0.75pt solid #ffffff; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ffffff; border-bottom:0.75pt solid #ffffff; padding:1.02pt 5.03pt; vertical-align:middle; background-color:#d9d9d9; -aw-border:0.5pt single")
      • p (style="margin-top:0pt; margin-left:8.8pt; margin-bottom:0pt; font-size:9pt")
      • span: Podatek dochodowy
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      • p (style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt")
      • span: (45,8)
    • td (style="width:68.55pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #d9d9d9; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; vertical-align:middle; -aw-border:0.5pt single")
      • p (style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt")
      • span: (57,1)
    • td (style="width:68.55pt; border:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; vertical-align:middle; -aw-border:0.5pt single")
      • p (style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt")
      • span: 11,3
    • tr
    • td (style="width:233pt; border-top:0.75pt solid #ffffff; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ffffff; padding:1.02pt 5.03pt 1.4pt; vertical-align:middle; background-color:#d9d9d9; -aw-border-left:0.5pt single; -aw-border-right:0.5pt single; -aw-border-top:0.5pt single")
      • p (style="margin-top:0pt; margin-bottom:0pt; font-size:9pt")
      • span (style="font-weight:bold"): Zysk netto
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      • p (style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt")
      • span (style="font-weight:bold"): 130,3
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      • p (style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt")
      • span (style="font-weight:bold"): 165,8
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      • p (style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt")
      • span (style="font-weight:bold"): (35,5)
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    • td (style="width:233pt; padding:1.4pt 5.4pt; vertical-align:middle")
      • p (style="margin-top:0pt; margin-bottom:0pt; font-size:9pt")
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      • span (style="font-weight:bold; -aw-import:ignore")
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      • p (style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt")
      • span (style="font-weight:bold; -aw-import:ignore")
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      • p (style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt")
      • span (style="font-weight:bold; -aw-import:ignore")
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      • span (style="font-weight:bold"): SPRAWOZDANIE Z SYTUACJI FINANSOWEJ W MLN PLN
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      • span (style="font-weight:bold"): 31.12.2024
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      • span (style="font-weight:bold"): 31.12.2023
    • td (style="vertical-align:top")
    • tr
    • td (style="width:233pt; border-top:0.75pt solid #ffffff; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ffffff; border-bottom:0.75pt solid #ffffff; padding:1.02pt 5.03pt; vertical-align:middle; background-color:#d9d9d9; -aw-border:0.5pt single")
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      • span: Kasa, środki w Banku Centralnym
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      • span: 0,4
    • td (style="width:68.55pt; border-right:0.75pt solid #e6e6e6; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.4pt 5.03pt 1.02pt; vertical-align:middle; -aw-border-bottom:0.5pt single; -aw-border-left:0.5pt single; -aw-border-right:0.5pt single")
      • p (style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt")
      • span: 0,3
    • td (style="vertical-align:top")
    • tr
    • td (style="width:233pt; border-top:0.75pt solid #ffffff; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ffffff; border-bottom:0.75pt solid #ffffff; padding:1.02pt 5.03pt; vertical-align:middle; background-color:#d9d9d9; -aw-border:0.5pt single")
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      • span: Należności od banków
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      • p (style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt")
      • span: 10,2
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      • p (style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt")
      • span: 2,4
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    • tr
    • td (style="width:233pt; border-top:0.75pt solid #e6e6e6; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ffffff; border-bottom:0.75pt solid #ffffff; padding:1.02pt 5.03pt; vertical-align:middle; background-color:#d9d9d9; -aw-border:0.5pt single")
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      • span: Instrumenty pochodne zabezpieczające
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      • p (style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt")
      • span: 0,0
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      • p (style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt")
      • span: 55,4
    • td (style="vertical-align:top")
    • tr
    • td (style="width:233pt; border-top:0.75pt solid #ffffff; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ffffff; border-bottom:0.75pt solid #ffffff; padding:1.02pt 5.03pt; vertical-align:middle; background-color:#d9d9d9; -aw-border:0.5pt single")
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      • span: Papiery wartościowe
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      • p (style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt")
      • span: 749,3
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      • p (style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt")
      • span: 945,3
    • td (style="vertical-align:top")
    • tr
    • td (style="width:233pt; border-top:0.75pt solid #ffffff; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ffffff; border-bottom:0.75pt solid #ffffff; padding:1.02pt 5.03pt; vertical-align:middle; background-color:#d9d9d9; -aw-border:0.5pt single")
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      • span: Kredyty i pożyczki wobec klientów
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      • p (style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt")
      • span: 16
      • span
      • span: 600,7
    • td (style="width:68.55pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #e6e6e6; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; vertical-align:middle; -aw-border:0.5pt single")
      • p (style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt")
      • span: 17
      • span
      • span: 898,7
    • td (style="vertical-align:top")
    • tr
    • td (style="width:233pt; border-top:0.75pt solid #ffffff; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ffffff; border-bottom:0.75pt solid #ffffff; padding:1.02pt 5.03pt; vertical-align:middle; background-color:#d9d9d9; -aw-border:0.5pt single")
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      • span: Pozostałe aktywa
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      • a (href="#_ftn1", style="text-decoration:none")
        • span (style="font-size:6pt; vertical-align:super; color:#000000"): [1]
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      • p (style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt")
      • span: 16,1
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      • p (style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt")
      • span: 33,8
    • td (style="vertical-align:top")
    • tr
    • td (style="width:233pt; border-top:0.75pt solid #ffffff; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ffffff; border-bottom:0.75pt solid #ffffff; padding:1.02pt 5.03pt; vertical-align:middle; background-color:#d9d9d9; -aw-border:0.5pt single")
      • p (style="margin-top:0pt; margin-bottom:0pt; font-size:9pt")
      • span (style="font-weight:bold; font-variant:small-caps"): SUMA AKTYWÓW
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      • p (style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt")
      • span (style="font-weight:bold"): 17
      • span (style="font-weight:bold")
      • span (style="font-weight:bold"): 376,7
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      • p (style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt")
      • span (style="font-weight:bold"): 18
      • span (style="font-weight:bold")
      • span (style="font-weight:bold"): 935,9
    • td (style="vertical-align:top")
    • tr
    • td (style="width:233pt; border-top:0.75pt solid #ffffff; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ffffff; border-bottom:0.75pt solid #ffffff; padding:1.02pt 5.03pt; vertical-align:middle; background-color:#d9d9d9; -aw-border:0.5pt single")
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      • span: Zobowiązania wobec banków
    • td (style="width:68.55pt; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.4pt 5.03pt 1.02pt; vertical-align:middle; -aw-border-bottom:0.5pt single; -aw-border-left:0.5pt single; -aw-border-right:0.5pt single")
      • p (style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt")
      • span: 5
      • span
      • span: 342,8
    • td (style="width:68.55pt; border-right:0.75pt solid #e6e6e6; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.4pt 5.03pt 1.02pt; vertical-align:middle; -aw-border-bottom:0.5pt single; -aw-border-left:0.5pt single; -aw-border-right:0.5pt single")
      • p (style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt")
      • span: 4
      • span
      • span: 580,7
    • td (style="vertical-align:top")
    • tr
    • td (style="width:233pt; border-top:0.75pt solid #ffffff; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ffffff; border-bottom:0.75pt solid #ffffff; padding:1.02pt 5.03pt; vertical-align:middle; background-color:#d9d9d9; -aw-border:0.5pt single")
      • p (style="margin-top:0pt; margin-bottom:0pt; font-size:9pt")
      • span: Instrumenty pochodne zabezpieczające
    • td (style="width:68.55pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; vertical-align:middle; -aw-border:0.5pt single")
      • p (style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt")
      • span: 208,7
    • td (style="width:68.55pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #e6e6e6; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; vertical-align:middle; -aw-border:0.5pt single")
      • p (style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt")
      • span: 213,2
    • td (style="vertical-align:top")
    • tr
    • td (style="width:233pt; border-top:0.75pt solid #ffffff; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ffffff; border-bottom:0.75pt solid #ffffff; padding:1.02pt 5.03pt; vertical-align:middle; background-color:#d9d9d9; -aw-border:0.5pt single")
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      • span: Zobowiązania z tytułu wyemitowanych listów zastawnych
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      • p (style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt")
      • span: 7
      • span
      • span: 233,4
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      • p (style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt")
      • span: 10
      • span
      • span: 444,6
    • td (style="vertical-align:top")
    • tr
    • td (style="width:233pt; border-top:0.75pt solid #ffffff; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ffffff; border-bottom:0.75pt solid #ffffff; padding:1.02pt 5.03pt; vertical-align:middle; background-color:#d9d9d9; -aw-border:0.5pt single")
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      • span: Zobowiązania z tytułu wyemitowanych obligacji
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      • p (style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt")
      • span: 2
      • span
      • span: 721,3
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      • p (style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt")
      • span: 1
      • span
      • span: 991,3
    • td (style="vertical-align:top")
    • tr
    • td (style="width:233pt; border-top:0.75pt solid #ffffff; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ffffff; border-bottom:0.75pt solid #ffffff; padding:1.02pt 5.03pt; vertical-align:middle; background-color:#d9d9d9; -aw-border:0.5pt single")
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      • span: Pozostałe zobowiązania i rezerwy
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      • span: 127,0
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    • tr
    • td (style="width:233pt; border-top:0.75pt solid #ffffff; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ffffff; border-bottom:0.75pt solid #ffffff; padding:1.02pt 5.03pt; vertical-align:middle; background-color:#d9d9d9; -aw-border:0.5pt single")
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      • span: Kapitał własny
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      • p (style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt")
      • span: 1
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      • span: 1
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      • span (style="font-weight:bold"): SUMA ZOBOWIĄZAŃ I KAPITAŁU WŁASNEGO
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      • p (style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt")
      • span (style="font-weight:bold"): 18
      • span (style="font-weight:bold")
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    • td (style="width:79.35pt")
    • td (style="width:79.35pt")
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  • p (style="margin-top:0pt; margin-bottom:6pt; page-break-inside:avoid; page-break-after:avoid; line-height:normal; font-size:14pt")
    • br
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  • p (style="margin-top:0pt; margin-right:17pt; margin-bottom:4pt; line-height:110%; font-size:11pt")
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    • span (style="line-height:110%; font-size:8pt; font-weight:bold; font-variant:small-caps; text-decoration:underline; color:#00468c"): 1.
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    • span (style="line-height:110%; font-size:8pt; font-weight:bold; font-variant:small-caps; text-decoration:underline; color:#00468c"): Wstęp
  • p (style="margin-top:0pt; margin-right:17pt; margin-bottom:4pt; line-height:110%; font-size:11pt")
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    • span (style="line-height:110%; font-size:8pt; font-weight:bold; font-variant:small-caps; text-decoration:underline; color:#00468c"): 2.
    • span (style="width:26.83pt; display:inline-block; -aw-tabstop-align:left; -aw-tabstop-pos:33pt")
    • span (style="line-height:110%; font-size:8pt; font-weight:bold; font-variant:small-caps; text-decoration:underline; color:#00468c"): Zewnętrzne uwarunkowania działalności
  • p (style="margin-top:0pt; margin-right:17pt; margin-bottom:4pt; line-height:110%; font-size:11pt")
    • a (href="#_Toc191981906", style="text-decoration:none")
    • span (style="line-height:110%; font-size:8pt; font-weight:bold; font-variant:small-caps; text-decoration:underline; color:#00468c"): 2.1.
    • span (style="width:20.66pt; display:inline-block; -aw-tabstop-align:left; -aw-tabstop-pos:33pt")
    • span (style="line-height:110%; font-size:8pt; font-weight:bold; font-variant:small-caps; text-decoration:underline; color:#00468c"): Otoczenie makroekonomiczne
  • p (style="margin-top:0pt; margin-right:17pt; margin-bottom:4pt; line-height:110%; font-size:11pt")
    • a (href="#_Toc191981907", style="text-decoration:none")
    • span (style="line-height:110%; font-size:8pt; font-weight:bold; font-variant:small-caps; text-decoration:underline; color:#00468c"): 2.2.
    • span (style="width:20.66pt; display:inline-block; -aw-tabstop-align:left; -aw-tabstop-pos:33pt")
    • span (style="line-height:110%; font-size:8pt; font-weight:bold; font-variant:small-caps; text-decoration:underline; color:#00468c"): Rynek nieruchomości mieszkaniowych
  • p (style="margin-top:0pt; margin-right:17pt; margin-bottom:4pt; line-height:110%; font-size:11pt")
    • a (href="#_Toc191981908", style="text-decoration:none")
    • span (style="line-height:110%; font-size:8pt; font-weight:bold; font-variant:small-caps; text-decoration:underline; color:#00468c"): 2.3.
    • span (style="width:20.66pt; display:inline-block; -aw-tabstop-align:left; -aw-tabstop-pos:33pt")
    • span (style="line-height:110%; font-size:8pt; font-weight:bold; font-variant:small-caps; text-decoration:underline; color:#00468c"): Rynek kredytów mieszkaniowych
  • p (style="margin-top:0pt; margin-right:17pt; margin-bottom:4pt; line-height:110%; font-size:11pt")
    • a (href="#_Toc191981909", style="text-decoration:none")
    • span (style="line-height:110%; font-size:8pt; font-weight:bold; font-variant:small-caps; text-decoration:underline; color:#00468c"): 2.4.
    • span (style="width:20.66pt; display:inline-block; -aw-tabstop-align:left; -aw-tabstop-pos:33pt")
    • span (style="line-height:110%; font-size:8pt; font-weight:bold; font-variant:small-caps; text-decoration:underline; color:#00468c"): Rynek listów zastawnych
  • p (style="margin-top:0pt; margin-right:17pt; margin-bottom:4pt; line-height:110%; font-size:11pt")
    • a (href="#_Toc191981910", style="text-decoration:none")
    • span (style="line-height:110%; font-size:8pt; font-weight:bold; font-variant:small-caps; text-decoration:underline; color:#00468c"): 2.5.
    • span (style="width:20.66pt; display:inline-block; -aw-tabstop-align:left; -aw-tabstop-pos:33pt")
    • span (style="line-height:110%; font-size:8pt; font-weight:bold; font-variant:small-caps; text-decoration:underline; color:#00468c"): Otoczenie regulacyjno – prawne
  • p (style="margin-top:0pt; margin-right:17pt; margin-bottom:4pt; line-height:110%; font-size:11pt")
    • a (href="#_Toc191981911", style="text-decoration:none")
    • span (style="line-height:110%; font-size:8pt; font-weight:bold; font-variant:small-caps; text-decoration:underline; color:#00468c"): 3.
    • span (style="width:26.83pt; display:inline-block; -aw-tabstop-align:left; -aw-tabstop-pos:33pt")
    • span (style="line-height:110%; font-size:8pt; font-weight:bold; font-variant:small-caps; text-decoration:underline; color:#00468c"): Wyniki finansowe i adekwatność kapitałów
  • p (style="margin-top:0pt; margin-right:17pt; margin-bottom:4pt; line-height:110%; font-size:11pt")
    • a (href="#_Toc191981912", style="text-decoration:none")
    • span (style="line-height:110%; font-size:8pt; font-weight:bold; font-variant:small-caps; text-decoration:underline; color:#00468c"): 3.1.
    • span (style="width:20.66pt; display:inline-block; -aw-tabstop-align:left; -aw-tabstop-pos:33pt")
    • span (style="line-height:110%; font-size:8pt; font-weight:bold; font-variant:small-caps; text-decoration:underline; color:#00468c"): Podstawowe wskaźniki finansowe PKO Banku Hipotecznego SA
  • p (style="margin-top:0pt; margin-right:17pt; margin-bottom:4pt; line-height:110%; font-size:11pt")
    • a (href="#_Toc191981913", style="text-decoration:none")
    • span (style="line-height:110%; font-size:8pt; font-weight:bold; font-variant:small-caps; text-decoration:underline; color:#00468c"): 3.2.
    • span (style="width:20.66pt; display:inline-block; -aw-tabstop-align:left; -aw-tabstop-pos:33pt")
    • span (style="line-height:110%; font-size:8pt; font-weight:bold; font-variant:small-caps; text-decoration:underline; color:#00468c"): Sprawozdanie z sytuacji finansowej PKO Banku Hipotecznego SA
  • p (style="margin-top:0pt; margin-right:17pt; margin-bottom:4pt; line-height:110%; font-size:11pt")
    • a (href="#_Toc191981914", style="text-decoration:none")
    • span (style="line-height:110%; font-size:8pt; font-weight:bold; font-variant:small-caps; text-decoration:underline; color:#00468c"): 3.3.
    • span (style="width:20.66pt; display:inline-block; -aw-tabstop-align:left; -aw-tabstop-pos:33pt")
    • span (style="line-height:110%; font-size:8pt; font-weight:bold; font-variant:small-caps; text-decoration:underline; color:#00468c"): Rachunek zysków i strat PKO Banku Hipotecznego SA
  • p (style="margin-top:0pt; margin-right:17pt; margin-bottom:4pt; line-height:110%; font-size:11pt")
    • a (href="#_Toc191981915", style="text-decoration:none")
    • span (style="line-height:110%; font-size:8pt; font-weight:bold; font-variant:small-caps; text-decoration:underline; color:#00468c"): 3.4.
    • span (style="width:20.66pt; display:inline-block; -aw-tabstop-align:left; -aw-tabstop-pos:33pt")
    • span (style="line-height:110%; font-size:8pt; font-weight:bold; font-variant:small-caps; text-decoration:underline; color:#00468c"): Wymogi w zakresie funduszy własnych (Filar I)
  • p (style="margin-top:0pt; margin-right:17pt; margin-bottom:4pt; line-height:110%; font-size:11pt")
    • a (href="#_Toc191981916", style="text-decoration:none")
    • span (style="line-height:110%; font-size:8pt; font-weight:bold; font-variant:small-caps; text-decoration:underline; color:#00468c"): 3.5.
    • span (style="width:20.66pt; display:inline-block; -aw-tabstop-align:left; -aw-tabstop-pos:33pt")
    • span (style="line-height:110%; font-size:8pt; font-weight:bold; font-variant:small-caps; text-decoration:underline; color:#00468c"): Kapitał wewnętrzny (Filar II)
  • p (style="margin-top:0pt; margin-right:17pt; margin-bottom:4pt; line-height:110%; font-size:11pt")
    • a (href="#_Toc191981917", style="text-decoration:none")
    • span (style="line-height:110%; font-size:8pt; font-weight:bold; font-variant:small-caps; text-decoration:underline; color:#00468c"): 3.6.
    • span (style="width:20.66pt; display:inline-block; -aw-tabstop-align:left; -aw-tabstop-pos:33pt")
    • span (style="line-height:110%; font-size:8pt; font-weight:bold; font-variant:small-caps; text-decoration:underline; color:#00468c"): Ujawnienia (Filar III)
  • p (style="margin-top:0pt; margin-right:17pt; margin-bottom:4pt; line-height:110%; font-size:11pt")
    • a (href="#_Toc191981918", style="text-decoration:none")
    • span (style="line-height:110%; font-size:8pt; font-weight:bold; text-decoration:underline; color:#00468c"): 4.
    • span (style="width:26.83pt; display:inline-block; -aw-tabstop-align:left; -aw-tabstop-pos:33pt")
    • span (style="line-height:110%; font-size:8pt; font-weight:bold; font-variant:small-caps; text-decoration:underline; color:#00468c"): Działalność PKO Banku Hipotecznego SA
  • p (style="margin-top:0pt; margin-right:17pt; margin-bottom:4pt; line-height:110%; font-size:11pt")
    • a (href="#_Toc191981919", style="text-decoration:none")
    • span (style="line-height:110%; font-size:8pt; font-weight:bold; font-variant:small-caps; text-decoration:underline; color:#00468c"): 4.1.
    • span (style="width:20.66pt; display:inline-block; -aw-tabstop-align:left; -aw-tabstop-pos:33pt")
    • span (style="line-height:110%; font-size:8pt; font-weight:bold; font-variant:small-caps; text-decoration:underline; color:#00468c"): Sprzedaż mieszkaniowych kredytów hipotecznych w modelu agencyjnym
  • p (style="margin-top:0pt; margin-right:17pt; margin-bottom:4pt; line-height:110%; font-size:11pt")
    • a (href="#_Toc191981920", style="text-decoration:none")
    • span (style="line-height:110%; font-size:8pt; font-weight:bold; font-variant:small-caps; text-decoration:underline; color:#00468c"): 4.2.
    • span (style="width:20.66pt; display:inline-block; -aw-tabstop-align:left; -aw-tabstop-pos:33pt")
    • span (style="line-height:110%; font-size:8pt; font-weight:bold; font-variant:small-caps; text-decoration:underline; color:#00468c"): Nabywanie wierzytelności z tytułu mieszkaniowych kredytów hipotecznych
  • p (style="margin-top:0pt; margin-right:17pt; margin-bottom:4pt; line-height:110%; font-size:11pt")
    • a (href="#_Toc191981921", style="text-decoration:none")
    • span (style="line-height:110%; font-size:8pt; font-weight:bold; font-variant:small-caps; text-decoration:underline; color:#00468c"): 4.3.
    • span (style="width:20.66pt; display:inline-block; -aw-tabstop-align:left; -aw-tabstop-pos:33pt")
    • span (style="line-height:110%; font-size:8pt; font-weight:bold; font-variant:small-caps; text-decoration:underline; color:#00468c"): Struktura portfela mieszkaniowych kredytów hipotecznych
  • p (style="margin-top:0pt; margin-right:17pt; margin-bottom:4pt; line-height:110%; font-size:11pt")
    • a (href="#_Toc191981922", style="text-decoration:none")
    • span (style="line-height:110%; font-size:8pt; font-weight:bold; font-variant:small-caps; text-decoration:underline; color:#00468c"): 4.4.
    • span (style="width:20.66pt; display:inline-block; -aw-tabstop-align:left; -aw-tabstop-pos:33pt")
    • span (style="line-height:110%; font-size:8pt; font-weight:bold; font-variant:small-caps; text-decoration:underline; color:#00468c"): Listy zastawne
  • p (style="margin-top:0pt; margin-right:17pt; margin-bottom:4pt; line-height:110%; font-size:11pt")
    • a (href="#_Toc191981923", style="text-decoration:none")
    • span (style="line-height:110%; font-size:8pt; font-weight:bold; font-variant:small-caps; text-decoration:underline; color:#00468c"): 4.5.
    • span (style="width:20.66pt; display:inline-block; -aw-tabstop-align:left; -aw-tabstop-pos:33pt")
    • span (style="line-height:110%; font-size:8pt; font-weight:bold; font-variant:small-caps; text-decoration:underline; color:#00468c"): Działalność na rynkach finansowych
  • p (style="margin-top:0pt; margin-right:17pt; margin-bottom:4pt; line-height:110%; font-size:11pt")
    • a (href="#_Toc191981924", style="text-decoration:none")
    • span (style="line-height:110%; font-size:8pt; font-weight:bold; text-decoration:underline; color:#00468c"): 4.6.
    • span (style="width:20.66pt; display:inline-block; -aw-tabstop-align:left; -aw-tabstop-pos:33pt")
    • span (style="line-height:110%; font-size:8pt; font-weight:bold; font-variant:small-caps; text-decoration:underline; color:#00468c"): Obligacje – umowa programu emisji zawarta z PKO Bankiem Polskim SA
  • p (style="margin-top:0pt; margin-right:17pt; margin-bottom:4pt; line-height:110%; font-size:11pt")
    • a (href="#_Toc191981925", style="text-decoration:none")
    • span (style="line-height:110%; font-size:8pt; font-weight:bold; text-decoration:underline; color:#00468c"): 5.
    • span (style="width:26.83pt; display:inline-block; -aw-tabstop-align:left; -aw-tabstop-pos:33pt")
    • span (style="line-height:110%; font-size:8pt; font-weight:bold; font-variant:small-caps; text-decoration:underline; color:#00468c"): Wewnętrzne uwarunkowania działalności
  • p (style="margin-top:0pt; margin-right:17pt; margin-bottom:4pt; line-height:110%; font-size:11pt")
    • a (href="#_Toc191981926", style="text-decoration:none")
    • span (style="line-height:110%; font-size:8pt; font-weight:bold; font-variant:small-caps; text-decoration:underline; color:#00468c"): 5.1.
    • span (style="width:20.66pt; display:inline-block; -aw-tabstop-align:left; -aw-tabstop-pos:33pt")
    • span (style="line-height:110%; font-size:8pt; font-weight:bold; font-variant:small-caps; text-decoration:underline; color:#00468c"): Proces kredytowy i współpraca z PKO Bankiem Polskim SA
  • p (style="margin-top:0pt; margin-right:17pt; margin-bottom:4pt; line-height:110%; font-size:11pt")
    • a (href="#_Toc191981927", style="text-decoration:none")
    • span (style="line-height:110%; font-size:8pt; font-weight:bold; font-variant:small-caps; text-decoration:underline; color:#00468c"): 5.2.
    • span (style="width:20.66pt; display:inline-block; -aw-tabstop-align:left; -aw-tabstop-pos:33pt")
    • span (style="line-height:110%; font-size:8pt; font-weight:bold; font-variant:small-caps; text-decoration:underline; color:#00468c"): Ład wewnętrzny
  • p (style="margin-top:0pt; margin-right:17pt; margin-bottom:4pt; line-height:110%; font-size:11pt")
    • a (href="#_Toc191981928", style="text-decoration:none")
    • span (style="line-height:110%; font-size:8pt; font-weight:bold; font-variant:small-caps; text-decoration:underline; color:#00468c"): 5.3.
    • span (style="width:20.66pt; display:inline-block; -aw-tabstop-align:left; -aw-tabstop-pos:33pt")
    • span (style="line-height:110%; font-size:8pt; font-weight:bold; font-variant:small-caps; text-decoration:underline; color:#00468c"): Zarządzanie konfliktami interesów
  • p (style="margin-top:0pt; margin-right:17pt; margin-bottom:4pt; line-height:110%; font-size:11pt")
    • a (href="#_Toc191981929", style="text-decoration:none")
    • span (style="line-height:110%; font-size:8pt; font-weight:bold; font-variant:small-caps; text-decoration:underline; color:#00468c"): 5.4.
    • span (style="width:20.66pt; display:inline-block; -aw-tabstop-align:left; -aw-tabstop-pos:33pt")
    • span (style="line-height:110%; font-size:8pt; font-weight:bold; font-variant:small-caps; text-decoration:underline; color:#00468c"): System kontroli wewnętrznej
  • p (style="margin-top:0pt; margin-right:17pt; margin-bottom:4pt; line-height:110%; font-size:11pt")
    • a (href="#_Toc191981930", style="text-decoration:none")
    • span (style="line-height:110%; font-size:8pt; font-weight:bold; font-variant:small-caps; text-decoration:underline; color:#00468c"): 5.5.
    • span (style="width:20.66pt; display:inline-block; -aw-tabstop-align:left; -aw-tabstop-pos:33pt")
    • span (style="line-height:110%; font-size:8pt; font-weight:bold; font-variant:small-caps; text-decoration:underline; color:#00468c"): Zarządzanie ryzykiem
  • p (style="margin-top:0pt; margin-right:17pt; margin-bottom:4pt; line-height:110%; font-size:11pt")
    • a (href="#_Toc191981931", style="text-decoration:none")
    • span (style="line-height:110%; font-size:8pt; font-weight:bold; font-variant:small-caps; text-decoration:underline; color:#00468c"): 5.6.
    • span (style="width:20.66pt; display:inline-block; -aw-tabstop-align:left; -aw-tabstop-pos:33pt")
    • span (style="line-height:110%; font-size:8pt; font-weight:bold; font-variant:small-caps; text-decoration:underline; color:#00468c"): Wycena zabezpieczeń mieszkaniowych kredytów hipotecznych
  • p (style="margin-top:0pt; margin-right:17pt; margin-bottom:4pt; line-height:110%; font-size:11pt")
    • a (href="#_Toc191981932", style="text-decoration:none")
    • span (style="line-height:110%; font-size:8pt; font-weight:bold; font-variant:small-caps; text-decoration:underline; color:#00468c"): 5.7.
    • span (style="width:20.66pt; display:inline-block; -aw-tabstop-align:left; -aw-tabstop-pos:33pt")
    • span (style="line-height:110%; font-size:8pt; font-weight:bold; font-variant:small-caps; text-decoration:underline; color:#00468c"): Rejestr zabezpieczenia hipotecznych listów zastawnych
  • p (style="margin-top:0pt; margin-right:17pt; margin-bottom:4pt; line-height:110%; font-size:11pt")
    • a (href="#_Toc191981933", style="text-decoration:none")
    • span (style="line-height:110%; font-size:8pt; font-weight:bold; font-variant:small-caps; text-decoration:underline; color:#00468c"): 5.8.
    • span (style="width:20.66pt; display:inline-block; -aw-tabstop-align:left; -aw-tabstop-pos:33pt")
    • span (style="line-height:110%; font-size:8pt; font-weight:bold; font-variant:small-caps; text-decoration:underline; color:#00468c"): Powiernik
  • p (style="margin-top:0pt; margin-right:17pt; margin-bottom:4pt; line-height:110%; font-size:11pt")
    • a (href="#_Toc191981934", style="text-decoration:none")
    • span (style="line-height:110%; font-size:8pt; font-weight:bold; font-variant:small-caps; text-decoration:underline; color:#00468c"): 5.9.
    • span (style="width:20.66pt; display:inline-block; -aw-tabstop-align:left; -aw-tabstop-pos:33pt")
    • span (style="line-height:110%; font-size:8pt; font-weight:bold; font-variant:small-caps; text-decoration:underline; color:#00468c"): Limity ustawowe
  • p (style="margin-top:0pt; margin-right:17pt; margin-bottom:4pt; line-height:110%; font-size:11pt")
    • a (href="#_Toc191981935", style="text-decoration:none")
    • span (style="line-height:110%; font-size:8pt; font-weight:bold; text-decoration:underline; color:#00468c"): 6.
    • span (style="width:26.83pt; display:inline-block; -aw-tabstop-align:left; -aw-tabstop-pos:33pt")
    • span (style="line-height:110%; font-size:8pt; font-weight:bold; font-variant:small-caps; text-decoration:underline; color:#00468c"): Organizacja oraz władze PKO Banku Hipotecznego SA
  • p (style="margin-top:0pt; margin-right:17pt; margin-bottom:4pt; line-height:110%; font-size:11pt")
    • a (href="#_Toc191981936", style="text-decoration:none")
    • span (style="line-height:110%; font-size:8pt; font-weight:bold; font-variant:small-caps; text-decoration:underline; color:#00468c"): 6.1.
    • span (style="width:20.66pt; display:inline-block; -aw-tabstop-align:left; -aw-tabstop-pos:33pt")
    • span (style="line-height:110%; font-size:8pt; font-weight:bold; font-variant:small-caps; text-decoration:underline; color:#00468c"): Wykwalifikowana kadra
  • p (style="margin-top:0pt; margin-right:17pt; margin-bottom:4pt; line-height:110%; font-size:11pt")
    • a (href="#_Toc191981937", style="text-decoration:none")
    • span (style="line-height:110%; font-size:8pt; font-weight:bold; font-variant:small-caps; text-decoration:underline; color:#00468c"): 6.2.
    • span (style="width:20.66pt; display:inline-block; -aw-tabstop-align:left; -aw-tabstop-pos:33pt")
    • span (style="line-height:110%; font-size:8pt; font-weight:bold; font-variant:small-caps; text-decoration:underline; color:#00468c"): Struktura organizacyjna PKO Banku Hipotecznego SA
  • p (style="margin-top:0pt; margin-right:17pt; margin-bottom:4pt; line-height:110%; font-size:11pt")
    • a (href="#_Toc191981938", style="text-decoration:none")
    • span (style="line-height:110%; font-size:8pt; font-weight:bold; font-variant:small-caps; text-decoration:underline; color:#00468c"): 6.3.
    • span (style="width:20.66pt; display:inline-block; -aw-tabstop-align:left; -aw-tabstop-pos:33pt")
    • span (style="line-height:110%; font-size:8pt; font-weight:bold; font-variant:small-caps; text-decoration:underline; color:#00468c"): Kompetencje organów i komitetów PKO Banku Hipotecznego SA
  • p (style="margin-top:0pt; margin-right:17pt; margin-bottom:4pt; line-height:110%; font-size:11pt")
    • a (href="#_Toc191981939", style="text-decoration:none")
    • span (style="line-height:110%; font-size:8pt; font-weight:bold; font-variant:small-caps; text-decoration:underline; color:#00468c"): 6.4.
    • span (style="width:20.66pt; display:inline-block; -aw-tabstop-align:left; -aw-tabstop-pos:33pt")
    • span (style="line-height:110%; font-size:8pt; font-weight:bold; font-variant:small-caps; text-decoration:underline; color:#00468c"): Zarząd PKO Banku Hipotecznego SA
  • p (style="margin-top:0pt; margin-right:17pt; margin-bottom:4pt; line-height:110%; font-size:11pt")
    • a (href="#_Toc191981940", style="text-decoration:none")
    • span (style="line-height:110%; font-size:8pt; font-weight:bold; font-variant:small-caps; text-decoration:underline; color:#00468c"): 6.5.
    • span (style="width:20.66pt; display:inline-block; -aw-tabstop-align:left; -aw-tabstop-pos:33pt")
    • span (style="line-height:110%; font-size:8pt; font-weight:bold; font-variant:small-caps; text-decoration:underline; color:#00468c"): Rada Nadzorcza PKO Banku Hipotecznego SA
  • p (style="margin-top:0pt; margin-right:17pt; margin-bottom:4pt; line-height:110%; font-size:11pt")
    • a (href="#_Toc191981941", style="text-decoration:none")
    • span (style="line-height:110%; font-size:8pt; font-weight:bold; font-variant:small-caps; text-decoration:underline; color:#00468c"): 6.6.
    • span (style="width:20.66pt; display:inline-block; -aw-tabstop-align:left; -aw-tabstop-pos:33pt")
    • span (style="line-height:110%; font-size:8pt; font-weight:bold; font-variant:small-caps; text-decoration:underline; color:#00468c"): Polityka wynagrodzeń i zarządzania zasobami ludzkimi
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    • span (style="line-height:110%; font-size:8pt; font-weight:bold; font-variant:small-caps; text-decoration:underline; color:#00468c"): 6.7.
    • span (style="width:20.66pt; display:inline-block; -aw-tabstop-align:left; -aw-tabstop-pos:33pt")
    • span (style="line-height:110%; font-size:8pt; font-weight:bold; font-variant:small-caps; text-decoration:underline; color:#00468c"): Świadczenia dla kluczowego personelu kierowniczego PKO Banku Hipotecznego SA
  • p (style="margin-top:0pt; margin-right:17pt; margin-bottom:4pt; line-height:110%; font-size:11pt")
    • a (href="#_Toc191981943", style="text-decoration:none")
    • span (style="line-height:110%; font-size:8pt; font-weight:bold; text-decoration:underline; color:#00468c"): 7.
    • span (style="width:26.83pt; display:inline-block; -aw-tabstop-align:left; -aw-tabstop-pos:33pt")
    • span (style="line-height:110%; font-size:8pt; font-weight:bold; font-variant:small-caps; text-decoration:underline; color:#00468c"): Ład korporacyjny i informacje dla inwestorów
  • p (style="margin-top:0pt; margin-right:17pt; margin-bottom:4pt; line-height:110%; font-size:11pt")
    • a (href="#_Toc191981944", style="text-decoration:none")
    • span (style="line-height:110%; font-size:8pt; font-weight:bold; font-variant:small-caps; text-decoration:underline; color:#00468c"): 7.1.
    • span (style="width:20.66pt; display:inline-block; -aw-tabstop-align:left; -aw-tabstop-pos:33pt")
    • span (style="line-height:110%; font-size:8pt; font-weight:bold; font-variant:small-caps; text-decoration:underline; color:#00468c"): Oświadczenie o stosowaniu ładu korporacyjnego
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    • span (style="width:20.66pt; display:inline-block; -aw-tabstop-align:left; -aw-tabstop-pos:33pt")
    • span (style="line-height:110%; font-size:8pt; font-weight:bold; font-variant:small-caps; text-decoration:underline; color:#00468c"): Firma audytorska
  • p (style="margin-top:0pt; margin-right:17pt; margin-bottom:4pt; line-height:110%; font-size:11pt")
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    • span (style="width:20.66pt; display:inline-block; -aw-tabstop-align:left; -aw-tabstop-pos:33pt")
    • span (style="line-height:110%; font-size:8pt; font-weight:bold; font-variant:small-caps; text-decoration:underline; color:#00468c"): Pozostałe Informacje
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    • span (style="line-height:110%; font-size:8pt; font-weight:bold; font-variant:small-caps; text-decoration:underline; color:#00468c"): Oświadczenie Zarządu PKO Banku Hipotecznego SA
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    • span (style="font-variant:small-caps; color:#004c8c"): 1.
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", 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  • p (style="margin-top:0pt; margin-right:8.5pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt")
    • span: PKO Bank Hipoteczny SA („Bank”) specjalizuje się w udzielaniu mieszkaniowych kredytów hipotecznych dla klientów indywidualnych oraz nabywaniu wierzytelności z tytułu takich kredytów. Bank pozyskuje kredyty do swojego portfela w oparciu o strategiczną współpracę z PKO Bankiem Polskim SA.
  • p (style="margin-top:0pt; margin-right:8.5pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt")
    • span: PKO Bank Hipoteczny SA jest liderem polskiego rynku banków hipotecznych pod względem sumy aktywów oraz salda kredytów mieszkaniowych. Bank jest największym w Polsce emitentem listów zastawnych na rynku krajowym i zagranicznym. Jako jedyny bank w Polsce przeprowadził benchmarkowe emisje listów zastawnych denominowanych w EUR, w tym pierwszą w Europie Środkowo-Wschodniej emisję zielonych listów zastawnych.
    • br
    • span: W przeprowadził największą na rynku polskim emisję listów zastawnych w 2024, której łączna wartość nominalna wyniosła 1 000 000 tys. PLN. Wartość wyemitowanych przez PKO Bank hipotecznych listów zastawnych stanowi ponad 42% łącznej wartości pozostających w obrocie listów zastawnych, wyemitowanych przez banki hipoteczne działające w Polsce.
  • p (style="margin-top:0pt; margin-right:8.5pt; margin-bottom:12pt; text-align:justify; line-height:normal; font-size:10pt")
    • span: Na koniec grudnia 2024 roku suma aktywów Banku wyniosła ponad 17,4 mld PLN, z czego 16,6 mld PLN stanowił wysokiej jakości portfel kredytów mieszkaniowych, których główne źródło finansowania stanowiły hipoteczne listy zastawne i rosnący wolumen obligacji własnych.
  • p (style="margin-top:6pt; margin-right:8.5pt; margin-bottom:6pt; text-align:justify; page-break-after:avoid; line-height:normal; font-size:10pt; background-color:#d9d9d9")
    • span (style="font-weight:bold; font-variant:small-caps; color:#00468c"): Ocena wiarygodności finansowej PKO Banku Hipotecznego SA - Rating
  • p (style="margin-top:0pt; margin-right:8.5pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt")
    • span: Wiarygodność finansowa PKO Banku Hipotecznego SA oraz emitowanych przez Bank listów zastawnych oceniana jest przez międzynarodową agencję ratingową Moody’s Investors Service Ltd („Moody’s”).
  • p (style="margin-top:0pt; margin-right:8.5pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt")
    • span: Na 31 grudnia 2024 roku PKO Bank Hipoteczny SA posiadał następujące ratingi nadane przez agencję Moody’s:
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    • tr (style="height:22.7pt")
    • td (style="width:187.65pt; border:0.75pt solid #ffffff; padding:1.02pt 5.03pt; vertical-align:top; background-color:#d9d9d9; -aw-border:0.5pt single")
      • p (style="margin-top:0pt; margin-right:8.5pt; margin-bottom:0pt; text-align:justify; font-size:9pt")
      • span (style="color:#ff0000; -aw-import:ignore")
    • td (style="width:73.3pt; border-top:0.75pt solid #ffffff; border-right:0.75pt solid #ffffff; border-left:0.75pt solid #ffffff; padding:1.02pt 5.03pt 1.4pt; vertical-align:middle; background-color:#d9d9d9; -aw-border-left:0.5pt single; -aw-border-right:0.5pt single; -aw-border-top:0.5pt single")
      • p (style="margin-top:2pt; margin-bottom:2pt; text-align:center; font-size:9pt")
      • span (style="font-weight:bold"): Poziom ratingu
    • td (style="width:73.3pt; border-top:0.75pt solid #ffffff; border-right:0.75pt solid #ffffff; border-left:0.75pt solid #ffffff; padding:1.02pt 5.03pt 1.4pt; vertical-align:middle; background-color:#d9d9d9; -aw-border-left:0.5pt single; -aw-border-right:0.5pt single; -aw-border-top:0.5pt single")
      • p (style="margin-top:2pt; margin-bottom:2pt; text-align:center; font-size:9pt")
      • span (style="font-weight:bold"): Perspektywa ratingu
    • td (style="width:94.1pt; border-top:0.75pt solid #ffffff; border-right:0.75pt solid #d9d9d9; border-left:0.75pt solid #ffffff; padding:1.02pt 5.03pt 1.4pt; vertical-align:middle; background-color:#d9d9d9; -aw-border-left:0.5pt single; -aw-border-right:0.5pt single; -aw-border-top:0.5pt single")
      • p (style="margin-top:2pt; margin-bottom:2pt; text-align:center; font-size:9pt")
      • span (style="font-weight:bold"): Data nadania / potwierdzenia ratingu
    • tr
    • td (style="width:187.65pt; border-top:0.75pt solid #ffffff; border-left:0.75pt solid #ffffff; border-bottom:0.75pt solid #ffffff; padding:1.02pt 5.4pt 1.02pt 5.03pt; vertical-align:middle; background-color:#d9d9d9; -aw-border-bottom:0.5pt single; -aw-border-left:0.5pt single; -aw-border-top:0.5pt single")
      • p (style="margin-top:0pt; margin-bottom:0pt; line-height:110%; font-size:9pt")
      • span: Rating emitenta długoterminowy
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      • span: A3
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      • span: Stabilna
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      • span: 20.12.2022
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      • span: Rating emitenta krótkoterminowy
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      • span: P-2
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      • span: n/d
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      • span: Opinia o ryzyku kontrahenta długoterminowa
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      • span: A2(cr)
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      • p (style="margin-top:0pt; margin-bottom:0pt; text-align:right; line-height:110%; font-size:9pt")
      • span: n/d
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      • span: Opinia o ryzyku kontrahenta krótkoterminowa
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      • span: P-1(cr)
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      • span: n/d
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      • span: Ocena ryzyka kontrahenta długoterminowa
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      • span: A2
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      • p (style="margin-top:0pt; margin-bottom:0pt; text-align:right; line-height:110%; font-size:9pt")
      • span: n/d
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      • span: Ocena ryzyka kontrahenta krótkoterminowa
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      • span: P-1
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      • p (style="margin-top:0pt; margin-bottom:0pt; text-align:right; line-height:110%; font-size:9pt")
      • span: n/d
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    • span: Ratingi uwzględniają dokonaną przez Moody's ocenę wzajemnych powiązań pomiędzy Bankiem, a jego jednostką dominującą - PKO Bankiem Polskim SA oraz odzwierciedlają niewielkie prawdopodobieństwo, że jednostka dominująca nada niski priorytet wypełnianiu zobowiązań Banku w stosunku do wypełniania własnych zobowiązań w sytuacji napięć finansowych w grupie kapitałowej.
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    • span: Na 31 grudnia 2024 roku listy zastawne PKO Banku Hipotecznego SA posiadały następujące ratingi nadane przez agencję Moody’s:
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    • td (style="width:73.25pt; border-top:0.75pt solid #ffffff; border-right:0.75pt solid #ffffff; border-left:0.75pt solid #ffffff; padding:1.02pt 5.03pt 1.4pt; vertical-align:middle; background-color:#d9d9d9; -aw-border-left:0.5pt single; -aw-border-right:0.5pt single; -aw-border-top:0.5pt single")
      • p (style="margin-top:2pt; margin-bottom:2pt; text-align:center; font-size:9pt")
      • span (style="font-weight:bold"): Poziom ratingu
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      • p (style="margin-top:2pt; margin-bottom:2pt; text-align:center; font-size:9pt")
      • span (style="font-weight:bold"): Data potwierdzenia ratingu
    • tr
    • td (style="width:187.65pt; border-top:0.75pt solid #ffffff; border-left:0.75pt solid #ffffff; border-bottom:0.75pt solid #ffffff; padding:1.02pt 5.4pt 1.02pt 5.03pt; vertical-align:middle; background-color:#d9d9d9; -aw-border-bottom:0.5pt single; -aw-border-left:0.5pt single; -aw-border-top:0.5pt single")
      • p (style="margin-top:0pt; margin-bottom:0pt; line-height:110%; font-size:9pt")
      • span: Listy zastawne denominowane w PLN
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      • p (style="margin-top:0pt; margin-bottom:0pt; text-align:right; line-height:110%; font-size:9pt")
      • span: Aa1
    • td (style="width:85.6pt; border-right:0.75pt solid #d9d9d9; border-left:0.75pt solid #d9d9d9; border-bottom:0.75pt solid #d9d9d9; padding:1.4pt 5.03pt 1.02pt; vertical-align:middle; -aw-border-bottom:0.5pt single; -aw-border-left:0.5pt single; -aw-border-right:0.5pt single")
      • p (style="margin-top:0pt; margin-bottom:0pt; text-align:right; line-height:110%; font-size:9pt")
      • span: 27.12.2024
    • tr
    • td (style="width:187.65pt; border-top:0.75pt solid #ffffff; border-left:0.75pt solid #ffffff; border-bottom:0.75pt solid #ffffff; padding:1.02pt 5.4pt 1.02pt 5.03pt; vertical-align:middle; background-color:#d9d9d9; -aw-border-bottom:0.5pt single; -aw-border-left:0.5pt single; -aw-border-top:0.5pt single")
      • p (style="margin-top:0pt; margin-bottom:0pt; line-height:110%; font-size:9pt")
      • span: Listy zastawne denominowane w EUR
    • td (style="width:73.25pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #d9d9d9; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt 1.02pt 5.4pt; vertical-align:middle; -aw-border-bottom:0.5pt single; -aw-border-right:0.5pt single; -aw-border-top:0.5pt single")
      • p (style="margin-top:0pt; margin-bottom:0pt; text-align:right; line-height:110%; font-size:9pt")
      • span: Aa1
    • td (style="width:85.6pt; border:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; vertical-align:middle; -aw-border:0.5pt single")
      • p (style="margin-top:0pt; margin-bottom:0pt; text-align:right; line-height:110%; font-size:9pt")
      • span: 07.07.2022
  • p (style="margin-top:0pt; margin-right:8.45pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt")
    • span (style="color:#ff0000; -aw-import:ignore")
  • p (style="margin-top:0pt; margin-right:8.5pt; margin-bottom:12pt; text-align:justify; line-height:normal; font-size:10pt")
    • span: Rating nadany listom zastawnym PKO Banku Hipotecznego SA jest najwyższym ratingiem możliwym do osiągnięcia przez polskie papiery wartościowe. Ograniczeniem poziomu ratingu polskich papierów wartościowych jest country ceiling
    • a (id="_ftnref3")
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    • span (style="font-size:6.67pt; vertical-align:super; color:#000000"): [3]
    • span: Polski dla instrumentów dłużnych, obecnie na poziomie Aa1.
  • p (style="margin-top:6pt; margin-right:8.5pt; margin-bottom:6pt; text-align:justify; page-break-after:avoid; line-height:normal; font-size:10pt; background-color:#d9d9d9")
    • span (style="font-weight:bold; font-variant:small-caps; color:#00468c"): Emisje listów zastawnych
  • p (style="margin-top:6pt; margin-right:8.5pt; margin-bottom:3pt; text-align:justify; line-height:normal; font-size:10pt")
    • span: W 2024 roku PKO Bank Hipoteczny SA przeprowadził 4 emisje hipotecznych listów zastawnych w PLN o łącznej wartości nominalnej wynoszącej 2,5 mld PLN z datami wykupu przypadającymi w 2028 roku. Emisje zostały przeprowadzone w ramach Międzynarodowego Programu Emisji Listów Zastawnych na podstawie prospektu emisyjnego podstawowego.
  • p (style="margin-top:0pt; margin-right:8.5pt; margin-bottom:12pt; text-align:justify; line-height:normal; font-size:10pt")
    • span: Wartość wyemitowanych przez PKO Bank Hipoteczny SA hipotecznych listów zastawnych pozostających w obrocie wyniosła na 31 grudnia 2024 roku 7,2 mld PLN.
  • p (style="margin-top:6pt; margin-right:8.5pt; margin-bottom:6pt; text-align:justify; page-break-after:avoid; line-height:normal; font-size:10pt; background-color:#d9d9d9")
    • span (style="font-weight:bold; font-variant:small-caps; color:#00468c"): Wsparcie kredytobiorców
  • p (style="margin-top:3pt; margin-right:8.5pt; margin-bottom:3pt; text-align:justify; line-height:normal; font-size:10pt")
    • span: PKO Bank Hipoteczny SA kontynuuje działania mające na celu zwiększenie bezpieczeństwa klientów.
  • p (style="margin-top:3pt; margin-right:8.5pt; margin-bottom:3pt; text-align:justify; line-height:normal; font-size:10pt")
    • span: W zakresie wsparcia kredytobiorców Bank, zgodnie uchwaloną przez Sejm w dniu 12 kwietnia 2024 roku nowelizacją ustawy o wsparciu kredytobiorców oraz ustawy o finansowaniu społecznościowym dla przedsięwzięć gospodarczych i pomocy kredytobiorcom, umożliwił klientom spełniającym wymienione w nowelizacji kryteria, czterokrotne zawieszenie rat kredytu mieszkaniowego:
  • p (style="margin:0pt 8.5pt 3pt 14.2pt; text-indent:-14.2pt; text-align:justify; line-height:normal; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:8.3pt")
    • span (style="-aw-import:ignore")
    • span (style="font-family:Symbol"): •
    • span (style="width:8.3pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces")
    • span: 2 rat w okresie od
    • span (style="-aw-import:spaces")
    • span: 1 czerwca do 31 sierpnia 2024 roku,
  • p (style="margin:0pt 8.5pt 3pt 14.2pt; text-indent:-14.2pt; text-align:justify; line-height:normal; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:8.3pt")
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    • span (style="font-family:Symbol"): •
    • span (style="width:8.3pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces")
    • span: 2 rat w okresie od 1 września do 31 grudnia 2024 roku.
    • span (style="font-size:8pt; -aw-import:spaces")
  • p (style="margin-top:6pt; margin-right:8.5pt; margin-bottom:6pt; text-align:justify; page-break-after:avoid; line-height:normal; font-size:10pt; background-color:#d9d9d9")
    • span (style="font-weight:bold; font-variant:small-caps; color:#00468c"): Wojna w Ukrainie i jej wpływ na działalność Banku
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  • p (style="margin-top:0pt; margin-right:8.5pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt")
    • span: W związku z trwającym konfliktem militarnym Bank identyfikuje ryzyko geopolityczne, które ma lub może mieć
    • span (style="-aw-import:spaces")
    • span: pośredni wpływ na działalność
    • span (style="font-size:8pt")
    • span: Banku jako emitenta.
  • p (style="margin-top:3pt; margin-right:8.5pt; margin-bottom:3pt; text-align:justify; line-height:normal; font-size:10pt")
    • span: Bank monitoruje sytuację związaną z konfliktem w Ukrainie i dostosowuje do niej podejmowane działania.
  • p (style="margin-top:6pt; margin-right:8.5pt; margin-bottom:6pt; text-align:justify; page-break-after:avoid; line-height:normal; font-size:10pt; background-color:#d9d9d9")
    • span (style="font-weight:bold; font-variant:small-caps; color:#00468c"): Aktualna i przewidywana sytuacja finansowa banku
    • span (style="font-weight:bold; font-variant:small-caps; color:#00468c; -aw-import:spaces")
  • p (style="margin-top:3pt; margin-right:8.5pt; margin-bottom:3pt; text-align:justify; line-height:normal; font-size:10pt")
    • span: Sytuacja finansowa na dzień 31 grudnia 2024 roku oraz perspektywa działalności PKO Banku Hipotecznego SA pozostają w ocenie Zarządu stabilne. Bank prowadzi działalność operacyjną zachowując wysoki poziom bezpieczeństwa zarówno w zakresie jakości i poziomie zabezpieczenia portfela kredytowego, jak również we wszystkich obszarach kontroli oraz nadzoru nad poziomem ryzyka, do czego przyczynia się również solidna baza kapitałowa.
  • p (style="margin-top:6pt; margin-right:8.5pt; margin-bottom:6pt; text-align:justify; page-break-after:avoid; line-height:normal; font-size:10pt; background-color:#d9d9d9")
    • span (style="font-weight:bold; font-variant:small-caps; color:#00468c"): Strategia PKO Banku Hipotecznego SA na lata 2023-2025
  • p (style="margin-top:0pt; margin-right:8.5pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt")
    • span: W I kwartale 2023 roku Zarząd Banku przyjął, a Rada Nadzorcza zatwierdziła nową
    • span (style="font-family:'PKO Bank Polski Rg'"): Strategię PKO Banku Hipotecznego SA na lata 2023 – 2025.
  • p (style="margin-top:0pt; margin-right:8.5pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt")
    • span: Cele strategiczne Banku określone w strategii to:
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", style="-aw-left-pos:0pt; -aw-rel-hpos:column; -aw-rel-vpos:paragraph; -aw-top-pos:0pt; -aw-wrap-type:inline", width="652")
  • p (style="margin-top:0pt; margin-right:8.5pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:3pt")
    • span (style="font-family:'PKO Bank Polski Rg'; -aw-import:ignore")
  • p (style="margin-top:6pt; margin-right:8.5pt; margin-bottom:6pt; text-align:justify; page-break-after:avoid; line-height:normal; font-size:10pt; background-color:#d9d9d9")
    • span (style="font-weight:bold; font-variant:small-caps; color:#00468c"): Wybrane projekty
  • p (style="margin-top:12pt; margin-right:8.5pt; margin-bottom:3pt; line-height:normal; font-size:10pt")
    • span (style="font-family:'PKO Bank Polski Rg'; font-weight:bold"): Rozwój oferty specjalnej wspierającej zrównoważony rozwój - kredyt hipoteczny
    • a (id="_Hlk173489855")
    • span (style="font-family:'PKO Bank Polski Rg'; font-weight:bold; -aw-import:spaces")
  • p (style="margin-top:0pt; margin-right:8.5pt; margin-bottom:3pt; text-align:justify; line-height:normal; font-size:10pt")
    • span (style="-aw-bookmark-end:_Hlk173489855")
    • span: Rozwój oferty specjalnej realizowany jest w ramach działań w zakresie zrównoważonego rozwoju w kontekście ESG. Strategicznym celem inicjatywy jest kreowanie oferty, która będzie wspierała zrównoważony rozwój w ramach oferowania kredytu hipotecznego przez Grupę Kapitałową PKO BP oraz w kontekście budowania potencjału emisyjnego „zielonych” listów zastawnych.
  • p (style="margin-top:0pt; margin-right:8.5pt; margin-bottom:3pt; text-align:justify; line-height:normal; font-size:10pt")
    • span: Obecnie Bank, we współpracy z PKO Bankiem Polskim SA, promuje taką ofertę i udziela preferencyjnych warunków cenowych w zamian za dostarczenie przez klienta świadectwa charakterystyki energetycznej potwierdzającego niskoemisyjność finansowanej nieruchomości (wymagane spełnienie określonej wartości EP czyli wskaźnika określającego roczne zapotrzebowanie budynku na nieodnawialną energię pierwotną).
  • p (style="margin-top:0pt; margin-right:8.5pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt")
    • span: W ramach Grupy Kapitałowej PKO BP, Bank jest liderem w tworzeniu kompleksowej oferty kredytów hipotecznych wspierających zrównoważony rozwój i stanowi centrum kompetencyjne w tym zakresie.
  • p (style="margin-top:12pt; margin-right:8.5pt; margin-bottom:3pt; line-height:normal; font-size:10pt")
    • span (style="font-family:'PKO Bank Polski Rg'; font-weight:bold"): Centrum kompetencyjne w obszarze ESG w PKO Banku Hipotecznym SA
  • p (style="margin-top:0pt; margin-right:8.5pt; margin-bottom:3pt; text-align:justify; line-height:normal; font-size:10pt")
    • span: Centrum kompetencyjne w obszarze ESG jest kolejnym aspektem realizacji celu strategicznego Banku
    • span (style="-aw-import:spaces")
    • span: na lata 2023 – 2025 w zakresie działań dotyczących zrównoważonego rozwoju.
  • p (style="margin-top:0pt; margin-right:8.5pt; margin-bottom:3pt; text-align:justify; line-height:normal; font-size:10pt")
    • span: Zadaniem centrum kompetencyjnego jest zapewnienie w organizacji niezbędnej, kompletnej i aktualnej wiedzy z obszaru ESG, umożliwiającej realizację postawionych celów biznesowych w zgodzie z dynamicznie rozwijającym się otoczeniem regulacyjnym w zakresie zrównoważonego rozwoju.
  • p (style="margin-top:0pt; margin-right:8.5pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt")
    • span: W 2024 roku Bank przyjął
    • span (style="-aw-import:spaces")
    • span: Politykę zrównoważonego rozwoju określającą jego podejście do kwestii zrównoważonego rozwoju w związku z prowadzoną działalnością.
  • p (style="margin-top:12pt; margin-bottom:3pt; line-height:normal; font-size:10pt")
    • span (style="font-family:'PKO Bank Polski Rg'; font-weight:bold"): Wdrożenie komunikacji zewnętrznej w zakresie edukacji klientów
  • p (style="margin-top:0pt; margin-right:8.5pt; margin-bottom:3pt; text-align:justify; line-height:normal; font-size:10pt")
    • span: PKO Bank Hipoteczny SA w 2024 roku kontynuował działania związane z edukacją klientów poprzez publikację artykułów w serwisie Bankomania. Do końca 2024 roku zostało opublikowanych 9 artykułów m.in. o nowoczesnych technologiach w budownictwie oraz kwestiach związanych z bankowością hipoteczną.
  • p (style="margin-top:0pt; margin-right:8.5pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt")
    • span: Linki do artykułów są publikowane na stronie www, jak i na profilu Banku na platformie LinkedIn, gdzie pojawiają się także wpisy edukacyjne dotyczące życia w zgodzie z poszanowaniem środowiska naturalnego. Promowane są takie zachowanie jak oszczędzanie energii w gospodarstwie domowym, uważna segregacja śmieci czy wybieranie środków transportu przyjaznych środowisku – np. dojeżdżanie rowerem do pracy. Wartości promowane w komunikacji zewnętrznej są zbieżne z działaniami prowadzonymi wewnątrz organizacji.
  • p (style="margin-top:12pt; margin-bottom:3pt; line-height:normal; font-size:10pt")
    • span (style="font-family:'PKO Bank Polski Rg'; font-weight:bold"): Optymalizacja i automatyzacja procesów
  • p (style="margin-top:0pt; margin-right:8.5pt; margin-bottom:3pt; text-align:justify; line-height:normal; font-size:10pt")
    • span: Strategicznym celem inicjatywy jest digitalizacja i uproszczenie realizowanych w Banku procesów.
  • p (style="margin-top:0pt; margin-right:8.5pt; margin-bottom:3pt; text-align:justify; line-height:normal; font-size:10pt")
    • span: Bank uczestniczy, m.in. w projekcie Grupy Kapitałowej PKO BP „Cyfrowa Hipoteka”, którego zadaniem jest optymalizacja i cyfryzacja procesu udzielania i obsługi kredytów hipotecznych. W ramach tego projektu, w 2024 roku zostały udostępnione Klientom, m.in. funkcjonalności, tj.: automatyczna wysyłka notyfikacji po uruchomieniu kredytu, nowy intuicyjny proces przyjmowania polis ubezpieczenia nieruchomości w iPKO i iKO wraz z notyfikacją przypominającą o konieczności dostarczenia polisy
    • span (style="-aw-import:spaces")
    • span: ubezpieczenia nieruchomości.
  • p (style="margin-top:0pt; margin-right:8.5pt; margin-bottom:3pt; text-align:justify; line-height:normal; font-size:10pt")
    • span: PKO BP w ramach CH wdrożył możliwość obsługi cyfrowego kredytu hipotecznego. Proces udostępniono dla jednego kredytobiorcy nabywającego nieruchomość na rynku wtórnym z opcją remontu. Trwają prace nad umożliwieniem obsługi 2 kredytobiorców oraz rynku pierwotnego.
  • p (style="margin-top:0pt; margin-right:8.5pt; margin-bottom:3pt; text-align:justify; line-height:normal; font-size:10pt")
    • span: PKO BH opracował założenia do wdrożenia procesu agencyjnego w CH, które będą realizowane w kolejnym roku.
  • p (style="margin-top:0pt; margin-right:8.5pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt")
    • span: Bank regularnie wdraża usprawnienia i automatyzacje czynności również w ramach innych procesów, m.in. w zakresie procesu raportowego.
  • p (style="margin-top:12pt; margin-bottom:3pt; line-height:normal; font-size:10pt")
    • span (style="font-family:'PKO Bank Polski Rg'; font-weight:bold"): Dostosowanie Banku do wymagań CRR III
  • p (style="margin-top:0pt; margin-right:8.5pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt")
    • span: W związku z wejściem w życie od 1 stycznia 2025 roku przepisów zmieniających Rozporządzenie nr 575/2013 oraz Dyrektywę 2013/36/UE (tzw. CRR III i CRD VI), które mają na celu pełne wdrożenie do prawodawstwa Unii Europejskiej standardów międzynarodowych uzgodnionych przez Bazylejski Komitet Nadzoru Bankowego, Bank przeprowadził analizę luki i analizę dostępnych źródeł danych oraz prowadził prace dostosowawcze w tym zakresie.
  • p (style="margin-top:12pt; margin-right:8.5pt; margin-bottom:3pt; text-align:justify; line-height:normal; font-size:10pt")
    • span (style="font-family:'PKO Bank Polski Rg'; font-weight:bold"): Wypracowanie jednolitego wzorca umowy kredytu mieszkaniowego
  • p (style="margin-top:0pt; margin-right:8.5pt; margin-bottom:6pt; text-align:justify; line-height:110%; font-size:10pt; background-color:#ffffff")
    • span: Strategicznym celem projektu jest wypracowanie wzorca klauzul umowy kredytu hipotecznego w zakresie poprawy czytelności i ograniczenia ryzyk związanych z produktem hipotecznym. W ramach konsultacji organów nadzoru i kontroli z przedstawicielami Związku Banków Polskich oraz ministerstw Finansów i Sprawiedliwości trwają
    • span (style="-aw-import:spaces")
    • span: prace nad projektem jednolitego wzorca umowy kredytu hipotecznego, w których Bank bierze czynny udział.
  • p (style="margin-top:12pt; margin-bottom:3pt; line-height:normal; font-size:10pt")
    • span (style="font-family:'PKO Bank Polski Rg'; font-weight:bold"): Dostosowanie Banku do reformy wskaźników referencyjnych
  • p (style="margin-top:0pt; margin-right:8.5pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt; background-color:#ffffff")
    • span: W związku z założonym w ramach reformy zastąpieniem wskaźnika WIBOR innym wskaźnikiem referencyjnym w Banku został utworzony Zespół zadaniowy ds. reformy wskaźników referencyjnych WIBOR (dalej: „Zespół”). Celem Zespołu jest przygotowanie Banku do wdrożenia nowego wskaźnika referencyjnego stopy procentowej oraz zastąpienia nim stosowanego obecnie wskaźnika referencyjnego WIBOR. Do zadań Zespołu należą w szczególności:
  • p (style="margin:0pt 8.5pt 0pt 17.85pt; text-indent:-17.85pt; text-align:justify; line-height:normal; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:11.95pt")
    • span (style="-aw-import:ignore")
    • span (style="font-family:Symbol"): •
    • span (style="width:11.95pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces")
    • span: dostosowanie umów z kontrahentami i klientami oraz zmiany w ofercie produktowej;
  • p (style="margin:0pt 8.5pt 0pt 17.85pt; text-indent:-17.85pt; text-align:justify; line-height:normal; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:11.95pt")
    • span (style="-aw-import:ignore")
    • span (style="font-family:Symbol"): •
    • span (style="width:11.95pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces")
    • span: dostosowanie metodyk i narzędzi w zakresie wyceny i zarządzania ryzykiem,
  • p (style="margin:0pt 8.5pt 0pt 17.85pt; text-indent:-17.85pt; text-align:justify; line-height:normal; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:11.95pt")
    • span (style="-aw-import:ignore")
    • span (style="font-family:Symbol"): •
    • span (style="width:11.95pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces")
    • span: dostosowanie metodyk i narzędzi w zakresie rachunkowości (w tym. m.in. rachunkowości zabezpieczeń i cen transferowych),
  • p (style="margin:0pt 8.5pt 0pt 17.85pt; text-indent:-17.85pt; text-align:justify; line-height:normal; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:11.95pt")
    • span (style="-aw-import:ignore")
    • span (style="font-family:Symbol"): •
    • span (style="width:11.95pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces")
    • span: wdrożenie zmian w systemach IT,
  • p (style="margin:0pt 8.5pt 0pt 17.85pt; text-indent:-17.85pt; text-align:justify; line-height:normal; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:11.95pt")
    • span (style="-aw-import:ignore")
    • span (style="font-family:Symbol"): •
    • span (style="width:11.95pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces")
    • span: oszacowanie wpływu reformy na wyniki finansowe Banku.
  • p (style="margin:0pt 8.5pt 0pt 17.85pt; text-align:justify; line-height:normal; font-size:10pt")
    • span (style="-aw-import:ignore")
  • p (style="margin-top:0pt; margin-right:8.5pt; margin-bottom:3pt; text-align:justify; line-height:normal; font-size:10pt")
    • span: Komitet Sterujący NGR podjął decyzję o wyborze propozycji indeksu o technicznej nazwie WIRF– bazującego na depozytach niezabezpieczonych Instytucji Kredytowych i Instytucji Finansowych, jako docelowego wskaźnika referencyjnego stopy procentowej, który miałby zastąpić wskaźnik referencyjny WIBOR.
  • p (style="margin-top:0pt; margin-right:8.5pt; margin-bottom:12pt; text-align:justify; line-height:normal; font-size:10pt")
    • span: Kolejnym krokiem KS NGR będzie zaktualizowanie Mapy Drogowej w ramach dotychczasowego harmonogramu działań mających na celu zastąpienie wskaźnika referencyjnego WIBOR docelowym wskaźnikiem, którego finalna nazwa została określona jako POLSTR (Polish Short Term Rate).
  • h2 (style="margin-top:18pt; margin-bottom:12pt; text-align:justify; page-break-inside:avoid; page-break-after:avoid; line-height:normal; font-size:16pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:'%0.'; -aw-list-number-styles:'decimal'; -aw-list-number-values:'2'; -aw-list-padding-sml:37.26pt")
    • span (style="-aw-import:ignore")
    • span (style="font-variant:small-caps; color:#004c8c"): 2.
    • span (style="width:37.26pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces")
    • a (id="_Toc496621000")
    • a (id="_Toc191981905")
    • a (id="_Hlk155697889")
    • span (style="-aw-bookmark-end:_Toc496621000")
    • span (style="font-variant:small-caps; color:#00468c"): Zewnętrzne uwarunkowania
    • span (style="-aw-bookmark-end:_Toc260827714")
    • span (style="-aw-bookmark-end:_Toc260913620")
    • span (style="-aw-bookmark-end:_Toc324246499")
    • span (style="font-variant:small-caps; color:#00468c"): działalności
    • span (style="-aw-bookmark-end:_Toc191981905")
    • span (style="font-variant:small-caps; color:#00468c")
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    • p (style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:normal; padding-top:1pt; padding-right:4pt; padding-left:4pt; font-size:9pt")
    • span: Otoczenie makroekonomiczne
    • p (style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:normal; padding-right:4pt; padding-left:4pt; font-size:9pt")
    • span: Rynek nieruchomości mieszkaniowych
    • p (style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:normal; padding-right:4pt; padding-left:4pt; font-size:9pt")
    • span: Rynek kredytów mieszkaniowych
    • p (style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:normal; padding-right:4pt; padding-left:4pt; font-size:9pt")
    • span: Rynek listów zastawnych
    • p (style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:normal; padding-right:4pt; padding-left:4pt; font-size:9pt")
    • span: Otoczenie regulacyjno - prawne
  • h2 (style="margin-top:12pt; margin-bottom:18pt; text-align:justify; page-break-inside:avoid; page-break-after:avoid; line-height:normal; font-size:12pt; -aw-import:list-item; -aw-list-level-number:1; -aw-list-number-format:'%0.%1.'; -aw-list-number-styles:'decimal decimal'; -aw-list-number-values:'2 1'; -aw-list-padding-sml:32.69pt")
    • span (style="-aw-import:ignore")
    • span (style="font-size:11pt; font-variant:small-caps; color:#00468c"): 2.1.
    • span (style="width:32.69pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces")
    • a (id="_Toc338757709")
    • a (id="_Toc338927212")
    • a (id="_Toc339274173")
    • a (id="_Toc339376040")
    • a (id="_Toc352921831")
    • a (id="_Toc354402425")
    • a (id="_Toc191981906")
    • span (style="font-variant:small-caps; color:#00468c"): Otoczenie
    • span (style="font-size:11pt; font-variant:small-caps; color:#00468c"): makroekonomiczne
    • span (style="-aw-bookmark-end:_Toc338757709")
    • span (style="-aw-bookmark-end:_Toc338927212")
    • span (style="-aw-bookmark-end:_Toc339274173")
    • span (style="-aw-bookmark-end:_Toc339376040")
    • span (style="-aw-bookmark-end:_Toc352921831")
    • span (style="-aw-bookmark-end:_Toc354402425")
  • p (style="margin-top:3pt; margin-bottom:3pt; text-align:justify; line-height:normal; font-size:10pt")
    • span: Poniżej prezentujemy czynniki makroekonomiczne, wpływające na krajową gospodarkę w 2024 roku.
  • p (style="margin-top:9pt; margin-bottom:3pt; text-align:justify; page-break-after:avoid; line-height:normal; font-size:10pt; background-color:#d9d9d9")
    • span (style="font-weight:bold; font-variant:small-caps; color:#00468c"): Ożywienie wzrostu gospodarczego
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    • td (style="width:492.25pt; vertical-align:middle")
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      • span (style="-aw-import:ignore")
  • p (style="margin-top:6pt; margin-right:8.5pt; margin-bottom:12pt; text-align:justify; line-height:normal; font-size:10pt")
    • span: Tempo i dekompozycja wzrostu PKB (%, r/r) i jego składowych (p.p.)
  • p (style="margin-top:6pt; margin-right:8.5pt; margin-bottom:12pt; text-align:justify; line-height:normal; font-size:10pt")
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  • p (style="margin-top:3pt; margin-right:8.5pt; margin-bottom:3pt; text-align:justify; line-height:normal; font-size:10pt")
    • span: 2024 rok przyniósł ożywienie gospodarcze. Jego głównym filarem była konsumpcja, która w pierwszej połowie roku rosła w tempie około 5% r/r, wspierana rekordowym wzrostem realnych dochodów. Inwestycje przez cały rok znajdowały się stagnacji, przy wyraźnym spadku nakładów prywatnych oraz wzroście nakładów publicznych, m.in. na sprzęt zbrojeniowy. Spadek inwestycji w sektorze prywatnym był wywołany przestojem w wykorzystaniu środków unijnych i niższym napływem zagranicznych inwestycji bezpośrednich. W drugiej połowie roku eksport netto miał ujemny wkład do wzrostu PKB, jednak równoważył go przyrost zapasów. W całym 2024 roku wzrost PKB przyspieszył do 2,9% z 0,1% w 2023, przy czym konsumpcja wzrosła o 3,1%, a inwestycje o 1,3%. W trakcie 2024 roku pozycja zewnętrzna gospodarki stała się mniej korzystna, nadwyżka na rachunku obrotów bieżących niemal całkowicie stopniała, z 1,8% PKB na koniec 2023 roku, co było w głównej mierze efektem pojawienia się i pogłębienia deficytu w wymianie towarowej.
  • p (style="margin-top:9pt; margin-right:8.5pt; margin-bottom:3pt; text-align:justify; page-break-after:avoid; line-height:normal; font-size:10pt; background-color:#d9d9d9")
    • span (style="font-weight:bold; font-variant:small-caps; color:#00468c"): Schłodzenie rynku pracy przy rekordowo niskim bezrobociu
  • p (style="margin-top:3pt; margin-bottom:3pt; text-align:justify; line-height:normal; font-size:10pt")
    • span: Bezrobocie i zatrudnienie (koniec okresu, %)
  • p (style="margin-top:3pt; margin-bottom:3pt; text-align:justify; line-height:normal; font-size:10pt")
    • span (style="-aw-left-pos:0pt; -aw-rel-hpos:column; -aw-rel-vpos:paragraph; -aw-top-pos:0pt; -aw-wrap-type:inline")
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font-weight="normal" font-style="normal" font-size="13.333333" fill="#000000">0</tspan></text></g></g></g><g transform="translate(-110.09689,67.80998)"><g><g transform="translate(9.6,4.8)" clip-path="url(#clip008)"><text><tspan x="80.98133" y="12.706666" font-family="PKO Bank Polski" font-weight="normal" font-style="normal" font-size="13.333333" fill="#000000">2</tspan></text></g></g></g><g transform="translate(-110.09689,41.388878)"><g><g transform="translate(9.6,4.8)" clip-path="url(#clip009)"><text><tspan x="80.98133" y="12.706666" font-family="PKO Bank Polski" font-weight="normal" font-style="normal" font-size="13.333333" fill="#000000">4</tspan></text></g></g></g><g transform="translate(-110.09689,14.96777)"><g><g transform="translate(9.6,4.8)" clip-path="url(#clip010)"><text><tspan x="80.98133" y="12.706666" font-family="PKO Bank Polski" font-weight="normal" font-style="normal" font-size="13.333333" fill="#000000">6</tspan></text></g></g></g><g transform="translate(-110.09689,-11.453334)"><g><g transform="translate(9.6,4.8)" clip-path="url(#clip011)"><text><tspan x="80.98133" y="12.706666" font-family="PKO Bank Polski" font-weight="normal" font-style="normal" font-size="13.333333" fill="#000000">8</tspan></text></g></g></g></g><g><g transform="translate(-12.933116,165.85463)"><g transform="matrix(0,-1,1,0,10.527999,33.888004)"><g transform="translate(9.6,4.8)" clip-path="url(#clip012)"><text><tspan x="0" y="10.165334" font-family="PKO Bank Polski" font-weight="normal" font-style="normal" font-size="10.666667" fill="#000000">1Q20</tspan></text></g></g></g><g transform="translate(2.5019867,165.85463)"><g transform="matrix(0,-1,1,0,10.527999,33.888004)"><g transform="translate(9.6,4.8)" clip-path="url(#clip013)"><text><tspan x="0" y="10.165334" font-family="PKO Bank Polski" font-weight="normal" font-style="normal" font-size="10.666667" fill="#000000">2Q20</tspan></text></g></g></g><g transform="translate(17.937086,165.85463)"><g transform="matrix(0,-1,1,0,10.527999,33.888004)"><g transform="translate(9.6,4.8)" clip-path="url(#clip014)"><text><tspan x="0" y="10.165334" font-family="PKO Bank Polski" font-weight="normal" font-style="normal" font-size="10.666667" fill="#000000">3Q20</tspan></text></g></g></g><g transform="translate(33.372192,165.85463)"><g transform="matrix(0,-1,1,0,10.527999,33.888004)"><g transform="translate(9.6,4.8)" clip-path="url(#clip015)"><text><tspan x="0" y="10.165334" font-family="PKO Bank Polski" font-weight="normal" font-style="normal" font-size="10.666667" fill="#000000">4Q20</tspan></text></g></g></g><g transform="translate(48.807293,165.85463)"><g transform="matrix(0,-1,1,0,10.527999,33.888004)"><g transform="translate(9.6,4.8)" clip-path="url(#clip016)"><text><tspan x="0" y="10.165334" font-family="PKO Bank Polski" font-weight="normal" font-style="normal" font-size="10.666667" fill="#000000">1Q21</tspan></text></g></g></g><g transform="translate(64.24239,165.85463)"><g transform="matrix(0,-1,1,0,10.527999,33.888004)"><g transform="translate(9.6,4.8)" clip-path="url(#clip017)"><text><tspan x="0" y="10.165334" font-family="PKO Bank Polski" font-weight="normal" font-style="normal" font-size="10.666667" fill="#000000">2Q21</tspan></text></g></g></g><g transform="translate(79.6775,165.85463)"><g transform="matrix(0,-1,1,0,10.527999,33.888004)"><g transform="translate(9.6,4.8)" clip-path="url(#clip018)"><text><tspan x="0" y="10.165334" font-family="PKO Bank Polski" font-weight="normal" font-style="normal" font-size="10.666667" fill="#000000">3Q21</tspan></text></g></g></g><g transform="translate(95.11261,165.85463)"><g transform="matrix(0,-1,1,0,10.527999,33.888004)"><g transform="translate(9.6,4.8)" clip-path="url(#clip019)"><text><tspan x="0" y="10.165334" font-family="PKO Bank Polski" font-weight="normal" font-style="normal" font-size="10.666667" fill="#000000">4Q21</tspan></text></g></g></g><g transform="translate(110.54769,165.85463)"><g transform="matrix(0,-1,1,0,10.527999,33.888004)"><g transform="translate(9.6,4.8)" clip-path="url(#clip020)"><text><tspan x="0" y="10.165334" font-family="PKO Bank Polski" font-weight="normal" font-style="normal" font-size="10.666667" fill="#000000">1Q22</tspan></text></g></g></g><g transform="translate(125.98281,165.85463)"><g transform="matrix(0,-1,1,0,10.527999,33.888004)"><g transform="translate(9.6,4.8)" clip-path="url(#clip021)"><text><tspan x="0" y="10.165334" font-family="PKO Bank Polski" font-weight="normal" font-style="normal" font-size="10.666667" fill="#000000">2Q22</tspan></text></g></g></g><g transform="translate(141.4179,165.85463)"><g transform="matrix(0,-1,1,0,10.527999,33.888004)"><g transform="translate(9.6,4.8)" clip-path="url(#clip022)"><text><tspan x="0" y="10.165334" font-family="PKO Bank Polski" font-weight="normal" font-style="normal" font-size="10.666667" fill="#000000">3Q22</tspan></text></g></g></g><g transform="translate(156.85301,165.85463)"><g transform="matrix(0,-1,1,0,10.527999,33.888004)"><g transform="translate(9.6,4.8)" clip-path="url(#clip023)"><text><tspan x="0" y="10.165334" font-family="PKO Bank Polski" font-weight="normal" font-style="normal" font-size="10.666667" fill="#000000">4Q22</tspan></text></g></g></g><g transform="translate(172.2881,165.85463)"><g transform="matrix(0,-1,1,0,10.527999,33.888004)"><g transform="translate(9.6,4.8)" clip-path="url(#clip024)"><text><tspan x="0" y="10.165334" font-family="PKO Bank Polski" font-weight="normal" font-style="normal" font-size="10.666667" fill="#000000">1Q23</tspan></text></g></g></g><g transform="translate(187.7232,165.85463)"><g transform="matrix(0,-1,1,0,10.527999,33.888004)"><g transform="translate(9.6,4.8)" clip-path="url(#clip025)"><text><tspan x="0" y="10.165334" font-family="PKO Bank Polski" font-weight="normal" font-style="normal" font-size="10.666667" fill="#000000">2Q23</tspan></text></g></g></g><g transform="translate(203.15833,165.85463)"><g transform="matrix(0,-1,1,0,10.527999,33.888004)"><g transform="translate(9.6,4.8)" clip-path="url(#clip026)"><text><tspan x="0" y="10.165334" font-family="PKO Bank Polski" font-weight="normal" font-style="normal" font-size="10.666667" fill="#000000">3Q23</tspan></text></g></g></g><g transform="translate(218.59343,165.85463)"><g transform="matrix(0,-1,1,0,10.527999,33.888004)"><g transform="translate(9.6,4.8)" clip-path="url(#clip027)"><text><tspan x="0" y="10.165334" font-family="PKO Bank Polski" font-weight="normal" font-style="normal" font-size="10.666667" fill="#000000">4Q23</tspan></text></g></g></g><g transform="translate(234.0285,165.85463)"><g transform="matrix(0,-1,1,0,10.527999,33.888004)"><g transform="translate(9.6,4.8)" clip-path="url(#clip028)"><text><tspan x="0" y="10.165334" font-family="PKO Bank Polski" font-weight="normal" font-style="normal" font-size="10.666667" fill="#000000">1Q24</tspan></text></g></g></g><g transform="translate(249.46362,165.85463)"><g 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    • span: Stopa bezrobocia rejestrowanego w grudniu 2024 roku wyniosła 5,1%, tyle samo, ile wynosiła na koniec 2023 roku. W czerwcu, a potem w październiku spadła do 4,9%, poziomu najniższego od transformacji. Wskaźniki aktywności zawodowej ustabilizowały się na historycznie wysokich poziomach – według Badania Aktywności Ekonomicznej Ludności w III kwartale 2024 56,9% populacji w wieku 15-89 lat pracowało, a stopa aktywności zawodowej wynosiła 58,6%. Liczba obcokrajowców na krajowym rynku pracy systematycznie rosła, przy czym dane ZUS wskazują, że wzrost liczby ubezpieczonych Ukraińców był, podobnie jak przed rokiem, słabszy niż wzrost liczby pracowników z innych państw. Tempo wzrostu wynagrodzeń przez cały rok znajdowało się pod wpływem wysokiej podwyżki płacy minimalnej, oraz podwyżek wynagrodzeń w sferze budżetowej. Tempo wzrostu płac w gospodarce było wyraźnie dwucyfrowe, co w połączeniu ze spadającą na początku roku inflacją dało najwyższy od 1997 realny wzrost wynagrodzeń, przekraczający w pierwszej połowie roku 11% r/r. W 2024 roku przyspieszeniu wzrostu PKB towarzyszyło dalsze osłabianie popytu na pracę, widoczne w redukcji liczby etatów, a niechęć do zwiększania zatrudnienia była podyktowana m.in. utrzymującą się wysoką dynamiką wynagrodzeń w otoczeniu osłabionego popytu w gospodarce. Redukcja etatów koncentrowała się głównie w krajowych mikro przedsiębiorstwach i MŚP. Przyrost zatrudnienia dotyczył dużych przedsiębiorstw, przede wszystkim z kapitałem zagranicznym, charakteryzujących się wyższą wydajnością pracy, co częściowo łagodziło ciężar związany z podwyżkami płac. Wzrost liczby pracujących obejmował również sektor publiczny.
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    • span (style="font-weight:bold; font-variant:small-caps; color:#00468c"): Inflacja pod wpływem czynników regulacyjnych
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    • span: Inflacja (%, r/r) i stopa referencyjna (%, dane miesięczne)
  • p (style="margin-top:0pt; margin-right:8.5pt; margin-bottom:12pt; text-align:justify; line-height:normal; font-size:10pt")
    • img (alt="", height="252", 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", 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  • p (style="margin-top:3pt; margin-right:8.5pt; margin-bottom:3pt; text-align:justify; line-height:normal; font-size:10pt")
    • span: W pierwszej połowie 2024 inflacja obniżyła się w okolice celu banku centralnego, osiągając w marcu minimum na poziomie 2,0% r/r. W lipcu, za sprawą częściowego odmrożenia cen energii dla gospodarstw domowych inflacja wzrosła, przekraczając 4% r/r i na podwyższonym poziomie utrzymała się do końca roku. Przeciętnie w 2024 roku ceny wzrosły o 3,6%, po wzroście o 11,4% w 2023. Inflacja bazowa, po wyłączeniu cen żywności i energii, również się obniżała – do 4,0% r/r w grudniu, z 6,2% r/r w styczniu, a jej podwyższony (względem celu inflacyjnego) poziom wynikał z silniejszego wzrostu cen usług, który odzwierciedlał wzrost kosztów pracy.
  • p (style="margin-top:9pt; margin-bottom:3pt; text-align:justify; page-break-after:avoid; line-height:normal; font-size:10pt; background-color:#d9d9d9")
    • span (style="font-weight:bold; font-variant:small-caps; color:#00468c"): Finanse publiczne pod presją, ale pod kontrolą
  • p (style="margin-top:0pt; margin-right:8.5pt; margin-bottom:12pt; text-align:justify; line-height:normal; font-size:10pt")
    • span: Deficyt i dług sektora finansów publicznych
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    • span: Sytuacja krajowych finansów publicznych w 2024 roku pogarszała się. Budżet państwa ponosił koszty zwiększonych nakładów na zbrojenia, wysokiej indeksacji świadczeń, utrzymania (choć w ograniczonej formie) tarcz antyinflacyjnych oraz przeciwdziałania skutkom powodzi. Dodatkowo, nominalna konsumpcja prywatna rosła w drugiej połowie roku wolniej od założeń, co negatywnie wpływało na dochody podatkowe. Deficyt sektora instytucji rządowych i samorządowych po III kwartale 2024 roku wyniósł 6,2% PKB, dług publiczny w III kwartale wzrósł do 53,5% PKB, przy czym poziom deficytu był jednym z wyższych wśród państw UE, a pod względem długu Polska plasowała się w połowie stawki państw UE. W 2024 roku wobec Polski oraz 6 innych państw rozpoczęta została procedura nadmiernego deficytu. W Średniookresowym Planie Budżetowo-Strukturalnym na lata 2025–2028 Polska przyjęła 4-letni plan naprawczy, który ma doprowadzić do redukcji deficytu poniżej 3% PKB w 2028.
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    • span (style="font-weight:bold; font-variant:small-caps; color:#00468c"): Stabilne stopy pomimo niższej inflacji
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    • span: Stopy procentowe NBP (na koniec okresu)
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      • span: IV kwartał 2023 (%)
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      • span: IV kwartał 2024 (%)
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      • span: Stopa referencyjna
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      • span: Stopa redyskontowa weksli
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      • span: Stopa dyskontowa weksli
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      • span: Stopa lombardowa
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      • span: Stopa depozytowa
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      • span: 5,25
  • p (style="margin-top:6pt; margin-right:8.5pt; margin-bottom:3pt; text-align:justify; line-height:normal; font-size:10pt")
    • span: Przez cały 2024 rok Rada Polityki Pieniężnej utrzymywała stopy procentowe na niezmienionym poziomie, ze stopą referencyjną równą 5,75%. Stało się tak pomimo spadku inflacji względem 2023 roku oraz realizacji bardziej korzystnego od obaw scenariusza regulacyjnego dla cen energii, które pozostały częściowo zamrożone. Przy stabilnych stopach NBP w ujęciu nominalnym, restrykcyjność polityki pieniężnej w Polsce wyraźnie wzrosła i była największa od 2008. Realne stopy procentowe są w Polsce dodatnie i najwyższe od 2016. Pod koniec 2024 roku Prezes NBP A. Glapiński zaostrzył retorykę i wykluczył obniżki stóp procentowych w 2025 roku, wypowiedzi innych członków RPP wskazują jednak na możliwość pierwszej obniżki w połowie 2025 roku.
  • h2 (style="margin-top:12pt; margin-right:8.5pt; margin-bottom:18pt; text-align:justify; page-break-inside:avoid; page-break-after:avoid; line-height:normal; font-size:11pt; -aw-import:list-item; -aw-list-level-number:1; -aw-list-number-format:'%0.%1.'; -aw-list-number-styles:'decimal decimal'; -aw-list-number-values:'2 2'; -aw-list-padding-sml:32.69pt")
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    • span (style="font-variant:small-caps; color:#00468c"): 2.2.
    • span (style="width:32.69pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces")
    • a (id="_Toc191981907")
    • span (style="-aw-bookmark-end:_Hlk155697889")
    • span (style="font-variant:small-caps; color:#00468c"): Rynek nieruchomości
    • span (style="font-size:10pt; font-variant:small-caps; color:#00468c")
    • span (style="font-variant:small-caps; color:#00468c"): mieszkaniowych
    • span (style="font-variant:small-caps; color:#00468c")
  • p (style="margin-top:0pt; margin-right:8.5pt; margin-bottom:6pt; text-align:justify; page-break-after:avoid; line-height:normal; font-size:10pt; background-color:#d9d9d9")
    • span (style="font-weight:bold; font-variant:small-caps; color:#00468c"): Sytuacja na rynku nieruchomości mieszkaniowych w Polsce
  • p (style="margin-top:0pt; margin-right:8.5pt; margin-bottom:12pt; text-align:justify; line-height:normal; font-size:10pt")
    • span: Zasadniczy wpływ na sytuację na rynku nieruchomości mieszkaniowych w 2024 roku miał funkcjonujący w drugiej połowie 2023 roku rządowy program kredytów mieszkaniowych z preferencyjnym oprocentowaniem „BK2%”. Z jednej strony popularność tego programu spowodowała spadek ilości dostępnych gotowych mieszkań na rynku pierwotnym, przyczyniając się do pobudzenia nowych inwestycji deweloperskich w 2024 roku, a z drugiej strony wywołała dynamiczny wzrost cen nieruchomości mieszkaniowych na przełomie 2023 i 2024 roku. Wygaszenie programu BK2%, utrzymujący się wysoki poziom stóp procentowych i wysoki poziom cen mieszkań, to czynniki, które istotnie osłabiały popyt na nieruchomości mieszkaniowe w trakcie 2024 roku.
  • p (style="margin-top:0pt; margin-right:8.5pt; margin-bottom:12pt; text-align:justify; line-height:normal; font-size:10pt")
    • span: Do stopniowej odbudowy popytu przyczyniła się stabilizacja cen nieruchomości mieszkaniowych przy jednoczesnym dynamicznym wzroście przeciętnych wynagrodzeń.
  • p (style="margin-top:0pt; margin-right:8.5pt; margin-bottom:6pt; text-align:justify; page-break-after:avoid; line-height:normal; font-size:10pt; background-color:#d9d9d9")
    • span (style="font-weight:bold; font-variant:small-caps; color:#00468c"): Rynek pierwotny
  • p (style="margin-top:0pt; margin-right:8.5pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt")
    • span: W 2024 roku brak było stymulantów popytu na miarę programu BK2% z II połowy roku poprzedniego. Część potencjalnych nabywców, pozbawiona preferencyjnych warunków finansowania i zmuszona do sprostania bardziej wymagającym kryteriom zdolności kredytowej, wstrzymywała się z decyzją o zakupie nieruchomości. W rezultacie spadek sprzedaży mieszkań w 2024 roku, choć zauważalny, nie był zaskoczeniem, lecz naturalnym efektem zmniejszonego wsparcia systemowego i utrzymujących się problemów w otoczeniu makroekonomicznym, do których zaliczyć należy przede wszystkim wysoki poziom stóp procentowych, wyhamowanie wzrostu gospodarczego po zaostrzeniu polityki pieniężnej oraz ponowny, choć w porównaniu do lat ubiegłych ograniczony wzrost inflacji, w wyniku likwidacji kolejnych elementów tarczy antyinflacyjnej.
  • p (style="margin-top:0pt; margin-right:8.5pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt")
    • span: Na przestrzeni niemal całego 2024 roku obserwowano systematyczny wzrost liczby mieszkań w ofercie deweloperów. Z danych publikowanych przez Otodom Analytics wynika, że oprócz grudnia, w każdym z pozostałych miesięcy 2024 roku liczba mieszkań nowo wprowadzonych do oferty przewyższała liczbę mieszkań sprzedanych. W całym roku 2024 deweloperzy wprowadzili do sprzedaży na rynkach 7 głównych miast
    • a (id="_ftnref4")
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    • span (style="font-size:6.67pt; vertical-align:super; color:#000000"): [4]
    • span: około 53,3 tys. mieszkań (29% więcej niż rok wcześniej), a sprzedali nico ponad 37 tys. mieszkań (25% mniej niż w roku 2023). W efekcie przewagi podaży nad popytem liczba mieszkań w ofercie deweloperów wzrosła w analizowanym segmencie z 35 tys. mieszkań na początku roku do 55,8 tys. mieszkań na koniec 2024 r. Przeciętny okres wyprzedaży oferty w 3 z 7 analizowanych miast jest krótszy niż 6 miesięcy (poziom uznawany za bezpieczny), w dwóch kolejnych (Poznań, Kraków) nieznacznie go przekracza, a w dwóch miastach wskazuje na ryzyko występowania nadpodaży (Łódź – 9 kwartałów i Katowice 11 kwartałów).
  • p (style="margin-top:0pt; margin-right:8.5pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt")
    • span: Dane opublikowane przez NBP wskazują, że ceny transakcyjne na rynku pierwotnym 6 największych metropolii
    • a (id="_ftnref5")
    • a (href="#_ftn5", style="text-decoration:none")
    • span (style="font-size:6.67pt; vertical-align:super; color:#000000"): [5]
    • span: były w III kwartale 2024 roku wyższe o 17% niż rok wcześniej, natomiast w segmencie 10 średnich miast
    • a (id="_ftnref6")
    • a (href="#_ftn6", style="text-decoration:none")
    • span (style="font-size:6.67pt; vertical-align:super; color:#000000"): [6]
    • span: wzrost cen transakcyjnych w tym samym okresie wyniósł 14%. Należy jednak zwrócić uwagę na słabnący impet dynamiki cen w kolejnych kwartałach 2024 roku. W segmencie sześciu największych metropolii w I kwartale 2024 ceny rosły aż o 6% w skali kwartału, w II kwartale 3%, a w III kwartale już tylko 1% w skali roku. Według danych zgromadzonych w Centralnej Bazie Nieruchomości grypy kapitałowej PKO BP SA (CBN) IV kwartał 2024 roku przyniósł już niewielką korektę cen w przedmiotowym segmencie na poziomie -2% w skali kwartału. Spowolnienie
    • span (style="-aw-import:spaces")
    • span: wzrost dynamiki cen od II kwartału 2024 roku należy wiązać z rosnącą nadwyżką podaży nad popytem, wynikającą głównie z opisanego wcześniej ograniczenia popytu, któremu towarzyszyła odbudowa oferty przez deweloperów.
    • span (style="-aw-import:spaces")
  • p (style="margin-top:6pt; margin-right:8.5pt; margin-bottom:6pt; text-align:justify; page-break-after:avoid; line-height:normal; font-size:10pt; background-color:#d9d9d9")
    • span (style="font-weight:bold; font-variant:small-caps; color:#00468c"): Rynek wtórny
  • p (style="margin-top:0pt; margin-right:8.5pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt")
    • span: Na rynku wtórnym tendencje w zakresie kształtowania się cen oraz wolumenu sprzedaży były w dużym stopniu zbieżne z tendencjami obserwowanymi na rynku pierwotnym. W segmencie 6 największych metropolii, który zwykle najpełniej odzwierciedla ogólnorynkowe trendy na krajowym rynku nieruchomości mieszkaniowych, zauważalne było stopniowe osłabienie dynamiki trendu wzrostowego. Według danych NBP na rynku wtórnym w powyższym segmencie, w I kwartale 2024 roku ceny rosły o 6% w skali kwartału, w II kwartale o 4%, a w III kwatale już tylko o 2%. Z kolei dane z bankowej bazy CBN wskazują na spadek cen o 2% w IV kwartale 2024 roku.
  • p (style="margin-top:0pt; margin-right:8.5pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt")
    • span: Dane na temat cen ofertowych Otodom
    • span (style="-aw-import:spaces")
    • span: Analytics
    • span (style="-aw-import:spaces")
    • span: potwierdzają stabilizację cen na rynku wtórnym od II kwartału 2024 roku.
  • p (style="margin-top:6pt; margin-right:8.5pt; margin-bottom:6pt; text-align:justify; page-break-after:avoid; line-height:normal; font-size:10pt; background-color:#d9d9d9")
    • span (style="font-weight:bold; font-variant:small-caps; color:#00468c"): Podaż i popyt na rynku nieruchomości mieszkalnych
  • p (style="margin-top:0pt; margin-right:8.5pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt")
    • span: W 2024 roku deweloperzy zwiększyli swoją aktywność inwestycyjną, dążąc do odbudowania swojej oferty, po jej wyprzedaży w II połowie roku poprzedniego w ramach programu BK2%. Na ich decyzje inwestycyjne wpływało też w pewnym stopniu oczekiwanie na nowy program preferencyjnych kredytów, który jednak finalnie nie został wprowadzony. Według danych GUS, w okresie 11 miesięcy 2024 roku wydano pozwolenia na budowę 267 tys. mieszkań, co oznaczało wzrost o 21% w stosunku do analogicznego okresu roku poprzedniego. Liczba mieszkań, których budowę rozpoczęto wzrosła w tym czasie o 27% w skali roku, kształtując się na poziomie 221 tysięcy. Oznaczało to odwrócenie negatywnego trendu z okresu ostatnich 2 lat.
  • p (style="margin-top:0pt; margin-right:8.5pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt")
    • span: Liczba mieszkań oddanych do użytkowania w okresie 11 miesięcy 2024 roku wyniosła 179 tys. i była o 10% niższa w porównaniu do analogicznego okresu roku ubiegłego, co wynikało z mniejszej aktywności inwestycyjnej w latach 2022-2023. Zważywszy jednak na fakt, że mieszkania są wystawiane do sprzedaży przez deweloperów już po rozpoczęciu budowy, o wielkości popytu decyduje zasadniczo liczba rozpoczynanych inwestycji mieszkaniowych, a nie liczba mieszkań oddawanych do użytkowania.
  • p (style="margin-top:0pt; margin-right:8.5pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt")
    • span: Na popyt negatywnie wpływały wysokie ceny mieszkań oraz poziom stóp procentowych. Według danych NBP w III kwartale 2024 roku średnie oprocentowanie nowych kredytów mieszkaniowych wynosiło 7,8%, przy niewielkim (-0,05 pp.) spadku wobec poprzedniego kwartału. W kolejnych kwartałach 2024 roku, zahamowanie wzrostów cen nieruchomości mieszkaniowych, przy utrzymującej się ponad 10-procentowej dynamice wzrostu wynagrodzeń przyczynił się do powolnego odbudowywania się popytu. Publikowany przez Związek Banków Polskich (Centrum Amron) syntetyczny miernik dostępności mieszkań w Polsce - Indeks Dostępności Mieszkaniowej M3, który na koniec 2023 wynosił 128,68 pkt, w trakcie 2024 roku wzrósł do 132,69 pkt w III kwartale. O poprawie wartości wskaźnika zdecydowało głównie wyższe tempo wzrostu wynagrodzeń niż cen nieruchomości mieszkaniowych. Wskaźnik ten odzwierciedla zmiany w poziomie dostępności mieszkania dla przykładowej rodziny składającej się z 2 pracujących osób i dziecka starszego, przy udziale finansowania kredytem hipotecznym.
  • p (style="margin-top:0pt; margin-right:8.5pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt")
    • span: Zakupy nieruchomości mieszkaniowych finansowane są ze środków pochodzących z kredytów hipotecznych oraz z
    • span
    • span: oszczędności gospodarstw domowych. Według danych NBP szacunkowy udział zakupów gotówkowych mieszkań na rynku pierwotnym z 7 największych metropolii w III kwartale 2024 roku ukształtował się na poziomie około 57%. Spadek sprzedaży kredytów mieszkaniowych w trakcie 2024 roku minimalnie wpłynął na spadek wartości tego wskaźnika z poziomu 59% odnotowanego w IV kwartale 2023.
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  • p (style="margin-top:0pt; margin-right:8.5pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt")
    • span: Zgodnie z danymi Głównego Urzędu Statystycznego nominalna wartość depozytów gospodarstw domowych w III kwartale 2024 roku wzrosła o 8,7% w skali roku (wobec wzrostu 11,5% w roku 2023). Oznacza to, że – wobec spadku inflacji do około 3,6% (średnioroczny wskaźnik cen towarów i usług konsumpcyjnych ogółem w 2024 r. opublikowany przez GUS) - realna wartość depozytów gospodarstw domowych wzrosła.
  • h2 (style="margin-top:18pt; margin-right:8.5pt; margin-bottom:12pt; text-align:justify; page-break-inside:avoid; page-break-after:avoid; line-height:normal; font-size:11pt; -aw-import:list-item; -aw-list-level-number:1; -aw-list-number-format:'%0.%1.'; -aw-list-number-styles:'decimal decimal'; -aw-list-number-values:'2 3'; -aw-list-padding-sml:32.69pt")
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    • span (style="font-variant:small-caps; color:#00468c"): 2.3.
    • span (style="width:32.69pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces")
    • a (id="_Toc191981908")
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    • span (style="font-variant:small-caps; color:#00468c"): Rynek kredytów mieszkaniowych
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    • span (style="font-variant:small-caps; color:#00468c")
  • p (style="margin-top:0pt; margin-right:8.5pt; margin-bottom:3pt; text-align:justify; line-height:110%; font-size:10pt")
    • span: Zgodnie z danymi NBP należności banków z tytułu kredytów na nieruchomości w Polsce według stanu na 31 grudnia 2024 roku wyniosły 497,7 mld PLN i wzrosły o 3,3% r/r. Saldo kredytów złotowych na 31 grudnia 2024 roku wyniosło 439,4 mld PLN (88% łącznej wartości należności banków z tytułu kredytów mieszkaniowych w Polsce) i wzrosło o 8,3% r/r.
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    • span: Łączne saldo kredytów mieszkaniowych w stosunku do szacowanego przez PKO BP PKB wyrażonego w cenach rynkowych wyniosło na koniec 2024 roku ok. 14%. To wartość kształtująca się znacząco poniżej średniej krajów Unii Europejskiej. Wskazuje to na duży potencjał dalszego rozwoju rynku kredytów mieszkaniowych w Polsce.
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  • h2 (style="margin-top:12pt; margin-right:8.5pt; margin-bottom:12pt; text-align:justify; page-break-inside:avoid; page-break-after:avoid; line-height:normal; font-size:11pt; -aw-import:list-item; -aw-list-level-number:1; -aw-list-number-format:'%0.%1.'; -aw-list-number-styles:'decimal decimal'; -aw-list-number-values:'2 4'; -aw-list-padding-sml:32.69pt")
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    • span (style="font-variant:small-caps; color:#00468c"): 2.4.
    • span (style="width:32.69pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces")
    • a (id="_Toc191981909")
    • span (style="-aw-bookmark-end:_Hlk189488080")
    • span (style="font-variant:small-caps; color:#00468c"): Rynek listów zastawnych
  • p (style="margin-top:12pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt")
    • span: Na dzień 31 grudnia 2024 roku w Polsce działalność prowadziło pięć banków hipotecznych:
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    • span (style="font-family:Symbol"): •
    • span (style="width:8.3pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces")
    • span: PKO Bank Hipoteczny SA
  • p (style="margin:0pt 8.5pt 6pt 14.2pt; text-indent:-14.2pt; text-align:justify; line-height:normal; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:8.3pt")
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    • span: mBank Hipoteczny SA
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    • span: Pekao Bank Hipoteczny SA
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    • span: ING Bank Hipoteczny SA
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    • span: Millennium Bank Hipoteczny SA
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    • span: Polski rynek listów zastawnych jest stosunkowo niewielki i charakteryzuje się umiarkowaną płynnością. Na koniec grudnia 2024 roku łączna wartość wyemitowanych przez działające w Polsce banki hipotecznych listów zastawnych pozostających w obrocie wyniosła 17,1 mld PLN, co oznacza spadek o ok. 1,4 mld PLN względem stanu na 31 grudnia 2023 roku. Na 31 grudnia 2024 roku listy zastawne wyemitowane przez polskie banki stanowiły 3,64% wartości udzielonych przez banki kredytów mieszkaniowych.
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    • span: PKO Bank Hipoteczny SA jest największym w Polsce emitentem hipotecznych listów zastawnych. Wartość wyemitowanych przez PKO Bank Hipoteczny SA listów zastawnych pozostających w obrocie wyniosła na 31 grudnia 2024 roku 7,2 mld PLN, co stanowiło ponad 42% łącznej wartości pozostających w obrocie listów zastawnych, wyemitowanych przez banki hipoteczne działające w Polsce.
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    • span (style="font-variant:small-caps; color:#00468c"): 2.5.
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    • span (style="font-variant:small-caps; color:#00468c"): Otoczenie regulacyjno – prawne
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    • span: Na działalność PKO Banku Hipotecznego SA wpływ miały rozwiązania prawne, regulacyjne oraz nadzorcze, które weszły w życie w 2024 roku, w tym w szczególności dotyczące:
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      • span (style="font-weight:bold; font-variant:small-caps; color:#00468c"): Odporności cyfrowej
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      • span: W III i IV Q/2024 r. trwały w Banku intensywne prace dostosowawcze w związku z wejściem w życie (17.01.2025 r.) Rozporządzenia Parlamentu Europejskiego i Rady w spr. operacyjnej odporności cyfrowej sektora finansowego (rozporządzenie DORA), nakładającego na podmioty finansowe szereg nowych obowiązków związanych z zarządzaniem ryzykiem ICT. Prace dot. m.in. na identyfikacji umów obejmujących usługi ICT (w tym dostawców wspierających funkcje krytyczne/istotne), rejestru takich umów, przygotowania aneksów wprowadzających postanowienia DORA do umów, aktualizacji regulacji z obszaru bezpieczeństwa, w tym bezpieczeństwa SIB (m.in. dot. testowania odporności, procedur zgłaszania incydentów ICT, sprawozdawczości).
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      • p (style="margin-top:3pt; margin-right:8.5pt; margin-bottom:3pt; text-align:center; font-size:10pt")
      • span (style="font-weight:bold; font-variant:small-caps; color:#00468c"): Kredytów hipotecznych
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      • span: Ustawą z dnia 12 kwietnia 2024 r. o zmianie ustawy o wsparciu kredytobiorców, którzy zaciągnęli kredyt mieszkaniowy i znajdują się w trudnej sytuacji finansowej oraz ustawy o finansowaniu społecznościowym dla przedsięwzięć gospodarczych i pomocy kredytobiorcom, dokonano przedłużenia tzw. wakacji kredytowych na 2024 r. (4 miesięczne zawieszenia), przy wprowadzeniu dodatkowych kryteriów dostępności, zmieniono także warunki udzielenia wsparcia w ramach Funduszu Wsparcia Kredytobiorców (wydłużenie okresu wsparcia, zwiększenie kwot i obniżenie wymogów do uzyskania wsparcia).
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      • span: Ustawą dnia 7 lipca 2023 r. o zmianie niektórych ustaw w celu ograniczania niektórych skutków kradzieży tożsamości wprowadzono możliwość zastrzeżenia PESEL przez osoby fizyczne i nałożono na banki obowiązek weryfikacji numeru PESEL w bazie zastrzeżeń przed zawarciem umowy kredytu.
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      • span: Rekomendacją S dotyczącą dobrych praktyk w zakresie zarządzania ekspozycjami kredytowymi zabezpieczonymi hipotecznie wprowadzono konieczność różnicowania bufora uwzględnianego w procesie badania oceny zdolności kredytowej, w zależności od stosowanej przez bank oferty kredytowej, doprecyzowano i uzupełniono wymogi dotyczące przekazywanych klientom informacji o ryzykach związanych z zaciągnięciem kredytu hipotecznego.
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      • span: Ustawą z dnia 1 października 2024 r. o zmianie ustawy o szczególnych rozwiązaniach związanych z usuwaniem skutków powodzi oraz niektórych innych ustaw wprowadzono możliwość bezzwrotnego skorzystania ze wsparcia z FWK dla kredytobiorców poszkodowanych w powodzi która miała miejsce we wrześniu 2024 r., po spełnieniu określonych warunków wskazanych w ustawie.
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      • span: Ustawą z dnia 26 kwietnia 2024 r. o zapewnieniu spełniania wymagań dostępności niektórych produktów i usług przez podmioty gospodarcze określono wymagania dostępności produktów i usług, obowiązki podmiotów gospodarczych w zakresie zapewniania spełniania wymagań dostępności produktów i usług, a także system, zasady i tryb sprawowania nadzoru rynku w zakresie zapewniania spełniania wymagań dostępności produktów i usług.
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      • span (style="font-weight:bold; font-variant:small-caps; color:#00468c"): Sprawozdawczości
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      • span: Ustawą z dnia 6 grudnia 2024 r. o zmianie ustawy o rachunkowości, ustawy o biegłych rewidentach, firmach audytorskich oraz nadzorze publicznym oraz niektórych innych ustaw zrealizowano Dyrektywę CSRD w odniesieniu do sprawozdawczości przedsiębiorstw w zakresie zrównoważonego rozwoju (sprawozdawczości informacji niefinansowych) m.in. poprzez wprowadzenie obowiązkowego stosowania Europejskich Standardów Sprawozdawczości Zrównoważonego Rozwoju, poszerzenie zakresu raportowanych informacji – uszczegółowienie przekazywanych informacji nt. kwestii zrównoważonego rozwoju z obszaru środowiskowego, społecznego (w tym praw człowieka) oraz ładu korporacyjnego.
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      • span (style="font-weight:bold; font-variant:small-caps; color:#00468c"): Ryzyka Kredytowego
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      • span: Uchwałą nr 243/2024 Komisji Nadzoru Finansowego z 15.07.2024 r. w sprawie wydania Rekomendacji WFD dotyczącej Wskaźnika Finansowania Długoterminowego, zobligowano banki do refinansowania określonej części portfela hipotek odpowiednimi, kwalifikowanymi do WFD pozycjami, w tym m.in. listami zastawnymi. W ramach wspierania działań banków związanych z udzielaniem kredytów hipotecznych oprocentowanych stałą lub okresowo stałą stopą procentową zastosowano preferencyjną wagę dla takich kredytów. W ramach wspierania działań banków związanych z emisjami zielonych instrumentów finansujących – preferencyjną wagę dla zielonych instrumentów dłużnych spełniających standardy ICMA Green Bond Principles (ICMA GBP) lub EU Green Bond Standard (EU GBS).
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      • span: Rekomendacją J, do której bank musiał dostosować się do 31 marca 2024 r., zawężono zakres gromadzonych przez bank danych do reprezentatywnych „dla finansowanego przez bank rynku nieruchomości”, a nie jak dotychczas „dla całego rynku nieruchomości” oraz umożliwiono wykorzystywanie przez banki jako wartości referencyjnej wartości z bankowej oceny wartości zabezpieczenia na nieruchomości.
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      • span (style="font-weight:bold; font-variant:small-caps; color:#00468c"): Spraw pracowniczych
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      • span: Ustawą z dnia 14 czerwca 2024 r. o ochronie sygnalistów objęto ochroną osoby pracujące w sektorze prywatnym/publicznym, które dokonają zgłoszenia lub ujawnienia informacji albo uzasadnionych podejrzeń naruszenia prawa w danym podmiocie.
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    • span (style="font-variant:small-caps; color:#004c8c"): 3.
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    • span (style="font-variant:small-caps; color:#00468c"): Wyniki finansowe i adekwatność kapitałów
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    • span: Podstawowe wskaźniki finansowe PKO Banku Hipotecznego SA
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    • span: Sprawozdanie z sytuacji finansowej PKO Banku Hipotecznego SA
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    • span: Rachunek zysków i strat PKO Banku Hipotecznego SA
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    • span: Wymogi w zakresie funduszy własnych (filar I)
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    • span: Kapitał wewnętrzny (filar II)
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    • span: Ujawnienia (filar III)
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    • span (style="font-variant:small-caps; color:#00468c"): 3.1.
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    • span (style="font-variant:small-caps; color:#00468c"): Podstawowe wskaźniki finansowe PKO Banku Hipotecznego SA
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      • span (style="font-weight:bold"): 31.12.2024
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      • span (style="font-weight:bold"): 31.12.2023
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    • span (style="font-variant:small-caps; color:#00468c"): Sprawozdanie z sytuacji finansowej PKO Banku Hipotecznego SA
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      • span (style="font-weight:bold"): 31.12.2024
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      • span (style="font-weight:bold"): 31.12.2023
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      • span
      • span: 600,7
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      • span: 17
      • span
      • span: 898,7
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      • span (style="font-weight:bold"): 31.12.2023
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      • span: Instrumenty pochodne zabezpieczające
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      • span: Zobowiązania z tytułu wyemitowanych listów zastawnych
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      • span: Zobowiązania z tytułu wyemitowanych obligacji
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      • span: Pozostałe zobowiązania i rezerwy
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      • span: Kapitał własny
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      • span (style="font-weight:bold"): SUMA ZOBOWIĄZAŃ I KAPITAŁU WŁASNEGO
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    • span: Suma bilansowa PKO Banku Hipotecznego SA na 31 grudnia 2024 roku wyniosła 17 376,7 mln PLN. Kluczową pozycją po stronie aktywów Banku były kredyty mieszkaniowe. Ich wartość bilansowa z uwzględnieniem odpisów na oczekiwane straty kredytowe na 31 grudnia 2024 roku wyniosła 16 600,7 mln PLN, z czego 9 197,5 mln PLN stanowiły kredyty udzielone przez PKO Bank Hipoteczny SA, natomiast 7 403,2 mln PLN stanowiły kredyty nabyte od PKO Banku Polskiego SA.
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    • span: Wartość bilansowa listów zastawnych na koniec grudnia 2024 roku wyniosła 7 233,4 mln PLN, co stanowi 41,6% sumy bilansowej. Oznacza to spadek udziału w sumie bilansowej o 13,6% w stosunku do końca 2023 roku, ze względu na wykup listów zastawnych zapadających w 2024 roku oraz ze względu na wpływ kursu EUR/PLN na wycenę listów zastawnych denominowanych w EUR.
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    • span: Na 31 grudnia 2024 roku znaczącą pozycję w pasywach Banku stanowiły zobowiązania finansowe wobec PKO Banku Polskiego SA. Były to zobowiązania z tytułu kredytów i overdraftu w ramach dostępnego limitu, zobowiązania z tytułu objętych przez PKO Banku Polski SA listów zastawnych i obligacji oraz pozostałe zobowiązania wobec PKO Banku Polskiego SA. Ich łączna wartość wyniosła 6 067,4 mln PLN. Istotnym źródłem finansowania działalności Banku były również wyemitowane przez Bank obligacje niezabezpieczone. Ich saldo na 31 grudnia 2024 roku wyniosło 2 721,3 mln PLN, co oznacza wzrost o 36,7% w stosunku do końca 2023 roku. Materialną pozycję w strukturze finansowania zajmował także kapitał własny w kwocie 1 743,5 mln PLN (1 638,9 mln PLN na koniec 2023 roku).
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    • span (style="font-variant:small-caps; color:#00468c"): 3.3.
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    • span (style="font-variant:small-caps; color:#00468c"): Rachunek zysków i strat PKO Banku Hipotecznego SA
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        • span: mln PLN
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        • span (style="font-weight:bold"): 01.01.2024 – 31.12.2024
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        • span (style="font-weight:bold"): 01.01.2023 – 31.12.2023
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        • span (style="font-weight:bold"): Zmiana r/r
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        • span (style="font-weight:bold"): (w mln PLN)
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        • span: Wynik z tytułu odpisów na oczekiwane straty kredytowe
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        • span: Ogólne koszty administracyjne
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        • span: (47,4)
      • td (style="width:73.3pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #d9d9d9; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; -aw-border:0.5pt single")
      • p (style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt")
        • span: (47,4)
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        • span: 0,0
    • tr
      • td (style="width:220.25pt; border-top:0.75pt solid #ffffff; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ffffff; border-bottom:0.75pt solid #ffffff; padding:1.02pt 5.03pt; background-color:#d9d9d9; -aw-border:0.5pt single")
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        • span: Koszty z tytułu obciążeń regulacyjnych
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      • p (style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt")
        • span: (17,4)
      • td (style="width:73.3pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #d9d9d9; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; -aw-border:0.5pt single")
      • p (style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt")
        • span: (22,4)
      • td (style="width:73.35pt; border:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; -aw-border:0.5pt single")
      • p (style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt")
        • span: 5,0
    • tr
      • td (style="width:220.25pt; border-top:0.75pt solid #ffffff; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ffffff; border-bottom:0.75pt solid #ffffff; padding:1.02pt 5.03pt; background-color:#d9d9d9; -aw-border:0.5pt single")
      • p (style="margin-top:0pt; margin-left:8.8pt; margin-bottom:0pt; font-size:9pt")
        • span: Podatek od niektórych instytucji finansowych
      • td (style="width:73.3pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; -aw-border:0.5pt single")
      • p (style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt")
        • span: (51,0)
      • td (style="width:73.3pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #d9d9d9; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; -aw-border:0.5pt single")
      • p (style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt")
        • span: (58,0)
      • td (style="width:73.35pt; border:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; -aw-border:0.5pt single")
      • p (style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt")
        • span: 7,0
    • tr
      • td (style="width:220.25pt; border-top:0.75pt solid #ffffff; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ffffff; border-bottom:0.75pt solid #ffffff; padding:1.02pt 5.03pt; background-color:#d9d9d9; -aw-border:0.5pt single")
      • p (style="margin-top:0pt; margin-bottom:0pt; font-size:9pt")
        • span (style="font-weight:bold"): Wynik z działalności operacyjnej
      • td (style="width:73.3pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; -aw-border:0.5pt single")
      • p (style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt")
        • span (style="font-weight:bold"): 176,1
      • td (style="width:73.3pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #d9d9d9; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; -aw-border:0.5pt single")
      • p (style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt")
        • span (style="font-weight:bold"): 222,9
      • td (style="width:73.35pt; border:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; -aw-border:0.5pt single")
      • p (style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt")
        • span (style="font-weight:bold"): (46,8)
    • tr
      • td (style="width:220.25pt; border-top:0.75pt solid #ffffff; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ffffff; border-bottom:0.75pt solid #ffffff; padding:1.02pt 5.03pt; background-color:#d9d9d9; -aw-border:0.5pt single")
      • p (style="margin-top:0pt; margin-bottom:0pt; font-size:9pt")
        • span (style="font-weight:bold"): Zysk brutto
      • td (style="width:73.3pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; -aw-border:0.5pt single")
      • p (style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt")
        • span (style="font-weight:bold"): 176,1
      • td (style="width:73.3pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #d9d9d9; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; -aw-border:0.5pt single")
      • p (style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt")
        • span (style="font-weight:bold"): 222,9
      • td (style="width:73.35pt; border:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; -aw-border:0.5pt single")
      • p (style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt")
        • span (style="font-weight:bold"): (46,8)
    • tr
      • td (style="width:220.25pt; border-top:0.75pt solid #ffffff; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ffffff; border-bottom:0.75pt solid #ffffff; padding:1.02pt 5.03pt; background-color:#d9d9d9; -aw-border:0.5pt single")
      • p (style="margin-top:0pt; margin-left:8.8pt; margin-bottom:0pt; font-size:9pt")
        • span: Podatek dochodowy
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      • p (style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt")
        • span: (45,8)
      • td (style="width:73.3pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #d9d9d9; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; -aw-border:0.5pt single")
      • p (style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt")
        • span: (57,1)
      • td (style="width:73.35pt; border:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; -aw-border:0.5pt single")
      • p (style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt")
        • span: 11,3
    • tr
      • td (style="width:220.25pt; border-top:0.75pt solid #ffffff; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ffffff; border-bottom:0.75pt solid #ffffff; padding:1.02pt 5.03pt; background-color:#d9d9d9; -aw-border:0.5pt single")
      • p (style="margin-top:0pt; margin-bottom:0pt; font-size:9pt")
        • span (style="font-weight:bold"): Zysk netto
      • td (style="width:73.3pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #ff0000; padding:1.02pt 5.03pt; -aw-border:0.5pt single")
      • p (style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt")
        • span (style="font-weight:bold"): 130,3
      • td (style="width:73.3pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #d9d9d9; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; -aw-border:0.5pt single")
      • p (style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt")
        • span (style="font-weight:bold"): 165,8
      • td (style="width:73.35pt; border:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; -aw-border:0.5pt single")
      • p (style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt")
        • span (style="font-weight:bold"): (35,5)
  • p (style="margin-top:0pt; margin-right:8.45pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt")
    • span (style="color:#ff0000; -aw-import:ignore")
  • p (style="margin-top:0pt; margin-right:8.55pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt")
    • a (id="_Hlk157429613")
    • span: PKO Bank Hipoteczny SA zakończył 2024 rok zyskiem netto w wysokości 130,3 mln PLN, co stanowi spadek o 35,5 mln PLN w porównaniu z 2023 rokiem.
  • p (style="margin-top:0pt; margin-right:8.45pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt")
    • span: W analizowanym okresie Bank wypracował przychody z tytułu odsetek w wysokości 1 321,2 mln PLN z czego przychody odsetkowe od kredytów mieszkaniowych wyceniane według zamortyzowanego kosztu wyniosły 1 267,9 mln PLN . W tym czasie Bank poniósł koszty z tytułu odsetek w wysokości 1 034,4 mln PLN w tym odsetek od listów zastawnych oraz kosztów z tytułu transakcji zabezpieczających. Koszty odsetkowe z tego tytułu wyniosły łącznie 547,3 mln PLN.
    • span (style="-aw-import:spaces")
    • span: W wyniku z tytułu odsetek ujęta została zrealizowana strata z tytułu wakacji kredytowych.
  • p (style="margin-top:0pt; margin-right:8.45pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt")
    • span: Zrealizowany obrót (rozumiany jako przychód z tytułu odsetek i przychód z tytułu prowizji i opłat) pochodził w całości z działalności na terytorium Polski.
  • p (style="margin-top:0pt; margin-right:8.45pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt")
    • span: W 2024 roku Bank poniósł 47,4 mln PLN ogólnych kosztów administracyjnych. Istotną pozycję w strukturze kosztów administracyjnych stanowiły koszty rzeczowe w wysokości 27,0 mln PLN, w tym 19,2 mln PLN stanowiły koszty związane z usługami świadczonymi przez PKO w ramach umowy outsourcingowej. Koszty z tytułu świadczeń pracowniczych wyniosły 18,2 mln PLN.
  • p (style="margin-top:0pt; margin-right:8.45pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt")
    • span: W 2024 roku koszty z tytułu obciążeń regulacyjnych wyniosły 17,4 mln PLN. Główną pozycją tych kosztów była składka na fundusz przymusowej restrukturyzacji Bankowego Funduszu Gwarancyjnego, której wartość wyniosła 13,9 mln PLN.
  • p (style="margin-top:0pt; margin-right:8.45pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt")
    • span: Istotny koszt w działalności Banku stanowił podatek od niektórych instytucji finansowych, którego wartość w okresie sprawozdawczym wyniosła 51,0 mln PLN.
  • p (style="margin-top:0pt; margin-right:8.45pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt")
    • span: Wysoki poziom kosztów z tytułu obciążeń regulacyjnych oraz podatkowych istotnie wpływa na rentowność Banku.
  • p (style="margin-top:0pt; margin-right:8.5pt; margin-bottom:12pt; text-align:justify; line-height:normal; font-size:10pt")
    • span: Wynik Banku z tytułu odpisów na oczekiwane straty kredytowe w 2024 roku wyniósł 5,4 mln PLN (netto rozwiązanie rezerw), co przełożyło się na wskaźnik kosztów ryzyka kredytowego wynoszący -0,03%. W 2023 roku
    • span (style="font-size:8pt")
    • span: było to odpowiednio (7,6) mln PLN oraz 0,04%. Koszt ryzyka jest na bardzo niskim poziomie, co jest konsekwencją utrzymywania wysokiego poziomu kontroli ryzyka kredytowego, przekładającego się na bardzo dobrą jakość portfela kredytowego.
  • p (style="margin-top:6pt; margin-right:8.5pt; margin-bottom:6pt; text-align:justify; page-break-after:avoid; line-height:normal; font-size:10pt; background-color:#d9d9d9")
    • span (style="-aw-bookmark-end:_Hlk157429613")
    • span (style="font-weight:bold; font-variant:small-caps; color:#00468c"): Wypłata dywidendy
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    • span: 26 czerwca 2024 roku Zwyczajne Walne Zgromadzenie PKO Banku Hipotecznego SA podjęło uchwałę w sprawie
  • p (style="margin-top:0pt; margin-right:8.5pt; margin-bottom:0pt; text-align:justify; line-height:normal; font-size:10pt")
    • span: podziału zysku za rok obrotowy 2023, w której:
  • p (style="margin:3pt 8.5pt 3pt 18pt; text-indent:-18pt; text-align:justify; line-height:normal; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:12.1pt")
    • span (style="-aw-import:ignore")
    • span (style="font-family:Symbol"): •
    • span (style="width:12.1pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces")
    • span: 13,2 mln PLN tj. 8% zysku przeznaczono na kapitał zapasowy Banku zgodnie z art. 348 oraz art. 396 KSH,
  • p (style="margin:3pt 8.5pt 3pt 18pt; text-indent:-18pt; text-align:justify; line-height:normal; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:12.1pt")
    • span (style="-aw-import:ignore")
    • span (style="font-family:Symbol"): •
    • span (style="width:12.1pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces")
    • span: 66,0 mln PLN przeznaczono na pokrycie straty z lat ubiegłych.
  • p (style="margin-top:0pt; margin-right:8.5pt; margin-bottom:12pt; text-align:justify; line-height:normal; font-size:10pt")
    • span: 86,6 mln PLN tj. pozostałą część zysku przeznaczono na wypłatę dywidendy. 28 czerwca 2024 roku Bank przekazał na rejestr akcjonariuszy rynku niepublicznego prowadzony przez PKO BP Biuro Maklerskie środki na wypłatę dywidendy na rzecz PKO Banku Polskiego SA.
  • p (style="margin-top:6pt; margin-right:8.5pt; margin-bottom:6pt; text-align:justify; page-break-after:avoid; line-height:normal; font-size:10pt; background-color:#d9d9d9")
    • span (style="font-weight:bold; font-variant:small-caps; color:#00468c"): Struktura finansowania Banku
  • p (style="margin-top:0pt; margin-right:8.45pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt")
    • span: Poniższa tabela przedstawia strukturę źródeł finansowania Banku:
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      • p (style="margin-top:0pt; margin-right:8.5pt; margin-bottom:0pt; font-size:10pt")
      • span (style="-aw-import:ignore")
    • td (style="width:115.15pt; border-top:0.75pt solid #ff0000; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ff0000; padding:1.02pt 5.03pt 1.4pt; vertical-align:middle; background-color:#d9d9d9; -aw-border-left:0.5pt single; -aw-border-right:0.5pt single; -aw-border-top:0.5pt single")
      • p (style="margin-top:0pt; margin-right:8.5pt; margin-bottom:0pt; text-align:center; font-size:9pt")
      • span (style="font-weight:bold"): 31.12.2024
    • td (style="width:115.2pt; border-top:0.75pt solid #ffffff; border-right:0.75pt solid #ffffff; border-left:0.75pt solid #ff0000; padding:1.02pt 5.03pt 1.4pt; vertical-align:middle; background-color:#d9d9d9; -aw-border-left:0.5pt single; -aw-border-right:0.5pt single; -aw-border-top:0.5pt single")
      • p (style="margin-top:0pt; margin-right:8.5pt; margin-bottom:0pt; text-align:center; font-size:9pt")
      • span (style="font-weight:bold"): 31.12.2023
    • tr
    • td (style="width:220.65pt; border-top:0.75pt solid #ffffff; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ffffff; border-bottom:0.75pt solid #ffffff; padding:1.02pt 5.03pt; vertical-align:middle; background-color:#d9d9d9; -aw-border:0.5pt single")
      • p (style="margin-top:0pt; margin-bottom:0pt; font-size:9pt")
      • span: Emisje listów zastawnych
    • td (style="width:115.15pt; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.4pt 5.03pt 1.02pt; vertical-align:middle; -aw-border-bottom:0.5pt single; -aw-border-left:0.5pt single; -aw-border-right:0.5pt single")
      • p (style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt")
      • span: 41,6%
    • td (style="width:115.2pt; border-right:0.75pt solid #d9d9d9; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.4pt 5.03pt 1.02pt; vertical-align:middle; -aw-border-bottom:0.5pt single; -aw-border-left:0.5pt single; -aw-border-right:0.5pt single")
      • p (style="margin-top:0pt; margin-bottom:0pt; text-align:right; line-height:110%; font-size:9pt")
      • span: 55,2%
    • tr
    • td (style="width:220.65pt; border-top:0.75pt solid #ffffff; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ffffff; border-bottom:0.75pt solid #ffffff; padding:1.02pt 5.03pt; vertical-align:middle; background-color:#d9d9d9; -aw-border:0.5pt single")
      • p (style="margin-top:0pt; margin-bottom:0pt; font-size:9pt")
      • span: Środki od podmiotu dominującego
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      • p (style="margin-top:0pt; margin-bottom:0pt; text-align:right; line-height:110%; font-size:9pt")
      • span: 30,8%
    • td (style="width:115.2pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #d9d9d9; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; vertical-align:middle; -aw-border:0.5pt single")
      • p (style="margin-top:0pt; margin-bottom:0pt; text-align:right; line-height:110%; font-size:9pt")
      • span: 24,2%
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      • span: Emisje obligacji
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      • span: 15,7%
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      • span: 10,5%
    • tr
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      • p (style="margin-top:0pt; margin-bottom:0pt; line-height:110%; font-size:9pt")
      • span: Kapitały własne
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      • span: 10,0%
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      • span: 8,7%
    • tr
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      • p (style="margin-top:0pt; margin-bottom:0pt; line-height:110%; font-size:9pt")
      • span: Pozostałe
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      • span: 1,4%
    • tr
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      • p (style="margin-top:0pt; margin-bottom:0pt; line-height:110%; font-size:9pt")
      • span (style="font-weight:bold"): Łącznie
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      • p (style="margin-top:0pt; margin-bottom:0pt; text-align:right; line-height:110%; font-size:9pt")
      • span (style="font-weight:bold"): 100,0%
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      • span (style="font-weight:bold"): 100,0%
  • p (style="margin-top:6pt; margin-right:8.5pt; margin-bottom:12pt; text-align:justify; line-height:normal; font-size:10pt")
    • span: Na 31 grudnia 2024 roku oraz na 31 grudnia 2023 roku Bank nie posiadał zobowiązań wynikających z zawartych umów, w przypadku których nie
    • span
    • span: wywiązał się z płatności w przewidzianym terminie.
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    • span (style="font-weight:bold; font-variant:small-caps; color:#00468c"): Wpływ
    • span (style="font-family:'Times New Roman'")
    • span (style="font-weight:bold; font-variant:small-caps; color:#00468c"): ustawy o finansowaniu społecznościowym dla przedsięwzięć gospodarczych i pomocy kredytobiorcom na osiągnięte wyniki finansowe Banku
  • p (style="margin-top:6pt; margin-right:8.5pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt")
    • span: 12 kwietnia 2024 roku Sejm uchwalił nowelizację ustawy o wsparciu kredytobiorców, którzy zaciągnęli kredyt mieszkaniowy i znajdują się w trudnej sytuacji finansowej oraz ustawy o finansowaniu społecznościowym dla przedsięwzięć gospodarczych i pomocy kredytobiorcom z dnia 7 lipca 2022 roku. Ustawa została przyjęta przez Senat i podpisana przez Prezydenta. Zgodnie z powyższą nowelizacją z wakacji kredytowych mogli skorzystać kredytobiorcy, spełniający następujące kryteria:
  • p (style="margin-top:6pt; margin-right:8.5pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt")
    • span: •
    • span (style="width:9.65pt; display:inline-block; -aw-tabstop-align:left; -aw-tabstop-pos:14.2pt")
    • span: wartość udzielonego kredytu nie przekracza 1,2 mln PLN oraz
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    • span: •
    • span (style="width:9.65pt; display:inline-block; -aw-tabstop-align:left; -aw-tabstop-pos:14.2pt")
    • span: rata kredytu przekracza 30% dochodu gospodarstwa domowego, kalkulowanego jako średni dochód gospodarstwa z ostatnich 3 miesięcy lub kredytobiorca ma na utrzymaniu co najmniej troje dzieci (na dzień złożenia wniosku).
  • p (style="margin-top:6pt; margin-right:8.5pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt")
    • span: Zgodnie z Ustawą w 2024 roku można było zawiesić 4 raty kredytu mieszkaniowego — 2 pomiędzy 1 czerwca a 31 sierpnia 2024 roku oraz 2 pomiędzy 1 września a 31 grudnia 2024 roku.
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    • span: Bank przyjął osąd, że uprawnienia klientów do skorzystania przez nich z zawieszenia spłat kredytu stanowią ustawową modyfikację przepływów pieniężnych, co nastąpiło w dniu podpisania Ustawy przez Prezydenta.
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    • span: Bank dokonał w maju 2024 roku korekty wartości bilansowej brutto kredytów hipotecznych na kwotę 60,8 mln PLN, ujmując ją jako pomniejszenie przychodu odsetkowego. Wartość korekty została ustalona jako różnica wartości szacowanych przepływów pieniężnych, wynikających z umów kredytowych, uwzględniających zawieszenie płatności rat, zdyskontowanych efektywną stopą procentową sprzed modyfikacji oraz bieżącej wartości bilansowej brutto portfela kredytowego. Szacunek straty oparty był o założenie, iż 15% straty maksymalnej zostanie zrealizowana podczas trwania programu (współczynnik partycypacji klientów).
  • p (style="margin-top:6pt; margin-right:8.5pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt")
    • span: Do końca grudnia 2024 roku 5,2 tys. klientów Banku złożyło wniosek o zawieszenie spłaty jednej lub więcej rat kredytu hipotecznego, co stanowiło 5,4% liczby klientów Banku ogółem oraz 8,3% wartości kredytów ogółem.
  • p (style="margin-top:6pt; margin-right:8.5pt; margin-bottom:6pt; text-align:justify; line-height:110%; font-size:10pt")
    • span: W IV kwartale 2024 roku Bank, na podstawie danych empirycznych dotyczących faktycznego skorzystania przez klientów z wakacji kredytowych, dokonał aktualizacji poziomu straty z tego tytułu oraz proporcjonalnego zmniejszenia dotychczasowego rozliczenia straty. Łączny efekt ujęty przez Bank z tego tytułu wyniósł 28,3 mln PLN (w tym zmniejszenie straty ujętej w maju 2024 roku w wysokości 29,4 mln PLN oraz proporcjonalne zmniejszenie dotychczasowej amortyzacji w kwocie 1,1 mln PLN) – co przełożyło się na zwiększenie wyniku odsetkowego oraz zmniejszenie korekty wartości bilansowej brutto kredytów. Zrealizowana strata z tytułu ustawowych wakacji kredytowych, bez efektu dotychczasowego rozliczenia, wyniosła 31,4 mln PLN.
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    • span (style="-aw-import:ignore")
    • span (style="font-variant:small-caps; color:#00468c"): 3.4.
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    • span (style="font-variant:small-caps; color:#00468c"): Wymogi w zakresie funduszy własnych (Filar I)
    • span (style="font-variant:small-caps; color:#00468c")
  • p (style="margin-top:6pt; margin-right:8.5pt; margin-bottom:6pt; text-align:justify; page-break-after:avoid; line-height:normal; font-size:10pt; background-color:#d9d9d9")
    • span (style="font-weight:bold; font-variant:small-caps; color:#00468c"): Informacje ogólne
  • p (style="margin-top:6pt; margin-right:8.5pt; margin-bottom:3pt; text-align:justify; line-height:normal; font-size:10pt")
    • span: Zgodnie z Rozporządzeniem CRR Bank wylicza wymogi w zakresie funduszy własnych dla następujących rodzajów ryzyka:
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    • span (style="font-family:Symbol"): •
    • span (style="width:8.3pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces")
    • span: z tytułu ryzyka kredytowego – metodą standardową,
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    • span (style="-aw-import:ignore")
    • span (style="font-family:Symbol"): •
    • span (style="width:8.3pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces")
    • span: z tytułu ryzyka związanego z korektą wyceny kredytowej (CVA) – metodą standardową,
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    • span (style="font-family:Symbol"): •
    • span (style="width:8.3pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces")
    • span: z tytułu ryzyka rozliczenia i dostawy – metodą standardową,
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    • span (style="-aw-import:ignore")
    • span (style="font-family:Symbol"): •
    • span (style="width:8.3pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces")
    • span: z tytułu ryzyka operacyjnego – metodą wskaźnika bazowego (BIA),
  • p (style="margin-top:0pt; margin-left:14.2pt; margin-bottom:6pt; text-indent:-14.2pt; text-align:justify; line-height:normal; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:8.3pt")
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    • span (style="font-family:Symbol"): •
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    • span: z tytułu ryzyka rynkowego (tylko ryzyko walutowe) – metodami podstawowymi.
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    • span: Na 31 grudnia 2024 roku wymogi w zakresie funduszy własnych z tytułu ryzyka związanego z korektą wyceny kredytowej, rozliczenia i dostawy oraz ryzyka rynkowego były zerowe, zatem na łączny wymóg w zakresie funduszy własnych składały się wymogi z tytułu ryzyka kredytowego oraz operacyjnego.
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      • span: Wymogi w zakresie funduszy własnych
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      • span (style="font-weight:bold"): 31.12.2024
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      • span (style="font-weight:bold"): 31.12.2023
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      • span: Ryzyko kredytowe (mln PLN)
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      • span: Łączny wymóg w zakresie funduszy własnych (mln PLN)
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      • span: Współczynnik kapitału podstawowego Tier 1 (CET1)
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      • span (style="font-weight:bold"): Łączny współczynnik kapitałowy (TCR)
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    • span: Poniższe tabele prezentują wartości ekspozycji, aktywa ważone ryzykiem (RWA – ang. Risk Weighted Assets) oraz wymogi w zakresie funduszy własnych, w podziale na poszczególne klasy ekspozycji:
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        • span: 31.12.2024
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        • span: mln PLN
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        • span (style="font-weight:bold"): Ekspozycja brutto
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        • span (style="font-weight:bold"): Wartość ekspozycji
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        • span (style="font-weight:bold"): Aktywa ważone ryzykiem (RWA)
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        • span (style="font-weight:bold"): Wymóg w zakresie funduszy własnych
    • tbody
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        • span: Ekspozycje detaliczne
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        • span: Ekspozycje zabezpieczone hipotekami na nieruchomościach
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        • span: Ekspozycje wobec rządów centralnych lub banków centralnych
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        • span: Ekspozycje, których dotyczy niewykonanie zobowiązania
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        • span: Inne ekspozycje
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      • p (style="margin-top:0pt; margin-bottom:0pt; line-height:110%; font-size:9pt")
        • span (style="font-weight:bold"): Razem
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    • span (style="-aw-import:ignore")
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    • thead
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      • td (style="width:217.15pt; border:0.75pt solid #ffffff; padding:1.02pt 3.88pt; background-color:#d9d9d9; -aw-border:0.5pt single")
      • p (style="margin-top:0pt; margin-right:8.5pt; margin-bottom:0pt; text-align:center; font-size:9pt")
        • span: 31.12.2023
      • p (style="margin-top:0pt; margin-right:8.5pt; margin-bottom:0pt; text-align:center; font-size:9pt")
        • span: mln PLN
      • td (style="width:55.3pt; border:0.75pt solid #ffffff; padding:1.02pt 3.88pt; background-color:#d9d9d9; -aw-border:0.5pt single")
      • p (style="margin-top:0pt; margin-right:8.5pt; margin-bottom:0pt; text-align:center; font-size:9pt")
        • span (style="font-weight:bold"): Ekspozycja brutto
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      • p (style="margin-top:0pt; margin-right:8.5pt; margin-bottom:0pt; text-align:center; font-size:9pt")
        • span (style="font-weight:bold"): Wartość ekspozycji
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        • span (style="font-size:6pt; font-weight:bold; vertical-align:super; color:#000000"): [14]
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      • p (style="margin-top:0pt; margin-right:8.5pt; margin-bottom:0pt; text-align:center; font-size:9pt")
        • span (style="font-weight:bold"): Aktywa ważone ryzykiem (RWA)
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      • p (style="margin-top:0pt; margin-right:8.5pt; margin-bottom:0pt; text-align:center; font-size:9pt")
        • span (style="font-weight:bold"): Wymóg w zakresie funduszy własnych
    • tbody
    • tr
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        • span: Ekspozycje detaliczne
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        • span
        • span: 014,5
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        • span
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      • p (style="margin-top:0pt; margin-bottom:0pt; line-height:110%; font-size:9pt")
        • span: Ekspozycje zabezpieczone hipotekami na nieruchomościach
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        • span
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        • span
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        • span
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      • p (style="margin-top:0pt; margin-bottom:0pt; line-height:110%; font-size:9pt")
        • span: Ekspozycje wobec rządów centralnych lub banków centralnych
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      • p (style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt")
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        • span: Ekspozycje wobec instytucji
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        • span: Ekspozycje, których dotyczy niewykonanie zobowiązania
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      • p (style="margin-top:0pt; margin-bottom:0pt; line-height:110%; font-size:9pt")
        • span: Inne ekspozycje
      • td (style="width:55.3pt; border-top:0.75pt solid #d9d9d9; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 4.25pt 1.02pt 3.88pt; -aw-border-bottom:0.5pt single; -aw-border-left:0.5pt single; -aw-border-top:0.5pt single")
      • p (style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt")
        • span (style="-aw-import:spaces")
        • span: 33,9
      • td (style="width:60.7pt; border-top:0.75pt solid #d9d9d9; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 4.25pt; -aw-border-bottom:0.5pt single; -aw-border-top:0.5pt single")
      • p (style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt")
        • span: 33,9
      • td (style="width:53.85pt; border-top:0.75pt solid #d9d9d9; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 4.25pt; -aw-border-bottom:0.5pt single; -aw-border-top:0.5pt single")
      • p (style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt")
        • span: 32,9
      • td (style="width:53.9pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 3.88pt 1.02pt 4.25pt; -aw-border-bottom:0.5pt single; -aw-border-right:0.5pt single; -aw-border-top:0.5pt single")
      • p (style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt")
        • span: 2,6
    • tr
      • td (style="width:217.15pt; border-top:0.75pt solid #ffffff; border-left:0.75pt solid #ffffff; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 4.25pt 1.02pt 3.88pt; background-color:#d9d9d9; -aw-border-bottom:0.5pt single; -aw-border-left:0.5pt single; -aw-border-top:0.5pt single")
      • p (style="margin-top:0pt; margin-bottom:0pt; line-height:110%; font-size:9pt")
        • span (style="font-weight:bold"): Razem
      • td (style="width:55.3pt; border-top:0.75pt solid #d9d9d9; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #ff0000; padding:1.02pt 4.25pt 1.02pt 3.88pt; -aw-border-bottom:0.5pt single; -aw-border-left:0.5pt single; -aw-border-top:0.5pt single")
      • p (style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt")
        • span (style="-aw-import:spaces")
        • span: 19
        • span
        • span: 265,7
      • td (style="width:60.7pt; border-top:0.75pt solid #d9d9d9; border-bottom:0.75pt solid #ff0000; padding:1.02pt 4.25pt; -aw-border-bottom:0.5pt single; -aw-border-top:0.5pt single")
      • p (style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt")
        • span (style="-aw-import:spaces")
        • span: 19
        • span
        • span: 177,8
      • td (style="width:53.85pt; border-top:0.75pt solid #d9d9d9; border-bottom:0.75pt solid #ff0000; padding:1.02pt 4.25pt; -aw-border-bottom:0.5pt single; -aw-border-top:0.5pt single")
      • p (style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt")
        • span (style="-aw-import:spaces")
        • span: 7
        • span
        • span: 126,7
      • td (style="width:53.9pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #ff0000; border-bottom:0.75pt solid #ff0000; padding:1.02pt 3.88pt 1.02pt 4.25pt; -aw-border-bottom:0.5pt single; -aw-border-right:0.5pt single; -aw-border-top:0.5pt single")
      • p (style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt")
        • span: 570,1
  • p (style="margin-top:0pt; margin-bottom:0pt")
    • span (style="-aw-import:ignore")
  • p (style="margin-top:0pt; margin-bottom:0pt")
    • span (style="-aw-import:ignore")
  • p (style="margin-top:6pt; margin-right:1.4pt; margin-bottom:6pt; text-align:justify; page-break-after:avoid; line-height:normal; font-size:10pt; background-color:#d9d9d9")
    • span (style="font-weight:bold; font-variant:small-caps; color:#00468c"): Korekty z tytułu ryzyka kredytowego
  • p (style="margin-top:0pt; margin-right:8.5pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt")
    • span: W zakresie korekty z tytułu szczególnego ryzyka kredytowego, Bank wykorzystuje odpis z tytułu utraty wartości aktywów, który został uwzględniony w kapitale Tier I Banku, zgodnie z Rozporządzeniem CRR oraz przepisami wykonawczymi do Rozporządzenia.
  • p (style="margin-top:0pt; margin-right:8.5pt; margin-bottom:12pt; text-align:justify; line-height:normal; font-size:10pt")
    • span: Stosowane przez Bank podejście do identyfikacji ekspozycji zagrożonych utratą wartości oraz metody szacowania odpisów na oczekiwane straty kredytowe i rezerw na udzielone zobowiązania finansowe opisane zostały w Nocie 46.5 „Odpisy z tytułu oczekiwanych strat kredytowych” sprawozdania finansowego PKO Banku Hipotecznego SA za rok zakończony 31 grudnia 2024 roku.
  • p (style="margin-top:6pt; margin-right:1.4pt; margin-bottom:6pt; text-align:justify; page-break-after:avoid; line-height:normal; font-size:10pt; background-color:#d9d9d9")
    • span (style="font-weight:bold; font-variant:small-caps; color:#00468c"): Stosowanie technik ograniczenia ryzyka kredytowego
  • p (style="margin-top:6pt; margin-right:8.5pt; margin-bottom:0pt; text-align:justify; line-height:normal; font-size:10pt")
    • span: Bank wykorzystuje zabezpieczenie hipoteczne dla celów klasyfikacji ekspozycji do klas ekspozycji zabezpieczonych hipotekami na nieruchomości i stosowania preferencyjnej wagi ryzyka. Szczegółowe informacje dotyczące głównych rodzajów zabezpieczeń przyjętych przez Bank oraz sposobu ustalania bankowo – hipotecznej wartości nieruchomości opisane zostały w Nocie 46.2 „Stosowanie technik ograniczania ryzyka kredytowego - zabezpieczenia” sprawozdania finansowego PKO Banku Hipotecznego SA za rok zakończony 31 grudnia 2024 roku.
  • h2 (style="margin-top:18pt; margin-bottom:12pt; text-align:justify; page-break-inside:avoid; page-break-after:avoid; line-height:normal; font-size:11pt; -aw-import:list-item; -aw-list-level-number:1; -aw-list-number-format:'%0.%1.'; -aw-list-number-styles:'decimal decimal'; -aw-list-number-values:'3 5'; -aw-list-padding-sml:32.69pt")
    • span (style="-aw-import:ignore")
    • span (style="font-variant:small-caps; color:#00468c"): 3.5.
    • span (style="width:32.69pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces")
    • a (id="_Toc188973070")
    • a (id="_Toc188973222")
    • a (id="_Toc188973745")
    • a (id="_Toc191981916")
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    • span (style="-aw-bookmark-end:_Toc188973222")
    • span (style="-aw-bookmark-end:_Toc188973745")
    • span (style="font-variant:small-caps; color:#00468c"): Kapitał wewnętrzny (Filar II)
    • span (style="font-variant:small-caps; color:#00468c")
  • p (style="margin-top:3pt; margin-right:8.5pt; margin-bottom:3pt; text-align:justify; line-height:normal; font-size:10pt")
    • span: Kapitał wewnętrzny to szacowana kwota kapitału niezbędna do pokrycia istotnych ryzyk zidentyfikowanych w działalności Banku oraz wpływu zmian otoczenia gospodarczego, uwzględniająca przewidywany poziom ryzyka.
  • p (style="margin-top:6pt; margin-right:8.5pt; margin-bottom:0pt; text-align:justify; line-height:normal; font-size:10pt")
    • span: PKO Bank Hipoteczny SA cyklicznie monitoruje istotność poszczególnych rodzajów ryzyka odnoszących się do działalności Banku.
  • p (style="margin-top:6pt; margin-right:3.4pt; margin-bottom:3pt; text-align:justify; line-height:normal; font-size:10pt")
    • span: Bank dokonuje odrębnego szacowania kapitału wewnętrznego na następujące rodzaje ryzyka uznane za istotne:
  • p (style="margin-top:0pt; margin-left:14.2pt; margin-bottom:3pt; text-indent:-14.2pt; text-align:justify; line-height:normal; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:8.3pt")
    • span (style="-aw-import:ignore")
    • span (style="font-family:Symbol"): •
    • span (style="width:8.3pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces")
    • span: ryzyko kredytowe,
  • p (style="margin-top:0pt; margin-left:14.2pt; margin-bottom:3pt; text-indent:-14.2pt; text-align:justify; line-height:normal; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:8.3pt")
    • span (style="-aw-import:ignore")
    • span (style="font-family:Symbol"): •
    • span (style="width:8.3pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces")
    • span: ryzyko płynności,
  • p (style="margin-top:0pt; margin-left:14.2pt; margin-bottom:3pt; text-indent:-14.2pt; text-align:justify; line-height:normal; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:8.3pt")
    • span (style="-aw-import:ignore")
    • span (style="font-family:Symbol"): •
    • span (style="width:8.3pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces")
    • span: ryzyko operacyjne,
  • p (style="margin-top:0pt; margin-left:14.2pt; margin-bottom:3pt; text-indent:-14.2pt; text-align:justify; line-height:normal; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:8.3pt")
    • span (style="-aw-import:ignore")
    • span (style="font-family:Symbol"): •
    • span (style="width:8.3pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces")
    • span: ryzyko stopy procentowej,
  • p (style="margin-top:0pt; margin-left:14.2pt; margin-bottom:3pt; text-indent:-14.2pt; text-align:justify; line-height:normal; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:8.3pt")
    • span (style="-aw-import:ignore")
    • span (style="font-family:Symbol"): •
    • span (style="width:8.3pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces")
    • span: ryzyko biznesowe,
  • p (style="margin-top:0pt; margin-left:14.2pt; margin-bottom:3pt; text-indent:-14.2pt; text-align:justify; line-height:normal; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:8.3pt")
    • span (style="-aw-import:ignore")
    • span (style="font-family:Symbol"): •
    • span (style="width:8.3pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces")
    • span: ryzyko modeli.
  • p (style="margin-top:6pt; margin-right:8.5pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt")
    • span: Kapitał wewnętrzny na pokrycie poszczególnych rodzajów ryzyka jest ustalany zgodnie z metodami określonymi w przepisach wewnętrznych Banku. Łączny kapitał wewnętrzny stanowi sumę wysokości kapitału wewnętrznego niezbędnego do pokrycia istotnych dla Banku rodzajów ryzyka.
  • table (cellpadding="0", cellspacing="0", style="width:484.85pt; margin-left:5.4pt; -aw-border-insideh:0.5pt single #ffffff; -aw-border-insidev:0.5pt single #ffffff; border-collapse:collapse")
    • thead
    • tr (style="height:14.15pt")
      • td (style="width:213.15pt; border-top:0.75pt solid #ffffff; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ffffff; border-bottom:0.75pt solid #ffffff; padding:1.02pt 5.03pt; background-color:#d9d9d9; -aw-border:0.5pt single")
      • p (style="margin-top:0pt; margin-right:8.5pt; margin-bottom:0pt; font-size:9pt")
        • span: Struktura kapitału wewnętrznego
      • td (style="width:119.25pt; border-top:0.75pt solid #ff0000; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ff0000; padding:1.02pt 5.03pt 1.4pt; background-color:#d9d9d9; -aw-border-left:0.5pt single; -aw-border-right:0.5pt single; -aw-border-top:0.5pt single")
      • p (style="margin-top:0pt; margin-right:8.5pt; margin-bottom:0pt; text-align:center; font-size:9pt")
        • span (style="font-weight:bold"): 31.12.2024
      • td (style="width:119.3pt; border-top:0.75pt solid #ffffff; border-right:0.75pt solid #ffffff; border-left:0.75pt solid #ff0000; padding:1.02pt 5.03pt 1.4pt; background-color:#d9d9d9; -aw-border-left:0.5pt single; -aw-border-right:0.5pt single; -aw-border-top:0.5pt single")
      • p (style="margin-top:0pt; margin-right:8.5pt; margin-bottom:0pt; text-align:center; font-size:9pt")
        • span (style="font-weight:bold"): 31.12.2023
    • tbody
    • tr
      • td (style="width:213.15pt; border-top:0.75pt solid #ffffff; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ffffff; border-bottom:0.75pt solid #ffffff; padding:1.02pt 5.03pt; background-color:#d9d9d9; -aw-border:0.5pt single")
      • p (style="margin-top:0pt; margin-bottom:0pt; font-size:9pt")
        • span: Na pokrycie ryzyka kredytowego
      • td (style="width:119.25pt; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.4pt 5.03pt 1.02pt; vertical-align:top; -aw-border-bottom:0.5pt single; -aw-border-left:0.5pt single; -aw-border-right:0.5pt single")
      • p (style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:8pt")
        • span: 66,1%
      • td (style="width:119.3pt; border-right:0.75pt solid #e6e6e6; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.4pt 5.03pt 1.02pt; vertical-align:top; -aw-border-bottom:0.5pt single; -aw-border-left:0.5pt single; -aw-border-right:0.5pt single")
      • p (style="margin-top:0pt; margin-bottom:0pt; text-align:right; line-height:110%; font-size:8pt")
        • span: 69,8%
    • tr
      • td (style="width:213.15pt; border-top:0.75pt solid #ffffff; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ffffff; border-bottom:0.75pt solid #ffffff; padding:1.02pt 5.03pt; background-color:#d9d9d9; -aw-border:0.5pt single")
      • p (style="margin-top:0pt; margin-bottom:0pt; font-size:9pt")
        • span: Na pokrycie ryzyka płynności
      • td (style="width:119.25pt; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.4pt 5.03pt 1.02pt; vertical-align:top; -aw-border-bottom:0.5pt single; -aw-border-left:0.5pt single; -aw-border-right:0.5pt single")
      • p (style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:8pt")
        • span: 6,1%
      • td (style="width:119.3pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #e6e6e6; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; vertical-align:top; -aw-border:0.5pt single")
      • p (style="margin-top:0pt; margin-bottom:0pt; text-align:right; line-height:110%; font-size:8pt")
        • span: 5,8%
    • tr
      • td (style="width:213.15pt; border-top:0.75pt solid #ffffff; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ffffff; border-bottom:0.75pt solid #ffffff; padding:1.02pt 5.03pt; background-color:#d9d9d9; -aw-border:0.5pt single")
      • p (style="margin-top:0pt; margin-bottom:0pt; line-height:110%; font-size:9pt")
        • span: Na pokrycie ryzyka operacyjnego
      • td (style="width:119.25pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; vertical-align:top; -aw-border:0.5pt single")
      • p (style="margin-top:0pt; margin-bottom:0pt; text-align:right; line-height:110%; font-size:8pt")
        • span: 5,4%
      • td (style="width:119.3pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #e6e6e6; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; vertical-align:top; -aw-border:0.5pt single")
      • p (style="margin-top:0pt; margin-bottom:0pt; text-align:right; line-height:110%; font-size:8pt")
        • span: 3,7%
    • tr
      • td (style="width:213.15pt; border-top:0.75pt solid #ffffff; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ffffff; border-bottom:0.75pt solid #ffffff; padding:1.02pt 5.03pt; background-color:#d9d9d9; -aw-border:0.5pt single")
      • p (style="margin-top:0pt; margin-bottom:0pt; line-height:110%; font-size:9pt")
        • span: Na pokrycie ryzyka stopy procentowej
      • td (style="width:119.25pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; vertical-align:top; -aw-border:0.5pt single")
      • p (style="margin-top:0pt; margin-bottom:0pt; text-align:right; line-height:110%; font-size:8pt")
        • span: 9,8%
      • td (style="width:119.3pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #e6e6e6; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; vertical-align:top; -aw-border:0.5pt single")
      • p (style="margin-top:0pt; margin-bottom:0pt; text-align:right; line-height:110%; font-size:8pt")
        • span: 8,3%
    • tr
      • td (style="width:213.15pt; border-top:0.75pt solid #ffffff; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ffffff; border-bottom:0.75pt solid #ffffff; padding:1.02pt 5.03pt; background-color:#d9d9d9; -aw-border:0.5pt single")
      • p (style="margin-top:0pt; margin-bottom:0pt; line-height:110%; font-size:9pt")
        • span: Na pokrycie ryzyka biznesowego
      • td (style="width:119.25pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; vertical-align:top; -aw-border:0.5pt single")
      • p (style="margin-top:0pt; margin-bottom:0pt; text-align:right; line-height:110%; font-size:8pt")
        • span: 12,4%
      • td (style="width:119.3pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #e6e6e6; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; vertical-align:top; -aw-border:0.5pt single")
      • p (style="margin-top:0pt; margin-bottom:0pt; text-align:right; line-height:110%; font-size:8pt")
        • span: 12,2%
    • tr
      • td (style="width:213.15pt; border-top:0.75pt solid #ffffff; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ffffff; border-bottom:0.75pt solid #ffffff; padding:1.02pt 5.03pt; background-color:#d9d9d9; -aw-border:0.5pt single")
      • p (style="margin-top:0pt; margin-bottom:0pt; line-height:110%; font-size:9pt")
        • span: Na pokrycie ryzyka modeli
      • td (style="width:119.25pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; vertical-align:top; -aw-border:0.5pt single")
      • p (style="margin-top:0pt; margin-bottom:0pt; text-align:right; line-height:110%; font-size:8pt")
        • span: 0,2%
      • td (style="width:119.3pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #e6e6e6; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; vertical-align:top; -aw-border:0.5pt single")
      • p (style="margin-top:0pt; margin-bottom:0pt; text-align:right; line-height:110%; font-size:8pt")
        • span: 0,2%
    • tr
      • td (style="width:213.15pt; border-top:0.75pt solid #ffffff; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ffffff; border-bottom:0.75pt solid #ffffff; padding:1.02pt 5.03pt; background-color:#d9d9d9; -aw-border:0.5pt single")
      • p (style="margin-top:0pt; margin-bottom:0pt; line-height:110%; font-size:9pt")
        • span (style="font-weight:bold"): Razem
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        • span: 100,0%
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      • p (style="margin-top:0pt; margin-bottom:0pt; text-align:right; line-height:110%; font-size:8pt")
        • span: 100,0%
  • p (style="margin-top:6pt; margin-right:8.5pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt")
    • span: Na 31 grudnia 2024 roku relacja funduszy własnych do kapitału wewnętrznego Banku utrzymywała się zarówno powyżej limitu ustawowego jak i wewnętrznego.
  • p (style="margin-top:6pt; margin-right:8.5pt; margin-bottom:0pt; text-align:justify; line-height:normal; font-size:10pt")
    • span: W celu oszacowania kwoty funduszy własnych niezbędnej do prowadzenia bezpiecznej działalności w warunkach dekoniunktury, Bank regularnie przeprowadza testy warunków skrajnych.
  • h2 (style="margin-top:18pt; margin-bottom:12pt; text-align:justify; page-break-inside:avoid; page-break-after:avoid; line-height:normal; font-size:11pt; -aw-import:list-item; -aw-list-level-number:1; -aw-list-number-format:'%0.%1.'; -aw-list-number-styles:'decimal decimal'; -aw-list-number-values:'3 6'; -aw-list-padding-sml:32.69pt")
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    • span (style="font-variant:small-caps; color:#00468c"): 3.6.
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    • span (style="-aw-bookmark-end:_Toc188973781")
    • span (style="font-variant:small-caps; color:#00468c"): Ujawnienia (Filar III)
  • p (style="margin-top:3pt; margin-right:8.5pt; margin-bottom:3pt; text-align:justify; line-height:normal; font-size:10pt")
    • span: Uwzględniając skalę oraz specyfikę działalności, Bank publikuje w sprawozdaniu finansowym oraz sprawozdaniu Zarządu z działalności Banku w szczególności informacje w zakresie:
  • p (style="margin:0pt 8.5pt 3pt 14.2pt; text-indent:-14.2pt; text-align:justify; line-height:normal; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:8.3pt")
    • span (style="-aw-import:ignore")
    • span (style="font-family:Symbol"): •
    • span (style="width:8.3pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces")
    • span: celów i strategii w zakresie zarządzania ryzykiem,
  • p (style="margin:0pt 8.5pt 3pt 14.2pt; text-indent:-14.2pt; text-align:justify; line-height:normal; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:8.3pt")
    • span (style="-aw-import:ignore")
    • span (style="font-family:Symbol"): •
    • span (style="width:8.3pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces")
    • span: funduszy własnych dla potrzeb adekwatności kapitałowej,
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    • span (style="-aw-import:ignore")
    • span (style="font-family:Symbol"): •
    • span (style="width:8.3pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces")
    • span: buforów kapitałowych,
  • p (style="margin:0pt 8.5pt 3pt 14.2pt; text-indent:-14.2pt; text-align:justify; line-height:normal; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:8.3pt")
    • span (style="-aw-import:ignore")
    • span (style="font-family:Symbol"): •
    • span (style="width:8.3pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces")
    • span: dźwigni finansowej,
  • p (style="margin:0pt 8.5pt 3pt 14.2pt; text-indent:-14.2pt; text-align:justify; line-height:normal; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:8.3pt")
    • span (style="-aw-import:ignore")
    • span (style="font-family:Symbol"): •
    • span (style="width:8.3pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces")
    • span: wymogów kapitałowych,
  • p (style="margin:0pt 8.5pt 3pt 14.2pt; text-indent:-14.2pt; text-align:justify; line-height:normal; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:8.3pt")
    • span (style="-aw-import:ignore")
    • span (style="font-family:Symbol"): •
    • span (style="width:8.3pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces")
    • span: korekt z tytułu ryzyka kredytowego,
  • p (style="margin:0pt 8.5pt 3pt 14.2pt; text-indent:-14.2pt; text-align:justify; line-height:normal; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:8.3pt")
    • span (style="-aw-import:ignore")
    • span (style="font-family:Symbol"): •
    • span (style="width:8.3pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces")
    • span: stosowanych technik ograniczania ryzyka kredytowego,
  • p (style="margin:0pt 8.5pt 3pt 14.2pt; text-indent:-14.2pt; text-align:justify; line-height:normal; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:8.3pt")
    • span (style="-aw-import:ignore")
    • span (style="font-family:Symbol"): •
    • span (style="width:8.3pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces")
    • span: polityki wynagradzania Banku, zgodnie z Rekomendacją Z,
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    • span (style="-aw-import:ignore")
    • span (style="font-family:Symbol"): •
    • span (style="width:8.3pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces")
    • span: głównych postanowień Zasad zarządzania konfliktami interesów zgodnie z Rekomendacją Z,
  • p (style="margin:0pt 8.5pt 3pt 14.2pt; text-indent:-14.2pt; text-align:justify; line-height:normal; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:8.3pt")
    • span (style="-aw-import:ignore")
    • span (style="font-family:Symbol"): •
    • span (style="width:8.3pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces")
    • span: wymogów, o których mowa w art. 111a ustawy Prawo bankowe oraz w Rekomendacji H,
  • p (style="margin:0pt 8.5pt 3pt 14.2pt; text-indent:-14.2pt; text-align:justify; line-height:normal; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:8.3pt")
    • span (style="-aw-import:ignore")
    • span (style="font-family:Symbol"): •
    • span (style="width:8.3pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces")
    • span: ryzyka operacyjnego, zgodnie z Rekomendacją M,
  • p (style="margin:0pt 8.5pt 3pt 14.2pt; text-indent:-14.2pt; text-align:justify; line-height:normal; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:8.3pt")
    • span (style="-aw-import:ignore")
    • span (style="font-family:Symbol"): •
    • span (style="width:8.3pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces")
    • span: ryzyka kredytowego oraz informacji w zakresie utraty wartości aktywów finansowych zgodnie z Rekomendacją R oraz z MSSF 9,
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    • span (style="-aw-import:ignore")
    • span (style="font-family:Symbol"): •
    • span (style="width:8.3pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces")
    • span: systemu zarządzania ryzykiem płynności oraz pozycji płynności, zgodnie z Rekomendacją P,
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    • span (style="-aw-import:ignore")
    • span (style="font-family:Symbol"): •
    • span (style="width:8.3pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces")
    • span: wpływu stosowania rozwiązań przejściowych związanych z wdrożeniem Międzynarodowego Standardu Sprawozdawczości Finansowej 9 (MSSF 9) na adekwatność kapitałową.
  • p (style="margin-top:6pt; margin-right:8.5pt; margin-bottom:0pt; text-align:justify; line-height:normal; font-size:10pt")
    • span: Bank, działając w Grupie Kapitałowej PKO Banku Polskiego, dostarcza również informacje podmiotowi dominującemu w celu ujęcia ich w danych skonsolidowanych.
  • p (style="margin-top:6pt; margin-right:8.5pt; margin-bottom:0pt; text-align:justify; line-height:normal; font-size:10pt")
    • span: Szczegółowe informacje o zakresie ujawnianych informacji, sposobie ich weryfikacji oraz publikacji zawiera dokument Polityka informacyjna PKO Banku Hipotecznego SA w zakresie adekwatności kapitałowej oraz innych informacji podlegających ogłaszaniu, udostępniony na stronie internetowej Banku (
    • a (href="http://www.pkobh.pl", style="text-decoration:none")
    • span (style="color:#000000"): www.pkobh.pl
    • span: ).
  • h2 (style="margin-top:18pt; margin-bottom:12pt; text-align:justify; page-break-inside:avoid; page-break-after:avoid; line-height:normal; font-size:16pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:'%0.'; -aw-list-number-styles:'decimal'; -aw-list-number-values:'4'; -aw-list-padding-sml:37.26pt")
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    • span (style="color:#004c8c"): 4.
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    • span (style="font-variant:small-caps; color:#00468c"): Działalność PKO Banku Hipotecznego SA
    • span (style="font-variant:small-caps; color:#00468c")
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    • span: Sprzedaż mieszkaniowych kredytów hipotecznych w modelu agencyjnym
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    • span: Nabywanie wierzytelności z tytułu mieszkaniowych kredytów hipotecznych
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    • span: Struktura portfela mieszkaniowych kredytów hipotecznych
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    • span: Listy zastawne
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    • span: Działalność na rynkach finansowych
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    • span: Obligacje - umowa programu emisji zawarta z PKO Bankiem Polskim SA
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    • span (style="font-variant:small-caps; color:#00468c"): 4.1.
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    • span (style="font-variant:small-caps; color:#00468c"): Sprzedaż mieszkaniowych kredytów hipotecznych w modelu agencyjnym
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    • span: PKO Bank Hipoteczny SA od 1 kwietnia 2015 roku udziela kredytów mieszkaniowych w polskich złotych przeznaczonych na cele mieszkaniowe. Sprzedaż kredytów prowadzona jest w oparciu o model agencyjny, poprzez największą w Polsce sieć oddziałów, agentów i pośredników PKO
    • span
    • span: Banku Polskiego SA. Jako zabezpieczenie kredytów Bank przyjmuje lokale mieszkalne oraz domy jednorodzinne.
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    • span: W 2024 roku Bank udzielił kredytów hipotecznych o wartości 559 mln PLN.
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    • span: Zgodnie z zapisami Rekomendacji S Komisji Nadzoru Finansowego, Bank udziela kredytów, których relacja wysokości kredytu do wartości rynkowej nieruchomości nie przekracza 80%
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    • span (style="font-size:6pt; font-weight:bold; vertical-align:super; color:#000000"): Błąd! Nie zdefiniowano zakładki.
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    • span: . Ponadto, Bank zgodnie z Ustawą o listach zastawnych i bankach hipotecznych udziela wyłącznie kredytów, dla których relacja wartości kredytu do bankowo-hipotecznej wartości nieruchomości nie przekracza 100%.
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    • span: Poniższa tabela zawiera główne kryteria stosowane przez PKO Bank Hipoteczny SA w procesie udzielania kredytów zabezpieczonych hipoteką.
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      • span (style="font-weight:bold; font-variant:small-caps; color:#00468c"): Model agencyjny
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      • span: Wysokość udzielonego kredytu / wartość rynkowa nieruchomości
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      • span: Max 80%
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      • span: Wysokość udzielanego kredytu / bankowo-hipoteczna wartość nieruchomości
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      • span: Max 100%
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      • span: Tytuł prawny do nieruchomości
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      • span: Własność
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      • span: Zabezpieczenie kredytu
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      • span: Hipoteka wpisana na 1. miejscu
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      • span: w dziale IV Księgi Wieczystej
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      • span: Waluta
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      • span: PLN
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      • span: Przeznaczenie
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      • span: Cele mieszkaniowe
  • h2 (style="margin-top:18pt; margin-bottom:12pt; text-align:justify; page-break-inside:avoid; page-break-after:avoid; line-height:normal; font-size:11pt; -aw-import:list-item; -aw-list-level-number:1; -aw-list-number-format:'%0.%1.'; -aw-list-number-styles:'decimal decimal'; -aw-list-number-values:'4 2'; -aw-list-padding-sml:32.69pt")
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    • span (style="font-variant:small-caps; color:#00468c"): 4.2.
    • span (style="width:32.69pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces")
    • a (id="_Toc91854372")
    • a (id="_Toc191981920")
    • span (style="font-variant:small-caps; color:#00468c"): Nabywanie wierzytelności z tytułu mieszkaniowych kredytów hipotecznych
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  • p (style="margin-top:0pt; margin-right:8.5pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt")
    • span: Elementem prowadzenia działalności biznesowej PKO Banku Hipotecznego SA jest nabywanie od PKO Banku Polskiego SA wierzytelności z tytułu kredytów mieszkaniowych zabezpieczonych hipotecznie na podstawie umowy ramowej zawartej w 2015 roku.
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    • a (id="_Hlk157174746")
    • span: W 2024 roku PKO Bank Hipoteczny SA nabył od PKO Banku Polskiego SA portfel wierzytelności z tytułu kredytów mieszkaniowych zabezpieczonych hipotecznie o łącznej wartości 403,8 mln PLN.
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    • span: Poniższa tabela zawiera główne kryteria stosowane przez PKO Bank Hipoteczny SA w procesie nabywania kredytów zabezpieczonych hipotecznie.
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      • span (style="font-weight:bold; font-variant:small-caps; color:#00468c"): Kryteria
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      • span (style="font-weight:bold; font-variant:small-caps; color:#00468c"): Model poolingowy
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      • span: Wysokość udzielanego kredytu / bankowo-hipoteczna wartość nieruchomości
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      • p (style="margin-top:0pt; margin-bottom:0pt; font-size:9pt")
      • span: Max 100%
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      • span: Tytuł prawny do nieruchomości
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      • span: Własność
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      • span: Zabezpieczenie kredytu
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      • span: Hipoteka wpisana na 1. miejscu
      • p (style="margin-top:0pt; margin-bottom:0pt; font-size:9pt")
      • span: w dziale IV Księgi Wieczystej
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      • span: Waluta
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      • span: PLN
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      • span: Opóźnienia w spłacie lub przesłanki utraty wartości
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      • span: Brak
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      • span: Przeznaczenie
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      • span: Cele mieszkaniowe
    • tr (style="height:14.15pt")
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      • span: Ocena wiarygodności kredytobiorców
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      • span: Pozytywna
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    • span (style="font-variant:small-caps; color:#00468c"): 4.3.
    • span (style="width:32.69pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces")
    • a (id="_Toc191981921")
    • span (style="font-variant:small-caps; color:#00468c"): Struktura portfela mieszkaniowych kredytów hipotecznych
  • p (style="margin-top:6pt; margin-right:1.4pt; margin-bottom:6pt; text-align:justify; page-break-after:avoid; line-height:normal; font-size:10pt; background-color:#d9d9d9")
    • span (style="font-weight:bold; font-variant:small-caps; color:#00468c"): Struktura portfela według LtV
  • p (style="margin-top:0pt; margin-right:8.5pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt")
    • span: Struktura portfela kredytów mieszkaniowych znajdujących się w bilansie PKO Banku Hipotecznego SA według wartości wskaźnika LtV opartego o wycenę rynkową
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    • span (style="font-size:6.67pt; vertical-align:super; color:#000000"): [17]
    • span: oraz LtV opartego o BHWN została przedstawiona w poniższych tabelach.
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      • p (style="margin-top:0pt; margin-right:8.5pt; margin-bottom:0pt; font-size:9pt")
      • span: Kredyty brutto wobec klientów według LtV opartego o wycenę rynkową
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      • p (style="margin-top:0pt; margin-right:8.5pt; margin-bottom:0pt; text-align:center; font-size:9pt")
      • span (style="font-weight:bold"): 31.12.2024
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      • p (style="margin-top:0pt; margin-right:8.5pt; margin-bottom:0pt; text-align:center; font-size:9pt")
      • span (style="font-weight:bold"): 31.12.2023
    • tr (style="height:10.95pt")
    • td (style="width:306.75pt; border-top:0.75pt solid #ffffff; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ffffff; border-bottom:0.75pt solid #ffffff; padding:1.02pt 5.03pt; vertical-align:middle; background-color:#d9d9d9; -aw-border:0.5pt single")
      • p (style="margin-top:0pt; margin-bottom:0pt; font-size:9pt")
      • span: poniżej 50%
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      • span: 87,9%
    • tr (style="height:11.5pt")
    • td (style="width:306.75pt; border-top:0.75pt solid #ffffff; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ffffff; border-bottom:0.75pt solid #ffffff; padding:1.02pt 5.03pt; vertical-align:middle; background-color:#d9d9d9; -aw-border:0.5pt single")
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      • span: 51% - 60%
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      • span: 3,4%
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      • span: 7,9%
    • tr (style="height:10.95pt")
    • td (style="width:306.75pt; border-top:0.75pt solid #ffffff; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ffffff; border-bottom:0.75pt solid #ffffff; padding:1.02pt 5.03pt; vertical-align:middle; background-color:#d9d9d9; -aw-border:0.5pt single")
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      • span: 61% - 70%
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    • td (style="width:306.75pt; border-top:0.75pt solid #ffffff; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ffffff; border-bottom:0.75pt solid #ffffff; padding:1.02pt 5.03pt; vertical-align:middle; background-color:#d9d9d9; -aw-border:0.5pt single")
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    • tr (style="height:11.5pt")
    • td (style="width:306.75pt; border-top:0.75pt solid #ffffff; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ffffff; border-bottom:0.75pt solid #ffffff; padding:1.02pt 5.03pt; vertical-align:middle; background-color:#d9d9d9; -aw-border:0.5pt single")
      • p (style="margin-top:0pt; margin-bottom:0pt; font-size:9pt")
      • span (style="font-weight:bold"): Razem brutto
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      • p (style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt")
      • span (style="font-weight:bold"): 100,0%
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      • p (style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt")
      • span (style="font-weight:bold"): 100,0%
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    • td (style="width:306.75pt; border-top:0.75pt solid #ffffff; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ffffff; border-bottom:0.75pt solid #ffffff; padding:1.02pt 5.03pt; vertical-align:middle; background-color:#d9d9d9; -aw-border:0.5pt single")
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      • span: Średni poziom LtV opartego o wycenę rynkową
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      • span: 35,0%
  • p (style="margin-top:0pt; margin-right:8.45pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:4pt")
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    • thead
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      • p (style="margin-top:0pt; margin-right:8.5pt; margin-bottom:0pt; font-size:9pt")
        • span: Kredyty brutto wobec klientów według LtV opartego o BHWN
      • td (style="width:72.15pt; border-top:0.75pt solid #ff0000; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ff0000; padding:1.02pt 5.03pt 1.4pt; background-color:#d9d9d9; -aw-border-left:0.5pt single; -aw-border-right:0.5pt single; -aw-border-top:0.5pt single")
      • p (style="margin-top:0pt; margin-right:8.5pt; margin-bottom:0pt; text-align:center; font-size:9pt")
        • span (style="font-weight:bold"): 31.12.2024
      • td (style="width:72.15pt; border-top:0.75pt solid #ffffff; border-right:0.75pt solid #ffffff; border-left:0.75pt solid #ff0000; padding:1.02pt 5.03pt 1.4pt; background-color:#d9d9d9; -aw-border-left:0.5pt single; -aw-border-right:0.5pt single; -aw-border-top:0.5pt single")
      • p (style="margin-top:0pt; margin-right:8.5pt; margin-bottom:0pt; text-align:center; font-size:9pt")
        • span (style="font-weight:bold"): 31.12.2023
    • tbody
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      • p (style="margin-top:0pt; margin-bottom:0pt; font-size:9pt")
        • span: poniżej 50%
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        • span: 26,00%
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        • span: 23,9%
    • tr (style="height:12.5pt")
      • td (style="width:308.15pt; border-top:0.75pt solid #ffffff; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ffffff; border-bottom:0.75pt solid #ffffff; padding:1.02pt 5.03pt; background-color:#d9d9d9; -aw-border:0.5pt single")
      • p (style="margin-top:0pt; margin-bottom:0pt; font-size:9pt")
        • span: 51% - 60%
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      • p (style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:8pt")
        • span: 14,20%
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        • span: 13,4%
    • tr (style="height:11.9pt")
      • td (style="width:308.15pt; border-top:0.75pt solid #ffffff; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ffffff; border-bottom:0.75pt solid #ffffff; padding:1.02pt 5.03pt; background-color:#d9d9d9; -aw-border:0.5pt single")
      • p (style="margin-top:0pt; margin-bottom:0pt; font-size:9pt")
        • span: 61% - 70%
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        • span: 17,70%
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        • span: 17,2%
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        • span: 71% - 80%
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        • span: 21,10%
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        • span: 21,8%
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        • span: 81% - 90%
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        • span: 18,40%
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        • span: 21,0%
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        • span: powyżej 90%
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        • span: 2,60%
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        • span: 2,7%
    • tr (style="height:12.5pt")
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      • p (style="margin-top:0pt; margin-bottom:0pt; font-size:9pt")
        • span (style="font-weight:bold"): Razem brutto
      • td (style="width:72.15pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; vertical-align:top; -aw-border:0.5pt single")
      • p (style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt")
        • span (style="font-weight:bold"): 100,0%
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      • p (style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt")
        • span (style="font-weight:bold"): 100,0%
    • tr (style="height:11.9pt")
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      • p (style="margin-top:0pt; margin-bottom:0pt; font-size:9pt")
        • span: Średni poziom LtV opartego o BHWN
      • td (style="width:72.15pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #ff0000; padding:1.02pt 5.03pt; -aw-border:0.5pt single")
      • p (style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt")
        • span: 62,4%
      • td (style="width:72.15pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #d9d9d9; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; -aw-border:0.5pt single")
      • p (style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt")
        • span: 63,8%
  • p (style="margin-top:12pt; margin-right:8.5pt; margin-bottom:12pt; text-align:justify; line-height:normal; font-size:10pt")
    • span: W 2024 roku średnia wartość wskaźnika LtV opartego o wycenę rynkową dla portfela kredytowego spadła o 3,6 p.p. (w 2023 spadek o 2,4 p.p.), co jest wynikiem amortyzacji portfela przy dalszym wzroście rynkowych wartości nieruchomości zabezpieczających kredyty Banku. W przypadku wskaźnika LtV opartego o BHWN spadek jest mniejszy i wynika jedynie z amortyzacji portfela. Ustalona na moment udzielenia kredytu bankowo-hipoteczna wartość nieruchomości nie wymagała aktualizacji - w ocenie Banku jest na bezpiecznym poziomie, niższym niż wartość rynkowa oraz spełnia wymogi Regulaminu ustalania BHWN w PKO Banku Hipotecznym SA.
  • p (style="margin-top:6pt; margin-right:1.4pt; margin-bottom:6pt; text-align:justify; page-break-after:avoid; line-height:normal; font-size:10pt; background-color:#d9d9d9")
    • span (style="font-weight:bold; font-variant:small-caps; color:#00468c"): Oprocentowanie kredytów
  • p (style="margin-top:0pt; margin-right:8.5pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt")
    • span: Bank posiada w ofercie kredyty oparte o WIBOR 6M oraz z oprocentowaniem opartym o pięcioletnią stałą stopę bazową, a także umożliwia zmianę sposobu oprocentowania kredytów ze zmiennego oprocentowania na oprocentowanie stałe w okresie pięciu lat. W przeszłości Bank oferował również kredyty oparte o WIBOR 3M.
  • p (style="margin-top:0pt; margin-right:8.5pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt")
    • span: Podstawowymi referencyjnymi stopami procentowymi stosowanymi przez Bank są WIBOR 6M, WIBOR 3M oraz stała stopa bazowa, których przeciętna wartość w 2024 roku wyniosła odpowiednio 5,85%, 5,86% oraz 5,30%.
  • h2 (style="margin-top:12pt; margin-bottom:12pt; text-align:justify; page-break-inside:avoid; page-break-after:avoid; line-height:normal; font-size:11pt; -aw-import:list-item; -aw-list-level-number:1; -aw-list-number-format:'%0.%1.'; -aw-list-number-styles:'decimal decimal'; -aw-list-number-values:'4 4'; -aw-list-padding-sml:32.69pt")
    • span (style="-aw-import:ignore")
    • span (style="font-variant:small-caps; color:#00468c"): 4.4.
    • span (style="width:32.69pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces")
    • a (id="_Toc188973112")
    • a (id="_Toc188973264")
    • a (id="_Toc188973787")
    • a (id="_Toc191981922")
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    • span (style="-aw-bookmark-end:_Toc188973264")
    • span (style="-aw-bookmark-end:_Toc188973787")
    • span (style="font-variant:small-caps; color:#00468c"): Listy zastawne
  • p (style="margin-top:0pt; margin-right:8.5pt; margin-bottom:12pt; text-align:justify; line-height:normal; font-size:10pt")
    • span: Podstawowym celem PKO Banku Hipotecznego SA jest emisja listów zastawnych, które stanowią główne źródło finansowania kredytów zabezpieczonych nieruchomościami.
  • p (style="margin-top:6pt; margin-right:1.4pt; margin-bottom:6pt; text-align:justify; page-break-after:avoid; line-height:normal; font-size:10pt; background-color:#d9d9d9")
    • span (style="font-weight:bold; font-variant:small-caps; color:#00468c"): Emisje listów zastawnych w ramach krajowego programu emisji listów zastawnych
  • p (style="margin-top:0pt; margin-right:8.45pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt")
    • span: Od początku swojego funkcjonowania PKO Bank Hipoteczny SA przeprowadził emisje 13 serii krajowych listów zastawnych, w tym 2 emisje zielonych hipotecznych listów zastawnych. Emisje te przeprowadzone zostały w ramach krajowego programu emisji listów zastawnych PKO Banku Hipotecznego SA.
  • p (style="margin-top:0pt; margin-right:8.45pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt")
    • span: Łączna wartość wyemitowanych i pozostających w obrocie listów zastawnych w ramach emisji krajowych PKO Banku Hipotecznego SA (wg wartości nominalnej) na koniec 2024 roku wynosiła 790,0 mln PLN.
  • p (style="margin-top:0pt; margin-right:8.45pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt")
    • span: Wszystkie z wyemitowanych serii krajowych listów zastawnych są przedmiotem obrotu na rynku równoległym regulowanym Giełdy Papierów Wartościowych w Warszawie oraz na rynku regulowanym platformy BondSpot. Są one również dopuszczone do transakcji repo przez Narodowy Bank Polski.
  • p (style="margin-top:0pt; margin-right:8.5pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt")
    • span: Bank prowadzi obecnie działalność emisyjną w zakresie listów zastawnych wyłącznie w ramach Międzynarodowego Programu Emisji Listów Zastawnych, a działalność emisyjna w oparciu o Krajowy Program Emisji Listów Zastawnych nie jest kontynuowana.
  • p (style="margin-top:0pt; margin-right:8.5pt; margin-bottom:3pt; text-align:justify; line-height:normal; font-size:10pt")
    • span: W 2024 roku PKO Bank Hipoteczny SA wykupił 3 serie listów zastawnych wyemitowanych w ramach krajowego programu o łącznej wartości nominalnej wynoszącej 1,2 mld PLN.
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MMlNtsVcN9xb1tvOxbWPP/Jy+xj/IGR8m7GwmsVpEePHrlts3j485mX5T8j771NeQYpYUh53qlpYVCpYBCn+UOrHjM5lc0QrAa02C3vW5iLWu+dLA9HCxLwCGUFAAUv27RQjh8/njuKsugltzXD/dq2tdao3RoMlKE2y3mHDx92/6ltch5mLJYn5X84SMqHlwc/eVn8EbmMRuZav3XXyTim+N9q/FIK/pRz8tK/LE6tCAz+0v9NGhCncGpIOw8LB63ePBM5pAh4WV+2H27CRWuTrhBaXr6wpjyvVtKfgpbn61trWvGnLC5lx1LCbu+cv/JV6rtZFBbO8fdT6U25R0jRe5uSdilhSHneqWnhw7m0lhFW849KnFkQ7Bz8puJlINycGxvM1onycDQhAY9QVgBgEqTGTCZiPy8aAzX82mbRSx7b79ekrQZMIUiBS/+T1YDp06L/k/NjnwSxLjnnh6Ob88Shk3FM8b/V+HVKwFOEsR2BQVRxCLS1gvLOIx1pFRUVOlbI5lWceDYc45yUMPlQobAKhJHyvFpJf/KKmTtTwjQSAm77yyw4rZxn/cC+Iy/4aVGW/6DovU1Ju6phqJpmeSCyWHqs64L+eKOon9/yTdFYk06Uh6MJCXiE1MxM7Za+JSuI/UKx6BrL1H6/IJnOaquG1Sj59IeMzedmnMd/WsfUVn3zXwi1Xs5lAEpoxkp5gduJY4r/rcavUwJufWd5fcupfqReV3Ye/eyEJ+yLBSvESacQTJ8c45wqYbJC3ei0gNunbnmjj+si4PT9sg8riJH6bhaFxfJWrHVdlv9i720r+TsWhpTnnZoWgPmc/uywu4RPxcK8hrncN58bx44dc+cWVfzaLQ9HGxLwCLECgBef0Y7+BAXW/+LXTK0mHEL/T1gw26COHTt2NPbRd4Uf1sdnptiVK1e6/iUGlMS+IaeGaoVpCIOVOOaPKO1kHMv8rxK/lMIrLzzhOYgK2wMDA0PCnXqf1OtSzrMR5YwMt8FJQNoRH7/CZPBpGc+hbKKSvDAxKJF91ncIKc+r1QoUz5H/586da7om5RmlxiU1rHnXMpCPfZhjjdR3syjfW97Km8AnPKco/8Xe25RnkBKGlOedmhZARZT9jOsIB+Kx3yxFCC5izojyEMuXfoXKp93ycLQhAY9QVgDMnz/fZSabEStvIXobRYxJyB+RSf8ofUj0RdK6JVMz0pN+obAGu3z5cueHP+uTtW78TBzCAJm8F8qgUOW4fYZEPMJCqZ04pvjfavxSCi9q4Wzb5zCkZ3iOja4l7DwLO4+wWAujmwIOiAj7GAREnjBsIhcGHdlzxFzIvpSJXKwv0gpqWnSMWGYfFQcj5Xm1KuCkKelMRcPvC7f72wAqqxi20p9fdqxo28yz5AHSBmGp8m4W5XvSmRYw/lpljHshWGbajeW///7v/46+tynPICUMlq/MRI/1J/SnlXIKOOb7CfYuWxeRfTLmV5p8rDzIm/jFP95qeTgakYBHKCsQeDH8tXspDJiQwzc3MTCDF9G+n/T7dnjJ2Mcx/GDQT973lRR84UQImJ7IyLGpHA8ePNgIs+8wXxmHDh1yNVcGhzDwhBePQrtTcSzzv9X4pRRe3B/LASZpChr7FC68DjMlac553J/7WUVlJAQcKIhIKz7H8aHVQzzsOfDfHxkcg/S1FgrpgR+03vMGl5U9r1YFHKhIIgDkHcsb/NKfafGxKTdjLcai+6eGw7YJC+mAtYMR0nlfAKS8m7F8T2sUUy7xIm8Rt3Dq26L8V/bepubNlDAwMJX0x9knoqE/qeUUkJakKZYdm7qXvOfnVSr/5Cl/BL4PFQ2eEfkjj6rl4WhEAi7GBGTzsOIgxhaplauxjN6T3kICLkYdmDPDSSbI5v43sGLsIQFvhgF0YUta70lvIQEXow4+LyFbX7hwwW3T98Y2JmExdpGAN2NzPNh7Ye/JWBoE1utIwMWogwFRfr89I1rD5TnF2MO+zRd/QL8xo8wZD2DvSd586aK+SMCFEEKIHkQCLoQQQvQgEnAhhBCiB5GAizFL3QY1EZay+aWFEMKQgIsxSxUBZ6TucE0WkTITWR7MkMXkGYTLJtthgo4Qf/IUHP+LFo1gli0m78j7JtiWoTTHOcz4Fc7j3o3wpvplMDERi2roW2cxGpCAizFLFQFnhrLhemWqCrjNNMfa1sBnQOFUlUzJyexWOOa4R/iYJpf5sP3pOvmGngUlmL2rKH0Y4V+0lGS3w5vil4/Nza5iT4wGJOBizFKlIB/Owr+KgDMZB1Nv+p//2FzuTBVq2DznJnTAd/LsY2UnYNUoWrB8H8y+orhy3F/HeaTCm+qXwdzfVgFTsSdGAxJwMWbJK8gx0W7fvt21MJnLGaFi7mXmkA7npsZs689kVXStD+czz7nN/42Z2maNsz5wFoRAgDi+efPmQjN3Ebb6k9+fbgu8+OFlFTP2cSw1fYD5tZkPu1N0KrxFfgELuPC9c39/vwRcjBok4GLMEhbkmGmZzAIzLYu12ApZFPxF17Ryra1AZQLEqkm0uJm60oQHxyIUwMIebLNyVyvYco+Yn4289aGttcqxlPQxaKVTsegUnQpvkV9AxYp+ej+dheh1JOBizBIW5DY4y5a4zDunqPBPuZZBWGz7qzANDg5m+/fvd63sPL+rjEy3VaVOnDjR2IcfeeGO+V8UVyoUWB9YEYprWXmqnRm8OhXeIr9sWV1WD4vFS4heQwIuxixhQU4LjW36VovOKSr8U66lNR62KmPhid2vCJvPGlH1l3yNCWJRv3vRvTFH37t3z8WD9aJtfWZ/Dm3mo7e1xPNaxMMR3jy/CCPPxl+eVQIuRgsScDFmCQvyPNFIFfCUa4tEKeZ3K2LDp1+0ihG4sO/dKg+YoY3YgK9W7k1XAOcxQKwVOhneIr/o8ybd6T9vNV5C1B0JuBizdFvArV/Xb6XHzo/dL4SW5tKlS925tgqbj608hdgaT58+dfv6+vqSw1NErGU83OGN+cUgQYtH6AivFrkRvYwEXIxZQoFiABrb/sjn8BwzC4ekXMv302wPDAwkhadoXx67du1y5/GbB/fkuH2CBfap1j/+8Y/k8EBYAaH1GzOTD3d4y/wKUQtcjBYk4GLMEhbkJhAmBHw6Fgr27Nmz3TaDzpj0pJVrbRQ6ftB3DIgffchmHq4i4L/99ps7p2xkOPdhMhRGzBN2+oZj33Pn3ZtBd7R2X7586bbpa7aBY/4Avm6FN9WvsngJ0YtIwMWYJa8gP3TokPv+mv7cU6dOZXv37m2adpORzAgw5nDMs/432mXXAmZgBO+vf/2r67NFpBD7ovCkiI0JqO+4L33FfmuV9Z937NjRmJqUtaDZ10r6AK3iRYsWuX5q4ouo8slbKp0Mb6pfKfESoteQgAshhBA9iARcCCGE6EEk4EIIIUQPIgEXQgghehAJuBBCCNGDSMCFEEKIHkQCLoQQQvQgEnAhhBCiB5GACyGEED2IBFwIIYToQSTgQgghRA8iARdCCCF6EAm4EAEfP37M/vWvfzUc20IIUTck4EIE3L59O/vP//zPhvv73/8uERdC1A4JuBABfgv8/v37TsT5L4QQdUICLkQEhFsCLoSoIxJwISJIwIUQdUUCLkQECbgQoq5IwIWIIAEXQtQVCbgQEUzAZ//vE9lf/tf/lZMbk07UEwm4EBEk4HJyEvC6IgEXtaCu2VACLicnAa8rY1rABwYGnHD4bty4cdmVK1dGOmiVWLVq1bD5HabT9u3bO+5/HZGAy8lJwOvKmBZwn9GQDMMZh+FOn7qmvwRcTk4CXlck4H+SlwyfP3/ONm3alE2ePDlbtGhR9uzZM7e/r68vGxwcbJw3a9as7M6dO43tadOmZd++fXP/jx49mk2dOtX5ceTIEbeP1uukSZOyGTNmuOvOnDnT1Lo9fPhwbphs+9SpU9mUKVOy6dOnOysCsO1f324YU9InFkY4cOCACxdu7ty52dWrVxvHvn//7tKBYytWrGi6LuZnXtxbTb9WkIDLyUnA64oE/E/ykmHfvn3ZjRs33P9Lly45EYdz5845gYTHjx87Qdm8ebPbfvLkSbZ69Wr3/+TJk1l/f7/7//79e2eet3shnvj9+vXrpnsiZravSICWLFniBPDVq1euEvDy5csh57cbxpT0iYXR/uMn3Lp1y1USDCoNhBGoKKUKeFHcjZT0awUJuJycBLyuSMD/JC8ZEAOfmTNnulY4ooEgwokTJ5wQ0aKG06dPu31519s9ipL8woULTS3gIgHCKvDu3Tv3/+vXr7nntxvGEL+Fu379+tIwlh1bvnx5peuK4g6p6dcKEnA5OQl4XZGA/0leMqxbt27I9vXr193/OXPmuJbtypUrXWtw2bJlzmSNwDx69Cj3+piA0wpdunRp9uXLl8Iw2TbnHjt2LNu/f3/DrJ93fjthDKnaAi865lcCWrmuKO6tpF8rSMDl5NoTcMoeuuxCdu7c6brtKJ+sUn7v3j1nWVu8eHHDegccp/tMNCMB/5O8ZCAT+SxcuDB7/vy5+797926XoebPn++2EZW9e/dms2fPbpyPoOTdI+9eCNLly5ejYTKTtAnXp0+fXJiKTMbthDGk0wJOuFu9Lhb31PRrFQm4nFx7Ak5XZPjunT17Njt//rz7/+uvv2Zbtmxx//mShvechsahQ4ca59P9d/fu3bbCMRqRgP9JUR84fd9AhvJFh0/NGBjGQC14+PChO75169bGOfRBs7a0HS8ScESJWmgItdYHDx64/2/fvnXXWW2WX/rR582b1ziH/mtaovQRtxvGlPQB+rXp34awDz0moNu2bWvqA/evK/KzKO6tpF+rSMDl5KoLOANN//nPfw5599asWdO0PXHiRPdOm2WOMgxLIdy8edOVF2IoEvA/iY1Cpy/ZH4UOZDZGVpO5DEzUNjIaEBquQ5AwFyE4effimN/HbIPPrl275vrd7Xq7DjM+rWj6tG3ENdjodhPGdsKYkj5AJYGwYArDD6ss5F3jbyPMGzdudNeRvn48Yn7mxb3V9GsFCbicXDUB//DhQ7Zr164h7z6sXbu2aRtB5ysZE3YEnPKBX6yElL00PqiU+1/TjHUk4D1E0QhxkUaV9JOAy8lVE3C6td68eeP+hzKTN76ICjeWtBcvXrhGBib048ePu0G3/L948aLrwsyzto1VJOA1hhoomRYw4YcjxkWcTqSfBFxOrnUBt/ktjDITOn3fDGCjnxuLGeOPGGiLxRCsNZ537VhGAl5jGEGOeRtTMuKDuVuk04n0k4DLybUu4D/++GNTtxYO8zeta6Cv2wSZ3wkTJjS2jQ0bNjhRt/9G+AXLWEYCLkQECbicXPvfgYcywwh0+yyMX8ao+DBro7/eAiZ0Jr7ic7LhXPOh15CACxFBAi4n13kBBz5pxTpmn4758AWQv4//DGZjUKoGsf0bCbioDXXMihJwOTnNxFZXJOAdpg7JOZwmJptAxUaXdpI6pF2IBFxOTgJeVyTgHaYOyTncYeD7+OGgDmkXIgGXk5OA1xUJeIcJk7NoSc3U5T6Z25uZ07ieuc39SVlSlhXNC5O/zaInrPBFXxSTK5g4p06RGlsytMiP2D1tiVHmQ2YGp5FGAi4nJwGvKxLwDlM0fzn4S2qmLvfJZAgHDx50/58+ferE2tbxTllWtGybOYitIsGgkqKZk4oEvCh+MT9i9yTuwPSueQsgdBsJuJycBLyuSMA7TKp4pi73iYj5K2zxPbOtUZ6yrGjZNpUAHyoJZdekLlhSdKzKPUcKCbicnAS8rkjAO0wr4pmy3Gc4GQLXMJAMUpcVjW2HUxqmXNOugFe550ghAZeTk4DXFQl4h2lFPFOW+8QknTdorJVlRWPbqYuXdFLAq9xzpJCAy8lJwOuKBLzDtCKeKct97tmzJ9uxY4f7T383rW1oZVnR2LKa9MPbjEisHvTzzz+XXpMq4EV+FN1TAi4nV08n6okEvMO0IuApy30ixAz6on98wYIFTSPVU5cVjS2rSaudGY44n+/HEdqya1IFvMiPontKwOXk6ulEPZGAj0GqLKtp19CqHz9+fNfuO9KYgPMrhBB1QgI+BqiyrGbRNSz3Z5+/Dcd964YEXAhRVyTgY4Aqy2oWXcO36mbyHo771g0JuBCirkjAhYggARdC1BUJuBABHz9+dIKNu3//vgRcCFFLJOBCBDCNK6LtOwm4EKJuSMCFCFALXAjRC0jAhYigPnAhRF2RgAsRQQIuhKgrEnAhIkjAhRB1RQIuRAQJuBCirkjAhYggARdC1BUJuBARTMD3/v1f2f/5f5mcXJITohtIwIWIIAGXq+KE6AYScCEiSMDlqjghuoEEXIgIEnC5Kk6IbiABFyKCBFyuihOiG0jAhYggAZer4oToBhJwISJIwOWqOCG6gQRciAgScLkqTohuIAHvAOfPn8+mTJmSzZ07N3v16lVH/NRjSWO400kCLlfFVeXo0aPZtGnTssmTJ7tyxfjw4UO2fv36bNKkSdmiRYuyZ8+euf337t3LZsyYkS1evDh7//594/x3795lp06dqh4Q0RPUSsDJjMuWLXNiOGfOnKYMDKtWrRr2MFS5x/Tp093vnTt3OhaOGj2WESH1OUjA5eroqtDf35+tXr06+/79uxNgykBjx44d2ZMnT9z/Xbt2ZfPnz3f/eU8Q7sHBwezQoUON8zdv3pzdvXu3esYXPUFtBPzp06fZmjVrsrdv37rtN2/euFrlhQsXGud0I6hV7jFhwoRahGM0kRp/CbhcHV0VaFX//vvvje0NGzY0/iPsBlY+8j3n0yoHRH/Tpk3u/82bN7Nt27ZVC4ToKWoj4GS4ly9fNu0jg2IeAlrlBBV3+PDhrK+vz9U6jVmzZjW1gDFDffv2zf3HLDV16lRnljpy5EjjnO3btzuTFPfg2vAe8OXLl2zr1q0NqwAvh0/eNWGS2vaBAwfc+WZuv3r1auMcXkDCw7EVK1Y0+VHkHyYyzscCMDAw4PadOXOmEZ5W4lF2zsGDB12a2jHuvWTJErdN2l+5cqXUjzC9i+KVl6ZFz9H3I5a+KfHPQwIuV8V1grVr1zb+Y5n0Id9fv37dNXqA8mPjxo3ud+nSpa7sXLhwoXtnO2kZFPWiNgIeZlBjwYIFDdORH9Rz5845EYfHjx+7ghmzEXC+1VhPnjzpTFOAqWncuHENP/APkb9x40b2+vXrIfeA/fv3O/ECrASIpVUMfH9Stvm1fqpbt245MTIQJ+IEnz9/ThJwBJQXlho5ohhWgKgIWLxS4hE7xw87BQJWB7OW3L59uxGXMj/89I6lW3is6DmG1xSlb0r885CAy1Vx7UJZ8MsvvzS2161bl/3222+N/EtF+OHDh9nKlSuzFy9euAo8JvTjx49np0+fdv8vXryYPX/+3J0jRie1EXAyaNF+aprgBxWxQrThxIkTLsOTqYEMzD5AxHxiIpG3jxosrTcD/xCg2DUxAS86b/ny5cnhtG1MZvSVwdevX5vOoevBtzakxCN2TmocO+FH3rGi55iSTmXhiiEBl6vi2oEGCK1pHyq8DF4bP368szRRgabyTj83FVW6Gx89etRoCFlrHKyVLkYftRFwMmAeZFpqnBAGFVMorW9qmLRCybyY1RE2MjOEFYNWBdw3R+O456dPn0qvyduOnWd9WSnhtG1a6seOHXOtSxuVavsxo/mClRqPonNaiWO7fuQdK3qOqQKeEv88JOByVVxVGG1OXo/lTVrXvPMh9JkzENj+G2HZIkYPtRFw+idNqA1MQ9YHDmFQd+/e7fpibUQmYrZ3795s9uzZjXMQMp9WBZzaLYIYoxMCTn9VajjNVGyizcvO9b65/PLlyy3HI3ZOahw74UfesaLnmCrgKfHPQwIuV8VVgRYz5aC9x3nQfYW1LszLjPdgjImByGNhwkLXja93xMhQGwHHbETGZPQ5kPFoUfufktHvScY10xADpxhAhUkJ6BNCyHgJDPrJ6aO142UCHt5jz5497hMOYF9ezTdP9OmDhaL+2nCbQXx+H7jfV5/nHxYHzML80pc7b9687MGDB07U8/q8UuIROydVfFvxg/ATZqA/3T8ePoei55gq4Cnxz0MCLlfFVYFuL99K9MMPPzTee/IsAzoRZn+kurFv376m78D5T6V35syZGsQ2iqmNgAP9OWQ6Gyn866+/Nh23UcwmdAgXo439EcWIvo3IBgQOMzwiuHPnTid0Rl7Uw3sgIlu2bHH7GFCX9zKE/lCxwArAaGnuaxWMmMDwwtFvxTXE3x99XeQfYwPYT9jsfOLoFwI20C8lHrFzUgW8FT+uXbvmChh7Nv7x8DkUPcdUAU+Jfx4ScLkqTohuUCsBF2Mb3+pQFyTgclWcEN1AAi5GDCwOfOoCDD4MR5rXAQm4XBUnRDeQgIsRgy8IMIvTNYB4d2oe+U4iAZer4oToBhJwISJIwOWqOCG6gQRciAgScLkqTohuIAEXIoIEXK6KE6IbSMCFiCABl6vihOgGEnAhIkjA5ao4IbqBBFyICCbg/AohRJ2QgAsRQQIuhKgrEnAhIkjAhRB1RQIuRAQJuBCirkjAhQj4+PGjE2zc/fv3JeBCiFoiARcigGVLEW3fScCFEHVDAi5EgFrgQoheQAIuRAT1gQsh6ooEXIgIEnAhRF2RgAsRQQIuhKgrEnAhIkjAhRB1RQIuRAQJuBCirkjAhYhgAv4f//Ef2d/+9rcx5YQQ9UYCLkQECbgQoq5IwIWIIAEXQtQVCbgQESTgQoi6IgEXIoIEXAhRVyTgQkSQgAsh6ooEXIgIEnAhRF2RgAsRQQIuhKgrEnAhIkjAq3Hp0qVsypQpQ/b/9ttv2cyZM7OJEydmZ8+ebey/d+9eNmPGjGzx4sXZ+/fvG/vfvXuXnTp1qq2wCDFakYCLUUsnsrYEvDVu3ryZ/fTTT9nRo0eHpP+jR4+yOXPmZF++fHEiPW/evMaxVatWuX2Dg4PZoUOHGvs3b96c3b17t1JYhBjtSMDFiHPkyJFs8uTJrsW2dOnS7M6dOx3xNy9rf/r0KVu4cGH25s2bJD8k4K3x/fv3wvR/+/Zt9vLly8b2jz/+2Pi/fv36xvWbNm1y/6kMbNu2rVI4hBgLSMDFiDNu3Ljsw4cP7v+rV6+cwHYCtcC7L+Ap6Y9IX7t2ramitmbNmsaxjRs3ul8qc8+ePXP5Ydq0aR2r2AkxWpCAixEnzILWGvPBJDt16lTXUqfFbhw4cMC13HFz587Nrl69OsTfr1+/ZmvXrm0cayXLS8CrU5TOtLAnTJjgnuO3b9/cvpUrV2YvXrzIBgYGnAn9+PHj2enTp93/ixcvZs+fP3fnCCH+jQRcjDiWBWl1Mfjp/PnzTcdPnjyZ9ff3u//0k9Ji96+1QU+3bt1yIh/6u3Xr1sb1/v4UJODViaXz48ePs507dzpR5rnTz82zYxAbfeXLli1z51lrHKyVLoT4Awm4GHHIguYowC9cuNB0fMWKFUPOz/ufd+zMmTNOKIrOKUMCXp28dPZHmANm8uvXrzft27BhgxuVbv+NPMuMEGMZCbgYcfwsSF84LW5aW9byWrduXeH5ZQK+ZMmSIQPWJOAjI+B0ZSDC9jwY78CnY58/f26cQzfH9u3bG9uY0G/cuOE+J2OkuhDi30jAxYiTlwVXr17tCm6glVZ0fpmA81nSrFmzmlp+EvCRa4E/efLEmccZs7BgwQI3mM1n3759Tc+K/zx/vh3XIDYhmpGAixHHH4UOFOq0zPheGPr6+rLbt2+7/w8fPmxJwOHEiROu9WYtegl4dwRcCDG8SMDFiIPJnBYWrTJGmTNKmZaagal10aJFbpAT/dn+BCApAg5ct2vXrtxrYkjAhRB1RQIuRAQJuBCirkjAhYggARdC1BUJuBARJOBCiLoiARciggRcCFFXJOBCRJCACyHqigRciAgScCFEXZGACxFBAi6EqCsScCEimIDzK4QQdUICLkQECbgQoq5IwIWIIAEXQtQVCbgQESTgQoi6IgEXIoIEXAhRVyTgQgR8/PjRCTbu/v37EnAhRC2RgAsRwNKliLbvJOBCiLohARciQC1wIUQvIAEXIoL6wIUQdUUCLkQECbgQoq5IwIWIIAEXQtQVCbgQESTgQoi6IgEXIoIJOCPT/+d//qcnnRBidCIBFyKCBFwIUVck4EJEkIALIeqKBFyICBJwIURdkYALEUECLoSoKxJwISJIwIUQdUUCLkQECbgQoq5IwIWIIAEXQtQVCbgQEca6gF+6dCmbMmXKkP07d+7MJk+enK1cuTJ79+6d23fv3r1sxowZ2eLFi7P37983zuX4qVOn2gqHEGIoEvAxRq897pEO71gV8Js3b2Y//fRTdvTo0SHP4OzZs9n58+fd/19//TXbsmWL+79q1Son3IODg9mhQ4ca52/evDm7e/duxScghCii5wS8E8GloBmOc/P49OlTtnDhwuzNmzdt+dMpf3vscY94eMeqgH///r3xP3wGa9asadqeOHFi9u3bt2z9+vWNazdt2uT+UxHYtm1bpTAIIeKMSQFvxY9O3O/z589t+9Epeuxxj3h4x6qA+4TPYO3atU3bCPqdO3cawo6Ab9y40f0uXbo0e/bsmatsTps2zZ0nhOgMPS/gBw4ccH10uLlz52ZXr15tHKPfjf3Tp0/PBgYG3D628QN3+PDhXD9tu5Vz4eXLl9mSJUtc3yCFnAm3f86XL1+yrVu3Or/nzJnjWig+Bw8edAWdHScO+Mn2rFmzsitXruTem3tRaHJvzn/16pXbTyG6fft2d/2KFSsa15w5c6YRt9T4xdIaU+vUqVPd/Y8cOdLYz70nTZrk+kat8CastNA4d9GiRa6AN4rCW3RNX1+fM9kapJEvEqQlrcOydC9CAj40T6xbt27I9rVr11x/+IsXL9y7hgn9+PHj2enTp93/ixcvZs+fP3fnCCE6Q88LONs2YObWrVtORAyEDEFAzBAQBLbIj6LtVs6lL9DEZO/evdmuXbuGnLN//34n0vD06VNXuUBg8uKDEE2YMCF7+/at20ZE/Pj5/nI/318rZBHWc+fOuf+IYN7jRihfv36dlBZ5aX3y5Mmsv7/f/ef4uHHjmq4hfjdu3GjcY9++fW4bGCSFIBtF4S26hnMRcXj8+LETaPpc4cmTJ9nq1auT0r0ICXi5CZ1uJgaw0c9NnmAQ26NHj7Jly5a549Yaz7tWCFGdUSHgRdu02GyE7NevXyv50cq5VBh8EIrwHFqEtAYNxNOEqZ2whf5aS2f58uVR/y5cuNDUYq6SFsQh9Zq882fOnNloUReFt+gaKmU2SvrEiRNO0GnxA60/9kFZuhchAR/6DOnrNkHml0qm32cOGzZscKJu//1rhRCdYVQLOC24Y8eOudaXb6YdLgEPTYtF/vkOcy4D0toNW+gvrR4IC8wwfeij9IWtSlqE8S4T8DwT7PXr16PhjV1DGtL6ptKCtYWWH5YQKnC0BM2fWLoXIQEf+gwZgW6fhfHLJ2U+dK3QDWJgQqeyRGW63UGhQoh/M2oFHFOuibaN2E4xE4fbrZw7b9680jBjYowNamunBZ7nL/Euup6KzeXLlyvdz9+mEpB6DWBiDcNI/2gsvLFrdu/e7YRk/vz5bptKG10Ks2fPbpxflu5FSMDznyHpy3gE+3TMh+4Ofx//ySNYTTSITYjOMWoFnJYYosYvfZ2I64MHD9wx+mgpzM3sx3l2jP5m38/wXISA/l8I+3vpi7WWyYcPH7Kff/55SBj37NmT7dixw/3HT0S0SvzC/xSa1hIivuYvn/D4fcoWXio3eQOKYmlRFBbijcDBw4cPSwWcsNKPDbSUfdEuCm/sGgb2MXiNQXYWBo4zaM0oS/ciJOBCiLoyagUcMLHSCqNP1EZZg42MNqFgBC2tA8QZEfT9CM9FLPCT1gfnm2gALXxaGpxPy8QGn4Vmawa7cc6CBQuGtEiqCjj+IqR8k4uYIWJAJcNGp9NXbOlg8TRnA8FiaRGrLDGozK7xLRF52ctGlBOecBR6UXhj11BhYVS8P7IcM7p9eWDXx9K9CAm4EKKu9JyAdwO/Vd0utPbGjx/fMf/KQGhSP5FKoZNp0YtIwIUQdUUCnv3xmQvfqQLm2XDEczvwaY21brsBrVR/xH2rDGda9CIScCFEXZGAZ398P4xZFrMtgmWToHQCvkk2U3o3YPIMvnFmQo0qDGda9CIScCFEXZGACxFBAi6EqCsScCEiSMCFEHVFAi5EBAm4EKKuSMCFiCABF0LUFQm4EBEk4EKIuiIBFyKCCTi/QghRJyTgQkSQgAsh6ooEXIgIEnAhRF2RgAsRQQIuhKgrEnAhAj5+/OgEG3f//n0JuBCilkjAhQhgxDmi7TsJuBCibkjAhQhQC1wI0QtIwIWIoD5wIURdkYALEUECLoSoKxJwISJIwIUQdUUCLkQECbgQoq5IwIWIIAEXQtQVCbgQEUzAcf/1X//VVSeEEDEk4EJEkIALIeqKBFyICBJwIURdkYALEUECLoSoKxJwISJIwIUQdUUCLkQECbgQoq5IwIWIIAEXQtQVCbgQESTgQoi6IgEXIkKvCvjx48ezo0ePNrbv3buXzZgxI1u8eHH2/v37xv53795lp06dauteQoiRQQLeg+iRdY9eFPC+vr7s5s2bTftWrVrlhHtwcDA7dOhQY//mzZuzu3fvVr6XEGLk6LqADwwMOAHy3bhx47IrV650Mxgdg4Kx2wz3I/v06VO2cOHC7M2bN8N6n7qHAXpNwHmP9u7dO2T/+vXr3e/379+zTZs2uf+I/LZt26onjhBiRBnRFvhoaEmORBxGQ7r1Cr0m4Bs2bMgOHz6cTZw4MZs9e7ZrccOaNWvcLwK+ceNG97t06dLs2bNnrqI0bdq07M6dOx1LNyHE8FM7Af/8+bNrIUyePDlbtGiRK2AAs6AVRjBr1qymAocC6Nu3b67fb+rUqe76I0eONI5v3749mzRpkusH5LozZ840WQEo9PLCZNv0E06ZMiWbPn26syIA2/71qWGEonAWpY2/zf9du3a5+1NI3759u3Hsy5cv2datW92xOXPmNEypefElDISJMCxbtix78uRJ7v2K/Hz58mW2ZMkSd/3atWvdsytK1yI/4MCBA24/bu7cudnVq1eHhKHdfBG7f4xeE3Di//z5c/f/8uXLLr6I9cqVK7MXL164vIsJnT7y06dPu/8XL15013COEKJ3qJ2A79u3L7tx44b7f+nSJVdYw7lz51xhDY8fP3YFE/13gPCsXr06O3nyZNbf3+/20d+Had6/FwU5fr9+/brpnitWrGjsKxJOhIqC8NWrV64SgHiF56eEEWLhLEqbUMDxH27dupXNnDmzcWz//v3ZwYMH3f+nT5+6CodVGsL4cl+E0cJO4Z93vyI/t2zZ0hBPzLZUKvLuUxYu7mUDq4gPFZswDO3ki9R0yaPXBDzMSwxao7JCPzfpyvajR49chQ2sNQ7WShdC9Aa1E3AKfR/EidYWgknhDCdOnHAFNy1qoCXBvvDaUPTyuHDhQlMLuEg4af0xYhe+fv2ae35KGPPimBe2MgH3oVBmlDHQ4qS1aXAvE74wvqE/8+fPzx4+fDjkWJGfVGp8EMa8+5SFqyiu/v528kVKuhTRawKOhYJKpkEFJhykhpnd8gv/DesnF0L0BrUT8HXr1g3Zvn79uvuP6ZNWFqY+CilaEbQAEVdaFeG1ZQJO65N+QL9gLxITzj127JhryZn5Nu/8sjDmxbFdAffTKBwgSHgYEJYX3zJ//Pvl+RnGwyhK16JwpQh4O/mi7P4xek3Ad+/e3bCEYBani8Va2ED3BN1JBiZ0KjJUTkdiQKYQojq1E3Bakz4MsLE+PQon+qJpKQKCiumWQgoQjSL/8+6FGNNPGAuTmXdNtG10dJHJvSyMZeGMhaPoGCZ9EyPMpGYWL4tvnj9mZfCPFfk5b968pPuUhStFwNvJF2X3j9FrAv7hwwdnFqclThqZRcWgK8L/Dpz/5EcsGhrEJkRvUTsBp4ChjxNoRVEIGXwiQz8tg56AwonjDE4C+kJtQBfHYqKHIOcN2sHU+uDBA/f/7du37jpadeznl35ThMvOsX5ka+WUhbEsnAaCQ38w5PXnU1ADfen0RRt79uzJduzY4f4TJsS0KL74Y6J29uzZJhOqH6YiP4mHTQJCeH7++efCdC3yI7yXvx32gVfNF2X3j9FrAi6EGDvUTsBttDH9mv5oY0A8GaXsjyDGXGqjwhFYrkH8du7c2dRCDO/Fcd+kagOhrl275loj5oddh7mWFh39qzayGmx0O32vKWEsC6eBKHE/WlKcZ+IEmD1JH4799NNPTS1L/iPohGnBggWNVlVefPmlLxh/6Au11neYXkV+YoWg9cZ+zK9UeIrStciPvGeTJ+Dt5Iuy+8eQgAsh6sqICngvkDdCfLSgR1+OBFwIUVck4AH0H/JdLGCqDUc/jyb06MuRgAsh6ooEPIDRzJhoMSsj3v4nOaON8ePHj3QQao8EXAhRVyTgQkSQgAsh6ooEXIgIEnAhRF2RgAsRQQIuhKgrEnAhIkjAhRB1RQIuRAQTcH6FEKJOSMCFiCABF0LUFQm4EBEk4EKIuiIBFyKCBFwIUVck4EJEkIALIeqKBFyIgI8fPzrBxt2/f18CLoSoJRJwIQJY6tU+HTMnARdC1A0JuBABaoELIXoBCbgQEdQHLoSoKxJwISJIwIUQdUUCLkQECbgQoq5IwIWIIAEXQtQVCbgQEVIXMxFCiG4jARciggRcCFFXJOBCRJCACyHqigRciAgScCFEXZGACxFBAi6EqCsScCEiSMCFEHVFAi5EBAm4EKKuSMCFiCABF0LUFQm4EBG6IeBHjx7Npk2blk2ePDk7f/6823fv3r1sxowZ2eLFi7P37983zn337l126tSptu4nhBgdSMDFqKUTWXu4Bby/vz9bvXp19v37dyfOc+bMcftXrVrlhHtwcDA7dOhQ4/zNmzdnd+/ebTteQojeRwIuWuLs2bOutThlyhTXYty2bVv2+vXrrt0fYUulFwT82bNn2e+//97Y3rBhg/tdv369+0XYN23a5P7fvHnTpbcQQoAEXLTE+PHjs7dv3za2L1y44FqNCE03aCW79oKAh6xdu9b9rlmzxv2Srhs3bnS/S5cudYK/cOFCV4m6c+dOx+4rhOg9JOCiJfKyy/Lly7Nbt265/58/f3YtRlrnixYtcoIDZ86ccdeaO3z4cPR8+nlp5U+fPj0bGBhw+9gOrwf6kKdOner8OHLkSG5Yv3z5km3dutX5QYWD1mwK3RTwc+fOZb/88ov7v3LlyuzFixcu7pjQjx8/np0+fdr9v3jxYvb8+XN3jhBi7CIBFy2Rl10QxKdPn7r/+/bty27cuOH+X7p0yYlyyIoVKxpm96LzlyxZ4lqdr169coO5Xr58mXv/kydPun5koM943Lhxjf+ciykai8H+/fuzgwcPumOElYrBt2/fSuPbLQF/8uSJa2kb9HNTKWEQ26NHj7Jly5a5/dYaB2ulCyHGJhJw0RJkFxMQWsu0atetW9c4jjj7zJw5s9GqBkzufiu56Hxa5Qzqgq9fvzbd3ye83o5jbua/VSwwOdMK96+zikOMbgj4hw8fXBp++vQp9zj94oxKt/+G9ZMLIcYmEnDREmSXCRMmuJYuLW9M2b7A+mJu29evX3f/MZcjrL6QFp3PuceOHXMtZ78CEGbX8Hr/ePjfd4S9SDB9hlvAqQxRCSoaCHj16tVs+/btjW1M6FQ8qNy0MqBPCDH6kICLlijLLph8fRhwRX8tIMaXL18uPf/+/fsN0UZk2WcCF96fCkFR+Pz/mKOpFLTKcAs4Fgm/YvHDDz80xhMAXQz+d+D8J85YKjSITYixjQRctERZdkFw6MsGvmFGfAFBzht0lXc+/d6YvPmln3revHnZgwcP3Dm0/BFiM+P39fVlt2/fdv8fPnxYKOB79uzJduzY4f5zLZWJFDQTmxCirkjARUuUZRcbVc5ob39U+c6dO5tamghv7HzM6LNnz84mTZrUNOIcczL7GLENiDzX0cLmHoh9Xli5z5YtW9y1CxYsSG69SsCFEHVFAi5EBAm4EKKuSMCFiCABF0LUFQm4EBEk4EKIuiIBFyKCBFwIUVck4EJEkIALIeqKBFyICBJwIURdkYALEUECLoSoKxJwISJIwIUQdUUCLkQEE3B+hRCiTkjAhYggARdC1BUJuBARJOBCiLoiARciggRcCFFXJOBCBHz8+NEJNo6lTSXgQog6IgEXIoDlSW3kOe7vf/+7E3UhhKgTEnAhAvwWOE7iLYSoIxJwIYQQogeRgAshhBA9iARcCCGE6EEk4EIIIUQPIgEXQgghehAJuBBCCNGDSMCFEEKIHkQCLoQQQvQgEnAhhBCiB5GACyGEED2IBFwIIYToQSTgQgghRA+Cfv9/W+wlLi3zQlUAAAAASUVORK5CYII=", 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  • p (style="margin-top:12pt; margin-right:8.5pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt")
    • span: Pozostające w obrocie emisje hipotecznych listów zastawnych PKO Banku Hipotecznego SA w PLN wyemitowane w ramach krajowego programu emisji listów zastawnych przeprowadzone do 31 grudnia 2024 roku:
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    • thead
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        • span (style="font-weight:bold"): Numer serii
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        • span (style="font-size:9pt"): 9
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        • span (style="font-size:9pt"): PLPKOHP00090
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        • span (style="font-size:9pt"): 27.07.2018
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        • span (style="font-size:9pt"): 25.07.2025
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        • span (style="font-size:9pt"): +0,62%
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        • span (style="font-size:9pt"): PLN
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        • span (style="font-size:9pt"): Bondspot, rynek równoległy regulowany GPW
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        • span (style="font-size:9pt"): PLPKOHP00108
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        • span (style="font-size:9pt"): 24.08.2018
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        • span (style="font-size:9pt"): 24.08.2028
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        • span (style="font-size:9pt"): 3,4875%
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        • span (style="font-size:9pt"): Bondspot, rynek równoległy regulowany GPW
        • span (style="font-size:9pt")
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        • span (style="font-size:9pt"): PLPKOHP00116
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        • span (style="font-size:9pt"): 26.10.2018
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        • span (style="font-size:9pt"): +0,66%
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    • span: Od początku swojego funkcjonowania PKO Bank Hipoteczny SA przeprowadził emisje czternastu serii listów zastawnych w ramach Międzynarodowego Programu Emisji Listów Zastawnych, w tym ośmiu emisji denominowanych w EUR oraz sześciu w PLN.
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", 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c+UCm8pzIT8My4ZAEhcEe5x5B8JZ5hSwpUMJANVMhitQDHGhRf3V/HHoa4xMJEfeSIARQjmi/xTAA526w/a+SD/+gNhrrCiuZJ/hFDZy5kwifxTfIgWw38S+deH5AOhsq3DPmcyQlaQTA4XJIvSYAgOByQvqO+tLHomWJlFapSLN54sCtGTpzKQM7LBOEN+x8kCYi0EXZ+XTCEqtnB41mzIP2gr9UTuX/3qVzfipO3ng/wDQi7c3P1Wda2ejSL/2pWxhqzWyjSjW1i5Nw0g62TBBGYbDdlApLW1LQ1I3LiJUPsweLVdbRvhMFDm2p7QJ//KZ7sLw14bk4UKsR+Sf6QYWVCm0gtF/ukH95IbBjIjDSFVDuSYrJDfuZB/betZw9X84Z7/ZSX/ZOKII45o3vH+9bXyT79wZpC7vjGBlCsrR2UfjHrlsUo1aqV0GPbveuVFmjhgGDv0Sz1rWck/+dfe/dXbkP9gFGztoptqTheyb4xz/pIpoOs5wDjzge6rN/DUuSeix4bk3+++rzcPkU/30Zt1ZgqQfzrHGO+Pl4rEoz/dV9dPgmvYKeaPei55N8bNheYooD/lW84x5fV/Pd/v5ndlKkeG8cieMbeb0znn1Mk8pvzqRUcqQ7+NpH4bmQe1U7VF3/7wHXJb94nG6tsW9CW7QirnQZV96JyUr/zlMdM3yYjmco+69x04yq09q7zDLWdkxG+1DasPbaT+/fapfnH98D5/1dn3/nqWutn6Zy7gFFd/Nkn/tdSuqzorq3wkdfFdpXLu9uVRfsMVb/lVvfTnTLayyINcVJ2G9/hfeZS7nGs1J1qwISN+60fjaLuSgTqfyKKI+vtbfeGe/lu+2PfqVe2qb+U9LJf7q2+1TeXnmf2VbM/ry6rPyjZpKy+5c01/rBWU1/fGmN+Mo5Lt6gt5K2//jV/q5T5yXfVQR+2ujFUfv4/SGX3yX/JRh1WP0zn+Zy/bbqqdyEXBvX2ZA+3Yt5mHb3tSd+Ud1XYlk5X6bVy6xff9vvdX/kP5Znux9eh5vxXnc73y9WXbeNcWZV/pD88u3eF7faVvaqxpF3n060ov+b7sl6F+6o8rbVa6jp1r7uFY9dtMdf5ssGTIv1V+nm6hvVbaNJiOQvLrNOk6TGom5L/24RIaxADGkX8kzirtkMh5vtdeeYbBhJAwKGr1ehwY/VYW1anAaYB8//3f/337f77IP8MXWfG3Jrr5IP9IGyJXq7NzJf/qrX8rvHgS+adE9R+CNon8kxGvqbMCwVHA84t46XNnQgjzr7qKICkyVjCwRXxQhtX3yqct5EUBIGPOAUDeyYIwTO2N+CGx46DcCDQSNBz8syX/rkXyGU8UmrwZcaIc5ivsX/saJ9qKh5giMwENyb/20u61pQaMM/Ww6isPMokQcuSoEycKQq3POE/GwYRiJR8RLyXudXXKXFsF+uSf/CCJrjVGlAtxNTkNyb9rnTehDNUvRf7dz1loXMjXFiHjXr05mBACxsdcyL/n9olKXybmQv4r7H+I/p5/k6htDfRC9ZnIGDqtHKsFcsF5asIdte1gSP6Nf/rWOCNDHEeepb1gWcm/cclZhNyT02qjkP9giCOPPLKN8YqCohfJIr1jHiCbFYl05plntmvMvcarsWXe5OR65Stf+QTyT1Y5/j2DbJpLONHMrw4pNq+xDxBzzlD3mYtqe6J503f0CxvGdsAidHRWjY8+RpF/MA7MhcYkGNPmVGUDc5exbpsUw5T+ZiPRVeY4+l24v/Ibf2wekTvq6Xwcutm8Ye7l5KzIG21Uzl5jssg/ncY2Mx9qDzrab8ane2urpfqzscBcgiAqF+eeMmoDtpI5T1Rdwbk+rqMPymE7XTSG/tLW7pG/1UwEQ7nYOfQFnUq/sKPK+UN/epbfzPXm4tKR5mBypB3dx8YxX5IHdon2Un/tQd9yupATMlVnGLEdyaf2ZYf5TZ6eow+rjBaKPKPKT8/Sc9qM7tMH+q7OzxEZIn/PUT62czlMawuafpafec85O5NWn81RxgaZ1xbKUDICZMgc5lnyVW9zZs2J5m0y4Xtl4qjyGxmpM7n0t7FAjo0H9xXhZf/7rZz3bEhlV2YyUn1XZ1CxQ+TPLtM2nqmPywZxrhQ9wJZznTGOJ5RDwNzBFhtH/smA7az6y3PN87UgwT7zTHXVFmSePGs/MkKPsKk9u6INlde4VafSCfrSNex2c64+qi3Krhu13adP/v1eNs0knSM6zxxMb5ETkZraxFYo9bDlVV+QXeWpNiX/7teW2qGiVMgemRzat8rAfvKbPJWTHvEsdbRNUJupm3Yy9uRhTJGTKre6ebbFTXnYOsq2Y7PUmO3Ldm2VVr+y94w59k3xLmd90aHmA5xMfdVR33qm8QLGEK6FZwB9WPrJs5VNG9c4ZdsWBzLP0IHqQadq3+WBJUP+TaAaineeZ7rAaERwpCKVGpnicL3Ophh0wnDPv9+sBupU3shx5B9hMiisypYnl/Kg8GrC81l+nln7nhnMJRx9EFjCTaCQB3maJBjDDGNgeJhsKBcDbRT5Vw6Ca9CZgHmLa8D39/yb0Gv/M8FUN4PIhCF/97rHpGGFTxu5bxL5rzMWhPQatIjuXMi/wYTEGqAUoHKoS5/8K5Nn6XMkgoLTfspJcbmPgePaaneEQd3tndM/6qOdKQOTEiClvuMMUBbtQ8H5a/KlLBgu+hRhNplWHShOCtmEol8pDe1iEh93Ejroc5M7hUUBaR/14VSYLflXNwYhx4w+tY1EGzJo54P8I2HauhwriLa2JbMIuXbQp3WOhL5TNgqRDCPr2rLImrKQ39p6w4Gg78jIcI95v92MbeXvv4cekUearZzXdgd5kydt6rPxQX4YBcYpudL36meiUG6JcUJelFP7MvaK/PM4ezYZqEPmhN4JuTXe61C6SeTfpKJ9/dVO5LrIP3ktudeHjD7OvdrzvzzJv7KbBDn1yFoZTow7EyKjwbONOePNpFbOwiHs10fYySAY39qETuNNN4mSYauwniEaZFnIv7agj5QBcWEwakttTLeSB8k4D/lftWEuRKDodMalMUP+jDvjnF7/wAc+0GSFbM+U/HOWsUds7fO9fNgYDDvkwdiiF9kDZJ9+9ny6gI6RN90hGWsWDegZ97rWOKRPhxhH/n3vOeZ242QS+Te/mkNdIw9lKsep+Z6errB/znbzo/mb/lOv2hI3ifzXWHe/9qwzjMaRf5/pUOObc6L2+dOFQ/LP0W5uYVR7Ph1Fx2u3caCrkM+aH9W3dI6+pIPpuJojPJszwpyu/uZ6v9HbDH+RVHQmx69r66wn5aebzd1sPH1NF3FWcMqbP8mNeVmdERZzirzpQ7pW/YBToMi/urEXRLqSF/Uwj/VXaM3dymq+l7c2EU3ns9Vm15s/9RGbhgyoh/bgPNEGfZkagozSxchOOUzMV/VWF04uY8qYk8yLvvN8sknOjCdyRE4RN+NmHPlnE+lndiUbgqwoMxtQnsYi8l0HH3Mqy08bq6t2cK/+8tc99ICxpQ7kSftqbxzAcz2PraCN9euHP/zhse1hXjUOzW/qxf4o2a7o2Fo1Vn/zt/KplznO3D4k/xxtrvU9Ak4nWCiYD/Iv/1E6h3xWP/TD/sueVs86/NqYoT+0n8/KWGec6Rt5Kp98KyJ1HIwtfVFjCQ8iMxYNlIcsGR/KV9tkyapx4Xuf2QEcbP2wf9sUtD17xjXqznYld2RI24ExpMzGq+cZP/LSl+xj45Ic6wuyakHJ50nk3zhznTJqY7pEnsYpHeo3ToY62Fr9J531MFssGfIPQqI0eBmUoONN5ozBvhGsccvDxouFGAzJP0FgcPM+mZAonVHkXwcyTikXJM/EhngBpeHZBisDwcBRJs4KimPcIRuUEscD4S6vIJJSq2gGEKFUZpP1KPJvgFFMysXgVVf5EL4++aekkXSKQ77+N4EYHOpS5xRQ0hSmemgf/yM/o8i/ASBvk5j2M4hMTLMl/+picjUwGA2UhnqZ+A1EExOloGz6m0FTKyQmAspNG6i/PGtQMuZ8x5DTj66XV391VZsjovoC0TOhyFOZ9SPniv6V1NWkWdDWZEJblQFoNcGkP8mDDtpB1IC2rmiBCgOaDfl3H8NMXsqkPbS5vpoP8l9eYO3E0NMXJjjjTtsihIwNkzijT78pl3KUs6t/2q/JVh3Vtd7A4HwNinLcoVsUKLmlMJVBqkmNcUVG1F2f6fdyJpU8aRvjjSPP8yhdBix5KHnXVspKpkzmxnCRf21MF2jzMjQpfPW2KlPyNIn8qxsj13gxeatDkX+/G6t0h3q4BxmW5/Im/yAvz1d3usVz9aPohFo1KVkVUTJuRUTbMGbUQ/20PWejtgV5alf11k/aVHssC/nXDkiBvI1pcl6rP4w4fUDuaitIsGrCmDWn0Mtklo7w19gwRyKZ5n2/10rvdOSfjjJXMMQrNL3If/+MmHqzikQOkTuf6XyyzEBESJFYcxX95hmMaStntQ1uWJ9x5L9WW42NSeSfrlEH+lZbsH1qPhxH/vuHF3vWdOS/9vxrUws26kkvjCP/FQ1X8xzU9s4h+dfubI8qs3vYS5NON0f6zKP9t7UU+XeYmTqbF/SR80mQcPYW5445p+wfcwTdYt6qrYEVQUIG1K1P/vVVhW77XZtJFU3o2jqvahL5N7+ZZ2rlXttqz8rHZ32KDMuryH+97UQ/ViSUPkKu+3Mt57x+nnS+QJF/YwbYIiIV2CLKiGCVw0p/svfY22SkPydWVCbdXY6AUeRf2dzHjrHaT+ZtZ0TEOFKMZfJcZJdDBTyP48b9rleOGqdkhC1sscezzOVsT4TR3EJutaF21heTzr4wx9Uco+/qjVHyZRvVYkfpBnVUNnKjXzkGh+QfD1AmfU/+6QX3zNfKv3FgLLJx+zpnFPmv16zXdgZ9TFbpjTp/DQ8gD8aBOV57a2M2Vc3ho6BO5vFyCMnP89nEdKNk/BhP2sUc7xnGgbaoaJBR5J9t69qKSNFmxgJZc53rOVnZUxUBbjGJ/nJvvR3MeKntKWRQHvTWJPJP32qzemNYjVN/J3Gg+caSIv8EXkcP9xghaKMOoiAgFJmGNqANPtDpJoAi2gTbdYTRYOjvMynUa+UIiIHd/93gcj/B6h9wY1BNOoHXYDO43TvcK2QwKqOylAFeHqjhdcqsXPIqYa+9XrXtwf/yqj1Y6ur6GvjVvp4pL9eWAVPtOAzvrevl47N2nuTB0m79djfY+/ucqoz62GDX3rUvSv7aV9nUqd/+yl99Y09zhf0XtG3/UDLtXgZAQX7kQh7apJ+/ZyuX30adEks59A+R0ed9b/wkqKd6aYe+AlCfUm7q5/faX6SN/a8etXewv89JOyur+6utGTGUjFWL2qc67tTWkucimT739zKVvCljP6SrytXfy+f52sL1ow6m8V2/HPLo7xsbQplqz2il6q/aZ+V3+WiHCptVTu1R5RuOX/n0x6ByVZnlVfvlqs/6cixvv/edPepQMld7z/oyIQ/jRt9xxBX5r/yqHv227OdR+9FKRsZB2dVj3ORSeqW/pamePxwHZExe6j6Tg7w8W/3coz2G26bKa++3GmPyLTmqZ/grj9IttRe02kEb9ffZGqO1h3KoK4JVE4grg48zmRPLeDB+EEhOLqS5wi9nQv7NMYhI/4C9UeSfTkFekBkEsVKRFGNCHkgDo9oq0XRjaxz593xGPRIBk8h/ndPCKK7omdrCN9/kH6zoKRsCN478V/SYRZ4hhuQfYVbusgVnQv6RSWSlbKQ++bdizKHsmuoj0YzKz5GsPUrnuF/IMicOEoDwIo/VB5PIv/mI8xxxK301U/LPKUteR9WxIgmRvHozwHTkX//osyrbXMk/eeNMq3E0ifyTPw4W42IS+Qd9g+SKtLOQh/ypJ8d1OQ9qdV/E3xDkTX5VT9e7H4GtbSjKhcQqK9Ku3zjMtdc457qyVuh2f2wri3xnS/7da4GT3JBXY1SbzAf5B89gB5bOqVd3jyL/okaQ+Boz5lPX1Fue/E5Xkn/l5zzT1pwh/o7atlRwbf+cL84aOo3TsyIoi/wXB2LXaytOQg7Tsn+H5F+Z3Ft93if/dAk5tVhDfsiwPiRPHDn+zoX801/6qQ4z7stLyP8KgLAdq1UUnkanrE3ewdIChaWfreIAkmvyLOMq+AWEYVPiw3MNghUPXmBGfhlx9s6ZzPoOhiAI5g/sAau3bIAiQ+yCOt0aMa3ol5mQf5EEnHbmGiuGMIr8+w7Jck/fOVhRZYxmzjTXIw0IqJW/Kscox9U48u8+hmSR/XHk33Y3xFeblFOUfaScMN/kn+GujYuojCP/CFG9unN4WNuQ/IvIEilUzoWZkH8kntOmnM198s85oS9rS1o9t9pDJFJtyURoOB5EutUqMuI8k5V/zmTt5Pf6bqbkH5FD6GzjHJaxthtybvUPsJ5E/pE18045ZedK/hEi8mtcwCTyr+9FviqD8TWJ/GsT8oiMiTCtCAArxPKTt/ZSDnZOv23KyWDsl+OcXNdricFf/Wl7hjBx8sDJYgUbWZsEK93adHiIJ8yG/CP4dEIdtFllqS1LcyX/k3TOKPKvvSsKFOgb0RZ1kDLyqy2NWXa41W6r6P4nZ+NeQ2xhRB9ywPQPX0Tia1tKn/yzmci28UNeEX/ybrvJKPJPtshbyXaf/GsDbcqpJJJX+9DZ9LtFGPphLuSfvGp72yGGshjyvwKgMwiXyYmA8ezU4VPB0gElyCihgIRt88bXWQbBL4DwM1b7E2OwcDCZMLYZugwTBpi9f1mhDoLlA4QCwUdcrOwUrKZ6e4sQ/iLsdWAwI9aBZMLiGd3DPf8MNoSBnUHHjiL/YJWNgc2QZvTZL2u1jdHJ+GSoMq4Z6ggsQsWgZaA6i2AIZTDXIRbIgTwZ72wchKBIJWKqzuwf5NGKVK38I7QMWVtsPNtWGeWG2gvPoV7RT0Pyr42QI/n326jIf622Ws1DMNTLamDtC1c3BMWztbMwbr8Jv0fU9JHIDAa/8gzJv9/9j8ggqwh2/+1Do8AYR6y90UF7MMSL/Fstt8oqAkJ+iL5wYIRZGZFDZUQe3K/tEF5tzd5A3hFiiw+IyDjyr22QFO2pfUVbIFwzIf8II8eB1W8kS5nJpHbibBG9oqzIi3JPR/7ts5a3CAf3kWXXz5b8I1rKhtyIYiNnyBTyryzqadyoh22E5LeiUGocuY8jgz1X5J98ky3964wezgL1NabKppG/Z4uqcI3xo962LZJNTh8h7MhrHV5ZsqIPtIN+Q7rNz/KR/3SLSHiG6+RNNtRH/yrPbMi/61zj+crCsajutmLOB/kfpXO0jX7Uf3U2BwdLvUnB+NSHZFDdjN06JJ0TQb9YWKIHlNH92mTSdjvOA6vvSDR5pZ8933Pkj9QbgxwNyD9ZZydx+Ghn0SXK7RptSX/TPcrN9icXyLmtDXSQttUXFSHIOeH5pdPoEWUmVzAd+Zcn5yMdKE/RY3Qr/UReOYvNE+aFGqfGX8j/CgJhpUx581bEexWDhYHBbLLkhaN8Z/KqxVUJFFW9/ilYHDDhM/7IrL4J8Q+C5QfjC9lhmNKHBUYn8mbVsw9GbR34JAIAyS3yjzwhygx1hp/vfceItWqGXPRXrn1mCDMG5Yf81jYtxqrncARyXCNFrmfQ+r9Olx6CUc6YF6aKmCKbiNkwRNkZK4xnz7VHvcg//YNYI2PyUObaCqceiIWVM0atsroOEe1D3a1+VxshCQxwQOC0kbIhZRwApePcJ7SXc8Dv7qm9wRXJx3iWnAVSJ7n3yb+8lEceFniEgiNQ/b4dJwPqIum3Iv+A0PhOmTgv+gf2MuIZ+n5DnPrnTmk3DhbtgOj7qz+QVG3OwdtfAdWeSIDrPE+ZkA79bk5A8GtfPxKjf2pbK0KoHO5VX+SUrCApylaJPCIpnA91hgLiJ1wb8SLHddB0vd6NjOqrSdvunLtCVmuLGtLvf/0NVmiRV3ly5Dhrx956z0NkyYny2WvNGVMyweFQ7avtkcki/65B9ozd/luX7BevrSqgHazmKg/neh0mC85pqq0iogX6C4HaQTn7ThryJKR/uB13CPXiQFMfeatDRePYpoCc+994M6aMM2PUGNOvyKk6uc85QD77TZSKNlQGTjuy1Cf/6uUaumvUGy44PDgQkHq/0z11+N4onVPtJKqEk4Y8ls2IYIu0UT/y0z/zqsah60v3iCziTOxH0fShjtUXlTgd9B/Zq/36+l+/GyPK57wgfUf2RRXVa1qVwRYN7Un2OH6UhYNVHZVZ9BPZrnEkL3Wvg6VFIhirtWWlDvJ0b21X5bw1niraiB6tLQh0XZF/oJ85kP2m7T1HnvJQ9toSyunAcZED/4IgCIIgCBYQdZgsVNi/VaeVDX3SyQBFoPvEdS7ot1GF/VtRWx5AsJR91AGIy4K+c8SqZx3qNxcUkQbtgHgiA8vr/d1LEf0tLhX2b/988M+wgClipH8gZrBw6OvWCvvvb8lZaIT8B0EQBEEQzABIiHBcK4FWda1KCkkernwvdoh8VAdbB2qfLPIwbkVuWVCnhlcbWW3TRr6bbzCyrVZbRR11sPNMYQuD8F8r7ci6lT2h3pPC3KdDrUpbkbTCW9sYpnvFWfDP0IYiPESAWPUWVSDSxsp58M8QPVOvVg4WFvSQSA7nW4gEEHlgG4KoisWCkP8ZQBjL8GTGYGEgHIbXXLjhYgiFtuojvKd/mv9SgrA2YaEMw+AXoMyt8glXHHdgzXxDGKIwxnqFaBAECwfjUXimFUhhsMLb+2/eWBmA4NarWesVp/U+7fkAEiLct9pIuO7yaCOhy8Kqax/8bKE97Ne3/9kZOEL/hXfPtT3sK7f1QIiv6AdbP3J467LBHnWh30KgyZLXuo16O9CqCttZbJmowzuDhQVdwjlla5QxT7faorMYOEthlSX/wojsoakTNAv2PdnbUYeQOGjB4R882HN9noNp6qTTpYw6LIeiZlggScNX4Glb+87sT1qWPfj2/Dj8Rp6LYSAJ53FwiNeSLEUIsRP6yPO+IiB0zT4sfVzJ/i4HvDjEyd7D/qRfB+A4mAusMPG4MrQYnQwtYazzGWIpdNMqk9Wc4WtFh+Acss9wrqGjXlEpbIx3f6aw4uagIWPQXjR7fqsd/LUnDoExTu2/HB4qYxw71Kr2IQ5hz5/xSzYmOUHka3+dfaeSlcb+yebaxoFO+oxRV3tKtZ0VViHVJlEHJI3a+8abzrjuv74zCJY3yLXDmqwYr6znyNQrQY2h4as75wPaCDFZnm3Etphu7/VMQS/SP9pj3KtuZwO6rGRlJq9BDZ4Itrk2rNduB/8MY8vC2GKwiYNfoF57vbx061yxSpN/hzUwLPsTh88MZV40hr0O47GZ64obEsUD5HCXpQyTHIJmtZjQe6+qk1nroJ+Cg1gQAcSyf7rydFhs5N9KhnBPk/pSxIom/0IjvTrGoVfatpLJ3sEzfqtXZwEyaJUGea3ToJ3Sam8V8utEX4c2OcBlvrAs5L+cQ3PVH8tK/hnETu11sI5xiERrl2o7+TmZlm5zCJODgxBvbYj0e72gFTCH1CDmfWOrDtDhpLHXdtJhNK6t1245gdpYF/5WIZvGjcObhMHqe9c67Ef5RVfQHQ634qhwIng5eQra34E/pjEHgQVBEARBEATjEfI/DfnnpRUK5lRcQG4Z4Lvsskt7F7dQs/6ql5VLr91gzAoHZzTzylm1sp9O3n6rlUDeZafqeqWDE2v7RjbiJS+EhtGuPAx11+60004tyYtxrD6Ma0TU94zkOp0XGOF+twKnPjyoffLsWV7vIz8RCrVS7xoGutU6dbYCO2mVz7XIoldkVP5OVfUanL7nH7lAniSnak4i8uomzFLZ3WfPXJF/ZbEtQxsJYax3tQLSiDBqD/cKHeuXnSfZacl+R0r6K5/6UXv4Tcg7QoToaB+EqWRGf3h2nW4r/F8UgPvIh37uP9MzvF3C79qlnilcq38YiFNBPa9War1z2eve6hAlfS5/CbGtA3G0v3aQv37mZKm2RaAQpP4znSZa/cyj7uRYB8Zo73qnrv50cqytFn7j0Jm0kq4MyGat0OsTz6m+MYbkU68D6qPI/6jDfPSl1wY58bgwJP8iTpDJ2qeJ5CL/oyJurHipb40T5TJujA0w9o0nMt/HKPJvJfu4445r7e7VSPKWD6eX+jitlw6oU1zJpr4gT/RJrYTXONWvrq/TqYv8k0ljwCnMJXOjQD6Vo/aY+eu1SvIlj4i105GLuNNByul5+kW4q3YxNofkn57yWhwHYk0H9xkPdXqyetO5TrolQ+qhv2o8OZ1aPfWxsWnMVn3oTlFZ/fFkDPmOcyHkPwjGw3y3PF4ZFawcMLeQgbzmeMXBvNWPcgt+YQOvSD3EXtAPiRZ5PFZ58i/klbHrIBbJ3v4++UeCvVdS+Kx7kCCrUYgVomE1zesZKFb5eEcjgx9pcCgJEmPwM4AZuV7rIDwVMWIIiwZAIhyE4z2yDHvCinxaGWfYIvsO8kC+kBrkk2HvNw4Fe+u8dsbKmDpxGHjdjAN27DcDxFJ5EHihuj4jFOA1NdpBOZB85RQ6rb5WLl0r/FedlYPBPo78qZcVR68cQWpGvWbEwLd/WRsx3r3PFOEZBySgyu49oshokX915QzQfsqszRAd5UMKtSniqd+8pxOBBG1vT5/+QPgQEuHjyLt79aNQY2RLSLF+tmdRH5AH20XIh5DyOsXTfVZQbRORJ/nwzNovj0j73StFlMneNaucRQStxCKH5KVeZ1MEz//6wDO8/sX7TRFHZUKIETIy43vPUG4ES1vpQ21lZddqbR2KpL/VEZCzetcrmVVur2Qp8q8dyYa9rf6vV5aMAgPDGDEuoN71Ww4hZZX/qNcuzSf552xC+uVHzoZwrz4Q1u5er7+x0o2oG4PC2sl7/5VOdV+f/NMRxiK9oR+9UkaZ9J3IA3nSH9pB/xmvtiToHwSfbHm1FXAgKL/6yL9WzIv8G1ucO6JrjLFJ46YPr1oq+dc/QuzVsyB/47AfWUAOh+Tfd3Sj/Zd0pXZeFmOSY8j4qNdJGVv2wxXkqV7apQ/ONxE/tlCUM4u8a2vOqJD/YD5Bxjgr2QRkvG+s+k0E2vBwOXMf/dV3Thk3tiKRe3p+JtFq9Inr653s87FlSZls/zHfzRXqpHzDPdd0gzJXW3F+mq/L4TkXmJdXhXB5fV1yR+eNWmjR/hyz00WdDVGvj2NHLIaoSbaFRYCZzmErG/STKDdz/4qAMVI8plK9t54sDedp47W/hYI8kSv30WOjbPe5whi21dAZHTMZz0j7XJ1V7C22zbjXoo5CbYfSFqP0trbRduPGqO+0/bg21CfyXx5tPFOs8uSfUCB+DFAJaUYmR5F//9v7j1wxoAkE4oC0MUQRMeSzjAJEkeHv/bC+s3e5H/aPmCBVtepFESJvhAZxslJHQXquVV8Gcw0EAsmA9+ocdemTUBCR8Eu/9Ettddc9CCfDmVAadIgKJ4W8kWZkRl39ru6uN4kjnQyGElLvO1au/vtTh0CaDHDhzsL/RRL0hVx7WDm0qqddEEUOiVHQzsjAtttu2/7vh/1TdvoG0QUDVfshDurFYYDMgmvrsB111PYcJ1buATEjC1bl3at8RUCtwCOQ9QokZVFmRk2/3eXL4UIOQL8igd616jfODg4a7/gEkSHayCFLVu99RmwRIH2L0HD0MLI8T3QCg0qdOWLIn8gC5eZgUH+r3EWCKHB1LGI8jvyrr5VgxFI/kQ8nHWtHctYP+yfn6siZMg6ehQwjiOrtuYwOMqcfyDnHyyilWeS/3nHs/ch1kNNMyb/2cCgkgkwGjLlxE43fPMtEqL7awzil2D3P+ByeVzEk/+SPDuBEA21DfkwMIoaUp8L+XU/vINXKZIzRGZxA2oZuUWdto+191u/DsH+RH8b3TPa51zt/6TVEhE5Rvn4fGovkj1OxMIr8kz9OBM4x/es0bO3MkWOsan/9JnEW9Q1U/SPCgEyK1qG3jEk6tyAf8iWfmnD9VU9jR2QAuJdjhdOPTIb8B/MJOtlcUofhGQef//znmyyWzjFvGlu+85o89oN5rOZoDlURb2VbuIdNMMmYpUO8Cs748ly6wYLAXI3E+ST/ykhXiO7qw9j85V/+5altfKKH6L56V/ZsYV6zfaneFb9UYT5g9+l3etG8ZB4erpJqZ/MNe2JZDpxdbOQfKTOXsG2XIlY0+WdXoXMWFkrncPCbl9l27Nm+I/GMM85odsA111zT5MFikoUH8ifhARZq5lNWloX8s3vpXbb5XLCs5F+5REgag+xBY4bNWe2A+7BZ8EbtJKq4XxfOOwuk2nbUNk2LkxZ7cElcaKGwypP/6cL+J5F/MNH96q/+ahskhMVkXwMMCfabVeBR5J/Bz6BlPEt+N2AZswxug2QceNSVq0j4kPxbxSzyT9gY/oif5yD0DHDKAJlmaKhfhdEX+WeIM+6RhBJ8hBUBO/bYYye2r3Yj+E77ReY4SSpk3Qoww8rvSBHFxODvh+wXTPgcKLXS3Cf/wrHlrb/Ua7XVVmvtiWAMyb/yIJxF/rU9JVnkBClS1zrcrE/+tWn//ceU5EzIPxkhK0X+EWJ9XM9EdK22O3iS8rAiyrlCphArh04yMK3cW4FGJhmgFBl5g0nknxwxEqYj/8ppHIxabR/u+WdAKOck8g8IsTYUeSLKgzIkr8YExU8GRqHIP/nXpupeinWm5J9hytDl0LAqPMlAOv7449sYNQGSIVE26mfC2WyzzdqhlMP7h+RfWU0CRZAnkf96LZjxq7x98q8M2qiiU/oYkn/jfqbkXxk47OzT90yTKn3ACCwU+e8/exT5FwXhuYxUkRWIgDJzQmoX21P0mzRc0eGwUHcRPNqULjD26ZpCkX+OztI5nGUVLVBjx3OMZ+M65D+YT5BNESnmB7qSfuTMIueieYbk3xgwnuiDsiXIOpk0xow314nqMW/QMeNWbdkKCDSj0D2IkXFP3udapxVN/o1N+nuuB/1pN3PQUif/FhlEgZnj9RfbTTv3dXw5ctkHZK62qM0Ei438kws2HBtjKWKhyP9wO2VFpBr//dD3Pvlnh9BNOBHZMKdauMNH5rN/loX8kw26b0WTfwcjs7dxDk5Xup/dXFFYdChb0bxAJ+EZFg2BvmbLceCyVYfknz3M3mOvLuSqP4T8z5H8O7iKYFm5Rf7lWWShyL8Q71Hkn1FNqBAUQiQhoQafwcHAGKWkDW4k14pAYRL5N0GYKJAZZNFzGBfqVo6BInd98o9MFiEuh8Z05J8i6e+f95f3UTsw4murA6XCUSJxRiB8owbnBRdc0Mh/Eb4++ddufmOEVPtZbaFU1GMS+df2iHcpQ6QMwVie5F9dPaOMIUTXyrLD7ertEyZ1JB05FjGhjOrHGK3DJxF87QLzRf5NDPppKG+zJf+MZIZLvUqKPDI8rFao03AffWFS2D/58NtMwv5NGMYbmZ+0v0yYm7604s0hRYZ4deWjL0YdRjkk/1al9HON+0nk3/hAxKs9++TfuFYW5xAMMVvyr921A3kqWVd+5fXMGte2eBij/X4ZRf7pNOO/nATupyvUYRI49jzT+CvdCQgU52O1HYcBma23Z4iGMJHaklN6Wj9re22l7Y1rbUNXcTItazhsEPRRcs+hV1E/jLuah/rknz50dgZdUXqVfNrSw/Dvh7wbKyID6NNxkXMiWYyv2u7FAKXzEMKCsWQ8k31j84QTTmgyb1yxNcwVHK5sFfNTOfX75N/zOZdth/IbJyfHMxhn9Y7qUZgp+Vd27cih5xkcrcqr3PQAh0bpH+0sP7qEPSAPdTLH01/axPyhzHSCPmJoy5/NpV9q3Osf844+sT3Pb56DHHl2JYeL0msi7dh3rqdr6G9zaUH5RRlpU3N1baUEjh3RHO7VtqLHSr+Zfzl6lJGupWMnQd8j/xwmwI5BRPqRE+ZH7cE2qO2Fk6B+bAaEq7YSFvnXTuZj5aNfla/0sHlQW2snJFCkYZ8EkgFtoU1sBTTPFJSX7LmXnnY2jAgGbev7Ou9KHtqt7CoOaLZTPZN92381pHZnz3mmiDhzEYgwI7vV/xZ/9GfN+2yjOmNGm4rq0VdkTX+RPb+Zq6vcFq3YBEVQ5SmasMZznVnFlnMvu1gbKrf5G7Er8s+eJmvq6r5J9gi5M0aqbuwTdmPZe/SN8d0/9LgwHfk3z44j/8a8z2xQIB/63yLhqO2ZRx11VLOtak6mgyy21CuvObIsdg0dB6PIP86jv7S7upJDzlM6lo3DCcuGrrOZ2Cj+JweimWs86gs2or7Tv8qoHkX+lU9f+I19Mc4Bxm7ThqWb6rBkXAmHYSfVNlLt6Xn6pBZDlFNk4/CAZuPNtRwHC038IeR/DuSf8FSov46lDJG5mjistBEAq2WjyL/QEiS+Bqv8CD2BcnBY30iglDkYTHqUDhLXD0eeRP6VleLth+/7a9CXN1i91K9P/uvkfkZQDWorfozuCl0fwoReB5MV1IWxYJ+gFWsKsX/6uTopg/INvYHazWAr72mf/PuNwqKE+vuAKZPpyL9JT5lqP7dyaW8KYxj2P1/kHymnhCrUh4IQ9lZODyscnkupMZwoNXVgXJajx3MYoYwCWFbybwKoV6n1w/71PyVb7x8mg9pmtuRfPxpbiDTFKD9Gh/bgbBp3CM4k8k/+tTVDpKCNbAupNizyT9YYm8YXWRlHCPULo0gZGcd1wKe2MF7rwLw+huTf9hmOgzL+J5F/fUJ+eZM9u0/+tbU2U55yEPlOHWdD/hlOxj2Z7+sKsoAkc8LUhCoMzbkf/ZDkUeSfzKsrI4EO9b3Ve3piHDzPGHDd8P3WnIhkli4C51mQDwa5+5AS+qd/eCkY49pAYhjR0aIpluoqUrDiMCT/5NCYZggzyov8M1SRZPZCbR8D99Ad5tChgYkI9Z1nQyCACDTijXDUVrWaf/01H9AXHN2IV50Nw0FAdyJDRc78xhbok3/OA/qLzqd//OY5yA3QG/QfR/goFPl3PxtHQqj87ZN//5ur6C/j1VxnDmLv0NPsAPMcHSJyyFxkLGsb8xbyZQ5VH8Y3XUEPaFPzkTY2/3mOOQDhAPYGHSsv5Fte9Kd5j74wj9AX5XT31zyLwJmbtVNtWdMW2oweYpvRe37XhuYK91rIoN+RbPU1j7Mj6UT52LbG3lBfh+6OA5KirNqenIzaHoJk1bY0cwibZtKBcuw1Nom6IXsV8aXeCLm6IPoWsbRBOWTUiUwok3bVXhUBStZrUUib6DtlosO1mfKTUXIiykubmFNdqz30DblD9tl26uqZxhE70DPJhT6tUHXzsPlKe8sH+ZdPvUHGHOt52gK5NKfUWUfsWXVWNnOE8lkcQADdR36MK055Y0D+5iHyagzKo6JVax5i43k+GUDEjTNtaAya+9XXHK7PkVoyUCvKHA7jiKexwB4oG1Lbm+fZGH7TP+o2nEdhvsi/snG66WM6bLjtEcp2LYcW54p+ttXH/WxydsMw6mdI/o0v9VU//c5JQl7JGO4iT33BnpMv+1dEFZ1gHJNnTgZ1xDn0EZvLWWB0lP4o8q+M2kb7+7+/iDQOZMaiGL6lrHQQmS0HHRgHbOL+GSh0z5D8kxPfcQ5x3qnLQh4GGfI/C/JvkJhUCDhlTbGCSc4+Ld5mSpfyqoMCKXIEw+8GqWsJCyXrO5M9xeY+AmdyoXwZIH5DYv0lQAa/yZ/XV6JEJ5F/8LtyG5AGjjLWfh4edARPWe1nl79BrxyUgHoYOCZcystENu4QIvWkQChSit9+mDogUftRatq8jJkCwoqojdoDg2zXifMmLJ+tcCg7Q0F55at9KBWKYzryXwcT6uva611hm8uL/MsbGWM4Kmsd6FhKA7H2XJOKvClHcsigK4UuD4TaRIjAeZb6T0f+gbIzGfHociaoQx34R0FS9jyT+ldbUHSzJf+1h4yha2UETGQUMkNqHIr8M75LvvU15U/myChD0F9tqPxkudqwf+Cf6ylazyTj4yZcRqZn1rkSjCFyjoSPUs5D8s8ANRHy/JN3Y4f8m6AZ5SYLMqAdyIS2VybPE8rOcDKeyYjJCsmoPfPqZkwsK/lXLo5GbaHvqi3JiXbRj4xaz60tRAzLPkaR/zpkk5zK31h376S9a+ptsmVAVTnkQbbka3I1FrUd5ykCpIzKqu04b+o+xtjwALGE/QfziZJ7hiUdY3WJzjFP1FxOhxun5I6jqg962LgzboY6h7HMoKW7R4HsG9f0uigB498iQck8gkFXlVPSmKCfOQKsRtG3dDmYk/xvRb7IP/JlzBtvxg3MlvzLi9OwkpW1ceRfm9ABtShAX9N77Aq/y68OxqW76F5EUF+oVz/sn5PVHFRvqqFHzKXsJwQfAWBjgQUMOrLOjQH6UN/RzfqH/mGHlU2CKNJpnm3OpMsRQqDr1clc5rNyV30RUTpalIg2NxfXdkV6Tvubu8fZTsrClrN90TO0j7KX41o/Idrkymft4nnjzlTQLub4aot+2L+5SR0Rq2pTfW5e9zyf2UrVhvqaM8Nv5JEdUc5uton2pL/9zjZRTqgV0IpcMYa0C9nrk3/1KRsMjDHtwGaWp/Fijq2toQgr24YdzjbQR+ZxcobksvXMa643jjldRMAaxxUtYZywOdk7dbZRtZXx1j97Zhz5V07thOAjuq7FBziA2G/9sH/yxcHu3kmHeLrePCg/ukcbeJa6kV2LQ6NsmSL/5mZ9i1CzN5aF/JNnukt/sllGLX6ULOkv9rg2oAfJtvFsbLOry+7rY0j+6VdtxDkIbFW2FxseP+mH/de9ZZeRGc8RbaE8dDJOpr5+42zhlBuG/bMN6cXSH5NQ55OREW1Of2mj/qujOTTJX98uGUX+2Xqeq+4iiegwNiNuQmfoM4nc1dlGyxOrLPnXkZSnCae/2uwzQklwCJEByKjkcSvybwATBt/3w8OAwqWwGfiEt79fmNC5j3esnmlwUn5IPwXV95QRCmVBnCmUWv13bT9RsBQbBVmGCOXqt5q0gJIkvPKrsCJQT4PE/ZS0QVzkv/JirKuT50+3X6wIkYGNwJgU3aPOjJdR3m/3aBd1GUL5TPzazuRhYNWEWG9ZqP6oECX3UPI1+WpXnnlKucqvPP22rz4p0lheTYpI29T+OpOtepkUq91d4z4Kr1YgPFP/IdH9Z/rfMymGYaQDI45XsCYHMoO49kkoRU1u6zV1ohWs0lO62rzC6njXtUuFiCmD61yjLSihIv/AcBIuKcxJHhUa6P86Y8D/6th/LeE4uJZxUati6qS9x4X8A5knZ0MZr7avV1qqO1kY7ik1TshBOfRcT17UeZQHG8g5Q7XGRHmYpVGyTvaqX6ufGMTkgCFoIkNSKzrI2DLmTCT+dw+5VC/trE/oIr9JiD0SoB4V/mvs1qsbwWTn/jL0h9AmxtqwHfsRN9qIrOnfOvRnWE8resZlX4/V6wi1KX0yahWiD3UbloOeqTHMIBGloX6cjVUOY3V4nzYfvrKHnJvIS+6DYC4o8s/pzYFN14t0K7ks8m+VivOLk7lPLulhxjpH79DI52BD3o27URiG/dehV5zA5LycbaXzJpF/NsuQ/Psf0e+H8s6W/E8X9j+J/NfWRnUzDzKUa94EjlH3KsuQ/KsrwoBEIgoS45uuomP91t8m0Qe9xZgvkjeK/CNcRf7LGSNPz0EWtaP+MQf7rhzzffJvHlXmvlMUSSQr41b7Sr70hzmSDaa/6hBWfYbwss+QXgRCm7JJR4EuRa7Lqdsn/+W4QIarDZG+0vV98k/eEawi/56HUPejwdgRxgO57JP/IkHVH+aMmZJ/zuki/3XmRsl9rRhbPFEOkQbILrsdEde/yozgGsdsG44cz6vFuknkX1sh+9ORf3O8NhWBM8Rwz/9Myb/xoG/IOz1DlizMIMEWLEW2jEKRf+NDO9WcvSzkn86ysGEsTTqro8YNB432RFjxnorG4byo1/T2MST/oqf6Z29NIv/sKvn2zycr8m88Glv9iOPCkPxbYJoJ+a8tXUXQoaJM+jyFvjAe+guao8h/RRhVdKK8lAP3UBftXWlFnMmxypL/2WDUnv+lAEJuYqEk1JFn0YrDYjgUJpg/MCSRyFK0FK++DoIgCH6BUXv+++jv+UfIGbOIQX/7HiKCWNUWq/qe4Y6A9J3yfQzJv3usqCN9SDSD22puOY2XlfzXAZsivMoIXQjyX1v91IdDkkOktrJBvUUJKRmSfw5QK5OjVhZrFXrUuSllvwnhLUN9OvKPePcJfh+ejzzWfvc++Zf0c39vNvKsXUe9b1w5rKJylhcxZJchmPrKd7UdgpNUO0rIoDLUymkfylVvE6r8ivyTP/JpEWCI6cg/EuOZtXcdIVZO36vb8iD/ykwGyu7mcEY0hf9rG45h/4vW5BgRkVlbwZA3eVTIdi1czAf5twBkTCnr8GDg2ZJ/ZSHDFhNEBbPNtQO59H/f0djHpLD/ih7oE3qLW3Uocz/s38KEcovwGCWrBQ5MZFbb0FEcpBUVjTT3I6oLQ/JPptSpnjOJ/GsHEQbVJ33yX4eTl2Ogj9mQf/06asuhtu3rKmVQF/Xot+0o8q9sHGwVcUX+tfMoh8WKQMj/MmCpkv96/ZbJ2kDz2Up/sLRgCwhlwzCiWE0GQwMuCIJgVcaykH/GH+JlFZIjVaQWWHVlCDPYGcEMcKvADFQrtuOMalEGCDQyX/ur69VbwqxFAzE+rTx5tjDgZSH/SAryzghl6KtLrQwqP4NcqDQCN9/kH/Ey93geUqx9EDJOaauSVnEZ3Yxt7YmUKzdyiKias7RbhYQj7MoqPxGJVhz1XW3nq/dz+56hbeVX6LjV7cJ05F9bcrbYeuS5ni8iSd4iALVDEXZRaOqL+IvARIyEBCMF+lGbI/jjgBwgo7WfGJmyomj7hzyQjP4hraDeiI0ouCG0pX5E/MixtkLqEWnEXTtZ6bVyX9GVotCmI/9WKsvJ4T6RBewKRMe9y4P8I6Su5cjwTGXwTH0BCLF8yY2VaM4BTh7EkkMNOGfIEYeAPOucp5mQf+OMHNT5GZx77CcygrByytTrazn8yHXt+V9W8u95+ll76HPXajflUadRpBrGkX/gHNE+Vvvlj78Y/8a8cvXJv/qRJ2PFav64spJPURX0irFOpsiTNueEGbV4OCT/HAX6RP/pE+1d5F971hkaxh0Ztv1EZIf+8b82IpvkpaIIaquCiAY6cFnJv3KTGfXoh/eDtiGXxoa+N160gejbPkaRf2Uhw9pKPu4x3kdFO68IhPwvA3SYgW4f+aR39a5sUBdeZYrWfhoevUkev2DlBGVL4ZhYrCYIC5/ra5iCIAiWEpaV/AMi4zsrsbUXmqHNuK4T6e1DRv7GGe/ACEZE5UVPW5Fn3Na2KyQFCbNflAFaRHVZyH9tebSKxsivLXcIOMPcNcJr640bQ8yF/CNn2sIKtLaoCAZEWnt7PkcEclBbE2z5Qii1C4Kj/ZEw5NU9VnYtypTjhUGO/GtD+5aFjPuNc4FBbguFffO+RxInkX/Ex+o4IsDhIDrClgTt6XdnHXDo1KuZtXeRYu2gvp6nnMo46UBSciN03plI+h7R0ceIsjZU9uFBkfrO6rf6jjpB3Co3QoSU2S6APNY5UGRGG0naEKFFXKcj/xI7mDyJEEXAkOPah708yL+k75HneqYy1BYK9qr2Ny7K2Ybke1aR4coDWZOH8w3I/HTkH0TikEv9iGQKc68D/9xLlsgIOdB3nFuzXfkHzoM6cBDUQbvaXjDu3iL/5FQ5JPKpjTwbsfd85dNW9JKzhGB42r/253TSnhwt47Y/Oj+qDiB0jfJqx3Gv5xuSfzIvSkA/0Ke4lf5B/jkFjR8yqx7KyLGjHehV0QbGI9kkPyKCyIx79JHfOOGWlfxra3Ui39WO9EhtF/EcZWZDG3fkaPgGh1HkX3uJ/DK21N84Nx4W6u1EIf9BEARBEATdL8JkkUvkaBjKW78zKBGyvlHMkLXK3N/7iZBZ8beHu86FmQ6Ih8gBK0KeMyR1Vu3kV28eUE7feT6jswxRRNP/yqOcVrFqu4FyIDTuLeOTUeyZ8q4DVkdBeVwzDDX3HM+rg68QPP8rY4X9I2y+03bDtnWf9tNefWNa2TkCPLMcK4AcIJDuGZJqbeh6eRUZ1KfqV6kiBRjz/XbQT/Kt+vvLeSA/1/UXRhAY/SCvei95vfMbRDH4XtvPxNFerwtTPivV9SwEUz79E8UL2teq/bizBKz4+939dRBuQZ/Va5L7WyE4UOoVatV2dXZTXUN+lFP7VV/6ngOrtq1oe8/VH0BmyLZ6cqz5Tb+XfNZbXzyTrCJi/TFmtdkzR8mPZxgvdT0ZUo9+u+vj6i/PV3ZlqtdKkvu6juz0D7wr+VRODqMi/6DtfS+PGhd1an7lIU/XjHtTVh/1irpqt6r78IyxPpS9L9+lP6qd/EWGfa8c/ehlv5GBftnInn4f6rk+tKH+LpnS1qWPRqH6lSzVPWSaHPhOn9VbzcD4oS/opgJd4DvtrE+Usconr5Lnek2kPOVfh0Uqo/uHbxAq0CXDdpRfXw/LmyyoyyjyPpT7fv1r3Mx0PlheCPkPgiAIgiAIlguGe/6XApABkXQVGix6AfmvFcJg6YBDhlOnnEzIv2iKRMgGKytC/oMgCIIgCILlgqVI/q1OOhRMCLjD2YQfC0ceFX4frNywuu2NEkLAvdLQlhmHvuVQ7GBlRch/EARBEARBsFwgpBxpWmqv4+QAsJ/dnncrwyH+SxNIvi0T3vDgVcRC2xcyZDsI5oqQ/yAIgiAIgiAIgiBY4gj5D4IgCIIgCIIgCIIljpD/IAiCIAiCIAiCIFjiCPkPgiAIgiAIgmAKXln20Y9+tFt77bXbe9O/+MUvPuG1fm984xu7NddcszvwwAOnXvHm9WoHHXRQ98IXvrAdknfCCSeMfCWaV8+96lWv6s4+++wVWq8gWNUR8h8EQRAEQRAEQQOyvuGGG3ZPfvKTu6985Svdrrvu2v3O7/xOe6UhXHfdde3U+x133LE799xzu7/8y7/sttlmm/b6O6/C+6M/+qPujDPOaAfkue+UU055XP4OS5Q/CnLMMccsRBWDYJVFyH8QBEEQBEEQBA3eXLDzzjt3559/fvvf6xqR/e23376t+vv7p3/6p929997bfj/44IO7X/u1X+uuuOKKbpdddplazb/11lu7P/7jP+622mqrx70a74gjjujWXXfd7rd/+7dD/oNgBSPkPwiCIAiCIAiCkbj22mu73/u93+v22GOPFvr/1Kc+tW0HKFx88cXdb/zGb3RHH3304+674YYbuic96UnNkVDk/6abbmqRAieffHL3u7/7uyH/QbCCEfIfBEEQBEEQBMETgLTvu+++3W/91m91l19+eQvt//3f//1uk002mbrGir9V/L333vtx9zkzgFPgoosuat9xHGy++ebdhz/84e7qq68O+Q+CBUDIfxAEQRAEQRAET8Bll13WVu933333Rt6dB2ALwMYbbzx1TZH//fbbb+q7q666qvvDP/zDbocddpg6KPDUU0/tnvGMZ3QPPPBAyH8QLBBC/oMgCIIgCIIgeBzs2UfWX/nKV06d5v/oo492f/VXf9WtvvrqU6H8F1xwQffrv/7r3Yknntj+v/POO7vnPOc53frrr9/eGgCufe5zn9v9+Z//effyl7+8W2uttbpf+ZVf6Z75zGd2n/rUpx53JkAQBMsPIf9BEARBEARBEEzh4YcfbifyP+tZz+puv/32x/221157tdX/+t6K/x/8wR800v/II4+0E/+f/vSnd7fccsvj7rvwwgvbWwCkQw89tPvN3/zNdkDgXXfdtcLqFQSrOkL+gyAIgiAIgiBosAqP0AvL33///bvjjz++JYf02fN/9913N6eA0P9DDjmk+5M/+ZPugAMOaFEB9vk7H2CfffaZuu+kk05qr/frI2H/QbAwCPkPgiAIgiAIgqABid9zzz27N73pTY9Lhx9++NT+/dtuu61FALzlLW/pTjnllOYUAIcDDu/jIKjfC+5/+9vf3n39619f4fULglUZIf9BEARBEARBEARBsMQR8h8EQRAEQRAEQRAESxwh/0EQBEEQBEEQBEGwxBHyHwRBEARBEARBEARLHCH/QfBPcArtzTffPJXyvtkgCIIgCIIgCJYSQv6D4J/gHbPHHXdcS949e8UVVyx0kYIgCIIgCIIgCOYNIf9BMMA//MM/dBdccMFCFyMIgiAIgiAIgmDeEPIfBAOE/AdBEARBEARBsNQQ8h8EA4T8B0EQBEEQBEGw1BDyHwQDhPwHQRAEiwH3339/d+aZZ06lhx56aKGLFARBEKzECPkPggFC/oMgCILFgIcffri78sorWzrllFO6s88+e6GLFARBEKzECPkPggFC/oMgCILFhn/8x38M+Q+CIAjmhJD/IBgg5D8IgiBYbAj5D4IgCOaKkP8gGCDkPwiCIFhsCPkPgiAI5oqQ/yAYIOQ/CIIgWGwI+Q+CIAjmipD/IBgg5D8IgiBYbED+zzrrrO6xxx5NSkpKSlpEqeseW+gpYsYI+Q+CAUL+gyAIgsUG5P8zRxzQXXDWQUlJSUlJiyh976ZLF3qKmDFC/oNgAOT/3HPP7R555JFFn376058ueBmSkpZyevTRRxdaJQXLEbfcckv34IMPPu67O++8s/vZz37W0s0339w99tjiWNEJ+U9KSkpanCnkPwhWYiD/X/ziF7tvfetbSUlJq3gaEsNg6YBj53nPe1632WabNUdqffe6172uOQXuueeebuuttw75T0pKSkqamEL+g2AlRsh/UlJSpZD/pQtEf4MNNmjk/7Of/ezUd0X+f/SjH3WXXvoLg44D4Jprrum+8pWvtMiAwrXXXtt99atf7a666qr2/fnnn9+uK4eBv9ddd113xhlntCgCIFe33357+3zHHXe0/2eCkP+kpKSkxZnGkf8bb7yxO/3001u65JJLpuYGc4bvvv3tbz/hHnOI3/AR+MlPftJ96EMf6t7//vd33/3ud9t3n//857uvfe1rM5o7hgj5D4IBQv6TkpIqhfwvXSD6L3nJS5rxJQIAIe+T/6uvvrpbe+2127XmhAMOOKC78MILuze+8Y3NoEPmX/jCF3aXXXZZt80223Q77bRT981vfrN7wxve0Ig6fPnLX+723Xff7rzzzus23njj7oYbbui222677qijjmq/H3PMMd32228/o/KG/CclJSUtzjSO/O+9997dwQcf3BzJ5hrk/7TTTuve8573dN/4xjfavMDWKHA6H3vsse36d7zjHW0OufLKK7s99tijHfgqL/PTjjvu2JwCs0HIfxAMEPKflJRUKeR/6aLI/8MPP9wddthh3bve9a7u5z//+RPIv99f8YpXdLfeemu7b7fdduuOPvroRsZf/OIXt++swvi+fj/88MObYSb/WvG/7bbbmjyF/CclJSUtrTSJ/IsYK5hjtthii7a6D5/73Oe6Pffcc+S9n/70p7v999+/XbvDDjs0p8FBBx3UvfWtb52KAJgNQv6DYICQ/6SkpEoh/0sXRf5//OMft362BUAY5ZD8/+AHP+ie9rSnNVK/zz77NGPu7rvvfhz5P/HEEx9H/j/5yU+2PEUUyL+PkP+kpKSkpZXGkf9zzjmnrdpvu+22bbX/oYceaqv95UwW3j+cA0SKmWde8IIXtLNnHD5rzvj4xz/effjDH+5OOumk7mMf+1jbTjYbhPwHwQAh/0lJSZVC/pcu+uQfvOL1ZS97WVvl75N/xtp66603tTfTfdJ05F++a621Vnf99ddP3WfVh6EX8p+UlJS0dNJ0B/45VNaWMBzj5S9/eXfTTTe174X177777iPvOf7447u3v/3tU//bJmDfPweAfN75znd2995774zmjz5C/oNggJD/pKSkSiH/SxdD8m91Rej/n/3Znz1hzz+yjqRzAAjx/973vjct+be30/YAeQrRtFrjrAB/5eUZwj1D/pOSkpJW7jSO/P/whz9sfx944IHuNa95TXMG28tvK4A5whzgs3no+9//fvvrWnDt+uuv3z7fd999ba646667mrPAOQC77LLLVATBsiDkfxGDAHznO99Z6GKscgj5T0pKqhTyv3TB8HI6v9X4gsOWhFJa7b///vu7c889t33PUeCkZgcxOaUZGGPuBwaYw/7A31rt9wyk3ZxyxRVXtP8l+Z588sndXnvtFfKflJSUtJKnceTf+S9C+N/97nd3p5xySvvOOTAOiaX/HSRb88vOO+/czobZdddd2xYzh/rVXOLemm8uv/zytn1MFEB//popQv7nEUIv3vKWt3Tve9/7Wqc5kdFKwmzhFUKrr776PJbwiWDg8CB53dDyxsUXX9zSfOEzn/lM2ysz3wj5T0pKqjQT8o8w9smeFV17x5FEkzo4NA7h64fo+TyXOSJYOSGigCFHNkQIHHHEETO6L+Q/KSkpaXGm6cL+FxNC/ucRCLTX/gjbmA+sCPLPY2Tfib0oyxsOuvjCF74wb/nxnDmIab4R8p+UlFRpOvKP7PPob7XVVu0z7/1GG23UHJ28+CeccEK7TmgfZyVPP9LnnfA+z/ZVPcHKC/OWRYIPfOADLZJgeCDgOIT8JyUlJS3OFPK/imIU+bcv8JWvfGX7bMJ/85vf3H5nGG655ZYtQuBtb3vb1KuArAKJGPjQhz7Uwj2QfytGm2++eXs/MNjj4WAiq/ZCSeTByLSK9PWvf7397xoHFLmGE4Gh4bRJr4hgoBacWLzZZpu1sslTmeRpP4qy+134iTJwFDBqaysCw8Xz1OW9731ve4bDi0DYinAUefntuuuu657//Od3r33ta9vhFq776Ec/2q61CuK5wAnxqU99qhnKvnOfPZavf/3r2+/aTnnVVaikdy47CVMbqp9y90+/PPXUU1u57MF04uZMEPKflJRUaTryT2/ax+fgHbrVfjwJ6KJNNtmk6TXXIP32fwsRp+dmqpOCAJD/E477VPeda85JSkpKSlpE6d57Zv/qvRWNkP95xCjy73CfZz/72e2z79ddd93u9ttvbytFwv2AEYisg/c91soQUoz810nDSDy86U1vaitIZ599dnt1BIPT/w5/KHziE59oBNq9ruc4kOerXvWq7tJL/9k7pczrrLNOKxuj1Dsl5ccBUXtJHDZhD6MDi57znOc05wJngC0OiDmHgAMtfPfSl760Pcvz68CjI488sj2nv/J/yCGHTJ1uqTx1oAVjGVFXVntatIfQ2TXXXLP9ru2UF+HfdNNNu7POOqs5IBza5FnehSkvBjsDW9k4VHzecMMN233TIeQ/KSmp0iTyb883xyxnZpH/PoRz05PIP91Lr3lXr317HLb0tpXf2ezZC1Y9IP/m/SAIgiCYLUL+5xEI7jOe8YxG7Pfdd9+273Mc+bea7hAIcErw1ltv3QxHq9rIJ1TY/zjyLz+/cxxYIa+9pVbrlcNqvpB+n+scAiS6IgiqzEX+HR6BqAPS7X+wwo/IW6m3z947kJF+h1VcdNFF3TOf+czmsOBsUE7hrBwRz33uc9szRQGo23Tk3zWiHSpMtjAd+Rd5UM4Dbc4B46AmJzKvttpqrQyebeWtTtCchJD/pKSkSuPIP33lPbt0MT00JP90FF2FsIHfzQeik/bbb7/u0EMPbe/sdRo8fRME0yHkPwiCIJgrQv7nEcuy8j+O/AuLF8oO05F/ZN9eQSTXu4TLgHzrW9/aDEqwWu+ZVqjGlXk68u+E4i222KI9l0MB6eYIsGLlnZPeV/nII488Ll9lEw3w93//9805wBkwE/LPkVFbBwqzJf9ep1TbCZYFIf9JSUmVxpF/UUZvfOMbm46nszhu6R2gD0VlOcW3HAJ+o/fOPPPMthVKlBUd5RkV+RUEkxDyHwRBEMwVIf/ziFHk395PofKMQSviiLi/o8g/WGFnGApVR7qRXgdCvfrVr25EG5Be74R03/HHH9+MSyvyH/zgB5txsMYaa0yFkXIOWKlnMLjOVoIyUKvM05F/4fzKbeUKrHb5nzPCSro6izyQvzJzVjhbwGnXteLPyFWvIvbHHXdct9NOOzUngT2zRd4Zxoxoz1Tvyy67rDkwvGtZG/rM0TET8q/tn/e857W6aU/bCGZysGHIf1JSUqVx5F9EE30p0WV0FEclnYfYc5gOD3Kjl22n4jigC+lwn0VmBcF0CPkPgiAI5oqQ/3mEVXGEub/Kjtxa/RbmKXzeZwRUyGe979H+Twf8AdKLXCPyDrCriR7BFVb/kY98pP31DE4Eq+e+O/DAA1u4P9LtUEGh7r5Hgh0miID7zmp9bQ+oMjs4T35CUOuwPKTa/wXnEiDsgIA7YK9OqWa8Ctfff//9u9NOO60ZvxwDtj+IEJAP4s5w8Sx1US5bBZSbMVzkHUnneLBtQvkdLshgPuyww6auF8rfJ/8cGvbPAsKvDzgggGNB2bSn5w735I5CyH9SUlKlmbzqrx/275V/T3/60xuxP++885rTtl7nR1eaB1xHL5sX6H6O0iCYDiH/QRAEwVwR8h8sCJDzOhFb2P/GG2889lrOCiv6IOx/gw02aKf9+1tbIeYTIf9JSUmVZkL+bXES/g8cqZyOlUQvFfmnt/r5OX/FYap9h2wQ9MHRbdFA4twP+Q+CIAjmgpD/YEEgesDKvRV9kQz9NxAMIcLAOQZW70VFiEBw0KAVs+VhNIf8JyUlVZoJ+Q+C5QWOI1F9kijBkP8gCIJgLgj5DxYMVsus5Ps7HUQKuNYqCMLv/1pNm2+E/CclJVUK+Q8WCxL2HwRBEMwVIf9BMEDIf1JSUqWQ/2CxIOQ/CIIgmCtC/oNggJD/pKSkSiH/wWJByH8QBEEwV4T8B8EAIf9JSUmVQv6DxYKQ/yAIgmCuCPkPggFC/pOSkiqF/AeLBSH/QRAEwVwR8h8EA4T8JyUlVQr5DxYLkP/d3r1dt8O2r0taZOlHD9y/0OIRBEEwI4T8B8EAIf9JSUmVQv4XBvfff3/35S9/ufv85z/f3Xbbbe2773//+91b3vKWeXvGQQcd1F4duyLw05/+tDvrrLO6Bx54YNZ5IP9bbvGabp01n5K0yNJ9994zj9ISBEGw/BDyHwQDIP+nn356d9dddyUlJa3i6ZFHHllolbTKwetft9566+7KK6/sLr300m711Vfvbrzxxva617XXXnvenrP77rt3Bx988LzlNwk//vGPu09/+tPdfffdN+s8Qv4Xbwr5D4JgZUHIfxAMgPxfcMEFC12MIAiCVRJI/4Ybbtg9+uij7f9vfOMb3XXXXfc48n/LLbd0Z555ZvfYY4+160RrfexjH+suvPDC9vvDDz/cffazn+323Xff7vDDD+9+/vOft+/9dZ9rX/rSlzbyLw/333zzze0a+v+yyy5rn88///yWx4c+9KHu1ltvnSrjnXfe2X3yk5/sPvGJTzRCf/XVV3c33XRT+811tTcf6RddcM8993Sf+9znuoceemiq/O5VtplGA4T8L940ifyTL2kIcjvu+/5vP/nJT7oPfvCD3TnnnDOV38knn9z96Ec/mpHcBEEQ9BHyHwQDhPwHQRAsHBDlv/7rv+522WWXRvjLCVDk/4477uhe8YpXdN/+9rfbb9tuu23T2Uj0Gmus0V1//fXdkUce2b3jHe9ovx966KHdTjvt1EjTgQce2B122GHt++23376Rfw6BjTfeuDv33HPbc/bYY4/ukEMOadsMnva0pzVHwlVXXdW96EUvatsRrr322m6zzTZrxP6EE07oNt988+68887rXvWqV7W8OAX+4i/+ohF9Zdlyyy1b2ddZZ53u7rvvbo6FLbbYopWBA+Dd7373jNol5H/xpnHk/3vf+1734he/uNtxxx0f9/3ll1/ePelJT+pOPfXUx31/ySWXdLvuumuT/be//e1TxJ9Ti7zKjxOAHJdDKwiCYFkQ8h8EA4T8B0EQLCy++93vtv39T3nKU7r3ve99jYAj0M961rO67bbbbkpHW3HfYIMNup/97GeNjL/kJS/prrnmmkbwi1QjWuutt17bTvCyl72skXqosP9x5N9ZA09/+tPbd+5F/q3uv/Od7+xOOumk9j0itskmm7Q8lYNjQrklDgFnFljd9z3y7zrPMs/AMccc00jdTBDyv3jTKPLP2UTG9t9//0bmCwj9Djvs0JxCQ/Lfv5e8iRDhOHD+iDy++tWvNvmfy9kRQRCs2gj5D4IBQv6DIAgWDshRrWra6281/+ijj25k/MlPfnL3+te/voXdg0P0/G8VfTryz3mw7rrrtutgNuRfeTgQLr744vZ9kX95bLXVVs0p4K85BEnzjO985ztT5N85EquttlrLB0L+l0aaFPZPJvrkH+H/+Mc/3n3gAx94AvnnxBJlQi7e/OY3N6eXcy9EsXAikCdbSmyFqS0kQRAEy4KQ/yAYIOQ/CIJg4WCPvHD42vP84Q9/uP2PjK+11lrt9ze84Q1tzzNij/DPZOXf3nx/RRVAkX+Og0033XTGK/9WbJ0RAEX+wVaDV77ylW1vP9L27Gc/uxF7Zeuv/HMeXHTRRe2ekP+lkWZK/u+9994WFcIJJJx/SP69FYJs2NPPiVTnSNS5FKJIdtttt+7v/u7v2jkUo84MCIIgmISQ/yAYIOQ/CIJg4eDAPCvxCPyxxx7biJNzAGrPP4K09957d+9///vb6ue73vWutpLq1YDrr7/+WPKPKNmjv80223QnnnhiW1l1oB/43+oqMrbRRhtNJP/ycy9S5zwBjgiwmv/MZz6znQkAb3vb25ojAYr82/Nv/7ZzAjzLau5wP/g4hPwv3jRT8i98H/nfZ599WhQKp1P/IMk+9ttvv+ZQghtuuKHJuWvJKSeCv9n3HwTBsiLkPwgGCPkPgiBYWFjVt0IvWUUHRIcDADgA6jBAr2NEvDkIkCL/O5jvBz/4QbvW/8g3uN6WASTe6mutnPreYWr2WO+8886N/Fux9139Lg/fARKvbJwPPoO8rOwXIbMvm9OgX/b6TRk868EHH5wq53QI+V+8adyef6v1VvA5fipapNBf+UfsRZ6IGuEQ4sxyH3kicxxEZJEs+8yx5WDJrPwHQbCsCPkPggFC/oMgCFYtiAg46qijmlNBGD6ivdgQ8r9407iV/3JCST73YZsKeQNOIJ8R/bre2ReA4Pu9f5/fyxEVBEGwLAj5D4IBQv6DIAhWLYgusI/a+QK2DSxGhPwv3jQp7D8IgmAxIeQ/CAYI+Q+CIAgWG5D/7bbZvNt04zWSFlm6/4f3LrR4BEEQzAgh/0EwQMh/EARBsNiA/HvNWxAEQRDMFiH/QdD9Yg/dzTff3JITo0P+gyAIgsWEkP8gCIJgrgj5D4J/ghN1jz/++Ja8uinkPwiCIFhMCPkPgiAI5oqQ/yAYIGH/QRAEwWJDyH8QBEEwV4T8B8EAIf9BEATBYkPIfxAEQTBXhPwHwQAh/0EQBMFiwAMPPNCdd955LR177LEh/0EQBMGcEPIfBAOE/AdBEASLAQ8++GB3ySWXtHTiiSeG/AdBEARzQsh/EAwQ8h8EQRAsNiTsPwiCIJgrQv6DYICQ/yAIgmCxIeQ/CIIgmCtC/oNggJD/IAiCYLEh5D8IgiCYK0L+g2CAkP8gCIJgsSHkPwiCIJgrQv6DYICQ/yAIgmCxIeQ/CIIgmCtC/oNggJD/IAiCYLEB+f/8l07vrr/vwaQZpB/+5KcL3WVBEASLDiH/QTBAyH8QBMGqiQceeKB79NFHZ3XvY4891j388MMjf/vJT37S8p4LkP/Dv3Byd9qNdybNIN18/0Nzau8gCIKliJD/IBgA+T/jjDO6e+65JykpaSVIiFUQzBV33313t9pqq3Vf/OIXZ3X/lVde2b3nPe9pToAhzjzzzO6AAw4Y+dtMEfIf8h8EQTBXhPwHwQDI//ve975ut912S0pKWgkS0hUEc8WXv/zlbpNNNule85rXTK3g//jHP+6uvvrq9vmnP/1p961vfav9/fnPf95dc8013Te+8Y3u/vvv7x555JHu8MMP717xild0l19+efv95ptvbvOJv3feeWd3++23Tz3rRz/6USPz3/zmN1t+M0HI//yRf06Y66+/vvvBD34w9Z3IjK9//evdpZdeOjL6Qz/rT33+0EMPdRdffHHTPxYL5Hffffd1H/nIR2YdORIEQbAiEPIfBAOE/CclrVwp5D+YKxC2HXbYoTv33HO7l7zkJd0VV1zRvkcQn/Oc57TPd911V7fuuut2d9xxR3fUUUd1Bx54YHfSSSd1m222WXfvvfd2Bx10ULfBBht0F110USP766yzTnfCCSd0n/zkJ9u1++23X8vH/dtvv33bXrbjjju232eCkP/5If+I+tFHH9099alP7Y499tj23YMPPtj68dRTT2399NGPfvRx99x2223d2972tu4rX/lKd95557X+3nbbbbtbbrmle/Ob39ycAXvttVdzDARBECxmhPwHwQAh/0lJK1cK+Q/mCuRuww03bCv9++67b7fTTjs1h8A48o+8H3HEEY1I3nTTTW3l/6tf/WojiL679dZb27UFZLLI/zbbbNN96Utfap+POeaYltdMEPI/P+RfXx1yyCHdzjvvPEX+RX3sueeere8Q+xe+8IWPO79h11137c4555yp/0VrbL311q3vN99889aPH/vYx2YucEEQBAuEkP8gGCDkPylp5Uoh/8Fc8bnPfa5bc8012+q91finPe1pjQSOI//f+9732kqxe0488cRGGmdC/v22+uqrt3wh5H/Fk//C+9///inyf+ihh7YEogDWW2+9qS0B+oxjiFxwEGyxxRZtC0fZCvpfFID+//SnP90cSEEQBIsVIf9BMEDIf1LSypVC/oO54Gc/+1nb53/++ee3fduS/4877rix5F+Yt/s4AXxnn/9Myf8LXvCCdl4AhPwvDvJ/2GGHTYX6I/+2ftTbGfSZ7Rw33nhj+98WjnIUiADQf5dddlnr+7POOqvlFQRBsFgR8h8EA4T8JyWtXCnkP5gLvvvd7zZC7pC+ghDv9ddfv63+P//5z2/h3Qg7EuitABtttFFb8eUQeNOb3tQO9XNY3KabbtqcB+UUKPTD/q0OCyOXt+9C/hee/Jfjhgzoa31q24eDGf195zvf2fb7cwTss88+7cwAn/Wlcx1uuOGG1o9kxLaRIAiCxYqQ/yAYIOQ/KWnlSiH/wVyA/F9yySWP+w6xc4q7lV1E/sgjj2yH/CF5YHVYZMBnP/vZqe8Qx9NOO607/fTTmwPA58JVV13VogMqb0TSVgOrycNnj0PI//yQf33qtYvezOCwPn3hu/e+971t7n/HO97R+lQfv/71r2+OHQf7vfWtb21h/5wGXi8q9P8DH/hAu9c5AhwE73rXu1oUQBAEwWJFyH+waMBwEmLJkGcQzeZ1OSbgvffeu3nrC/KpiXwmCPlPSlq5Ush/sCog5H9+yH8QBMGqjJD/YNHAKgvPuvA7p+YKk1xWB4B9mEIt77nnnqnvOAQ++MEPTq3OTIeQ/6SklStNIv9W6Lx6zWvVag8vOJTLHm+h2nQE0BHGv5VZ4JDs65IgWEiE/If8B0EQzBUh/8GiwcEHH9zC6cBhSWussUYj8yCsjqHuHbx+A78Jr7Tfrgz2Pvln0DP4/f3a176Wlf+kpCWaxpF/B7Ltsssu7T3qQradzu71XRwC2223XXf22We3A9d23333FtorL3t46RU4+eSTu1NOOWWuqi0I5gXI/9GnnNZddtd9STNIdz/8yEJ3WRAEwaJDyH+waFDk32obY53R7jPi73AkhrpDmOzTu//++7v999+/22OPPbrrrruuvW/3pJNOehz5955m+zR/+MMfdi960YumTuqdDiH/SUkrVxpH/umPa6+9tjkA6YznPe953Z133tnG+CabbNKu8durX/3qbq+99mr6wiFsW265ZYsS8B5w9wXBYgDybx4MgiAIgtki5D9YNED+nbhsz75VOafwCvu3av+GN7yhrew7YGedddZp5H6bbbZpJ+6CVT3v4C3y7wRlJ/K6P+Q/KWlpp+n2/HMCHH/88c1hKBrAyj7CD/TK5ptv3pLD2+gLh4CJAKCDvNLrm9/85tyUWxDMA0L+gyAIgrki5D9YNOiH/SPtXrXjtGTGt7BcGEf+Ge077LBDI/9/8zd/06255prtFUwQ8p+UtLTTdOTf9h8RQ3SGsH9bgNZee+1G6p3i7fPhhx/eIomE+h900EHdFlts0d7nTR/QLd///vdnq9qCYF4Q8h8EQRDMFSH/waJBn/wDg/uQQw5pq29eoQMzIf9W/r1/2V9Gfsh/UtLSTjM57d+K/8Ybb9xerwbIPMJPv6y33nrtdW/GvjMAvL7r3HPP7bbaaqumPzgF6jVtQbBQCPkPgiAI5oqQ/2DRwJ59obfeh3zWWWd1r33taxvZR/Q32mij7sILL2yGz1prrTUt+fe7VTvv62Xkh/wnJS3dNI78289/xx3/f3t39iVVke9t/P0T3vtzca7Oueq1utt2Wtoeh1ZBRAVHFESlVRBwYBAZBAQREBBQQZBRQBlFUUEZZBJFFyALBVEGARkEmRFBQCBenzgd+Sa7qySLLKisquez1l5U5bBzZ+zUym/EL2LvzP3Of9dMEUqYDjB27Ng4RSit8M//Owj9XA2A/3+wBgDhn/8vSVXJ8C9JKpbhXyWDL+IrV64M8+bNi2W6hw8fzt3HIl1cCnDz5s3xSzhf6teuXRs7B7Bjx4648B/7WL58eVwkkC/zXOKLkbsVK1bEct9CGP7d3KrXVl745/8hVBN9/PHHcZ7/k08+mZsOxP8z6DSkkzBdVQSM+vP/FnAlkfHjx8dpRy78p6rA3zqmprDRKW74lyQVw/AvZRj+3dyq1/ZHZf+E9i+//DJurOCf0KFIoEoj/gmdAgnBiw7J1GEgXWhUnkybNi1uo0aNMvxLkopi+JcyDP9ubtVrK2TOv1TdWfYvSSqW4V/KMPy7uVWvzfCv2sDwL0kqluFfyjD8u7lVr83wr9rA8C9JKpbhX8ow/Lu5Va/N8K/awPAvSSqW4V/KMPy7uVWvzfCv2sDwL0kqluFfyjD8u7lVr83wr9qA8N+m43Ph3hadq/U26PW3qropJanWMvxLGYZ/N7fqtRn+VRsQ/hvc+0j4v/91dbXe7m/dtaqbUpJqLcO/lGH4d3OrXpvhX1WhQ4cOMZBfKIZ/SVKxDP9SBuF//vz54eDBg25ubtVgO3HiRFX/b0O10L333hs+/fTTC/Z6hv+y8fd60qRJ4dixY/H3jRs3hjVr1lTqa0hSTWH4lzII/xfyC50kqfpJ4f/UqVNh8ODB4fHHH4+VKC1btgy//PJL7Jhq3LhxrCTjtgkTJoTTp0/H57799tvh2WefDZ07dw6TJ08u6PVqevinbaZMmRL69u0bt8suuyz+Pc6/f8CAAbHdmjVrFj788MOwYcOG0KVLlzB16tTYjnQANG/ePOzdu7f4EyxJNZDhX8ow/EuSziaF/19//TU0bNgwrFq1Kt7+8MMPh9mzZ4e1a9eGf/zjH/G2rVu3hvr164d9+/aFHTt2hNtvvz3efuDAgdCgQYOwffv2s75eTQ//+QjvN9xwQ/jtt99yt61evTq0bds2nDx5Mhw5ciRcddVVsf379esXR/9fe+210Lt377B06dJzOZ2SVCsY/qUMw78k6WzKC/9UAMyYMeOM8L9z585Qr169sGfPnjhifeWVV8bRbaoCWrRoEX7++eezvl5tCv9UUgwZMuSM26iW6NWrV/yZKoAbb7wxrF+/PrRp0yZ07NgxjBgxIgwaNChWA+zevbuip1OSagXDv5Rh+Jcknc25hv+FCxeGJk2aVPj1akv4P3r0aKhbt27YtWvXGbcT/ukwAeG/Tp06ufJ+2rdTp06x9J9KAKZZsB9J0pkM/1KG4V+SdDbnGv4Z5b/22mvD999/H8va2UdarO6P1JbwT8hnJD+tj5DQacIoP2ss0F633nprbL/jx4/HCooVK1bENRQ2bdoUunXrFqdaSJLOZPiXMgz/kqSzefnll8N3330XrzbRv3//sGXLlnj7mDFjwrJly+I8fkIpmNvfp0+fcOjQofj7unXrQo8ePcLAgQPDypUrC3q92hD+CfV33nln+Oqrr3K3ffHFF6Fr167h8OHDoVWrVmHUqFFxYUU6WDBr1qwwfvz42Fkwbdq02K6M/NMpI0k6k+FfyjD8S5JKTW0I/4zqsyAi/yaU76c5/FxFgZH9bdu25e6nY4XRf7AY4ObNm13tX5LKYfiXMgz/kqRSUxvCvyTp/DL8SxmGf0lSqSH83/1Aq/CfF91crbfmT79Q1U0pSbWW4V/KMPxLkkoN4X/BggVVfRiSpGrM8C9lGP4lSaXG8C9JKpbhX/odqwKzUjPb7NmzDf+SpJJi+JckFcvwL/2OlYSnT58et5EjRxr+JUklxfAvSSqW4V/KsOxfklRqDP+SpGIZ/qUMw78kqdQY/iVJxTL8SxmGf0lSKdi1a1cYOHBg3Pr372/4lyQVxfAvZRj+JUmlxpF/SVKxDP9ShuFfklRqDP+SpGIZ/qUMw78kqdQY/iVJxTL8SxmGf0lSqTH8S5KKZfiXMgz/kqRSY/iXJBXL8C9lGP4lSaWG8P/hhx+GAwcOlNx27Nixqm4eSVIBDP9ShuFfknSuTp8+HU6cOFHp+yX8v/3222HdunUlt+3fv7/S368kqfIZ/qUMw78k1Xw//PBDeOWVV8KQIUPCnDlzKm30mjB84403hlOnTlXK/hLDvySpWIZ/KYPwP2/BJ2H/4d/cft+OnajcL7CSVAqaNWsW5s6dG0fqX3vttfDiiy9Wyn4N/8XbtGlT2LFjR+73PXv2hKNHj1bqa0hSbWT4lzII//3GfBgGztzm9vv21ZZfqvqUSFKlu++++8LixYvjz++//3547LHH4s+//fZb/L1v375h6NCh4eDBg3Fee//+/UOfPn3Cc889F7777rv42F9++SWMGTMmPnby5MmxeiCFf/YzcODA8M0338THTp06NXY2vPXWW+GLL76Ity1atCi8++67BR1vdQ3/tM+zzz4b22jGjBmxsyVr3rx5oVWrVuHQoUOxbbp16xYef/zxsGvXrrB3797Qrl27sHPnzsJPriSpTIZ/KcPwb/iXVPMR/gn006dPDw899FBYvXp1vJ1F9Xr16hVOnjwZw/bTTz8dFi5cGBo1ahRv++STT+Jzmdffr1+/+HyCfqdOnXLhnPDP/fkdDM8//3wYMWJE2L59e7jpppvitIOmTZvGfwtRXcN/x44dw4oVK8q9n+c++OCDoUGDBnGEf/DgweGzzz6LHSdLliwJL730Uvj8888rcGYlSeUx/EsZhn/Dv6Saj2A+evTosHLlyjBq1Kg4Mn38+PHwxBNPxMA6ceLEOBWA3xmZvv/+++Pzvv/++1CnTp1Yhv73v/89ThngsY8++mj892zhH4R49jFu3LiCj7e6hn86T1544YV47NnHUQUwfPjwWBVBBwzhn46W9u3bx0oAqiQGDRpUZrWAJKniDP9ShuHf8C+p5ssP5r/++mu47bbbwrJly2KIHzt2bNiyZUvcKO0vK/wfOXIkXHbZZbFMncdt3bo1dh4UEv6pFvjb3/4WJkyYUPDxVtfwz320D4sqNm7cOPz888+5+2gz2ptpFSn8E/Spjli/fn3seKFjoE2bNmHkyJGVvo6CJNU2hn8pw/Bv+JdU8+UHc+b1E+i//fbbGDK7d+8eQyhhc/PmzWWGfzoMmjdvHtcHwOHDh8Pu3btz4Z+pAA8//HDuNXr27Bn3zbz2W2+9NS5qx34IwIWoruE/YT2Ee++9N2zYsCF3W+fOnePUB9rm4osvjmss8DjanpH/NWvWxLn/7J8KgvyOA0lSxRn+pQzDv+FfUs3H4nMtW7YML7/8cujatWsuxBPqCf8EU8r+WbCPhfnSgoB0Btx5550xpP7000+xA4BRfcrTCf+E2zvuuCN2HHDZWEavuaRg69at47oCLGa3YMGCuC/WD2CtAKoEzqa6hn8WOdy3b198r7Qh7cttadFDUF2RRv4xZcqU3FoKLPbHGgC0E5UVkqRzZ/g/j5YuXRpWrVpV1YehCjL8G/4lqdRU1/DPdyGmO0yaNCl3ub4vv/wyrF27NvcYQj4VEnQMMOpPZwuLK4IpAFRMUHEhSSpOQeE/zb/K75lmfhbXYE2XsmFuVmWhN53Suwu1wAvvi5798l6PUYH8P1KF4I8Wc9tSL3bCHzY6BFj5lo33ea7OR9uXCt5btu2yKA9MqzNXJsO/4V+SSk11Df+SpNJRUPgniFHWll+i9d5778XrthKc77777jPuKxbXck3z7S4E/mixsm95r0eIp1ytIlg9mPlp2cVpuDbwNddcEz744IM4h5Cgea7OR9uXClb7ZXXgP/oMcGmg+fPnV/prG/4rFv4ZjaE8Nnu5qh9//DGW0qaOMz6vrKjdu3fvWAIKOhAp55Qk/THDvySpWAWHf4JWmqOGbPjnurgEWkbQE8q7Zs6cGT7++OM44s1qr/zhmjZtWnj33XfjCD/z49JzCQIgGFAmljCnjsdzndcUpln0hefMnj077ps5duyXjddkFV7m2qXFYZYvXx73AxbbYW4fK89yDPyewj1hk+DO623bti3elh/+eX32xf2Em/IQesoKpoR/VhRmflvCCHe6hi3HzXVtaXOOfdasWbHNOKYUhLmPcMw5uOGGG2L4Zx4cZXK8H9B+/DHmeKk0eOedd2KFAOeLY09txdxFUNnB/DpK8cr7DDBHj+NhUSOwSBFtTScGiyXxfnlMfoUIz+N2zlU6F5xnjoHPBbfxL3ge54zOH9qPOZWco3Qf54D9cKzID/+0IeeUtqKNE9oz/zNYCMN/YeGfzxafB66Hfd111+VCPp9T/l/BHFgWs0qfbVbR5pJY/Lfap0+fWB3DpbW++uqrgs6LJNVmhH/+xvK3rNS2VKIvSSptlRL+GzZsGOdzES4feeSRGEIJBizsQjDlsW3bto0BbePGjTGIcW1cgh/7JcDzR41VYL/++usYElgsBwS9p556KpZ3Dx48OLz66qsx0LEKLCH89ddfj4vn0GHAvgmV9erVi2H05ptvzgVBFpJJYZNFdyi5HzJkSAworCZLSAHhkTJ/buPYeH5++OeyPFyTluNp0qRJLjznY0rEAw88EDsVssoK/+z7nnvuiT/TQVK3bt14PwGY98zUANqVwE+wYpSVoMu+WFGYNiboU1FAZwqP4ZzwHtk354l98D4IXozU8v54HYIu540FdXgM7ZG99BD7ozKC9qNjgvdGxwfHzO88nn1x7IQ7piKk5z333HOxc4fX4fxyfDyfUD9mzJj42lzuCLTXLbfcEt8X8/s4T4wm8xnr0qVLfP98tu6666742BT++XzyWeM4OC90GvBeuJ3FnHhtOj+4bnDqHPkjhv/Cwj/nl88pHU+sgp0/NYYOIr4Mcl5S+OccMOeT/z6oJOIzyGfFSzdJ0tnxPSn/e5gkSRVVaSP/qfSckdk0RYBrt4Iv+4RRRnwJDARZggDBgcvdpDnrb731Vgx8PDeFfwL66NGj48+E1ptuuimu0EsYTceWrgvLRsCkZ5x9lxX+uV4snQXpuXv37o3VCoR/KhUIjqkCgRFNAmUK/wROgmeqIOAYeB9ZjDQT2ssqWed4Lrnkkrjv/v37x7YpL/xziSBGVkGnR79+/WIb0N4ce37blxf+OT7am/fGPtOoPIGcc0pAY4pFWuWYUVjeY/aY6ejgNQl6vCbHXL9+/dhWdARwzLwuJdzcDzpjaDsCN6/TqFGjGAT5l/cJnpsN/1z+iHNM50faZ7NmzeLPPJ7OHc5bCv8cE+eNziAQ8lkpmOoHwj9onwYNGsSqgrMx/BcW/pOywj+y4Z9zNW7cuPjfD9dsfuaZZ2JnGx2DAwYMcBVnSfoDhn9JUrEqPfwzMsvILiN8jO5T1svGiDzhjdVcGflmtC8b/ikfJ+Sl8M/jCXIEevZBqTD3MfJOp0DWRx99FIMlygr/7J/L7VClkI/QQvgniP/5z3+OnQO8HqOS3JbC/65du8Jf/vKXGJa5n8v65I/gg/dF4CxvIT+Oh/dM0E0jnoWEfxa34zXpwKASgrYpJPwTvOk4uPzyy+PoOSOybJRpcyw8lvPFa6VzlS3D5pxeeumlca4296cAl8I/gZpOmRTUCeIg9NHRwdx9nsd8b167ouGfKgAqCNLjzxb+WWth8uTJYeLEieF//ud/cu+Lz2wh60gY/s9P+Kdih3PKbUw54ZzQAUDnHRUn+dd+liSdyfAvSSpWQeGfkMqIPIEsYQSd0e1s+Gf0nuviEjwZaU1hixDKvDCCL3/AkA3/b7zxRgzchK808k8ZOaEzYR+MUqcR3bRvRravvvrqXBk+QSOVkCON/DPSSHjOf24a+WffdEykdQvo9GBL4Z8pAxxvCinp/nwsfPPkk0+We83essr+medeaPhnSgQj89mRfzopCPTZ8M+0CdqCx/O+qWQYNmxYLkyjR48eMWDnt3E+zg/hPt1O2Csk/BPiCepprj/Py4Z/nnvxxRfHn8sL/3zWGClGRcI/nyNuz/8MGv6rLvwnqYOMc8//V5iiQ/h37r8klc/wL0kqVkHhHywaR6glUBKynnjiiRg0+YJPMGMknjJr5o4T0PiCT9k/YZPHM9JHNQAdAuyDuf3M0yd0s9Acz+XxjK7nz/lnX4xMM6pPsORfQiKl7EwxYF9UFTCaT4DmOJlLTFAlUHA7vzM3nvBPSOa5lL1zXIRM5omnOf/si5DMfgmdhOf8Of+MJnfo0CEujMfPaQpAQmUB+yhPWeGfhQWpbiB0EvapfiColhX+0zx2Xptj4D3T4ZDmvVPmz/u5/fbbY9k9ayIwusptHDfz5v/0pz/FtqCtOIdMJSC88aWCygwek4/A3KlTp3iO+fJBBw/HfLbwz+90LFAhwWvxWeCc54d/OjB4D7wmz2WknvCfSv3pzGFkmMfQScIxcq4KCf+0Cef6zTffjPfR8ZPtrCmL4f/8hn8qSejU434+HywcSWdU9moBklTb8TeS7xlsfA8x/EuSilFw+AdBkZDGRohOGM0lhPFHKX+ROwIsj+U+bmcEmdDNxoJv/DFjFHf8+PExjKbrujMSyOr2CUGPkn3+8KXwRngmRHAbPzNan/bNvqgEYMSbx6RAmlaV53jTc3kcv6fgSGBlXyxCmEb4Ca7pMjZ0atBxwf2E1HyMcBM2sx0C+ThWQnt2ZVw6OWg/2ov3CwI7bQ6CESEddGxw7LRrCtFp3+n2/OoE2pJ9cxvngQ6U1FbpPdDpwjmhE6as0XGOl8X9WE+B4yPwpWkFbKn9aKf8c8fz2Cf7Tp1FtCftnn9+2S/vnaoHjonHERp5LG3O8fEZoDOA88Prcx54LvfzmnxuQAdLuhIDbcV7p01SBcLZGP4rFv75jDG1I/+zCM4LlTz5VwDhszV27Njcwov8P4H1L1JnjSTp/+NvHB3YbEx5NPxLkopRofBf2bJl/5WJkMFIL0GbUNG0adN/CyeVjU4GFuUrpLRc/4u2ojKAjh8CO6P9ZV0l4UIy/Fcs/EuSzj/L/iVJxarS8M/oH5fVY1T3fGAEmBFJXoOpBOc7lDOynF0AUGfHiH/Pnj3jFIVU3VCVDP+Gf0kqNYZ/SVKxqjT8S6XI8G/4l6RSY/iXJBXL8C9lGP4N/5JUagz/kqRiGf6lDMO/4V+SSo3hX5JULMO/lGH4N/xLqplYl2fYsGFnXIWkuiD8z5w5M145p5Q2FzmWpOrD8C9lGP4N/5JqJi51S4DOXm73Qjlx4kTseDiXwEz4f/7550P37t1LauM9SZKqB8O/lGH4N/xLKt7hw4fDY489FgNi3759wyuvvBKv8lMVCNtLly4Nr776ajwWri5TyLFwBRquGJRwFaEnn3wyvjf8+uuvoUOHDmHv3r0FHcdPP/0U6tWrFy9BXFGGf0lSsQz/Uobh3/AvqXgHDhwIt9xyS9iyZUtVH0rYs2dPuO2228KRI0diYG/RokWsAjgbQv4ll1wS3wvefPPNcMUVV4RFixbF37du3Rrq169fcAA2/JePDpr58+eHuXPn5ioz1q9fH9tYklQ5DP9SBuF/waIl4fCvJ91+306cdD6npIorK/wT8J566qmwZMmS+Pvw4cPD6NGjYyhv3bp1ePbZZ8MzzzwTw/GECRPCCy+8ENq2bRsWL14cH799+/bw+OOPx9H4Nm3ahHnz5sXbCYvcNmTIkBjs+f94vh07doS//OUv8V/QAXD06NG4BgCP79SpU+jRo8e/leOfOnUqNGnSJHzyySfxvnbt2oWXXnopHhe/z5gxI3Tr1i3s2rUrBuE+ffrE42ff3D9t2rTw3HPPhVatWoWPP/44hv+//e1vsROhc+fOsRKh0CkA1S38jxw5MlZ+UGkxfvz42Jb5n43evXvHdqT9qZxYvnx5ePHFF2P7fvrpp/Hc8Px9+/YV1D6SpLMz/EsZfGnki4ck6dwR8K6++uoYhgcNGhQDMkG3adOmudDev3//OB1g586doU6dOjEgUo7P/YR8Qj0h8Nprrw379++Po/WPPvpofC7Pueaaa+K//fr1i4EalPQTkvOxn549e4b//u//jgGTfYHOBEbied3jx4/H2+h4INCm0XlCLAGW5xBUN27cGBo1ahQfz3vjb8a4cePCwIED4/t7//3342g1o9a8V/ZNpwOP4d+6devG5/7888/xtTdv3lxQe1a38M85nzVrVpn30SY8j/bivEydOjV2pLz11lth8uTJYfr06bEjaNWqVQW1jSSpMIZ/KcPwL0nFK2/kv7zwTyhOCLmE+OSBBx6Ic/Y//PDD0Lx589y+GjZsGJYtWxb+/ve/515nxIgRMVCWZc2aNbHz4E9/+lNceI/wf/PNN+fupyJg7NixcfT57bffjiF1w4YNMaRTrcDIPq/boEGDuB7AnXfeGTsn6BC4/vrrQ9euXcO6deviY6hooNMgX37ZP9UBTEVgHYFCVLfwT1UH54oR/hUrVpRZ4UD7tmzZMp7bH374IT6eNRVoO6oiuJoAVSGSpMph+JcyDP+SVLxiwj+3Dx48OPf7/fffH8vC88M/wZHwv3bt2nD55ZfnSvrLCv8ES4J+QiAluG7btu2M8F8W5v0T9hmJ5vUxYMCAONL/8MMPx9+pLOBx77zzTqxS+Oyzz+K0BV4jX20K/wnrLZRX4cAcf6op8q++wHlkesWkSZPilAkWVExVGZKk4hj+pQzDvyQVr7zwT7BjVB2MpA8dOvTfwv/KlSvDHXfcEQM10wVuv/32+DPh+6GHHor74TGPPPJIDNFMEaBUnA4BRu2z4X/BggXxWA4dOhSDNyPyzMfPjvyXhdfq2LFjfH7qQCCIU20wceLEeD9TA2bPnh1/5j1Rxr5p06a4b+asE5DpvEjTDGpT+CfY02FDhUY+qgE4x2kKBpjyQdinTXjOwYMH49oIdJpIkopn+JcyDP+SVDzCOov7MXqbf6k/RoCZo09ZN/PvGZUnAHbp0iX3XAIj88V5HI/59ttv4+2Ef1bbpzKAOeUEbDC6TDAeNWpU7Fhg3ng+wjbzyRnxp6KAEXpGk3kepfpnw3QB3kcKujyXDofUGUAHR69eveJ7ovIgLfjH3xJuZyFCwjvvkwoC3h9t0f1f1QeFqG7hf8qUKfEc0u7t27ePUyrmzJkT24dy/ksvvTT+TKcJUzDAeePc0Ha0JdvTTz9dZZeIlKSaxvAvZRj+Jak05Zf91zbVLfwT8KnOYNG+FN6pgqCsn3n83M79bOlyftyX9sdzuI/KD0lS5TD8SxmGf0kqTYb/6hP+JUmlx/AvZRj+Jak0ETRr6+rvhn9JUrEM/1KG4V+SVGoI/+PHj4+XHCyljUUWJUnVg+FfyjD8S5JKDeGfqxZIknSuDP9ShuFfklRqDP+SpGIZ/qXfsZrwpEmT4jZ8+HDDvySppBj+JUnFMvxL4X8vKfTjjz/Gbd68eYZ/SVJJMfxLkopl+JcyLPuXJJUaw78kqViGfynD8C9JKgVMSRs8eHDcBgwYYPiXJBXF8C9lGP4lSaWCS+mxrVy50vAvSSqK4V/KMPxLkkqNZf+SpGIZ/qUMw78kqdQY/iVJxTL8SxmGf0lSqTH8S5KKZfiXMgz/kqRSY/iXJBXL8C9lGP4lSaWG8D/tvTnhm21Hqnw7cvxUVTeHJOkcGP6lDMO/JKnUEP77jXwvDJy5rcq3HfuPVXVzSJLOgeFfyjD8S1LlWbZsWfjhhx9yv69evTosWrQo9/v+/fvD22+/Hf99/fXX42XtynLffffFfZ04cSI0a9YsfPvttxU+Fl771VdfDa+99lpYv359OH36dMHP/fXXX+Pfh4o8J1mzZk2YOXPmOT03MfxLkopl+JcyDP+SVHmmT58eWrdunQv1zzzzTLjuuuvCzz//HH8nFLdr1y7+/uGHH5a7nzvvvDN88cUX4fjx4+H+++8Pa9eurdBxHDhwINSrVy9s3bo1HDlyJNxzzz0xUBeKjoeHH3643M6JP7J58+awYsWKCj8vX00N/ydPngy7du0Kv/zyS+42zlUxHSWSpLIZ/qUMwv/7s+aEDVt3V8tt+08HqroJJSmHUX9C98GDB8Nvv/0W7rrrrtgZ8Pnnn8f7n3322fDBBx/EUD5w4MB4G4994403Qr9+/cL8+fNj4C4r/O/bty+O5HMbIfLjjz8OQ4cODYMHDw67d+8+4zh4bJ06dcLOnTvj708++WSsOMDy5cvDCy+8EJ5//vl4vL17945hlNd95ZVXYpUBx3nJJZeEYcOGhaNHj8aAOmbMmPha77zzTnxvPP7dd9+Nz2d/CxcujCF23rx5uY6N9N5efvnlMGXKlPi8QlSn8E+Yb9WqVdiwYcMZt9PpMmLEiNCnT5/YjlRT0HZdu3YNnTp1ivd///334YknnogVHpKkymX4lzII/w2b9wj/eVPXarnd3WF0VTehJOUQbhs2bBjDOgH/scceC5MnTw79+/ePAY9y/h07doSvvvoq1K9fP4b47t27h7lz54Zjx46FJk2axHCeDf+MpNOJ8NFHH8WA/eabb4ZBgwbFn7t16xanEOQj/F9zzTWxo4HXf+SRR+JtvN4DDzwQR/Y5xi1btoSrrroqdx/HTvDOH/nnGDiujRs3xukKdevWjc/j5yuuuCLs2bMnPv8f//hHfG90UNCRwfP++c9/hm+++SYcPnw4Pi8bkMtTXcI/7UPHB229dOnSM+4bO3Zs7ry0bds2ngv+3b59e3j66afDd999FzsB+JxIkiqf4V/KMPxLUuV68cUX40gvAZ3RdkIz4ZngS2cAoTiFf0Iz0wIYFWe0vHHjxvESd/nhn5L9Fi1axMcQNulguPHGG+OoMQjaBO587Pfqq6+OI/Nz5syJHQxUFRDwH3zwwfj66XFnC/8cR6NGjeLjma5w6623xtcm9F955ZXxNjo2GjRoEL7++utc+P/yyy9j5QP7pXrgtttui4G3ENUl/K9cuTJWUDC9Ixv+qYCgs2fx4sXxHHL+WX/hpZdeio8fMGBAPD+W/EvS+WH4lzIM/5JUuT777LM44v3QQw+FH3/8MQZfQmBafA8p/P/0008xfBMQuY1RcsJ9fvgneN9yyy1h6tSpMShy26WXXpor9S8v/OeX/TMP//LLL4/VBRUN/6xT0Lx58/j4ioR/wi+LFbKPmhj+KeNv3759nCbRpUuXfwv/tA+dNkwDoXqDqRU8hzaibWijIUOGhA4dOoRPPvmkwE+XJKlQhn8pw/AvSZWLkHfzzTfH8nrCOlvfvn1jsE4L4aXwTxhkVJhSfzBH/tChQ/9W9s/CrOyTjgVCOs9NAb6Q8M8K/FQCsL/88M/rUa7/R+Gfx950003x8RUJ/3Rk8Dw6M2pi+CewU7VBgGdKAx0BTIUA55yS/hkzZsRzzNQApmmAx7AGA21F8KcTp02bNgV/viRJhTH8SxmGf0mqfCyYx8JuCQv+XXvttTFkg+BHiE4/E8hZOI8F9ZgfT4cA/38mrNOJwOgyG6F/27ZtsWOAyoJRo0bFUWemGeRjhJ/X79y5cywzJ1wSqAn4jMbzmiCkEtafeuqpMHLkyHDxxRfHx1GxcPfdd4eJEyfGhekIr4RZfufYCP979+6NVQMp/N9+++3x8oKEYUra2Tf/EnB5HhUMNSn806nBe2djDj8LMHIbpfzM46e0n59pczp/WDCRzhQWP6QTh44X1mKgTfi8SJIql+FfyjD8S1LtRkcBQZ2QSoBPVQFVqTqE/3xLliyJix0S7lnYj0X9aNfRo0fHxR7T1Q/oSGHthYROHDpIuJqCJKlyGf6lDMO/JNVehP4ePXrES9AxNeDxxx+PZepVrbqFf0lS6anV4Z8SPhYWqijK0pir90eY91fRa9QywkCpGz3jlYEyyfXr1xe0ai7viXK8Qq83fCFMmjQplgxeaIZ/SardmIP+/vvvx8sI8re0FBj+JUnFqtXhv0+fPrlVhgtFkGauHn+Ey0OJG/MOKXerCBZEYg4hHQeVgbmQ6ZrHZ0MnCCslM5eyVDA3k7mbF1pNDv/MrX3llVfifFbmWNLpw+dj9uzZ8bPHZajA54BFmSRJpYHvHTNmzQ0/7DlW5duxE6equjkkSefA8P+v8E/wnjVrVpg2bVpcYTgFZlYFZnGahQsXxtsYmb/mmmviNYvXrVsXVq1aFRexwQ8//BDnBXKN24suuigMHz483keYTBUGPJ/r2oLKAF7zvffei4vjUE3AtYfTyD//cjkhbstWGnAsBDVGJjheXof5c7x2Onbm1/F72hdz6nit/H0xp46RDRYe+utf/xqPg2swc/kkNvbLMVNBAN4H7yftn7ahzbhkUsJr0V4cW1pVmZWaeW1uYxSFKgfm9U2fPj22W0LHCcfM41jNOYV/zg/HSXtxjKDtU3UFCy2l88CITTqHdIDwfjhXharJ4Z95lOPHj49tw2ef9uXcsPAVC1WxEBblrZyXyZMnF9xmkqTzi/C/YMGCqj4MSVI1Zvj/V/jv2bNnDEaExMceeywGbkIRqw1zaR7uY9VfwvIdd9wRwymjpm3bto3l6SBAUzrPJWpYwZjr2xJUmzZtmitfZ5EbRl4JX8wjZHVbQjGXD9qyZUu89i0hjPtbtmwZAzKBNzvnkDDOJY42btwY2rVrF0Mbz+d4U+AnmD/xxBMxaHM/++EyPDyG8n4qDFq1ahU7ETgOOizoGNi0aVNc9fjGG2+MnRlcnihdjocvHqyyzLHce++9sXOCx3D5JPbHwj0dO3aM7502ZCVj9smqv2+99VZsI8I+Kx+PGzcudiywv9Qh8uabb8aVnelMYMVfwimv1bp167hPOjBoCzoQmJP5xhtvxA4Dwuujjz4af6Y92QfvtVu3bvGc0g6FXjO4Jod/Pu98Fjj/jPzTnnTo0L502nCpJT5HrGDNuZQklQbDvySpWIb/f4V/An8qcybk0xmwa9euGOIJQ4QlwhChPD9glxX+CaAEc0bGeXxZ4Z/rBTOyDR5PcGaaQAr/BPJ//vOf8X46IVhtOI1sg5FtbgMj9M8//3z8mcsbEYiRwj8dBFzGKFUU8BrcxnFzqR1ky/4ZzafzgY6DssI/4ZtrFbMfNG7cOIZrOhjStXkJ+Vznl8c2b948dmSAtRa4NBOdJEjPoaOEyyWl6RKp7J+24/hBexJU582bFzsDaNvUSUN7UmlAuKUqgGtCp+ObMGFCro3OpiaHfyooaCuuLU3nC589KiVofzpp6EiiU4COGjpsuD1do1mSVHUM/5KkYhn+ywj/BE5GlbF48eJwww03xGv7UgFAWKqM8E/g5bH5CMUp/LPK8BVXXBHDORtl2Plz9/PDP2Xt+eGf6+YihX++MLAvrpfMvlLZd/fu3eN+kR/+mRd+/fXXx1J6FBL+mzRpEtuKayenx5YX/mnHBg0a5EaW6eho2LBhbC+u8Zw6IFL4Z+NYE84N75GKAK6nzH65n7Zl1J/OAaoyuDYzHQG8Zyo32H8hamr455zTMTRixIjYFnTAMNefzyu3tW/fPv5L5Qb/bfAZp5OFagxJUtUy/EuSimX4/4PwT4Bk9B+URxO2s+GfwHS28M/if9nwT+AlAKdAz6g8j0/hn5Frwln+/ew3qUj4p4yfUJ2umUtoZr+EdMI6UvjndbiNwJ8QnAsN//lBvbzwT5UDz01hfO7cuXGUmUoAbk/rBKTw//nnn8epFhwzGx0u6QsQpf6MVqcpAffdd188rzyODhumM4C2K3Qxw5oa/unUYcSfTiYw5YJOoYQ2YyHATz/9NJ5DOmmo5uDzKkmqWoZ/SVKxDP9/EP65vi+hk6A9ZcqUGNwJSIyMjh07NpZDM3L61FNPxccSVgn/aWrABx98EEvZmUbASuqrV6+OIZfRdhaqY3415dUEfRZXY557/px/jomRWl6f0v78SwdWJPxTuk+YGzp0aJzLP2zYsHjbtm3bYlUCi/OxWGAquf/zn/8cgzRfNAjqBGuOhedSEv5H4Z998nOa889aANnwz3sjUDIiTycKI/W8dwI656NXr17xtVq0aBHbl84K5v9zftgn89EpX0/v8bLLLotVBIRbKgFYGBC8HsfKv5wLwmwhamr4T9MqVqxYkXufnJeE6S18hukA4nNH8OezSjWFJOnCo9Oev31sfO8w/EuSilGrw3/+CvEEw7QiPwE2hVruX7RoUQyQKXwT+gm6jKASZAni/E7nQCrlp2KA5xHkCdqpx54Rf9YPAP8SsNjYJ69LxUCaY81INfvgeVQh5OP3dLlBXisdLwsBphF13s/atWtz++J1CHv5K/Mz2s5rsPElg/0SuNOW2ocwzmPoWCBQ854Ikal0n0X/0nHTgUDnAe+HThEeS/vmvweCPs+n4yGNRKc24X3xfDpLUrUDr0MbL1myJBf80/vitROewxoA+eeYDgNuL+SSh6ip4R98HrhSBZ0vXI0irbsAzi/VAKDDJlV8uPCfJFUNOmP5O8bGNCzDvySpGLU6/FcGgiqj8oRURtbTFIBzwR/15557Lobl84FjpdKgolgtn3UCCOZUKFAaXpPV5PAvSaqeLPuXJBXL8F8kSqmZI88oKZe9K3ReeRZVBZSrp3n55wMj4kx1YC5+RTDySzk+6wAwxSD/koM1keFfklRqDP+SpGIZ/qUMw78kqdQY/iVJxTL8SxmGf0lSqTH8S5KKZfiXMgz/kqRSQ/j/YNZHYefeQ0VtR4+dOPuLSZJqJMO/lGH4lySVGsL/PS17Fv03YsqcL6v6rUiSqojhX8ow/EtS9cLVaLjsK///5nKzlYlL6HLZ3mLs2bMnbNiwoah9GP4lScUy/EsZhn9Jqj5Onz4devbsGT744IM4J/7uu+8Oy5cvr7R9jx49Oqxataqo/XzxxRfndKndfIZ/SVKxDP9ShuFfkqqPw4cPh0svvTScOnUq/r5s2bIwb968sHHjxjBhwoQwfvz4MHny5Pj71q1b42P2798fVqxYEZ/DNn/+/HDs2LF4aVsuuztt2rSwe/fuGP75PY38nzx5MnYwsN8ff/wxdwzse/r06WHhwoWxCgF0QPA4Xue7774L33zzTbydfX7yySfx0rnptkJciPC/bdu22F7vv/9+bI98Bw8ejB0YqT25fDCXDm7btm3o0aNHfDyXAu7Vq1fYuXNnwe9LknThGP6lDML/7Lnzw669h6rltu/QkapuQkm6YAjkV155ZejatWsMqAlBnikAixYtCtdee20cfb/rrrti2H/vvffCRRddFMvx6Qi45557wr59+0KbNm3iKP/s2bNDo0aNwvHjx0PDhg1j8Ca0DxgwIIZ2phjccMMN4ZdffomBn8oDOgOaN28e983P3L969erw7rvvhpdffjn069cv7uOFF14IM2fOjNMJ6tWrl+uQOJvzHf5pRzo66ADgeF988cV4vMnatWtDs2bNwvbt2+P7o5OjT58+YeXKlTHw0yZTpkyJ7ZP/PElS6TD8SxmE/08//bSqD0OSVCBGmh966KHwH//xHzGIHj16NN5OCL3//vtjqD1w4EC47bbbYnDt0qVLePDBB8OcOXPCZ599FgM5o9qMYIP5+XXq1Imj2Sn8M8p9xx13xBFv0NHASDe3rVu3Lt5GB8TYsWNjQL755ptzx/fqq6/G8E/g5xgIzhwjP1MVUIgLWfZPRwkdGamaAoT/Vq1axQ4ROgowZMiQMGvWrNCpU6cwY8aM0L59+1zlgySp9Bj+pQzDvyRVH6l0H4yiE6gJ85g7d24c7U+Pa9euXRyJb9GiRawI6NChQ+jfv38sze/evXuc34+ywj/h97777jsj3NIBcNVVV8WqAZwt/DMdgdFzjqVUwz/Bnk6Qd95554zbeY9UBDDaT6XEpk2bYkfA0KFDY/B/+umnY5vS9lQBSJJKj+FfyjD8S1L1wRz/QYMG5UrNCfyEe8r+b7rpphjaE0JqkyZNwmuvvRZL9q+77rrQunXrcOLEibgPyvpRVvgn0N9yyy1xLQBwH+H/+uuvz5Xuny388/eFzggCdimGfzolKNunUyQ75z8f8/5TW9HudAqw4CIj/5s3b44dAXQMSJJKi+FfyjD8S1L1QRk+oXzq1KmxXJ359yy2Rxk/4ZqyfjoIKNEnpF9++eW5/8dTCcAGFu1j6gCL8bHgXd26dc8I/wRjOg169+4dvvzyyzBmzJjYgTB8+PDcbZTFv/HGG+WGf/bHyD/rAnz++edxzn8phX8WM2zatGlcByHZsmVLXPCQ2+hQoeOCNmZRRPA3s2/fvrEteP+sGUAnwB91HkiSqobhX8ow/EtS9UIHwNKlS2PQT6vwU5bOYnxsBHpG2gnwjOqnNQEYxWekOiG08///n376KXz77bexxL9+/fpx4T7w/K+//jq+VlrRnsew6B3hnNfetWtXDL48Ln+/qTqAqxMsWbIkdjbw2gTqQpzv8E/1Q8eOHeOoPWF+5MiRsZ1ef/31WM5PJwVTI1hTYdy4cfE9plF/3gM/M/rfuXPnWH3hon+SVHoM/1KG4V+SBDoBGjduHKsGqtqFXPBPklQzGf6lDMO/JAmLFy/OVRJUNcO/JKlYhn8pw/AvSSo1hP8+r4wJL46dV9T29fodVf1WJElVxPAvZRj+JUmlhvDPgnySJJ0rw7+UYfiXJJUaw78kqViGfynD8C9JKjWGf0lSsQz/0u+4NNPEiRPjxjWb02WdJEkqBYZ/SVKxDP/S744fPx5XdE6bJEmlxPAvSSqW4V+SJKkE7d69OwwbNixugwcPDmvWrKnqQ5IkVWOGf0mSpBJ06tSpcPTo0dx2+vTpqj4kSVI1ZviXJEmSJKmGM/xLkiRJklTDGf4lSZIkSarhDP+SJEmSJNVwhn9JkiRJkmo4w78kSZIkSTWc4V+SJEmSpBrO8C9JkiRJUg1n+JckSZIkqYYz/EuSJEmSVMMZ/iVJkiRJquFS+L/Kzc3Nzc3Nze33bWCQJEk1zv+RJElKfv9u0LKqv5xIkqTKV9XfMSRJUgkJhn9Jkmqkqv6OIUmSSkgw/EuSVCNV9XcMSZJUQoLhX5KkGqmqv2NIkqQSEgz/kiTVSFX9HUOSJJWQYPiXJKlGqurvGJIkqYQEw78kSTVSVX/HkCRJJSQY/iVJqpGq+juGJEkqIcHwL0lSjVTV3zEkSVIJCYZ/SZJqJP7O/z93D9OZ+KiUMAAAAABJRU5ErkJggg==", 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  • p (style="margin-top:0pt; margin-right:8.45pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt")
    • span: Łączna wartość wyemitowanych i pozostających w obrocie listów zastawnych w ramach międzynarodowego programu emisji listów zastawnych PKO Banku Hipotecznego SA (wg wartości nominalnej) denominowanych w EUR i PLN na koniec 2024 roku wynosiła 500 mln EUR oraz 4 250 mln PLN, co przy zastosowaniu średniego kursu euro ogłoszonego przez Narodowy Bank Polski (1 EUR = 4,2730 PLN) na 31 grudnia 2024 roku daje kwotę łączną na poziomie 6 386,5 mln PLN.
  • p (style="margin-top:0pt; margin-right:8.45pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt")
    • span: Wszystkie serie listów zastawnych, poza seriami 13 i 14, wyemitowane w ramach Międzynarodowego Programu Emisji Listów Zastawnych notowane są na Giełdzie w Luksemburgu. Ponadto serie 4, 6, 8, 9, 10, 11, 12, 13 i 14 notowane są na rynku równoległym regulowanym Giełdy Papierów Wartościowych w Warszawie. Listy zastawne denominowane w EUR są ponadto dopuszczone do transakcji repo przez Europejski Bank Centralny.
  • p (style="margin-top:0pt; margin-right:8.45pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt")
    • span: W 2024 roku PKO Bank Hipoteczny SA przeprowadził 4 emisje hipotecznych listów zastawnych w PLN serii 12, 13 i 14 (transza I oraz transza II) o łącznej wartości nominalnej 2 500 mln PLN.
  • p (style="margin-top:0pt; margin-right:8.45pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt")
    • span: W 2024 roku PKO Bank Hipoteczny SA wykupił 3 serie listów zastawnych denominowanych w EUR o wartości nominalnej wynoszącej 1 025 mln EUR.
  • p (style="margin-top:0pt; margin-right:8.5pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt")
    • span: Pozostające w obrocie emisje hipotecznych listów zastawnych PKO Banku Hipotecznego SA wyemitowane w ramach Międzynarodowego Programu Emisji Listów Zastawnych przeprowadzone do dnia 31 grudnia 2024 roku:
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        • span (style="font-size:9pt"): Aa1
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        • span (style="font-size:9pt"): LuxSE, rynek
        • span (style="font-size:9pt")
        • br
        • span (style="font-size:9pt"): równoległy regulowany GPW
        • span (style="font-size:9pt")
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        • span (style="font-size:9pt"): 14
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        • span (style="font-size:9pt"): XS2854926701
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        • span (style="font-size:9pt"): 24.10.2024
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        • span (style="font-size:9pt"): 24.10.2028
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        • span (style="font-size:9pt"): 500
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        • span (style="font-size:9pt"): PLN
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      • p (style="margin-top:0pt; margin-bottom:0pt; text-align:right; line-height:10.5pt")
        • span (style="font-size:9pt"): WIBOR 3M + 0,70%
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      • p (style="margin-top:0pt; margin-bottom:0pt; text-align:right; line-height:10.5pt")
        • span (style="font-size:9pt"): Aa1
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        • span (style="font-size:9pt"): rynek
        • span (style="font-size:9pt")
        • br
        • span (style="font-size:9pt"): równoległy regulowany GPW
        • span (style="font-size:9pt")
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        • span (style="font-size:9pt"): 14 – II transza
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        • span (style="font-size:9pt"): PLL219200028
        • span (style="font-size:9pt")
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        • span (style="font-size:9pt"): 27.12.2024
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        • span (style="font-size:9pt"): 24.10.2028
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      • p (style="margin-top:0pt; margin-bottom:0pt; text-align:right; line-height:10.5pt")
        • span (style="font-size:9pt"): 500
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      • p (style="margin-top:0pt; margin-bottom:0pt; text-align:right; line-height:10.5pt")
        • span (style="font-size:9pt"): PLN
      • td (style="width:32.1pt; border:0.75pt solid #d9d9d9; padding:1.02pt 2.48pt; vertical-align:top; -aw-border:0.5pt single")
      • p (style="margin-top:0pt; margin-bottom:0pt; text-align:right; line-height:10.5pt")
        • span (style="font-size:9pt"): WIBOR 3M + 0,70%
      • td (style="width:30.8pt; border:0.75pt solid #d9d9d9; padding:1.02pt 2.48pt; vertical-align:top; -aw-border:0.5pt single")
      • p (style="margin-top:0pt; margin-bottom:0pt; text-align:right; line-height:10.5pt")
        • span (style="font-size:9pt"): Aa1
      • td (style="width:82.6pt; border:0.75pt solid #d9d9d9; padding:1.02pt 2.48pt; vertical-align:top; -aw-border:0.5pt single")
      • p (style="margin-top:0pt; margin-bottom:0pt; text-align:right; line-height:10.5pt")
        • span (style="font-size:9pt"): rynek
        • span (style="font-size:9pt")
        • br
        • span (style="font-size:9pt"): równoległy regulowany GPW
        • span (style="font-size:9pt")
  • p (style="margin-top:6pt; margin-right:8.5pt; margin-bottom:12pt; text-align:justify; line-height:normal; font-size:10pt")
    • span: Środki pozyskane z emisji listów zastawnych zostały wykorzystane przez PKO Bank Hipoteczny SA na udzielanie kredytów mieszkaniowych oraz na nabywanie wierzytelności z tytułu takich kredytów od PKO Banku Polskiego SA.
  • p (style="margin-top:6pt; margin-right:1.4pt; margin-bottom:6pt; text-align:justify; page-break-after:avoid; line-height:normal; font-size:10pt; background-color:#d9d9d9")
    • a (id="_Hlk158393632")
    • span (style="font-weight:bold; font-variant:small-caps; color:#00468c"): Premium Label
  • p (style="margin-top:0pt; margin-right:8.5pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt")
    • span (style="-aw-bookmark-end:_Hlk158393632")
    • span: Zgodnie z art. 7d ustawy z dnia 29 sierpnia 1997 roku o listach zastawnych i bankach hipotecznych, listy zastawne mogą być oznaczone, jako europejski list zastawny lub europejski list zastawny (premium). Listy zastawne PKO Banku Hipotecznego SA oznaczone są jako europejski list zastawny (premium). Oznaczenie „premium” pozwala w łatwy i jednoznaczny sposób zidentyfikować, czy listy zastawne spełniają wymogi z art. 129 CRR, co ma na celu ułatwienie inwestorom oceny jakości listów zastawnych i tym samym zwiększenie ich atrakcyjności jako instrumentu inwestycyjnego zarówno w Unii, jak i poza nią.
  • p (style="margin-top:0pt; margin-right:8.5pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt")
    • span: Wykaz emisji listów zastawnych, w ramach których wyemitowano listy zastawne oznaczone jako europejski list zastawny lub europejski list zastawny (premium) znajduje się na stronie KNF pod adresem:
  • p (style="margin-top:0pt; margin-right:8.5pt; margin-bottom:12pt; text-align:justify; line-height:normal; font-size:10pt")
    • a (href="https://www.knf.gov.pl/podmioty/Podmioty_sektora_bankowego/Banki_hipoteczne", style="text-decoration:none")
    • span (style="text-decoration:underline; color:#00468c"): https://www.knf.gov.pl/podmioty/Podmioty_sektora_bankowego/Banki_hipoteczne
    • span
  • p (style="margin-top:6pt; margin-right:1.4pt; margin-bottom:6pt; text-align:justify; page-break-after:avoid; line-height:normal; font-size:10pt; background-color:#d9d9d9")
    • span (style="font-weight:bold; font-variant:small-caps; color:#00468c"): The Covered Bond Label
  • p (style="margin-top:0pt; margin-right:8.5pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt")
    • span: 6 lutego 2018 roku PKO Bank Hipoteczny SA jako pierwszy emitent listów zastawnych z Polski dołączył do The Covered Bond Label. The Covered Bond Label to certyfikat jakości, którego celem jest budowanie wśród inwestorów świadomości w zakresie bezpieczeństwa i wysokiej jakości aktywów, jakimi są listy zastawne.
  • p (style="margin-top:0pt; margin-right:8.5pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt")
    • span: Dane Banku na stronie The Covered Bond Label znajdują się pod adresem:
  • p (style="margin-top:0pt; margin-right:8.5pt; margin-bottom:12pt; text-align:justify; line-height:normal; font-size:10pt")
    • a (href="https://coveredbondlabel.com/issuer/132-pko-bank-hipoteczny-spolka-akcyjna", style="text-decoration:none")
    • span (style="text-decoration:underline; color:#00468c"): https://coveredbondlabel.com/issuer/132-pko-bank-hipoteczny-spolka-akcyjna
  • p (style="margin-top:6pt; margin-right:1.4pt; margin-bottom:6pt; text-align:justify; page-break-after:avoid; line-height:normal; font-size:10pt; background-color:#d9d9d9")
    • span (style="font-weight:bold; font-variant:small-caps; color:#00468c"): Energy Efficient Mortgage Label
  • p (style="margin-top:0pt; margin-right:8.5pt; margin-bottom:6pt; text-align:justify; line-height:110%; font-size:10pt")
    • span: Energy Efficient Mortgage Label został stworzony przez European Mortgage Federation – European Bond Council (EMF-ECBC) jako jasny i przejrzysty znak jakości dla konsumentów, kredytodawców i inwestorów, mający na celu identyfikację energooszczędnych kredytów hipotecznych przeznaczonych na budownictwo mieszkaniowe.
  • p (style="margin-top:0pt; margin-right:8.5pt; margin-bottom:6pt; text-align:justify; line-height:110%; font-size:10pt")
    • span: PKO Bank Hipoteczny SA jako pierwszy bank z Polski dołączył w 2021 roku do inicjatywy Energy Efficient Mortgage Label. Inicjatywa ta ma na celu wsparcie unijnego Zielonego Ładu oraz neutralności klimatycznej do 2050 roku oraz dostosowanie portfela produktów do zmian regulacyjnych takich jak nowa taksonomia UE.
  • p (style="margin-top:0pt; margin-right:8.5pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt")
    • span: Dane Banku na stronie Energy Efficient Mortgage Label znajdują się pod adresem:
  • p (style="margin-top:0pt; margin-right:8.5pt; margin-bottom:12pt; text-align:justify; line-height:normal; font-size:10pt")
    • a (href="https://www.energy-efficient-mortgage-label.org/issuers/directory", style="text-decoration:none")
    • span (style="text-decoration:underline; color:#00468c"): https://www.energy-efficient-mortgage-label.org/issuers/directory
  • p (style="margin-top:6pt; margin-right:1.4pt; margin-bottom:6pt; text-align:justify; page-break-after:avoid; line-height:normal; font-size:10pt; background-color:#d9d9d9")
    • span (style="font-weight:bold; font-variant:small-caps; color:#00468c"): Zielone Listy Zastawne
  • p (style="margin-top:0pt; margin-right:8.5pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt")
    • span: W 2019 roku PKO Bank Hipoteczny SA po raz pierwszy opublikował Zasady dotyczące Zielonych Listów Zastawnych (Green Covered Bond Framework - GCBF). W czerwcu 2022 roku Zasady te zostały zaktualizowane przez Bank w związku z planowaną emisją zielonych hipotecznych listów zastawnych. GCBF określa między innymi zasady selekcji aktywów, które są zabezpieczeniem zielonych emisji. Zielone emisje PKO Banku Hipotecznego SA są zabezpieczone hipotekami spełniającymi najwyższe standardy w zakresie energochłonności i emisji dwutlenku węgla.
    • span (style="-aw-import:spaces")
  • p (style="margin-top:0pt; margin-right:8.5pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt")
    • span: Wpływy z Zielonych Listów Zastawnych wykorzystywane są wyłącznie do finansowania bądź refinansowania nowych i/lub istniejących projektów zakwalifikowanych jako zielone aktywa. Zielone Listy Zastawne PKO Banku Hipotecznego SA spełniają kryteria wyznaczone przez International Capital Market Association (ICMA) jako Zasady dotyczące Zielonych Obligacji (Green Bond Principles). Zasady te to zbiór wytycznych w zakresie określenia celu finansowania, oceny i selekcji aktywów, zarządzania wpływami z emisji oraz raportowania alokacji środków.
  • p (style="margin-top:0pt; margin-right:8.5pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt")
    • span: PKO Bank Hipoteczny SA w czerwcu 2019 roku oraz w czerwcu 2022 roku uzyskał dla swojego Green Covered Bond Framework zewnętrzną opinię (Second Party Opinion) wyspecjalizowanej certyfikowanej międzynarodowej instytucji Sustainalytics. Zielone Listy Zastawne PKO Banku Hipotecznego SA są certyfikowane przez Climate Bond Initiative (CBI) – ostatnia certyfikacja poemisyjna miała miejsce w maju 2023 roku. Certyfikat CBI jest przyznawany obligacjom i listom zastawnym spełniającym najwyższe standardy w zakresie pozytywnego wpływu na środowisko.
  • p (style="margin-top:0pt; margin-right:8.5pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt")
    • span: Bank, co najmniej raz w roku publikuje raport alokacji oraz wpływu emisji zielonych listów zastawnych na środowisko.
  • p (style="margin-top:0pt; margin-right:8.5pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt")
    • span: Szczegółowe informacje związane z zielonymi listami zastawnymi emitowanymi przez Bank znajdują się pod adresem:
  • p (style="margin-top:0pt; margin-right:8.45pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt")
    • a (href="https://www.pkobh.pl/listy-zastawne/zielone-listy-zastawne/", style="text-decoration:none")
    • span (style="text-decoration:underline; color:#00468c"): https://www.pkobh.pl/listy-zastawne/zielone-listy-zastawne/
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    • span (style="-aw-import:ignore")
    • span (style="font-variant:small-caps; color:#00468c"): 4.5.
    • span (style="width:32.69pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces")
    • a (id="_Toc191981923")
    • span (style="font-variant:small-caps; color:#00468c"): Działalność na rynkach finansowych
  • p (style="margin-top:0pt; margin-right:8.5pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt")
    • span: PKO Bank Hipoteczny SA zawiera transakcje skarbowe na hurtowym rynku finansowym. Celem transakcji jest zarządzanie płynnością (w krótkim, średnim i długim horyzoncie czasowym) oraz pozycją walutową Banku. Ponadto Ustawa o listach zastawnych i bankach hipotecznych nakłada na PKO Bank Hipoteczny SA obowiązek ograniczania ryzyka związanego ze zmianami kursów walut.
  • p (style="margin-top:0pt; margin-right:8.5pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt")
    • span: W celu sfinansowania działalności związanej z udzielaniem kredytów mieszkaniowych oraz nabywaniem wierzytelności z tytułu kredytów mieszkaniowych udzielonych przez PKO Bank Polski SA, PKO Bank Hipoteczny SA emituje hipoteczne listy zastawne, obligacje, zaciąga zobowiązania w ramach linii kredytowych oraz zobowiązania z tytułu nabytych wierzytelności.
  • p (style="margin-top:0pt; margin-right:8.5pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt")
    • span: W ocenie Zarządu Banku na 31 grudnia 2024 roku nie wystąpiły przesłanki mogące świadczyć o ryzyku nieterminowej spłaty zaciągniętych przez Bank zobowiązań. Na 31 grudnia 2024 roku wszystkie regulacyjne i wewnętrzne limity płynności pozostały spełnione. Szczegółowe informacje nt. poziomów norm płynności Banku zostały zaprezentowane w Nocie 47 „Zarządzanie ryzykiem płynności” sprawozdania finansowego PKO Banku Hipotecznego SA za rok zakończony 31 grudnia 2024 roku.
  • p (style="margin-top:0pt; margin-right:8.5pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt")
    • span: W przypadku emisji listów zastawnych w EUR w celu zabezpieczenia ryzyka stopy procentowej oraz ryzyka walutowego PKO Bank Hipoteczny SA zawarł transakcje CIRS (Cross-Currency Interest Rate Swap), w których Bank płaci kupon w PLN oparty o zmienną stopę, a otrzymuje kupon oparty o stałą stopę właściwą EUR. W przypadku ogłoszenia przez sąd upadłości PKO Banku Hipotecznego SA, nastąpi automatyczne wydłużenie transakcji CIRS o 12 miesięcy na warunkach określonych w dniu zawarcia transakcji. Dodatkowo Bank zawarł serię kontraktów FX-Forward, które stanowią zabezpieczenie ekspozycji walutowej o zapadalności w terminach płatności kuponów z listów zastawnych denominowanych w EUR.
  • p (style="margin-top:0pt; margin-right:8.5pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt")
    • span: W przypadku emisji listów zastawnych o stałym oprocentowaniu w PLN w celu zabezpieczenia ryzyka stopy procentowej PKO Bank Hipoteczny SA zawarł transakcje IRS, w których płaci kupon oparty o zmienną stopę PLN, a otrzymuje kupon oparty o stałą stopę PLN.
    • span (style="-aw-import:spaces")
  • h2 (style="margin-top:18pt; margin-right:8.5pt; margin-bottom:12pt; text-align:justify; page-break-inside:avoid; page-break-after:avoid; line-height:normal; font-size:11pt; -aw-import:list-item; -aw-list-level-number:1; -aw-list-number-format:'%0.%1.'; -aw-list-number-styles:'decimal decimal'; -aw-list-number-values:'4 6'; -aw-list-padding-sml:32.69pt")
    • span (style="-aw-import:ignore")
    • span (style="color:#00468c"): 4.6.
    • span (style="width:32.69pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces")
    • a (id="_Toc191981924")
    • span (style="font-variant:small-caps; color:#00468c"): Obligacje – umowa programu emisji zawarta z PKO Bankiem Polskim SA
    • span (style="font-variant:small-caps; color:#00468c")
  • p (style="margin-top:0pt; margin-right:8.5pt; margin-bottom:6pt; text-align:justify; line-height:110%; font-size:10pt")
    • span: 30 września 2015 roku PKO Bank Hipoteczny SA zawarł umowę Programu Emisji Obligacji Własnych z PKO Bankiem Polskim SA, na podstawie której mogą być emitowane obligacje zerokuponowe, zmiennokuponowe i stałokuponowe o maksymalnych tenorach wynoszących 36 miesięcy.
  • p (style="margin-top:0pt; margin-right:8.45pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt")
    • span: W 2024 roku Bank wyemitował w ramach tego Programu obligacje o łącznej wartości nominalnej 5 910,5 mln PLN. Jednocześnie, w tym samym okresie, Bank wykupił obligacje o łącznej wartości nominalnej 5 175,0 mln PLN. Saldo wyemitowanych w ramach programu obligacji na 31 grudnia 2024 roku wyniosło 2 760,5 mln PLN. Bank zamierza kontynuować pozyskiwanie finansowania w ramach tego Programu.
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    • span (style="font-variant:small-caps; color:#00468c"): Wewnętrzne uwarunkowania działalności
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    • span: Proces kredytowy i współpraca z PKO Bankiem Polskim SA
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    • span: Ład wewnętrzny
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    • span: Zarządzanie konfliktami interesów
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    • span: System kontroli wewnętrznej
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    • span: Zarządzanie ryzykiem
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    • span: Wycena zabezpieczeń mieszkaniowych kredytów hipotecznych
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    • span: Rejestr zabezpieczenia hipotecznych listów zastawnych
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    • span: Powiernik
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    • span: Limity ustawowe
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    • span (style="font-variant:small-caps; color:#00468c"): 5.1.
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    • span (style="font-variant:small-caps; color:#00468c"): Proces kredytowy i współpraca z PKO Bankiem Polskim SA
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  • p (style="margin-top:0pt; margin-right:8.5pt; margin-bottom:3pt; text-align:justify; line-height:normal; font-size:10pt")
    • span: PKO Bank Hipoteczny SA pozyskuje do swojego portfela kredyty mieszkaniowe w ramach strategicznej współpracy z PKO Bankiem Polskim SA. Banki współpracują ze sobą w oparciu o:
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    • span (style="font-family:Symbol"): •
    • span (style="width:8.3pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces")
    • span: model agencyjny,
  • p (style="margin:0pt 1.4pt 6pt 14.2pt; text-indent:-14.2pt; text-align:justify; line-height:normal; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:8.3pt")
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    • span (style="font-family:Symbol"): •
    • span (style="width:8.3pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces")
    • span: model poolingowy.
  • p (style="margin-top:0pt; margin-right:8.5pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt")
    • span: Współpraca z PKO Bankiem Polskim SA regulowana jest szczegółowo poprzez umowę outsourcingową zawartą 16 stycznia 2015 roku. Umowa reguluje zakres współpracy oraz szczegółowo określa sposób wykonywania powierzonych czynności, przede wszystkim w zakresie oferowania i administrowania kredytami mieszkaniowymi oraz wykonywania czynności wspierających PKO Bank Hipoteczny SA. Dodatkowo w umowie PKO Bank Polski SA zobowiązał się do należytego wykonywania powierzonych czynności, a także do raportowania i działań kontrolnych na rzecz PKO Banku Hipotecznego SA.
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    • span: 17 listopada 2015 roku podpisano z PKO Bankiem Polskim SA Umowę Ramową Sprzedaży Wierzytelności. Na jej podstawie od grudnia 2015 roku Bank nabywa od PKO Banku Polskiego SA portfele wierzytelności z tytułu kredytów mieszkaniowych zabezpieczonych hipotecznie.
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    • span (style="font-variant:small-caps; color:#00468c"): 5.2.
    • span (style="width:32.69pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces")
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    • span (style="font-variant:small-caps; color:#00468c"): Ład wewnętrzny
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  • p (style="margin-top:0pt; margin-right:8.5pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt")
    • span: W Banku funkcjonuje skuteczny i przejrzysty ład wewnętrzny, określony w Statucie PKO Banku Hipotecznego SA oraz regulacjach wewnętrznych, na który składają się w szczególności:
  • p (style="margin:0pt 8.5pt 6pt 18pt; text-indent:-18pt; text-align:justify; line-height:normal; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:12.1pt")
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    • span (style="font-family:Symbol"): •
    • span (style="width:12.1pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces")
    • span: system zarządzania Bankiem,
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    • span (style="-aw-import:ignore")
    • span (style="font-family:Symbol"): •
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    • span: organizacja Banku oraz
  • p (style="margin:0pt 8.5pt 6pt 18pt; text-indent:-18pt; text-align:justify; line-height:normal; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:12.1pt")
    • span (style="-aw-import:ignore")
    • span (style="font-family:Symbol"): •
    • span (style="width:12.1pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces")
    • span: zasady działania, uprawnienia, obowiązki i odpowiedzialność oraz wzajemne relacje poszczególnych organów i komórek organizacyjnych Banku, w tym Rady Nadzorczej, Zarządu i osób pełniących kluczowe funkcje.
  • p (style="margin-top:0pt; margin-right:8.5pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt")
    • span: Kluczowe elementy ładu wewnętrznego, ich cele i powiązania między nimi oraz podstawowe zasady organizacji Banku, definiuje strategia zarządzania Bankiem.
  • p (style="margin-top:0pt; margin-right:8.5pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt")
    • span: System zarządzania Bankiem obejmuje wszystkie aspekty funkcjonowania Banku, a w szczególności planowanie strategiczne i zarządzanie Strategią Banku, system kontroli wewnętrznej, system zarządzania ryzykiem, zasady etyki, procedury anonimowego zgłaszania naruszeń prawa oraz obowiązujących w Banku procedur i standardów etycznych, adekwatność kapitałową, sposób kształtowania produktów, zarządzanie zasobami ludzkimi oraz politykę wynagradzania.
  • p (style="margin-top:0pt; margin-right:8.5pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt")
    • span: Bank prowadzi swoją działalność odpowiedzialnie, z uwzględnieniem zasad ładu wewnętrznego, kierując się potrzebą zachowania najwyższej staranności, profesjonalizmu oraz etyki. Bank wypełnia obowiązki nałożone przepisami prawa, przestrzega wymogów wobec instytucji nadzorowanych nałożonych przez Komisję Nadzoru Finansowego w formie rekomendacji i dobrych praktyk kierowanych do sektora bankowego, Zasad Ładu Korporacyjnego dla instytucji nadzorowanych, a także wytycznych określonych przez Europejski Urząd Nadzoru Bankowego, przyjętych do stosowania w krajowej praktyce nadzorczej, w zakresie odnoszącym się do funkcjonowania Banku i przyjętego modelu biznesowego, z uwzględnieniem skali, specyfiki i charakteru działalności Banku. Powyższe zasady wspierają Bank w dążeniu do umocnienia przejrzystości działania oraz do zachowania bezpieczeństwa prowadzonej działalności.
  • p (style="margin-top:0pt; margin-right:8.5pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt")
    • span: Zarząd Banku odpowiada za zaprojektowanie, wprowadzenie oraz zapewnienie przestrzegania i prawidłowego funkcjonowania ładu wewnętrznego, z uwzględnieniem wszystkich jego elementów. Zarząd Banku regularnie informuje Radę Nadzorczą Banku o stanie realizacji strategii zarządzania Bankiem i strategii zarządzania ryzykiem oraz o najważniejszych kwestiach z tym związanych, a w razie potrzeby niezwłocznie przekazuje informację o zdarzeniach i okolicznościach istotnych dla oceny sytuacji Banku oraz zarządzania Bankiem.
  • p (style="margin-top:0pt; margin-right:8.5pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt")
    • span: Rada Nadzorcza Banku sprawuje nadzór nad wprowadzeniem i funkcjonowaniem ładu wewnętrznego oraz ocenia jego adekwatność i skuteczność. Ocena ta uwzględnia w szczególności wyniki ocen poszczególnych elementów składających się na ład wewnętrzny oraz – w przypadku wystąpienia – istotne zmiany czynników wewnętrznych i zewnętrznych, mogących mieć wpływ na funkcjonowanie Banku.
  • p (style="margin-top:0pt; margin-right:8.5pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt")
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    • span: Realizując wynikające z Rekomendacji Z Komisji Nadzoru Finansowego obowiązki, Zarząd dokonał analizy wyników okresowych przeglądów i ocen poszczególnych obszarów składających się na ład wewnętrzny Banku, obejmujących swoim zakresem rok 2024. Ocena ładu wewnętrznego została przeprowadzona na podstawie zestawu raportów okresowych, funkcjonujących w ramach systemu informacji zarządczej w Banku. Wyniki analizy zostały podsumowane w „Raporcie z oceny funkcjonowania ładu wewnętrznego w PKO Banku Hipotecznym SA za rok 2024”. W zakresie ładu wewnętrznego nie zidentyfikowano uchybień i niezgodności z przepisami prawa i wymogami regulacyjnymi. Poszczególne oceny elementów składowych ładu wewnętrznego wskazują na adekwatne i skuteczne stosowanie zasad ładu wewnętrznego, co stanowi podstawę do rekomendowania przez Zarząd Radzie Nadzorczej pozytywnej oceny ładu wewnętrznego Banku.
  • p (style="margin-top:0pt; margin-right:8.5pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt")
    • span (style="-aw-bookmark-end:_Hlk158733233")
    • span: Uwzględniając rekomendację Zarządu oraz wyniki okresowych przeglądów i ocen poszczególnych obszarów składających się na ład wewnętrzny Banku ujętych w zintegrowanej formie całościowego „Raportu z oceny funkcjonowania ładu wewnętrznego w PKO Banku Hipotecznym SA za rok 2024”, Rada Nadzorcza ocenia wdrożony w Banku ład wewnętrzny jako satysfakcjonujący, co oznacza, iż jest on adekwatny do przyjętego modelu biznesowego Banku i skutecznie funkcjonujący w odniesieniu do poszczególnych jego elementów.
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    • span (style="font-size:11pt; font-variant:small-caps; color:#00468c"): 5.3.
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    • span (style="font-variant:small-caps; color:#365f91"): Zarządzanie konfliktami interesów
  • p (style="margin-top:6pt; margin-right:3.4pt; margin-bottom:0pt; text-align:justify; line-height:normal; font-size:10pt")
    • span: W Banku funkcjonują przyjęte przez Zarząd i zatwierdzone przez Radę Nadzorczą „Zasady zarządzania konfliktami interesów w PKO Banku Hipotecznym SA”.
  • p (style="margin-top:6pt; margin-right:3.4pt; margin-bottom:0pt; text-align:justify; line-height:normal; font-size:10pt")
    • span: Celem zarządzania konfliktami interesów w Banku jest zapewnienie profesjonalnego, rzetelnego i uczciwego traktowania wszystkich klientów, podmiotów powiązanych z
    • span
    • span: Bankiem oraz dostawców i oferentów.
  • p (style="margin-top:6pt; margin-right:3.4pt; margin-bottom:0pt; text-align:justify; line-height:normal; font-size:10pt")
    • span: Bank zarządza konfliktami interesów poprzez zapobieganie sytuacjom mogącym powodować konflikty interesów, podejmowanie działań służących identyfikacji i ujawnianiu konfliktów interesów oraz kontrolowaniu tych konfliktów, jak również eliminowaniu bądź ograniczaniu ich negatywnego wpływu na funkcjonowanie Banku oraz jego relacje z klientami i innymi podmiotami.
  • p (style="margin-top:6pt; margin-right:3.4pt; margin-bottom:0pt; text-align:justify; line-height:normal; font-size:10pt")
    • span: Z uwagi na zakres i specyfikę działalności banku hipotecznego, Bank identyfikuje potencjalne sytuacje konfliktów interesów, które mogą powstawać w relacjach pomiędzy:
  • p (style="margin-top:2pt; margin-left:18pt; margin-bottom:2pt; text-indent:-18pt; text-align:justify; line-height:normal; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:12.1pt")
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    • span: Bankiem lub podmiotem powiązanym z Bankiem a klientem Banku,
  • p (style="margin-top:2pt; margin-left:18pt; margin-bottom:2pt; text-indent:-18pt; text-align:justify; line-height:normal; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:12.1pt")
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    • span (style="font-family:Symbol"): •
    • span (style="width:12.1pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces")
    • span: podmiotem powiązanym z Bankiem a Bankiem,
  • p (style="margin-top:2pt; margin-left:18pt; margin-bottom:2pt; text-indent:-18pt; text-align:justify; line-height:normal; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:12.1pt")
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    • span (style="font-family:Symbol"): •
    • span (style="width:12.1pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces")
    • span: Bankiem lub podmiotem powiązanym z Bankiem a dostawcą lub oferentem albo podmiotem z nim powiązanym,
  • p (style="margin-top:2pt; margin-left:18pt; margin-bottom:2pt; text-indent:-18pt; text-align:justify; line-height:normal; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:12.1pt")
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    • span: Bankiem a podmiotem dominującym.
  • h2 (style="margin-top:18pt; margin-bottom:12pt; text-align:justify; page-break-inside:avoid; page-break-after:avoid; line-height:normal; font-size:11pt; -aw-import:list-item; -aw-list-level-number:1; -aw-list-number-format:'%0.%1.'; -aw-list-number-styles:'decimal decimal'; -aw-list-number-values:'5 4'; -aw-list-padding-sml:32.69pt")
    • span (style="-aw-import:ignore")
    • span (style="font-variant:small-caps; color:#00468c"): 5.4.
    • span (style="width:32.69pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces")
    • a (id="_Toc191981929")
    • span (style="font-variant:small-caps; color:#00468c"): System kontroli wewnętrznej
    • span (style="font-variant:small-caps; color:#00468c")
  • p (style="margin-top:0pt; margin-right:8.5pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt")
    • span: System kontroli wewnętrznej w PKO Banku Hipotecznym SA stanowi jeden z elementów zarządzania Bankiem. Celem systemu kontroli wewnętrznej jest wspomaganie procesów decyzyjnych Banku dla zapewnienia:
  • p (style="margin:0pt 8.55pt 3pt 14.2pt; text-indent:-14.2pt; text-align:justify; line-height:normal; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:8.3pt")
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    • span (style="width:8.3pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces")
    • span: skuteczności i efektywności działania Banku,
  • p (style="margin:0pt 8.55pt 3pt 14.2pt; text-indent:-14.2pt; text-align:justify; line-height:normal; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:8.3pt")
    • span (style="-aw-import:ignore")
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    • span: wiarygodności i prawidłowości sprawozdawczości finansowej, procedur administracyjnych i
    • span
    • span: księgowych oraz rzetelnego raportowania wewnętrznego i zewnętrznego,
  • p (style="margin:0pt 8.55pt 3pt 14.2pt; text-indent:-14.2pt; text-align:justify; line-height:normal; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:8.3pt")
    • span (style="-aw-import:ignore")
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    • span (style="width:8.3pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces")
    • span: przestrzegania zasad zarządzania ryzykiem,
  • p (style="margin:0pt 8.55pt 3pt 14.2pt; text-indent:-14.2pt; text-align:justify; line-height:normal; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:8.3pt")
    • span (style="-aw-import:ignore")
    • span (style="font-family:Symbol"): •
    • span (style="width:8.3pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces")
    • span: zgodności działania Banku z powszechnie obowiązującymi przepisami prawa, regulacjami wewnętrznymi i przyjętymi przez Bank standardami rynkowymi, z uwzględnieniem rekomendacji nadzorczych.
  • p (style="margin-top:6pt; margin-right:1.45pt; margin-bottom:3pt; text-align:justify; line-height:normal; font-size:10pt")
    • span: W ramach systemu kontroli wewnętrznej Bank wyodrębnia:
  • p (style="margin:0pt 8.55pt 3pt 14.2pt; text-indent:-14.2pt; text-align:justify; line-height:normal; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:8.3pt")
    • span (style="-aw-import:ignore")
    • span (style="font-family:Symbol"): •
    • span (style="width:8.3pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces")
    • span: funkcję kontroli mającą za zadanie zapewnienie przestrzegania mechanizmów kontrolnych dotyczących w szczególności zarządzania ryzykiem, która obejmuje wszystkie komórki organizacyjne Banku odpowiedzialne za realizację zadań przypisanych tej funkcji,
  • p (style="margin:0pt 8.55pt 3pt 14.2pt; text-indent:-14.2pt; text-align:justify; line-height:normal; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:8.3pt")
    • span (style="-aw-import:ignore")
    • span (style="font-family:Symbol"): •
    • span (style="width:8.3pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces")
    • span: komórkę ds. zgodności mającą za zadanie, we współpracy z komórkami organizacyjnymi, identyfikację, ocenę, kontrolę i monitorowanie ryzyka braku zgodności działalności Banku z powszechnie obowiązującymi przepisami prawa i regulacjami wewnętrznymi Banku, przyjętymi przez Bank standardami rynkowymi, z uwzględnieniem rekomendacji nadzorczych,
  • p (style="margin:0pt 8.55pt 3pt 14.2pt; text-indent:-14.2pt; text-align:justify; line-height:normal; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:8.3pt")
    • span (style="-aw-import:ignore")
    • span (style="font-family:Symbol"): •
    • span (style="width:8.3pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces")
    • span: niezależną komórkę audytu wewnętrznego, mającą za zadanie badanie i ocenę, w sposób niezależny i obiektywny, adekwatności i skuteczności systemu zarządzania ryzykiem, systemu kontroli wewnętrznej z wyłączeniem komórki audytu wewnętrznego,
  • p (style="margin-top:6pt; margin-right:1.45pt; margin-bottom:3pt; text-align:justify; line-height:normal; font-size:10pt")
    • span: System kontroli wewnętrznej jest zorganizowany w Banku na trzech niezależnych poziomach:
  • p (style="margin:0pt 8.55pt 3pt 14.2pt; text-indent:-14.2pt; text-align:justify; line-height:normal; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:8.3pt")
    • span (style="-aw-import:ignore")
    • span (style="font-family:Symbol"): •
    • span (style="width:8.3pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces")
    • span: pierwszy poziom tworzą struktury organizacyjne realizujące zadania operacyjne generujące ryzyko, funkcjonujące na podstawie przepisów wewnętrznych,
  • p (style="margin:0pt 8.5pt 3pt 14.2pt; text-indent:-14.2pt; text-align:justify; line-height:normal; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:8.3pt")
    • span (style="-aw-import:ignore")
    • span (style="font-family:Symbol"): •
    • span (style="width:8.3pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces")
    • span: drugi poziom obejmuje działalność komórki ds. zgodności oraz identyfikację, pomiar lub szacowanie, kontrolę, monitorowanie i raportowanie istotnych dla Banku rodzajów ryzyka, a także stwierdzanych zagrożeń i nieprawidłowości – zadania realizowane są przez wyspecjalizowane struktury organizacyjne działające na podstawie obowiązujących zasad, metodologii i procedur; celem tych struktur jest zapewnienie by działania realizowane na pierwszym poziomie były właściwie zaprojektowane i skutecznie ograniczały ryzyko, wspierały pomiar i analizę ryzyka oraz efektywność działalności,
  • p (style="margin:0pt 8.5pt 6pt 14.2pt; text-indent:-14.2pt; text-align:justify; line-height:normal; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:8.3pt")
    • span (style="-aw-import:ignore")
    • span (style="font-family:Symbol"): •
    • span (style="width:8.3pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces")
    • span: trzeci poziom stanowi audyt wewnętrzny, realizujący niezależne audyty elementów systemu zarządzania Bankiem, w tym systemu zarządzania ryzykiem oraz systemu kontroli wewnętrznej. Audyt wewnętrzny funkcjonuje odrębnie od pierwszego i drugiego poziomu.
  • p (style="margin-top:0pt; margin-right:8.5pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt")
    • span: Zarząd Banku zapewnia ciągłość działania systemu kontroli wewnętrznej oraz właściwą współpracę wszystkich komórek organizacyjnych w ramach wdrożonego systemu kontroli wewnętrznej. Zarząd określa również działania naprawcze, które są podejmowane w celu usunięcia nieprawidłowości zidentyfikowanych przez system kontroli wewnętrznej, w tym określone środki naprawcze i dyscyplinujące. Zarząd Banku zatwierdza wykaz procesów istotnych oraz ich powiązanie z celami systemu kontroli wewnętrznej na podstawie kryteriów określonych w regulacji wewnętrznej przyjętej przez Zarząd Banku uwzględniając co najmniej strategię Banku, model biznesowy Banku, wpływ danego procesu na wynik finansowy i adekwatność kapitałową Banku, strategię zarządzania ryzykiem, apetyt na ryzyko oraz krytyczne i kluczowe procesy określone przez Bank.
  • p (style="margin-top:0pt; margin-right:8.5pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt")
    • span: Nadzór nad systemem kontroli wewnętrznej sprawowany jest przez Radę Nadzorczą przy wsparciu Komitetu Audytu i Finansów (KAF) Rady Nadzorczej Banku. Rada Nadzorcza w szczególności zatwierdza zasady funkcjonowania systemu kontroli wewnętrznej oraz dokonuje oceny adekwatności i skuteczności tego systemu. KAF wspiera Radę Nadzorczą monitorując i opiniując adekwatność i skuteczność systemu kontroli wewnętrznej na podstawie raportów uzyskiwanych od komórki ds. zgodności, komórki audytu wewnętrznego oraz koordynatora funkcji kontroli, a także opiniując projekty uchwał Zarządu w zakresie systemu kontroli wewnętrznej, których zatwierdzenie należy do kompetencji Rady Nadzorczej Banku.
  • p (style="margin-top:0pt; margin-right:8.45pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt")
    • span: Rada Nadzorca corocznie ocenia adekwatność i skuteczność systemu kontroli wewnętrznej uwzględniając w szczególności:
  • p (style="margin:3pt 8.45pt 6pt 18pt; text-indent:-18pt; text-align:justify; line-height:normal; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:13.28pt")
    • span (style="-aw-import:ignore")
    • span (style="font-family:Symbol; font-size:8pt"): •
    • span (style="width:13.28pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces")
    • span: zgodność struktury i zasad funkcjonowania systemu kontroli wewnętrznej z obowiązującymi przepisami prawa, rekomendacjami nadzorczymi i przyjętymi w Banku standardami rynkowymi, z uwzględnieniem skali i charakteru prowadzonej przez Bank działalności,
  • p (style="margin:3pt 8.45pt 6pt 18pt; text-indent:-18pt; text-align:justify; line-height:normal; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:13.28pt")
    • span (style="-aw-import:ignore")
    • span (style="font-family:Symbol; font-size:8pt"): •
    • span (style="width:13.28pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces")
    • span: sformalizowanie rozwiązań w zakresie systemu kontroli wewnętrznej, w tym poprawność określenia zadań i celów poszczególnych elementów systemu kontroli wewnętrznej,
  • p (style="margin:3pt 8.45pt 6pt 18pt; text-indent:-18pt; text-align:justify; line-height:normal; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:13.28pt")
    • span (style="-aw-import:ignore")
    • span (style="font-family:Symbol; font-size:8pt"): •
    • span (style="width:13.28pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces")
    • span: zapewnienie mechanizmów niezależności komórki do spraw zgodności i komórki audytu wewnętrznego,
  • p (style="margin:3pt 8.45pt 6pt 18pt; text-indent:-18pt; text-align:justify; line-height:normal; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:13.28pt")
    • span (style="-aw-import:ignore")
    • span (style="font-family:Symbol; font-size:8pt"): •
    • span (style="width:13.28pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces")
    • span: zapewnienie odpowiednich zasobów kadrowych do efektywnej realizacji zadań w ramach systemu kontroli wewnętrznej,
  • p (style="margin:3pt 8.45pt 6pt 18pt; text-indent:-18pt; text-align:justify; line-height:normal; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:13.28pt")
    • span (style="-aw-import:ignore")
    • span (style="font-family:Symbol; font-size:8pt"): •
    • span (style="width:13.28pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces")
    • span: poprawność raportowania o nieprawidłowościach identyfikowanych w ramach systemu kontroli wewnętrznej, w tym istotność stwierdzonych nieprawidłowości,
  • p (style="margin:3pt 8.45pt 6pt 18pt; text-indent:-18pt; text-align:justify; line-height:normal; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:13.28pt")
    • span (style="-aw-import:ignore")
    • span (style="font-family:Symbol; font-size:8pt"): •
    • span (style="width:13.28pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces")
    • span: poprawność i terminowość realizacji działań usprawniających lub naprawczych podejmowanych w wyniku działań realizowanych przez poszczególne elementy systemu kontroli wewnętrznej, zaleceń po audytach zewnętrznych oraz rekomendacji zewnętrznych organów nadzoru i kontroli,
  • p (style="margin:3pt 8.45pt 6pt 18pt; text-indent:-18pt; text-align:justify; line-height:normal; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:13.28pt")
    • span (style="-aw-import:ignore")
    • span (style="font-family:Symbol; font-size:8pt"): •
    • span (style="width:13.28pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces")
    • span: poziom ryzyka nieosiągnięcia celów systemu kontroli wewnętrznej wynikający z łącznej oceny kluczowych mechanizmów kontrolnych.
  • h2 (style="margin-top:18pt; margin-bottom:12pt; text-align:justify; page-break-inside:avoid; page-break-after:avoid; line-height:normal; font-size:11pt; -aw-import:list-item; -aw-list-level-number:1; -aw-list-number-format:'%0.%1.'; -aw-list-number-styles:'decimal decimal'; -aw-list-number-values:'5 5'; -aw-list-padding-sml:32.69pt")
    • span (style="-aw-import:ignore")
    • span (style="font-variant:small-caps; color:#00468c"): 5.5.
    • span (style="width:32.69pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces")
    • a (id="_Toc191981930")
    • span (style="font-variant:small-caps; color:#00468c"): Zarządzanie ryzykiem
    • span (style="font-variant:small-caps; color:#00468c")
  • p (style="margin-top:0pt; margin-right:8.5pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt")
    • span: Proces zarządzania ryzykiem jest kluczowym procesem w PKO Banku Hipotecznym SA. Ma on na celu zapewnienie stabilności finansowej Banku, ochronę wartości i bezpieczeństwa emitowanych listów zastawnych oraz zapewnienie bezpieczeństwa środków pochodzących z emisji listów zastawnych i obligacji oraz pozostałych źródeł finansowania działalności Banku, poprzez dążenie do utrzymywania poziomu ryzyka w ramach przyjętego poziomu tolerancji. Celem systemu zarządzania ryzykiem jest również zapewnienie właściwej i możliwie najpełniejszej informacji o ryzyku przy podejmowaniu decyzji, a także efektywne osadzanie zarządzania ryzykiem w kulturze organizacyjnej Banku. Zakładany poziom ryzyka stanowi ważny składnik procesu planistycznego i decyzyjnego.
  • p (style="margin-top:6pt; margin-bottom:6pt; line-height:110%; font-size:10pt")
    • span: Bank zarządza ryzykiem stosując w szczególności następujące zasady:
  • p (style="margin-top:3pt; margin-left:10.5pt; margin-bottom:3pt; text-indent:-10.5pt; line-height:normal; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:6.96pt")
    • span (style="-aw-import:ignore")
    • span (style="font-family:Symbol; font-size:6pt; color:#676767"): •
    • span (style="width:6.96pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces")
    • span: zarządzanie obejmuje wszystkie zidentyfikowane rodzaje ryzyka,
  • p (style="margin-top:3pt; margin-left:10.5pt; margin-bottom:3pt; text-indent:-10.5pt; line-height:normal; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:6.96pt")
    • span (style="-aw-import:ignore")
    • span (style="font-family:Symbol; font-size:6pt; color:#676767"): •
    • span (style="width:6.96pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces")
    • span: proces zarządzania ryzykiem jest odpowiedni do skali działalności oraz do istotności, skali i złożoności danego ryzyka i na bieżąco dostosowywany do nowych czynników i źródeł ryzyka,
  • p (style="margin-top:3pt; margin-left:10.5pt; margin-bottom:3pt; text-indent:-10.5pt; line-height:normal; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:6.96pt")
    • span (style="-aw-import:ignore")
    • span (style="font-family:Symbol; font-size:6pt; color:#676767"): •
    • span (style="width:6.96pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces")
    • span: metody zarządzania ryzykiem (w szczególności modele i ich założenia) oraz systemy pomiaru lub oceny ryzyka Bank dostosowuje do skali i złożoności ryzyka, aktualnie prowadzonej i planowanej działalności i otoczenia, w którym Bank działa oraz okresowo je weryfikuje i waliduje,
  • p (style="margin-top:3pt; margin-left:10.5pt; margin-bottom:3pt; text-indent:-10.5pt; line-height:normal; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:6.96pt")
    • span (style="-aw-import:ignore")
    • span (style="font-family:Symbol; font-size:6pt; color:#676767"): •
    • span (style="width:6.96pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces")
    • span: obszar zarządzania ryzykiem zachowuje niezależność organizacyjną od działalności biznesowej,
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    • span: zarządzanie ryzykiem integruje się z systemami planistycznymi i kontrolingowymi,
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    • span: Bank na bieżąco monitoruje i kontroluje poziom ryzyka,
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    • span: proces zarządzania ryzykiem wspiera realizację strategii Banku przy zachowaniu zgodności ze
    • span
    • span: strategią zarządzania ryzykiem, w szczególności w zakresie poziomu tolerancji na ryzyko,
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    • span: proces zarządzania ryzykiem jest spójny z zasadami zarządzania ryzykiem Grupy Kapitałowej PKO Banku Polskiego SA, w tym również w zakresie wykorzystania grupowych modeli ryzyka, dostosowanych do specyfiki działania PKO Banku Hipotecznego SA oraz zatwierdzonych przez właściwe organy PKO Banku Hipotecznego SA.
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    • span: PKO Bank Hipoteczny SA identyfikuje i zarządza następującymi rodzajami ryzyka:
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      • span: Ryzyko kredytowe
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      • span: Ryzyko płynności, w tym ryzyko finansowania
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      • span: Ryzyko stopy procentowej
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      • span: Ryzyko modeli
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      • span: Ryzyko biznesowe, w tym zmian makroekonomicznych
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      • span: Ryzyko operacyjne
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      • span (style="font-weight:bold; font-variant:small-caps; color:#00468c"): Ryzyka podlegające monitorowaniu
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      • p (style="margin-top:3pt; margin-left:18pt; margin-bottom:3pt; text-indent:-18pt; text-align:justify; font-size:9pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:12.69pt")
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      • span: Ryzyko koncentracji
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      • span: Ryzyko rezydualne
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      • span: Ryzyko walutowe
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      • span: Ryzyko instrumentów pochodnych,
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      • span: Ryzyko braku zgodności
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      • span: Ryzyko utraty reputacji
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      • span: Ryzyko braku adekwatności kapitałowej, w tym nadmiernej dźwigni finansowej
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    • span: Przy określaniu kryteriów uznawania danego rodzaju ryzyka za istotne uwzględniany jest wpływ danego rodzaju ryzyka na działalność Banku, przy czym rozróżniane są trzy poziomy ryzyka:
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    • span: istotne – podlega aktywnemu zarządzaniu,
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    • span: podlegające monitorowaniu – dla nich przeprowadza się monitoring istotności,
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    • span: inne nieidentyfikowane w działalności Banku rodzaje ryzyka (nieistotne i niemonitorowane).
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    • span: W przypadku rodzajów ryzyka podlegających monitorowaniu PKO Bank Hipoteczny SA przeprowadza ich cykliczny monitoring pod kątem ewentualnego uznania ich za istotne. Bank zdefiniował dla nich kryteria istotności, po przekroczeniu których dany rodzaj ryzyka uznawany jest za istotny.
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    • span: W strategii zarządzania ryzykiem Bank zdefiniował szereg limitów strategicznych, które definiują tolerancję na poszczególne rodzaje ryzyka. Bank na bieżąco monitoruje te limity. W 2024 roku żaden z limitów nie został przekroczony.
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    • span: Szczegółowy opis celów i metod zarządzania ryzykiem w Banku znajduje się w sprawozdaniu finansowym PKO Banku Hipotecznego SA za rok zakończony 31 grudnia 2024 roku w rozdziale „Cele i zasady zarządzania ryzykiem”. Zawiera on również istotne informacje nt. poziomu ryzyka finansowego w działalności Banku, łącznie z metodami zabezpieczenia istotnych rodzajów planowanych transakcji, dla których stosowana jest rachunkowość zabezpieczeń.
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    • span (style="font-variant:small-caps; color:#00468c"): 5.6.
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    • span (style="font-variant:small-caps; color:#00468c"): Wycena zabezpieczeń mieszkaniowych kredytów hipotecznych
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    • span: Polityka PKO Banku Hipotecznego SA w zakresie zabezpieczeń kredytowych i ich wyceny opiera się o przepisy ustaw:
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    • span: o listach zastawnych i bankach hipotecznych,
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    • span: o księgach wieczystych i hipotece,
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    • span: Prawo bankowe.
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    • span: Dodatkowo, do kwestii zabezpieczeń kredytowych odnoszą się:
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    • span: zalecenia i rekomendacje Komisji Nadzoru Finansowego, w tym rekomendacje F, S i J,
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    • span: zapisy wewnętrznych regulacji bankowych.
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    • span: Bank posiada i stosuje Regulamin ustalania BHWN, zatwierdzony przez
    • span
    • span: Komisję Nadzoru Finansowego. Regulamin uwzględnia zapisy Rekomendacji F, która dotyczy podstawowych kryteriów stosowanych przez Komisję Nadzoru Finansowego przy zatwierdzaniu regulaminów ustalania bankowo-hipotecznej wartości nieruchomości wydawanych przez banki hipoteczne.
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    • span: BHWN to ustalona przez bank hipoteczny wartość, która w ocenie Banku odzwierciedla poziom ryzyka związanego z nieruchomością, jako przedmiotem zabezpieczenia kredytów. BHWN służy do określenia kwoty, do jakiej może być udzielony kredyt zabezpieczony hipoteką na danej nieruchomości lub do decyzji, czy wierzytelność zabezpieczona na przedmiotowej nieruchomości może być nabyta przez Bank. Bankowo-hipoteczna wartość nieruchomości ustalana jest w sposób ostrożny z uwzględnieniem parametrów mających długookresowy charakter.
  • p (style="margin-top:6pt; margin-right:8.55pt; margin-bottom:3pt; text-align:justify; line-height:normal; font-size:10pt")
    • span: PKO Bank Hipoteczny SA ustala BHWN w oparciu o ekspertyzę bankowo-hipotecznej wartości nieruchomości. Ekspertyza wykonywana jest z zachowaniem należytej staranności i ostrożności. Uwzględnia ona jedynie te cechy nieruchomości i nakłady konieczne do jej budowy, które będą miały charakter trwały i przy założeniu racjonalnej eksploatacji będą możliwe do uzyskania przez każdego posiadacza nieruchomości. W ekspertyzie, sporządzonej na określoną datę, udokumentowane są założenia i parametry przyjęte do analizy, proces ustalania BHWN i wynikająca z niego propozycja BHWN. Ekspertyza uwzględnia analizy i prognozy dotyczące parametrów specyficznych dla danej nieruchomości, które mają wpływ na ocenę ryzyka kredytowego, a także czynniki o charakterze ogólnym np.: demografię, stopę bezrobocia, miejscowe plany zagospodarowania przestrzennego.
  • p (style="margin-top:6pt; margin-right:8.55pt; margin-bottom:3pt; text-align:justify; line-height:normal; font-size:10pt")
    • span: Proces ustalania BHWN realizowany jest w Banku przez dedykowany zespół specjalistów w zakresie wycen nieruchomości.
  • p (style="margin-top:6pt; margin-right:8.55pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt")
    • span: W modelu agencyjnym proces ustalania bankowo–hipotecznej wartości nieruchomości składa się z trzech etapów:
  • table (cellpadding="0", cellspacing="0", style="width:484.75pt; -aw-border-insideh:0.5pt single #e4202c; border-collapse:collapse")
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      • p (style="margin-top:3pt; margin-right:1.4pt; margin-bottom:3pt; font-size:10pt")
      • span (style="font-weight:bold; font-variant:small-caps; color:#00468c"): Sporządzenie ekspertyzy BHWN
    • td (style="width:303.85pt; border-top:2.25pt solid #e4202c; border-bottom:0.75pt solid #e4202c; padding-right:5.4pt; padding-left:5.4pt; vertical-align:top; -aw-border-bottom:0.5pt single")
      • p (style="margin-top:3pt; margin-bottom:3pt; text-align:justify; font-size:9pt")
      • span: Rzeczoznawca Majątkowy, który posiada odpowiednie doświadczenie oraz umiejętność szacowania ryzyka bankowego w zakresie zabezpieczania kredytów mieszkaniowych lub pracownik dedykowanej komórki organizacyjnej Banku – Zespołu ds. Wyceny Zabezpieczeń, na podstawie protokołu z oględzin nieruchomości sporządzonego przez
      • span
      • span: rzeczoznawcę majątkowego
    • tr (style="height:39.7pt")
    • td (style="width:159.3pt; border-top:0.75pt solid #e4202c; border-bottom:0.75pt solid #e4202c; padding-right:5.4pt; padding-left:5.4pt; vertical-align:top; -aw-border-bottom:0.5pt single; -aw-border-top:0.5pt single")
      • p (style="margin-top:3pt; margin-right:1.4pt; margin-bottom:3pt; font-size:10pt")
      • span (style="font-weight:bold; font-variant:small-caps; color:#00468c"): Weryfikacja ekspertyzy BHWN
    • td (style="width:303.85pt; border-top:0.75pt solid #e4202c; border-bottom:0.75pt solid #e4202c; padding-right:5.4pt; padding-left:5.4pt; vertical-align:top; -aw-border-bottom:0.5pt single; -aw-border-top:0.5pt single")
      • p (style="margin-top:3pt; margin-bottom:3pt; text-align:justify; font-size:9pt")
      • span: Pracownik PKO Banku Polskiego SA w ramach Umowy outsourcingowej lub dedykowanej komórki organizacyjnej Banku – Zespołu ds. Wyceny Zabezpieczeń
    • tr (style="height:39.7pt")
    • td (style="width:159.3pt; border-top:0.75pt solid #e4202c; border-bottom:0.75pt solid #e4202c; padding-right:5.4pt; padding-left:5.4pt; vertical-align:top; -aw-border-bottom:0.5pt single; -aw-border-top:0.5pt single")
      • p (style="margin-top:3pt; margin-right:1.4pt; margin-bottom:3pt; font-size:10pt")
      • span (style="font-weight:bold; font-variant:small-caps; color:#00468c"): Ustalenie bankowo-hipotecznej wartości nieruchomości
    • td (style="width:303.85pt; border-top:0.75pt solid #e4202c; border-bottom:0.75pt solid #e4202c; padding-right:5.4pt; padding-left:5.4pt; vertical-align:top; -aw-border-bottom:0.5pt single; -aw-border-top:0.5pt single")
      • p (style="margin-top:3pt; margin-bottom:3pt; text-align:justify; font-size:9pt")
      • span: Pracownik dedykowanej komórki organizacyjnej Banku – Zespołu ds. Wyceny Zabezpieczeń
  • p (style="margin-top:12pt; margin-right:8.5pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt")
    • span: W przypadku nabywania wierzytelności proces ustalania bankowo–hipotecznej wartości nieruchomości składa się z czterech etapów:
  • table (cellpadding="0", cellspacing="0", style="width:484.75pt; -aw-border-insideh:0.5pt single #e4202c; border-collapse:collapse")
    • tr
    • td (style="width:159.3pt; border-top:2.25pt solid #e4202c; border-bottom:0.75pt solid #e4202c; padding-right:5.4pt; padding-left:5.4pt; vertical-align:top; -aw-border-bottom:0.5pt single")
      • p (style="margin-top:3pt; margin-right:1.4pt; margin-bottom:3pt; font-size:10pt")
      • span (style="font-weight:bold; font-variant:small-caps; color:#00468c"): Weryfikacja stanu prawnego nieruchomości
    • td (style="width:303.85pt; border-top:2.25pt solid #e4202c; border-bottom:0.75pt solid #e4202c; padding-right:5.4pt; padding-left:5.4pt; vertical-align:top; -aw-border-bottom:0.5pt single")
      • p (style="margin-top:3pt; margin-bottom:3pt; text-align:justify; font-size:9pt")
      • span: Pracownik PKO Banku Polskiego SA w ramach Umowy outsourcingowej
    • tr
    • td (style="width:159.3pt; border-top:0.75pt solid #e4202c; border-bottom:0.75pt solid #e4202c; padding-right:5.4pt; padding-left:5.4pt; vertical-align:top; -aw-border-bottom:0.5pt single; -aw-border-top:0.5pt single")
      • p (style="margin-top:3pt; margin-right:1.4pt; margin-bottom:3pt; font-size:10pt")
      • span (style="font-weight:bold; font-variant:small-caps; color:#00468c"): Sporządzenie protokołu z oględzin nieruchomości wraz z badaniem rynku
    • td (style="width:303.85pt; border-top:0.75pt solid #e4202c; border-bottom:0.75pt solid #e4202c; padding-right:5.4pt; padding-left:5.4pt; vertical-align:top; -aw-border-bottom:0.5pt single; -aw-border-top:0.5pt single")
      • p (style="margin-top:3pt; margin-bottom:3pt; text-align:justify; font-size:9pt")
      • span: Rzeczoznawca Majątkowy, który posiada odpowiednie doświadczenie oraz umiejętność szacowania ryzyka bankowego w zakresie zabezpieczania kredytów mieszkaniowych
    • tr
    • td (style="width:159.3pt; border-top:0.75pt solid #e4202c; border-bottom:0.75pt solid #e4202c; padding-right:5.4pt; padding-left:5.4pt; vertical-align:top; -aw-border-bottom:0.5pt single; -aw-border-top:0.5pt single")
      • p (style="margin-top:3pt; margin-right:1.4pt; margin-bottom:3pt; font-size:10pt")
      • span (style="font-weight:bold; font-variant:small-caps; color:#00468c"): Sporządzenie ekspertyzy BHWN
    • td (style="width:303.85pt; border-top:0.75pt solid #e4202c; border-bottom:0.75pt solid #e4202c; padding-right:5.4pt; padding-left:5.4pt; vertical-align:top; -aw-border-bottom:0.5pt single; -aw-border-top:0.5pt single")
      • p (style="margin-top:3pt; margin-bottom:3pt; text-align:justify; font-size:9pt")
      • span: Pracownik dedykowanej komórki organizacyjnej Banku – Zespołu ds. Wyceny Zabezpieczeń
    • tr
    • td (style="width:159.3pt; border-top:0.75pt solid #e4202c; border-bottom:0.75pt solid #e4202c; padding-right:5.4pt; padding-left:5.4pt; vertical-align:top; -aw-border-bottom:0.5pt single; -aw-border-top:0.5pt single")
      • p (style="margin-top:3pt; margin-right:1.4pt; margin-bottom:3pt; font-size:10pt")
      • span (style="font-weight:bold; font-variant:small-caps; color:#00468c"): Ustalenie bankowo-hipotecznej wartości nieruchomości
    • td (style="width:303.85pt; border-top:0.75pt solid #e4202c; border-bottom:0.75pt solid #e4202c; padding-right:5.4pt; padding-left:5.4pt; vertical-align:top; -aw-border-bottom:0.5pt single; -aw-border-top:0.5pt single")
      • p (style="margin-top:3pt; margin-bottom:3pt; text-align:justify; font-size:9pt")
      • span: Pracownik dedykowanej komórki organizacyjnej Banku – Zespołu ds. Wyceny Zabezpieczeń
  • p (style="margin-top:6pt; margin-right:8.5pt; margin-bottom:12pt; text-align:justify; line-height:normal; font-size:10pt")
    • span: Procesy sporządzania ekspertyzy BHWN oraz ustalania bankowo-hipotecznej wartości nieruchomości opisane powyżej realizowane są przez dwie niezależne osoby.
  • h2 (style="margin-top:18pt; margin-bottom:12pt; text-align:justify; page-break-inside:avoid; page-break-after:avoid; line-height:normal; font-size:11pt; -aw-import:list-item; -aw-list-level-number:1; -aw-list-number-format:'%0.%1.'; -aw-list-number-styles:'decimal decimal'; -aw-list-number-values:'5 7'; -aw-list-padding-sml:32.69pt")
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    • span (style="font-variant:small-caps; color:#00468c"): 5.7.
    • span (style="width:32.69pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces")
    • a (id="_Toc191981932")
    • span (style="font-variant:small-caps; color:#00468c"): Rejestr zabezpieczenia hipotecznych listów zastawnych
    • span (style="font-variant:small-caps; color:#00468c")
  • p (style="margin-top:6pt; margin-right:8.55pt; margin-bottom:3pt; text-align:justify; line-height:normal; font-size:10pt")
    • span: PKO Bank Hipoteczny SA prowadzi i przechowuje rejestr zabezpieczenia hipotecznych listów zastawnych (RZHLZ).
  • p (style="margin-top:0pt; margin-right:8.55pt; margin-bottom:0pt; text-align:justify; page-break-after:avoid; line-height:normal; font-size:10pt")
    • span: Sposób prowadzenia RZHLZ określają:
  • p (style="margin:0pt 8.55pt 3pt 14.2pt; text-indent:-14.2pt; text-align:justify; line-height:normal; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:8.3pt")
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    • span (style="font-family:Symbol"): •
    • span (style="width:8.3pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces")
    • span: Ustawa z dnia 29 sierpnia 1997 roku o listach zastawnych i bankach hipotecznych (Dz.U. z 2022 poz. 581 z późn. zm.) (dalej: „Ustawa”)
  • p (style="margin:0pt 8.55pt 3pt 14.2pt; text-indent:-14.2pt; text-align:justify; line-height:normal; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:8.3pt")
    • span (style="-aw-import:ignore")
    • span (style="font-family:Symbol"): •
    • span (style="width:8.3pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces")
    • span: Uchwała Nr 633/2015 Komisji Nadzoru Finansowego z dnia 1 grudnia 2015 roku w sprawie określenia wzoru rejestru zabezpieczenia listów zastawnych,
  • p (style="margin:0pt 8.55pt 3pt 14.2pt; text-indent:-14.2pt; text-align:justify; line-height:normal; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:8.3pt")
    • span (style="-aw-import:ignore")
    • span (style="font-family:Symbol"): •
    • span (style="width:8.3pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces")
    • span: Rekomendacja K Komisji Nadzoru Finansowego z dnia 9 lutego 2016 roku, dotycząca zasad prowadzenia przez banki hipoteczne rejestru zabezpieczenia listów zastawnych.
  • p (style="margin-top:0pt; margin-right:8.55pt; margin-bottom:0pt; text-align:justify; page-break-after:avoid; line-height:normal; font-size:10pt")
    • span: Bieżący nadzór nad prowadzeniem RZHLZ sprawuje Powiernik i Zastępca Powiernika.
  • p (style="margin-top:6pt; margin-right:8.55pt; margin-bottom:3pt; text-align:justify; line-height:normal; font-size:10pt")
    • span: Bank wpisuje do RZHLZ wierzytelności z tytułu kredytów mieszkaniowych
    • span (style="font-size:8pt")
    • span: zabezpieczonych hipoteką na nieruchomości wpisaną na pierwszym miejscu oraz prawa i środki stanowiące podstawę emisji listów zastawnych, a także dodatkowe środki, które stanowią nadwyżkę na pokrycie odsetek od znajdujących się w obrocie hipotecznych listów zastawnych, przypadających do wypłaty w okresie kolejnych 6 miesięcy. Zabezpieczeniem hipotecznych listów zastawnych są wierzytelności zabezpieczone hipoteką wpisaną na pierwszym miejscu. Dodatkowo podstawę emisji hipotecznych listów zastawnych mogą stanowić środki Banku:
  • p (style="margin:0pt 8.55pt 3pt 14.2pt; text-indent:-14.2pt; text-align:justify; line-height:normal; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:8.3pt")
    • span (style="-aw-import:ignore")
    • span (style="font-family:Symbol"): •
    • span (style="width:8.3pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces")
    • span: ulokowane w papierach wartościowych emitowanych lub gwarantowanych przez Narodowy Bank Polski, Europejski Bank Centralny, rządy i banki centralne państw członkowskich Unii Europejskiej, Organizację Współpracy Gospodarczej i Rozwoju, z wyłączeniem państw, które restrukturyzują lub restrukturyzowały swoje zadłużenie zagraniczne w ciągu ostatnich 5 lat,
  • p (style="margin:0pt 8.55pt 3pt 14.2pt; text-indent:-14.2pt; text-align:justify; line-height:normal; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:8.3pt")
    • span (style="-aw-import:ignore")
    • span (style="font-family:Symbol"): •
    • span (style="width:8.3pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces")
    • span: ulokowane w Narodowym Banku Polskim,
  • p (style="margin:0pt 8.55pt 3pt 14.2pt; text-indent:-14.2pt; text-align:justify; line-height:normal; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:8.3pt")
    • span (style="-aw-import:ignore")
    • span (style="font-family:Symbol"): •
    • span (style="width:8.3pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces")
    • span: ulokowane w bankach krajowych lub instytucji kredytowej, o których mowa w Art. 18. ust. 3 pkt. 3 Ustawy.
  • p (style="margin-top:6pt; margin-right:8.5pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt")
    • span: Wartość nominalna kredytów wpisanych do rejestru zabezpieczenia hipotecznych listów zastawnych i stanowiących zabezpieczenie emisji hipotecznych listów zastawnych na 31 grudnia 2024 roku wynosiła 15 292,4 mln PLN. Wartość nominalna dodatkowego zabezpieczenia w postaci papierów wartościowych denominowanych w PLN wyemitowanych przez Skarb Państwa wynosiła 80 mln PLN
    • a (id="_ftnref18")
    • a (href="#_ftn18", style="text-decoration:none")
    • span (style="font-size:6pt; font-style:italic; vertical-align:super; color:#000000"): [18]
    • span: . W rejestrze zabezpieczenia hipotecznych listów zastawnych zostały również ujęte transakcje CIRS zabezpieczające ryzyko walutowe oraz stopy procentowej wyemitowanych listów zastawnych denominowanych w EUR oraz transakcje IRS zabezpieczające ryzyko stopy procentowej wyemitowanych listów zastawnych w PLN, których oprocentowanie jest stałe.
  • p (style="margin-top:6pt; margin-right:8.5pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt")
    • span: Rejestr zabezpieczenia hipotecznych listów zastawnych w 2024 roku i w latach poprzednich nie zawierał papierów wartościowych zabezpieczonych aktywami (ABS), które nie spełniają wymagań określonych w paragrafie 1 artykułu 80 Wytycznych (UE) 2015/510 Europejskiego Banku Centralnego z dnia 19 grudnia 2014 w sprawie implementacji ram prawnych polityki pieniężnej Eurosystemu (EBC/2014/60) (wersja przekształcona).
  • p (style="margin-top:0pt; margin-right:8.5pt; margin-bottom:6pt; text-align:justify; page-break-after:avoid; line-height:normal; font-size:10pt")
    • span: Poniższa tabela prezentuje podstawowe dane dotyczące RZHLZ na 31 grudnia 2024 roku i 31 grudnia 2023 roku:
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        • span (style="font-weight:bold"): 31.12.2024
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        • span (style="font-weight:bold"): 31.12.2023
    • tbody
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        • span (style="font-weight:bold"): RZHLZ łącznie, w tym (mln PLN):
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        • span (style="font-weight:bold"): 15 372,4
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        • span (style="font-weight:bold"): 16
        • span (style="font-weight:bold")
        • span (style="font-weight:bold"): 973,2
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        • span (style="font-style:italic"): kredyty zabezpieczone hipoteką
        • span: (mln PLN)
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      • p (style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt")
        • span (style="font-style:italic"): 15 292,4
      • td (style="width:103.35pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #d9d9d9; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; -aw-border:0.5pt single")
      • p (style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt")
        • span (style="font-style:italic"): 16
        • span (style="font-style:italic")
        • span (style="font-style:italic"): 768,2
    • tr
      • td (style="width:244.35pt; border-top:0.75pt solid #ffffff; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ffffff; border-bottom:0.75pt solid #ffffff; padding:1.02pt 5.03pt; background-color:#d9d9d9; -aw-border:0.5pt single")
      • p (style="margin-top:0pt; margin-left:35.4pt; margin-bottom:0pt; font-size:9pt")
        • span (style="font-style:italic"): inne aktywa
        • a (id="_ftnref19")
        • a (href="#_ftn19", style="text-decoration:none")
        • span (style="font-size:6pt; font-style:italic; vertical-align:super; color:#000000"): [19]
        • span (style="font-style:italic")
        • span: (mln PLN)
      • td (style="width:103.3pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; -aw-border:0.5pt single")
      • p (style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt")
        • span (style="font-style:italic"): 80,0
      • td (style="width:103.35pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #d9d9d9; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; -aw-border:0.5pt single")
      • p (style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt")
        • span (style="font-style:italic"): 205,0
    • tr
      • td (style="width:244.35pt; border-top:0.75pt solid #ffffff; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ffffff; border-bottom:0.75pt solid #ffffff; padding:1.02pt 5.03pt; background-color:#d9d9d9; -aw-border:0.5pt single")
      • p (style="margin-top:0pt; margin-bottom:0pt; font-size:9pt")
        • span: Bufor płynności
        • a (id="_ftnref20")
        • a (href="#_ftn20", style="text-decoration:none")
        • span (style="font-size:6pt; vertical-align:super; color:#000000"): [20]
        • span: (mln PLN)
      • td (style="width:103.3pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; -aw-border:0.5pt single")
      • p (style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt")
        • span: 275,7
      • td (style="width:103.35pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #d9d9d9; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; -aw-border:0.5pt single")
      • p (style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt")
        • span: 232,9
    • tr
      • td (style="width:244.35pt; border-top:0.75pt solid #ffffff; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ffffff; border-bottom:0.75pt solid #ffffff; padding:1.02pt 5.03pt; background-color:#d9d9d9; -aw-border:0.5pt single")
      • p (style="margin-top:0pt; margin-bottom:0pt; font-size:9pt")
        • span: Wartość nominalna transakcji zabezpieczających
        • a (id="_ftnref21")
        • a (href="#_ftn21", style="text-decoration:none")
        • span (style="font-size:6pt; vertical-align:super; color:#000000"): [21]
        • span: (mln PLN)
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      • p (style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt")
        • span: 2 196,1
      • td (style="width:103.35pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #d9d9d9; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; -aw-border:0.5pt single")
      • p (style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt")
        • span: 6
        • span
        • span: 685,9
    • tr
      • td (style="width:244.35pt; border-top:0.75pt solid #ffffff; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ffffff; border-bottom:0.75pt solid #ffffff; padding:1.02pt 5.03pt; background-color:#d9d9d9; -aw-border:0.5pt single")
      • p (style="margin-top:0pt; margin-bottom:0pt; font-size:9pt")
        • span: Liczba kredytów (szt.)
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      • p (style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt")
        • span: 91 385
      • td (style="width:103.35pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #d9d9d9; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; -aw-border:0.5pt single")
      • p (style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt")
        • span: 98 681
    • tr
      • td (style="width:244.35pt; border-top:0.75pt solid #ffffff; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ffffff; border-bottom:0.75pt solid #ffffff; padding:1.02pt 5.03pt; background-color:#d9d9d9; -aw-border:0.5pt single")
      • p (style="margin-top:0pt; margin-bottom:0pt; font-size:9pt")
        • span: Średnia wartość kredytu (tys. PLN)
      • td (style="width:103.3pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; -aw-border:0.5pt single")
      • p (style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt")
        • span: 167,3
      • td (style="width:103.35pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #d9d9d9; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; -aw-border:0.5pt single")
      • p (style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt")
        • span: 169,9
    • tr
      • td (style="width:244.35pt; border-top:0.75pt solid #ffffff; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ffffff; border-bottom:0.75pt solid #ffffff; padding:1.02pt 5.03pt; background-color:#d9d9d9; -aw-border:0.5pt single")
      • p (style="margin-top:0pt; margin-bottom:0pt; font-size:9pt")
        • span: Średni termin od udzielenia kredytu (seasoning) (mies.)
      • td (style="width:103.3pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; -aw-border:0.5pt single")
      • p (style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt")
        • span: 93,5
      • td (style="width:103.35pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #d9d9d9; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; -aw-border:0.5pt single")
      • p (style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt")
        • span: 84,3
    • tr
      • td (style="width:244.35pt; border-top:0.75pt solid #ffffff; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ffffff; border-bottom:0.75pt solid #ffffff; padding:1.02pt 5.03pt; background-color:#d9d9d9; -aw-border:0.5pt single")
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        • span: Średnia zapadalność (mies.)
      • td (style="width:103.3pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; -aw-border:0.5pt single")
      • p (style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt")
        • span: 231,4
      • td (style="width:103.35pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #d9d9d9; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; -aw-border:0.5pt single")
      • p (style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt")
        • span: 239,6
    • tr
      • td (style="width:244.35pt; border-top:0.75pt solid #ffffff; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ffffff; border-bottom:0.75pt solid #ffffff; padding:1.02pt 5.03pt; background-color:#d9d9d9; -aw-border:0.5pt single")
      • p (style="margin-top:0pt; margin-bottom:0pt; font-size:9pt")
        • span: Średnie LtV (wartość kredytu w odniesieniu do wyceny rynkowej) (%)
      • td (style="width:103.3pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; -aw-border:0.5pt single")
      • p (style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt")
        • span: 30,2
      • td (style="width:103.35pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #d9d9d9; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; -aw-border:0.5pt single")
      • p (style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt")
        • span: 34,0
    • tr
      • td (style="width:244.35pt; border-top:0.75pt solid #ffffff; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ffffff; border-bottom:0.75pt solid #ffffff; padding:1.02pt 5.03pt; background-color:#d9d9d9; -aw-border:0.5pt single")
      • p (style="margin-top:0pt; margin-bottom:0pt; font-size:9pt")
        • span: Średnie LtBHWN (wartość kredytu w odniesieniu do BHWN) (%)
      • td (style="width:103.3pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; -aw-border:0.5pt single")
      • p (style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt")
        • span: 62,0
      • td (style="width:103.35pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #d9d9d9; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; -aw-border:0.5pt single")
      • p (style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt")
        • span: 63,5
    • tr
      • td (style="width:244.35pt; border-top:0.75pt solid #ffffff; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ffffff; border-bottom:0.75pt solid #ffffff; padding:1.02pt 5.03pt; background-color:#d9d9d9; -aw-border:0.5pt single")
      • p (style="margin-top:0pt; margin-bottom:0pt; font-size:9pt")
        • span: Poziom nadzabezpieczenia
        • a (id="_ftnref22")
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        • span (style="font-size:6pt; vertical-align:super; color:#000000"): [22]
        • span: (%)
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      • p (style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt")
        • span: 111,3
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      • p (style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt")
        • span: 63,0
  • h2 (style="margin-top:18pt; margin-bottom:12pt; text-align:justify; page-break-inside:avoid; page-break-after:avoid; line-height:normal; font-size:11pt; -aw-import:list-item; -aw-list-level-number:1; -aw-list-number-format:'%0.%1.'; -aw-list-number-styles:'decimal decimal'; -aw-list-number-values:'5 8'; -aw-list-padding-sml:32.69pt")
    • span (style="-aw-import:ignore")
    • span (style="font-variant:small-caps; color:#00468c"): 5.8.
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    • a (id="_Toc191981933")
    • span (style="font-variant:small-caps; color:#00468c"): Powiernik
    • a (id="_Hlk155692229")
    • span (style="-aw-bookmark-end:_Toc191981933")
    • span (style="font-variant:small-caps; color:#00468c")
  • p (style="margin-top:6pt; margin-right:8.5pt; margin-bottom:0pt; text-align:justify; page-break-after:avoid; line-height:normal; font-size:10pt")
    • span: Instytucja powiernika ma na celu zapewnienie ochrony interesów majątkowych posiadaczy listów zastawnych. Ustawa o listach zastawnych i bankach hipotecznych gwarantuje ochronę niezależności powiernika i jego zastępcy. Powierników, na wniosek Rady Nadzorczej Banku, na okres 6 lat powołuje Komisja Nadzoru Finansowego.
  • p (style="margin-top:6pt; margin-right:8.5pt; margin-bottom:6pt; text-align:justify; page-break-after:avoid; line-height:normal; font-size:10pt")
    • span: W związku z upływem ww. 6-letniego okresu, w dniu 5 marca 2021 roku Komisja Nadzoru Finansowego powołała Powiernika i Zastępcę Powiernika przy PKO Banku Hipotecznym SA, przy czym funkcje te pełnią ponownie te same osoby:
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      • p (style="margin-top:0pt; margin-right:8.5pt; margin-bottom:0pt; text-align:center; font-size:9pt")
      • span (style="font-weight:bold"): Funkcja
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      • span (style="font-weight:bold"): Data powołania
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      • span (style="font-weight:bold"): Data odwołania / rezygnacji
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      • span: Tadeusz Swat
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      • span: Powiernik
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      • p (style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt")
      • span: 05.03.2021
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      • span: Grzegorz Kędzia
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      • span: Zastępca Powiernika
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      • span: 05.03.2021
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      • p (style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt")
      • span: -
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    • span (style="font-variant:small-caps; color:#00468c"): 5.9.
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    • span (style="font-variant:small-caps; color:#00468c"): Limity ustawowe
    • span (style="font-variant:small-caps; color:#00468c")
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    • span: Działając w ramach ustawy o listach zastawnych i bankach hipotecznych PKO Bank Hipoteczny SA zobowiązany jest do monitorowania i zachowania określonych limitów związanych z działalnością banku hipotecznego.
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    • span: W dniu 8 lipca 2022 roku weszła w życie w nowelizacja ustawy o listach zastawnych i bankach hipotecznych. Bank w tym terminie dokonał niezbędnych zmian w swych regulacjach wewnętrznych w celu zapewnienia zgodności ze znowelizowanym brzmieniem ustawy.
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    • span: Limity ustawowe i poziom ich wykorzystania na 31 grudnia 2024 roku i 31 grudnia 2023 roku przedstawiały się następująco:
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        • span (style="font-weight:bold"): Limit
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        • span (style="font-weight:bold"): Podstawa prawna
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        • span (style="font-weight:bold"): Poziom limitu
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      • p (style="margin-top:0pt; margin-right:8.5pt; margin-bottom:0pt; text-align:center; font-size:9pt")
        • span (style="font-weight:bold"): Wykonanie
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        • span (style="font-weight:bold"): 31.12.2024
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        • span (style="font-weight:bold"): 31.12.2023
    • tbody
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        • span: Stosunek środków uzyskanych z emisji listów zastawnych przeznaczonych na refinansowanie kredytów zabezpieczonych hipoteką lub nabytych wierzytelności innych banków z tytułu takich kredytów do sumy mniejszych z wartości: 80% kwot bankowo-hipotecznej wartości nieruchomości mieszkalnej (w rozumieniu art. 4 ust. 1 pkt 75 rozporządzenia (UE) nr 575/2013)
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        • span: stanowiącej przedmiot zabezpieczenia wierzytelności lub aktualnego salda tej wierzytelności
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        • span: art.14
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      • p (style="margin-top:4.8pt; margin-bottom:4.8pt; text-align:right; font-size:7.5pt")
        • span (style="font-family:Arial"): ≤
        • span: 100%
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      • p (style="margin-top:4.8pt; margin-bottom:4.8pt; text-align:right; font-size:7.5pt")
        • span: 44,4%
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      • p (style="margin-top:4.8pt; margin-bottom:4.8pt; text-align:right; font-size:7.5pt")
        • span: 59,4%
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        • span: Stosunek ogólnej wartości nabytych akcji i udziałów innych podmiotów do funduszy własnych Banku
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        • span: art.15 ust.1 pkt 5
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      • p (style="margin-top:4.8pt; margin-bottom:4.8pt; text-align:right; font-size:7.5pt")
        • span (style="font-family:Arial"): ≤
        • span: 10%
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      • p (style="margin-top:4.8pt; margin-bottom:4.8pt; text-align:right; font-size:7.5pt")
        • span: 0,0%
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      • p (style="margin-top:4.8pt; margin-bottom:4.8pt; text-align:right; font-size:7.5pt")
        • span: 0,0%
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      • td (style="width:233.95pt; border:0.75pt solid #d9d9d9; padding:1.02pt 3.88pt; -aw-border:0.5pt single")
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        • span: Stosunek ogólnej wartości zaciągniętych kredytów i pożyczek oraz wyemitowanych obligacji do funduszy własnych Banku
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        • span: art.15 ust.2
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      • p (style="margin-top:4.8pt; margin-bottom:4.8pt; text-align:right; font-size:7.5pt")
        • span (style="font-family:Arial"): ≤
        • span: 1000%
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      • p (style="margin-top:4.8pt; margin-bottom:4.8pt; text-align:right; font-size:7.5pt")
        • span: 485,2%
      • td (style="width:55.3pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #d9d9d9; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 3.88pt; -aw-border:0.5pt single")
      • p (style="margin-top:4.8pt; margin-bottom:4.8pt; text-align:right; font-size:7.5pt")
        • span: 408,1%
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        • span: Stosunek ogólnej wartości zaciągniętych kredytów i pożyczek oraz wyemitowanych obligacji do kwoty przeznaczonej na refinansowanie czynności, o których mowa w art. 12 Ustawy tj. udzielanie kredytów zabezpieczonych i niezabezpieczonych hipoteką, nabywanie wierzytelności innych banków z tytułu udzielonych przez nie kredytów zabezpieczonych i niezabezpieczonych hipoteką
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        • span: art.15 ust.3
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      • p (style="margin-top:4.8pt; margin-bottom:4.8pt; text-align:right; font-size:7.5pt")
        • span (style="font-family:Arial"): ≤
        • span: 100%
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      • p (style="margin-top:4.8pt; margin-bottom:4.8pt; text-align:right; font-size:7.5pt")
        • span: 48,6%
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      • p (style="margin-top:4.8pt; margin-bottom:4.8pt; text-align:right; font-size:7.5pt")
        • span: 36,9%
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        • span: Stosunek łącznej kwoty nominalnych wartości listów zastawnych znajdujących się w obrocie do sumy funduszy własnych Banku i rezerwy na ryzyko ogólne
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        • span: art.17
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      • p (style="margin-top:4.8pt; margin-bottom:4.8pt; text-align:right; font-size:7.5pt")
        • span (style="font-family:Arial"): ≤
        • span: 4000%
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      • p (style="margin-top:4.8pt; margin-bottom:4.8pt; text-align:right; font-size:7.5pt")
        • span: 431,7%
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      • p (style="margin-top:4.8pt; margin-bottom:4.8pt; text-align:right; font-size:7.5pt")
        • span: 642,1%
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        • span: Stosunek sumy nominalnych kwot wierzytelności zabezpieczonych hipoteką oraz kwoty praw i środków dodatkowych Banku, wpisanych do rejestru zabezpieczenia listów zastawnych, stanowiących podstawę emisji hipotecznych listów zastawnych do łącznej kwoty nominalnych wartości hipotecznych listów zastawnych znajdujących się w obrocie (uwzględnia instrumenty zabezpieczające)
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        • span: art.18 ust.1
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      • p (style="margin-top:4.8pt; margin-bottom:4.8pt; text-align:right; font-size:7.5pt")
        • span (style="font-family:Arial"): ≥
        • span: 105%
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      • p (style="margin-top:4.8pt; margin-bottom:4.8pt; text-align:right; font-size:7.5pt")
        • span: 211,3%
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      • p (style="margin-top:4.8pt; margin-bottom:4.8pt; text-align:right; font-size:7.5pt")
        • span: 163,0%
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        • span: Stosunek sumy nominalnych kwot wierzytelności zabezpieczonych hipoteką stanowiących podstawę emisji hipotecznych listów zastawnych do łącznej kwoty nominalnych wartości hipotecznych listów zastawnych znajdujących się w obrocie
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        • span: art.18 ust.1
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        • span (style="font-family:Arial"): ≥
        • span: 85%
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      • p (style="margin-top:4.8pt; margin-bottom:4.8pt; text-align:right; font-size:7.5pt")
        • span: 213,1%
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      • p (style="margin-top:4.8pt; margin-bottom:4.8pt; text-align:right; font-size:7.5pt")
        • span: 161,7%
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        • span: Stosunek kosztów z tytułu odsetek od hipotecznych listów zastawnych znajdujących się w obrocie (odsetki jednodniowe na dzień przeprowadzania rachunku) do przychodów z tytułu odsetek od wierzytelności zabezpieczonych hipoteką oraz praw i środków dodatkowych stanowiących podstawę emisji hipotecznych listów zastawnych (odsetki jednodniowe na dzień przeprowadzania rachunku), z wyłączeniem aktywów, w przypadku których nastąpiło niewykonanie zobowiązania w rozumieniu art.18 ust. 2a Ustawy
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        • span: art.18 ust.2
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      • p (style="margin-top:4.8pt; margin-bottom:4.8pt; text-align:right; font-size:7.5pt")
        • span (style="font-family:Arial"): ≤
        • span: 100%
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      • p (style="margin-top:4.8pt; margin-bottom:4.8pt; text-align:right; font-size:7.5pt")
        • span: 37,1%
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        • span: Stosunek środków Banku, stanowiących nadwyżkę, o której mowa w art. 18 ust 3a i c Ustawy do maksymalnego skumulowanego wypływu płynności netto w okresie kolejnych 180 dni. Wypływ płynności netto stanowią wypływy płatności wymagalne w danym dniu płatności, w tym płatności kwoty wartości nominalnej listów zastawnych i odsetek z tytułu tych listów oraz płatności z tytułu instrumentów pochodnych w ramach programu emisji listów zastawnych, po odliczeniu wpływów płatności wymagalnych w tym samym dniu z tytułu aktywów stanowiących zabezpieczenie listów zastawnych. Do wyliczania płatności kwoty wartości nominalnej listów zastawnych, stosuje się przedłużony o 12 miesięcy termin wymagalności listów zastawnych
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        • span: art.18 ust.3a, 3aa, 3b oraz 3d
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        • span (style="font-family:Arial"): ≥
        • span: 100%
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        • span: N/A
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        • span: 2839,5%
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        • span: Stosunek wartości wierzytelności zabezpieczonych hipotekami ustanowionymi w trakcie realizacji inwestycji budowlanych do ogólnej wartości wierzytelności zabezpieczonych hipotecznie, stanowiących podstawę emisji hipotecznych listów zastawnych
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        • span: art.23 ust.1 zd.1
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        • span (style="font-family:Arial"): ≤
        • span: 10%
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        • span: 1,3%
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        • span: 1,4%
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      • p (style="margin-top:3pt; margin-bottom:3pt; text-align:justify; font-size:8.5pt")
        • span: Stosunek wartości wierzytelności zabezpieczonych hipotekami ustanowionymi na nieruchomościach przeznaczonych pod zabudowę, zgodnie z planem zagospodarowania przestrzennego do wartości wierzytelności zabezpieczonych hipotekami ustanowionymi w trakcie realizacji inwestycji budowlanych, stanowiących podstawę emisji hipotecznych listów zastawnych
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        • span: art.23 ust.1 zd.2
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        • span (style="font-family:Arial"): ≤
        • span: 10%
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        • span: 0,0%
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        • span: 0,0%
  • p (style="margin-top:6pt; margin-right:8.5pt; margin-bottom:6pt; text-align:justify; page-break-after:avoid; line-height:normal; font-size:10pt")
    • span: Na koniec 2024 roku, jak również na koniec 2023 roku, Bank uzyskał pozytywne wyniki przeprowadzonych testów płynności oraz równowagi pokrycia.
  • h2 (style="margin-top:18pt; margin-bottom:12pt; text-align:justify; page-break-inside:avoid; page-break-after:avoid; line-height:normal; font-size:16pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:'%0.'; -aw-list-number-styles:'decimal'; -aw-list-number-values:'6'; -aw-list-padding-sml:37.26pt")
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    • span (style="color:#004c8c"): 6.
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    • a (id="_Toc191981935")
    • span (style="font-variant:small-caps; color:#00468c"): Organizacja oraz władze PKO Banku Hipotecznego SA
    • span (style="font-variant:small-caps; color:#00468c")
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    • span: Wykwalifikowana kadra
    • p (style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:normal; padding-right:4pt; padding-left:4pt; font-size:9pt")
    • span: Struktura organizacyjna PKO Banku Hipotecznego SA
    • p (style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:normal; padding-right:4pt; padding-left:4pt; font-size:9pt")
    • span: Kompetencje organów i komitetów PKO Banku Hipotecznego SA
    • p (style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:normal; padding-right:4pt; padding-left:4pt; font-size:9pt")
    • span: Zarząd PKO Banku Hipotecznego SA
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    • span: Rada Nadzorcza PKO Banku Hipotecznego SA
    • p (style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:normal; padding-right:4pt; padding-left:4pt; font-size:9pt")
    • span: Polityka wynagrodzeń i zarządzania zasobami ludzkimi
    • p (style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:normal; padding-right:4pt; padding-left:4pt; padding-bottom:4pt; font-size:9pt")
    • span: Świadczenia dla kluczowego personelu kierowniczego PKO Banku Hipotecznego SA
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    • span (style="font-variant:small-caps; color:#00468c"): 6.1.
    • span (style="width:32.69pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces")
    • a (id="_Toc191981936")
    • span (style="font-variant:small-caps; color:#00468c"): Wykwalifikowana kadra
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    • span: Bank wdraża narzędzia i procedury mające na celu zagwarantowanie, że zatrudniona w Banku kadra posiada najwyższe kwalifikacje w zakresie kluczowych dla Banku obszarów działalności. Bank systematycznie podnosi kwalifikacje zatrudnionych pracowników oraz dba o stabilność kadry. Czynniki te w istotny sposób wpływają na realizację strategii i celów biznesowych Banku, a co za tym idzie, na jego działalność i wyniki finansowe.
  • h2 (style="margin-top:18pt; margin-bottom:12pt; text-align:justify; page-break-inside:avoid; page-break-after:avoid; line-height:normal; font-size:11pt; -aw-import:list-item; -aw-list-level-number:1; -aw-list-number-format:'%0.%1.'; -aw-list-number-styles:'decimal decimal'; -aw-list-number-values:'6 2'; -aw-list-padding-sml:32.69pt")
    • span (style="-aw-import:ignore")
    • span (style="font-variant:small-caps; color:#00468c"): 6.2.
    • span (style="width:32.69pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces")
    • a (id="_Toc191981937")
    • span (style="font-variant:small-caps; color:#00468c"): Struktura organizacyjna PKO Banku Hipotecznego SA
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    • span: Zarządzanie PKO Bankiem Hipotecznym SA jest realizowane na bazie struktury organizacyjnej przedstawionej na poniższym schemacie, jak również w ramach obowiązków Organów Banku, określonych w dalszej części niniejszego rozdziału.
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    • span (style="font-variant:small-caps; color:#00468c"): Kompetencje organów i komitetów PKO Banku Hipotecznego SA
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    • span: Do kompetencji
    • span (style="font-weight:bold"): Walnego Zgromadzania Banku
    • span: należy w szczególności:
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    • span: powoływanie oraz odwoływanie członków Rady Nadzorczej oraz określanie zasad ich wynagradzania i pokrywania przez Bank kosztów związanych z pełnieniem funkcji członka Rady Nadzorczej,
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    • span: ustalanie trybu umorzenia akcji, wysokości wynagrodzenia za umarzane akcje oraz wyrażanie zgody na nabycie akcji własnych Banku w celu ich umorzenia,
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    • span: tworzenie i likwidacja funduszy specjalnych, tworzonych z zysku netto,
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    • span: podejmowanie uchwał w sprawie emisji obligacji zamiennych na akcje lub innych instrumentów uprawniających do nabycia lub objęcia akcji Banku,
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    • span: podejmowanie uchwał o likwidacji, zbyciu lub wydzierżawieniu przedsiębiorstwa Banku lub jego zorganizowanej części oraz ustanowieniu na nich ograniczonego prawa rzeczowego,
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    • span: podejmowanie uchwał w sprawie roszczeń o naprawienie szkody wyrządzonej przy zawiązywaniu Banku lub sprawowaniu zarządu albo nadzoru,
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    • span: ocena, czy stosowana w Banku polityka wynagradzania sprzyja rozwojowi i bezpieczeństwu działania Banku,
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    • span: wyrażanie zgody na rozporządzenie składnikami aktywów trwałych, zaliczonymi do wartości niematerialnych i prawnych, rzeczowych aktywów trwałych lub inwestycji długoterminowych, w tym wniesienie jako wkładu do spółki lub spółdzielni, jeżeli wartość rynkowa tych składników przekracza wartość 5% sumy aktywów ustalonych na podstawie ostatniego zatwierdzonego sprawozdania finansowego, a także oddanie tych składników do korzystania innemu podmiotowi, na okres dłuższy niż 180 dni w roku kalendarzowym, na podstawie czynności prawnej, jeżeli wartość rynkowa przedmiotu czynności prawnej przekracza 5% sumy aktywów,
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    • span: wyrażanie zgody na nabycie składników aktywów trwałych o wartości przekraczającej 100.000.000 złotych lub 5% sumy aktywów, ustalonych na podstawie ostatniego zatwierdzonego sprawozdania finansowego,
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    • span: ocena adekwatności regulacji wewnętrznych, dotyczących funkcjonowania Rady Nadzorczej oraz oceny skuteczności działania Rady Nadzorczej.
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    • span: Do kompetencji
    • span (style="font-weight:bold"): Rady Nadzorczej Banku
    • span: należy w szczególności:
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    • span: zatwierdzanie rocznego planu finansowego oraz wieloletnich programów rozwoju Banku, w tym w szczególności strategii Banku,
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    • span: zatwierdzanie polityki zgodności Banku, oraz regulaminu funkcjonowania komórki ds. zgodności,
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    • span: zatwierdzanie strategii zarządzania Bankiem, strategii zarządzania ryzykiem, w tym ogólnego poziomu ryzyka Banku, polityki w zakresie szacowania kapitału wewnętrznego i zarządzania kapitałowego oraz dokonywania przeglądów strategii i procedur szacowania kapitału wewnętrznego i zarządzania kapitałowego,
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    • span: zatwierdzanie zasad tworzenia i zmiany produktów Banku,
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    • span: zatwierdzanie karty audytu, strategii działalności komórki audytu wewnętrznego, rocznych i wieloletnich planów audytów wewnętrznych oraz zasad współpracy z analogiczną komórką PKO Banku Polskiego SA oraz biegłym rewidentem,
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    • span: zatwierdzanie polityki wynagradzania osób, których działalność zawodowa ma istotny wpływ na profil ryzyka Banku,
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    • span: zatwierdzanie zasad funkcjonowania systemu kontroli wewnętrznej, kryteriów oceny adekwatności i skuteczności systemu kontroli wewnętrznej oraz zasad kategoryzacji nieprawidłowości wykrytych przez system kontroli wewnętrznej,
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    • span: zatwierdzanie Regulaminu Zarządu,
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    • span: zatwierdzanie Regulaminu ustalania Bankowo-Hipotecznej Wartości Nieruchomości, który wchodzi w życie po zatwierdzeniu przez Komisję Nadzoru Finansowego,
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    • span: zatwierdzanie Kodeksu Etyki i Zasad Zarządzania Konfliktem Interesów,
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    • span: zatwierdzanie ramowej struktury organizacyjnej Banku, dostosowanej do wielkości i profilu ponoszonego przez Bank ryzyka,
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    • span: zatwierdzanie wyników przeglądu funkcjonowania umów o współpracy, zawartych z PKO Bankiem Polskim SA,
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    • span: uchwalanie Regulaminu Rady Nadzorczej,
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    • span: powoływanie i odwoływanie poszczególnych członków Zarządu, określanie szczegółowych zasad i trybu przeprowadzenia postępowania kwalifikacyjnego na członka Zarządu, ustalanie warunków zatrudnienia, w tym wynagrodzenia członków Zarządu oraz reprezentowania Banku w umowach z członkami Zarządu,
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    • span: zawieszanie, z ważnych powodów, w czynnościach poszczególnych lub wszystkich członków Zarządu oraz delegowanie członków Rady Nadzorczej na okres nie dłuższy, niż trzy miesiące, do czasowego wykonywania czynności członków Zarządu, którzy zostali odwołani, złożyli rezygnację albo z innych przyczyn nie mogą sprawować swoich czynności,
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    • span: wyrażanie zgody dla członka Zarządu na zajmowanie się działalnością konkurencyjną lub uczestniczenie w spółce konkurencyjnej jako wspólnik spółki cywilnej, spółki osobowej lub jako członek organu spółki kapitałowej, bądź uczestniczenie w innej konkurencyjnej osobie prawnej jako członek jej organu,
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    • span: wyrażanie zgody na tworzenie i likwidację oddziałów i innych jednostek organizacyjnych Banku na terytorium Polski i za granicą,
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    • span: udzielanie Zarządowi uprzedniego zezwolenia na nabycie, obciążenie lub zbycie nieruchomości, udziału w nieruchomości lub prawa użytkowania wieczystego nieruchomości; zezwolenie nie jest wymagane, jeżeli nabycie zbywanej nieruchomości, udziału w nieruchomości lub użytkowania wieczystego nieruchomości następuje w ramach postępowania egzekucyjnego, upadłościowego, układowego lub innego porozumienia z dłużnikiem Banku,
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    • span: opiniowanie sprawozdania o wydatkach reprezentacyjnych, a także wydatkach na usługi prawne, usługi marketingowe, usługi w zakresie stosunków międzyludzkich (public relations) i komunikacji społecznej oraz usługi doradztwa związanego z zarządzaniem, poniesionych w roku obrotowym,
  • p (style="margin:0pt 8.5pt 3pt 14.2pt; text-indent:-14.2pt; text-align:justify; line-height:normal; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:8.3pt")
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    • span: wyrażanie zgody na zawarcie przez Bank umowy o usługi prawne, usługi marketingowe, usługi w zakresie stosunków międzyludzkich (public relations) i komunikacji społecznej oraz usługi doradztwa związanego z zarządzaniem : (i) jeżeli wysokość wynagrodzenia przewidzianego za świadczone usługi łącznie w tej umowie lub innych umowach, zawieranych z tym samym podmiotem, przekracza 500 000 zł netto w stosunku rocznym, (ii)
    • span (style="-aw-import:spaces")
    • span: podwyższającą wynagrodzenie powyżej ww. kwoty, oraz (iii) w których maksymalna wysokość wynagrodzenia nie jest przewidziana,
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    • span: wyrażenie zgody na zawarcie przez Bank umowy darowizny lub innej umowy o podobnym skutku o wartości przekraczającej 20 000 złotych lub 0,1% sumy aktywów ustalonych na podstawie ostatniego zatwierdzonego sprawozdania finansowego,
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    • span: wyrażenie zgody na zawarcie przez Bank umowy zwolnienia z długu lub innej umowy o podobnym skutku o wartości przekraczającej 50 000 złotych lub 0,1% sumy aktywów, ustalonych na podstawie ostatniego zatwierdzonego sprawozdania finansowego,
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    • span: opiniowanie sprawozdania ze stosowania dobrych praktyk,
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    • span: zatwierdzanie polityki oraz procedury wyboru firmy audytorskiej do przeprowadzania badania sprawozdań finansowych Banku oraz polityki świadczenia na rzecz Banku przez firmę audytorską przeprowadzającą badanie, przez podmioty powiązane z tą firmą audytorską oraz przez członka sieci firmy audytorskiej dozwolonych usług niebędących badaniem,
  • p (style="margin:0pt 8.5pt 3pt 14.2pt; text-indent:-14.2pt; text-align:justify; line-height:normal; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:8.3pt")
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    • span: wybór firmy audytorskiej do przeprowadzania badania lub przeglądu skonsolidowanych lub jednostkowych sprawozdań finansowych Banku,
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    • span: ocena sprawozdania Zarządu z działalności Banku oraz sprawozdania finansowego za ubiegły rok obrotowy w zakresie ich zgodności z księgami i dokumentami, jak i ze stanem faktycznym, oraz wniosków Zarządu dotyczących podziału zysku albo pokrycia straty oraz sporządzania i składania Walnemu Zgromadzeniu corocznego pisemnego sprawozdania Rady Nadzorczej,
  • p (style="margin:0pt 8.5pt 3pt 14.2pt; text-indent:-14.2pt; text-align:justify; line-height:normal; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:8.3pt")
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    • span: ocena adekwatności i skuteczności funkcjonującego w Banku ładu wewnętrznego, systemu kontroli wewnętrznej, w tym funkcji kontroli komórki do spraw zgodności oraz komórki audytu wewnętrznego, a także oceny adekwatności i skuteczności systemu zarządzania ryzykiem,
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    • span: ocena efektywności zarządzania ryzykiem braku zgodności przez Bank,
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    • span: ocena adekwatności i skuteczności procedury anonimowego zgłaszania przez pracowników naruszeń prawa oraz obowiązujących w Banku procedur i standardów etycznych,
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    • span: nadzór nad wprowadzeniem systemu zarządzania oraz ocena adekwatności i skuteczności tego systemu,
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    • span: występowanie do Komisji Nadzoru Finansowego z wnioskiem o wyrażenie zgody na powołanie dwóch członków Zarządu, w tym Prezesa Zarządu oraz członka Zarządu Banku nadzorującego zarządzanie ryzykiem istotnym w działalności Banku, a także na powierzenie funkcji członka Zarządu nadzorującego zarządzanie ryzykiem istotnym w działalności Banku powołanemu członkowi Zarządu,
  • p (style="margin:0pt 8.5pt 3pt 14.2pt; text-indent:-14.2pt; text-align:justify; line-height:normal; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:8.3pt")
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    • span: informowanie Komisji Nadzoru Finansowego o umieszczeniu w porządku obrad Rady Nadzorczej punktu dotyczącego: (i) odwołania Prezesa Zarządu, (ii) odwołania członka Zarządu nadzorującego zarządzanie ryzykiem istotnym lub powierzenia jego obowiązków innemu członkowi Zarządu,
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    • span: występowanie do Komisji Nadzoru Finansowego z wnioskiem o powołanie powiernika Banku i jego zastępcy,
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    • span: wyrażanie zgody na powoływanie i odwoływanie kierującego komórką do spraw zgodności oraz kierującego komórką audytu wewnętrznego,
  • p (style="margin:0pt 8.5pt 3pt 14.2pt; text-indent:-14.2pt; text-align:justify; line-height:normal; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:8.3pt")
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    • span: zatwierdzanie wysokości wynagrodzenia kierującego komórką do spraw zgodności oraz kierującego komórką audytu wewnętrznego,
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    • span: wyrażanie zgody na zmianę siedziby lub lokalizacji (adresu) Banku,
  • p (style="margin:0pt 8.5pt 3pt 14.2pt; text-indent:-14.2pt; text-align:justify; line-height:normal; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:8.3pt")
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    • span: ocena funkcjonowania polityki wynagradzania w Banku oraz przedstawianie raportu w tym zakresie Walnemu Zgromadzeniu,
  • p (style="margin:0pt 8.5pt 3pt 14.2pt; text-indent:-14.2pt; text-align:justify; line-height:normal; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:8.3pt")
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    • span: ocena stosowania przez Bank „Zasad ładu korporacyjnego dla instytucji nadzorowanych”.
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    • span: W 2024 roku funkcjonowały następujące
    • span (style="font-weight:bold"): komitety Rady Nadzorczej
    • span: , których kompetencje w
    • span
    • span: szczególności to:
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      • span (style="font-weight:bold; font-variant:small-caps; color:#00468c"): Komitet Audytu
      • br
      • span (style="font-weight:bold; font-variant:small-caps; color:#00468c"): i Finansów
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      • p (style="margin:3pt 8.5pt 3pt 14.2pt; text-indent:-14.2pt; text-align:justify; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:8.3pt")
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      • span: monitorowanie i okresowe wyrażanie opinii w przedmiocie: (i) adekwatności i skuteczności systemu kontroli wewnętrznej i zarządzania ryzykiem oraz audytu wewnętrznego, w tym w zakresie sprawozdawczości finansowej, (ii) stopnia efektywności zarządzania ryzykiem braku zgodności przez Bank oraz adekwatności i skuteczności komórki do spraw zgodności, (iii) stosowania Zasad ładu korporacyjnego dla instytucji nadzorowanych oraz wprowadzenia i stosowania ładu wewnętrznego w Banku oraz oceny jego adekwatności i skuteczności, (iv) adekwatności i skuteczności procedury anonimowego zgłaszania przez pracowników naruszeń prawa oraz obowiązujących w Banku procedur i standardów etycznych – z wykorzystaniem informacji uzyskanych od Banku, Komitetu ds. Ryzyka, od niezależnego biegłego rewidenta i innych źródeł,
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      • span: wyrażanie opinii w zakresie propozycji planu audytów wewnętrznych rocznych oraz trzyletnich,
      • p (style="margin:0pt 8.5pt 3pt 14.2pt; text-indent:-14.2pt; text-align:justify; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:8.3pt")
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      • span: wyrażenie opinii na temat informacji Zarządu w sprawie funkcjonowania systemu kontroli wewnętrznej, sposobu zapewnienia niezależności komórki audytu wewnętrznego i komórki do spraw zgodności oraz środków finansowych na potrzeby wykonywania zadań oraz podnoszenia kwalifikacji i umiejętności pracowników tych komórek,
      • p (style="margin:0pt 8.5pt 3pt 14.2pt; text-indent:-14.2pt; text-align:justify; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:8.3pt")
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      • span: monitorowanie procesu sprawozdawczości finansowej, w tym przegląd okresowych i rocznych sprawozdań finansowych Banku i wyrażanie o nich opinii,
      • p (style="margin:0pt 8.5pt 3pt 14.2pt; text-indent:-14.2pt; text-align:justify; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:8.3pt")
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      • span: monitorowanie wykonywania czynności rewizji finansowej, w szczególności przeprowadzania przez firmę audytorską badania, z uwzględnieniem wszelkich wniosków i ustaleń Komisji Nadzoru Audytowego wynikających z kontroli przeprowadzonej w firmie audytorskiej,
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      • span: kontrolowanie i monitorowanie niezależności biegłego rewidenta i firmy audytorskiej, w tym ocena zagrożeń i zabezpieczeń niezależności, w szczególności
      • br
      • span: w przypadku, gdy na rzecz Banku świadczone są przez firmę audytorską inne usługi niż badanie,
      • p (style="margin:0pt 8.5pt 3pt 14.2pt; text-indent:-14.2pt; text-align:justify; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:8.3pt")
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      • span: coroczne uzyskanie oświadczenia potwierdzającego niezależność firmy audytorskiej i osób wykonujących badanie sprawozdania finansowego Banku,
      • p (style="margin:0pt 8.5pt 3pt 14.2pt; text-indent:-14.2pt; text-align:justify; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:8.3pt")
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      • span: opracowywanie polityki wyboru firmy audytorskiej do przeprowadzania badania oraz przedstawianie Radzie Nadzorczej rekomendacji w sprawie przyjęcia tej polityki,
      • p (style="margin:0pt 8.5pt 3pt 14.2pt; text-indent:-14.2pt; text-align:justify; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:8.3pt")
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      • span: określanie procedury wyboru firmy audytorskiej oraz przedstawianie Radzie Nadzorczej rekomendacji w sprawie przyjęcia tej procedury,
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      • span: opracowywanie polityki świadczenia przez firmę audytorską przeprowadzającą badanie, przez podmioty powiązane z tą firmą audytorską oraz przez członka sieci firmy audytorskiej dozwolonych usług niebędących badaniem oraz przedstawianie Radzie Nadzorczej rekomendacji w sprawie przyjęcia tej polityki,
      • p (style="margin:0pt 8.5pt 3pt 14.2pt; text-indent:-14.2pt; text-align:justify; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:8.3pt")
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      • span: rekomendowanie Radzie Nadzorczej firmy audytorskiej do przeprowadzenia badania sprawozdań finansowych Banku,
      • p (style="margin:0pt 8.5pt 3pt 14.2pt; text-indent:-14.2pt; text-align:justify; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:8.3pt")
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      • span: wyrażanie zgody na świadczenie przez biegłego rewidenta, firmę audytorską przeprowadzającą badanie, a - w przypadku, gdy biegły rewident lub firma audytorska należą do sieci - każdego członka takiej sieci, dozwolonych usług niebędących badaniem,
      • p (style="margin:0pt 8.5pt 3pt 14.2pt; text-indent:-14.2pt; text-align:justify; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:8.3pt")
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      • span: dokonywanie oceny przyczyn rozwiązania umowy z firmą audytorską przeprowadzającą badanie sprawozdań finansowych,
      • p (style="margin:0pt 8.5pt 3pt 14.2pt; text-indent:-14.2pt; text-align:justify; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:8.3pt")
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      • span: uzgadnianie zasad przeprowadzania czynności przez firmę audytorską przeprowadzającą badanie, z uwzględnieniem proponowanego planu czynności,
      • p (style="margin:0pt 8.5pt 3pt 14.2pt; text-indent:-14.2pt; text-align:justify; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:8.3pt")
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      • span: informowanie Rady Nadzorczej o wynikach badania oraz wyjaśnianie, w jaki sposób badanie przyczyniło się do rzetelności sprawozdawczości finansowej w Banku,
      • br
      • span: a także jaka była rola Komitetu w procesie badania,
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      • span: analiza skuteczności funkcjonowania systemu kontroli wewnętrznej i systemu zarządzania ryzykiem kredytowym w zakresie prawidłowego ustalania poziomu odpisów na oczekiwane straty kredytowe,
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      • span: zapewnienie, aby firmy zewnętrzne biorące udział w opracowywaniu modeli MSSF 9 i procesów szacowania odpisów na oczekiwane straty kredytowe, dochowywały wszelkich wymogów dotyczących niezależności biegłego rewidenta,
      • p (style="margin:0pt 8.5pt 3pt 14.2pt; text-indent:-14.2pt; text-align:justify; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:8.3pt")
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      • span: przedkładanie Zarządowi i Radzie Nadzorczej sprawozdania dodatkowego z badania, o którym mowa w art. 11 rozporządzenia Parlamentu Europejskiego i Rady (UE) 537/2014 z dnia 16 kwietnia 2014 roku,
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      • span: przedkładanie Radzie Nadzorczej zaleceń w celu zapewnienia rzetelności procesu sprawozdawczości finansowej,
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      • span: opiniowanie planów strategicznych i finansowych Banku,
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      • span: opiniowanie uchwał Zarządu w zakresie systemu kontroli wewnętrznej, których zatwierdzenie należy do kompetencji Rady Nadzorczej,
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      • span: analizowanie informacji i okresowych raportów w obszarze poszczególnych elementów systemu kontroli wewnętrznej
      • p (style="margin:0pt 8.5pt 3pt 14.2pt; text-indent:-14.2pt; text-align:justify; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:8.3pt")
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      • span: co najmniej raz w roku odbycie spotkania z kierującym komórką finansów i księgowości,
      • p (style="margin:0pt 8.5pt 3pt 14.2pt; text-indent:-14.2pt; text-align:justify; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:8.3pt")
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      • span: co najmniej raz w roku odbycie spotkania z kierującym komórką audytu wewnętrznego oraz kierującym komórką do spraw zgodności – bez udziału członków Zarządu Banku,
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      • span: opiniowanie powoływania i odwoływania oraz wysokości wynagrodzenia kierującego komórką audytu wewnętrznego oraz kierującego komórką do spraw zgodności.
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      • span (style="font-weight:bold; font-variant:small-caps; color:#00468c"): Komitet ds. Ryzyka
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      • span: opiniowanie całościowej - bieżącej i przyszłej, gotowości Banku do podejmowania ryzyka,
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      • span: opiniowanie opracowanej przez Zarząd Banku strategii zarządzania ryzykiem w działalności Banku oraz przedkładanych przez Zarząd informacji dotyczących realizacji tej strategii,
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      • span: wspieranie Rady Nadzorczej Banku w nadzorowaniu wdrażania strategii zarządzania ryzykiem w działalności Banku przez kadrę kierowniczą wyższego szczebla,
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      • span: weryfikacja, czy ceny pasywów i aktywów oferowanych klientom w pełni uwzględniają model biznesowy Banku i jego strategię zarządzania ryzykiem, a w przypadku, gdy ceny te nie odzwierciedlają w odpowiedni sposób rodzajów ryzyka zgodnie z tym modelem i tą strategią, przedstawianie Zarządowi Banku propozycji mających na celu zapewnienie adekwatności cen pasywów i aktywów do rodzajów ryzyka,
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      • span: monitorowanie zgodności polityki Banku w zakresie podejmowania ryzyka ze strategią i planem finansowym,
      • p (style="margin:0pt 8.5pt 3pt 14.2pt; text-indent:-14.2pt; text-align:justify; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:8.3pt")
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      • span: analizowanie okresowych raportów związanych z ryzykiem, w tym poziomu wykorzystania strategicznych limitów tolerancji na ryzyko, i opracowywanie na ich bazie odpowiednich wytycznych,
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      • span: wydawanie opinii w sprawie adekwatności kapitałowej, zasad oceny zdolności kredytowej, modeli pomiaru ryzyka, modelu pomiaru utraty wartości,
      • p (style="margin:0pt 8.5pt 3pt 14.2pt; text-indent:-14.2pt; text-align:justify; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:8.3pt")
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      • span: opiniowanie zasad polityki informacyjnej w zakresie adekwatności kapitałowej, zarządzania adekwatnością kapitałową, ryzykiem płynności, ryzykiem operacyjnym, ryzykiem modeli i pomiaru utraty wartości,
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      • span: opiniowanie projektu Regulaminu Ustalania Bankowo-Hipotecznej Wartości Nieruchomości,
      • p (style="margin:0pt 8.5pt 3pt 14.2pt; text-indent:-14.2pt; text-align:justify; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:8.3pt")
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      • span: przekazywanie Komitetowi Audytu i Finansów informacji mających znaczenie dla monitorowania skuteczności i adekwatności systemu zarządzania ryzykiem w Banku,
      • p (style="margin:0pt 8.5pt 3pt 14.2pt; text-indent:-14.2pt; text-align:justify; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:8.3pt")
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      • span: ocena otrzymanych informacji o potencjalnych niezgodnościach z przyjętą w Banku strategią zarządzania Bankiem, strategią zarządzania ryzykiem, przyjętym apetytem na ryzyko oraz innymi politykami zatwierdzonymi przez Zarząd Banku.
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      • span (style="font-weight:bold; font-variant:small-caps; color:#00468c"): Komitet ds. Wynagrodzeń i
      • span (style="font-weight:bold; font-variant:small-caps; color:#00468c")
      • span (style="font-weight:bold; font-variant:small-caps; color:#00468c"): Nominacji
    • td (style="width:379pt; border-top:0.75pt solid #e4202c; border-bottom:0.75pt solid #e4202c; padding-right:5.4pt; padding-left:5.4pt; vertical-align:top; -aw-border-bottom:0.5pt single; -aw-border-top:0.5pt single")
      • p (style="margin:3pt 8.5pt 3pt 14.2pt; text-indent:-14.2pt; text-align:justify; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:8.3pt")
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      • span: dokonywanie corocznej oceny struktury, wielkości, składu i skuteczności działania Zarządu Banku oraz rekomendowanie Radzie Nadzorczej ewentualnych zmian w tym zakresie,
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      • span: dokonywanie raz w roku oceny wiedzy, kompetencji i doświadczenia Zarządu Banku jako całości i poszczególnych Członków Zarządu oraz informowanie Zarządu o wynikach tej oceny,
      • p (style="margin:0pt 8.5pt 3pt 14.2pt; text-indent:-14.2pt; text-align:justify; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:8.3pt")
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      • span: dokonywanie okresowego przeglądu Polityki dotyczącej oceny odpowiedniości kandydatów na Członków Zarządu, Członków Zarządu oraz osób pełniących kluczowe funkcje i przedstawianie Zarządowi zaleceń w tym zakresie,
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      • span: rekomendowanie kandydatów na Członków Zarządu oraz zakresu ich obowiązków,
      • p (style="margin:0pt 8.5pt 3pt 14.2pt; text-indent:-14.2pt; text-align:justify; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:8.3pt")
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      • span: przedstawianie Radzie Nadzorczej propozycji dotyczących odpowiednich form umowy z członkami Zarządu Banku,
      • p (style="margin:0pt 8.5pt 3pt 14.2pt; text-indent:-14.2pt; text-align:justify; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:8.3pt")
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      • span: opiniowanie Kodeksu Etyki oraz Zasad Zarządzania Konfliktem Interesów,
      • p (style="margin:0pt 8.5pt 3pt 14.2pt; text-indent:-14.2pt; text-align:justify; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:8.3pt")
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      • span: opiniowanie wniosków dotyczących zgody dla członka Zarządu na zajmowanie się działalnością konkurencyjną lub uczestniczenie w spółce konkurencyjnej jako wspólnik spółki cywilnej, spółki osobowej lub jako członek organu spółki kapitałowej, bądź uczestniczenie w innej konkurencyjnej osobie prawnej jako członek jej organu,
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      • span: opiniowanie oraz dokonywanie okresowego przeglądu, podlegających zatwierdzeniu przez Radę Nadzorczą, ogólnych zasad polityki wynagrodzeń osób, których działalność ma istotny wpływ na profil ryzyka Banku,
      • p (style="margin:0pt 8.5pt 3pt 14.2pt; text-indent:-14.2pt; text-align:justify; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:8.3pt")
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      • span: wsparcie Rady Nadzorczej w procesie opiniowania funkcjonowania polityki wynagradzania w Banku oraz raportowania do Walnego Zgromadzenia w tym zakresie,
      • p (style="margin:0pt 8.5pt 3pt 14.2pt; text-indent:-14.2pt; text-align:justify; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:8.3pt")
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      • span: opiniowanie i monitorowanie zmiennych składników wynagrodzeń osób, których działalność ma istotny wpływ na profil ryzyka w Banku, odpowiedzialnych za zarządzanie ryzykiem na drugim poziomie, kierującego komórką do spraw zgodności oraz kierującego komórką audytu wewnętrznego,
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      • span: opiniowanie wysokości wynagrodzenia stałego kierującego komórką audytu wewnętrznego oraz kierującego komórką do spraw zgodności,
      • p (style="margin:0pt 8.5pt 3pt 14.2pt; text-indent:-14.2pt; text-align:justify; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:8.3pt")
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      • span: opiniowanie szczegółowych zasad i trybu przeprowadzenia postępowania kwalifikacyjnego na członka Zarządu Banku oraz oceny odpowiedniości członków Zarządu Banku,
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      • span: przygotowanie i przeprowadzenie, także z możliwością wsparcia zewnętrznych, niezależnych podmiotów, programu podnoszenia kwalifikacji członków Rady Nadzorczej.
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      • span (style="font-weight:bold; font-variant:small-caps; color:#00468c"): Komitet komercyjny
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      • span: ocena wyników przeglądu funkcjonowania umów o współpracy zawartych z PKO Bankiem Polskim SA,
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      • span: opiniowanie istotnych zmian kryteriów kwalifikacji produktów do Banku,
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      • span: opiniowanie założeń dotyczących wprowadzenia nowego produktu do oferty Banku oraz kierunków zmian w ofercie produktowej Banku,
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      • span: monitorowanie oraz nadzór dotyczący outsourcingu procesów wewnętrznych.
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    • span: Do kompetencji
    • span (style="font-weight:bold"): Zarządu Banku
    • span: należy w szczególności:
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    • span: określanie strategii Banku, uwzględniającej ryzyko prowadzonej działalności oraz zasady ostrożnego i stabilnego zarządzania Bankiem,
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    • span: określanie strategii zarządzania ryzykiem oraz ogólnego poziomu tolerancji na ryzyko,
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    • span: ustalanie rocznego planu finansowego Banku, w tym warunków jego realizacji,
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    • span: tworzenie i likwidacja stałych komitetów Banku oraz określanie ich właściwości,
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    • span: uchwalanie Regulaminów: (i) gospodarowania funduszami specjalnymi tworzonymi z zysku netto, (ii) organizacyjnego Banku oraz zasad podziału kompetencji, (iii) Zarządu, (iv) ustalania Bankowo-Hipotecznej Wartości Nieruchomości,
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    • span: ustanawianie prokurentów oraz określanie zasad ustanawiania pełnomocników w Banku,
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    • span: ustalanie zasad funkcjonowania systemu kontroli wewnętrznej, kryteriów oceny adekwatności i skuteczności tego systemu oraz zasad kategoryzacji nieprawidłowości wykrytych przez system kontroli wewnętrznej,
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    • span: zatwierdzanie karty audytu, zasad współpracy komórki audytu wewnętrznego z analogiczną komórką PKO BP oraz biegłym rewidentem, opiniowanie strategii działalności komórki audytu wewnętrznego oraz rocznych i wieloletnich planów audytów wewnętrznych,
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    • span: tworzenie, przekształcanie i likwidowanie oddziałów oraz innych jednostek organizacyjnych Banku w kraju i za granicą,
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    • span: podejmowanie decyzji w sprawach emisji listów zastawnych,
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    • span: określanie zasad funkcjonowania systemu zarządzania, w tym w szczególności: (i) zasad polityki informacyjnej w zakresie adekwatności kapitałowej, (ii) założeń polityki w zakresie zarządzania ryzykiem braku zgodności, (iii) zasad zarzadzania adekwatnością kapitałowa i kapitałem własnym, które dotyczą procesów szacowania kapitału wewnętrznego, zarządzania kapitałowego, planowania kapitałowego oraz polityki dywidendowej, (iv) zasad zarządzania poszczególnymi rodzajami ryzyka,
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    • span: dokonywanie okresowej oceny i weryfikacji przestrzegania ładu wewnętrznego w Banku wraz z oceną adekwatności regulacji wewnętrznych dotyczących funkcjonowania Zarządu i skuteczności działania Zarządu,
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    • span: ustalanie zasad (polityki) rachunkowości,
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    • span: przyjmowanie rocznego sprawozdania finansowego Banku,
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    • span: opracowanie polityki wynagrodzeń,
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    • span: określanie produktów bankowych,
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    • span: ustalanie zasad uczestnictwa Banku w spółkach i innych organizacjach,
  • p (style="margin:0pt 1.45pt 3pt 14.2pt; text-indent:-14.2pt; text-align:justify; line-height:normal; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:8.3pt")
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    • span: podejmowanie decyzji w sprawie wypłaty akcjonariuszom zaliczki na poczet przewidywanej dywidendy,
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    • span: podejmowanie decyzji w sprawie zawierania przez Bank z osobami trzecimi umów, których wartość w ujęciu rocznym jest równa lub większa od kwoty 500.000,00 zł (słownie: pięćset tysięcy złotych) lub których wartość całkowita jest równa lub większa od kwoty 2.000.000,00 zł (słownie: dwa miliony złotych),
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    • span: zwoływanie Walnego Zgromadzenia, dokonywanie wymaganych ogłoszeń w sposób określony prawem oraz zgłaszanie okoliczności podlegające obowiązkowi wpisu do Krajowego Rejestru Sądowego,
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    • span: podejmowanie decyzji w sprawach na wniosek Członka Zarządu lub przekazanych do rozpatrzenia przez Radę Nadzorczą.
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    • span: Zarząd Banku powołał następujące komitety stałe, których kompetencje według stanu na dzień 31 grudnia 2024 roku to w szczególności:
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    • td (style="width:115.1pt; border-top:2.25pt solid #e4202c; border-bottom:0.75pt solid #e4202c; padding-right:5.4pt; padding-left:5.4pt; vertical-align:top; -aw-border-bottom:0.5pt single")
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      • span (style="font-weight:bold; font-variant:small-caps; color:#00468c"): Komitet Zarządzania Aktywami i Pasywami
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      • span: wsparcie funkcji zarządzania ryzykiem płynności, stopy procentowej, biznesowym, w tym zmian makroekonomicznych, walutowym, kapitałowym, w tym nadmiernej dźwigni, oraz ryzykiem modeli ich
      • span
      • span: pomiaru,
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      • span: zarządzanie adekwatnością kapitałową Banku,
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      • span: rozpatrywanie materiałów dotyczących adekwatności kapitałowej, kapitału własnego, kapitału wewnętrznego, testów warunków skrajnych, ryzyk wskazanych powyżej, jak również limitów tolerancji na te ryzyka,
      • p (style="margin-top:3pt; margin-left:14.2pt; margin-bottom:3pt; text-indent:-14.2pt; text-align:justify; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:8.3pt")
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      • span: podejmowanie decyzji dotyczących działania Banku, w szczególności
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      • span: w zakresie miar i limitów dla ryzyk, zarządzania ryzykami, wyników walidacji modeli ryzyk, założeń testów warunków skrajnych, strategii zabezpieczających w ramach rachunkowości zabezpieczeń oraz rekomendacji dla Zarządu w sprawie uruchomienia działań awaryjnych w zakresie potrzeb kapitałowych oraz uruchomienia działań awaryjnych w zakresie potrzeb płynnościowych,
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      • span: wydawanie rekomendacji dla właściwych organów Banku, komórek organizacyjnych, członków Zarządu Banku, zespołów projektowych lub zadaniowych - w zakresie swoich kompetencji.
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      • span (style="font-weight:bold; font-variant:small-caps; color:#00468c"): Komitet Kredytowy
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      • span: wsparcie funkcji zarządzania ryzykiem kredytowym, koncentracji, rezydualnym oraz ryzykiem modeli ich pomiaru,
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      • span: rozpatrywanie materiałów dotyczących ryzyk wskazanych powyżej, profilu
      • br
      • span: i struktury jakościowej portfela kredytowego, odpisów z tytułu trwałej utraty wartości aktywów, nabywania portfeli wierzytelności kredytowych, rynku nieruchomości,
      • p (style="margin-top:3pt; margin-left:14.2pt; margin-bottom:3pt; text-indent:-14.2pt; text-align:justify; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:8.3pt")
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      • span: podejmowanie decyzji dotyczących działania Banku, w szczególności
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      • span: w zakresie miar i limitów dla ryzyk, wyników walidacji modeli ryzyk, metodologii i modeli kalkulacji odpisów z tytułu trwałej utraty wartości aktywów kredytowych, punktów odcięcia (cut-offs) stosowanych w ramach oceny ryzyka kredytowego, wierzytelności kredytowych nabywanych przez Bank, pojedynczych transakcji kredytowych,
      • p (style="margin-top:3pt; margin-left:14.2pt; margin-bottom:3pt; text-indent:-14.2pt; text-align:justify; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:8.3pt")
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      • span: wydawanie rekomendacji dla właściwych organów Banku, komórek organizacyjnych, członków Zarządu Banku, zespołów projektowych lub zadaniowych - w zakresie swoich kompetencji.
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      • span (style="font-weight:bold; font-variant:small-caps; color:#00468c"): Komitet Ryzyka Operacyjnego i Jakości Danych
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      • p (style="margin-top:3pt; margin-left:18pt; margin-bottom:3pt; text-indent:-18pt; text-align:justify; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:12.1pt")
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      • span: skuteczne zarządzanie ryzykiem operacyjnym zwiększające bezpieczeństwo prowadzonej przez Bank działalności operacyjnej,
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      • span: zarządzanie ryzykiem outsourcingu,
      • p (style="margin-top:3pt; margin-left:18pt; margin-bottom:3pt; text-indent:-18pt; text-align:justify; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:12.1pt")
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      • span: wyznaczanie kierunków rozwoju zarządzania ryzykiem operacyjnym,
      • p (style="margin-top:3pt; margin-left:18pt; margin-bottom:3pt; text-indent:-18pt; text-align:justify; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:12.1pt")
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      • span: nadzór nad funkcjonowaniem zarządzania ryzykiem operacyjnym, w tym nad zadaniami dotyczącymi zapewnienie ciągłości działania Banku oraz bezpieczeństwa informacji i środowiska teleinformatycznego,
      • p (style="margin-top:3pt; margin-left:18pt; margin-bottom:3pt; text-indent:-18pt; text-align:justify; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:12.1pt")
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      • span: wyznaczanie działań w przypadku zaistnienia sytuacji awaryjnej narażającej wizerunek Banku, mogącej powodować straty operacyjne,
      • p (style="margin-top:3pt; margin-left:18pt; margin-bottom:3pt; text-indent:-18pt; text-align:justify; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:12.1pt")
      • span (style="-aw-import:ignore")
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      • span: określanie kierunków działań w zakresie zarządzania jakością danych oraz architekturą danych w Banku w kontekście Systemu Zarządzania Danymi,
      • p (style="margin-top:3pt; margin-left:18pt; margin-bottom:3pt; text-indent:-18pt; text-align:justify; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:12.1pt")
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      • span: nadzór nad funkcjonowaniem Systemu Zarządzania Danymi, w tym ocena jego efektywności i działań poszczególnych jednostek organizacyjnych Banku,
      • p (style="margin-top:3pt; margin-left:18pt; margin-bottom:3pt; text-indent:-18pt; text-align:justify; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:12.1pt")
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        • span (style="font-family:Symbol"): •
        • span (style="width:12.1pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces")
      • span: wydawanie rekomendacji dla właściwych organów Banku, komórek organizacyjnych, członków Zarządu Banku, projektów lub zespołów zadaniowych – w zakresie swoich kompetencji.
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      • span (style="font-weight:bold; font-variant:small-caps; color:#00468c"): Komitet Strategii
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      • span (style="font-weight:bold; font-variant:small-caps; color:#00468c"): i Inicjatyw Biznesowych
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      • p (style="margin-top:3pt; margin-left:18pt; margin-bottom:3pt; text-indent:-18pt; text-align:justify; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:12.1pt")
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      • span: określanie kierunków planowania strategicznego i zarządzania strategią Banku i strategią IT,
      • p (style="margin-top:3pt; margin-left:18pt; margin-bottom:3pt; text-indent:-18pt; text-align:justify; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:12.1pt")
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      • span: określanie kierunków i monitorowanie wdrażania inicjatyw związanych z realizacją strategii Banku i strategii IT,
      • p (style="margin-top:3pt; margin-left:18pt; margin-bottom:3pt; text-indent:-18pt; text-align:justify; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:12.1pt")
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      • span: określanie kierunków zmian w ofercie produktowej oraz w procesie kredytowym,
      • p (style="margin-top:3pt; margin-left:18pt; margin-bottom:3pt; text-indent:-18pt; text-align:justify; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:12.1pt")
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      • span: określanie kierunków prac nad rentownością produktów,
      • p (style="margin-top:3pt; margin-left:18pt; margin-bottom:3pt; text-indent:-18pt; text-align:justify; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:12.1pt")
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      • span: zarządzanie ryzykami utraty reputacji i braku zgodności,
      • p (style="margin-top:3pt; margin-left:18pt; margin-bottom:3pt; text-indent:-18pt; text-align:justify; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:12.1pt")
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      • span: wydawanie rekomendacji dla właściwych organów Banku, komórek organizacyjnych, członków Zarządu Banku, projektów lub zespołów zadaniowych – w zakresie swoich kompetencji.
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      • span (style="font-weight:bold; font-variant:small-caps; color:#00468c"): Komitet ds. Zielonych Listów Zastawnych
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      • p (style="margin-top:3pt; margin-left:14.2pt; margin-bottom:3pt; text-indent:-14.2pt; text-align:justify; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:8.3pt")
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        • span (style="width:8.3pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces")
      • span: nadzorowanie procesu emisji Zielonych Listów Zastawnych, w tym określanie kierunków zmian w odniesieniu do zasad emisji Zielonych Listów Zastawnych oraz ocena i wybór aktywów kwalifikujących się do finansowania Zielonymi Listami Zastawnymi,
      • p (style="margin-top:3pt; margin-left:14.2pt; margin-bottom:3pt; text-indent:-14.2pt; text-align:justify; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:8.3pt")
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      • span: rozpatrywanie materiałów dotyczących wytycznych oraz zasad określonych przez International Capital Markets Association (ICMA) dla rynku emisji zielonych obligacji, regulacji krajowych w zakresie obowiązujących standardów efektywności energetycznej, raportowania alokacji środków pozyskanych z emisji oraz wpływu na środowisko finansowania pozyskanego w drodze emisji zielonych listów zastawnych, zgodnie z obowiązującymi w Banku zasadami emisji listów zastawnych, materiałów informacyjnych dla inwestorów w zakresie zielonych listów zastawnych,
      • p (style="margin-top:3pt; margin-left:14.2pt; margin-bottom:3pt; text-indent:-14.2pt; text-align:justify; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:8.3pt")
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      • span: podejmowanie decyzji dotyczących działania Banku w zakresie m.in. oceny i selekcji kwalifikowanych kredytów według przyjętej przez Banku metodologii oraz przyjęcia zasad emisji Zielonych Listów Zastawnych w Banku zgodnie z odpowiednimi wytycznymi,
      • p (style="margin-top:3pt; margin-left:14.2pt; margin-bottom:3pt; text-indent:-14.2pt; text-align:justify; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:8.3pt")
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        • span (style="font-family:Symbol"): •
        • span (style="width:8.3pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces")
      • span: wydawanie rekomendacji dla właściwych organów Banku, komórek organizacyjnych, członków Zarządu Banku, zespołów projektowych lub zadaniowych – w zakresie swoich kompetencji.
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    • span (style="font-variant:small-caps; color:#00468c"): 6.4.
    • span (style="width:32.69pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces")
    • a (id="_Toc191981939")
    • span (style="font-variant:small-caps; color:#00468c"): Zarząd PKO Banku Hipotecznego SA
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    • span: W 2024 roku skład Zarządu PKO Banku Hipotecznego
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    • span: SA był następujący:
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    • thead
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        • span (style="font-weight:bold"): Funkcja
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        • span (style="font-weight:bold"): Okres pełnienia funkcji
    • tbody
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        • span: Wojciech Papierak
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        • span: Prezes Zarządu
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        • span (style="letter-spacing:-0.3pt"): Wiceprezes Zarządu kierujący pracami Zarządu
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        • span: 06.12.2024 – aktualnie
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        • span: 10.08.2024 - 05.12.2024
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        • span: Katarzyna
        • br
        • span: Kurkowska-Szczechowicz
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      • p (style="margin-top:0pt; margin-bottom:0pt; text-align:right; line-height:110%; font-size:9pt")
        • span: Prezes Zarządu
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        • span: Wiceprezes Zarządu
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      • p (style="margin-top:0pt; margin-bottom:0pt; text-align:right; line-height:110%; font-size:9pt")
        • span: 27.01.2023 – 09.08.2024
      • p (style="margin-top:0pt; margin-bottom:0pt; text-align:center; line-height:110%; font-size:9pt")
        • span (style="-aw-import:ignore")
      • p (style="margin-top:0pt; margin-bottom:0pt; text-align:right; line-height:110%; font-size:9pt")
        • span: 10.08.2024 – aktualnie
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      • td (style="width:108.95pt; border-top:0.75pt solid #ffffff; border-left:0.75pt solid #ffffff; border-bottom:0.75pt solid #ffffff; padding:1.02pt 5.4pt 1.02pt 5.03pt; background-color:#d9d9d9; -aw-border-bottom:0.5pt single; -aw-border-left:0.5pt single; -aw-border-top:0.5pt single")
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        • span: Piotr Jaworski
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        • span: Wiceprezes Zarządu
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      • p (style="margin-top:0pt; margin-bottom:0pt; text-align:right; line-height:110%; font-size:9pt")
        • span: 01.07.2023 – 09.08.2024
    • tr (style="height:21.55pt")
      • td (style="width:108.95pt; border-top:0.75pt solid #ffffff; border-left:0.75pt solid #ffffff; border-bottom:0.75pt solid #ffffff; padding:1.02pt 5.4pt 1.02pt 5.03pt; background-color:#d9d9d9; -aw-border-bottom:0.5pt single; -aw-border-left:0.5pt single; -aw-border-top:0.5pt single")
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        • span: Piotr Kochanek
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        • span: Wiceprezes Zarządu
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      • p (style="margin-top:0pt; margin-bottom:0pt; text-align:right; line-height:110%; font-size:9pt")
        • span: 01.01.2019 – aktualnie
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      • td (style="width:108.95pt; border-top:0.75pt solid #ffffff; border-left:0.75pt solid #ffffff; border-bottom:0.75pt solid #ffffff; padding:1.02pt 5.4pt 1.02pt 5.03pt; background-color:#d9d9d9; -aw-border-bottom:0.5pt single; -aw-border-left:0.5pt single; -aw-border-top:0.5pt single")
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        • span: Stanisław Skoczylas
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        • span: Wiceprezes Zarządu
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      • p (style="margin-top:0pt; margin-bottom:0pt; text-align:right; line-height:110%; font-size:9pt")
        • span: 06.10.2022 – 29.02.2024
  • p (style="margin-top:0pt; margin-right:8.55pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt")
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    • span: W dniu 1 sierpnia 2024 roku Rada Nadzorcza powołała Pana Wojciecha Papieraka na Prezesa Zarządu Banku
    • br
    • span: w ramach obecnej, wspólnej kadencji Zarządu Banku, pod warunkiem wyrażenia zgody na powołanie przez Komisję Nadzoru Finansowego oraz z dniem wydania tejże zgody. Do czasu uzyskania tej zgody, od dnia 10 sierpnia 2024 r. Pan Wojciech Papierak pełnił funkcję Wiceprezesa Zarządu kierującego pracami Zarządu Banku.
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    • span: W dniu 6 grudnia 2024 roku Komisja Nadzoru Finansowego jednogłośnie wyraziła zgodę na powołanie Pana Wojciecha Papieraka na stanowisko Prezesa Zarządu Banku w ramach obecnej, wspólnej kadencji Zarządu Banku.
  • p (style="margin-top:0pt; margin-right:8.55pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt")
    • span: W dniu 26 czerwca 2024 roku Zwyczajne Walne Zgromadzenie:
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    • span (style="font-family:Symbol"): •
    • span (style="width:12.1pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces")
    • span: zatwierdziło Sprawozdanie Zarządu z działalności Spółki za rok obrotowy zakończony 31 grudnia 2023 roku oraz Sprawozdanie finansowe za rok obrotowy zakończony 31 grudnia 2023 roku,
  • p (style="margin:3pt 8.5pt 6pt 18pt; text-indent:-18pt; text-align:justify; line-height:normal; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:12.1pt")
    • span (style="-aw-import:ignore")
    • span (style="font-family:Symbol"): •
    • span (style="width:12.1pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces")
    • span: udzieliło absolutorium: (i) Pani Katarzynie Kurkowskiej-Szczechowicz z wykonania obowiązków członka Zarządu, pełniącego funkcję Wiceprezesa Zarządu kierującego pracami Zarządu w okresie od dnia 1 stycznia 2023 roku do dnia 26 stycznia 2023 roku i funkcję Prezesa Zarządu od dnia 27 stycznia 2023 roku do dnia 31 grudnia 2023 roku, (ii) Panu Piotrowi Kochankowi z wykonania obowiązków członka Zarządu, pełniącego funkcję Wiceprezesa w okresie od dnia 1 stycznia 2023 roku do dnia 31 grudnia 2023 roku, (iii) Pani Katarzynie Surdy z wykonania obowiązków członka Zarządu, pełniącego funkcję Wiceprezesa Zarządu w okresie od dnia 1 stycznia 2023 roku do dnia 31 sierpnia 2023 roku, (iv) Panu Stanisławowi Skoczylasowi z wykonania obowiązków członka Zarządu, pełniącego funkcję Wiceprezesa Zarządu w okresie od dnia 1 stycznia 2023 roku do dnia 31 grudnia 2023 roku oraz (v) Panu Piotrowi Jaworskiemu z wykonania obowiązków członka Zarządu, pełniącego funkcję Wiceprezesa Zarządu w okresie od dnia 1 lipca 2023 roku do dnia 31 grudnia 2023 roku.
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    • span: W dniu 23 lutego 2024 roku Pan Stanisław Skoczylas złożył rezygnację z członkostwa w Zarządzie Banku i pełnienia funkcji Wiceprezesa Zarządu Banku z dniem 29 lutego 2024 roku.
  • p (style="margin-top:0pt; margin-right:8.5pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt")
    • span: W dniu 9 sierpnia 2024 roku Rada Nadzorcza PKO Banku Hipotecznego SA odwołała Pana Piotra Jaworskiego
    • br
    • span: z funkcji Wiceprezesa Zarządu Banku i jednocześnie z Zarządu Banku ze skutkiem na koniec dnia 9 sierpnia 2024 roku.
  • p (style="margin-top:0pt; margin-right:8.55pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt")
    • span: Rada Nadzorcza Banku Uchwałą nr 52/2024 z dnia 9 sierpnia 2024 roku określiła następujący wewnętrzny podział kluczowych kompetencji w ramach Zarządu Banku, który na dzień 31 grudnia 2024 roku kształtował się następująco:
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    • td (style="width:130.95pt; border-top:2.25pt solid #e4202c; border-bottom:0.75pt solid #e4202c; padding-right:5.4pt; padding-left:5.4pt; vertical-align:top; -aw-border-bottom:0.5pt single")
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      • span (style="font-weight:bold; font-variant:small-caps; color:#00468c"): WOJCIECH PAPIERAK
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      • span (style="font-weight:bold"): Prezes Zarządu
      • span: odpowiedzialny za nadzór nad komórką audytu wewnętrznego
      • span (style="font-size:8pt")
      • span: oraz wykonywaniem funkcji kontroli, zarządzaniem: ryzykiem braku zgodności, ryzykiem utraty reputacji, obsługą prawną, zasobami ludzkimi, procesem powierzania usług podmiotom zewnętrznym w ramach outsourcingu oraz nad sprawami z zakresu przeciwdziałania praniu pieniędzy i finansowaniu terroryzmu, a także z zakresu planowania finansowego i kontroli finansowej
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      • p (style="margin-top:3pt; margin-right:1.4pt; margin-bottom:3pt; font-size:10pt")
      • span: Pozostałe pełnione funkcje:
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      • span: Przewodniczący Komitetu Strategii i Inicjatyw Biznesowych
      • p (style="margin-top:3pt; margin-bottom:3pt; font-size:10pt")
      • span: Przewodniczący Komitetu Zarządzania Aktywami i Pasywami
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      • span: Przewodniczący Komitetu ds. Zielonych Listów Zastawnych
      • p (style="margin-top:3pt; margin-bottom:0pt; font-size:10pt")
      • span: Zastępca Przewodniczącego Komitetu Ryzyka Operacyjnego i Jakości Danych
    • tr
    • td (style="width:130.95pt; border-top:2.25pt solid #e4202c; border-bottom:0.75pt solid #e4202c; padding-right:5.4pt; padding-left:5.4pt; vertical-align:top; -aw-border-bottom:0.5pt single")
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      • span (style="font-weight:bold; font-variant:small-caps; color:#00468c"): KATARZYNA KURKOWSKA-SZCZECHOWICZ
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      • span (style="font-weight:bold"): Wiceprezes Zarządu
      • span (style="color:#231f20"): odpowiedzialna za nadzór nad
      • span: emisją papierów wartościowych, pozyskiwaniem finansowania, komunikacją oraz nad tworzeniem i rozwojem oferty produktowej, działaniami w zakresie koordynacji sprzedaży produktów i nabywania wierzytelności kredytowych oraz procesem ich dalszej obsługi, funkcjonowaniem i efektywnością zasobów informatycznych
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      • p (style="margin-top:3pt; margin-right:1.4pt; margin-bottom:3pt; font-size:10pt")
      • span: Pozostałe pełnione funkcje:
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      • p (style="margin-top:3pt; margin-bottom:3pt; line-height:110%; font-size:10pt")
      • span: Zastępca Przewodniczącego Komitetu Strategii i Inicjatyw Biznesowych
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      • span: Członek Komitetu Zarządzania Aktywami i Pasywami
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      • span: Członek Komitetu Kredytowego
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      • span: Członek Komitetu Ryzyka Operacyjnego i Jakości Danych
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      • span: Członek Komitetu ds. Zielonych Listów Zastawnych
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      • span (style="font-weight:bold; font-variant:small-caps; color:#00468c"): Piotr Kochanek
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      • span (style="font-weight:bold"): Wiceprezes Zarządu
      • span (style="color:#231f20"): odpowiedzialny za nadzór nad zarządzaniem wszystkimi rodzajami ryzyka dotyczącego działalności Banku, z wyłączeniem ryzyka braku zgodności i ryzyka utraty reputacji, nadzór nad procesem oceny zdolności kredytowej i ustalania bankowo-hipotecznej wartości nieruchomości oraz procesem restrukturyzacji i windykacji, a także nad sprawami z zakresu rachunkowości i sprawozdawczości finansowej oraz rozliczania i potwierdzania transakcji skarbowych
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      • p (style="margin-top:3pt; margin-right:1.4pt; margin-bottom:3pt; font-size:10pt")
      • span: Pozostałe pełnione funkcje:
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      • span: Przewodniczący Komitetu Kredytowego
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      • span: Przewodniczący Komitetu Ryzyka Operacyjnego i Jakości Danych
      • p (style="margin-top:3pt; margin-bottom:3pt; text-align:justify; font-size:10pt")
      • span: Zastępca Przewodniczącego Komitetu Zarządzania Aktywami i Pasywami
      • p (style="margin-top:3pt; margin-bottom:3pt; text-align:justify; font-size:10pt")
      • span: Zastępca Przewodniczącego Komitetu ds. Zielonych Listów Zastawnych
      • p (style="margin-top:3pt; margin-bottom:3pt; line-height:110%; font-size:10pt")
      • span: Członek Komitetu Strategii i Inicjatyw Biznesowych
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    • span (style="font-weight:bold; font-variant:small-caps; color:#00468c"): Pozostałe funkcje zarządcze członków Zarządu
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        • span (style="font-weight:bold"): Funkcja
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        • span (style="font-weight:bold"): Okres pełnienia funkcji
    • tbody
    • tr (style="height:19.85pt")
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        • span: Wojciech Papierak
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        • span: TOYA S.A. z siedzibą we Wrocławiu – Członek Rady Nadzorczej
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      • p (style="margin-top:0pt; margin-bottom:0pt; text-align:right; line-height:110%; font-size:9pt")
        • span: W okresie pełnienia funkcji
    • tr (style="height:19.85pt")
      • td (style="width:125.2pt; border-top:0.75pt solid #ffffff; border-left:0.75pt solid #ffffff; border-bottom:0.75pt solid #ffffff; padding:1.02pt 5.4pt 1.02pt 5.03pt; background-color:#d9d9d9; -aw-border-bottom:0.5pt single; -aw-border-left:0.5pt single; -aw-border-top:0.5pt single")
      • p (style="margin-top:0pt; margin-bottom:0pt; line-height:110%; font-size:9pt")
        • span: Katarzyna Kurkowska-Szczechowicz
      • td (style="width:138.15pt; border-right:0.75pt solid #d9d9d9; border-bottom:0.75pt solid #d9d9d9; padding:1.4pt 5.03pt 1.02pt 5.4pt; -aw-border-bottom:0.5pt single; -aw-border-right:0.5pt single")
      • p (style="margin-top:0pt; margin-bottom:0pt; text-align:right; line-height:110%; font-size:9pt")
        • span: Nie pełniła dodatkowych funkcji członka Zarządu lub członka Rady Nadzorczej ani nie zajmowała innych stanowisk dyrektorskich
      • td (style="width:195.95pt; border-right:0.75pt solid #d9d9d9; border-left:0.75pt solid #d9d9d9; border-bottom:0.75pt solid #d9d9d9; padding:1.4pt 5.03pt 1.02pt; -aw-border-bottom:0.5pt single; -aw-border-left:0.5pt single; -aw-border-right:0.5pt single")
      • p (style="margin-top:0pt; margin-bottom:0pt; text-align:right; line-height:110%; font-size:9pt")
        • span: W całym okresie sprawozdawczym
    • tr (style="height:19.85pt")
      • td (style="width:125.2pt; border-top:0.75pt solid #ffffff; border-left:0.75pt solid #ffffff; border-bottom:0.75pt solid #ffffff; padding:1.02pt 5.4pt 1.02pt 5.03pt; background-color:#d9d9d9; -aw-border-bottom:0.5pt single; -aw-border-left:0.5pt single; -aw-border-top:0.5pt single")
      • p (style="margin-top:0pt; margin-bottom:0pt; line-height:110%; font-size:9pt")
        • span: Piotr Kochanek
      • td (style="width:138.15pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #d9d9d9; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt 1.02pt 5.4pt; -aw-border-bottom:0.5pt single; -aw-border-right:0.5pt single; -aw-border-top:0.5pt single")
      • p (style="margin-top:0pt; margin-bottom:0pt; text-align:right; line-height:110%; font-size:9pt")
        • span: Nie pełnił dodatkowych funkcji członka Zarządu lub członka Rady Nadzorczej ani nie zajmował innych stanowisk dyrektorskich
      • td (style="width:195.95pt; border:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; -aw-border:0.5pt single")
      • p (style="margin-top:0pt; margin-bottom:0pt; text-align:right; line-height:110%; font-size:9pt")
        • span: W całym okresie sprawozdawczym
    • tr (style="height:19.85pt")
      • td (style="width:125.2pt; border-top:0.75pt solid #ffffff; border-left:0.75pt solid #ffffff; border-bottom:0.75pt solid #ffffff; padding:1.02pt 5.4pt 1.02pt 5.03pt; background-color:#d9d9d9; -aw-border-bottom:0.5pt single; -aw-border-left:0.5pt single; -aw-border-top:0.5pt single")
      • p (style="margin-top:0pt; margin-bottom:0pt; line-height:110%; font-size:9pt")
        • span: Stanisław Skoczylas
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      • p (style="margin-top:0pt; margin-bottom:0pt; text-align:right; line-height:110%; font-size:9pt")
        • span: Nie pełnił dodatkowych funkcji członka Zarządu lub członka Rady Nadzorczej ani nie zajmował innych stanowisk dyrektorskich
      • td (style="width:195.95pt; border:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; -aw-border:0.5pt single")
      • p (style="margin-top:0pt; margin-bottom:0pt; text-align:right; line-height:110%; font-size:9pt")
        • span: W okresie pełnienia funkcji
    • tr (style="height:19.85pt")
      • td (style="width:125.2pt; border-top:0.75pt solid #ffffff; border-left:0.75pt solid #ffffff; border-bottom:0.75pt solid #ffffff; padding:1.02pt 5.4pt 1.02pt 5.03pt; background-color:#d9d9d9; -aw-border-bottom:0.5pt single; -aw-border-left:0.5pt single; -aw-border-top:0.5pt single")
      • p (style="margin-top:0pt; margin-bottom:0pt; line-height:110%; font-size:9pt")
        • span: Piotr Jaworski
      • td (style="width:138.15pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #d9d9d9; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt 1.02pt 5.4pt; -aw-border-bottom:0.5pt single; -aw-border-right:0.5pt single; -aw-border-top:0.5pt single")
      • p (style="margin-top:0pt; margin-bottom:0pt; text-align:right; line-height:110%; font-size:9pt")
        • span: Smartbeta Piotr Jaworski – właściciel
      • p (style="margin-top:0pt; margin-bottom:0pt; text-align:right; line-height:110%; font-size:9pt")
        • span: Instytut Zrównoważonej Transformacji – Fundacja – Członek Rady Fundacji
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      • p (style="margin-top:0pt; margin-bottom:0pt; text-align:right; line-height:110%; font-size:9pt")
        • span: W okresie pełnienia funkcji
  • p (style="margin-top:12pt; margin-right:1.4pt; margin-bottom:6pt; text-align:justify; page-break-after:avoid; line-height:normal; font-size:10pt; background-color:#d9d9d9")
    • span (style="font-weight:bold; font-variant:small-caps; color:#00468c; -aw-import:spaces")
    • span (style="font-weight:bold; font-variant:small-caps; color:#00468c"): Polityka
    • span (style="font-size:9pt; font-weight:bold; font-variant:small-caps; color:#00468c")
    • span (style="font-weight:bold; font-variant:small-caps; color:#00468c"): rekrutacyjna dotycząca wyboru członków Zarządu oraz ocena członków Zarządu
  • p (style="margin-top:0pt; margin-right:8.45pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt")
    • span: Proces oceny i wyłaniania kandydatów na członków Zarządu w PKO Banku Hipotecznym SA prowadzi Komitet ds. Wynagrodzeń i Nominacji Rady Nadzorczej Banku. Komitet ma na uwadze wytyczne Europejskiego Urzędu Nadzoru Bankowego z 21 marca 2018 roku w sprawie oceny odpowiedniości członków organu zarządzającego i osób pełniących najważniejsze funkcje (wytyczne EUNB), Rozporządzenie Ministra Rozwoju i Finansów z dnia 10 marca 2017 roku w sprawie informacji i dokumentów dotyczących założycieli i zarządu banku przekazywanych Komisji Nadzoru Finansowego oraz Metodykę oceny odpowiedniości członków organów podmiotów nadzorowanych przez Komisję Nadzoru Finansowego. W procesie wyłaniania kandydatów Komitet uwzględnia profil, zakres i skalę działania PKO Banku Hipotecznego SA. Oceniając kandydata Komitet weryfikuje również, czy doświadczenie i wiedza kandydata wzmocnią umiejętności, jakie posiadają pozostali członkowie Zarządu Banku, czy są wobec nich komplementarne, tak by zapewnić pokrycie wszystkich obszarów zarządzanych w Banku. Badanie powyższego kryterium ma na celu zapewnienie zróżnicowania w odniesieniu do wyboru członków organu zarządzającego, jego celów, zadań i zakresu działania.
  • p (style="margin-top:0pt; margin-right:8.45pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt")
    • span: Wszyscy powołani członkowie Zarządu PKO Banku Hipotecznego SA przed powołaniem podlegali ocenie odpowiedniości zgodnie z wytycznymi EUNB i KNF.
  • p (style="margin-top:0pt; margin-right:8.45pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt")
    • span: Członkowie Zarządu podlegają ocenie przez Komitet ds. Wynagrodzeń i Nominacji Rady Nadzorczej oraz Radę Nadzorczą w sposób ciągły, począwszy od momentu rekrutacji, przez cały okres pełnienia funkcji. Ponadto, zgodnie z art. 395 § 2 pkt 3 k.s.h., Zwyczajne Walne Zgromadzenie raz w roku udziela absolutorium osobno każdemu z członków Zarządu. Udzielenie absolutorium stanowi ocenę członków Zarządu, niezależnie od zatwierdzenia przez zwyczajne walne zgromadzenie sprawozdania Zarządu z działalności Banku.
  • p (style="margin-top:0pt; margin-right:8.45pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt")
    • span: Opisany powyżej proces powoływania do pełnienia funkcji w Zarządzie oraz pozytywna ocena członków Zarządu Banku stanowi potwierdzenie należytego wykonywania przez nich obowiązków, w oparciu o adekwatną wiedzę, umiejętności i doświadczenie, zgodnie z wymogami art.22aa Ustawy Prawo bankowe.
  • h2 (style="margin-top:18pt; margin-bottom:12pt; text-align:justify; page-break-inside:avoid; page-break-after:avoid; line-height:normal; font-size:11pt; -aw-import:list-item; -aw-list-level-number:1; -aw-list-number-format:'%0.%1.'; -aw-list-number-styles:'decimal decimal'; -aw-list-number-values:'6 5'; -aw-list-padding-sml:32.69pt")
    • span (style="-aw-import:ignore")
    • span (style="font-variant:small-caps; color:#00468c"): 6.5.
    • span (style="width:32.69pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces")
    • a (id="_Toc191981940")
    • span (style="font-variant:small-caps; color:#00468c"): Rada Nadzorcza PKO Banku Hipotecznego SA
  • p (style="margin-top:0pt; margin-right:1.45pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt")
    • span: W 2024 roku skład Rady Nadzorczej PKO Banku Hipotecznego SA był następujący:
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      • p (style="margin-top:0pt; margin-right:8.5pt; margin-bottom:0pt; text-align:justify; line-height:110%; font-size:9pt")
      • span (style="color:#ff0000; -aw-import:ignore")
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      • p (style="margin-top:0pt; margin-right:8.5pt; margin-bottom:0pt; text-align:center; line-height:110%; font-size:9pt")
      • span (style="font-weight:bold"): Funkcja w Radzie Nadzorczej
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      • p (style="margin-top:0pt; margin-right:8.5pt; margin-bottom:0pt; text-align:center; line-height:110%; font-size:9pt")
      • span (style="font-weight:bold"): Data powołania
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      • span (style="font-weight:bold"): Data odwołania / rezygnacji
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        • span (style="font-weight:bold"): kwalifikacje z zakresu finansów
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      • div (style="height:116.2pt; margin-left:auto; writing-mode:tb-rl; -aw-ignore:true; overflow:hidden")
      • p (style="margin-top:0pt; margin-bottom:0pt; text-align:center; line-height:110%; font-size:9pt")
        • span (style="font-weight:bold"): Członek niezależny
        • a (id="_ftnref23")
        • a (href="#_ftn23", style="text-decoration:none")
        • span (style="font-size:6pt; font-weight:bold; vertical-align:super; color:#000000"): [23]
        • span (style="font-weight:bold")
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      • p (style="margin-top:0pt; margin-bottom:0pt; text-align:center; line-height:110%; font-size:9pt")
        • span (style="font-weight:bold"): Komitet Audytu i Finansów*
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        • span (style="font-weight:bold"): Komitet ds. Ryzyka*
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      • p (style="margin-top:0pt; margin-bottom:0pt; text-align:center; line-height:110%; font-size:9pt")
        • span (style="font-weight:bold"): Komitet ds. Wynagrodzeń
        • br
        • span (style="font-weight:bold"): i Nominacji*
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        • span (style="font-weight:bold"): Komitet Komercyjny*
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      • p (style="margin-top:0pt; margin-bottom:0pt; line-height:110%; font-size:9pt")
      • span: Mieczysław Król
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      • span: Przewodniczący
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      • p (style="margin-top:0pt; margin-bottom:0pt; text-align:right; line-height:110%; font-size:9pt")
      • span: 27.08.2021
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      • p (style="margin-top:0pt; margin-bottom:0pt; text-align:right; line-height:110%; font-size:9pt")
      • span: 22.02.2024
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      • p (style="margin-top:0pt; margin-bottom:0pt; text-align:center; line-height:110%; font-size:9pt")
      • span: √
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      • span: W
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      • span: Cz
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      • span: Jadwiga Lesisz
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      • span: Członek Rady
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      • span: 01.09.2019
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      • span: 13.06.2024
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      • span: √
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      • span: √
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    • td (style="width:64.15pt; border-top:0.75pt solid #ffffff; border-left:0.75pt solid #ffffff; border-bottom:0.75pt solid #ffffff; padding:1.02pt 5.4pt 1.02pt 5.03pt; vertical-align:middle; background-color:#d9d9d9; -aw-border-bottom:0.5pt single; -aw-border-left:0.5pt single; -aw-border-top:0.5pt single")
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      • span: Paweł Metrycki
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      • span: Członek Rady
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      • span: 05.05.2022
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      • span: √
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      • span: P
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      • span: Jakub Niesłuchowski
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      • span: Członek Rady
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      • span: Wiceprzewodniczący
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      • span: 28.04.2022
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      • span: 22.02.2024
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      • span: 21.02.2024
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      • span: √
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      • span: W
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      • span: W
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      • span: Cz
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    • span (style="font-style:italic"): P – Przewodniczący Komitetu, W – Wiceprzewodniczący Komitetu, Cz – Członek Komitetu
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    • span: *Skład Komitetów został zaprezentowany według stanu na 31 grudnia 2024 roku.
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    • span: W 2024 roku odbyło się 8 posiedzeń Rady Nadzorczej.
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    • span: W dniu 24 maja 2024 roku Nadzwyczajne Walne Zgromadzenie:
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    • span (style="width:12.1pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces")
    • span: odwołało Pana Tomasza Bauma z funkcji członka Rady Nadzorczej Spółki z końcem dnia 28 maja 2024 r.;
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    • span (style="width:12.1pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces")
    • span: powołało: (i) Panią Iwonę Brzozowską-Poniedzielską oraz (ii) Pana Roberta Ciborowskiego na członków Rady Nadzorczej w ramach wspólnej kadencji, od dnia 29 maja 2024 roku.
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    • span: W dniu 26 czerwca 2024 roku Zwyczajne Walne Zgromadzenie:
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    • span (style="width:12.1pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces")
    • span: udzieliło absolutorium: (i) Panu Mieczysławowi Królowi z wykonania obowiązków członka Rady Nadzorczej, pełniącemu funkcję Przewodniczącego Rady Nadzorczej w okresie od dnia 1 stycznia 2023 roku do dnia 31 grudnia 2023 roku , (ii) Panu Pawłowi Metryckiemu z wykonania obowiązków członka Rady Nadzorczej w okresie od dnia 1 stycznia 2023 roku do dnia 31 grudnia 2023 roku, (iii) Pani Lucynie Kopińskiej z wykonania obowiązków członka Rady Nadzorczej w okresie od dnia 1 stycznia 2023 roku do dnia 31 grudnia 2023 roku, (iv) Pani Jadwidze Lesisz z wykonania obowiązków członka Rady Nadzorczej w okresie od dnia 1 stycznia 2023 roku do dnia 31 grudnia 2023 roku, (v) Pani Ilonie Wołyniec z wykonania obowiązków członka Rady Nadzorczej w okresie od dnia 1 stycznia 2023 roku do dnia 30 czerwca 2023 roku, (vi) Panu Maciejowi Brzozowskiemu z wykonania obowiązków członka Rady Nadzorczej pełniącemu funkcję Wiceprzewodniczącego Rady Nadzorczej w okresie od dnia 1 stycznia 2023 roku do dnia 31 grudnia 2023 roku, (vii) Panu Jakubowi Niesłuchowskiemu z wykonania obowiązków członka Rady Nadzorczej w okresie od dnia 1 stycznia 2023 roku do dnia 31 grudnia 2023 roku, (viii) Panu Tomaszowi Baum z wykonania obowiązków członka Rady Nadzorczej w okresie od dnia 1 stycznia 2023 roku do dnia 31 grudnia 2023 roku, (ix) Panu Piotrowi Jaworskiemu z wykonania obowiązków członka Rady Nadzorczej w okresie od dnia 13 lutego 2023 roku do dnia 30 czerwca 2023 roku.
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    • span: Zgodnie z art. 395 § 2 pkt 3 k.s.h. Zwyczajne Walne Zgromadzenie raz w roku udziela absolutorium osobno każdemu z członków Rady Nadzorczej. Udzielenie absolutorium stanowi ocenę członków Rady Nadzorczej, niezależnie od rozpatrzenia przez Zwyczajne Walne Zgromadzenie sprawozdania Rady Nadzorczej z działalności.
  • p (style="margin-top:0pt; margin-right:8.5pt; margin-bottom:12pt; text-align:justify; line-height:normal; font-size:10pt")
    • span: Powyższe stanowi potwierdzenie należytego wykonywania obowiązków przez członków Rady Nadzorczej, w oparciu o adekwatną wiedzę, umiejętności i doświadczenie, zgodnie z wymogami art. 22aa Ustawy Prawo bankowe.
  • p (style="margin-top:6pt; margin-right:1.4pt; margin-bottom:6pt; text-align:justify; page-break-after:avoid; line-height:normal; font-size:10pt; background-color:#d9d9d9")
    • span (style="font-weight:bold; font-variant:small-caps; color:#00468c"): Informacja dotycząca komitetu audytu i finansów
  • p (style="margin-top:0pt; margin-right:1.45pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt")
    • span: W 2024 roku skład Komitetu Audytu i Finansów PKO Banku Hipotecznego SA był następujący:
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      • span (style="font-weight:bold"): Funkcja w Komitecie Audytu i Finansów
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      • span (style="font-weight:bold"): Data powołania
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      • span (style="font-weight:bold"): Data odwołania
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      • span (style="font-weight:bold"): /
      • p (style="margin-top:0pt; margin-right:8.5pt; margin-bottom:0pt; text-align:center; line-height:110%; font-size:9pt")
      • span (style="font-weight:bold"): rezygnacji
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        • span (style="font-weight:bold"): Członek niezależny
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        • span (style="font-size:6pt; font-weight:bold; vertical-align:super; color:#000000"): [24]
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        • span (style="font-weight:bold"): wiedza i umiejętności wz. rachunkowości lub badania sprawozdań finansowych
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        • span (style="font-weight:bold"): wiedza i umiejętności z zakresu bankowości
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      • span: Paweł Metrycki
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      • span: 07.10.2019
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      • span: 29.02.2024
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      • span: 28.05.2024
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      • span: Iwona Brzozowska-Poniedzielska
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      • span: Jakub Niesłuchowski
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      • span: Robert Ciborowski
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    • span: W 2024 roku odbyło się 6 posiedzeń Komitetu Audytu i Finansów.
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    • span (style="font-variant:small-caps; color:#00468c"): Polityka wynagrodzeń i zarządzania zasobami ludzkimi
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    • span (style="font-weight:bold; font-variant:small-caps; color:#00468c"): Zatrudnienie
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    • span: Według stanu na dzień 31 grudnia 2024 roku w PKO Banku Hipotecznym SA było zatrudnionych 59 osób. Oznacza to wzrost stanu zatrudnienia o 1 osobę w stosunku do końca 2023 roku.
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    • span (style="font-weight:bold; font-variant:small-caps; color:#00468c"): Polityka wynagradzania
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    • span: Podstawową regulacją wewnętrzną w zakresie polityki wynagradzania jest Polityka wynagradzania PKO Banku Hipotecznego SA zatwierdzona przez Radę Nadzorczą. Polityka określa:
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    • span (style="font-family:Symbol"): •
    • span (style="width:11.95pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces")
    • span: rolę poszczególnych struktur i organów w Banku we wdrożeniu i stosowaniu Polityki oraz identyfikację stanowisk Material Risk Takers (MRT),
  • p (style="margin:0pt 8.5pt 3pt 17.85pt; text-indent:-17.85pt; text-align:justify; line-height:normal; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:11.95pt")
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    • span (style="font-family:Symbol"): •
    • span (style="width:11.95pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces")
    • span: funkcjonowanie wynagrodzenia stałego i zmiennego członków Zarządu Banku, Material Risk Takers (MRT) oraz pracowników innych niż członkowie Zarządu i MRT,
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    • span (style="font-family:Symbol"): •
    • span (style="width:11.95pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces")
    • span: pozapłacowe świadczenia dostępne dla pracowników.
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    • span: Ponadto w Banku funkcjonuje Regulamin wynagradzania PKO Banku Hipotecznego SA wprowadzony Zarządzeniem Prezesa Zarządu. Zgodnie z
    • span
    • span: nim pracownikom Banku przysługują następujące składniki wynagrodzeń:
  • p (style="margin:0pt 8.5pt 3pt 14.2pt; text-indent:-14.2pt; text-align:justify; line-height:normal; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:8.3pt")
    • span (style="-aw-import:ignore")
    • span (style="font-family:Symbol"): •
    • span (style="width:8.3pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces")
    • span: wynagrodzenie zasadnicze,
  • p (style="margin:0pt 8.5pt 3pt 14.2pt; text-indent:-14.2pt; text-align:justify; line-height:normal; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:8.3pt")
    • span (style="-aw-import:ignore")
    • span (style="font-family:Symbol"): •
    • span (style="width:8.3pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces")
    • span: premie i nagrody za szczególne osiągnięcia w pracy zawodowej,
  • p (style="margin:0pt 8.5pt 6pt 14.2pt; text-indent:-14.2pt; text-align:justify; line-height:normal; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:8.3pt")
    • span (style="-aw-import:ignore")
    • span (style="font-family:Symbol"): •
    • span (style="width:8.3pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces")
    • span: dodatki za pracę w godzinach nadliczbowych oraz za pracę w porze nocnej.
  • p (style="margin-top:0pt; margin-right:8.5pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt")
    • span: Polityka wynagrodzeń w PKO Banku Hipotecznym SA jest
    • span
    • span: spójna z zasadami należytego i skutecznego zarządzania ryzykiem.
    • span (style="font-size:8pt")
  • p (style="margin-top:0pt; margin-right:8.5pt; margin-bottom:12pt; text-align:justify; line-height:normal; font-size:10pt")
    • span: W Banku nie funkcjonuje program akcji pracowniczych.
  • p (style="margin-top:6pt; margin-right:1.4pt; margin-bottom:6pt; text-align:justify; page-break-after:avoid; line-height:normal; font-size:10pt; background-color:#d9d9d9")
    • span (style="font-weight:bold; font-variant:small-caps; color:#00468c"): Wynagrodzenia Zasadnicze
  • p (style="margin-top:0pt; margin-right:8.5pt; margin-bottom:12pt; text-align:justify; line-height:normal; font-size:10pt")
    • span: Bank prowadzi neutralną pod względem płci politykę wynagradzania. Wynagrodzenie stałe jest kształtowane w odniesieniu do złożoności realizowanych zadań w danej strukturze organizacyjnej, poziomu odpowiedzialności związanego z danym stanowiskiem pracy, osiąganych wyników pracy oraz oceny kompetencji.
  • p (style="margin-top:6pt; margin-right:1.4pt; margin-bottom:6pt; text-align:justify; page-break-after:avoid; line-height:normal; font-size:10pt; background-color:#d9d9d9")
    • span (style="font-weight:bold; font-variant:small-caps; color:#00468c"): Wynagrodzenia Zmienne
  • p (style="margin-top:0pt; margin-right:8.45pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt")
    • span: Bank reguluje proces przyznawania wynagrodzeń zmiennych w Polityce wynagradzania PKO Banku Hipotecznego SA, Zasadach zatrudniania i wynagradzania członków Zarządu PKO Banku Hipotecznego SA, Zasadach wynagradzania pracowników, których działalność ma istotny wpływ na profil ryzyka PKO Banku Hipotecznego SA – Material Risk Takers oraz Zasadach premiowania pracowników Banku.
  • p (style="margin-top:0pt; margin-right:8.45pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt")
    • span: Nadawane cele mają zagwarantować uwzględnienie ryzyka związanego z prowadzoną przez Bank działalnością. Wszystkie cele wynikają z zatwierdzanych przez Zarząd Banku siatek celów, które są kaskadowane na pracowników poszczególnych struktur. MRT (Material Risk Takers) są dodatkowo odpowiedzialni za specjalne projekty mające na celu realizację strategii Banku.
  • p (style="margin-top:0pt; margin-right:8.45pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt")
    • span: MRT, jako osoby o szczególnym wpływie na poziom bezpieczeństwa i stabilny rozwój Banku, podlegają dodatkowym restrykcjom w obszarze wynagrodzeń. Zmienne składniki wynagrodzeń przyznawane są MRT, w tym Zarządowi, za dany okres premiowania (rok kalendarzowy) po rozliczeniu celów premiowych w formie nieodroczonej i odroczonej. Aby zapewnić trwałość wyników, możliwa jest redukcja odroczonych składników wynagrodzeń zmiennych w przypadku pogorszenia wyników finansowych lub innych zmiennych.
  • p (style="margin-top:0pt; margin-right:8.45pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt")
    • span: Dodatkowo każdy składnik jest w części wypłacany w formie instrumentu powiązanego z wartością księgową aktywów netto Banku. Wycena instrumentu jest dokonywana z uwzględnieniem sytuacji Banku i benchmarków rynkowych sektora finansowego.
  • p (style="margin-top:0pt; margin-right:8.5pt; margin-bottom:0pt; text-align:justify; line-height:normal; font-size:10pt")
    • span: W zakresie przyznawania i wypłaty składników wynagrodzenia zmiennego członkom Zarządu lub osobom na stanowiskach MRT stosuje się postanowienia w ograniczonym zakresie, o którym mowa w art. 9 ca ust.1b Prawa bankowego, to jest zmienne składniki wynagrodzenia wypłacane za dany okres premiowania nie podlegają odroczeniu i są wypłacane w całości w formie gotówkowej, w przypadku kumulatywnego spełnienia następujących warunków:
  • p (style="margin:0pt 8.5pt 0pt 17.85pt; text-indent:-17.85pt; text-align:justify; line-height:normal; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:'%0)'; -aw-list-number-styles:'decimal'; -aw-list-number-values:'1'; -aw-list-padding-sml:9.1pt")
    • span (style="-aw-import:ignore")
    • span: 1)
    • span (style="width:9.1pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces")
    • span: wartość bazowa wynagrodzenia zmiennego nie przekracza równowartości w złotych 50.000 euro wyliczonej według średniego kursu euro wyliczonej według średniego kursu euro ogłaszanego przez Narodowy Bank Polski, obowiązującego w ostatnim dniu roboczym poprzedniego roku;
  • p (style="margin:0pt 8.5pt 6pt 17.85pt; text-indent:-17.85pt; text-align:justify; line-height:normal; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:'%0)'; -aw-list-number-styles:'decimal'; -aw-list-number-values:'2'; -aw-list-padding-sml:9.1pt")
    • span (style="-aw-import:ignore")
    • span: 2)
    • span (style="width:9.1pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces")
    • span: wartość bazowa wynagrodzenia zmiennego nie przekracza jednej trzeciej całkowitego rocznego wynagrodzenia za dany okres premiowania.
  • p (style="margin-top:0pt; margin-right:8.45pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt")
    • span: Uprawnienia do zatwierdzania premii dla Zarządu posiadała Rada Nadzorcza, a dla MRT i pozostałych pracowników Zarząd Banku.
  • p (style="margin-top:0pt; margin-right:8.5pt; margin-bottom:12pt; text-align:justify; line-height:normal; font-size:10pt")
    • span: Niezależnie od systemu premiowania, w Banku funkcjonuje system nagradzania pracowników, w ramach którego tworzy się fundusz nagród z przeznaczeniem na indywidualne uznaniowe nagrody dla pracowników uzyskujących wyróżniające się wyniki w pracy zawodowej lub za osiągnięcia, w wyniku których uzyskano efekty ważne dla Banku.
  • p (style="margin-top:6pt; margin-right:1.4pt; margin-bottom:6pt; text-align:justify; page-break-after:avoid; line-height:normal; font-size:10pt; background-color:#d9d9d9")
    • span (style="font-weight:bold; font-variant:small-caps; color:#00468c"): świadczenia Pozapłacowe
  • table (cellpadding="0", cellspacing="0", style="width:497.25pt; -aw-border-insideh:0.5pt single #e4202c; border-collapse:collapse")
    • tr
    • td (style="width:115.1pt; border-top:2.25pt solid #e4202c; border-bottom:0.75pt solid #e4202c; padding-right:5.4pt; padding-left:5.4pt; vertical-align:top; -aw-border-bottom:0.5pt single")
      • p (style="margin-top:3pt; margin-right:1.4pt; margin-bottom:3pt; font-size:10pt")
      • span (style="font-weight:bold; font-variant:small-caps; color:#00468c"): Dodatkowa Opieka medyczna
    • td (style="width:360.55pt; border-top:2.25pt solid #e4202c; border-bottom:0.75pt solid #e4202c; padding-right:5.4pt; padding-left:5.4pt; vertical-align:top; -aw-border-bottom:0.5pt single")
      • p (style="margin-top:3pt; margin-right:8.5pt; margin-bottom:3pt; text-align:justify; font-size:10pt")
      • span: Bank zapewnia pracownikom dodatkową, oprócz świadczeń medycyny pracy (wynikających z przepisów Kodeksu pracy), opiekę medyczną, która przysługuje pracownikom według zróżnicowanych pakietów świadczeń, dedykowanych określonym grupom stanowisk pracy.
    • tr
    • td (style="width:115.1pt; border-top:0.75pt solid #e4202c; border-bottom:0.75pt solid #e4202c; padding-right:5.4pt; padding-left:5.4pt; vertical-align:top; -aw-border-bottom:0.5pt single; -aw-border-top:0.5pt single")
      • p (style="margin-top:3pt; margin-right:1.4pt; margin-bottom:3pt; font-size:10pt")
      • span (style="font-weight:bold; font-variant:small-caps; color:#00468c"): Ubezpieczenie Grupowe
    • td (style="width:360.55pt; border-top:0.75pt solid #e4202c; border-bottom:0.75pt solid #e4202c; padding-right:5.4pt; padding-left:5.4pt; vertical-align:top; -aw-border-bottom:0.5pt single; -aw-border-top:0.5pt single")
      • p (style="margin-top:3pt; margin-right:8.5pt; margin-bottom:3pt; text-align:justify; font-size:10pt")
      • span: Osoby zatrudnione w Banku oraz członkowie Zarządu Banku mają możliwość przystąpienia do grupowego ubezpieczenia za odpłatnością ponoszoną przez pracowników za pośrednictwem Banku.
    • tr
    • td (style="width:115.1pt; border-top:0.75pt solid #e4202c; border-bottom:0.75pt solid #e4202c; padding-right:5.4pt; padding-left:5.4pt; vertical-align:top; -aw-border-bottom:0.5pt single; -aw-border-top:0.5pt single")
      • p (style="margin-top:3pt; margin-right:1.4pt; margin-bottom:3pt; font-size:10pt")
      • span (style="font-weight:bold; font-variant:small-caps; color:#00468c"): System kafeteryjny MyBenefit
    • td (style="width:360.55pt; border-top:0.75pt solid #e4202c; border-bottom:0.75pt solid #e4202c; padding-right:5.4pt; padding-left:5.4pt; vertical-align:top; -aw-border-bottom:0.5pt single; -aw-border-top:0.5pt single")
      • p (style="margin-top:3pt; margin-right:8.5pt; margin-bottom:3pt; text-align:justify; font-size:10pt")
      • span: W ramach systemu każdy pracownik Banku za pośrednictwem platformy internetowej ma możliwość samodzielnego dysponowania przyznanymi mu środkami z Zakładowego Funduszu Świadczeń Socjalnych.
    • tr (style="height:27.25pt")
    • td (style="width:115.1pt; border-top:0.75pt solid #e4202c; border-bottom:1pt solid #e4202c; padding-right:5.4pt; padding-left:5.4pt; vertical-align:top; -aw-border-top:0.5pt single")
      • p (style="margin-top:3pt; margin-right:1.4pt; margin-bottom:3pt; font-size:10pt")
      • span (style="font-weight:bold; font-variant:small-caps; color:#00468c"): Karta Multisport Plus
    • td (style="width:360.55pt; border-top:0.75pt solid #e4202c; border-bottom:1pt solid #e4202c; padding-right:5.4pt; padding-left:5.4pt; vertical-align:middle; -aw-border-top:0.5pt single")
      • p (style="margin-top:3pt; margin-bottom:3pt; text-align:justify; font-size:10pt")
      • span: Każdy pracownik Banku za pośrednictwem platformy internetowej ma możliwość zamówienia karty Multisport Plus, która jest opłacana przez pracodawcę.
    • tr (style="height:27.25pt")
    • td (style="width:115.1pt; border-top:0.75pt solid #e4202c; border-bottom:1pt solid #e4202c; padding-right:5.4pt; padding-left:5.4pt; vertical-align:top; -aw-border-top:0.5pt single")
      • p (style="margin-top:3pt; margin-right:1.4pt; margin-bottom:3pt; font-size:10pt")
      • span (style="font-weight:bold; font-variant:small-caps; color:#00468c"): Pracowniczy Program Emertytalny (PPE)
    • td (style="width:360.55pt; border-top:0.75pt solid #e4202c; border-bottom:1pt solid #e4202c; padding-right:5.4pt; padding-left:5.4pt; vertical-align:middle; -aw-border-top:0.5pt single")
      • p (style="margin-top:3pt; margin-bottom:3pt; text-align:justify; font-size:10pt")
      • span: Pracownicy mają możliwość przystąpienia do pracowniczego programu emerytalnego, w ramach którego składka podstawowa w całości finansowana jest przez pracodawcę.
    • tr (style="height:27.25pt")
    • td (style="width:115.1pt; border-top:1pt solid #e4202c; border-bottom:0.75pt solid #e4202c; padding-right:5.4pt; padding-left:5.4pt; vertical-align:top; -aw-border-bottom:0.5pt single")
      • p (style="margin-top:3pt; margin-right:1.4pt; margin-bottom:3pt; font-size:10pt")
      • span (style="font-weight:bold; font-variant:small-caps; color:#00468c"): Platforma strefa kursów
    • td (style="width:360.55pt; border-top:1pt solid #e4202c; border-bottom:0.75pt solid #e4202c; padding-right:5.4pt; padding-left:5.4pt; vertical-align:middle; -aw-border-bottom:0.5pt single")
      • p (style="margin-top:3pt; margin-bottom:3pt; text-align:justify; font-size:10pt")
      • span: Pracownicy mają możliwość korzystania z platformy strefa kursów, na której są dostępne szkolenia z wielu kategorii m.in. programowanie, tworzenie stron internetowych, grafika komputerowa, obsługa programów biurowych (MS Office, Google), psychologia, graficzno-fotograficzne, kompetencje managerskie itd.
  • p (style="margin-top:12pt; margin-right:1.4pt; margin-bottom:6pt; text-align:justify; page-break-after:avoid; line-height:normal; font-size:10pt; background-color:#d9d9d9")
    • span (style="font-weight:bold; font-variant:small-caps; color:#00468c"): Zasady wynagradzania członków Zarządu Banku
  • p (style="margin-top:6pt; margin-right:8.5pt; margin-bottom:3pt; text-align:justify; line-height:normal; font-size:10pt")
    • span: 30 października 2024 roku Uchwałą nr 65/2024 Rada Nadzorcza Banku określiła Zasady zatrudniania i wynagradzania członków Zarządu Banku. Na ich podstawie członkom Zarządu Banku przysługują:
  • p (style="margin:0pt 8.5pt 3pt 14.2pt; text-indent:-14.2pt; text-align:justify; line-height:normal; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:8.3pt")
    • span (style="-aw-import:ignore")
    • span (style="font-family:Symbol"): •
    • span (style="width:8.3pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces")
    • span: wynagrodzenia stałe w wysokości określonej w uchwale Rady Nadzorczej odrębnie dla każdego z członków Zarządu,
  • p (style="margin:0pt 8.5pt 6pt 14.2pt; text-indent:-14.2pt; text-align:justify; line-height:normal; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:8.3pt")
    • span (style="-aw-import:ignore")
    • span (style="font-family:Symbol"): •
    • span (style="width:8.3pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces")
    • span: wynagrodzenia zmienne – wynagrodzenie dodatkowe przyznawane i wypłacane po zakończeniu okresu premiowania w szczególności z tytułu: premii, nagród za szczególne osiągnięcia w pracy, odpraw związanych z rozwiązaniem umowy o świadczenie usług (z wyłączeniem wynagrodzenia stałego i świadczeń przyznawanych na podstawie obowiązujących przepisów prawa).
  • p (style="margin-top:0pt; margin-right:8.5pt; margin-bottom:12pt; text-align:justify; line-height:normal; font-size:10pt")
    • span: Informacja na temat składników wynagrodzeń i innych świadczeń na rzecz członków Zarządu Banku w okresie sprawozdawczym została zamieszczona w rozdziale 6.7.
  • p (style="margin-top:6pt; margin-right:1.4pt; margin-bottom:6pt; text-align:justify; page-break-after:avoid; line-height:normal; font-size:10pt; background-color:#d9d9d9")
    • span (style="font-weight:bold; font-variant:small-caps; color:#00468c"): Zmienne składniki wynagrodzeń członków Zarządu i kluczowych menedżerów o wysokim wpływie na profil ryzyka banku (Material Risk Takers - MRT)
  • p (style="margin-top:0pt; margin-right:8.5pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt")
    • span: Zgodnie z wymogami dyrektywy CRD, Rozporządzenia delegowanego Komisji Europejskiej (UE) nr 2021/923 (z późn. zmianami) uzupełniającego dyrektywę Parlamentu Europejskiego i Rady Europy nr 2013/36/UE w odniesieniu do regulacyjnych standardów technicznych określających kryteria służące ustaleniu obowiązków kierowniczych, funkcji kontrolnych, istotnych jednostek gospodarczych i znacznego wpływu na profil ryzyka istotnej jednostki gospodarczej oraz określające kryteria służące ustaleniu pracowników lub kategorii pracowników, których działalność zawodowa wpływa na profil ryzyka tych instytucji w sposób porównywalnie tak istotny jak w przypadku pracowników lub kategorii pracowników, o których mowa w art. 92 ust. 3 tej dyrektywy, a także w związku z Rozporządzeniem Ministra Finansów, Funduszy i Polityki Regionalnej z dnia 8 czerwca 2021 roku w sprawie systemu zarządzania ryzykiem i systemu kontroli wewnętrznej oraz polityki wynagrodzeń w bankach, w Banku obowiązują następujące regulacje określające zasady ustalania zmiennych składników wynagrodzeń:
  • p (style="margin:0pt 8.5pt 3pt 14.2pt; text-indent:-14.2pt; text-align:justify; line-height:normal; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:8.3pt")
    • span (style="-aw-import:ignore")
    • span (style="font-family:Symbol"): •
    • span (style="width:8.3pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces")
    • span: Zasady zatrudniania i wynagradzania członków Zarządu Banku, przyjęte Uchwałą Rady Nadzorczej,
  • p (style="margin:0pt 8.5pt 3pt 14.2pt; text-indent:-14.2pt; text-align:justify; line-height:normal; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:8.3pt")
    • span (style="-aw-import:ignore")
    • span (style="font-family:Symbol"): •
    • span (style="width:8.3pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces")
    • span: Zasady wynagradzania pracowników, których działalność ma istotny wpływ na profil ryzyka Banku (MRT),
  • p (style="margin:0pt 8.5pt 3pt 14.2pt; text-indent:-14.2pt; text-align:justify; line-height:normal; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:8.3pt")
    • span (style="-aw-import:ignore")
    • span (style="font-family:Symbol"): •
    • span (style="width:8.3pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces")
    • span: Wykaz stanowisk pracowników, których działalność zawodowa ma istotny wpływ na profil ryzyka instytucji oraz identyfikacji kluczowych funkcji w Banku (Wykaz MRT).
  • p (style="margin-top:6pt; margin-right:8.5pt; margin-bottom:3pt; text-align:justify; line-height:normal; font-size:10pt")
    • span: Zasadami polityki zmiennych składników wynagrodzeń dla członków Zarządu oraz MRT na 31 grudnia 2024 roku objętych było 3 członków Zarządu, 4 byłych członków Zarządu oraz 13 stanowisk ujętych w Wykazie MRT.
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    • span: Podstawą przyznania zmiennych składników wynagrodzeń jest realizacja celów premiowych nadawanych w
    • span
    • span: ramach systemu Zarządzania przez Cele (MbO).
  • p (style="margin-top:6pt; margin-right:8.5pt; margin-bottom:3pt; text-align:justify; line-height:normal; font-size:10pt")
    • span: Wynagrodzenie zmienne jest przyznawane i wypłacane w formie:
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    • span (style="font-family:Symbol"): •
    • span (style="width:8.3pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces")
    • span: nieodroczonej,
  • p (style="margin:0pt 8.5pt 6pt 14.2pt; text-indent:-14.2pt; text-align:justify; line-height:normal; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:8.3pt")
    • span (style="-aw-import:ignore")
    • span (style="font-family:Symbol"): •
    • span (style="width:8.3pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces")
    • span: odroczonej.
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    • span: W 2024 roku zostały wypłacone zmienne składniki wynagrodzeń na podstawie uchwał podjętych we wcześniejszych okresach. W odniesieniu do wynagrodzenia zmiennego członków Zarządu i kluczowych menedżerów za rok 2020, postanowiono ograniczyć wysokość środków tego wynagrodzenia w związku z utrzymywaniem się stanu epidemii COVID-19 na obszarze kraju, w szczególności czasowym utrzymaniem nadzwyczajnych ograniczeń administracyjnych dotyczących działalności gospodarczej oraz możliwymi konsekwencjami gospodarczymi tego stanu i ich spodziewanym wpływem na sektor finansowy, a także mając na uwadze komunikat Europejskiego Urzędu Nadzoru Bankowego z dnia 15 grudnia 2020 roku oraz stanowisko Urzędu Komisji Nadzoru Finansowego z dnia 17 kwietnia 2020 roku dotyczące oczekiwanych działań banków w zakresie zmiennych składników wynagrodzenia.
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    • span: Zarówno wynagrodzenie nieodroczone, jak i odroczone, jest przyznawane w formie gotówkowej oraz w formie instrumentu (tj. akcji fantomowych), których przeliczenie na gotówkę jest dokonywane po okresie premiowania , a w przypadku wynagrodzenia odroczonego – po okresie odroczenia.
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    • span: Każdy z naliczonych składników wynagrodzenia zmiennego może zostać obniżony w następstwie:
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    • span (style="font-family:Symbol"): •
    • span (style="width:8.3pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces")
    • span: istotnego naruszenia obowiązków wynikających z umowy o pracę lub umowy o świadczenie usług,
  • p (style="margin:0pt 8.5pt 3pt 14.2pt; text-indent:-14.2pt; text-align:justify; line-height:normal; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:8.3pt")
    • span (style="-aw-import:ignore")
    • span (style="font-family:Symbol"): •
    • span (style="width:8.3pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces")
    • span: nieprawidłowego wykonywania wyznaczonych zadań,
  • p (style="margin:0pt 8.5pt 3pt 14.2pt; text-indent:-14.2pt; text-align:justify; line-height:normal; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:8.3pt")
    • span (style="-aw-import:ignore")
    • span (style="font-family:Symbol"): •
    • span (style="width:8.3pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces")
    • span: istotnych uchybień w przestrzeganiu przepisów prawa lub standardów obsługi klienta,
  • p (style="margin:0pt 8.5pt 3pt 14.2pt; text-indent:-14.2pt; text-align:justify; line-height:normal; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:8.3pt")
    • span (style="-aw-import:ignore")
    • span (style="font-family:Symbol"): •
    • span (style="width:8.3pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces")
    • span: istotnych zachowań w stosunku do innych pracowników i współpracowników naruszających zasady współżycia społecznego.
  • p (style="margin-top:0pt; margin-right:8.5pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt")
    • span: W przypadku członków Zarządu warunkiem przyznania i uruchomienia wypłat wynagrodzeń zmiennych jest zatwierdzenie sprawozdania Zarządu z działalności Banku i sprawozdania finansowego za ubiegły rok obrotowy oraz udzielenie członkowi Zarządu absolutorium z wykonania przez niego obowiązków. Wynagrodzenie zmienne może być przez Radę Nadzorczą obniżone, aż do całkowitego pozbawienia prawa do tego wynagrodzenia, w przypadku gdy do dnia wypłaty (w szczególności w okresie trzech ostatnich lat) Członek Zarządu dopuścił się naruszeń, nieprawidłowości oraz uchybień, o których mowa powyżej.
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    • span: Członkowi Zarządu przysługuje odprawa związana z rozwiązaniem umowy o świadczenie usług w związku z zaprzestaniem pełnienie funkcji członka Zarządu, w wysokości trzykrotności części stałej wynagrodzenia pod warunkiem pełnienia funkcji członka Zarządu przez okres co najmniej dwunastu miesięcy przed rozwiązaniem tej umowy, przy czym do okresu pełnienia funkcji zalicza się okres nieprzerwanego pełnienia funkcji w Zarządzie przypadający bezpośrednio przed dniem zawarcia Umowy o świadczenie usług zarządzania. Członkowi Zarządu przysługuje przez okres do sześciu miesięcy po ustaniu pełnienia funkcji Członka Zarządu i rozwiązaniu umowy o świadczenie usług, odszkodowanie z tytułu zakazu konkurencji, w wysokości 100% wynagrodzenia stałego wynikającego z umowy o świadczenie usług według stanu na dzień jej rozwiązania. Członkowi zarządu przysługuje w okresie pełnienia funkcji członka Zarządu prawo do składek odprowadzanych na Pracowniczy Program Emerytalny naliczanych od składników stałych i zmiennych wynagrodzenia, nie wliczanych do wynagrodzenia stałego oraz zmiennego; wysokość składek jest analogiczna jak dla pracowników Banku.
  • p (style="margin-top:0pt; margin-right:8.5pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt")
    • span: W PKO Banku Hipotecznym SA żaden Członek Zarządu ani nikt z pracowników nie otrzymał w 2024 roku łącznego wynagrodzenia w wysokości co najmniej 1 mln EUR.
  • p (style="margin-top:0pt; margin-right:8.5pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt")
    • span: Polityka zmiennych składników wynagrodzeń członków Zarządu i kluczowych menedżerów o wysokim wpływie na profil ryzyka Banku podlega corocznemu przeglądowi Biura Audytu Wewnętrznego, Komitetu ds. Wynagrodzeń i Nominacji Rady Nadzorczej Banku oraz Rady Nadzorczej PKO Banku Hipotecznego SA.
  • p (style="margin-top:0pt; margin-right:8.5pt; margin-bottom:12pt; text-align:justify; line-height:normal; font-size:10pt")
    • span: W okresie sprawozdawczym odbyło się 5 posiedzeń Komitetu ds. Wynagrodzeń i Nominacji Rady Nadzorczej PKO Banku Hipotecznego SA.
  • p (style="margin-top:6pt; margin-right:1.4pt; margin-bottom:6pt; text-align:justify; page-break-after:avoid; line-height:normal; font-size:10pt; background-color:#d9d9d9")
    • span (style="font-weight:bold; font-variant:small-caps; color:#00468c"): Umowy zawarte między Bankiem a osobami zarządzającymi
  • p (style="margin-top:6pt; margin-right:8.55pt; margin-bottom:3pt; text-align:justify; line-height:normal; font-size:10pt")
    • span: W rozumieniu przepisów § 2 ust. 1 pkt. 30 lit. a rozporządzenia Ministra Finansów z 29 marca 2018 roku w sprawie informacji bieżących i okresowych przekazywanych przez emitentów papierów wartościowych oraz warunków uznawania za równoważne informacji wymaganych przepisami prawa państwa niebędącego państwem członkowskim osobami zarządzającymi Bankiem są członkowie Zarządu.
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    • span: W 2024 roku każdy z członków Zarządu Banku pełnił swoją funkcję na podstawie zawartych z Bankiem umów o świadczenie usług, które określają m.in. warunki wynagradzania i zakazu konkurencji.
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    • span (style="font-variant:small-caps; color:#00468c"): 6.7.
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    • a (id="_Toc188971804")
    • a (id="_Toc188973196")
    • a (id="_Toc188973348")
    • a (id="_Toc188973871")
    • a (id="_Toc191981942")
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    • span (style="-aw-bookmark-end:_Toc188973196")
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    • span (style="-aw-bookmark-end:_Toc188973871")
    • span (style="font-variant:small-caps; color:#00468c"): Świadczenia dla kluczowego personelu kierowniczego PKO Banku Hipotecznego SA
  • p (style="margin-top:6pt; margin-right:1.4pt; margin-bottom:6pt; text-align:justify; page-break-after:avoid; line-height:normal; font-size:10pt; background-color:#d9d9d9")
    • span (style="font-weight:bold; font-variant:small-caps; color:#00468c"): Świadczenia dla członków Rady Nadzorczej
  • p (style="margin-top:6pt; margin-right:8.5pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt")
    • span: Zgodnie z Uchwałą Nadzwyczajnego Walnego Zgromadzenia Banku z dnia 31 października 2024 roku członkom Rady Nadzorczej przysługuje, z wyłączeniem członków Rady Nadzorczej zatrudnionych w PKO Banku Polskim SA lub spółce Grupy Kapitałowej PKO Banku Polskiego SA lub otrzymujących, po zakończeniu tego zatrudnienia, odszkodowania z tytułu zakazu konkurencji ze strony PKO Banku Polskiego SA lub spółki Grupy Kapitałowej PKO Banku Polskiego SA, miesięczne wynagrodzenie z tytułu pełnienia funkcji członka Rady Nadzorczej w wysokości stanowiącej równowartość jednokrotności podstawy wymiaru, o której mowa w art. 1 ust. 3 pkt 11 ustawy z dnia 9 czerwca 2016 roku o zasadach kształtowania wynagrodzeń osób kierujących niektórymi spółkami. Wynagrodzenie zostaje podwyższone o 10% w przypadku gdy
    • span (style="-aw-import:spaces")
    • span: Członek Rady Nadzorczej uczestniczy w co najmniej jednym stałym komitecie Rady Nadzorczej.
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      • span (style="font-weight:bold"): Świadczenia dla niezależnych członków Rady Nadzorczej (tys. PLN)
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      • span (style="font-weight:bold"): 01.01.2024 – 31.12.2024
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      • span (style="font-weight:bold"): 01.01.2023– 31.12.2023
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      • span: Tomasz Baum
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      • span: Iwona Brzozowska-Poniedzielska
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      • span: -
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      • span: Robert Ciborowski
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      • span: Elżbieta Bugaj
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      • span: Mieczysław Król
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      • span: Jadwiga Lesisz
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      • span: 91
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      • span (style="font-weight:bold"): Razem
      • span (style="font-size:6pt; font-weight:bold; vertical-align:super"): *
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      • span (style="font-weight:bold"): 198
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    • span: *Świadczenia brutto bez narzutów.
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    • span (style="font-weight:bold; font-variant:small-caps; color:#00468c"): Świadczenia dla członków Zarządu otrzymane, należne oraz potencjalnie należne
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      • span (style="font-weight:bold"): ŚWIADCZENIA DLA CZŁONKÓW ZARZĄDU
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      • span: (tys. PLN)
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      • p (style="margin-top:0pt; margin-bottom:0pt; text-align:center; font-size:7pt")
      • span (style="font-weight:bold"): 01.01.2024 - 31.12.2024
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      • span (style="font-weight:bold"): Krótkoterminowe świadczenie
      • br
      • span (style="font-weight:bold"): pracownicze
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      • p (style="margin-top:0pt; margin-bottom:0pt; text-align:center; font-size:7pt")
      • span (style="font-weight:bold"): Pozostałe świadczenie długoterminowe – zmienne wynagrodzenie w formie gotówkowej
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      • span (style="font-weight:bold"): Płatności na bazie akcji rozliczanych
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      • span (style="font-weight:bold"): w środkach pieniężnych
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      • span (style="font-weight:bold"): Wynagrodzenie 01.01.2024-31.12.2024
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      • span (style="font-weight:bold"): Inne otrzymane 01.01.2024-31.12.2024
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      • span (style="font-weight:bold"): Otrzymane
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      • span (style="font-weight:bold"): 01.01.2024-31.12.2024
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      • span (style="font-weight:bold"): Potencjalnie należne na
      • span (style="font-weight:bold; -aw-import:spaces")
      • span (style="font-weight:bold"): 31.12.2024
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      • span (style="font-weight:bold"): Otrzymane 01.01.2024-31.12.2024
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      • span (style="font-weight:bold"): Potencjalnie należne na 31.12.2024
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      • span (style="font-family:'PKO Bank Polski Rg'"): Wojciech Papierak
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      • span (style="font-family:'PKO Bank Polski Rg'"): Piotr Kochanek
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      • span (style="font-family:'PKO Bank Polski Rg'"): Stanisław Skoczylas
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      • span (style="font-family:'PKO Bank Polski Rg'"): Członkowie Zarządu, którzy nie pełnili swoich funkcji w 2024 roku
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      • span: 0
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      • p (style="margin-top:0pt; margin-bottom:0pt; font-size:7pt")
      • span (style="font-family:'PKO Bank Polski Bd'; font-weight:bold"): Razem świadczenia dla Zarządu
      • span (style="font-family:'PKO Bank Polski Bd'; font-size:4.67pt; font-weight:bold; vertical-align:super"): *
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      • p (style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:7pt")
      • span (style="font-family:'PKO Bank Polski Bd'; font-weight:bold"): 1709,5
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      • p (style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:7pt")
      • span (style="font-family:'PKO Bank Polski Bd'; font-weight:bold"): -
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      • span: 577,0
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      • span: 274,5
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      • span: 179,8
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      • span: 455,7
  • p (style="margin-top:3pt; margin-bottom:3pt; text-align:justify; line-height:normal")
    • span: *Świadczenia brutto bez narzutów.
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      • p (style="margin-top:0pt; margin-bottom:0pt; font-size:7pt")
      • span (style="font-weight:bold"): ŚWIADCZENIA DLA CZŁONKÓW ZARZĄDU
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      • span: (tys. PLN)
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      • p (style="margin-top:0pt; margin-bottom:0pt; text-align:center; font-size:7pt")
      • span (style="font-weight:bold"): 01.01.2023 - 31.12.2023
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      • p (style="margin-top:0pt; margin-bottom:0pt; text-align:center; font-size:7pt")
      • span (style="font-weight:bold"): Krótkoterminowe świadczenie
      • br
      • span (style="font-weight:bold"): pracownicze
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      • p (style="margin-top:0pt; margin-bottom:0pt; text-align:center; font-size:7pt")
      • span (style="font-weight:bold"): Pozostałe świadczenie długoterminowe – zmienne wynagrodzenie w formie gotówkowej
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        • span (style="font-size:4.67pt; font-weight:bold; vertical-align:super; color:#000000"): [27]
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      • p (style="margin-top:0pt; margin-bottom:0pt; text-align:center; font-size:7pt")
      • span (style="font-weight:bold"): Płatności na bazie akcji rozliczanych
      • br
      • span (style="font-weight:bold"): w środkach pieniężnych
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      • p (style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:7pt")
      • span (style="font-weight:bold"): Wynagrodzenie 01.01.2023-31.12.2023
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        • span (style="font-size:4.67pt; font-weight:bold; vertical-align:super; color:#000000"): [28]
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      • p (style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:7pt")
      • span (style="font-weight:bold"): Inne otrzymane 01.01.2023-31.12.2023
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      • span (style="font-weight:bold"): Otrzymane
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      • span (style="font-weight:bold"): 01.01.2023-31.12.2023
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      • p (style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:7pt")
      • span (style="font-weight:bold"): Potencjalnie należne na
      • span (style="font-weight:bold; -aw-import:spaces")
      • span (style="font-weight:bold"): 31.12.2023
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      • p (style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:7pt")
      • span (style="font-weight:bold"): Otrzymane 01.01.2023-31.12.2023
      • span (style="font-weight:bold")
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      • p (style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:7pt")
      • span (style="font-weight:bold"): Potencjalnie należne na 31.12.2023
      • span (style="font-weight:bold")
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      • p (style="margin-top:0pt; margin-bottom:0pt; text-align:center; font-size:7pt")
      • span (style="font-family:'PKO Bank Polski Rg'"): Katarzyna Kurkowska-Szczechowicz
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      • span: 596,4
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      • span: -
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      • p (style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:7pt")
      • span: -
    • tr (style="height:14.15pt")
    • td (style="width:17.8%; border-right:0.75pt solid #e6e6e6; border-bottom:0.75pt solid #ffffff; padding-right:3.12pt; padding-left:3.5pt; vertical-align:middle; background-color:#d9d9d9; -aw-border-bottom:0.5pt single; -aw-border-right:0.5pt single")
      • p (style="margin-top:0pt; margin-bottom:0pt; text-align:center; font-size:7pt")
      • span (style="font-family:'PKO Bank Polski Rg'"): Piotr Jaworski
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      • span: 210,0
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      • p (style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:7pt")
      • span: -
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      • span: -
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      • p (style="margin-top:0pt; margin-bottom:0pt; text-align:center; font-size:7pt")
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      • span (style="font-family:'PKO Bank Polski Rg'"): Członkowie Zarządu, którzy nie pełnili swoich funkcji w 2023 roku
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      • span (style="font-family:'PKO Bank Polski Bd'; font-weight:bold"): Razem świadczenia dla Zarządu*
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      • span (style="font-family:'PKO Bank Polski Bd'; font-weight:bold"): 1978,7
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      • span: 119,9
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      • span: 436,1
  • p (style="margin-top:3pt; margin-bottom:6pt; text-align:justify; line-height:normal")
    • span: *Świadczenia brutto bez narzutów.
  • p (style="margin-top:0pt; margin-right:1.4pt; margin-bottom:6pt; text-align:justify; page-break-after:avoid; line-height:normal; font-size:10pt; background-color:#d9d9d9")
    • span (style="font-weight:bold; font-variant:small-caps; color:#00468c"): Świadczenia po okresie umowy o świadczenie usług
  • p (style="margin-top:0pt; margin-right:8.5pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt")
    • span: W 2024 roku wypłacono świadczenie po okresie zatrudnienia z tytułu zakazu konkurencji:
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    • span (style="font-family:Symbol"): •
    • span (style="width:12.1pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces")
    • span: Piotrowi Jaworskiemu w wysokości 130 tys. PLN.
  • p (style="margin:0pt 8.5pt 6pt 36pt; text-indent:-18pt; text-align:justify; line-height:normal; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:12.1pt")
    • span (style="-aw-import:ignore")
    • span (style="font-family:Symbol"): •
    • span (style="width:12.1pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces")
    • span: Stanisławowi Skoczylasowi w wysokości 210 tys. PLN,
  • p (style="margin:0pt 8.5pt 6pt 36pt; text-indent:-18pt; text-align:justify; line-height:normal; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:12.1pt")
    • span (style="-aw-import:ignore")
    • span (style="font-family:Symbol"): •
    • span (style="width:12.1pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces")
    • span: Katarzynie Surdy w
    • span
    • span: wysokości 105 tys. PLN.
  • p (style="margin-top:6pt; margin-right:1.4pt; margin-bottom:6pt; text-align:justify; page-break-after:avoid; line-height:normal; font-size:10pt; background-color:#d9d9d9")
    • span (style="font-weight:bold; font-variant:small-caps; color:#00468c"): Świadczenia z tytułu rozwiązania umowy o świadczenie usług
  • p (style="margin-top:0pt; margin-right:8.5pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt")
    • span: W okresie od 1 stycznia do 31 grudnia 2024 roku wypłacono świadczenie z tytułu rozwiązania umowy o świadczenie usług:
  • p (style="margin:3pt 8.5pt 6pt 36pt; text-indent:-18pt; text-align:justify; line-height:normal; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:12.1pt")
    • span (style="-aw-import:ignore")
    • span (style="font-family:Symbol"): •
    • span (style="width:12.1pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces")
    • span: Piotrowi Jaworskiemu w wysokości 105 tys. PLN,
  • p (style="margin:3pt 8.5pt 6pt 36pt; text-indent:-18pt; text-align:justify; line-height:normal; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:12.1pt")
    • span (style="-aw-import:ignore")
    • span (style="font-family:Symbol"): •
    • span (style="width:12.1pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces")
    • span: Stanisławowi Skoczylasowi w wysokości 105 tys. PLN,
  • p (style="margin:3pt 8.5pt 6pt 36pt; text-indent:-18pt; text-align:justify; line-height:normal; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:12.1pt")
    • span (style="-aw-import:ignore")
    • span (style="font-family:Symbol"): •
    • span (style="width:12.1pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces")
    • span: Agnieszce Krawczyk w wysokości 11,2 tys. PLN.
  • h2 (style="margin-top:18pt; margin-bottom:12pt; text-align:justify; page-break-inside:avoid; page-break-after:avoid; line-height:normal; font-size:16pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:'%0.'; -aw-list-number-styles:'decimal'; -aw-list-number-values:'7'; -aw-list-padding-sml:37.26pt")
    • span (style="-aw-import:ignore")
    • span (style="color:#004c8c"): 7.
    • span (style="width:37.26pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces")
    • a (id="_Toc191981943")
    • span (style="font-variant:small-caps; color:#00468c"): Ład korporacyjny i informacje dla inwestorów
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    • span: Oświadczenie o stosowaniu ładu korporacyjnego
    • p (style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:normal; padding-right:4pt; padding-left:4pt; font-size:9pt")
    • span: Firma audytorska
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    • span: Pozostałe informacje
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    • span (style="font-variant:small-caps; color:#00468c"): 7.1.
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    • a (id="_Toc191981944")
    • span (style="font-variant:small-caps; color:#00468c"): Oświadczenie o stosowaniu ładu korporacyjnego
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    • span: Ogólne zasady ładu korporacyjnego w Banku czyli regulacje wewnętrzne w zakresie zarządzania Bankiem i kontrolowania jego działalności wynikają z powszechnie obowiązujących przepisów prawa, w szczególności Kodeksu spółek handlowych i ustawy Prawo bankowe oraz zasad wydanych przez Komisję Nadzoru Finansowego tj. Zasad Ładu Korporacyjnego dla instytucji nadzorowanych oraz Rekomendacji Z dotyczącej zasad ładu wewnętrznego w bankach.
  • p (style="margin-top:6pt; margin-right:8.55pt; margin-bottom:0pt; text-align:justify; line-height:normal; font-size:10pt")
    • span: Bank przyjął do stosowania Zasady ładu korporacyjnego dla instytucji nadzorowanych wydane przez Komisję Nadzoru Finansowego na podstawie decyzji organów Banku:
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    • span: Bank przyjął do stosowania Zasady ładu korporacyjnego dla instytucji nadzorowanych wydane przez Komisję Nadzoru Finansowego na podstawie decyzji organów Banku:
  • p (style="margin:0pt 8.55pt 3pt 14.2pt; text-indent:-14.2pt; text-align:justify; line-height:normal; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:8.3pt")
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    • span (style="width:8.3pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces")
    • span: Uchwały Zarządu Banku z dnia 15 grudnia 2014 roku – w zakresie dotyczącym kompetencji i obowiązków Zarządu, tj. prowadzenia spraw Banku i jego reprezentacji, zgodnie z powszechnie obowiązującymi przepisami prawa oraz statutem Banku,
  • p (style="margin:0pt 8.55pt 3pt 14.2pt; text-indent:-14.2pt; text-align:justify; line-height:normal; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:8.3pt")
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    • span: Uchwały Rady Nadzorczej z dnia 18 grudnia 2014 roku - w zakresie dotyczącym kompetencji i obowiązków Rady Nadzorczej, tj. nadzorowania prowadzenia spraw Banku zgodnie z powszechnie obowiązującymi przepisami prawa oraz statutem Banku,
  • p (style="margin:0pt 8.55pt 3pt 14.2pt; text-indent:-14.2pt; text-align:justify; line-height:normal; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:8.3pt")
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    • span: Uchwały Walnego Zgromadzenia z dnia 22 grudnia 2015 roku – w zakresie kompetencji przysługujących Walnemu Zgromadzeniu.
  • p (style="margin-top:6pt; margin-right:8.55pt; margin-bottom:3pt; text-align:justify; line-height:normal; font-size:10pt")
    • span: Na podstawie i w zakresie wynikającym z ww. decyzji Bank wyłączył ze stosowania następujące postanowienia Zasad ładu korporacyjnego dla instytucji nadzorowanych:
  • p (style="margin:0pt 8.55pt 3pt 14.2pt; text-indent:-14.2pt; text-align:justify; line-height:normal; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:8.3pt")
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    • span: postanowienia odnoszące się do zasad współdziałania oraz uprawnień wielu udziałowców (§ 8 ust. 4, § 9 ust. 1 i ust. 6, § 10 ust. 3, § 11 ust. 3 oraz § 31 ust. 3), które nie są stosowane ze względu na fakt posiadania przez Bank jednego akcjonariusza,
  • p (style="margin:0pt 8.55pt 3pt 14.2pt; text-indent:-14.2pt; text-align:justify; line-height:normal; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:8.3pt")
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    • span (style="font-family:Symbol"): •
    • span (style="width:8.3pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces")
    • span: rozdział 9, dotyczący zarządzania aktywami na ryzyko klienta, ze względu na nieprowadzenie przez Bank działalności w tym zakresie,
  • p (style="margin:0pt 8.55pt 3pt 14.2pt; text-indent:-14.2pt; text-align:justify; line-height:normal; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:8.3pt")
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    • span (style="font-family:Symbol"): •
    • span (style="width:8.3pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces")
    • span: zasadę określoną w § 22 ust. 1, dotyczącą niezależności członków Rady Nadzorczej, przejawiającej się przede wszystkim brakiem bezpośrednich i pośrednich powiązań z instytucją nadzorowaną, członkami organów zarządzających i nadzorujących, znaczącymi udziałowcami i podmiotami z nimi powiązanymi, przy czym w skład Rady Nadzorczej Banku powołano dwóch członków spełniających wymogi niezależności określone w Ustawie z dnia 11 maja 2017 roku o biegłych rewidentach, firmach audytorskich oraz nadzorze publicznym. (Dz. U. poz. 1089 z późn. zm.).
  • p (style="margin-top:0pt; margin-right:8.55pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt")
    • span: Zgodnie z wymogiem wynikającym z § 27 Zasad ładu korporacyjnego dla instytucji nadzorowanych, 28 lutego 2024 roku Rada Nadzorcza Banku dokonała oceny stosowania Zasad w Banku w 2023 roku. Rada Nadzorcza pozytywnie oceniła stosowanie Zasad w Banku, uznając, że Bank i jego organy stosowały Zasady w przyjętym przez
    • span
    • span: Bank zakresie, adekwatnie do skali, charakteru działalności oraz specyfiki Banku.
  • p (style="margin-top:0pt; margin-right:8.55pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt")
    • span: Tekst Zasad znajduje się na stronie internetowej Komisji Nadzoru Finansowego pod adresem –
  • p (style="margin-top:0pt; margin-right:8.55pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:9pt")
    • a (href="https://www.knf.gov.pl/knf/pl/komponenty/img/knf_140904_Zasady_ladu_korporacyjnego_22072014_38575.pdf", style="text-decoration:none")
    • span (style="text-decoration:underline; color:#00468c"): https://www.knf.gov.pl/knf/pl/komponenty/img/knf_140904_Zasady_ladu_korporacyjnego_22072014_38575.pdf
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    • span: Bank stosuje Rekomendację Z dotyczącą zasad ładu wewnętrznego w bankach zgodnie z zasadą proporcjonalności i adekwatności wynikającą ze skali, charakteru działalności oraz specyfiki Banku.
  • p (style="margin-top:0pt; margin-right:8.55pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt")
    • span: Bank oświadcza, że w przypadku gdy Rekomendacja Z pokrywa się przedmiotowo z zakresem Zasad Ładu Korporacyjnego dla instytucji nadzorowanych pierwszeństwo mają postanowienia Rekomendacji Z. W zakresie nieuregulowanym w
    • span
    • span: Rekomendacji Z zastosowanie mają Zasady Ładu Korporacyjnego dla instytucji nadzorowanych.
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    • span: Tekst Rekomendacji Z dotyczącej zasad ładu korporacyjnego w bankach znajduje się na stronie internetowej Komisji Nadzoru Finansowego:
  • p (style="margin-top:0pt; margin-right:8.55pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:9pt")
    • span (style="text-decoration:underline; color:#00468c"): https://www.knf.gov.pl/knf/pl/komponenty/img/Rekomendacja_Z_70998.pdf
  • p (style="margin-top:6pt; margin-right:8.5pt; margin-bottom:6pt; text-align:justify; page-break-after:avoid; line-height:normal; font-size:10pt; background-color:#d9d9d9")
    • span (style="font-weight:bold; font-variant:small-caps; color:#00468c"): Polityka różnorodności
  • p (style="margin-top:0pt; margin-right:8.55pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt")
    • span: Zarządzanie różnorodnością w Banku dotyczy wszystkich pracowników, kluczowych menedżerów oraz organów Banku. Działania związane z różnorodnością obejmują wiele aspektów działalności Banku i mają na względzie szacunek dla każdego człowieka, równe traktowanie i wykorzystanie potencjału wszystkich pracowników. Rozumienie różnorodności przejawia się w tym, że ludzie są ważni bez względu na płeć, wiek, stan zdrowia, orientację seksualną, wyznanie, stan cywilny, czy kraj pochodzenia. Dlatego w ramach regulacji, procesów i polityki personalnej, wprowadzono następujące rozwiązania:
  • p (style="margin:0pt 8.55pt 3pt 14.2pt; text-indent:-14.2pt; text-align:justify; line-height:normal; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:8.3pt")
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    • span: Kodeks Etyki, Kodeks Etyki dla dostawców albo oferentów współpracujących z PKO Bankiem Hipotecznym w ramach postępowań zakupowych oraz Regulamin pracy Banku zawierające zapisy dotyczące m.in. przeciwdziałania dyskryminacji ze względu na płeć, wiek, niepełnosprawność, rasę, religię, narodowość, przekonania polityczne, przynależność związkową, pochodzenie etniczne, wyznanie oraz orientację seksualną, a także ze względu na zatrudnienie na czas określony lub nieokreślony albo w pełnym lub niepełnym wymiarze czasu pracy. Dokumenty te określają także wartości, zasady, normy postępowania i postawy etyczne w relacjach z Klientami oraz w działalności biznesowej Banku i w relacjach Banku z otoczeniem,
  • p (style="margin:0pt 8.55pt 3pt 14.2pt; text-indent:-14.2pt; text-align:justify; line-height:normal; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:8.3pt")
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    • span: Bank przestrzega zasad w zakresie równego traktowania przy zatrudnieniu i wykonywaniu zawodu; procesy związane z wyborem kandydatów opierają się na obiektywnych przesłankach, a ich poszczególne etapy odbywają się według ustalonych zasad,
  • p (style="margin:0pt 8.55pt 3pt 14.2pt; text-indent:-14.2pt; text-align:justify; line-height:normal; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:8.3pt")
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    • span: Bank bezwzględnie reaguje i zapobiega mobbingowi, molestowaniu i dyskryminacji oraz innym formom nierównego i
    • span
    • span: niestosownego traktowania.
  • p (style="margin-top:6pt; margin-right:8.5pt; margin-bottom:6pt; text-align:justify; page-break-after:avoid; line-height:normal; font-size:10pt; background-color:#d9d9d9")
    • span (style="font-weight:bold; font-variant:small-caps; color:#00468c"): Polityka różnorodności dotycząca kadry zarządzającej i nadzorującej na 31 grudnia 2024 roku
  • p (style="margin-top:0pt; margin-right:8.55pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt")
    • span: Zarządzanie różnorodnością dotyczy również członków Rady Nadzorczej i Zarządu PKO Banku Hipotecznego SA oraz kluczowych menedżerów. Kadrę zarządzającą i nadzorującą tworzą osoby o różnej płci, wieku i doświadczeniu.
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      • span (style="font-weight:bold"): Płeć
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      • span (style="font-weight:bold"): Kobiety
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      • span (style="font-weight:bold"): Mężczyźni
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      • span: Rada Nadzorcza
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      • span: 2
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      • span: 4
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      • span: Zarząd
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      • span: 1
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      • span: 2
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      • span: Kluczowi Menedżerowie
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      • span: 6
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      • span: 7
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      • span (style="font-weight:bold"): Wiek
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      • span (style="font-weight:bold"): 30 – 40 lat
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      • span (style="font-weight:bold"): 41 - 50 lat
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      • span (style="font-weight:bold"): 51 – 60 lat
    • td (style="width:71.9pt; border-top:0.75pt solid #ffffff; border-right:0.75pt solid #d9d9d9; border-left:0.75pt solid #ffffff; padding:1.02pt 5.03pt 1.4pt; vertical-align:middle; background-color:#d9d9d9; -aw-border-left:0.5pt single; -aw-border-right:0.5pt single; -aw-border-top:0.5pt single")
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      • span (style="font-weight:bold"): powyżej 60 lat
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      • span: Rada Nadzorcza
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      • span: 4
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      • span: 2
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      • span: -
    • tr (style="height:9.05pt")
    • td (style="width:108.75pt; border-top:0.75pt solid #ffffff; border-left:0.75pt solid #ffffff; border-bottom:0.75pt solid #ffffff; padding:1.02pt 5.4pt 1.02pt 5.03pt; vertical-align:middle; background-color:#d9d9d9; -aw-border-bottom:0.5pt single; -aw-border-left:0.5pt single; -aw-border-top:0.5pt single")
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      • span: Zarząd
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      • span: -
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      • p (style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt")
      • span: 1
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      • span: 2
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      • span: -
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      • span: Kluczowi Menedżerowie
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      • span: 3
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      • span: 6
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      • span: 4
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      • span: -
  • p (style="margin-top:0pt; margin-right:8.55pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt")
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      • span (style="font-weight:bold"): Staż w PKO Banku Hipotecznym SA
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      • span (style="font-weight:bold"): do 1 roku
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      • span (style="font-weight:bold"): 1 – 5 lat
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      • span (style="font-weight:bold"): powyżej 5 lat
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    • td (style="width:108.75pt; border-top:0.75pt solid #ffffff; border-left:0.75pt solid #ffffff; border-bottom:0.75pt solid #ffffff; padding:1.02pt 5.4pt 1.02pt 5.03pt; vertical-align:middle; background-color:#d9d9d9; -aw-border-bottom:0.5pt single; -aw-border-left:0.5pt single; -aw-border-top:0.5pt single")
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      • span: Rada Nadzorcza
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      • span: 3
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      • span: -
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      • span: 3
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      • span: Zarząd
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      • span: 1
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      • span: 1
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      • span: 1
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      • span: Kluczowi Menedżerowie
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      • span: 2
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      • p (style="margin-top:0pt; margin-bottom:0pt; text-align:right; line-height:110%; font-size:9pt")
      • span: 4
    • td (style="width:71.9pt; border:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; vertical-align:middle; -aw-border:0.5pt single")
      • p (style="margin-top:0pt; margin-right:8.5pt; margin-bottom:0pt; text-align:right; font-size:9pt")
      • span: 7
  • p (style="margin-top:0pt; margin-right:8.55pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt")
    • span (style="color:#ff0000; -aw-import:ignore")
  • p (style="margin-top:6pt; margin-right:8.5pt; margin-bottom:6pt; text-align:justify; page-break-after:avoid; line-height:normal; font-size:10pt; background-color:#d9d9d9")
    • span (style="font-weight:bold; font-variant:small-caps; color:#00468c"): Główne cechy systemu kontroli wewnętrznej i zarządzania ryzykiem w odniesieniu do procesu sporządzania sprawozdań finansowych
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    • span: W celu zapewnienia rzetelności i poprawności funkcjonowania procesu sporządzania sprawozdań finansowych Bank zaprojektował i wdrożył szereg mechanizmów kontrolnych, które wbudował w funkcjonalność systemów sprawozdawczych oraz w regulacje wewnętrzne tego procesu. Mechanizmy te polegają m.in. na stosowaniu w sposób ciągły weryfikacji i uzgadniania danych sprawozdawczych z księgami rachunkowymi, analitycznymi i innymi dokumentami, które są podstawą sporządzania sprawozdań finansowych.
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    • span: Proces sporządzania sprawozdań finansowych jest cyklicznie poddawany weryfikacji, w szczególności w zakresie poprawności uzgodnień rachunkowych, analizy merytorycznej i rzetelności informacji. Zgodnie z przepisami wewnętrznymi, sprawozdania finansowe przyjmuje Zarząd PKO Banku Hipotecznego SA. Podlegają one opiniowaniu powołanego przez Radę Nadzorczą Komitetu Audytu i Finansów Rady Nadzorczej PKO Banku Hipotecznego SA. Sprawozdania roczne podlegają ponadto ocenie Rady Nadzorczej PKO Banku Hipotecznego SA.
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    • span: Za zapewnienie przestrzegania mechanizmów kontrolnych w sprawozdawczości finansowej odpowiada Dyrektor Biura Finansów i Księgowości, natomiast audyt wewnętrzny, w ramach działalności zapewniającej dokonuje oceny adekwatności i skuteczności systemu zarządzania ryzykiem i systemu kontroli wewnętrznej odpowiednio na
    • span (style="-aw-import:spaces")
    • span: pierwszym i drugim poziomie.
  • p (style="margin-top:6pt; margin-right:1.4pt; margin-bottom:6pt; text-align:justify; page-break-after:avoid; line-height:normal; font-size:10pt; background-color:#d9d9d9")
    • span (style="font-weight:bold; font-variant:small-caps; color:#00468c"): Wskazanie akcjonariuszy posiadających bezpośrednio lub pośrednio znaczne pakiety akcji wraz ze wskazaniem liczby posiadanych przez te podmioty akcji i liczby głosów z nich wynikających
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    • span: 31 grudnia 2024 roku kapitał zakładowy PKO Banku Hipotecznego SA wynosił 1 611,3 mln PLN i składało się na niego 1 611 300 000 akcji o wartości nominalnej 1 PLN każda. Akcje są w pełni opłacone. W stosunku do stanu na koniec 2023 roku kapitał zakładowy nie zmienił się. Wyemitowane akcje PKO Banku Hipotecznego SA nie są uprzywilejowane. Dla posiadaczy akcji PKO Banku Hipotecznego SA nie wynikają z tych papierów jakiekolwiek specjalne uprawnienia kontrolne. Akcjonariuszem posiadającym 100% akcji PKO Banku Hipotecznego SA jest Powszechna Kasa Oszczędności Bank Polski Spółka Akcyjna.
  • p (style="margin-top:0pt; margin-right:8.55pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt")
    • span: Struktura kapitału zakładowego PKO Banku Hipotecznego SA:
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      • span (style="font-weight:bold"): Seria
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      • span (style="font-weight:bold"): Rodzaj akcji
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      • span (style="font-weight:bold"): Liczba akcji
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      • span (style="font-weight:bold"): Wartość nominalna jednej akcji
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      • span (style="font-weight:bold"): Liczba głosów na WZA
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      • span (style="font-weight:bold"): Wysokość dokonanych wpłat na akcje
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      • span: 200 000 000,00 PLN
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      • span: 200 000 000,00 PLN
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      • span: 100 000 000,00 PLN
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      • span: 150 000 000,00 PLN
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      • span: 1
      • span
      • span: 611
      • span
      • span: 300
      • span
      • span: 000,00 PLN
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    • span (style="color:#ff0000; -aw-import:ignore")
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      • span (style="font-weight:bold"): Akcjonariusz
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      • p (style="margin-top:0pt; margin-right:8.5pt; margin-bottom:0pt; text-align:center; font-size:9pt")
      • span (style="font-weight:bold"): 31.12.2024
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      • p (style="margin-top:0pt; margin-right:8.5pt; margin-bottom:0pt; text-align:center; font-size:9pt")
      • span (style="font-weight:bold"): 31.12.2023
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    • td (style="width:74.75pt; border-right:0.75pt solid #ffffff; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #ffffff; padding:1.4pt 3.88pt 1.02pt; vertical-align:middle; background-color:#d9d9d9; -aw-border-bottom:0.5pt single; -aw-border-left:0.5pt single; -aw-border-right:0.5pt single")
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      • span (style="font-weight:bold"): Liczba akcji
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      • span (style="font-weight:bold"): Udział w liczbie głosów na WZ
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      • p (style="margin-top:0pt; margin-right:8.5pt; margin-bottom:0pt; text-align:center; font-size:9pt")
      • span (style="font-weight:bold"): Liczba akcji
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      • p (style="margin-top:0pt; margin-right:8.5pt; margin-bottom:0pt; text-align:center; font-size:9pt")
      • span (style="font-weight:bold"): Udział w liczbie głosów na WZ
    • tr (style="height:7.1pt")
    • td (style="width:141.8pt; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #d9d9d9; border-bottom:0.75pt solid #d9d9d9; padding:1.4pt 3.88pt 1.02pt; vertical-align:top; -aw-border-bottom:0.5pt single; -aw-border-left:0.5pt single; -aw-border-right:0.5pt single")
      • p (style="margin-top:4.8pt; margin-bottom:4.8pt; text-align:justify; font-size:9pt")
      • span: Powszechna Kasa Oszczędności
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      • span: 1
      • span
      • span: 611
      • span
      • span: 300 000
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      • p (style="margin-top:4.8pt; margin-bottom:4.8pt; text-align:right; font-size:9pt")
      • span: 100%
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      • p (style="margin-top:4.8pt; margin-bottom:4.8pt; text-align:right; font-size:9pt")
      • span: 1
      • span
      • span: 611
      • span
      • span: 300 000
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      • p (style="margin-top:4.8pt; margin-bottom:4.8pt; text-align:right; font-size:9pt")
      • span: 100%
  • p (style="margin-top:18pt; margin-right:1.4pt; margin-bottom:6pt; text-align:justify; page-break-after:avoid; line-height:normal; font-size:10pt; background-color:#d9d9d9")
    • span (style="font-weight:bold; font-variant:small-caps; color:#00468c"): Opis zasad powoływania i odwoływania osób zarządzających
    • span (style="font-weight:bold; font-variant:small-caps; color:#00468c; -aw-import:spaces")
  • p (style="margin-top:0pt; margin-right:8.55pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt")
    • span: Członkowie Zarządu są powoływani i odwoływani uchwałą Rady Nadzorczej. Powołując członków Zarządu, Rada Nadzorcza ustala z ilu członków składać się będzie Zarząd. Powołanie dwóch członków Zarządu, w tym Prezesa Zarządu i członka Zarządu, w którego kompetencjach jest zarządzanie ryzykiem, wymaga zgody Komisji Nadzoru Finansowego. Mandaty członków Zarządu wygasają najpóźniej z dniem odbycia Walnego Zgromadzenia zatwierdzającego sprawozdanie finansowe za ostatni pełny rok obrotowy pełnienia funkcji członka Zarządu. Ponadto, mandat członka Zarządu wygasa również wskutek śmierci, rezygnacji albo odwołania go ze składu Zarządu, z dniem wystąpienia zdarzenia powodującego wygaśnięcie, chyba że uchwała o odwołaniu przewiduje inną datę wygaśnięcia. Członkowie Zarządu mogą być odwołani przed upływem kadencji w każdym czasie.
  • p (style="margin-top:0pt; margin-right:8.55pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt")
    • span: Rada Nadzorcza informuje Komisję Nadzoru Finansowego o składzie Zarządu oraz o zmianie jego składu niezwłocznie po jego powołaniu lub po dokonaniu zmiany jego składu. Rada Nadzorcza informuje Komisję Nadzoru Finansowego także o członkach Zarządu, którym w ramach podziału kompetencji podlega w szczególności zarządzanie ryzykiem i komórka audytu wewnętrznego. Rada Nadzorcza informuje Komisję Nadzoru Finansowego o zamiarze wraz z uzasadnieniem proponowanej decyzji dotyczącej odwołania członka Zarządu, w którego
    • span (style="-aw-import:spaces")
    • span: kompetencji leży zarządzanie ryzykiem lub komórka audytu wewnętrznego, niezwłocznie po umieszczeniu punktu w tym przedmiocie w porządku obrad Rady Nadzorczej.
  • p (style="margin-top:0pt; margin-right:8.5pt; margin-bottom:12pt; text-align:justify; line-height:normal; font-size:10pt")
    • span: Dodatkowe informacje w zakresie uprawnień osób zarządzających znajdują się w rozdziale 6. Organizacja oraz władze PKO Banku Hipotecznego SA.
  • p (style="margin-top:6pt; margin-right:8.55pt; margin-bottom:6pt; text-align:justify; page-break-after:avoid; line-height:normal; font-size:10pt; background-color:#d9d9d9")
    • span (style="font-weight:bold; font-variant:small-caps; color:#00468c"): Opis uprawnień w zakresie podjęcia decyzji o emisji lub wykupie akcji
  • p (style="margin-top:0pt; margin-right:8.5pt; margin-bottom:12pt; text-align:justify; line-height:normal; font-size:10pt")
    • span: Do kompetencji Walnego Zgromadzenia należy podejmowanie uchwał w zakresie ustalania trybu umorzenia akcji, wysokości wynagrodzenia za umarzane akcje oraz wyrażanie zgody na nabycie akcji własnych Banku w celu ich umorzenia, emisji obligacji zamiennych na akcje lub innych instrumentów uprawniających do nabycia lub objęcia akcji Banku.
  • p (style="margin-top:6pt; margin-right:8.55pt; margin-bottom:6pt; text-align:justify; page-break-after:avoid; line-height:normal; font-size:10pt; background-color:#d9d9d9")
    • span (style="font-weight:bold; font-variant:small-caps; color:#00468c"): Wskazanie wszelkich ograniczeń dotyczących przenoszenia prawa własności papierów wartościowych emitenta
  • p (style="margin-top:0pt; margin-right:8.5pt; margin-bottom:12pt; text-align:justify; line-height:normal; font-size:10pt")
    • span: Nie ma ograniczeń dotyczących przenoszenia prawa własności papierów wartościowych emitenta.
  • p (style="margin-top:6pt; margin-right:8.55pt; margin-bottom:6pt; text-align:justify; page-break-after:avoid; line-height:normal; font-size:10pt; background-color:#d9d9d9")
    • span (style="font-weight:bold; font-variant:small-caps; color:#00468c"): Zasady zmiany statutu Banku
  • p (style="margin-top:0pt; margin-right:8.5pt; margin-bottom:12pt; text-align:justify; line-height:normal; font-size:10pt")
    • span: Zmiana Statutu Banku wymaga uchwały Walnego Zgromadzenia oraz wpisu do rejestru przedsiębiorców Krajowego Rejestru Sądowego. Zgodnie z przepisem art. 34 ust. 2 Prawa bankowego zmiana Statutu wymaga uzyskania zgody Komisji Nadzoru Finansowego.
  • p (style="margin-top:6pt; margin-right:8.55pt; margin-bottom:6pt; text-align:justify; page-break-after:avoid; line-height:normal; font-size:10pt; background-color:#d9d9d9")
    • span (style="font-weight:bold; font-variant:small-caps; color:#00468c"): Skład osobowy i zmiany, które w nim zaszły w ciągu ostatniego roku obrotowego, oraz opis działania organów zarządzających, nadzorujących lub administrujących emitenta oraz ich komitetów
  • p (style="margin-top:0pt; margin-right:8.5pt; margin-bottom:12pt; text-align:justify; line-height:normal; font-size:10pt")
    • span: Informacje dotyczące opisu działania organów zarządzających, nadzorujących lub administrujących emitenta oraz ich komitetów oraz ich skład osobowy i zmiany, które w nim zaszły w ciągu ostatniego roku obrotowego zaprezentowano w rozdziale 6. Organizacja oraz władze PKO Banku Hipotecznego SA.
  • p (style="margin-top:6pt; margin-right:8.55pt; margin-bottom:6pt; text-align:justify; page-break-after:avoid; line-height:normal; font-size:10pt; background-color:#d9d9d9")
    • span (style="font-weight:bold; font-variant:small-caps; color:#00468c"): Walne zgromadzenie i relacje z akcjonariuszami
  • p (style="margin-top:0pt; margin-right:8.55pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt")
    • span: Sposób działania Walnego Zgromadzenia i jego zasadnicze uprawnienia oraz opis praw akcjonariuszy i sposobu ich wykonywania wynikają wprost z obowiązujących przepisów prawa oraz postanowień Statutu Banku. Z uwagi na to, iż wszystkie akcje w kapitale zakładowym Banku stanowią własność jednego akcjonariusza tj. PKO Banku Polskiego SA, uchwały Walnego Zgromadzenia są podejmowane bez formalnego zwołania Walnego Zgromadzenia, zgodnie z zasadami wynikającymi z art. 405 kodeksu spółek handlowych.
  • h2 (style="margin-top:18pt; margin-right:8.5pt; margin-bottom:6pt; text-align:justify; page-break-inside:avoid; page-break-after:avoid; line-height:normal; font-size:11pt; -aw-import:list-item; -aw-list-level-number:1; -aw-list-number-format:'%0.%1.'; -aw-list-number-styles:'decimal decimal'; -aw-list-number-values:'7 2'; -aw-list-padding-sml:32.69pt")
    • span (style="-aw-import:ignore")
    • span (style="font-variant:small-caps; color:#00468c"): 7.2.
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    • a (id="_Toc191981945")
    • span (style="font-variant:small-caps; color:#00468c"): Firma audytorska
  • p (style="margin-top:0pt; margin-right:8.55pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt")
    • span: Polityka wyboru firmy audytorskiej do przeprowadzania badania sprawozdań finansowych Banku zakłada, iż Rada Nadzorcza Banku przeprowadza postępowanie dotyczące zlecenia badania sprawozdań finansowych w trybie przetargu nieograniczonego. Komitet Audytu i Finansów Rady Nadzorczej Banku przekazuje Radzie Nadzorczej Banku rekomendację w sprawie wyboru firmy audytorskiej, która, o ile nie dotyczy to odnowienia zlecenia badania, zawiera nie mniej niż dwie możliwości wyboru firmy audytorskiej wraz z uzasadnieniem oraz wskazanie uzasadnionej preferencji wobec jednej z nich. Rada Nadzorcza Banku dokonuje wyboru firmy audytorskiej na podstawie rekomendacji Komitetu Audytu i Finansów Rady Nadzorczej Banku. W ocenie ofert złożonych przez firmy audytorskie stosowane są przejrzyste i niedyskryminujące kryteria wyboru.
  • p (style="margin-top:0pt; margin-right:8.55pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt")
    • span: Polityka świadczenia dozwolonych usług niebędących badaniem przez firmę audytorską przeprowadzającą badanie, podmioty powiązane z tą firmą audytorską oraz członka sieci firmy audytorskiej na rzecz Banku zakłada, iż świadczenie usług dozwolonych niebędących badaniem przez firmę audytorską przeprowadzającą badanie, podmioty powiązane z tą firmą audytorską oraz członka sieci firmy audytorskiej na rzecz Banku wymaga wyrażenia zgody przez Komitet Audytu i Finansów Rady Nadzorczej Banku, jak również zgody Komitetu Audytu Rady Nadzorczej PKO Banku Polskiego SA.
  • p (style="margin-top:0pt; margin-right:8.55pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt")
    • span: Zgodnie z zapisami Polityki oraz Procedury wyboru firmy audytorskiej do przeprowadzania badania sprawozdań finansowych Banku, 1 marca 2023 roku Rada Nadzorcza PKO Banku Hipotecznego SA na podstawie § 18 ust. 1 pkt 4 Statutu Banku, oraz zgodnie z rekomendacją Komitetu Audytu i Finansów Rady Nadzorczej, dokonała wyboru KPMG Audyt Sp. z ograniczoną odpowiedzialnością sp. k. jako firmy audytorskiej do przeprowadzenia badania i przeglądu sprawozdań finansowych Banku na lata 2024-2026. KPMG Audyt Sp. z ograniczoną odpowiedzialnością sp. k. z siedzibą w Warszawie, przy ul. Inflanckiej 4A, jest wpisana na listę firm audytorskich, prowadzoną przez Krajową Radę Biegłych Rewidentów pod numerem 3546.
  • p (style="margin-top:0pt; margin-right:8.55pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt")
    • span: Badanie i przegląd sprawozdań finansowych Banku dotyczących 2023 roku było realizowane przez PricewaterhouseCoopers Polska spółka z ograniczoną odpowiedzialnością Audyt sp. k.
  • p (style="margin-top:0pt; margin-right:8.55pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt")
    • span: Poniższa tabela przedstawia zakres świadczonych przez firmę audytorską usług wraz z wysokością wynagrodzenia, które zostało określone w Umowach:
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      • p (style="margin-top:0pt; margin-right:8.5pt; margin-bottom:0pt; font-size:9pt")
      • span (style="font-weight:bold"): Wynagrodzenie firmy audytorskiej netto (tys. PLN)
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      • p (style="margin-top:0pt; margin-right:8.5pt; margin-bottom:0pt; text-align:center; font-size:9pt")
      • span (style="font-weight:bold"): 2024
    • td (style="width:92pt; border-top:0.75pt solid #ffffff; border-right:0.75pt solid #ffffff; border-left:0.75pt solid #ffffff; padding:1.02pt 5.03pt 1.4pt; vertical-align:middle; background-color:#d9d9d9; -aw-border-left:0.5pt single; -aw-border-right:0.5pt single; -aw-border-top:0.5pt single")
      • p (style="margin-top:0pt; margin-right:8.5pt; margin-bottom:0pt; text-align:center; font-size:9pt")
      • span (style="font-weight:bold"): 2023
    • tr (style="height:14.15pt")
    • td (style="width:217.45pt; border-top:0.75pt solid #ffffff; border-left:0.75pt solid #ffffff; border-bottom:0.75pt solid #ffffff; padding:1.02pt 5.4pt 1.02pt 5.03pt; vertical-align:middle; background-color:#d9d9d9; -aw-border-bottom:0.5pt single; -aw-border-left:0.5pt single; -aw-border-top:0.5pt single")
      • p (style="margin-top:0pt; margin-bottom:0pt; font-size:9pt")
      • span: Usługi badania sprawozdań finansowych
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      • p (style="margin-top:0pt; margin-bottom:0pt; text-align:right; line-height:110%; font-size:9pt")
      • span: 319,8
    • td (style="width:92pt; border-right:0.75pt solid #d9d9d9; border-left:0.75pt solid #d9d9d9; border-bottom:0.75pt solid #d9d9d9; padding:1.4pt 5.03pt 1.02pt; vertical-align:middle; -aw-border-bottom:0.5pt single; -aw-border-left:0.5pt single; -aw-border-right:0.5pt single")
      • p (style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt")
      • span: 213,3
    • tr (style="height:14.15pt")
    • td (style="width:217.45pt; border-top:0.75pt solid #ffffff; border-left:0.75pt solid #ffffff; border-bottom:0.75pt solid #ffffff; padding:1.02pt 5.4pt 1.02pt 5.03pt; vertical-align:middle; background-color:#d9d9d9; -aw-border-bottom:0.5pt single; -aw-border-left:0.5pt single; -aw-border-top:0.5pt single")
      • p (style="margin-top:0pt; margin-bottom:0pt; font-size:9pt")
      • span: Usługi przeglądu sprawozdań finansowych oraz badania i przeglądu pakietów grupowych
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      • span: 147,6
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    • span (style="font-variant:small-caps; color:#00468c"): 7.3.
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    • span (style="font-variant:small-caps; color:#00468c"): Pozostałe Informacje
  • p (style="margin-top:6pt; margin-right:8.55pt; margin-bottom:6pt; text-align:justify; page-break-after:avoid; line-height:normal; font-size:10pt; background-color:#d9d9d9")
    • span (style="font-weight:bold; font-variant:small-caps; color:#00468c"): Zmiany w stanie posiadania akcji PKO Banku Hipotecznego SA i uprawnień do nich przez osoby zarządzające i
    • span (style="font-weight:bold; font-variant:small-caps; color:#00468c")
    • span (style="font-weight:bold; font-variant:small-caps; color:#00468c"): nadzorujące
  • p (style="margin-top:0pt; margin-right:8.5pt; margin-bottom:12pt; text-align:justify; line-height:normal; font-size:10pt")
    • span: W 2024 roku nie wystąpiły zmiany w posiadaniu akcji PKO Banku Hipotecznego SA i uprawnieniach do nich przez osoby zarządzające i nadzorujące. 100% akcji pozostaje w posiadaniu PKO Banku Polskiego SA.
  • p (style="margin-top:6pt; margin-right:8.5pt; margin-bottom:6pt; text-align:justify; page-break-after:avoid; line-height:normal; font-size:10pt; background-color:#d9d9d9")
    • span (style="font-weight:bold; font-variant:small-caps; color:#00468c"): Informacje wymagane na podstawie art. 111A ust. 1 pkt 1) ustawy Prawo bankowe
  • p (style="margin-top:0pt; margin-right:8.5pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt")
    • span: PKO Bank Hipoteczny SA ma siedzibę w Warszawie oraz prowadzi działalność wyłącznie na terenie Polski. Bank nie posiada podmiotów zależnych.
  • p (style="margin-top:6pt; margin-right:8.5pt; margin-bottom:6pt; text-align:justify; page-break-after:avoid; line-height:normal; font-size:10pt; background-color:#d9d9d9")
    • span (style="font-weight:bold; font-variant:small-caps; color:#00468c"): Sprawozdawczość w zakresie zrównoważonego rozwoju
  • p (style="margin-top:0pt; margin-right:8.5pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt")
    • span: Sprawozdawczość w zakresie
    • span (style="-aw-import:spaces")
    • span: zrównoważonego rozwoju prowadzona jest na poziomie skonsolidowanym jednostki dominującej, tj. PKO Banku Polskiego SA z siedzibą w Warszawie, ul. Puławska 15. W związku z powyższym PKO Bank Hipoteczny SA jako jednostka zależna skorzystał ze zwolnienia ze sporządzania sprawozdawczości zrównoważonego rozwoju.
  • p (style="margin-top:0pt; margin-right:8.5pt; margin-bottom:6pt; line-height:normal; font-size:10pt")
    • span: Skonsolidowane sprawozdania Zarządu z działalności Grupy Kapitałowej PKO Banku Polskiego umieszczone są pod poniższym adresem:
  • p (style="margin-top:0pt; margin-right:8.5pt; margin-bottom:6pt; line-height:normal; font-size:10pt")
    • a (href="https://www.pkobp.pl/relacje-inwestorskie/wyniki-finansowe-i-prezentacje/#category=154443", style="text-decoration:none")
    • span (style="text-decoration:underline; color:#00468c"): https://www.pkobp.pl/relacje-inwestorskie/wyniki-finansowe-i-prezentacje/#category=154443
  • p (style="margin-top:6pt; margin-right:8.5pt; margin-bottom:6pt; text-align:justify; page-break-after:avoid; line-height:normal; font-size:10pt; background-color:#d9d9d9")
    • span (style="font-weight:bold; font-variant:small-caps; color:#00468c"): Znaczące oraz istotne umowy z bankiem centralnym lub organami nadzoru
  • p (style="margin-top:0pt; margin-right:8.5pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt")
    • span: PKO Bank Hipoteczny SA ma obowiązek informować w raportach o wszystkich umowach spełniających warunki definicji informacji poufnej, określonej w Rozporządzeniu Parlamentu Europejskiego i Rady (UE) nr 596/2014 w sprawie nadużyć na rynku. W 2024 roku Bank nie zawarł znaczących umów oraz istotnych umów z Bankiem Centralnym lub organami nadzoru.
  • p (style="margin-top:6pt; margin-right:8.55pt; margin-bottom:6pt; text-align:justify; page-break-after:avoid; line-height:normal; font-size:10pt; background-color:#d9d9d9")
    • span (style="font-weight:bold; font-variant:small-caps; color:#00468c"): Udzielone zobowiązania finansowe i gwarancyjne
  • p (style="margin-top:0pt; margin-right:8.5pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt")
    • span: Zobowiązania finansowe z tytułu udzielonych, a niewypłaconych kredytów na 31 grudnia 2024 roku wynosiło 100,3 mln PLN, co oznacza wzrost w stosunku do 31 grudnia 2023 roku o 9,4 mln PLN.
  • p (style="margin-top:0pt; margin-right:8.55pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt")
    • span: W 2024 roku PKO Bank Hipoteczny SA nie udzielał gwarancji.
  • p (style="margin-top:6pt; margin-right:8.55pt; margin-bottom:6pt; text-align:justify; page-break-after:avoid; line-height:normal; font-size:10pt; background-color:#d9d9d9")
    • span (style="font-weight:bold; font-variant:small-caps; color:#00468c"): Udzielone zobowiązania pozabilansowe na rzecz jednostek powiązanych
  • p (style="margin-top:0pt; margin-right:8.5pt; margin-bottom:12pt; text-align:justify; line-height:normal; font-size:10pt")
    • span: W 2024 roku PKO Bank Hipoteczny SA nie udzielał zobowiązań pozabilansowych na rzecz jednostek powiązanych.
  • p (style="margin-top:6pt; margin-right:8.5pt; margin-bottom:6pt; text-align:justify; page-break-after:avoid; line-height:normal; font-size:10pt; background-color:#d9d9d9")
    • span (style="font-weight:bold; font-variant:small-caps; color:#00468c"): Zaciągnięte kredyty i umowy pożyczek, gwarancji i poręczeń niedotyczące działalności operacyjnej Banku
  • p (style="margin-top:0pt; margin-right:8.5pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt")
    • span: W 2024 roku PKO Bank Hipoteczny SA nie zaciągnął kredytów, ani umów pożyczek, gwarancji lub poręczeń niedotyczących działalności operacyjnej Banku.
  • p (style="margin-top:6pt; margin-right:8.55pt; margin-bottom:6pt; text-align:justify; page-break-after:avoid; line-height:normal; font-size:10pt; background-color:#d9d9d9")
    • span (style="font-weight:bold; font-variant:small-caps; color:#00468c"): Informacje o niespłaceniu kredytu lub pożyczki lub naruszeniu istotnych postanowień umowy kredytu lub pożyczki, w odniesieniu do których nie podjęto żadnych działań naprawczych do końca okresu sprawozdawczego
  • p (style="margin-top:0pt; margin-right:8.5pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt")
    • span: PKO Bank Hipoteczny SA nie identyfikuje niespłaconych kredytów lub pożyczek oraz naruszeń istotnych postanowień umownych kredytów lub pożyczek, w których występuje jako kredytobiorca lub pożyczkobiorca.
  • p (style="margin-top:6pt; margin-right:8.55pt; margin-bottom:6pt; text-align:justify; page-break-after:avoid; line-height:normal; font-size:10pt; background-color:#d9d9d9")
    • span (style="font-weight:bold; font-variant:small-caps; color:#00468c"): Umowy o subemisje
  • p (style="margin-top:0pt; margin-right:8.5pt; margin-bottom:12pt; text-align:justify; line-height:normal; font-size:10pt")
    • span: W 2024 roku PKO Bank Hipoteczny SA nie zawarł umów o subemisje.
  • p (style="margin-top:6pt; margin-right:8.55pt; margin-bottom:6pt; text-align:justify; page-break-after:avoid; line-height:normal; font-size:10pt; background-color:#d9d9d9")
    • span (style="font-weight:bold; font-variant:small-caps; color:#00468c"): Inne informacje, które są istotne dla oceny sytuacji kadrowej, majątkowej, finansowej, wyniku finansowego emitenta i ich zmian
  • p (style="margin-top:0pt; margin-right:8.5pt; margin-bottom:0pt; text-align:justify; line-height:normal; font-size:10pt")
    • span: W 2024 roku w PKO Banku Hipotecznym SA nie wystąpiły inne znaczące zdarzenia istotne dla oceny sytuacji kadrowej, majątkowej, finansowej i wyniku finansowego.
  • p (style="margin-top:6pt; margin-right:8.55pt; margin-bottom:6pt; text-align:justify; page-break-after:avoid; line-height:normal; font-size:10pt; background-color:#d9d9d9")
    • span (style="font-weight:bold; font-variant:small-caps; color:#00468c"): Wskazanie postępowań toczących się przed sądem, organem właściwym dla postępowania arbitrażowego lub organem administracji publicznej
  • p (style="margin-top:0pt; margin-right:8.5pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt")
    • span: Na dzień 31 grudnia 2024 roku nie toczyły się istotne postępowania przed sądem, organem właściwym dla postępowania arbitrażowego lub organem administracji publicznej, dotyczące zobowiązań albo wierzytelności PKO Banku Hipotecznego SA.
  • p (style="margin-top:6pt; margin-right:8.55pt; margin-bottom:6pt; text-align:justify; page-break-after:avoid; line-height:normal; font-size:10pt; background-color:#d9d9d9")
    • span (style="font-weight:bold; font-variant:small-caps; color:#00468c"): Czynniki, które będą miały wpływ na przyszłe wyniki finansowe w perspektywie co najmniej kwartału
  • p (style="margin-top:3pt; margin-bottom:3pt; text-align:justify; line-height:normal; font-size:10pt")
    • span: PKO Bank Hipoteczny SA dostrzega rosnące ryzyko wynikające ze zmian makroekonomicznych oraz regulacyjnych.
  • p (style="margin-top:3pt; margin-bottom:3pt; text-align:justify; line-height:normal; font-size:10pt")
    • span: Poniżej uwarunkowania zewnętrzne, które mogą mieć wpływ na działalność i przyszłe wyniki Banku.
  • p (style="margin-top:3pt; margin-bottom:3pt; text-align:justify; line-height:normal; font-size:10pt")
    • span: W gospodarce światowej,
  • p (style="margin:2pt 8.5pt 2pt 17.85pt; text-indent:-17.85pt; text-align:justify; line-height:normal; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:11.95pt")
    • span (style="-aw-import:ignore")
    • span (style="font-family:Symbol"): •
    • span (style="width:11.95pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces")
    • span: podwyższone ryzyko geopolityczne, wojna w Ukrainie, ryzyko eskalacji konfliktów wokół Tajwanu i na Bliskim Wschodzie, ich oddziaływanie na łańcuchy dostaw i ceny surowców,
  • p (style="margin:2pt 8.5pt 2pt 17.85pt; text-indent:-17.85pt; text-align:justify; line-height:normal; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:11.95pt")
    • span (style="-aw-import:ignore")
    • span (style="font-family:Symbol"): •
    • span (style="width:11.95pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces")
    • span: zmiany w polityce klimatycznej, w tym przyspieszająca transformacja energetyczna oraz wzrost restrykcyjności i znaczenia wymogów środowiskowych w Europie w obliczu zahamowania działań transformacyjnych w USA.
  • p (style="margin:2pt 8.5pt 2pt 17.85pt; text-indent:-17.85pt; text-align:justify; line-height:normal; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:11.95pt")
    • span (style="-aw-import:ignore")
    • span (style="font-family:Symbol"): •
    • span (style="width:11.95pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces")
    • span: utrzymywanie się relatywnie niskiego tempa wzrostu gospodarczego na świecie, w tym spowolnienie amerykańskiej gospodarki i zjawiska recesyjne w Niemczech,
  • p (style="margin-top:6pt; margin-bottom:3pt; text-align:justify; line-height:normal; font-size:10pt")
    • span: W gospodarce polskiej:
  • p (style="margin:2pt 8.5pt 2pt 17.85pt; text-indent:-17.85pt; text-align:justify; line-height:normal; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:11.95pt")
    • span (style="-aw-import:ignore")
    • span (style="font-family:Symbol"): •
    • span (style="width:11.95pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces")
    • span: oczekiwane dalsze ożywienie gospodarcze, głównie po stronie inwestycji, w tym dzięki wzrostowi skali napływu środków z UE, ale też w obszarze konsumpcji prywatnej,
  • p (style="margin:2pt 8.5pt 2pt 17.85pt; text-indent:-17.85pt; text-align:justify; line-height:normal; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:11.95pt")
    • span (style="-aw-import:ignore")
    • span (style="font-family:Symbol"): •
    • span (style="width:11.95pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces")
    • span: ścieżka dalszych zmian stóp procentowych NBP oraz poziomu rezerwy obowiązkowej, w tym ryzyko utrzymywania wyraźnie restrykcyjnej polityki pieniężnej,
  • p (style="margin:2pt 8.5pt 2pt 17.85pt; text-indent:-17.85pt; text-align:justify; line-height:normal; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:11.95pt")
    • span (style="-aw-import:ignore")
    • span (style="font-family:Symbol"): •
    • span (style="width:11.95pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces")
    • span: oczekiwane ożywienie popytu na kredyt hipoteczny, w obliczu oczekiwanych obniżek stóp procentowych,
  • p (style="margin:2pt 8.5pt 2pt 17.85pt; text-indent:-17.85pt; text-align:justify; line-height:normal; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:11.95pt")
    • span (style="-aw-import:ignore")
    • span (style="font-family:Symbol"): •
    • span (style="width:11.95pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces")
    • span: kształt i termin wprowadzenia zapowiedzianych przez rząd programów wsparcia kredytobiorców na rynku kredytów hipotecznych,
    • span (style="-aw-import:spaces")
  • p (style="margin:2pt 8.5pt 2pt 17.85pt; text-indent:-17.85pt; text-align:justify; line-height:normal; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:11.95pt")
    • span (style="-aw-import:ignore")
    • span (style="font-family:Symbol"): •
    • span (style="width:11.95pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces")
    • span: ryzyko związane z wdrożeniem nowego wskaźnika referencyjnego WIRF- i jego wpływu na rynek finansowy,
  • p (style="margin:2pt 8.5pt 2pt 17.85pt; text-indent:-17.85pt; text-align:justify; line-height:normal; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:11.95pt")
    • span (style="-aw-import:ignore")
    • span (style="font-family:Symbol"): •
    • span (style="width:11.95pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces")
    • span: wprowadzenie Wskaźnika Finansowania Długoterminowego i jego wpływ na rynek finansowania długoterminowego,
  • p (style="margin:2pt 8.5pt 2pt 17.85pt; text-indent:-17.85pt; text-align:justify; line-height:normal; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:11.95pt")
    • span (style="-aw-import:ignore")
    • span (style="font-family:Symbol"): •
    • span (style="width:11.95pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces")
    • span: dalsze rozstrzygnięcia sądowe w kwestii kredytów złotowych opartych na stawkach WIBOR.
  • p (style="margin-top:9pt; margin-right:8.5pt; margin-bottom:3pt; text-align:justify; page-break-after:avoid; line-height:normal; font-size:10pt; background-color:#d9d9d9")
    • span (style="font-weight:bold; font-variant:small-caps; color:#00468c"): Sezonowość lub cykliczność działalności w okresie sprawozdawczym
  • p (style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:normal; font-size:10pt")
    • span: Działalność PKO Banku Hipotecznego SA nie wykazuje istotnych cech sezonowości lub cykliczności.
  • p (style="margin-top:9pt; margin-right:8.5pt; margin-bottom:3pt; text-align:justify; page-break-after:avoid; line-height:normal; font-size:10pt; background-color:#d9d9d9")
    • a (id="_Hlk159327792")
    • span (style="font-weight:bold; font-variant:small-caps; color:#00468c"): Stanowisko zarządu PKO Banku Hipotecznego SA w zakresie możliwości zrealizowania wcześniej publikowanych prognoz wyników za dany rok
  • p (style="margin-top:0pt; margin-right:8.5pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt")
    • span: PKO Bank Hipoteczny SA nie publikował prognoz dotyczących wyników finansowych za 2024 rok. Bank przekazuje informacje o istotnych zdarzeniach, które mają wpływ na wyniki Banku, w raportach bieżących.
  • p (style="margin-top:6pt; margin-right:8.55pt; margin-bottom:6pt; text-align:justify; page-break-after:avoid; line-height:normal; font-size:10pt; background-color:#d9d9d9")
    • span (style="-aw-bookmark-end:_Hlk159327792")
    • span (style="font-weight:bold; font-variant:small-caps; color:#00468c"): Informacje o udzieleniu przez Bank lub przez jednostkę od niego zależną poręczeń kredytu lub pożyczki lub
    • span (style="font-weight:bold; font-variant:small-caps; color:#00468c")
    • span (style="font-weight:bold; font-variant:small-caps; color:#00468c"): udzieleniu gwarancji – łącznie jednemu podmiotowi lub jednostce od niego zależnej, jeżeli łączna wartość istniejących poręczeń lub gwarancji stanowi równowartość co najmniej 10% kapitałów własnych emitenta
    • span (style="font-weight:bold; font-variant:small-caps; color:#00468c; -aw-import:spaces")
  • p (style="margin-top:0pt; margin-right:8.5pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt")
    • span: W 2024 roku PKO Bank Hipoteczny SA nie udzielił poręczeń kredytu lub pożyczki ani nie udzielił gwarancji jednemu podmiotowi lub jednostce zależnej od tego podmiotu, których łączna wartość stanowiłaby równowartość 10% kapitałów własnych Banku.
  • p (style="margin-top:6pt; margin-right:8.55pt; margin-bottom:6pt; text-align:justify; page-break-after:avoid; line-height:normal; font-size:10pt; background-color:#d9d9d9")
    • span (style="font-weight:bold; font-variant:small-caps; color:#00468c"): Informacje o zaciągniętych i wypowiedzianych w danym roku obrotowym umowach dotyczących kredytów i
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    • span (style="font-weight:bold; font-variant:small-caps; color:#00468c"): pożyczek
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    • span: 28 czerwca 2024 roku PKO Bank Hipoteczny SA zawarł z PKO Bankiem Polskim SA aneks do Umowy odnawialnego kredytu obrotowego w rachunku bieżącym z dnia 10 lipca 2019 roku z późniejszymi zmianami, na mocy którego kwota limitu została zmniejszona do 3 100 mln PLN, a okres wykorzystania kredytu został wydłużony do 30 czerwca 2028 roku.
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    • span: 22 października 2024 roku PKO Bank Hipoteczny SA zawarł z PKO Bankiem Polskim SA aneks do Umowy odnawialnego kredytu obrotowego w rachunku bieżącym z dnia 29 października 2015 roku z późniejszymi zmianami, na mocy którego okres kredytowania został wydłużony do 27 października 2028 roku.
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    • span: 30 grudnia 2024 roku PKO Bank Hipoteczny SA zawarł z PKO Bankiem Polskim SA Aneks 2 do Umowy kredytu obrotowego nieodnawialnego w walucie polskiej z dnia 3 stycznia 2023 roku, na mocy którego kwota limitu została zwiększona z 600 mln PLN do 900 mln PLN, a okres wykorzystania kredytu został wydłużony do 3 stycznia 2026 roku. Według stanu na 31 grudnia 2024 roku zapisy Aneksu 2 nie weszły jeszcze w życie.
  • p (style="margin-top:6pt; margin-right:8.55pt; margin-bottom:6pt; text-align:justify; page-break-after:avoid; line-height:normal; font-size:10pt; background-color:#d9d9d9")
    • span (style="font-weight:bold; font-variant:small-caps; color:#00468c"): Informacje o zawarciu przez emitenta lub jednostkę od niego zależną jednej lub wielu transakcji z podmiotami powiązanymi, jeżeli są one istotne i zostały zawarte na innych warunkach niż rynkowe
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    • span: Podmiotami powiązanymi kapitałowo z Bankiem są PKO Bank Polski SA oraz podmioty z Grupy Kapitałowej PKO
    • span
    • span: Banku Polskiego SA.
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    • span: W 2024 roku PKO Bank Hipoteczny SA nie zawarł istotnych transakcji z podmiotami powiązanymi na warunkach innych niż rynkowe.
  • p (style="margin-top:6pt; margin-right:8.55pt; margin-bottom:6pt; text-align:justify; page-break-after:avoid; line-height:normal; font-size:10pt; background-color:#d9d9d9")
    • span (style="font-weight:bold; font-variant:small-caps; color:#00468c"): Informacje o zmianach w podstawowych zasadach zarządzania przedsiębiorstwem Banku
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    • span: W 2024 roku w PKO Banku Hipotecznym SA nie wystąpiły zmiany w podstawowych zasadach zarządzania przedsiębiorstwem Banku.
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    • span (style="font-weight:bold; font-variant:small-caps; color:#00468c"): Umowy wsparcia finansowego
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    • span: PKO Bank Hipoteczny SA nie zawarł umowy wsparcia finansowego z innymi podmiotami podlegającymi nadzorowi skonsolidowanemu działającymi w tym samym holdingu ani z podmiotami blisko powiązanymi.
  • p (style="margin-top:6pt; margin-right:8.55pt; margin-bottom:6pt; text-align:justify; page-break-after:avoid; line-height:normal; font-size:10pt; background-color:#d9d9d9")
    • span (style="font-weight:bold; font-variant:small-caps; color:#00468c"): Depozyty oraz udzielane gwarancje i poręczenia
  • p (style="margin-top:0pt; margin-right:8.5pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt")
    • span: PKO Bank Hipoteczny SA nie przyjmuje depozytów oraz nie udziela gwarancji ani poręczeń.
  • p (style="margin-top:6pt; margin-right:8.55pt; margin-bottom:6pt; text-align:justify; page-break-after:avoid; line-height:normal; font-size:10pt; background-color:#d9d9d9")
    • span (style="font-weight:bold; font-variant:small-caps; color:#00468c"): Informacje o wartości zabezpieczeń ustanowionych na rachunkach lub aktywach kredytobiorców
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    • span: W 2024 roku PKO Bank Hipoteczny SA nie ustanawiał zabezpieczeń na rachunkach kredytobiorców.
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    • span: Wartość zabezpieczenia kredytów hipotecznych zabezpieczonych hipotekami na nieruchomościach na 31 grudnia 2024 roku wynosiła 69,6 mld PLN vs 66,2 mld PLN na 31 grudnia 2023 roku.
  • p (style="margin-top:6pt; margin-right:8.55pt; margin-bottom:6pt; text-align:justify; page-break-after:avoid; line-height:normal; font-size:10pt; background-color:#d9d9d9")
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    • span (style="font-weight:bold; font-variant:small-caps; color:#00468c"): Oświadczenie o informacji niefinansowej
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    • span: Jednostką dominującą sporządzającą sprawozdanie na temat informacji niefinansowych obejmujące PKO Bank Hipoteczny SA jest PKO Bank Polski SA z siedzibą w Warszawie przy ulicy Puławskiej 15.
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    • span (style="font-weight:bold; font-variant:small-caps; color:#00468c"): Zdarzenia, które wystąpiły po dniu, na który sporządzono sprawozdanie
  • p (style="margin:3pt 8.5pt 3pt 17.85pt; text-indent:-17.85pt; text-align:justify; line-height:normal; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:11.95pt")
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    • span (style="font-family:Symbol"): •
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    • span: 30 stycznia 2025 roku Bank zawarł z PKO Bankiem Polskim SA Aneks do Umowy odnawialnego kredytu obrotowego w rachunku bieżącym z dnia 2 lutego 2017 roku, który wydłużył okres kredytowania do 2 lutego 2029 roku.
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    • span (style="font-family:Symbol"): •
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    • span: 20 lutego 2025 roku Bank przeprowadził subskrypcję hipotecznych listów zastawnych serii 15 wyemitowanych o wartości nominalnej 800 000 tys. PLN, dla których dzień emisji ustalony został na 27 lutego 2025 roku a data zapadalności na 27 lutego 2029 roku. Papiery są oprocentowane według zmiennej stopy procentowej w wysokości WIBOR 3M + 0,80 p.p. marży.
  • p (style="margin-top:3pt; margin-left:18pt; margin-bottom:3pt; text-indent:-18pt; line-height:normal; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:12.1pt")
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    • span (style="font-family:Symbol"): •
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    • span: 27 lutego 2005 roku międzynarodowa agencja ratingowa Moody’s Investors Service Ltd opublikowała informację, w której potwierdziła dotychczasowe ratingi i oceny PKO Banku Hipotecznego SA. Szczegółowa informacja nt. poziomu ratingów Banku znajduje się w Rozdziale 1. sprawozdania w części „Ocena wiarygodności finansowej PKO Banku Hipotecznego SA – Rating”.
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    • span: 28 lutego 2025 roku Rada Nadzorcza Banku powołała Pana Michała Stępniewskiego od 1 marca 2025 roku w skład Zarządu Banku na stanowisko Wiceprezesa Zarządu Banku w ramach obecnej, wspólnej kadencji Zarządu Banku.
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    • span (style="color:#004c8c"): 8.
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    • span (style="font-variant:small-caps; color:#00468c"): Oświadczenie Zarządu PKO Banku Hipotecznego SA
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  • p (style="margin-top:3pt; margin-bottom:3pt; text-align:justify; line-height:normal; font-size:10pt")
    • span: Zarząd PKO Banku Hipotecznego SA oświadcza, że według jego najlepszej wiedzy:
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    • span: sprawozdanie finansowe PKO Banku Hipotecznego SA za rok zakończony 31 grudnia 2024 roku sporządzone zostało zgodnie z obowiązującymi zasadami rachunkowości oraz odzwierciedla w sposób prawdziwy, rzetelny i jasny sytuację majątkową i finansową PKO Banku Hipotecznego SA oraz jego wynik finansowy,
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    • span (style="font-family:Symbol"): •
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    • span: sprawozdanie Zarządu z działalności PKO Banku Hipotecznego SA za rok zakończony 31 grudnia 2024 roku zawiera prawdziwy obraz rozwoju i osiągnięć oraz sytuacji PKO Banku Hipotecznego SA, w tym opis podstawowych ryzyk i zagrożeń.
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    • span: Zarząd PKO Banku Hipotecznego SA oświadcza, że firma audytorska, dokonująca badania sprawozdania finansowego PKO Banku Hipotecznego SA za rok zakończony 31 grudnia 2024 roku została wybrana zgodnie z przepisami prawa, oraz że podmiot ten oraz biegły rewident dokonujący tego badania spełnił warunki do wydania bezstronnej i niezależnej opinii z badania sprawozdania finansowego, zgodnie z właściwymi przepisami i standardami zawodowymi.
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    • span: Niniejsze sprawozdanie Zarządu z działalności PKO Banku Hipotecznego SA za rok zakończony 31 grudnia 2024 roku liczy 59 kolejno ponumerowane strony.
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    • span: Podpisy wszystkich Członków Zarządu Banku
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      • span: Wojciech Papierak
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      • span: Katarzyna Kurkowska-Szczechowicz
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    • span (style="font-size:5.33pt; vertical-align:super; color:#000000"): [1]
    • span: Obejmuje następujące pozycje sprawozdania z sytuacji finansowej: wartości niematerialne, rzeczowe aktywa trwałe, należność z tytułu bieżącego podatku dochodowego oraz inne aktywa.
  • div (id="_ftn2", style="-aw-footnote-isauto:1")
  • p (style="margin-top:0pt; margin-right:8.5pt; margin-bottom:0pt; text-align:justify; line-height:normal")
    • a (href="#_ftnref2", style="text-decoration:none")
    • span (style="font-size:5.33pt; vertical-align:super; color:#000000"): [2]
    • span: Obejmuje następujące pozycje sprawozdania z sytuacji finansowej: zobowiązania wobec klientów, pozostałe zobowiązania, zobowiązania z tytułu bieżącego podatku dochodowego, rezerwa z tytułu odroczonego podatku dochodowego oraz inne rezerwy.
  • div (id="_ftn3", style="-aw-footnote-isauto:1")
  • p (style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:normal")
    • a (href="#_ftnref3", style="text-decoration:none")
    • span (style="font-size:5.33pt; vertical-align:super; color:#000000"): [3]
    • span: Maksymalny poziom ratingu w kraju.
  • div (id="_ftn4", style="-aw-footnote-isauto:1")
  • p (style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:normal; font-size:10pt")
    • a (href="#_ftnref4", style="text-decoration:none")
    • span (style="font-family:'Times New Roman'; font-size:6.67pt; vertical-align:super; color:#000000"): [4]
    • span (style="font-family:'Times New Roman'")
    • span (style="font-size:8pt"): Warszawa, Wrocław, Kraków, Trójmiasto, Poznań, Łódź, Katowice
  • div (id="_ftn5", style="-aw-footnote-isauto:1")
  • p (style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:normal; font-size:10pt")
    • a (href="#_ftnref5", style="text-decoration:none")
    • span (style="font-family:'Times New Roman'; font-size:6.67pt; vertical-align:super; color:#000000"): [5]
    • span (style="font-family:'Times New Roman'")
    • span (style="font-size:8pt"): Warszawa, Wrocław, Kraków, Trójmiasto, Poznań, Łódź
  • div (id="_ftn6", style="-aw-footnote-isauto:1")
  • p (style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:normal")
    • a (href="#_ftnref6", style="text-decoration:none")
    • span (style="font-size:5.33pt; vertical-align:super; color:#000000"): [6]
    • span: Bydgoszcz, Białystok, Katowice, Kielce, Lublin, Olsztyn, Opole, Rzeszów, Szczecin, Zielona Góra
  • div (id="_ftn7", style="-aw-footnote-isauto:1")
  • p (style="margin-top:0pt; margin-right:8.5pt; margin-bottom:0pt; text-align:justify; line-height:normal")
    • a (href="#_ftnref7", style="text-decoration:none")
    • span (style="font-size:5.33pt; vertical-align:super; color:#000000"): [7]
    • span: Wskaźnik wyrażony ilorazem wyniku netto za dany okres oraz średniego salda aktywów na początku i na końcu okresu sprawozdawczego oraz pośrednich okresów miesięcznych.
  • div (id="_ftn8", style="-aw-footnote-isauto:1")
  • p (style="margin-top:0pt; margin-right:8.5pt; margin-bottom:0pt; text-align:justify; line-height:normal")
    • a (href="#_ftnref8", style="text-decoration:none")
    • span (style="font-size:5.33pt; vertical-align:super; color:#000000"): [8]
    • span: Wskaźnik obliczony poprzez podzielenie wyniku netto za dany okres przez średnie saldo kapitału własnego ogółem na początku i na końcu okresu sprawozdawczego oraz pośrednich okresów miesięcznych.
  • div (id="_ftn9", style="-aw-footnote-isauto:1")
  • p (style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:normal")
    • a (href="#_ftnref9", style="text-decoration:none")
    • span (style="font-size:5.33pt; vertical-align:super; color:#000000"): [9]
    • span: Wskaźnik bez uwzględnienia podatku od innych instytucji finansowych.
  • div (id="_ftn10", style="-aw-footnote-isauto:1")
  • p (style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:normal")
    • a (href="#_ftnref10", style="text-decoration:none")
    • span (style="font-size:5.33pt; vertical-align:super; color:#000000"): [10]
    • span: Obejmuje następujące pozycje sprawozdania z sytuacji finansowej: wartości niematerialne, rzeczowe aktywa trwałe, należność z tytułu bieżącego podatku dochodowego oraz inne aktywa.
  • div (id="_ftn11", style="-aw-footnote-isauto:1")
  • p (style="margin-top:0pt; margin-right:8.5pt; margin-bottom:0pt; text-align:justify; line-height:normal")
    • a (href="#_ftnref11", style="text-decoration:none")
    • span (style="font-size:5.33pt; vertical-align:super; color:#000000"): [11]
    • span: Obejmuje następujące pozycje sprawozdania z sytuacji finansowej: zobowiązania wobec klientów, pozostałe zobowiązania, zobowiązania z tytułu bieżącego podatku dochodowego, rezerwa z tytułu odroczonego podatku dochodowego oraz inne rezerwy.
  • div (id="_ftn12", style="-aw-footnote-isauto:1")
  • p (style="margin-top:0pt; margin-right:8.55pt; margin-bottom:0pt; text-align:justify; line-height:normal")
    • a (href="#_ftnref12", style="text-decoration:none")
    • span (style="font-size:5.33pt; vertical-align:super; color:#000000"): [12]
    • span: Wartość ekspozycji bilansowych i ekwiwalentu bilansowego zobowiązań i transakcji warunkowych, po uwzględnieniu korekt z tytułu szczególnego ryzyka kredytowego oraz CCF (Credit Conversion Factor - współczynnik konwersji kredytowej).
  • div (id="_ftn13", style="-aw-footnote-isauto:1")
  • p (style="margin-top:0pt; margin-right:8.55pt; margin-bottom:0pt; text-align:justify; line-height:normal")
    • a (href="#_ftnref13", style="text-decoration:none")
    • span (style="font-size:5.33pt; vertical-align:super; color:#000000"): [13]
    • span: Wynikają z części ekspozycji, która nie jest w pełni i całkowicie zabezpieczona tzn. takiej, która przekracza 80% (BHWN lub jest w okresie przejściowym tj. do czasu ustanowienia zabezpieczenia.
    • span (style="font-size:5.33pt; vertical-align:super")
  • div (id="_ftn14", style="-aw-footnote-isauto:1")
  • p (style="margin-top:0pt; margin-right:8.55pt; margin-bottom:0pt; text-align:justify; line-height:normal")
    • a (href="#_ftnref14", style="text-decoration:none")
    • span (style="font-size:5.33pt; vertical-align:super; color:#000000"): [14]
    • span: Wartość ekspozycji bilansowych i ekwiwalentu bilansowego zobowiązań i transakcji warunkowych, po uwzględnieniu korekt z tytułu szczególnego ryzyka kredytowego oraz CCF (Credit Conversion Factor - współczynnik konwersji kredytowej).
  • div (id="_ftn15", style="-aw-footnote-isauto:1")
  • p (style="margin-top:0pt; margin-right:8.55pt; margin-bottom:0pt; text-align:justify; line-height:normal; font-size:10pt")
    • a (href="#_ftnref15", style="text-decoration:none")
    • span (style="font-size:5.33pt; vertical-align:super; color:#000000"): [15]
    • span
    • span (style="font-size:8pt"): Wynikają z części ekspozycji, która nie jest w pełni i całkowicie zabezpieczona tzn. takiej, która przekracza 80% BHWN lub jest w okresie przejściowym tj. do czasu ustanowienia zabezpieczenia.
  • div (id="_ftn16", style="-aw-footnote-isauto:1")
  • p (style="margin-top:0pt; margin-right:8.5pt; margin-bottom:0pt; text-align:justify; line-height:normal")
    • a (href="#_ftnref16", style="text-decoration:none")
    • span (style="font-size:5.33pt; vertical-align:super; color:#000000"): [16]
    • span: W przypadku zastosowania ubezpieczenia kredytowanego wymaganego wkładu własnego, Bank dopuszcza udzielenie kredytu, dla
    • span
    • span: którego wartość tego wskaźnika nie przekracza 90%.
  • div (id="_ftn17", style="-aw-footnote-isauto:1")
  • p (style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:normal")
    • a (href="#_ftnref17", style="text-decoration:none")
    • span (style="font-size:5.33pt; vertical-align:super; color:#000000"): [17]
    • span: Aktualny poziom LtV wyznaczony w oparciu o wartość nieruchomości z momentu udzielenia kredytu, zaktualizowaną metodami statystycznymi na podstawie analizy rynku nieruchomości.
  • div (id="_ftn18", style="-aw-footnote-isauto:1")
  • p (style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:normal")
    • a (href="#_ftnref18", style="text-decoration:none")
    • span (style="font-size:5.33pt; vertical-align:super; color:#000000"): [18]
    • span: art. 18 ust 3 Ustawy o listach zastawnych i bankach hipotecznych.
  • div (id="_ftn19", style="-aw-footnote-isauto:1")
  • p (style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:normal")
    • a (href="#_ftnref19", style="text-decoration:none")
    • span (style="font-size:5.33pt; vertical-align:super; color:#000000"): [19]
    • span: art. 18 ust 3 Ustawy o listach zastawnych i bankach hipotecznych.
  • div (id="_ftn20", style="-aw-footnote-isauto:1")
  • p (style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:normal")
    • a (href="#_ftnref20", style="text-decoration:none")
    • span (style="font-size:5.33pt; vertical-align:super; color:#000000"): [20]
    • span: art. 18 ust 3a Ustawy o listach zastawnych i bankach hipotecznych.
  • div (id="_ftn21", style="-aw-footnote-isauto:1")
  • p (style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:normal")
    • a (href="#_ftnref21", style="text-decoration:none")
    • span (style="font-size:5.33pt; vertical-align:super; color:#000000"): [21]
    • span: Nominał transakcji zabezpieczającej odpowiada cenie emisyjnej listu zastawnego.
  • div (id="_ftn22", style="-aw-footnote-isauto:1")
  • p (style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:normal")
    • a (href="#_ftnref22", style="text-decoration:none")
    • span (style="font-size:5.33pt; vertical-align:super; color:#000000"): [22]
    • span: Uwzględnia wartość netto transakcji zabezpieczających i nie uwzględnia kredytów zagrożonych (NPL, Non-performing loans).
  • div (id="_ftn23", style="-aw-footnote-isauto:1")
  • p (style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:normal")
    • a (href="#_ftnref23", style="text-decoration:none")
    • span (style="font-size:5.33pt; vertical-align:super; color:#000000"): [23]
    • span: Zgodnie z definicją Ustawy z dnia 11 maja 2017 roku o biegłych rewidentach, firmach audytorskich oraz nadzorze publicznym.
  • div (id="_ftn24", style="-aw-footnote-isauto:1")
  • p (style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:normal")
    • a (href="#_ftnref24", style="text-decoration:none")
    • span (style="font-size:5.33pt; vertical-align:super; color:#000000"): [24]
    • span: Zgodnie z definicją Ustawy z dnia 11 maja 2017 roku o biegłych rewidentach, firmach audytorskich oraz nadzorze publicznym.
  • div (id="_ftn25", style="-aw-footnote-isauto:1")
  • p (style="margin-top:0pt; margin-bottom:0pt")
    • a (href="#_ftnref25", style="text-decoration:none")
    • span (style="line-height:110%; font-size:5.33pt; vertical-align:super; color:#000000"): [25]
    • span: Odroczony składnik zmiennego wynagrodzenia (w formie gotówkowej).
  • div (id="_ftn26", style="-aw-footnote-isauto:1")
  • p (style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:normal")
    • a (href="#_ftnref26", style="text-decoration:none")
    • span (style="font-size:5.33pt; vertical-align:super; color:#000000"): [26]
    • span: Świadczenia obejmują wynagrodzenia zasadnicze.
  • div (id="_ftn27", style="-aw-footnote-isauto:1")
  • p (style="margin-top:0pt; margin-bottom:0pt")
    • a (href="#_ftnref27", style="text-decoration:none")
    • span (style="line-height:110%; font-size:5.33pt; vertical-align:super; color:#000000"): [27]
    • span: Odroczony składnik zmiennego wynagrodzenia (w formie gotówkowej).
  • div (id="_ftn28", style="-aw-footnote-isauto:1")
  • p (style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:normal")
    • a (href="#_ftnref28", style="text-decoration:none")
    • span (style="font-size:5.33pt; vertical-align:super; color:#000000"): [28]
    • span: Świadczenia obejmują wynagrodzenia zasadnicze.