Banku Handlowego w Warszawie S.A.

Governance Information • Mar 12, 2025

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    • span (class="awspan awtext001", style="font-size:22pt; color:#255be3; letter-spacing:-0.25pt; left:42.2pt; top:2.55pt; line-height:25.61pt;"): Prezesa
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    • span (class="awspan awtext001", style="font-size:9.5pt; left:0pt; top:0pt; line-height:11.06pt;"): Z ogromną przyjemnością przedstawiam Państwu raport Citi
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    • span (class="awspan awtext001", style="font-size:9.5pt; left:0pt; top:23.87pt; line-height:11.06pt;"): finansowe z osiągnięciami w obszarze społecznym i środowiskowym.
    • span (class="awspan awtext001", style="font-size:9.5pt; left:0pt; top:35.8pt; line-height:11.06pt;"): Cieszę się, bo to najlepszy dowód na to, że te obszary nie funkcjonują
    • span (class="awspan awtext001", style="font-size:9.5pt; left:0pt; top:47.74pt; line-height:11.06pt;"): jako odrębne światy. Stanowią spójną całość. Razem budują
    • span (class="awspan awtext001", style="font-size:9.5pt; left:0pt; top:59.67pt; line-height:11.06pt;"): odpowiedzialny i zrównoważony bank, który łączy sukces biznesowy z
    • span (class="awspan awtext001", style="font-size:9.5pt; left:0pt; top:71.6pt; line-height:11.06pt;"): realnym wpływem na otoczenie.
    • div (class="awdiv", style="top:184.27pt;")
    • span (class="awspan awtext001", style="font-size:9.5pt; left:0pt; top:0pt; line-height:11.06pt;"): Rok 2024 był dla naszego banku okresem intensywnej pracy i
    • span (class="awspan awtext001", style="font-size:9.5pt; left:0pt; top:11.93pt; line-height:11.06pt;"): konsekwentnej realizacji strategii. Jej fundamentem jest wspieranie
    • span (class="awspan awtext001", style="font-size:9.5pt; left:0pt; top:23.87pt; line-height:11.06pt;"): przedsiębiorstw oraz koncentracja na sektorach kluczowych dla
    • span (class="awspan awtext001", style="font-size:9.5pt; left:0pt; top:35.8pt; line-height:11.06pt;"): polskiej gospodarki. Dzięki temu umocniliśmy naszą pozycję na
    • span (class="awspan awtext001", style="font-size:9.5pt; left:0pt; top:47.74pt; line-height:11.06pt;"): rynku i naszą rolę jako partnera wspierającego długoterminowy
    • span (class="awspan awtext001", style="font-size:9.5pt; left:0pt; top:59.67pt; line-height:11.06pt;"): rozwój kraju.
    • div (class="awdiv", style="top:263.87pt;")
    • span (class="awspan awtext001", style="font-size:9.5pt; left:0pt; top:0pt; line-height:11.06pt;"): Jednoczenie kontynuowaliśmy budowę stabilnej i wiarygodnej instytucji finansowej. Nasza
    • span (class="awspan awtext001", style="font-size:9.5pt; left:0pt; top:11.93pt; line-height:11.06pt;"): polityka zarządzania ryzykiem, dbałość o najwyższą jakość usług oraz bliska współpraca z
    • span (class="awspan awtext001", style="font-size:9.5pt; left:0pt; top:23.87pt; line-height:11.06pt;"): klientami znalazły odzwierciedlenie we wskaźnikach biznesowych. Wskaźnik ROE utrzymywał
    • span (class="awspan awtext001", style="font-size:9.5pt; left:0pt; top:35.8pt; line-height:11.06pt;"): się na wysokim poziomie i wyniósł 20,1%. Wskaźnik kosztów do dochodów to zaledwie 35%, co
    • span (class="awspan awtext001", style="font-size:9.5pt; left:0pt; top:47.74pt; line-height:11.06pt;"): pokazuje wysoką efektywność operacyjną banku. Stopa dywidendy wyniosła 10,23% i była
    • span (class="awspan awtext001", style="font-size:9.5pt; left:0pt; top:59.67pt; line-height:11.06pt;"): jedną z najwyższych wypłacanych przez banki w 2024 roku.
    • div (class="awdiv", style="top:343.48pt;")
    • span (class="awspan awtext001", style="font-size:9.5pt; left:0pt; top:0pt; line-height:11.06pt;"): Cieszę się także z oznak ożywienia w inwestycjach i większego optymizmu wśród klientów. W
    • span (class="awspan awtext001", style="font-size:9.5pt; left:0pt; top:11.93pt; line-height:11.06pt;"): banku Citi Handlowy przełożyło się to na wyższe wolumeny kredytowe oraz utrzymanie
    • span (class="awspan awtext001", style="font-size:9.5pt; left:0pt; top:23.87pt; line-height:11.06pt;"): wysokich przychodów. W całym roku dynamika wolumenu kredytów dla firm wyniosła 2,7%
    • span (class="awspan awtext001", style="font-size:9.5pt; left:0pt; top:35.8pt; line-height:11.06pt;"): rok do roku, między innymi dzięki 20-procentowemu wzrostowi wolumenów w strategicznym
    • span (class="awspan awtext001", style="font-size:9.5pt; left:0pt; top:47.74pt; line-height:11.06pt;"): dla naszego banku sektorze Bankowości Przedsiębiorstw.
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    • div (class="awdiv", style="top:411.15pt;")
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    • span (class="awspan awtext001", style="font-size:9.5pt; left:0pt; top:11.93pt; line-height:11.06pt;"): pomocą do ponad 20 tysięcy potrzebujących – domów pomocy społecznej, domów dziecka i
    • span (class="awspan awtext001", style="font-size:9.5pt; left:0pt; top:23.87pt; line-height:11.06pt;"): uchodźców. Wspólnie z Polskim Komitetem Paralimpijskim, naszymi klientami i
    • span (class="awspan awtext001", style="font-size:9.5pt; left:0pt; top:35.8pt; line-height:11.06pt;"): paralimpijczykami stworzyliśmy Niezwykłą Drużynę, która w ciągu roku pokonała 12 500
    • span (class="awspan awtext001", style="font-size:9.5pt; left:0pt; top:47.74pt; line-height:11.06pt;"): kilometrów na rzecz dzieci z niepełnosprawnościami. Osiągnęliśmy też kolejny raz najwyższy
    • span (class="awspan awtext001", style="font-size:9.5pt; left:0pt; top:59.67pt; line-height:11.06pt;"): możliwy wynik w rankingu instytucji z
    • span (class="awspan awtext002", style="font-size:9.5pt; left:179.3pt; top:59.67pt; line-height:11.06pt;")
    • span (class="awspan awtext001", style="font-size:9.5pt; left:182.61pt; top:59.67pt; line-height:11.06pt;"): równością zawodową i społeczną osób
    • span (class="awspan awtext001", style="font-size:9.5pt; left:0pt; top:71.6pt; line-height:11.06pt;"): LGBT+.
    • span (class="awspan awtext002", style="font-size:9.5pt; left:35.95pt; top:71.6pt; line-height:11.06pt;")
    • span (class="awspan awtext001", style="font-size:9.5pt; left:39.26pt; top:71.6pt; line-height:11.06pt;"): Zrealizowaliśmy nasz strategiczny cel udzielenia
    • span (class="awspan awtext001", style="font-size:9.5pt; left:0pt; top:83.54pt; line-height:11.06pt;"): 1 miliarda zł na zieloną transformację. Oddana po modernizacji główna siedziba banku przy ul.
    • span (class="awspan awtext001", style="font-size:9.5pt; left:0pt; top:95.47pt; line-height:11.06pt;"): Senatorskiej w Warszawie to ważny punkt w naszej drodze do osiągnięcia neutralności
    • span (class="awspan awtext001", style="font-size:9.5pt; left:0pt; top:107.41pt; line-height:11.06pt;"): klimatycznej. A przy tym koncepcja architektoniczna nagradzana na świecie za harmonijne
    • span (class="awspan awtext001", style="font-size:9.5pt; left:0pt; top:119.34pt; line-height:11.06pt;"): połączenie tradycji z nowoczesnością.
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    • span (class="awspan awtext001", style="font-size:9.5pt; left:183.5pt; top:119.34pt; line-height:11.06pt;")
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    • span (class="awspan awtext001", style="font-size:9.5pt; left:0pt; top:0pt; line-height:11.06pt;"): Z optymizmem patrzę na rok 2025. Mimo globalnych wyzwań, takich jak wysokie ceny energii,
    • span (class="awspan awtext001", style="font-size:9.5pt; left:0pt; top:11.93pt; line-height:11.06pt;"): presja konkurencyjna z Chin czy obawy o wojnę handlową, polska gospodarka może radzić
    • span (class="awspan awtext001", style="font-size:9.5pt; left:0pt; top:23.87pt; line-height:11.06pt;"): sobie zdecydowanie lepiej niż wiele innych gospodarek krajów UE. Napływ środków unijnych
    • span (class="awspan awtext001", style="font-size:9.5pt; left:0pt; top:35.8pt; line-height:11.06pt;"): oraz korzystna sytuacja na rynku pracy powinny przyczynić się do ożywienia naszej
    • span (class="awspan awtext001", style="font-size:9.5pt; left:0pt; top:47.74pt; line-height:11.06pt;"): gospodarki. Jesteśmy gotowi wykorzystać szanse, które są przed nami.
    • div (class="awdiv", style="top:618.09pt;")
    • span (class="awspan awtext001", style="font-size:9.5pt; left:0pt; top:0pt; line-height:11.06pt;"): Dziękuję Państwu za zaufanie i wsparcie w tym niezwykle istotnym okresie. Jestem
    • span (class="awspan awtext001", style="font-size:9.5pt; left:0pt; top:11.93pt; line-height:11.06pt;"): przekonana, że dzięki naszej strategii oraz zaangażowaniu pracowników banku, w kolejnych
    • span (class="awspan awtext001", style="font-size:9.5pt; left:0pt; top:23.87pt; line-height:11.06pt;"): latach będziemy odgrywali istotną rolę w rozwoju polskiej gospodarki i tworzeniu wartości dla
    • span (class="awspan awtext001", style="font-size:9.5pt; left:0pt; top:35.8pt; line-height:11.06pt;"): naszych akcjonariuszy.
    • div (class="awdiv", style="top:673.83pt;")
    • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:4pt; line-height:11.64pt;"): Z poważaniem
    • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:16.56pt; line-height:11.64pt;"): Elżbieta Czetwertyńska
    • span (class="awspan awtext001", style="font-size:10pt; left:0pt; top:29.12pt; line-height:11.64pt;"): Prezes Zarządu Banku Handlowego w Warszawie S.A.
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    • div (class="awdiv", style="left:0pt; top:0pt;")
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