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') format('woff');
			}
			.awdiv {
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						<span class="awspan awtext001" style="font-size:6.5pt; color:#ffffff; left:378.17pt; top:5.4pt; line-height:7.51pt;">Strona </span>
						
						
						
						
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				<span class="awspan awtext002" style="left:0pt; top:12.49pt; line-height:13.91pt;">Szanowni Państwo,</span>
				<div class="awdiv" style="top:36.56pt;">
					<span class="awspan awtext001" style="left:0pt; top:4.54pt; line-height:13.86pt;">2025 był dla PKO Banku Polskiego rokiem, w którym wyraźnie zwiększyliśmy dystans do </span>
					<span class="awspan awtext001" style="left:0pt; top:21.1pt; line-height:13.86pt;">konkurencji i nadaliśmy tempo całemu sektorowi bankowemu.</span>
				</div>
				<div class="awdiv" style="top:81.68pt;">
					<span class="awspan awtext001" style="left:0pt; top:4.54pt; line-height:13.86pt;">Źródłem naszej przewagi był wyraźnie wyznaczony kierunek w Strategii Wzrostu i Rozwoju </span>
					<span class="awspan awtext001" style="left:0pt; top:21.1pt; line-height:13.86pt;">2025-2027. Strategia jest jasna. Cel – ambitny. Organizacja ruszyła. Energia i zaangażowanie </span>
					<span class="awspan awtext001" style="left:0pt; top:37.66pt; line-height:13.86pt;">ponad 26 tys. pracowników Grupy Kapitałowej PKO Banku Polskiego przełożyły się na lepsze </span>
					<span class="awspan awtext001" style="left:0pt; top:54.22pt; line-height:13.86pt;">doświadczenia naszych klientów, a te na dynamikę rozwoju naszego biznesu – wyraźnie szybszą </span>
					<span class="awspan awtext001" style="left:0pt; top:70.78pt; line-height:13.86pt;">niż rynku.</span>
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				<div class="awdiv" style="top:176.47pt;">
					<span class="awspan awtext001" style="left:0pt; top:4.54pt; line-height:13.86pt;">Widać to w rekordowej liczbie 327 tys. nowych klientów, w rosnącym najszybciej wśród </span>
					<span class="awspan awtext001" style="left:0pt; top:21.1pt; line-height:13.86pt;">banków zaufaniu do PKO Banku Polskiego, mierzonym wskaźnikiem NPS, w dwucyfrowym </span>
					<span class="awspan awtext001" style="left:0pt; top:37.66pt; line-height:13.86pt;">wzroście finansowania udzielonego klientom oraz równie silnym wzroście oszczędności.</span>
				</div>
				<div class="awdiv" style="top:238.15pt;">
					<span class="awspan awtext001" style="left:0pt; top:4.54pt; line-height:13.86pt;">Oderwaliśmy się od peletonu.</span>
				</div>
				<div class="awdiv" style="top:266.71pt;">
					<span class="awspan awtext001" style="left:0pt; top:4.54pt; line-height:13.86pt;">Wyniki są rekordowe. Fundamenty - mocne. Ryzyko - pod kontrolą.</span>
					<a style="left:344.56pt; top:0pt;" id="_Hlk223435364">
					</a>
				</div>
				<div class="awdiv" style="top:295.27pt;">
					<span class="awspan awtext001" style="left:0pt; top:4.54pt; line-height:13.86pt;">Przy wysokiej dyscyplinie w zarządzaniu kosztami operacyjnymi oraz ryzykiem, wskaźnikach </span>
					<span class="awspan awtext001" style="left:0pt; top:21.1pt; line-height:13.86pt;">kosztów do dochodów i ryzyka kredytowego utrzymanych na solidnym poziomie, odpowiednio: </span>
					<span class="awspan awtext001" style="left:0pt; top:37.66pt; line-height:13.86pt;">31,1% i 30 p.b. – wypracowany zysk netto Grupy PKO Banku Polskiego po raz pierwszy w </span>
					<span class="awspan awtext001" style="left:0pt; top:54.22pt; line-height:13.86pt;">polskim sektorze bankowym przekroczył 10 mld zł. Osiągnęliśmy zwrot z kapitału (ROE) na </span>
					<span class="awspan awtext001" style="left:0pt; top:70.78pt; line-height:13.86pt;">poziomie 19,5% i jesteśmy w stanie zapewnić rekordową dywidendę dla naszych akcjonariuszy.</span>
				</div>
				<div class="awdiv" style="top:390.06pt;">
					<span class="awspan awtext001" style="left:0pt; top:4.54pt; line-height:13.86pt;">Za liczbami stoją realni ludzie i realna gospodarka.</span>
				</div>
				<div class="awdiv" style="top:418.62pt;">
					<span class="awspan awtext001" style="left:0pt; top:4.54pt; line-height:13.86pt;">W 2025 r. około 50 tys. rodzin mogło spełnić z nami marzenia o własnym mieszkaniu lub domu. </span>
					<a style="left:0pt; top:20.56pt;" id="_Hlk223956327">
					</a>
					<span class="awspan awtext001" style="left:0pt; top:21.1pt; line-height:13.86pt;">Kwotą 116 mld zł finansujemy rozwój przedsiębiorstw, samorządów i inwestycje w nowoczesną </span>
					<span class="awspan awtext001" style="left:0pt; top:37.66pt; line-height:13.86pt;">infrastrukturę, obronność czy transformację energetyczną.</span>
				</div>
				<div class="awdiv" style="top:480.3pt;">
					<span class="awspan awtext001" style="left:0pt; top:4.54pt; line-height:13.86pt;">Dwucyfrowo, do poziomu 692 mld zł, wzrosła wartość oszczędności klientów. Najszybciej </span>
					<span class="awspan awtext001" style="left:0pt; top:21.1pt; line-height:13.86pt;">zwiększyły się aktywa funduszy inwestycyjnych, ponad 45% r/r. Sukces odniosła też pierwsza </span>
					<span class="awspan awtext001" style="left:0pt; top:37.66pt; line-height:13.86pt;">od niemal 100 lat przeprowadzona przez PKO Bank Hipoteczny emisja listów zastawnych dla </span>
					<span class="awspan awtext001" style="left:0pt; top:54.22pt; line-height:13.86pt;">klientów detalicznych, w której popyt przewyższył ofertę 1 mld zł. To sygnał, że rośnie wśród </span>
					<span class="awspan awtext001" style="left:0pt; top:70.78pt; line-height:13.86pt;">klientów potrzeba świadomego zarządzenia swoimi finansami oraz że możliwa jest mobilizacja </span>
					<span class="awspan awtext001" style="left:0pt; top:87.33pt; line-height:13.86pt;">również oszczędności klientów indywidualnych do inwestowania w gospodarkę.</span>
				</div>
				<div class="awdiv" style="top:591.65pt;">
					<span class="awspan awtext001" style="left:0pt; top:4.54pt; line-height:13.86pt;">Jak wykorzystamy naszą przewagę?</span>
				</div>
				<div class="awdiv" style="top:620.21pt;">
					<span class="awspan awtext001" style="left:0pt; top:4.54pt; line-height:13.86pt;">Prognozy ekonomistów PKO Banku Polskiego wskazują, że polska gospodarka urośnie w 2026 </span>
					<span class="awspan awtext001" style="left:0pt; top:21.1pt; line-height:13.86pt;">r. o ok. 4% r/r, przy jednoczesnej stabilizacji wskaźnika inflacji. Spodziewamy się zrywu </span>
					<span class="awspan awtext001" style="left:0pt; top:37.66pt; line-height:13.86pt;">inwestycyjnego, który przełoży się na przyspieszenie akcji kredytowej w gospodarce. Naturalnie </span>
					<span class="awspan awtext001" style="left:0pt; top:54.22pt; line-height:13.86pt;">pod warunkiem, że ryzyka geopolityczne i wojenne nie będą eskalować, a konflikt na Bliskim </span>
					<span class="awspan awtext001" style="left:0pt; top:70.78pt; line-height:13.86pt;">Wschodnie szybko się skończy.</span>
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			<div class="awdiv" style="left:62.35pt; top:802.6pt; clip:rect(0pt,533pt,14.9pt,-62.35pt);">
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					<div class="awdiv" style="left:5.4pt;">
						
						<span class="awspan awtext001" style="font-size:6.5pt; color:#ffffff; left:378.17pt; top:5.4pt; line-height:7.51pt;">Strona </span>
						
						
						
						
						<span class="awspan awtext001" style="font-size:6.5pt; color:#ffffff; left:398.51pt; top:5.4pt; line-height:7.51pt;">2</span>
						
						
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			<div class="awdiv" style="left:62.35pt; top:92.15pt;">
				<span class="awspan awtext001" style="left:0pt; top:0.54pt; line-height:13.86pt;">Pozycja kapitałowa PKO Banku Polskiego pozostaje silna</span>
				<a style="left:291.78pt; top:0pt;" id="_Hlk223435417">
				</a>
				<span class="awspan awtext001" style="left:291.78pt; top:0.54pt; line-height:13.86pt;">, co daje nam solidne podstawy do </span>
				<span class="awspan awtext001" style="left:0pt; top:17.1pt; line-height:13.86pt;">finansowania tego zrywu i wzrostu polskiej gospodarki – strategicznych dla kraju inwestycji, </span>
				<span class="awspan awtext001" style="left:0pt; top:33.66pt; line-height:13.86pt;">codziennych potrzeb klientów indywidualnych i rozwoju klientów korporacyjnych w Polsce oraz </span>
				<span class="awspan awtext001" style="left:0pt; top:50.22pt; line-height:13.86pt;">ich ekspansji zagranicą.</span>
				<div class="awdiv" style="top:74.24pt;">
					<span class="awspan awtext001" style="left:0pt; top:4.54pt; line-height:13.86pt;">W 2025 r. PKO Bank Polski uruchomił największy w historii PKO Banku Polskiego program </span>
					<span class="awspan awtext001" style="left:0pt; top:21.1pt; line-height:13.86pt;">inwestycyjny o wartości ponad 1 mld zł w technologię, rozwój cyfrowy, upraszczanie procesów </span>
					<span class="awspan awtext001" style="left:0pt; top:37.66pt; line-height:13.86pt;">wejścia do banku, modernizację oddziałów w całej Polsce oraz ofensywę marketingową.</span>
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				<div class="awdiv" style="top:135.91pt;">
					<span class="awspan awtext001" style="left:0pt; top:4.54pt; line-height:13.86pt;">Celem była głęboka transformacja i przygotowanie banku do utrzymania tempa rozwoju w </span>
					<span class="awspan awtext001" style="left:0pt; top:21.1pt; line-height:13.86pt;">wymagających warunkach otoczenia sektora bankowego. Dzięki inwestycjom rozwojowym </span>
					<span class="awspan awtext001" style="left:0pt; top:37.66pt; line-height:13.86pt;">przechodzimy na model, który w zdecydowanie większym stopniu pozwoli nam walczyć </span>
					<span class="awspan awtext001" style="left:0pt; top:54.22pt; line-height:13.86pt;">wartością o klienta, czyli pracować z klientami tak, aby naszym kluczowym motorem wzrostu </span>
					<span class="awspan awtext001" style="left:0pt; top:70.78pt; line-height:13.86pt;">była ich rosnąca aktywność i transakcyjność.</span>
				</div>
				<div class="awdiv" style="top:230.71pt;">
					<span class="awspan awtext001" style="left:0pt; top:4.54pt; line-height:13.86pt;">Dziękuję klientom i wszystkim naszym interesariuszom za zaufanie i wiarę w naszą strategię. </span>
					<span class="awspan awtext001" style="left:0pt; top:21.1pt; line-height:13.86pt;">Dziękuję pracownikom za zaangażowanie. To dzięki Wam możemy być numerem jeden. I kropka.</span>
				</div>
				<div class="awdiv" style="left:248.1pt; top:304.39pt;">
					<span class="awspan awtext001" style="left:0pt; top:4.54pt; line-height:13.86pt;">Szymon Midera,</span>
				</div>
				<div class="awdiv" style="left:248.1pt; top:405.6pt;">
					<span class="awspan awtext001" style="left:0pt; top:4.54pt; line-height:13.86pt;">Prezes Zarządu PKO Banku Polskiego</span>
				</div>
				<div class="awdiv" style="top:531.36pt;">
					<span class="awspan awtext001" style="font-size:5pt; color:#ffffff; left:0pt; top:0.22pt; line-height:5.78pt;">Biblioteka czcionek:</span>
				</div>
				<div class="awdiv" style="top:540.36pt;">
					<span class="awspan awtext001" style="font-size:5pt; color:#ffffff; left:0pt; top:0.22pt; line-height:5.78pt;">Biblioteka czcionek:</span>
				</div>
				<div class="awdiv" style="top:549.36pt;">
					<span class="awspan awtext001" style="font-size:5pt; color:#ffffff; left:0pt; top:0.22pt; line-height:5.78pt;">aąbcćdeęfghijklłmnńoópqrsśtuvwxyzżźAĄBCĆDEĘFGHIJKLŁMNŃOÓPQRSŚTUVWXYZŻŹ</span>
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					<span class="awspan awtext003" style="font-size:5pt; color:#ffffff; left:0pt; top:0.23pt; line-height:5.77pt;">aąbcćdeęfghijklłmnńoópqrsśtuvwxyzżźAĄBCĆDEĘFGHIJKLŁMNŃOÓPQRSŚTUVWXYZŻŹ</span>
				</div>
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					<span class="awspan awtext002" style="font-size:5pt; color:#ffffff; left:0pt; top:0.2pt; line-height:5.8pt;">aąbcćdeęfghijklłmnńoópqrsśtuvwxyzżźAĄBCĆDEĘFGHIJKLŁMNŃOÓPQRSŚTUVWXYZŻŹ</span>
				</div>
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					<span class="awspan awtext004" style="font-size:5pt; color:#ffffff; left:0pt; top:0.2pt; line-height:5.8pt;">aąbcćdeęfghijklłmnńoópqrsśtuvwxyzżźAĄBCĆDEĘFGHIJKLŁMNŃOÓPQRSŚTUVWXYZŻŹ</span>
				</div>
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				<div class="awdiv" title="Obraz zawierający pismo odręczne, Czcionka, kaligrafia&#xA;&#xA;Zawartość wygenerowana przez AI może być niepoprawna.">
					<img class="awimg" style="left:0pt; top:4pt; width:166.5pt; height:58.5pt;" 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" 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