ING Bank Slaski S.A.

Governance Information • Mar 7, 2025

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    • span (class="awspan awtext001", style="font-size:8pt; left:0pt; top:0pt; line-height:10.18pt;"): Rada Nadzorcza /
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    • span (class="awspan awtext002", style="font-size:10pt; left:394.56pt; top:0pt; line-height:12.73pt;"): 7 March 2025
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    • span (class="awspan awtext003", style="font-size:10pt; left:38.77pt; top:0pt; line-height:12.73pt;"): REPRESENTATION OF THE SUPERVISORY BOARD CONCERNING THE AUDIT COMMITTEE
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    • span (class="awspan awtext002", style="font-size:10pt; left:0pt; top:0pt; line-height:12.73pt;"): The Supervisory Board of ING Bank Śląski S.A. (”Bank”) hereby represent that:
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    • span (class="awspan awtext002", style="font-size:10pt; left:34.65pt; top:0pt; line-height:12.73pt;"): Bank
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    • span (class="awspan awtext002", style="font-size:10pt; left:58.23pt; top:0pt; line-height:12.73pt;"): complies
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    • span (class="awspan awtext002", style="font-size:10pt; left:120.61pt; top:0pt; line-height:12.73pt;"): the
    • span (class="awspan awtext002", style="font-size:10pt; letter-spacing:-0.32pt; left:135.13pt; top:0pt; line-height:12.73pt;")
    • span (class="awspan awtext002", style="font-size:10pt; left:137.26pt; top:0pt; line-height:12.73pt;"): regulations
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    • span (class="awspan awtext002", style="font-size:10pt; left:188.47pt; top:0pt; line-height:12.73pt;"): concerning
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    • span (class="awspan awtext002", style="font-size:10pt; left:239.18pt; top:0pt; line-height:12.73pt;"): appointment,
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    • span (class="awspan awtext002", style="font-size:10pt; left:300.8pt; top:0pt; line-height:12.73pt;"): composition
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    • span (class="awspan awtext002", style="font-size:10pt; left:375.94pt; top:0pt; line-height:12.73pt;"): functioning
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    • span (class="awspan awtext002", style="font-size:10pt; left:439.09pt; top:0pt; line-height:12.73pt;"): the
    • span (class="awspan awtext002", style="font-size:10pt; left:18pt; top:14.64pt; line-height:12.73pt;"): Audit
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    • span (class="awspan awtext002", style="font-size:10pt; left:43.33pt; top:14.64pt; line-height:12.73pt;"): Committee,
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    • span (class="awspan awtext002", style="font-size:10pt; left:96.71pt; top:14.64pt; line-height:12.73pt;"): including
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    • span (class="awspan awtext002", style="font-size:10pt; left:138.42pt; top:14.64pt; line-height:12.73pt;"): the
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    • span (class="awspan awtext002", style="font-size:10pt; left:154.91pt; top:14.64pt; line-height:12.73pt;"): requirement
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    • span (class="awspan awtext002", style="font-size:10pt; left:211.28pt; top:14.64pt; line-height:12.73pt;"): for
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    • span (class="awspan awtext002", style="font-size:10pt; left:225.6pt; top:14.64pt; line-height:12.73pt;"): its
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    • span (class="awspan awtext002", style="font-size:10pt; left:292.63pt; top:14.64pt; line-height:12.73pt;"): satisfy
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