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PKO Bank Polski S.A.

Annual / Quarterly Financial Statement • Mar 7, 2024

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          • Number: 910
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        • EncapsulatedX509Certificate: MIIGhjCCBG6gAwIBAgIQJFEpXBmVzcd3JYd4sjSm4TANBgkqhkiG9w0BAQsFADBl MQswCQYDVQQGEwJQTDEhMB8GA1UECgwYQXNzZWNvIERhdGEgU3lzdGVtcyBTLkEu MRgwFgYDVQQDDA9DZXJ0dW0gUUNBIDIwMTcxGTAXBgNVBGEMEFZBVFBMLTUxNzAz NTk0NTgwHhcNMjMwNjA1MDIwODU2WhcNMjUwNjA0MDIwODU2WjBrMRowGAYDVQQD DBFBZ25pZXN6a2EgQWNjb3JkaTESMBAGA1UEKgwJQWduaWVzemthMRAwDgYDVQQE DAdBY2NvcmRpMRowGAYDVQQFExFQTk9QTC03OTA4MDQwNzMyMDELMAkGA1UEBhMC UEwwggEiMA0GCSqGSIb3DQEBAQUAA4IBDwAwggEKAoIBAQDThuty2ypMI+3WrG5s OowMzEuuWrqqp5UCCWr69uFdkCxjcpCG3/vHlGr5o4WyeLoHniEO1D2GTQ52CWkc FaUyluTV/+kVnLlQTi+7pQqMZcOKouAB6gPuA1FqsvJ463BKYWSwMjTQOcv3N0am P6+CA8V95CJowC2jakuKkLzEk1P/td5FMRaIU4/kiklqibjtC17KtDoSOhrMn/Gu 8Wvn7VAYfo/GFa6ADSA3z1vkA8TLUMWdLB1fv1hCrcqHq1zFDD/b3y3CzC29MMHJ puPovy2V4YSKgq2H31SdUTmU0Ip/jQ2XL01S4epyobX1DRepzBHYgTc0hI/EI1xw b8V9AgMBAAGjggIqMIICJjAMBgNVHRMBAf8EAjAAMDYGA1UdHwQvMC0wK6ApoCeG JWh0dHA6Ly9xY2EuY3JsLmNlcnR1bS5wbC9xY2FfMjAxNy5jcmwwcgYIKwYBBQUH AQEEZjBkMCwGCCsGAQUFBzABhiBodHRwOi8vcWNhLTIwMTcucW9jc3AtY2VydHVt LmNvbTA0BggrBgEFBQcwAoYoaHR0cDovL3JlcG9zaXRvcnkuY2VydHVtLnBsL3Fj YV8yMDE3LmNlcjAfBgNVHSMEGDAWgBQn8dhOYFBotmH+aBsobG3kC3MJTTAdBgNV HQ4EFgQUSBbgy8pxCIaL6289v3kzxhVyxeEwDgYDVR0PAQH/BAQDAgbAMFUGA1Ud IAROMEwwCQYHBACL7EABAjA/BgwqhGgBhvZ3AgQBDAEwLzAtBggrBgEFBQcCARYh aHR0cDovL3d3dy5jZXJ0dW0ucGwvcmVwb3p5dG9yaXVtMIHCBggrBgEFBQcBAwSB tTCBsjAIBgYEAI5GAQEwCAYGBACORgEEMIGGBgYEAI5GAQUwfDA8FjZodHRwczov L3JlcG9zaXRvcnkuY2VydHVtLnBsL1BEUy9DZXJ0dW1fUUNBLVBEU19FTi5wZGYT AmVuMDwWNmh0dHBzOi8vcmVwb3NpdG9yeS5jZXJ0dW0ucGwvUERTL0NlcnR1bV9R Q0EtUERTX1BMLnBkZhMCcGwwEwYGBACORgEGMAkGBwQAjkYBBgEwDQYJKoZIhvcN AQELBQADggIBAKa9RpdOUcwj6GyrbwwDg2bPeDDzeeWGbIKTi12GingPeF9v/A5p ltb257g5dzD+cdv+6FivT9JblX87cYWONKqEWFF7jSMfPH2TOLm8mcG3svjuiInc tJ+AFNsUkDA9gUOh5SEf5ho0Hv1SmNBMYsE0FgFicAZI9VPkR3nEyLdGIVjmyK6/ mbAaRll1ru+/9GQK0lWWfmMIf9fjFY5Ek28gVxN6BYvj4wu/0+fCkoS/5hwzClpy czvG6zs8yhUNiGcH4/4Vp2LLm+gpyxuhBX6aDIhkLKg/IvoEkr6tZbr0GNahZdry diYAIwMYSZL6i/aQggYPWbFhS6laOrYDV2u4gjpuKjieHahePXWjdmW5/E2mZUxZ JM9k3DA70mk1ZpmOMLy/fgOM9cn99yqrfgoXr/g/tloOJEZ1WTfka1XLe9hXIQgq RjzFd5taVO6q793/pPqESfrXJzzYTcOMqEJE72yb6P0xOKD/y5NUCQmYuyx9l900 f17zUdDIz3tz5ah9/QcIdzqU3QzGxgCwMiTW0qwR224pWoc5OxE1W9l5fxlEEDJ3 6XyaNOR1Ay5/H4HGiOKHzU7XqdFWu0jVgadN1WbynyiGNINopGRUjDRJAzbB5gY9 lBiA5jmB7rjYbfEYVJW57dVqF3ZY4fhKMupb7Tx+Qws0zvqbMtP3Lr39
        • EncapsulatedX509Certificate: MIIGijCCBHKgAwIBAgIUfISQyDPXmKeE2/tYh2gjP2679H8wDQYJKoZIhvcNAQEN BQAwbzELMAkGA1UEBhMCUEwxHTAbBgNVBAoMFE5hcm9kb3d5IEJhbmsgUG9sc2tp MSYwJAYDVQQDDB1OYXJvZG93ZSBDZW50cnVtIENlcnR5ZmlrYWNqaTEZMBcGA1UE YQwQVkFUUEwtNTI1MDAwODE5ODAeFw0xNzAzMTUxMDE3MzRaFw0yODAzMTUyMzU5 NTlaMGUxCzAJBgNVBAYTAlBMMSEwHwYDVQQKDBhBc3NlY28gRGF0YSBTeXN0ZW1z IFMuQS4xGDAWBgNVBAMMD0NlcnR1bSBRQ0EgMjAxNzEZMBcGA1UEYQwQVkFUUEwt NTE3MDM1OTQ1ODCCAiIwDQYJKoZIhvcNAQEBBQADggIPADCCAgoCggIBAKqhIng0 CRIPhoofahIMMQOBeWmoSdBNs/7a8DjAtBmpD/MD0X2KMFHBJeVMFkA+o9k2rdbH zSR295YKzDPqEniGMhNUyYND999PMcuSH1wN/R3OM6asTugCxLVKiCNdHrZ9MUjO LG9JJOr+NzPbk2h9SZZa3fBwUkfWKJt4rWPn71DQ/swRdrC7UqCm0gDBqq2jSv42 lfNxK7trySf/zxC7GnAtfgF8msF5F52O0DooY9lkPENpnGBotytq38oP9TkvQbh8 aNV2nj34HyiXciIErF8gNthuIdArvedU7vL1ZQxRNfVie8V/ziJmphbC5CcYXzPU PjG2sxQjYVivs4o+ooSh2bdzuN0+B2utW2vqGgkOhla8ExYPmjoXvErlYjWcXJlv 8kXi4pwKALALc7sB8olWCtT6/QnvC906s3wQOjgslEU+TsWSyq48u2hhkjl/ukiS /lEmHsWnoDF96j8Hv5bq+otA3OdR+PNh19fY94w/wCVp2FDXw/hwSarnaNNMlouM W5361gPuYuiVm2QuUUfgvTNOzwP0ia902mxU38E+hyQsUcbzYl/JN8V7ymZE3Jo1 A7sle8OLAYAf7KOJL2EYBuM+mnZrL1AqnzuHamgL41gMphRcyl77/z09ATVryP9j TZIxC5oR21wqItHduL17AKusFnu44RV+Y28ZAgMBAAGjggEmMIIBIjAPBgNVHRMB Af8EBTADAQH/MIGsBgNVHSMEgaQwgaGAFCmzyMTfo4f4ZgUSWP1GKriYDXmHoXOk cTBvMQswCQYDVQQGEwJQTDEdMBsGA1UECgwUTmFyb2Rvd3kgQmFuayBQb2xza2kx JjAkBgNVBAMMHU5hcm9kb3dlIENlbnRydW0gQ2VydHlmaWthY2ppMRkwFwYDVQRh DBBWQVRQTC01MjUwMDA4MTk4ghRA+PeKsONkEFaRyNngLPjBxkAKRjAxBgNVHSAB Af8EJzAlMCMGBFUdIAAwGzAZBggrBgEFBQcCARYNd3d3Lm5jY2VydC5wbDAOBgNV HQ8BAf8EBAMCAQYwHQYDVR0OBBYEFCfx2E5gUGi2Yf5oGyhsbeQLcwlNMA0GCSqG SIb3DQEBDQUAA4ICAQC47g9Dyycy+6JsnGsSJfE4kbo6Q72YB5zwIA8wqlwz9eZk o6qmH5SoDjmuCXswGe3WCnErRL8bZ6XD/tkR6HBc4CbxOJCMbD0KcIWXgIuumEQP /mn8UIGPYsqtDufDc47pqPTHntHWvMh4JL8NiIyKNNve7xuYVjm78YiK2KGDABcs KN2ZWeCsgn7qsSmGuMOwe382eNoZZI8brkJ9UizkIIx/Hw1XVXfQ9om8k30Q4ue6 93mMFHjeEH0ZJdOGyUxNJI6OcgjthOpL0ca6BZsom1Gye6HnkHqCTI0qHiuLMvFs Ijr2OpPNHOeLoh5LCZVa5ll/zPzw5UZxckyy+lSky8RPNl0FngzBAwbvB6Zw+E61 gotFQnBtw1XEJQumR3rrLzECMsrv59ezuORFTUJpZ5MOc97pnnALkF8oFdiFspu8 y/W57HmpP/8vCjtuXT2/aBJtOHTHBWjQ/hyPALzp+zZQn7GcZ9DdQBQrXM10X2Vu azh0U71KLuAAZ6Vh92qitfz16oENWTYm0gGHdrpP+Zu1yS+3HV6qzWCPuHtK9mz7 fY5gFSWv7uT0KKnShYx5zfqy9uRL5hoXEy5/uBjWAwHFXFZDitC56/DmqdMpZHHG +966JPvGWLf3Jc7u++D2g5Bd5+uxxsUYDsqikzBh0Jl2Fyqjrh51d6YrUuzp0g==
        • EncapsulatedX509Certificate: MIIFzzCCA7egAwIBAgIUQPj3irDjZBBWkcjZ4Cz4wcZACkYwDQYJKoZIhvcNAQEN BQAwbzELMAkGA1UEBhMCUEwxHTAbBgNVBAoMFE5hcm9kb3d5IEJhbmsgUG9sc2tp MSYwJAYDVQQDDB1OYXJvZG93ZSBDZW50cnVtIENlcnR5ZmlrYWNqaTEZMBcGA1UE YQwQVkFUUEwtNTI1MDAwODE5ODAeFw0xNjEyMDkwODUyNDFaFw0zOTEyMDkyMzU5 NTlaMG8xCzAJBgNVBAYTAlBMMR0wGwYDVQQKDBROYXJvZG93eSBCYW5rIFBvbHNr aTEmMCQGA1UEAwwdTmFyb2Rvd2UgQ2VudHJ1bSBDZXJ0eWZpa2FjamkxGTAXBgNV BGEMEFZBVFBMLTUyNTAwMDgxOTgwggIiMA0GCSqGSIb3DQEBAQUAA4ICDwAwggIK AoICAQDuyaDrULBW0PLYMfDwG1cZ6qWlTCzhb+vffSNd6AvF/4uTwCpNNcbHH3WH st1FD1ZygGBFyWjb6QpGwW58JSd+6+UuvsVTzYSilhrd4afmNGyKg945e4z1vY91 bzivNPQ+LcXPMFx+GLcncrYzyQLsK5fqNOuVQDXPhrFG3o4gDxhUWsHjpBKWvFwI n1VzNcP17/MML5pYAnOGnlNQpjqexbzSEsDF3b1mTi50kkfHD/NN4zSaJMJGvsFj aIFhakEuLA6GeI7OO+do3oh5U8osUYOznbB1BtC3NGAE9NU1JeSHQH3speUX8iH7 0UjNdhyf96HY/ZDMRJF4bfWLdBCxCAmWJEYADbciUxus6TUjrjEzKSceMEmjg2Or DMUISSmsH44Usx6S367WmGVpsuMh39X0GQRLz+ntwqJi1yvRttcdrhrNo7jOEG2R Elm113+GDo1mmtMB6TrKU42kEQsR1yH7FAO0/zsvnnVjUtFEHH45SQWS43fuZXO1 ioS0SFNO/7wKZS+cYOzzGlMvv+eW6jVYouXupM/Fa5+vkhYnw6v/LTWIYylw9XbZ Xpgf+aSa8ZWiaTKfHhEHFmhVPjqUF4bkACVUknu+5UZKUTE1+69PgpEe0uhyzJ/z QIwZ6+MHpzDx2cfi6qU2sKGS8M99upjMm7GQ4LqHlG/lYrterwIDAQABo2MwYTAO BgNVHQ8BAf8EBAMCAQYwDwYDVR0TAQH/BAUwAwEB/zAfBgNVHSMEGDAWgBQps8jE 36OH+GYFElj9Riq4mA15hzAdBgNVHQ4EFgQUKbPIxN+jh/hmBRJY/UYquJgNeYcw DQYJKoZIhvcNAQENBQADggIBAK+GzchsHQruy9sCZ2QDtF6kveZT5JVfpfJ7Aspw VR3+VrH50aiGlSid4va1EBHWxD1uw7t3FMYvlvU/KAk+TA5+0GSrJFalO5nYNma9 dYcgiD8tBQdB3tOU27wTrSD0VXsolXnRYNerNyeo5TWzqcy5InfZAT95XtmTE9me l1cu4yYwdT1/+m0ws9YZLdvaDK9tIJzkOn4CFTCvMUcGMOg1ncE1X07LH26ibsiV zgbVBoK6Qe+O4w533pTta9rOoudOqL44F/+YPSSfBNvRD49OpQNYsf2umgS2WTsk wcSEM/gJoelE0Avp4c1rz0/6VQsX+JNOnHadKZQl1GUrUxEAiAy4A5hpz6qyTNtu DSc3tdbjaddLr7jESAaU3Zbi/s+vDeYqgO5jsR6RX1iyBpUTdciTnZOGSyRE5ek2 g6IERpmnhP4bKL2ylJK+OchYFL/HFPFiAuRXBhiv5o8AOQGvWVY8bCvzliI869IS w4kdpmxnyx9GKxcuTTmvr3TMIbEpCuG+vCsmjvl+JtP/bGWSNjSpzxO4NEABnAjM BI4m+SGQy2wxJ3dEONZvjk1ph0bYE/cQRlgoxAlk8JuGt0XTw03Ar2EklhN8IeBk 8e6KDeKxSNX60z3XTChCgTPj+ErwdNzX8tcRo5FrQ68VwTF27+pYYAEfAs2hqHZ2 KHW0
      • RevocationValues (Id="RevocationValues-483cb95b-7423-4a3d-a379-b456b5bf1bff_7c")
        • CRLValues
        • EncapsulatedCRLValue: MIMCwrMwgwLAmgIBATANBgkqhkiG9w0BAQ0FADBlMQswCQYDVQQGEwJQTDEhMB8G A1UECgwYQXNzZWNvIERhdGEgU3lzdGVtcyBTLkEuMRgwFgYDVQQDDA9DZXJ0dW0g UUNBIDIwMTcxGTAXBgNVBGEMEFZBVFBMLTUxNzAzNTk0NTgXDTI0MDMwNjEyNTUw MFoXDTI0MDMwNzEyNTQ1OVowgwK/yzAhAhBziaGB4Q05N3BtO4FAkobMFw0yMzA1 MDkwNjA5MDBaMC8CEFdXnoBCWWAA/qR9IVX1vwgXDTIzMDkwNzA1MzcwMFowDDAK BgNVHRUEAwoBAzAhAhBx7vObHF0b6Su1fuWnoUQcFw0yMTA0MjYxNTM4MzBaMC8C ECTBi+2eEHeRtRYSwZRFKHkXDTI0MDExMTEzMTEwMFowDDAKBgNVHRUEAwoBBTAv AhA6u0znSbEDV2l7PRhT8Ry0Fw0yMzAyMDIxMzM0MDBaMAwwCgYDVR0VBAMKAQUw SAIPA29ijbez10BtcaCWwew2Fw0yMzExMjQxMDQ0MDBaMCYwCgYDVR0VBAMKAQEw GAYDVR0YBBEYDzIwMjMxMTA3MTAzOTAwWjAvAhAudy7AvfDoUu4/qSvaRRe7Fw0y NDAxMDgwOTM0MDBaMAwwCgYDVR0VBAMKAQUwLwIQFfe3mO8AI8NoYdSnOBR8TBcN MjMwNTA0MTIyNzAwWjAMMAoGA1UdFQQDCgEFMEkCEFvSzSEAUMLGsCwiuaFzHUoX DTIzMDgwMjA2MjUwMFowJjAKBgNVHRUEAwoBATAYBgNVHRgEERgPMjAyMzA3Mjgw NTMwMDBaMC8CEH6zlxYXLqNUp6r3B0qXXL4XDTI0MDIyMDExNDYwMFowDDAKBgNV 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Qht62lJbSeur7e3DG6NYNJ7dq6lb1JO1OnkRt1Lfa4klck+RDwWRQwLxQEw8KkUJy0/DJm2qzKwNMtTdzYujte2rxi8Ed5MExE6172jNrk63SfriPe/r+RJ7gXkF5aJtRPsm2yLbKttW2V93nPCi9UXCi4FunjMBFkc+GHEqF3cL7/IxiuwTzyh7WVjiO4SxykvwOV5Nk6SL5h60rlHdIPpLhJQFElJKKBJI0aafESF1kZ0d+bQelzHT0cs9lQANteyg6gDLrARV12mk6m1LBXOXqRNIZSsadSSYuhBgAAeAD/7Fo5PCfGZV5m3YW7kx+Pv1w0Zvr9dLy1O4n7dWRsaH7yOIdmNuQvW9HpnO5J1AM8xsD1N4MXmVDl431ErNF2i3uklje6rG+LH7E/j/2B4YPkwhbi2vIBLwWP4wF1UYYhdhsoRz1Sk0ir/h5AbiVt0VgakSy2ZqQoWowNYwlhwZ8VAnxA2mItKLl6Cy6BKQfQ/VoKpxt1CSsIf2TbpwC9o3C+kbXaX9OY28s3UYZsRuhvhMdrmA9oj4lqXo9Mqwe86hjsG72h4sc9TkehU/H4OPR/4GPR9edgNbkb/MFPraVG0K5GjnqAB/UkgAMZ1yoAVcCTwJHYpgxXx0YPOPnM2qmTorVtpyqm8OGv1y/quyV4t9me7ONlIVQdjq7AbzBhfYatwQ8lYphMTxbZU6yKFaPpMvlSq2VF0XJqqoCwm7kxCJj07S4oLoEQbWqsqAxVtGmqrIs8aLMBJxgLU3F8KfKTRI+Rp5Absy8uQOA0BPrjQFJ0HuvpwBPOersdTQQwf3nwhCCsSN3RmNPihBYcVvangQkJGuSAAynR8dxTFlBqa1OFlckhr15eJrXjv/wbqZ53t759dlFr2m+YPOd7KDMhf37mVk/NrzRTmc5Dnz+bhqB8YJuJPddMgYpWiLAGVwzexe7nd3LPsMJEottTIh5Qf5G/l7mFkubmT38GYbtD4ARSYPYB3FXZFn4QpYXkSxakWBVGICIQjSlCdYdWS305rVoCjybBlg4gD+IvfX19DCab0yjFDIQ9hXC8hzDihD5QzdE/ngu8kuiJIshgQdL8xD4eZbhrRYePhTBIFZ4M/LLwDVdRlRm58c4zO2ot061tlgZK70fUwzkcNkCCG20wA02wjrEAFbAQaYwaMiYB2kaAq9rhBRFmN2R0whAQteUwY0Sof8NdUJOKIip2bnACWHTjPZxiPaMwIzD8SPvEe1i9ibs+PC3/zGJO3b1Hvy37IrMIhJ8L/tzGunnQCSsAZ8tQ9XofWN682BcKpcqIUtpxTA8CfMxsU6cFbwjyCYqyhU2FglbGRsqLQpFoozTKlflRaLRihw/e0po3Jrh9OcJYbkKmEtvskGw6sK/MYpiAT5cYwsUoSYttDxEQn1Fht2RQEVa0bIipugdsgYlURhays/n09GGK+lejaqChgyMTMj2ZtI9FKhq/+TpypoWoFYyQxyonnS6lMKTBrSaZE1J0oxw4IpCmemWENMEym16KOwEIKjEpLmaGkab+/r83Uemb7l9OJ45yT2kfm37ruDR2r90f3BPk++mAs9R2/DwrEXPPzBq8e1zXm7dPH3yr7bOfvgWh0UtnDS0vqRqYVp7/pW545bPXJ79631Tq+Ym8HmbJqnRuXU3z2t5DWzc98fsYnYC2NiOgugHo3isv5Gda5vjXmLjhrmr/WPZBttEN1fKDrFF3Uk2ZeO0LvCS6SAvCqjomO1dg9d6H8Z70F+DvM8bttTiCfgO7U4vLwaxw06YQp3Y7f0Q1jS1sJ9AdT8IxQhSpUAeymvJI3ldJGiUIAlI1W5vQtI2gCiWNMpDN0uoOEKpExXLn4wA6tRSwJ5R7QQQKOU/GjGhWaddJ0M4uESZtXeAEWmbsdfFBojRPsCMpvSAtUkDLE1+pIrOFBeME8QGLIGjX9G5cfygP717xt5Tdx94qfH44jVv2n3tk587sal17KqFo7KLuXefvH3yf372cvbiy1N+nTnOTFw9ZOQ03HJ06+6Ju76AeexHiE8Cn+ZhtxH+xodtBecKyCDfeN9q5xZmo7LF8oDzIe/GvD3Sv7ouSN/K3zrVAkr9hcEE7Y3RwEsasKndalEU1e3RdZfXl5enU/fnZQ7IAW47D6lO3eWw2xVFny8D/WDeqc53ufL4+XlIdh4jC5CLLDyaV6DreY4m+zHcjRSyoOOEjOUu3N1BmjCsw4IOG1V7+H1DssEi+PIf3UGh39PWcKXtvAagz/queDO+KVSaeBu0K38CWugF0u5NmdzdaxI4pgxusrW64WS/RMm1f9fAGkSj6TaUDgKJA4uDczgpm9MOaCJcxgsYq8ter3RC3lM+JPNBSCRVbT2dmb+9E2HJoNrsBTacDWUvFzUvWrqQlGd613685U/4//z4e7Js2CtL7s08jXKxn60DjOvoojGtRKgWSIiUiDVknNhIZlkWkbXiGvtr9uPi2/ZPxdN2lfHoQL8M0XUKXGxodcsxpgrAYglZNZcGJ9o1bLVqTkAzAwrIsFNTRyy61YpkjDQrFXpHD1uaNCr0rPVWEIuUfpdZWevbZAPyIYKPHdabcBc+ZjhvYGIv0q16IwU5FYPphp4MCOd0G3RRalVELZyK1qeQT+vxmnEe4EtpB0ZeGF7H9skc6QyEfZNeQs5cegI3Pearl8qWHLt90+68rZ2PuieO3f5l/A423L10wY6VN92f2UBemBerHnXqL1kHsPBdwMIjwXo+VIxOdKMgpBeSBllJABoPTTaagAgkPlK83bvdx3p94/OIgDp9H/iYMFOhrM7bmsci+l6Un4cYB7bbClGJhlsxAUbA02DA4lvY/LwK++OOAw7icLABv0XQ/azioAlIvisghkOFAZuhBxLIptmW287ZWNuIkvCIXJ4Rbcixcc9AepGm2XcGrEYpmPLv6Sg1RnubmWXovJmwVSccJTmzBHOKsgYH+63DTHsjnL347qoP7ngBo6fe+7/q1T+zD89PH8mWkFvxtiUrjuPFjge/W3r2odfx+P3ffTplht/31M/X4XUFlm27DoC9qrOz2M1gr2IUx4XdKAxpGcx+aFeur6IWqweLsUNdQwnrrZNmhheGN1ZzpdHKalLqKHXXo5Sf9XjcFbouy76INeL1+UKyDnFMxyWmuoRc7DEjbo35XYI3ovMRv1Xm/YU2r1fy+ZokeJ/kAYl2v479ekzfqH+usy06RhABu0jpESkU0MC9PzcKSGBnEAc/0ML1AFrggERE12RdTsjhlhtoFiL3eYh032iZ6Lo/g5Jsx77rNHvW7AaY1xdDXroIOdaFtekZ0G9RuhRbVe2keJKKgRzvRnWdh2wup+FysdFBY2Eyzqgkt0j9JFwzwMLDjpLi0qFTXpoQizge3f/Cl7/8bsM/t5W8/LtQ+ycPbexuvuAuWjZm9htLdy0Zde+SZKt9xAi7Z2bd8cadvV924Ip9H77+Y9+r79456v4ZPnLL0mTD9A2YX/3gs+N3fUzVxs8A56dBC9qQH73SjQpz6+Wg69VCEc7wKlvoYxZbuqxvqYJHdRUOEkLu8eoslXfpOIaDcoW7UV4kc8NwlZxyT8aj5Elu3muzAWO7JAvK90uCTZVdfqJYP1WbLJ9qthbbMtsBQHMXLnkrqAW4cCDcjUtNqXGZwvqKSQFmZgQvsGHMJFRqwn4blt5gN8qY2Eyfr9UhGO3ZV/ec3n9xzYcL1xzJfnYwW1lx16T1C7ZsXjByyeIJzxw+99tf45EHjpObfhiH3122cebG136477Fh23+H+vpydRbuGAmDbRAWUCl6DyHkNmSCi9lbJ5QRHOzGf0SDUBRHB1j2JrCfF7uM1eNZHBaw3+K3EgmXihPxOHEWs1X8zC7cIawT19lftb8NdAualVWJS3HBnepeQrzegWQrR7X9HEt1rRVSLkmC801WaSfkzpoUA2K93/q5lb1OrtYussEYnEdlhNcLMsJhyohKWsAY4FjU6JNMir5OtSa3gpqYol2ieqK9X1A05BRFLtUyr7T9o9S4Ie+i4mKAi81SmZpKmclXOt0O+pdq33+kYsrFuKpz5cLXb9v8RODBzq2FE8bMO7ywvIU7ljkzb+b29tqnM4+SB3eUJEbd0fFRthbWYjiAtQTszCABxwz5IPMhc4H5nmElqhNujtUmpkobpbMS45di0n7pkHRc6pN4yAtYzIApIZOIEEEIsdhFz8yntuU5XoiwNKMVhLtZSTOt5mBZ+oVe+MKN7FmWsIZiS7ArRUhj2X7D9Rst2hYFS0AO28kaDUPqzY9J9eF61hhRah51TA7nzqojg3DWFYHGEcpdKqzM9QWxXK/3v1Vy0bcWlplHh33BXOY78DP7H9YotwhmgjKQ/1LSEbgUZCG5hWiLtuFkXMBOSELGRo9Es2O+6vyK7T1z5kcnG/7x98isgnzLeoC789EOQ65jFrvuyN/Ds17KATOBDOrk7XZyW/5i7V5prbZP5HiXxzVIGo2bSJPI20rUWxRcUola0eO0DMA6/IrggziGmgK4EhN8SfUEhHCBrQmpmkrUyYW1k2+oMkKedTl9rUaWpkWyHHpAn0LU6vdzM2jlqmH9KQIT7Bzz44Ff/dsjGP/il6cO43vmLj3QvKap6QX8oPOj978+/Tqeduj9/ZaF7Y9kLzywbdsWmGUNIKjQRFDWmNnK4ancRu4sx4jYz8W4/dwh7jjXxwmEYfq9kWKEyZU8GObuAbdyoOPoc0Q2orMASkOBnOlO1qxxNLZcK3AANtpz0ECG19Ff2wBoIAoN80gtSMIRQAJRSJjljmAy1wMU0AAUEIWCedaXK5FQTNH+6Eh6MeT4KT6uAeTv8BFN9WPDxEM7+CSuAffLfsYd+2EcWGYjrP8qUOk+sMxKn+iTnlLeEt6SL7i/8QqQdUubLVu8TwlPyb9kXuXFMjnpXSWskldYVnr5ChzT6uwT7azb5wXh6PG5PKAT74cs0+OjbMaJLrEShKOIOU5Eos8jiRC5bRAMfF6Zy4t4fCKn6U0eKglt3qZ6H9Z8U30tvmU+1ges1pEvNZllwwJLoJLDZ7mvuUscE+PqOcL5dE7n8uTa9/uj9hRaUmrovUwB1QadyW8Qyal79IJ6TKVyIpGKx1yNPx01GUvVctE5TZNVE2+gwvsrbjRrpUchxnf81Po9xRs7H3NMHH/zrsVBT2Fr51cHT/z7o4tG/xNZmJk9M5YaPem+xuQj+BNwKoxGQ+azEXyqHE80ho+z4wpDkhP7K94OHa/4XD8dukD4ffq+0Oue14sPVbyt82PVRnGmOsuxSL2/gpdwsVisVotxdZzIV1AwTLVqCWZQOSHl5aY6D2h1K0x1XlhUFPIHXAF6IoD9/oDN4Qg5XS4XPeHCTqer1M/7/BZLLgMt9xc5AdIVXfgLw+qySY4ml4acmpM4u/ASw+ov1IqaQCj5NT/x0zN+RLTypp/UTaIA9oDmd2lOSoe5SJF75aoouSJKbnjj6CTWeigU6ULkWEvr1Xq5rQNinhZSfjq8Hk2iNJxEr+t6/X8NKTeOR3/VWbpwf3r+Q+7pHfMfekjf2fmEc1Rq+ivp0M86n9ZGJhpevat4MRs+1Na4eO6C+fe1D23L3EreayxNpObt/0UmQ85M9CeMeYdezMqwliuBOZaYzPEkJAEcljAFIHXHcHnC7L0hszfKXO4EMEjRNQYhwCCiySAHzHppzt9NB7fnFSdorv98jj+e33NDcEnT2BLNReG/Z/sbvDm3gUD9eSWO/+aaP6cRYkZz/4I86EPjrpCAI3iQUiecc55zcV4cdtQ4GBaojXUzDrfHY4cx4iyKhVEk1e7xhBAH985NVbEakLCLVDBOyE5YhvcAcJwrXMwKjWDiWOF2g94GtcECECW6VUL3So7o0ieQONMi70CRoucGOuoBho/1DCw//c2Ac7YNaIhcvVM7LXDaDfHLTOhCyXhyBBmo5AoCLYqn33+x8EW/N37P/LEPBm8bUZ10eT8u/Ph95pkde9oWjCx83ls9v33H1UVU5bbCjP4NVlBHJZANbwrSzKyQbt/NUrBVVRXN4bB5vCV6vtfjlDh/qdNTouv9q+iw2YpUEGuq4rApTKka9isOXdriyW/1BiFhcaNQSTACJtFtEZuqIrGkRNL19eZq05oC6iyV/OUBvpIn/OgwXemdo3MrDUGwraH3Rlv9hLlN+qKGimZQCoIjGKtH+6a/yJarRN4ovFB/gVJIpWiNgb6o+aLROA5WeejuEUe3kZy0vACRNMQ4g1VgUvCYcCjYiuPkjrfeWfLf2R+nDbqtdvkfFtdNrLpzZc+2V7Htnbplj00ZNrctW8wdG/7Kxo7vQjfVbXok+x22P/mzybHMSqacU6ZsvtloKaZaYmj23/Gd6AyS0BTDblYdBJ6WiTkG8XcJXeSBwxJiusgzhoMQPBbJzCEyFh9CDfLS83Rz5DIV/hlKDakrvXS7zFGHcvsicRAx4NnAx8uin5UW77zdvjp8puOFp5WpwS5Y4TEQwybACjtRCF01FuXROl0Rbdjg1NKV7kdAe3fb+UH2WGl96Xh3o3uRm18XxIzD5S52gqZwMAUlDO93EhLCyAXUakb/Ej/ocEqYXr9NkQKO+gKMCmIF9QVTCy4WcAUFXfi4YaH1OyesNpKcwKI1hu/vpXdJTh8svMG/c4p7XcN/0dXWcis/UMMzNTeIh47lBTgZTc/GvdeKeT3Xnf96QZoWmU4OhLBo9AbFrTIQzsoEp+C6nk3yAk+l99LGHTc/9dG0VfdtHr74wODypfiB21v2L9rUMu+l5CAQ4Zenjvzqt4/+9/6W2LL20/hI8bbHHsJ5q7c8uefnKyFHmpOdQSvUpAbJsOQ6CpNhkCMpbxE0clS41MDRappJmTuL3F7IpMAImEdlqxHSOzB2WruwcWRCGcaOn2RSj/dd4FqAtZLoy25UAXmo1Z4opxrUCwMLddYVQx4YRGrYGrE2yEg1mKUXE3AxGIBGoE1prGbwkwpjsyrlFUN4T3VhXQGqw4WFHoyrQ4M9DD+4WsLrURe+ybCWlQcclQ5icyx3EEcXiXfUSuVDKTHL8K+GflRYntdqFiG14kgiUFBZQGIFZwu+LmAKusj2jrpT4MTa96CuL2cuR2nWTzXHgI6118W0Hq3H3l8Gh3WnpXBzo1e4vtNLf83KeNz0T0FIlA0hoWKBSo/cli/1WjZUXPL4CTLlyL1vdA+tOver+vlz7734dMeVZfhdxXXr7uYDs8fUTkz85vnUtMZdfegXf8t+gH/viM98tOGZ+WPralsnR0bum9f2VuuaU82S2zYiNPzW+IRkc83MQYWN4yLVe1pXn777S2r9KmBIL/iPG71mjJ6o7GNIxBaxE8KwHIdtdruqqna32+p2WRRWx/TBC4VT7fYizIG3cJxdx6qF26IErRbi2mIPYvCEDjcSre+Sp5EK7qBDOHwakinkRzEIpG943ujGQ3M5P6T72mVw+9T5zDf1qcw3dpPh6nLbvcje/3AG3VURNNUkt5OpHNzjSZykO79lgnDD5m+Vk3y1d0g0XVo5rC4LfPcX+9XeXWUVVsYf2s0s7aqNKSDkD+67OvtXFfxBmDt9Cka8D+ZehG8zvBEdT0ATfU1otm8xWuxbi9b6tqGHfXJu5+uojgP+LeDQNOorkQSkn98abhjkG/QoX2MQ9iLRbcGEbh/Vm9tedP3NKeUbDb68/HyvKPBm8VqyqZDsKxaLBDzk1gqLLPlFRUWSxQUpv6653UUeHeCiF+VLekDL1ySmyOMGA5Miry661xsgmzcc1gJ6Fx7R4Q1qFug7rcF8UgTW/6IDBaXAMeBiDX/Rmf+2tNu/sxsbYHHtcgYCSW+mV8uch788n5bJ8/bm7jY18DCMWcbO7bdDeIGuP6Sc3HrjwPwxB5Pf8N3S1I3y+75+SwtIAbhXtCEWuzeGa2trZ+eegDGL3eZzDEJNEufK3XRwreA9Z85HxYxA8Loa/N7HQ0XGMWRiCL94KuP5YqjADh+UZYGYoonzRp59xg+LmJuvHtz9eXzhP41jhv0wjlnT/vL2hqsTKJLDEPAnmM8XfWnU+K0xHCMxK4uwqLCMwkI4IoLMSViUOU6WQwrrUhQWopRItmPRBQkrFgUA7xFRZGVC+bwKY5mLsEiJyLKwQhQ5C1lhFgusFrorqbGYZRVJlpskJaa0KMsURukizYZklVhN0S/uuJYW/k/aZPhrnJ82W7uZ99K251pZBQ566ZnerWJuu3EgyNvghxrTKSRpWpIUQPW+tze4d2fn2ucDz+/rJMumPzeNvJF559Znb82UgjX6ruKP2WWkGVyusBugXmfIiORxyMfuG2VucGjnUayhd2glUx10s+w9+ONduxDpE7OzSMhUvA50xhj/sIRjrlkKQYosY8ZitRKOpSUV1s4pArFaQzJ20StmXUXhhYDdBuC2WgOyhEAIUX+TJZalWV6xJBu2uhYZy5ock+vlqTIrN0qyM4JpFdYpN3b8dLNrirmnBdy5ruHrnOHSOPYPWqm3PlcC+cnGOa2EgHgQNI5KopO5spRZC6Fb6GZex9OHLfDYaEc0owVGVA4bW3qu83y0dvKW8bRC8rfNz9gbDrGVPx76fPICMN4c9iD5wbTKWMPVyNxBVhMGMZjZhcHbN4IE7CKCYdsJs32G6Y6hnSBLfDDpKW9u6+e5zJV0Jm1mPml6M9gZhy99pyd7hT2Indleil4jOwPvBkJyIr+hKhaEhTLNIiJHGWZQLN5bVY9jvZ9WfXUGPn/tQZGaZJynUSNehXfnTzPmRfPHDJ2yeZuPmRbLfr8xlCxO3NpUXzNppapOgFk8xnaT57i9MItSQwYJxul6HmiwY/j3iMW3vLmZyrCMudGVQ4Zpscdi5yrZ7nPn/j84LINKAAAAAQAAAAcCjwB/RhFfDzz1CBkIAAAAAACjcsK/AAAAAN26jEL73f1nCt8H+wACAAkAAQABAAAAAHicY2BkYGC3++fH4My16vfdX0Fc9xkUGdgZkIEGAKOiBucAAHicY2NgZGANY4hmKWZIYWFg8ANiDSZLhmIgZmBaxeAC5DMAsRtQPoql+P9r1uMM84FsFyDOAmJTIM4B6wWKMR5nsAWqLQbSZkB+A9sqBmegOaVAHAvUlwCkDaF6o0D2AO2dwPKYwYi9l5EBqEcNaP4fxuP/OZhWMUYB7XYA0n0AGbAhjnicJcwxCoIAGMXxf5JFUigmohUSWtbUFB7AsbExHDpEp4im6BQdxTmaGsTJoTGisUd98OPB4/HB7w7QuoJxhLYBpiqz+us68obeBawP9PcweIA9AmcDrvZDV3Lw9MPvyBMCZbiDcSp3mDQQbaWEaSaFnCC2INF2doN5DWkAi5Wc5QXL9RdJIhUqAAAAAAEAAAAoAPIAPABuAAUAAgAQAC8AVgAAApAGywAEAAJ4nO1aT2wcVxl/9m4SN7WjNg7QOg19ElVjw/hPkoPTREhMdsfZada7y+w6rsWhmt156514PDPMzGblcuMGV25ICBCnSnAonFA5cKsQgkMrBBInxK0Sqjhz4fu+9+bf+o9KpAKVXNe73/ve974/v+/PW++EMdatfMwYq8Avm13CV6Jn2GVaIT3L5mdfU3SFWbMbiq6yl2a/q+gLQP9Q0RfZK7O/VPQl5sz+UdFzbINdUfRz7PuV24peuFKt/AYs0n8zCy/+VtEz7MLVPyh6ll28+qGiK2zl6l8UXWXzizOKvgD0gqIvsiuLLyv6Eru1eFPRc+ylFz9Q9HPMWHxL0QuXZhd/BJpnqhWwdWXpx4qusqWlXxB9gfgfKBr5fyL6IuKz9ImiAZOlfxF9CfnXFxUN/OuvEj1H/E1FI79G9HMQ5Jevf0vREn9JS/wlLfGXtMRf0hJ/SUv8JX2J9W8cKVriL2mJv6QXrly78VeiLxdiv1yI/XngX/vaJ4quMq5ViJ4H/gvaVxRdZa9od4i+Avw5ra3oKrum7RL9AurXDhQN+jXp2yLxf6Bo5P+U6GsFDK8VMPwCyb+vaJT/HdFfJP7fFY38fxL9MupZfV7RoGf1S0RfR/nVdUWD/OrXib5RsHujYPdV0rOraNQzIPo10vMdRaOe7xH9VeL/TNHIf4/oVdLze0Wjnj8jPVfAf66A/1whrrlCXPMF+fmC/HwhL/NpXt5lnN2GCrjFNoHqsRET8L7NAubDb8KOWEicGqwioPHVBr5LEmuwozMPfjizgLcP5xMW00rAuwDpp/DqkOQC/DRg1QeuYBPgtEm7D3ZTO03QfgS6x6CHg94AdLpsAPQA6BD2oswOz7zfYHeAej1bbTKNfLBBQwiyHOzaYAd1DNiBkn0TViPg4u4YfIyzmBAHl+LwTvVnSFhw9gDWfdhBrk1IlGOUegIVKScrY9gdULy4GoLuCZyNiDMGKYeQ48BP82GCT4iOS+d8wvY+nRckIdgh2ESkHXrlyqNUlhM/Bg7iF2YZzOPA/QS8cOFkDCjoJIkRmcSX+qYr415BTmZ9HyLwKBpeOsnZMpx2yYMgi3uldL4o/5gwiDM/N8EnrNNcfnXKs15JV4q8TThi1TqEEnp2QBkZPlPFH5fMq7dOshOQ9QEHrO8h/Lgq16uEUAB5cimiFu2MgIN4xVSzHbIV0Y5LvnfhNa8JjOgWe4PdhUo/jibWwxh8CQkTWQdD8jehut6j2uOEwhHVmqyNJKv3VBp5AXUdViX6JMg/h+RC1Rca4euTnZC8lmcHSotQa5t0hxTBIUgltIen+uRHWufTNZuoE7KDomOcYRaDlq3znjmOTkhrB84MYK2p/sEZJe1qmZ3pCGTGJoTTgCbKSZhNVKQuzRqPpko6/aaxxzMeUcsgv1Lq4ZO1Sx+eFdvihEjrM6KZkNZbWuMnRZBaP+7X/UINYCQyloTspd0T0VQ5ovoJACWfJql9aqSy9uxSVcmJGKhXGZWkcTaHakKjt2k2Uz0oiffAWTUqbzJfZSbXnnaIq1CO6M5wqYcTlVu819I5MqRu9ijKFOVyVWuUGZtoR9XB8Uk/3QnLdONhnPfYOvwImkVo44DmuaCs2sBDhPZBIt1bVzrfnro9VlT35tMizhBLvflP7udPeR/yV6Z0NFMd/EZWzU+AJ/OUVo2gzxGeukfz6j7rjk+r8vR7HjPXyTonLtw2Mt+yCoSytU+17Ku8axRzpO5fOXtwMtiEv8xzWseyrkI1waUFvAfkfetnlWKz/HPO9Dz7DHKRIWRT7IG6c9L54RBnDNjIHslvQU63mqdqZjn18fTcMrzHSp90INsrBYwcumW80pw5HuMZ+mj6unQulT55umlT0y3Ffvo0oibnaTHu1K/8U2jeNflNlOZQo3kfkJVhthaFCsG5JTMUg7b8hpVe98kXoW6qcZbL4iyROVxXGY+pS7zMh7Svy7X06VEt3vAyyuJNU67pHIkJ4Xj4jHlMbwP8lOwrZETBA4de0WaOyxOQGBTujuSMeSwnv0MRpDfevdIUt0FjQBPn5L875Oe/9JbJ8Ulvshyj4kwpn4ppVshc9VXcJ9+59ikZjbLoY6pSn7TLLpI3b/FGf9YKSO+3BjNot822YLULt6VFHBN4+LnVgp3HsKoDtw6cmyDRVfs3KVO7dA81QG6H7jipw4LXFqz3aMZtMU5rXD0C+RbowrMGe4tsGKCtS5IW6d4GbhPeDSWHJ2rA2YE10g9pCkp7LTgl/4oy1Z0oPe0Bn2cRlr0yyWLq2TasLNDfULs66DZJH/qP9reIbmV+bilPdcIINaPOGnjUpBVyd+C9A3Jdsq9TzNLbFsWwBfsyFoM8QMtrKlYph/g8VjuYI/SvCT95VDph0CBvcvxq8N4Bz1H/Q9jt0Q3RhpN1irRL6BkKM4y2Sas8KpmpGkWDqCIGdaC34fdhhp1Fr9IXq6CtjN0u7edSMj5dvdYIuTatZDZqtOpRrnBXU7m0KI5pq7tUiQZJ6RRxN6uQLape6X1andJGu+CJtIe5LfqSVjU/o0eklnR/R2X6OC6Iuk6YoF/dzPJpmtfe5bc3bm3y3kjw7cAPkqNQ8FoQhUFkJ27gr3Hd87jl7o+SmFsiFtFT4azxhYWG6Ediwtuh8Ht4pmkfBeOEe8G+O+CDIDyK8AxH9Rt3+Ov4tqlxy/bCEW/Y/iAYHAD3zWDk88bYidFSb+TG3CvqGQYRf+D2PXdge1xZBJkAjPI4GEcDAW/DZGJHgo99R0Q8wTjMHm+6A+HH4j6PheDisC8cRzjck1zuiHgQuSEGSDYckdiuF6/pkWt7ZmKDXArGPeJB6Ptjz4643OTL2+4gCtD2ityX/MciilHn5trGLeKvKmU9KQW+2zyJbEcc2tEBD4an454xCd16ZE9cf5+3h0MIga9yK+i7Pm+5g1Hg2bHGO3YSuQPX5l2bgIj5rTfu3s685PE4DD0XIBgGfrLG94IxP7SP+BjASBB2ZPMk4INI2InQuOPGIaRC47bv8DByYXcAIgLe7ZiHIjp0kwTU9Y8I8hTYBDYgP1FKDNGChu+UmMydMAqc8SDROBYUnNXwTGoAApuMILKCZxMw6voDb+xg9aXeB753xJfdFZnggjhoOMtbWQ+IZyRixA0Rzw3g8UzXfUJg2QUriTjE9EQuWHWCie8FtlNGz5ZQQR1COAGYgtdxEkI9OwLDRJmR8MIyotBj/pESx4SAQsBn5PZd8HltYQFrZBh4XkAloKDWeN+OwdfAz2o+TcLyKEnCe+vrwl+buAduKBzXXgui/XVcrYPk26o7ViC9VBYxOoZqTm7nk9rwQyXRRImPEOYnAcSE0IinwoMWJbjLDY9Qllp+YaGDyYmpayBugEDAqf3IBmQcjQ8jaF+onsHIjvYhZsQYsIKMwnEe9KFtfQTFppGT1tmnjwIdsuM4gM7B+nCCwfgQMmLLyeB6gMwyaixFy7tq5ny0Qh45Altb5uFEOT5xkxGyC+WmqXJD79Ntz4U6lbZRVySnLligJsIINX4YOO4Q3wUBEo4hoHhEDQuq+2Ns3hiZqkogwnUIPBYwxkED5lqhdKKrsuHBpGwahTQ5MRkFh2fEiG0wjnxwRpACJ4DZTL48EYMkLbC8jqH4HZca754scbsfPBWFqwPmH7YM+YNNFuaVorbikQ1R9UWpc+1CoBGajxMoJpy+0Lyy0c8CAPutYfBue6u3q1sGN7u8Y7Ufm3Wjzm/qXVjf1Piu2Wu0d3ocJCy91dvj7S2ut/b4I7NV17jxVscyul3etri53WmaBvDMVq25UzdbD/kDONdqww1lQieC0l6bo0GlyjS6qGzbsGoNWOoPzKbZ29P4ltlroc4tUKrzjm71zNpOU7d4Z8fqtLsGmK+D2pbZ2rLAirFttHprYBV43HgMC95t6M0mmdJ3wHuL/Ku1O3uW+bDR4412s24A84EBnukPmoY0BUHVmrq5rfG6vq0/NOhUG7RYJKa8220YxAJ7Ovxf65ntFoZRa7d6Fiw1iNLqZUd3za6hcd0yuwjIltUG9QgnnGiTEjjXMqQWhJqXMgIiuN7pGrkvdUNvgq4uHi4Kr8EHrbF6CPAU/hwpfr1f3jmg1TvsH8fkyjsHhVPHpST/0SkyBX7lJ5X3Kz+v/Kry68p7RZkS/7/7aO0y/Z4/Xvv8PV777B5UnT8eOn88dP546H//eEjO5vNHRJ/PR0Qye+ePic4fE50/Jjp/TDQ9zc8fFZUfFaXonD8uOn9cdP646P/scVHpu42AJtv4tO84sv38H1l+G1bilH+wKffqM9+EVVKSSXny79RUd/m7nOJO/s2OgOly8nc+uJP6ekTz56Qo5A76+Dd1IwbHvM92qkvVWvUbVb16t3q7KFXiPzr1e6bSzsxGhstBUarE77BgxqZPrf6UX+Udn+4Sl31MVFGuvGOA7ndotpc9K/D/DZWdpVgAAAB4nGNgZmD4/wWI1RmmMWABAF3UA7MAAAB4nI2TTWwbVRDH31sb7zqOG8dNE4fImQ2mArx2kjqlpkmI147dVt1SJ3FA3lApFRWHShWgJkVFSAmXqCBUWITEoReQEqLQtOnzWgprVyK9cuXQE4ccekpAOfEtCPPeOmkqceCt5z87M7+3M9q3zjaTScnmF90mUQJSRWJkGD2r+qLQf1+6TSjRpRX75IDuSCvV0JEU97bMw2+qzeHUfLZVWib30DbQdtC8pB+1iDaN5sHty/annF+2p4Wrnh9PfcD9uVdSItbPuL4p6Hr/oOv7Bzi3VC1c5/FSNTXoxvFjbvzsUWwfkpZwxh2hLah9aBm0eTQvNl+qHom62/xtfNti9emuVMuGtIjEIu5bFCMu6k1YDhd9RVnayabxbVDypdB5odNCM0L7hLY0qlu8u9ANofeE9gnNCC0KfVuo4OnPeP2E1zZeW3RLD5MEJUBDCRoCqieoDrRG/TRgH4fPHBrQ08ehVx2FFNqAehoS6AHt/fgZSKL1xPOQpvhc4qcSUUhHByEk3KroDr3z7T83gn/fCBK/QzN2/Bxk/XSQ1L283Qm0W2heO34VvsPdqggJUaVVG/5KOvQ1G/4ER6E2/AGORPXD8Ds8gt/gPvwCZ+H7+CrUkLplgwOOF6mv4o60qrfAxzCBwz2C63AF3lJF6UoPOj0Al3DTVHwKyqrDu5xXRZfTgI9ZhwIW83GH0nXQ4SMYSIqtKb51HY7BVegF0S7htnvBne157tbhOWz2jOhSgFeD/qA/bf0oWyuytSxbc7KVla0h2TohWy/KVr9s9cmWJltHZSsqtylhJaQcUpqVJkVRfIpXkRSitDm7m7pG8MzafCHufF6uXnEfkriioBKJKhI5S9hhjyEZpRw12INLxHhDZb+WYg5tGp9iT8VylIUNYkzmIuwlzXDk3QmW1gwmj71erlD6iYlZJn3oUDJZdmgnTy10sfBouYan2rlws4v73YWbpkna381EMuGR1pOn8v8hFxuqPV4R7YlljL1Xw1MuV2V4WcawhKHFQ4uHkSj7wiiV2e2oyVL8ZjdqGuzzknqhXKNr9E4hX6N3uTPLNU+CrhUmeN6TyJumgUcjOPzs1zi3xh1yykOS4RzJKA8F56UuFxMcfnYu166SmOBi7eo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') 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') 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        • span (class="awspan awtext001", style="font-size:7pt; left:0pt; top:0pt;"): PricewaterhouseCoopers Polska spółka z ograniczoną odpowiedzialnością Audyt sp. k., ul. Polna 11, 00-633 Warszawa, Polska; T: +48 (22) 746 4000, F: +48 (22) 742
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        • span (class="awspan awtext001", style="font-size:7pt; left:0pt; top:0pt;"): PricewaterhouseCoopers Polska spółka z ograniczoną odpowiedzialnością Audyt sp. k., wpisana jest do Krajowego Rejestru Sądowego prowadzonego przez Sąd
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        • span (class="awspan awtext001", style="font-size:7pt; left:0pt; top:8.54pt;"): Rejonowy dla m. st. Warszawy, pod numerem KRS 0000750050, NIP 526-021-02-28. Siedzibą Spółki jest Warszawa, ul. Polna 11.
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        • span (class="awspan awtext002", style="font-size:16pt; color:#d04a02; left:0pt; top:18pt;"): Sprawozdanie niezależnego biegłego rewidenta z badania
        • div (class="awdiv", style="top:56.18pt;")
        • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:0.33pt;"): Dla Walnego Zgromadzenia i Rady Nadzorczej
        • span (class="awspan awtext003", style="font-size:10pt; left:210.65pt; top:0.33pt;"): Powszechnej Kasy Oszczędności Banku Polskiego S.A.
        • div (class="awdiv", style="top:85.68pt;")
        • div (style="left:0pt; top:0pt;")
        • span (class="awspan awtext004", style="color:#d04a02; left:0pt; top:0.39pt;"): Sprawozdanie z badania rocz
        • span (class="awspan awtext004", style="color:#d04a02; left:166.71pt; top:0.39pt;"): nego skonsolidowanego s
        • span (class="awspan awtext004", style="color:#d04a02; left:316.72pt; top:0.39pt;"): prawozdania finansowego
        • div (class="awdiv", style="top:101.55pt;")
        • span (class="awspan awtext003", style="color:#d04a02; left:0pt; top:4.89pt;"): Nasza opinia
        • div (class="awdiv", style="left:-1.45pt; top:101.55pt; width:479.1pt; height:0pt; border-top:solid 0.75pt #d04a02;")
        • div (class="awdiv", style="top:143.35pt;")
        • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:0.33pt;"): Naszym zdaniem, załączone roczne skonsolidowane sprawozdanie finansowe:
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        • div (style="left:0pt; top:0pt;")
        • span (class="awspan awtext001", style="font-size:10pt; color:#d04a02; left:0pt; top:0pt;"): ●
        • span (class="awspan awtext003", style="font-size:10pt; left:17.85pt; top:0.47pt;"): przedstawia rzetelny i jasny obraz skonsolidowanej sytuacji majątkowej i finansowej
        • span (class="awspan awtext003", style="font-size:10pt; left:390.8pt; top:0.47pt;"): Powszechnej Kasy
        • span (class="awspan awtext003", style="font-size:10pt; left:17.85pt; top:11.97pt;"): Oszczędności Banku Polskiego S.A.
        • span (class="awspan awtext003", style="font-size:10pt; left:179.04pt; top:11.97pt;"): („Jednostka dominująca”) i jej spółek zależnych (razem „Grupa”)
        • span (class="awspan awtext003", style="font-size:10pt; left:17.85pt; top:23.47pt;"): na dzień 31 grudnia 2023 r. oraz skonsolidowanego wyniku finansowego i skonsolidowanych
        • span (class="awspan awtext003", style="font-size:10pt; left:17.85pt; top:34.97pt;"): przepływów pieniężnych Grupy za rok obrotowy zakończony w tym dniu zgodnie z mającymi
        • span (class="awspan awtext003", style="font-size:10pt; left:17.85pt; top:46.46pt;"): zastosowanie Międzynarodowymi Standardami Sprawozdawczości Finansowej zatwierdzonymi przez
        • span (class="awspan awtext003", style="font-size:10pt; left:17.85pt; top:57.96pt;"): Unię Europejską oraz przyjętymi zasadami (polityką) rachunkowości;
        • div (class="awdiv", style="top:235.98pt;")
        • div (style="left:0pt; top:0pt;")
        • span (class="awspan awtext001", style="font-size:10pt; color:#d04a02; left:0pt; top:0pt;"): ●
        • span (class="awspan awtext003", style="font-size:10pt; left:17.85pt; top:0.47pt;"): jest zgodne co do formy i treści z obowiązującymi Grupę przepisami prawa oraz statutem Jednostki
        • span (class="awspan awtext003", style="font-size:10pt; left:17.85pt; top:11.97pt;"): dominującej.
        • div (class="awdiv", style="top:265.12pt;")
        • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:0.33pt;"): Niniejsza opinia jest spójna z naszym sprawozdaniem dodatkowym dla Komitetu Audytu, które wydaliśmy
        • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:11.83pt;"): z dniem niniejszego sprawozdania.
        • div (class="awdiv", style="top:294.12pt;")
        • span (class="awspan awtext004", style="font-size:10pt; left:0pt; top:0.33pt;"): Przedmiot naszego badania
        • div (class="awdiv", style="top:311.61pt;")
        • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:0.33pt;"): Przeprowadziliśmy badanie rocznego skonsolidowanego sprawozdania finansowego
        • span (class="awspan awtext003", style="font-size:10pt; left:376.89pt; top:0.33pt;"): Grupy
        • span (class="awspan awtext003", style="font-size:10pt; left:404.12pt; top:0.33pt;")
        • span (class="awspan awtext003", style="font-size:10pt; left:406.9pt; top:0.33pt;"): Kapitałowej
        • span (class="awspan awtext003", style="font-size:10pt; left:460.82pt; top:0.33pt;")
        • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:11.83pt;"): Powszechnej Kasy Oszczędności Banku Polskiego S.A.
        • span (class="awspan awtext003", style="font-size:10pt; left:247.9pt; top:11.83pt;"): , które zawiera:
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        • div (style="left:0pt; top:0pt;")
        • span (class="awspan awtext001", style="font-size:10pt; color:#d04a02; left:0pt; top:0pt;"): ●
        • span (class="awspan awtext003", style="font-size:10pt; left:17.85pt; top:0.47pt;"): skonsolidowane sprawozdanie z sytuacji finansowej na dzień 31 grudnia 2023 r.;
        • div (class="awdiv", style="top:358.25pt;")
        • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:0.33pt;"): oraz sporządzone za rok obrotowy zakończony tego dnia:
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        • div (style="left:0pt; top:0pt;")
        • span (class="awspan awtext001", style="font-size:10pt; color:#d04a02; left:0pt; top:0pt;"): ●
        • span (class="awspan awtext003", style="font-size:10pt; left:17.85pt; top:0.47pt;"): skonsolidowan
        • span (class="awspan awtext003", style="font-size:10pt; left:83.45pt; top:0.47pt;"): y rachunek
        • span (class="awspan awtext003", style="font-size:10pt; left:135.14pt; top:0.47pt;"): zysków
        • span (class="awspan awtext003", style="font-size:10pt; left:170.7pt; top:0.47pt;"): i
        • span (class="awspan awtext003", style="font-size:10pt; left:172.92pt; top:0.47pt;"): strat;
        • div (class="awdiv", style="top:393.39pt;")
        • span (class="awspan awtext001", style="font-size:10pt; color:#d04a02; left:0pt; top:0pt;"): ●
        • span (class="awspan awtext003", style="font-size:10pt; left:17.85pt; top:0.47pt;"): skonsolidowane sprawozdanie z
        • span (class="awspan awtext003", style="font-size:10pt; left:164.04pt; top:0.47pt;"): całkowitych dochodów;
        • div (class="awdiv", style="top:411.03pt;")
        • span (class="awspan awtext001", style="font-size:10pt; color:#d04a02; left:0pt; top:0pt;"): ●
        • span (class="awspan awtext003", style="font-size:10pt; left:17.85pt; top:0.47pt;"): skonsolidowane sprawozdanie ze zmian w kapitale własnym;
        • div (class="awdiv", style="top:428.67pt;")
        • div (style="left:0pt; top:0pt;")
        • span (class="awspan awtext001", style="font-size:10pt; color:#d04a02; left:0pt; top:0pt;"): ●
        • span (class="awspan awtext003", style="font-size:10pt; left:17.85pt; top:0.47pt;"): skonsolidowane sprawozdanie z przepływów pieniężnych, oraz
        • div (class="awdiv", style="top:446.31pt;")
        • div (style="left:0pt; top:0pt;")
        • span (class="awspan awtext001", style="font-size:10pt; color:#d04a02; left:0pt; top:0pt;"): ●
        • span (class="awspan awtext003", style="font-size:10pt; left:17.85pt; top:0.47pt;"): informację dodatkową do skonsolidowanego sprawozdania finansowego zawierającą informację o
        • span (class="awspan awtext003", style="font-size:10pt; left:17.85pt; top:11.97pt;"): istotnych
        • span (class="awspan awtext003", style="font-size:10pt; left:60.09pt; top:11.97pt;"): zasadach
        • span (class="awspan awtext003", style="font-size:10pt; left:102.9pt; top:11.97pt;"): rachunkowości oraz inne informacje objaśniające.
        • div (class="awdiv", style="top:475.45pt;")
        • span (class="awspan awtext003", style="color:#d04a02; left:0pt; top:4.89pt;"): Podstawa opinii
        • div (class="awdiv", style="left:-1.45pt; top:475.45pt; width:479.1pt; height:0pt; border-top:solid 0.75pt #d04a02;")
        • div (class="awdiv", style="top:499.75pt;")
        • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:0.33pt;"): Nasze badanie przeprowadziliśmy zgodnie z Krajowymi Standardami Badania przyjętymi uchwałą Krajowej
        • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:11.83pt;"): Rady Biegłych Rewidentów oraz uchwałą Rady Polskiej Agencji Nadzoru Audytowego („KSB”), a także
        • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:23.33pt;"): stosownie do postanowień ustawy z dn. 11 maja 2017 r. o biegłych rewidentach, firmach audytorskich i
        • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:34.82pt;"): nadzorze publicznym („Ustawa o biegłych rewidentach”), a także Rozporządzenia UE nr 537/2014 z dnia
        • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:46.32pt;"): 16 kwietnia 2014 r. w sprawie szczegółowych wymogów dotyczących ustawowych badań sprawozdań
        • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:57.82pt;"): finansowych jednostek interesu publicznego („Rozporządzenie UE”). Nasza odpowiedzialność zgodnie z
        • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:69.32pt;"): KSB została dalej opisana w sekcji Odpowiedzialność biegłego rewidenta za badanie skonsolidowanego
        • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:80.82pt;"): sprawozdania finansowego.
        • div (class="awdiv", style="top:597.74pt;")
        • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:0.33pt;"): Uważamy, że dowody badania, które uzyskaliśmy są wystarczające i odpowiednie, aby stanowić podstawę
        • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:11.83pt;"): dla naszej opinii.
      • div (class="awdiv awpage", style="width:595.3pt; height:841.9pt;")
      • div (class="awdiv", style="left:68.05pt; top:792.4pt; clip:rect(0pt,527.25pt,22.15pt,-68.05pt);")
        • span (class="awspan awtext003", style="font-size:9.5pt; left:470.92pt; top:0.31pt;"): 2
      • div (class="awdiv", style="left:34.05pt; top:28.35pt;")
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      • div (class="awdiv", style="left:68.05pt; top:122.15pt;")
        • span (class="awspan awtext004", style="font-size:10pt; left:0pt; top:0.33pt;"): Niezależność
        • div (class="awdiv", style="top:17.5pt;")
        • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:0.33pt;"): Jesteśmy niezależni od Grupy zgodnie z Międzynarodowym Kodeksem Etyki Zawodowych Księgowych (w
        • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:11.83pt;"): tym Międzynarodowymi Standardami Niezależności) wydanym przez Radę Międzynarodowych Standardów
        • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:23.33pt;"): Etycznych dla Księgowych („Kodeks IESBA”) przyjętym uchwałą Krajowej Rady Biegłych Rewidentów oraz
        • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:34.82pt;"): z innymi wymogami etycznymi, które mają zastosowanie do naszego badania skonsolidowanych
        • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:46.32pt;"): sprawozdań finansowych w Polsce. Wypełniliśmy nasze inne obowiązki etyczne zgodnie z tymi wymogami i
        • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:57.82pt;"): Kodeksem IESBA. W trakcie przeprowadzania badania kluczowy biegły rewident oraz firma audytorska
        • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:69.32pt;"): pozostali niezależni od Grupy zgodnie z wymogami niezależności określonymi w Ustawie o biegłych
        • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:80.82pt;"): rewidentach oraz w Rozporządzeniu UE.
        • div (class="awdiv", style="top:115.49pt;")
        • span (class="awspan awtext003", style="color:#dc6900; left:0pt; top:10.89pt;"): Nasze podejście do badania
        • div (class="awdiv", style="left:-1.45pt; top:121.49pt; width:479.1pt; height:0pt; border-top:solid 0.75pt #d04a02;")
        • div (class="awdiv", style="top:145.79pt;")
        • span (class="awspan awtext004", style="font-size:10pt; left:0pt; top:0.33pt;"): Podsumowanie
        • div (class="awdiv", style="left:123.85pt; top:163.29pt;")
        • span (class="awspan awtext003", style="font-size:6pt; left:0pt; top:0.2pt;")
        • div (class="awdiv", style="left:127.6pt; top:170.19pt;")
        • div (style="left:0pt; top:0pt;")
        • span (class="awspan awtext001", style="font-size:10pt; color:#d04a02; left:0pt; top:0pt;"): ●
        • span (class="awspan awtext003", style="font-size:10pt; left:17.8pt; top:0.47pt;"): Istotność
        • span (class="awspan awtext003", style="font-size:10pt; left:60.6pt; top:0.47pt;"): ogólna przyjęta do badania została określona na poziomie 463
        • span (class="awspan awtext003", style="font-size:10pt; left:17.8pt; top:11.97pt;"): mln zł. Istotność ogólną przyjęliśmy na podstawie wartości 5% zysku
        • span (class="awspan awtext003", style="font-size:10pt; left:17.8pt; top:23.47pt;"): przed opodatkowaniem skorygowanego o podatek od instytucji
        • span (class="awspan awtext003", style="font-size:10pt; left:17.8pt; top:34.97pt;"): finansowych. Ze względów ostrożnościowych skorygowaliśmy istotność
        • span (class="awspan awtext003", style="font-size:10pt; left:17.8pt; top:46.46pt;"): ogólną, aby nie przekraczała wartości około 1% aktywów netto Grupy.
        • div (class="awdiv", style="left:123.85pt; top:233.82pt;")
        • span (class="awspan awtext003", style="font-size:6pt; left:0pt; top:16.7pt;")
        • div (class="awdiv", style="left:122.4pt; top:245.82pt; width:355.25pt; height:0pt; border-top:solid 0.75pt #d04a02;")
        • div (class="awdiv", style="left:127.6pt; top:263.22pt;")
        • span (class="awspan awtext001", style="font-size:10pt; color:#d04a02; left:0pt; top:0pt;"): ●
        • span (class="awspan awtext003", style="font-size:10pt; left:17.8pt; top:0.47pt;"): Przeprowadziliśmy badanie jednostkowego sprawozdania finansowego
        • span (class="awspan awtext003", style="font-size:10pt; left:17.8pt; top:11.97pt;"): Jednostki dominującej oraz pakietów konsolidacyjnych jednostek
        • span (class="awspan awtext003", style="font-size:10pt; left:17.8pt; top:23.47pt;"): zależnych, które
        • span (class="awspan awtext003", style="font-size:10pt; left:92.83pt; top:23.47pt;"): miały
        • span (class="awspan awtext003", style="font-size:1pt; left:116.17pt; top:31.61pt;")
        • span (class="awspan awtext003", style="font-size:10pt; left:117.56pt; top:23.47pt;"): istotny wpływ na skonsolidowane sprawozdanie
        • span (class="awspan awtext003", style="font-size:10pt; left:17.8pt; top:34.97pt;"): finansowe
        • span (class="awspan awtext003", style="font-size:10pt; left:62.83pt; top:34.97pt;"): .
        • div (class="awdiv", style="left:126pt; top:315.36pt;")
        • span (class="awspan awtext001", style="font-size:10pt; color:#d04a02; left:0pt; top:18.5pt;"): ●
        • span (class="awspan awtext003", style="font-size:10pt; left:18pt; top:18.97pt;"): Szacowanie kosztów ryzyka prawnego związanego z portfelem kredytów
        • span (class="awspan awtext003", style="font-size:10pt; left:18pt; top:30.47pt;"): hipotecznych we franku szwajcarskim (CHF)
        • div (class="awdiv", style="left:126pt; top:369pt;")
        • span (class="awspan awtext001", style="font-size:10pt; color:#d04a02; left:0pt; top:0pt;"): ●
        • span (class="awspan awtext003", style="font-size:10pt; left:18pt; top:0.47pt;"): Szacowanie wartości oczekiwanych strat kredytowych w portfelu kredytów
        • span (class="awspan awtext003", style="font-size:10pt; left:18pt; top:11.97pt;"): i pożyczek udzielonych klientom
        • div (class="awdiv", style="left:124.55pt; top:315.36pt; width:353.1pt; height:0pt; border-top:solid 0.75pt #d04a02;")
        • div (class="awdiv", style="left:113.35pt; top:404.14pt;")
        • span (class="awspan awtext003", style="font-size:6pt; left:0pt; top:10.7pt;")
        • div (class="awdiv", style="left:111.9pt; top:410.14pt; width:365.75pt; height:0pt; border-top:solid 0.75pt #d04a02;")
        • div (class="awdiv", style="top:421.54pt;")
        • div (class="awdiv", style="clip:rect(0pt,476.2pt,2.15pt,0pt);")
          • div (class="awdiv", style="left:5.75pt;")
          • span (class="awspan awtext003", style="font-size:1pt; left:0pt; top:0.03pt;")
        • div (class="awdiv", style="top:422.69pt;")
        • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:0.33pt;"): Zaprojektowaliśmy nasze badanie ustalając istotność i oceniając ryzyko istotnego zniekształcenia
        • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:11.83pt;"): skonsolidowanego sprawozdania finansowego. W szczególności rozważyliśmy, gdzie Zarząd Jednostki
        • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:23.33pt;"): dominującej dokonał subiektywnych osądów; na przykład w odniesieniu do znaczących szacunków
        • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:34.82pt;"): księgowych, które wymagały przyjęcia założeń oraz rozważenia wystąpienia przyszłych zdarzeń, które z
        • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:46.32pt;"): natury są niepewne. Odnieśliśmy się również do ryzyka obejścia przez Zarząd kontroli wewnętrznej, w tym
        • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:57.82pt;"): – wśród innych spraw – rozważyliśmy, czy wystąpiły dowody na stronniczość Zarządu, która stanowiłaby
        • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:69.32pt;"): ryzyko istotnego zniekształcenia spowodowanego oszustwem.
        • div (class="awdiv", style="top:509.18pt;")
        • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:0.33pt;"): Dostosowaliśmy zakres naszego badania w celu wykonania wystarczającej pracy umożliwiającej nam
        • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:11.83pt;"): wydanie opinii o skonsolidowanym sprawozdaniu finansowym jako całości, biorąc pod uwagę strukturę
        • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:23.33pt;"): Grupy, procesy księgowe i kontrole oraz branżę, w której działa Grupa.
        • div (class="awdiv", style="top:549.68pt;")
        • span (class="awspan awtext004", style="font-size:10pt; left:0pt; top:0.33pt;"): Istotność
        • div (class="awdiv", style="top:567.18pt;")
        • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:0.33pt;"): Na zakres naszego badania miał wpływ przyjęty poziom istotności. Badanie zaprojektowane zostało w celu
        • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:11.83pt;"): uzyskania racjonalnej pewności, czy skonsolidowane sprawozdanie finansowe jako całość nie zawiera
        • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:23.33pt;"): istotnego zniekształcenia. Zniekształcenia mogą powstać na skutek oszustwa lub błędu. Zniekształcenia są
        • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:34.82pt;"): uważane za istotne, jeżeli można racjonalnie oczekiwać, że pojedynczo lub łącznie mogłyby wpłynąć na
        • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:46.32pt;"): decyzje ekonomiczne użytkowników podjęte na podstawie skonsolidowanego sprawozdania finansowego.
      • div (class="awdiv", title="/var/www/website/app/../temp/fileSetsTempDir/w2tbwlg1ui/4d3e9d88-c572-4f4f-b208-6171df12a7b2.png")
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", 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", style="left:0pt; top:0pt; width:111.12pt; height:93.83pt;")
      • div (class="awdiv", style="left:68.05pt; top:122.15pt;")
        • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:0.33pt;"): Na podstawie naszego zawodowego osądu ustaliliśmy progi ilościowe dla istotności, w tym ogólną
        • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:11.83pt;"): istotność w odniesieniu do skonsolidowanego sprawozdania finansowego jako całości, którą
        • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:23.33pt;"): przedstawiamy poniżej. Progi te, wraz z czynnikami jakościowymi, umożliwiły nam określenie zakresu
        • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:34.82pt;"): naszego badania oraz rodzaj, czas i zasięg procedur badania, a także ocenę wpływu zniekształceń,
        • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:46.32pt;"): zarówno indywidualnie, jak i łącznie na skonsolidowane sprawozdanie finansowe jako całość.
        • div (class="awdiv", style="top:63.49pt;")
        • div (class="awdiv", style="clip:rect(0pt,198.45pt,23pt,0pt);")
          • div (class="awdiv", style="left:0.1pt;")
          • span (class="awspan awtext004", style="font-size:10pt; color:#d04a02; left:0pt; top:4.83pt;"): Ogólna istotność
          • span (class="awspan awtext003", style="font-size:10pt; left:81.67pt; top:4.83pt;")
          • span (class="awspan awtext004", style="font-size:10pt; color:#d04a02; left:84.45pt; top:4.83pt;"): dla Grupy
          • div (class="awdiv", style="left:-1.35pt; top:0pt; width:195.5pt; height:0pt; border-top:solid 0.75pt #d04a02;")
        • div (class="awdiv", style="left:198.45pt; clip:rect(0pt,277.75pt,23pt,0pt);")
          • div (class="awdiv", style="left:0.1pt;")
          • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:4.83pt;"): 463 mln zł
          • div (class="awdiv", style="left:-1.35pt; top:0pt; width:274.8pt; height:0pt; border-top:solid 0.75pt #d04a02;")
        • div (class="awdiv", style="top:22pt;")
          • div (class="awdiv", style="clip:rect(0pt,198.45pt,57.5pt,0pt);")
          • div (class="awdiv", style="left:0.1pt;")
            • span (class="awspan awtext004", style="font-size:10pt; color:#d04a02; left:0pt; top:4.83pt;"): Podstawa ustalenia
          • div (class="awdiv", style="left:-1.35pt; top:0pt; width:195.5pt; height:0pt; border-top:solid 0.75pt #d04a02;")
          • div (class="awdiv", style="left:198.45pt; clip:rect(0pt,277.75pt,57.5pt,0pt);")
          • div (class="awdiv", style="left:0.1pt;")
            • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:4.83pt;"): 5%
            • span (class="awspan awtext003", style="font-size:10pt; left:17.23pt; top:4.83pt;"): zysku brutto skorygowanego o podatek od niektórych
            • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:16.33pt;"): instytucji finansowych. Dla celów ostrożnościowych
            • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:27.83pt;"): wprowadziliśmy ograniczenie poziomu istotności do wartości
            • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:39.32pt;"): około 1% aktywów netto Grupy.
          • div (class="awdiv", style="left:-1.35pt; top:0pt; width:274.8pt; height:0pt; border-top:solid 0.75pt #d04a02;")
        • div (class="awdiv", style="top:78.5pt;")
          • div (class="awdiv", style="clip:rect(0pt,198.45pt,166.99pt,0pt);")
          • div (class="awdiv", style="left:0.1pt;")
            • span (class="awspan awtext004", style="font-size:10pt; color:#d04a02; left:0pt; top:4.83pt;"): Uzasadnienie przyjętej podstawy
          • div (class="awdiv", style="left:-1.35pt; top:0pt; width:195.5pt; height:0pt; border-top:solid 0.75pt #d04a02;")
          • div (class="awdiv", style="left:198.45pt; clip:rect(0pt,277.75pt,166.99pt,0pt);")
          • div (class="awdiv", style="left:0.1pt;")
            • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:4.83pt;"): Przyjęliśmy zysk przed opodatkowaniem jako podstawę
            • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:16.33pt;"): określenia istotności, ponieważ naszym zdaniem miernik ten
            • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:27.83pt;"): jest powszechnie używany do oceny działalności Grupy
            • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:39.32pt;"): przez użytkowników sprawozdań finansowych oraz jest
            • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:50.82pt;"): ogólnie przyjętym wskaźnikiem odniesienia. Wartość tę
            • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:62.32pt;"): skorygowaliśmy o podatek od instytucji finansowych, który
            • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:73.82pt;"): ma naturę szczególnego obciążenia podatkowego.
          • div (class="awdiv", style="left:0.1pt; top:90.99pt;")
            • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:0.33pt;"): W celu kalkulacji istotności jak wyżej przyjęliśmy
            • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:11.83pt;"): odpowiednio poziomy 5% (zysku przed opodatkowaniem
            • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:23.33pt;"): skorygowanego o podatek od instytucji finansowych) oraz
            • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:34.82pt;"): 1% (aktywów netto), ponieważ na podstawie naszego
            • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:46.32pt;"): profesjonalnego osądu mieszczą się one w zakresie
            • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:57.82pt;"): akceptowalnych progów ilościowych istotności.
          • div (class="awdiv", style="left:-1.35pt; top:0pt; width:274.8pt; height:0pt; border-top:solid 0.75pt #d04a02;")
        • div (class="awdiv", style="top:309.13pt;")
        • div (class="awdiv", style="clip:rect(0pt,476.2pt,12.4pt,0pt);")
          • div (class="awdiv", style="left:5.75pt;")
          • span (class="awspan awtext003", style="font-size:6pt; left:0pt; top:4.7pt;")
          • div (class="awdiv", style="left:4.3pt; top:0pt; width:467.6pt; height:0pt; border-top:solid 0.75pt #d04a02;")
        • div (class="awdiv", style="top:320.53pt;")
        • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:0.33pt;"): Uzgodniliśmy z Komitetem Audytu Jednostki dominującej, że poinformujemy o zidentyfikowanych podczas
        • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:11.83pt;"): badania zniekształceniach skonsolidowanego sprawozdania finansowego o wartości większej niż
        • span (class="awspan awtext003", style="font-size:10pt; left:431.91pt; top:11.83pt;"): 22
        • span (class="awspan awtext003", style="font-size:10pt; left:443.03pt; top:11.83pt;")
        • span (class="awspan awtext003", style="font-size:10pt; left:445.81pt; top:11.83pt;"): mln
        • span (class="awspan awtext003", style="font-size:10pt; left:461.92pt; top:11.83pt;"): zł,
        • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:23.33pt;"): a także zniekształceniach poniżej tej kwoty, jeżeli w naszej ocenie byłoby to uzasadnione ze względu na
        • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:34.82pt;"): czynniki jakościowe.
        • div (class="awdiv", style="top:372.52pt;")
        • span (class="awspan awtext003", style="color:#d04a02; left:0pt; top:4.89pt;"): Kluczowe sprawy badania
        • div (class="awdiv", style="left:-1.45pt; top:372.52pt; width:479.1pt; height:0pt; border-top:solid 0.75pt #d04a02;")
        • div (class="awdiv", style="top:396.82pt;")
        • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:0.33pt;"): Kluczowe sprawy badania są to sprawy, które według naszego zawodowego osądu były najbardziej
        • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:11.83pt;"): znaczące podczas naszego badania skonsolidowanego sprawozdania finansowego za bieżący okres.
        • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:23.33pt;"): Obejmują one najbardziej znaczące ocenione rodzaje ryzyka istotnego zniekształcenia, w tym ocenione
        • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:34.82pt;"): rodzaje ryzyka istotnego zniekształcenia spowodowanego oszustwem. Do spraw tych odnieśliśmy się w
        • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:46.32pt;"): kontekście naszego badania skonsolidowanego sprawozdania finansowego jako całości oraz przy
        • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:57.82pt;"): formułowaniu naszej opinii. Nie wyrażamy osobnej opinii na temat tych spraw.
        • div (class="awdiv", style="top:489.31pt;")
        • div (class="awdiv", style="left:-0.05pt; top:-0.05pt; width:219.65pt; height:23.4pt; background-color:#d04a02; border:solid 0.1pt #d04a02;")
        • div (class="awdiv", style="clip:rect(0pt,219.75pt,24.5pt,0pt);")
          • div (class="awdiv", style="left:5.75pt;")
          • span (class="awspan awtext004", style="font-size:10pt; color:#ffffff; left:0pt; top:6.33pt;"): Kluczowa sprawa badania
        • div (class="awdiv", style="left:219.7pt; top:-0.05pt; width:247.4pt; height:23.4pt; background-color:#d04a02; border:solid 0.1pt #d04a02;")
        • div (class="awdiv", style="left:219.75pt; clip:rect(0pt,247.5pt,24.5pt,0pt);")
          • div (class="awdiv", style="left:5.75pt;")
          • span (class="awspan awtext004", style="font-size:10pt; color:#ffffff; left:0pt; top:6.33pt;"): Jak nasze badanie odniosło się do tej sprawy
        • div (class="awdiv", style="top:23.5pt;")
          • div (class="awdiv", style="clip:rect(0pt,219.44pt,109.49pt,0.31pt);")
          • div (class="awdiv", style="left:5pt; top:5pt;")
            • span (class="awspan awtext003", style="font-size:10pt; color:#d04a02; left:0pt; top:6.33pt;"): Szacowanie kosztów ryzyka prawnego
            • span (class="awspan awtext003", style="font-size:10pt; color:#d04a02; left:0pt; top:17.83pt;"): związanego z portfelem kredytów hipotecznych
            • span (class="awspan awtext003", style="font-size:10pt; color:#d04a02; left:0pt; top:29.33pt;"): we franku szwajcarskim (CHF)
          • div (class="awdiv", style="left:5pt; top:51.5pt;")
            • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:0.33pt;"): Na dzień bilansowy Grupa posiadała portfel
            • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:11.83pt;"): kredytów hipotecznych denominowanych i
            • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:23.33pt;"): indeksowanych do CHF w łącznej kwocie
            • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:34.82pt;"): brutto 13.096 mln zł przed uwzględnieniem
          • div (class="awdiv", style="left:219.75pt; clip:rect(0pt,247.19pt,109.49pt,0.31pt);")
          • div (class="awdiv", style="left:5pt; top:40pt;")
            • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:6.33pt;"): W ramach naszego badania oceniliśmy, czy
            • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:17.83pt;"): zastosowane przez Grupę podejście księgowe jest
            • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:29.33pt;"): zgodne z MSSF 9 oraz MSR 37. Skoncentrowaliśmy
            • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:40.82pt;"): się na ocenie podejścia Grupy do szacowania
            • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:52.32pt;"): kosztów ryzyka prawnego kredytów hipotecznych w
        • div (class="awdiv", style="left:-0.31pt; top:23.5pt; width:0pt; height:108.49pt; border-left:solid 0.75pt #ffffff;")
        • div (class="awdiv", style="left:219.44pt; top:23.5pt; width:0pt; height:108.49pt; border-left:solid 0.75pt #ffffff;")
        • div (class="awdiv", style="left:466.94pt; top:23.5pt; width:0pt; height:108.49pt; border-left:solid 0.75pt #ffffff;")
        • div (class="awdiv", style="left:-0.31pt; top:131.99pt; width:467.88pt; height:0pt; border-top:solid 0.75pt #e36c09;")
      • div (class="awdiv awpage", style="width:595.3pt; height:841.9pt;")
      • div (class="awdiv", style="left:68.05pt; top:792.4pt; clip:rect(0pt,527.25pt,22.15pt,-68.05pt);")
        • span (class="awspan awtext003", style="font-size:9.5pt; left:470.92pt; top:0.31pt;"): 4
      • div (class="awdiv", style="left:34.05pt; top:28.35pt;")
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", 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        • div (class="awdiv", style="left:5pt; top:5pt;")
          • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:0.33pt;"): pomniejszenia umownych przepływów
          • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:11.83pt;"): pieniężnych z tytułu ryzyka prawnego.
        • div (class="awdiv", style="left:5pt; top:31pt;")
          • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:0.33pt;"): Jak opisano w Nocie 26
          • span (class="awspan awtext005", style="font-size:10pt; left:108.39pt; top:0.33pt;"): Koszt ryzyka
          • span (class="awspan awtext005", style="font-size:10pt; left:0pt; top:11.83pt;"): prawnego kredytów hipotecznych w walutach
          • span (class="awspan awtext005", style="font-size:10pt; left:0pt; top:23.33pt;"): wymienialnych
          • span (class="awspan awtext003", style="font-size:10pt; left:67.8pt; top:23.33pt;"): skonsolidowanego
          • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:34.82pt;"): sprawozdania finansowego, umowy kredytowe,
          • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:46.32pt;"): w oparciu o które kredyty te zostały udzielone,
          • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:57.82pt;"): zawierają klauzule kwestionowane przez
          • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:69.32pt;"): klientów na drodze sądowej pod zarzutem
          • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:80.82pt;"): abuzywności. Na chwilę obecną linia
          • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:92.32pt;"): orzecznicza sądów nie jest jednolita, natomiast
          • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:103.82pt;"): obserwowany jest negatywny dla banków trend
          • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:115.32pt;"): w odniesieniu do zapadających wyroków
          • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:126.82pt;"): sądowych, co wpływa zarówno na wzrost
          • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:138.32pt;"): poziomu szacowanego prawdopodobieństwa
          • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:149.81pt;"): wystąpienia niekorzystnych dla banków
          • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:161.31pt;"): rozstrzygnięć spraw spornych jak i na wzrost
          • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:172.81pt;"): spodziewanych przyszłych spraw sądowych.
          • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:184.31pt;"): Jak opisano w Nocie 26, od 4 października
          • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:195.81pt;"): 2021 r. Grupa zawiera dobrowolne ugody z
          • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:207.31pt;"): klientami i do dnia 31 grudnia 2023 r.
          • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:218.81pt;"): podpisano łącznie 36.822 ugód. Zawierane
          • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:230.31pt;"): ugody z klientami skutkują umorzeniem kwoty
          • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:241.81pt;"): zadłużenia klientów z tytułu kredytu w CHF tak,
          • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:253.31pt;"): jak gdyby ich kredyty od początku były
          • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:264.8pt;"): kredytami złotowymi oprocentowanymi według
          • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:276.3pt;"): stawki referencyjnej WIBOR powiększonej o
          • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:287.8pt;"): wynegocjowaną marżę bazującą na poziomie
          • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:299.3pt;"): stosowanym historycznie dla tego typu
          • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:310.8pt;"): kredytów.
        • div (class="awdiv", style="left:5pt; top:355.97pt;")
          • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:0.33pt;"): Na dzień bilansowy Grupa oszacowała koszty
          • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:11.83pt;"): na pokrycie ryzyka prawnego, zarówno dla
          • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:23.33pt;"): aktywnego portfela, jak i dla kredytów
          • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:34.82pt;"): spłaconych przed datą bilansową. W
          • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:46.32pt;"): skonsolidowanym sprawozdaniu finansowym
          • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:57.82pt;"): Grupa ujęła szacunek tych kosztów, dla
          • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:69.32pt;"): kredytów aktywnych na podstawie punktu
          • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:80.82pt;"): B5.4.6 Międzynarodowego Standardu
          • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:92.32pt;"): Sprawozdawczości Finansowej 9
          • span (class="awspan awtext005", style="font-size:10pt; left:149.51pt; top:92.32pt;"): Instrumenty
          • span (class="awspan awtext005", style="font-size:10pt; left:0pt; top:103.82pt;"): finansowe
          • span (class="awspan awtext003", style="font-size:10pt; left:45.03pt; top:103.82pt;"): (“MSSF 9”) korygując wartość
          • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:115.32pt;"): bilansową brutto portfela poprzez zmniejszenie
          • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:126.82pt;"): kontraktowych przepływów pieniężnych z tytułu
          • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:138.32pt;"): kredytów hipotecznych denominowanych lub
          • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:149.81pt;"): indeksowanych do CHF, a w przypadku, gdy
          • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:161.31pt;"): szacowana strata z tytułu ryzyka prawnego
          • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:172.81pt;"): przewyższa wartość bilansową brutto kredytu
          • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:184.31pt;"): oraz dla kredytów spłaconych, jak również w
          • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:195.81pt;"): odniesieniu do odsetek ustawowych,
          • span (class="awspan awtext003", style="font-size:9pt; left:162.32pt; top:196.72pt;"): ,
          • span (class="awspan awtext003", style="font-size:10pt; left:164.82pt; top:195.81pt;"): ujmując
          • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:207.31pt;"): rezerwę zgodnie z Międzynarodowym
          • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:218.81pt;"): Standardem Rachunkowości 37
          • span (class="awspan awtext005", style="font-size:10pt; left:143.97pt; top:218.81pt;"): Rezerwy,
          • span (class="awspan awtext005", style="font-size:10pt; left:0pt; top:230.31pt;"): zobowiązania warunkowe i aktywa warunkowe
          • span (class="awspan awtext003", style="font-size:10pt; left:206.21pt; top:230.31pt;")
          • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:241.81pt;"): (“MSR 37“).
        • div (class="awdiv", style="left:5pt; top:611.95pt;")
          • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:0.33pt;"): Oszacowany na dzień 31 grudnia 2023 r.
          • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:11.83pt;"): poziom pomniejszenia wartości bilansowej
        • div (class="awdiv", style="left:219.75pt; clip:rect(0pt,247.19pt,640.95pt,0.31pt);")
        • div (class="awdiv", style="left:5pt; top:5pt;")
          • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:0.33pt;"): CHF, a także zakresu ujawnień zawartych w
          • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:11.83pt;"): skonsolidowanym sprawozdaniu finansowym.
        • div (class="awdiv", style="left:5pt; top:28pt;")
          • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:6.33pt;"): Nasze procedury nakierowane były głównie na
          • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:17.83pt;"): krytyczną ocenę modelu i poszczególnych założeń
          • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:29.33pt;"): przyjętych przez Zarząd mających istotny wpływ na
          • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:40.82pt;"): poziom pomniejszenia wartości bilansowej brutto
          • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:52.32pt;"): portfela oraz ujętych rezerw. W szczególności
          • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:63.82pt;"): przeprowadziliśmy poniżej wymienione procedury:
        • div (class="awdiv", style="left:1.2pt; top:102.99pt;")
          • span (class="awspan awtext001", style="font-size:10pt; color:#dc6900; left:0pt; top:6pt;"): ●
          • span (class="awspan awtext003", style="font-size:10pt; left:18pt; top:6.47pt;"): dokonaliśmy oceny zaprojektowania i wdrożenia
          • span (class="awspan awtext003", style="font-size:10pt; left:18pt; top:17.97pt;"): monitoringu oraz kontroli wewnętrznych w ramach
          • span (class="awspan awtext003", style="font-size:10pt; left:18pt; top:29.47pt;"): zarządzania ryzykami prawnymi oraz w procesie
          • span (class="awspan awtext003", style="font-size:10pt; left:18pt; top:40.97pt;"): szacowania pomniejszenia wartości bilansowej
          • span (class="awspan awtext003", style="font-size:10pt; left:18pt; top:52.46pt;"): brutto portfela oraz ujętych rezerw;
        • div (class="awdiv", style="left:1.2pt; top:166.63pt;")
          • span (class="awspan awtext001", style="font-size:10pt; color:#dc6900; left:0pt; top:6pt;"): ●
          • span (class="awspan awtext003", style="font-size:10pt; left:18pt; top:6.47pt;"): przeprowadziliśmy rozmowy z Zarządem
          • span (class="awspan awtext003", style="font-size:10pt; left:18pt; top:17.97pt;"): Jednostki dominującej oraz specjalistami, w tym z
          • span (class="awspan awtext003", style="font-size:10pt; left:18pt; top:29.47pt;"): prawnikami Grupy, na temat przyjętych założeń
          • span (class="awspan awtext003", style="font-size:10pt; left:18pt; top:40.97pt;"): uwzględniających historyczne obserwacje, a także
          • span (class="awspan awtext003", style="font-size:10pt; left:18pt; top:52.46pt;"): informacje i zdarzenia następujące po dacie
          • span (class="awspan awtext003", style="font-size:10pt; left:18pt; top:63.96pt;"): bilansowej;
        • div (class="awdiv", style="left:1.2pt; top:241.76pt;")
          • span (class="awspan awtext001", style="font-size:10pt; color:#dc6900; left:0pt; top:6pt;"): ●
          • span (class="awspan awtext003", style="font-size:10pt; left:18pt; top:6.47pt;"): we współpracy z naszymi ekspertami do spraw
          • span (class="awspan awtext003", style="font-size:10pt; left:18pt; top:17.97pt;"): prawnych przeanalizowaliśmy dokumentację i
          • span (class="awspan awtext003", style="font-size:10pt; left:18pt; top:29.47pt;"): opinie zewnętrznych kancelarii prawnych
          • span (class="awspan awtext003", style="font-size:10pt; left:18pt; top:40.97pt;"): uzyskane przez Grupę oraz historyczne dane
          • span (class="awspan awtext003", style="font-size:10pt; left:18pt; top:52.46pt;"): dotyczące dotychczasowych wyroków sądowych
          • span (class="awspan awtext003", style="font-size:10pt; left:18pt; top:63.96pt;"): na potrzeby oszacowania prawdopodobieństwa
          • span (class="awspan awtext003", style="font-size:10pt; left:18pt; top:75.46pt;"): realizacji poszczególnych scenariuszy możliwych
          • span (class="awspan awtext003", style="font-size:10pt; left:18pt; top:86.96pt;"): rozstrzygnięć;
        • div (class="awdiv", style="left:1.2pt; top:339.9pt;")
          • span (class="awspan awtext001", style="font-size:10pt; color:#dc6900; left:0pt; top:6pt;"): ●
          • span (class="awspan awtext003", style="font-size:10pt; left:18pt; top:6.47pt;"): we współpracy z naszymi ekspertami do spraw
          • span (class="awspan awtext003", style="font-size:10pt; left:18pt; top:17.97pt;"): prawnych oraz modelowania statystycznego
          • span (class="awspan awtext003", style="font-size:10pt; left:18pt; top:29.47pt;"): przeanalizowaliśmy dokumentację modelu;
        • div (class="awdiv", style="left:1.2pt; top:380.53pt;")
          • span (class="awspan awtext001", style="font-size:10pt; color:#dc6900; left:0pt; top:6pt;"): ●
          • span (class="awspan awtext003", style="font-size:10pt; left:18pt; top:6.47pt;"): przeanalizowaliśmy wyniki przeprowadzonej
          • span (class="awspan awtext003", style="font-size:10pt; left:18pt; top:17.97pt;"): weryfikacji historycznej modelu szacowania
          • span (class="awspan awtext003", style="font-size:10pt; left:18pt; top:29.47pt;"): kosztów ryzyka prawnego kredytów hipotecznych
          • span (class="awspan awtext003", style="font-size:10pt; left:18pt; top:40.97pt;"): w CHF;
        • div (class="awdiv", style="left:1.2pt; top:432.67pt;")
          • span (class="awspan awtext001", style="font-size:10pt; color:#dc6900; left:0pt; top:6pt;"): ●
          • span (class="awspan awtext003", style="font-size:10pt; left:18pt; top:6.47pt;"): procedury wiarygodności:
        • div (class="awdiv", style="left:18.5pt; top:450.31pt;")
          • span (class="awspan awtext003", style="font-size:10pt; color:#dc6900; left:0pt; top:0.33pt;"): ○
          • span (class="awspan awtext003", style="font-size:10pt; left:13.5pt; top:0.33pt;"): przeanalizowaliśmy wyniki prowadzonego
          • span (class="awspan awtext003", style="font-size:10pt; left:13.5pt; top:11.83pt;"): programu ugód, w tym aktualizację założeń
          • span (class="awspan awtext003", style="font-size:10pt; left:13.5pt; top:23.33pt;"): ekonomicznych dla propozycji ugodowych
          • span (class="awspan awtext003", style="font-size:10pt; left:13.5pt; top:34.82pt;"): przyjętych w modelu;
        • div (class="awdiv", style="left:18.5pt; top:496.31pt;")
          • span (class="awspan awtext003", style="font-size:10pt; color:#dc6900; left:0pt; top:0.33pt;"): ○
          • span (class="awspan awtext003", style="font-size:10pt; left:13.5pt; top:0.33pt;"): uzyskaliśmy stanowisko zewnętrznych
          • span (class="awspan awtext003", style="font-size:10pt; left:13.5pt; top:11.83pt;"): kancelarii prawnych współpracujących z Grupą
          • span (class="awspan awtext003", style="font-size:10pt; left:13.5pt; top:23.33pt;"): w oparciu o aktualną linię orzeczniczą sądów
          • span (class="awspan awtext003", style="font-size:10pt; left:13.5pt; top:34.82pt;"): co do oczekiwanych rozstrzygnięć spraw
          • span (class="awspan awtext003", style="font-size:10pt; left:13.5pt; top:46.32pt;"): sądowych wraz z oszacowaniem
          • span (class="awspan awtext003", style="font-size:10pt; left:13.5pt; top:57.82pt;"): prawdopodobieństwa tych rozstrzygnięć;
        • div (class="awdiv", style="left:18.5pt; top:565.3pt;")
          • span (class="awspan awtext003", style="font-size:10pt; color:#dc6900; left:0pt; top:0.33pt;"): ○
          • span (class="awspan awtext003", style="font-size:10pt; left:13.5pt; top:0.33pt;"): zweryfikowaliśmy sposób kalkulacji wartości
          • span (class="awspan awtext003", style="font-size:10pt; left:13.5pt; top:11.83pt;"): potencjalnych strat w ramach poszczególnych
          • span (class="awspan awtext003", style="font-size:10pt; left:13.5pt; top:23.33pt;"): scenariuszy zakładanych przez Grupę;
        • div (class="awdiv", style="left:18.5pt; top:599.8pt;")
          • span (class="awspan awtext003", style="font-size:10pt; color:#dc6900; left:0pt; top:0.33pt;"): ○
          • span (class="awspan awtext003", style="font-size:10pt; left:13.5pt; top:0.33pt;"): zweryfikowaliśmy założenia przyjęte do
          • span (class="awspan awtext003", style="font-size:10pt; left:13.5pt; top:11.83pt;"): oszacowania rezerwy na odsetki ustawowe;
        • div (class="awdiv", style="left:-0.31pt; top:0pt; width:0pt; height:639.95pt; border-left:solid 0.75pt #ffffff;")
        • div (class="awdiv", style="left:219.44pt; top:0pt; width:0pt; height:639.95pt; border-left:solid 0.75pt #ffffff;")
        • div (class="awdiv", style="left:466.94pt; top:0pt; width:0pt; height:639.95pt; border-left:solid 0.75pt #ffffff;")
        • div (class="awdiv", style="left:-0.31pt; top:639.95pt; width:467.88pt; height:0pt; border-top:solid 0.75pt #e36c09;")
      • div (class="awdiv awpage", style="width:595.3pt; height:841.9pt;")
      • div (class="awdiv", style="left:68.05pt; top:792.4pt; clip:rect(0pt,527.25pt,22.15pt,-68.05pt);")
        • span (class="awspan awtext003", style="font-size:9.5pt; left:470.92pt; top:0.31pt;"): 5
      • div (class="awdiv", style="left:34.05pt; top:28.35pt;")
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", 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      • div (class="awdiv", style="left:68.05pt; top:122.15pt;")
        • div (class="awdiv", style="clip:rect(0pt,219.44pt,636.23pt,0.31pt);")
        • div (class="awdiv", style="left:5pt; top:5pt;")
          • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:0.33pt;"): brutto aktywnego portfela wyniósł 8.306 mln zł,
          • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:11.83pt;"): natomiast poziom utworzonych rezerw wyniósł
          • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:23.33pt;"): 3.001 mln zł.
        • div (class="awdiv", style="left:5pt; top:42.5pt;")
          • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:0.33pt;"): Koszty ryzyka prawnego kredytów
          • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:11.83pt;"): hipotecznych w CHF zostały oszacowane przy
          • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:23.33pt;"): zastosowaniu statystycznej metody
          • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:34.82pt;"): uwzględniającej wpływ charakterystyk klientów,
          • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:46.32pt;"): jako suma iloczynów:
        • div (class="awdiv", style="left:1.2pt; top:102.99pt;")
          • span (class="awspan awtext001", style="font-size:10pt; color:#dc6900; left:0pt; top:3pt;"): ●
          • span (class="awspan awtext003", style="font-size:10pt; left:18pt; top:3.47pt;"): prawdopodobieństwa zaakceptowania
          • span (class="awspan awtext003", style="font-size:10pt; left:18pt; top:14.97pt;"): ugody przez klienta i kwoty straty Grupy z
          • span (class="awspan awtext003", style="font-size:10pt; left:18pt; top:26.47pt;"): tytułu ugody oraz
        • div (class="awdiv", style="left:1.2pt; top:140.63pt;")
          • span (class="awspan awtext001", style="font-size:10pt; color:#dc6900; left:0pt; top:6pt;"): ●
          • span (class="awspan awtext003", style="font-size:10pt; left:18pt; top:6.47pt;"): prawdopodobieństw wystąpienia
          • span (class="awspan awtext003", style="font-size:10pt; left:18pt; top:17.97pt;"): określonych rozstrzygnięć sporów
          • span (class="awspan awtext003", style="font-size:10pt; left:18pt; top:29.47pt;"): sądowych i kwot straty dla różnych
          • span (class="awspan awtext003", style="font-size:10pt; left:18pt; top:40.97pt;"): scenariuszy tych rozstrzygnięć przy
          • span (class="awspan awtext003", style="font-size:10pt; left:18pt; top:52.46pt;"): uwzględnieniu aktualnej oraz oczekiwanej
          • span (class="awspan awtext003", style="font-size:10pt; left:18pt; top:63.96pt;"): liczby spraw sądowych w horyzoncie
          • span (class="awspan awtext003", style="font-size:10pt; left:18pt; top:75.46pt;"): czasowym, w którym Grupa narażona jest
          • span (class="awspan awtext003", style="font-size:10pt; left:18pt; top:86.96pt;"): na takie ryzyko.
        • div (class="awdiv", style="left:5pt; top:238.76pt;")
          • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:6.33pt;"): Szacunki dotyczące kosztów ryzyka prawnego
          • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:17.83pt;"): kredytów hipotecznych w CHF są złożone i
          • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:29.33pt;"): wymagają znacznego stopnia osądu w
          • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:40.82pt;"): odniesieniu do kluczowych założeń:
        • div (class="awdiv", style="left:0.5pt; top:290.76pt;")
          • span (class="awspan awtext003", style="font-size:10pt; color:#dc6900; left:0pt; top:6.33pt;"): −
          • span (class="awspan awtext003", style="font-size:10pt; left:18pt; top:6.33pt;"): spodziewany poziom przyszłych ugód
          • span (class="awspan awtext003", style="font-size:10pt; left:18pt; top:17.83pt;"): opiera się na liczbie dotychczas zawartych
          • span (class="awspan awtext003", style="font-size:10pt; left:18pt; top:29.33pt;"): ugód z klientami i charakteryzuje się
          • span (class="awspan awtext003", style="font-size:10pt; left:18pt; top:40.82pt;"): znacznym poziomem niepewności ze
          • span (class="awspan awtext003", style="font-size:10pt; left:18pt; top:52.32pt;"): względu na zmieniające się czynniki
          • span (class="awspan awtext003", style="font-size:10pt; left:18pt; top:63.82pt;"): zewnętrzne, które mogą wpłynąć na
          • span (class="awspan awtext003", style="font-size:10pt; left:18pt; top:75.32pt;"): przyszłe decyzje klientów co do
          • span (class="awspan awtext003", style="font-size:10pt; left:18pt; top:86.82pt;"): przystąpienia do programu ugód, a także
          • span (class="awspan awtext003", style="font-size:10pt; left:18pt; top:98.32pt;"): przyszłe decyzje Grupy co do dalszej
          • span (class="awspan awtext003", style="font-size:10pt; left:18pt; top:109.82pt;"): aktywności w zakresie zawierania ugód i
          • span (class="awspan awtext003", style="font-size:10pt; left:18pt; top:121.32pt;"): poziomu kwot oferowanych w ramach
          • span (class="awspan awtext003", style="font-size:10pt; left:18pt; top:132.82pt;"): ugody;
        • div (class="awdiv", style="left:0.5pt; top:434.75pt;")
          • span (class="awspan awtext003", style="font-size:10pt; color:#dc6900; left:0pt; top:0.33pt;"): −
          • span (class="awspan awtext003", style="font-size:10pt; left:18pt; top:0.33pt;"): prognozowana liczba przyszłych pozwów
          • span (class="awspan awtext003", style="font-size:10pt; left:18pt; top:11.83pt;"): sądowych opiera się na historycznych
          • span (class="awspan awtext003", style="font-size:10pt; left:18pt; top:23.33pt;"): obserwacjach dotyczących spraw sądowych
          • span (class="awspan awtext003", style="font-size:10pt; left:18pt; top:34.82pt;"): i charakteryzuje się znaczną niepewnością
          • span (class="awspan awtext003", style="font-size:10pt; left:18pt; top:46.32pt;"): ze względu na dużą dotychczasową
          • span (class="awspan awtext003", style="font-size:10pt; left:18pt; top:57.82pt;"): dynamikę liczby spraw zgłaszanych do sądu
          • span (class="awspan awtext003", style="font-size:10pt; left:18pt; top:69.32pt;"): przez klientów Grupy, zarówno aktywnych
          • span (class="awspan awtext003", style="font-size:10pt; left:18pt; top:80.82pt;"): jak i dla kredytów spłaconych,
          • span (class="awspan awtext003", style="font-size:10pt; left:18pt; top:92.32pt;"): stanowiących podstawę do oszacowania,
          • span (class="awspan awtext003", style="font-size:10pt; left:18pt; top:103.82pt;"): jak i niepewność co do skłonności klientów
          • span (class="awspan awtext003", style="font-size:10pt; left:18pt; top:115.32pt;"): do złożenia sprawy w sądzie w przyszłości;
        • div (class="awdiv", style="left:0.5pt; top:561.24pt;")
          • span (class="awspan awtext003", style="font-size:10pt; color:#dc6900; left:0pt; top:0.33pt;"): −
          • span (class="awspan awtext003", style="font-size:10pt; left:18pt; top:0.33pt;"): prawdopodobieństwa rozstrzygnięć
          • span (class="awspan awtext003", style="font-size:10pt; left:18pt; top:11.83pt;"): obecnych i przyszłych spraw sądowych
          • span (class="awspan awtext003", style="font-size:10pt; left:18pt; top:23.33pt;"): wpływające na poziom straty podlegają
          • span (class="awspan awtext003", style="font-size:10pt; left:18pt; top:34.82pt;"): istotnym zmianom ze względu na brak
          • span (class="awspan awtext003", style="font-size:10pt; left:18pt; top:46.32pt;"): jednolitej linii orzeczniczej w
          • span (class="awspan awtext003", style="font-size:10pt; left:18pt; top:57.82pt;"): dotychczasowych wyrokach sądowych;
        • div (class="awdiv", style="left:219.75pt; clip:rect(0pt,247.19pt,636.23pt,0.31pt);")
        • div (class="awdiv", style="left:18.5pt; top:5pt;")
          • span (class="awspan awtext003", style="font-size:10pt; color:#dc6900; left:0pt; top:0.33pt;"): ○
          • span (class="awspan awtext003", style="font-size:10pt; left:13.5pt; top:0.33pt;"): sprawdziliśmy prawidłowość i kompletność
          • span (class="awspan awtext003", style="font-size:10pt; left:13.5pt; top:11.83pt;"): danych stanowiących podstawę
          • span (class="awspan awtext003", style="font-size:10pt; left:13.5pt; top:23.33pt;"): przeprowadzonych wyliczeń w modelu Grupy
          • span (class="awspan awtext003", style="font-size:10pt; left:13.5pt; top:34.82pt;"): (przez zastosowanie testów szczegółowych w
          • span (class="awspan awtext003", style="font-size:10pt; left:13.5pt; top:46.32pt;"): zakresie kompletności i prawidłowości danych
          • span (class="awspan awtext003", style="font-size:10pt; left:13.5pt; top:57.82pt;"): wejściowych do modelu);
        • div (class="awdiv", style="left:18.5pt; top:73.99pt;")
          • span (class="awspan awtext003", style="font-size:10pt; color:#dc6900; left:0pt; top:0.33pt;"): ○
          • span (class="awspan awtext003", style="font-size:10pt; left:13.5pt; top:0.33pt;"): potwierdziliśmy matematyczną poprawność
          • span (class="awspan awtext003", style="font-size:10pt; left:13.5pt; top:11.83pt;"): kalkulacji modelu;
        • div (class="awdiv", style="left:18.5pt; top:96.99pt;")
          • span (class="awspan awtext003", style="font-size:10pt; color:#dc6900; left:0pt; top:0.33pt;"): ○
          • span (class="awspan awtext003", style="font-size:10pt; left:13.5pt; top:0.33pt;"): zweryfikowaliśmy na próbie poprawność
          • span (class="awspan awtext003", style="font-size:10pt; left:13.5pt; top:11.83pt;"): rozliczenia zawartych ugód oraz
          • span (class="awspan awtext003", style="font-size:10pt; left:13.5pt; top:23.33pt;"): prawomocnych wyroków;
        • div (class="awdiv", style="left:18.5pt; top:131.49pt;")
          • span (class="awspan awtext003", style="font-size:10pt; color:#dc6900; left:0pt; top:0.33pt;"): ○
          • span (class="awspan awtext003", style="font-size:10pt; left:13.5pt; top:0.33pt;"): zweryfikowaliśmy ujęcie wyniku na rozliczeniu
          • span (class="awspan awtext003", style="font-size:10pt; left:13.5pt; top:11.83pt;"): zawartych ugód oraz prawomocnych wyroków
          • span (class="awspan awtext003", style="font-size:10pt; left:13.5pt; top:23.33pt;"): do ksiąg na całej populacj
          • span (class="awspan awtext003", style="font-size:10pt; color:#202124; left:128.02pt; top:23.33pt;"): i
          • span (class="awspan awtext003", style="font-size:10pt; left:130.24pt; top:23.33pt;"): .
        • div (class="awdiv", style="left:5pt; top:165.99pt;")
          • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:6.33pt;"): Oceniliśmy również adekwatność i kompletność
          • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:17.83pt;"): ujawnień w skonsolidowanym sprawozdaniu
          • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:29.33pt;"): finansowym zgodnie z obowiązującymi standardami
          • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:40.82pt;"): rachunkowości.
        • div (class="awdiv", style="left:-0.31pt; top:0pt; width:0pt; height:635.23pt; border-left:solid 0.75pt #ffffff;")
        • div (class="awdiv", style="left:219.44pt; top:0pt; width:0pt; height:635.23pt; border-left:solid 0.75pt #ffffff;")
        • div (class="awdiv", style="left:466.94pt; top:0pt; width:0pt; height:635.23pt; border-left:solid 0.75pt #ffffff;")
        • div (class="awdiv", style="left:-0.31pt; top:635.23pt; width:467.88pt; height:0pt; border-top:solid 0.75pt #e36c09;")
      • div (class="awdiv awpage", style="width:595.3pt; height:841.9pt;")
      • div (class="awdiv", style="left:68.05pt; top:792.4pt; clip:rect(0pt,527.25pt,22.15pt,-68.05pt);")
        • span (class="awspan awtext003", style="font-size:9.5pt; left:470.92pt; top:0.31pt;"): 6
      • div (class="awdiv", style="left:34.05pt; top:28.35pt;")
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      • div (class="awdiv", style="left:68.05pt; top:122.15pt;")
        • div (class="awdiv", style="clip:rect(0pt,219.44pt,362.47pt,0.31pt);")
        • div (class="awdiv", style="left:0.5pt; top:5pt;")
          • span (class="awspan awtext003", style="font-size:10pt; color:#dc6900; left:0pt; top:0.33pt;"): −
          • span (class="awspan awtext003", style="font-size:10pt; left:18pt; top:0.33pt;"): szacowany okres naliczania odsetek
          • span (class="awspan awtext003", style="font-size:10pt; left:18pt; top:11.83pt;"): ustawowych może ulec zmianie z uwagi na
          • span (class="awspan awtext003", style="font-size:10pt; left:18pt; top:23.33pt;"): niepewność co do momentu, od którego
          • span (class="awspan awtext003", style="font-size:10pt; left:18pt; top:34.82pt;"): sądy będą przyznawać odsetki ustawowe
          • span (class="awspan awtext003", style="font-size:10pt; left:18pt; top:46.32pt;"): należne klientom.
        • div (class="awdiv", style="left:5pt; top:62.49pt;")
          • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:6.33pt;"): Ze względu na istotny wpływ na wynik Grupy,
          • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:17.83pt;"): złożoność i niepewność założeń przyjętych do
          • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:29.33pt;"): oszacowania kosztów ryzyka prawnego
          • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:40.82pt;"): kredytów hipotecznych w CHF, jak i na
          • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:52.32pt;"): znaczącą wartość portfela stanowiącego
          • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:63.82pt;"): podstawę do oszacowania potencjalnych ugód,
          • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:75.32pt;"): a także aktualnych i potencjalnych przyszłych
          • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:86.82pt;"): roszczeń wobec Grupy, uznaliśmy ten obszar
          • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:98.32pt;"): za kluczową sprawę badania.
        • div (class="awdiv", style="left:5pt; top:171.99pt;")
          • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:6.33pt;"): Nota 26
          • span (class="awspan awtext005", style="font-size:10pt; left:35.02pt; top:6.33pt;"): Koszt ryzyka prawnego kredytów
          • span (class="awspan awtext005", style="font-size:10pt; left:0pt; top:17.83pt;"): hipotecznych w walutach wymienialnych,
          • span (class="awspan awtext003", style="font-size:10pt; left:183.97pt; top:17.83pt;"): Nota
          • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:29.33pt;"): 35
          • span (class="awspan awtext005", style="font-size:10pt; left:11.12pt; top:29.33pt;"): Kredyty i pożyczki udzielone klientom,
          • span (class="awspan awtext003", style="font-size:10pt; left:185.09pt; top:29.33pt;"): Nota
          • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:40.82pt;"): 47
          • span (class="awspan awtext005", style="font-size:10pt; left:11.12pt; top:40.82pt;"): Sprawy sporne,
          • span (class="awspan awtext003", style="font-size:10pt; left:86.16pt; top:40.82pt;"): Nota 61
          • span (class="awspan awtext005", style="font-size:10pt; left:121.18pt; top:40.82pt;"): Zarządzanie
          • span (class="awspan awtext005", style="font-size:10pt; left:0pt; top:52.32pt;"): ryzykiem walutowych kredytów hipotecznych
          • span (class="awspan awtext005", style="font-size:10pt; left:0pt; top:63.82pt;"): dla osób prywatnych
          • span (class="awspan awtext003", style="font-size:10pt; left:93.94pt; top:63.82pt;"): w skonsolidowanym
          • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:75.32pt;"): sprawozdaniu finansowym zawierają
          • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:86.82pt;"): szczegółowe informacje na temat założeń
          • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:98.32pt;"): przyjętych do wyliczenia korekty wartości
          • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:109.82pt;"): bilansowej brutto portfela kredytów
          • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:121.32pt;"): hipotecznych w CHF oraz utworzonych rezerw,
          • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:132.82pt;"): jak i możliwych alternatywnych wyników
          • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:144.32pt;"): przedstawionych w ramach analizy wrażliwości
          • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:155.81pt;"): szacunku.
        • div (class="awdiv", style="top:361.47pt;")
        • div (class="awdiv", style="clip:rect(0pt,219.44pt,283.4pt,0.31pt);")
          • div (class="awdiv", style="left:5pt; top:5pt;")
          • span (class="awspan awtext003", style="font-size:10pt; color:#d04a02; left:0pt; top:6.33pt;"): Szacowanie wartości oczekiwanych strat
          • span (class="awspan awtext003", style="font-size:10pt; color:#d04a02; left:0pt; top:17.83pt;"): kredytowych w portfelu kredytów i pożyczek
          • span (class="awspan awtext003", style="font-size:10pt; color:#d04a02; left:0pt; top:29.33pt;"): udzielonych klientom
          • div (class="awdiv", style="left:5pt; top:51.5pt;")
          • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:0.33pt;"): Zgodnie z MSSF 9 Zarząd Jednostki
          • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:11.83pt;"): dominującej jest zobligowany do określenia
          • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:23.33pt;"): wartości oczekiwanych strat kredytowych
          • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:34.82pt;"): (“ECL”), które mogą wystąpić w okresie 12
          • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:46.32pt;"): miesięcy lub pozostałym okresie życia
          • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:57.82pt;"): składnika aktywów finansowych, w zależności
          • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:69.32pt;"): od klasyfikacji poszczególnych aktywów do
          • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:80.82pt;"): kategorii (“faz”) ryzyka z uwzględnieniem
          • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:92.32pt;"): wpływu przyszłych warunków
          • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:103.82pt;"): makroekonomicznych na poziom odpisów z
          • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:115.32pt;"): tytułu ryzyka kredytowego.
          • div (class="awdiv", style="left:5pt; top:183.99pt;")
          • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:0.33pt;"): Portfel kredytowy Grupy zawiera ekspozycje,
          • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:11.83pt;"): dla których poziom oczekiwanych strat
          • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:23.33pt;"): kredytowych jest szacowany:
          • div (class="awdiv", style="left:1.2pt; top:221.48pt;")
          • span (class="awspan awtext001", style="font-size:10pt; color:#dc6900; left:0pt; top:3pt;"): ●
          • span (class="awspan awtext003", style="font-size:10pt; left:18pt; top:3.47pt;"): w podejściu indywidualnym dla jednostkowo
          • span (class="awspan awtext003", style="font-size:10pt; left:18pt; top:14.97pt;"): istotnych ekspozycji kredytowych; oraz
          • div (class="awdiv", style="left:1.2pt; top:247.62pt;")
          • span (class="awspan awtext001", style="font-size:10pt; color:#dc6900; left:0pt; top:6pt;"): ●
          • span (class="awspan awtext003", style="font-size:10pt; left:18pt; top:6.47pt;"): metodą portfelową z wykorzystaniem
          • span (class="awspan awtext003", style="font-size:10pt; left:18pt; top:17.97pt;"): modeli statystycznych, dla każdego ze
        • div (class="awdiv", style="left:219.75pt; clip:rect(0pt,247.19pt,283.4pt,0.31pt);")
          • div (class="awdiv", style="left:5pt; top:40pt;")
          • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:6.33pt;"): W ramach naszych procedur dokonaliśmy
          • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:17.83pt;"): uaktualnienia naszego zrozumienia polityk i procedur
          • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:29.33pt;"): kontroli wewnętrznej w zakresie rozpoznawania i
          • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:40.82pt;"): kalkulacji oczekiwanych strat kredytowych, a także
          • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:52.32pt;"): sprawdziliśmy skuteczność wybranych kluczowych
          • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:63.82pt;"): mechanizmów kontrolnych wdrożonych przez Grupę,
          • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:75.32pt;"): w szczególności:
          • div (class="awdiv", style="left:1.2pt; top:126.49pt;")
          • span (class="awspan awtext001", style="font-size:10pt; color:#dc6900; left:0pt; top:6pt;"): ●
          • span (class="awspan awtext003", style="font-size:10pt; left:18pt; top:6.47pt;"): procedury w obszarze wprowadzania danych o
          • span (class="awspan awtext003", style="font-size:10pt; left:18pt; top:17.97pt;"): klientach wykorzystywanych na potrzeby
          • span (class="awspan awtext003", style="font-size:10pt; left:18pt; top:29.47pt;"): kalkulacji oczekiwanych strat kredytowych;
          • div (class="awdiv", style="left:1.2pt; top:167.13pt;")
          • span (class="awspan awtext001", style="font-size:10pt; color:#dc6900; left:0pt; top:6pt;"): ●
          • span (class="awspan awtext006", style="font-size:7pt; color:#dc6900; left:18pt; top:9.28pt;")
          • span (class="awspan awtext003", style="font-size:10pt; left:19.75pt; top:6.47pt;"): proces przepływu danych pomiędzy kluczowymi
          • span (class="awspan awtext003", style="font-size:10pt; left:18pt; top:17.97pt;"): systemami informatycznymi Grupy a narzędziem
          • span (class="awspan awtext003", style="font-size:10pt; left:18pt; top:29.47pt;"): do kalkulacji ECL;
          • div (class="awdiv", style="left:1.2pt; top:207.77pt;")
          • span (class="awspan awtext001", style="font-size:10pt; color:#dc6900; left:0pt; top:6pt;"): ●
          • span (class="awspan awtext003", style="font-size:10pt; left:18pt; top:6.47pt;"): procedury w zakresie terminowej i kompletnej
          • span (class="awspan awtext003", style="font-size:10pt; left:18pt; top:17.97pt;"): identyfikacji istotnego wzrostu ryzyka
          • span (class="awspan awtext003", style="font-size:10pt; left:18pt; top:29.47pt;"): kredytowego (faza 2) i utraty wartości (faza 3).
          • div (class="awdiv", style="left:5pt; top:248.4pt;")
          • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:6.33pt;"): Oceniliśmy także, czy stosowana przez Grupę
          • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:17.83pt;"): metodologia szacowania odpisów na oczekiwane
        • div (class="awdiv", style="left:-0.31pt; top:0pt; width:0pt; height:643.87pt; border-left:solid 0.75pt #ffffff;")
        • div (class="awdiv", style="left:219.44pt; top:0pt; width:0pt; height:361.47pt; border-left:solid 0.75pt #ffffff;")
        • div (class="awdiv", style="left:219.44pt; top:362.1pt; width:0pt; height:281.78pt; border-left:solid 0.75pt #ffffff;")
        • div (class="awdiv", style="left:466.94pt; top:0pt; width:0pt; height:643.87pt; border-left:solid 0.75pt #ffffff;")
        • div (class="awdiv", style="left:0.31pt; top:361.47pt; width:466.62pt; height:0pt; border-top:solid 0.75pt #e36c09;")
        • div (class="awdiv", style="left:-0.31pt; top:643.87pt; width:467.88pt; height:0pt; border-top:solid 0.75pt #e36c09;")
      • div (class="awdiv awpage", style="width:595.3pt; height:841.9pt;")
      • div (class="awdiv", style="left:68.05pt; top:792.4pt; clip:rect(0pt,527.25pt,22.15pt,-68.05pt);")
        • span (class="awspan awtext003", style="font-size:9.5pt; left:470.92pt; top:0.31pt;"): 7
      • div (class="awdiv", style="left:34.05pt; top:28.35pt;")
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      • div (class="awdiv", style="left:68.05pt; top:122.15pt;")
        • div (class="awdiv", style="clip:rect(0pt,219.44pt,645.87pt,0.31pt);")
        • div (class="awdiv", style="left:19.2pt; top:5pt;")
          • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:0.33pt;"): zidentyfikowanych przez Grupę
          • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:11.83pt;"): homogenicznych portfeli.
        • div (class="awdiv", style="left:5pt; top:28pt;")
          • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:6.33pt;"): Szacowanie poziomu odpisów na oczekiwane
          • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:17.83pt;"): straty kredytowe wymaga zastosowania
          • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:29.33pt;"): znacznej dozy osądu w odniesieniu do
          • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:40.82pt;"): identyfikacji kredytów z utratą wartości i
          • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:52.32pt;"): istotnego wzrostu ryzyka kredytowego
          • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:63.82pt;"): (“SICR”), oceny jakości kredytowej klienta,
          • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:75.32pt;"): wartości zabezpieczenia oraz oczekiwanych
          • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:86.82pt;"): odzysków.
        • div (class="awdiv", style="left:5pt; top:125.99pt;")
          • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:6.33pt;"): Zarząd monitoruje poprawność funkcjonowania
          • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:17.83pt;"): modeli poprzez porównanie wyników
          • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:29.33pt;"): oszacowanych przez modele do rzeczywistych
          • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:40.82pt;"): strat kredytowych (procedury weryfikacji
          • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:52.32pt;"): historycznej), aby zapewnić, że poziom
          • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:63.82pt;"): odpisów na oczekiwane straty kredytowe od
          • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:75.32pt;"): kredytów i pożyczek udzielonych klientom jest
          • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:86.82pt;"): odpowiedni.
        • div (class="awdiv", style="left:5pt; top:223.98pt;")
          • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:6.33pt;"): W modelach oczekiwanych strat kredytowych
          • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:17.83pt;"): Grupa wykorzystuje duże ilości danych, w
          • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:29.33pt;"): związku z czym kompletność i wiarygodność
          • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:40.82pt;"): danych może istotnie wpływać na dokładność
          • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:52.32pt;"): kalkulacji odpisów na straty kredytowe.
        • div (class="awdiv", style="left:5pt; top:287.48pt;")
          • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:6.33pt;"): Zarząd Jednostki dominującej, jak opisano w
          • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:17.83pt;"): Nocie 24
          • span (class="awspan awtext005", style="font-size:10pt; left:42.24pt; top:17.83pt;"): Wynik z tytułu odpisów na
          • span (class="awspan awtext005", style="font-size:10pt; left:0pt; top:29.33pt;"): oczekiwane straty kredytowe
          • span (class="awspan awtext003", style="font-size:10pt; left:127.83pt; top:29.33pt;"): ujął dodatkowe
          • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:40.82pt;"): odpisy eksperckie na prognozowane
          • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:52.32pt;"): pogorszenie jakości portfela kredytowego w
          • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:63.82pt;"): wybranych branżach, które w ocenie Zarządu
          • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:75.32pt;"): nie są uwzględnione w modelu.
        • div (class="awdiv", style="left:5pt; top:373.97pt;")
          • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:6.33pt;"): Poziom odpisów z tytułu oczekiwanych strat
          • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:17.83pt;"): kredytowych portfela kredytów i pożyczek
          • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:29.33pt;"): uznaliśmy za kluczową sprawę badania ze
          • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:40.82pt;"): względu na:
        • div (class="awdiv", style="left:1.2pt; top:425.97pt;")
          • span (class="awspan awtext001", style="font-size:10pt; color:#dc6900; left:0pt; top:6pt;"): ●
          • span (class="awspan awtext003", style="font-size:10pt; left:18pt; top:6.47pt;"): znaczący osąd zastosowany przez Zarząd
          • span (class="awspan awtext003", style="font-size:10pt; left:18pt; top:17.97pt;"): Jednostki dominującej przy modelowaniu
          • span (class="awspan awtext003", style="font-size:10pt; left:18pt; top:29.47pt;"): przyszłych scenariuszy i prognozowaniu
          • span (class="awspan awtext003", style="font-size:10pt; left:18pt; top:40.97pt;"): zmiennych makroekonomicznych, przy
          • span (class="awspan awtext003", style="font-size:10pt; left:18pt; top:52.46pt;"): przyjmowaniu prawdopodobieństwa
          • span (class="awspan awtext003", style="font-size:10pt; left:18pt; top:63.96pt;"): wystąpienia poszczególnych scenariuszy
          • span (class="awspan awtext003", style="font-size:10pt; left:18pt; top:75.46pt;"): oraz przy zastosowaniu korekt eksperckich
          • span (class="awspan awtext003", style="font-size:10pt; left:18pt; top:86.96pt;"): w celu odzwierciedlenia charakterystyk,
          • span (class="awspan awtext003", style="font-size:10pt; left:18pt; top:98.46pt;"): które nie zostały jeszcze uwzględnione w
          • span (class="awspan awtext003", style="font-size:10pt; left:18pt; top:109.96pt;"): modelach;
        • div (class="awdiv", style="left:1.2pt; top:547.1pt;")
          • span (class="awspan awtext001", style="font-size:10pt; color:#dc6900; left:0pt; top:6pt;"): ●
          • span (class="awspan awtext003", style="font-size:10pt; left:18pt; top:6.47pt;"): wysoki stopień niepewności związany z
          • span (class="awspan awtext003", style="font-size:10pt; left:18pt; top:17.97pt;"): szacowaniem odpisu na oczekiwane straty
          • span (class="awspan awtext003", style="font-size:10pt; left:18pt; top:29.47pt;"): kredytowe;
        • div (class="awdiv", style="left:1.2pt; top:587.73pt;")
          • span (class="awspan awtext001", style="font-size:10pt; color:#dc6900; left:0pt; top:6pt;"): ●
          • span (class="awspan awtext003", style="font-size:10pt; left:18pt; top:6.47pt;"): kompleksowość procedur audytowych oraz
          • span (class="awspan awtext003", style="font-size:10pt; left:18pt; top:17.97pt;"): uzyskiwanych dowodów badania ze
          • span (class="awspan awtext003", style="font-size:10pt; left:18pt; top:29.47pt;"): względu na poziom złożoności obliczeń
          • span (class="awspan awtext003", style="font-size:10pt; left:18pt; top:40.97pt;"): oraz ilość danych wykorzystanych do
        • div (class="awdiv", style="left:219.75pt; clip:rect(0pt,247.19pt,645.87pt,0.31pt);")
        • div (class="awdiv", style="left:5pt; top:5pt;")
          • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:0.33pt;"): straty jest zgodna z wymogami MSSF 9. W
          • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:11.83pt;"): szczególności oceniliśmy podejście Grupy w zakresie
          • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:23.33pt;"): stosowania kryteriów SICR, definicji niewykonania
          • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:34.82pt;"): zobowiązania, parametrów prawdopodobieństwa
          • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:46.32pt;"): wystąpienia straty (“PD”), współczynnika straty w
          • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:57.82pt;"): przypadku zaistnienia niewypłacalności (“LGD”) i
          • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:69.32pt;"): uwzględniania prognozowanych informacji
          • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:80.82pt;"): makroekonomicznych przy obliczaniu oczekiwanych
          • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:92.32pt;"): strat kredytowych.
        • div (class="awdiv", style="left:5pt; top:108.49pt;")
          • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:6.33pt;"): W przypadku indywidualnie nieistotnych kredytów i
          • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:17.83pt;"): pożyczek, które oceniane są pod kątem utraty
          • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:29.33pt;"): wartości w ujęciu portfelowym, wykonaliśmy w
          • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:40.82pt;"): szczególności następujące procedury:
        • div (class="awdiv", style="left:1.2pt; top:160.49pt;")
          • span (class="awspan awtext001", style="font-size:10pt; color:#dc6900; left:0pt; top:6pt;"): ●
          • span (class="awspan awtext003", style="font-size:10pt; left:18pt; top:6.47pt;"): ocena założeń Grupy i korekt eksperckich
          • span (class="awspan awtext003", style="font-size:10pt; left:18pt; top:17.97pt;"): zastosowanych w modelu;
        • div (class="awdiv", style="left:1.2pt; top:189.63pt;")
          • span (class="awspan awtext001", style="font-size:10pt; color:#dc6900; left:0pt; top:6pt;"): ●
          • span (class="awspan awtext003", style="font-size:10pt; left:18pt; top:6.47pt;"): krytyczna analiza kluczowych osądów i założeń, w
          • span (class="awspan awtext003", style="font-size:10pt; left:18pt; top:17.97pt;"): tym scenariuszy makroekonomicznych oraz
          • span (class="awspan awtext003", style="font-size:10pt; left:18pt; top:29.47pt;"): przyjętych prawdopodobieństw wystąpienia
          • span (class="awspan awtext003", style="font-size:10pt; left:18pt; top:40.97pt;"): poszczególnych scenariuszy;
        • div (class="awdiv", style="left:1.2pt; top:241.76pt;")
          • span (class="awspan awtext001", style="font-size:10pt; color:#dc6900; left:0pt; top:6pt;"): ●
          • span (class="awspan awtext003", style="font-size:10pt; left:18pt; top:6.47pt;"): analiza stabilności modelu i jego dostosowania do
          • span (class="awspan awtext003", style="font-size:10pt; left:18pt; top:17.97pt;"): obecnych warunków;
        • div (class="awdiv", style="left:1.2pt; top:270.9pt;")
          • span (class="awspan awtext001", style="font-size:10pt; color:#dc6900; left:0pt; top:6pt;"): ●
          • span (class="awspan awtext003", style="font-size:10pt; left:18pt; top:6.47pt;"): niezależne testy parametrów ryzyka kredytowego;
        • div (class="awdiv", style="left:1.2pt; top:288.54pt;")
          • span (class="awspan awtext001", style="font-size:10pt; color:#dc6900; left:0pt; top:6pt;"): ●
          • span (class="awspan awtext003", style="font-size:10pt; left:18pt; top:6.47pt;"): na bazie próby weryfikacja przypisania ekspozycji
          • span (class="awspan awtext003", style="font-size:10pt; left:18pt; top:17.97pt;"): do odpowiednich faz.
        • div (class="awdiv", style="left:5pt; top:317.68pt;")
          • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:6.33pt;"): Do przeprowadzenia powyższych procedur
          • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:17.83pt;"): zaangażowaliśmy naszych wewnętrznych
          • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:29.33pt;"): specjalistów w zakresie modelowania ryzyka
          • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:40.82pt;"): kredytowego.
        • div (class="awdiv", style="left:5pt; top:369.68pt;")
          • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:6.33pt;"): W ramach prac dotyczących ekspozycji
          • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:17.83pt;"): analizowanych indywidualnie wykonaliśmy poniższe
          • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:29.33pt;"): procedury:
          • span (class="awspan awtext006", style="font-size:7pt; color:#dc6900; left:47.25pt; top:32.14pt;")
        • div (class="awdiv", style="left:1.2pt; top:410.17pt;")
          • span (class="awspan awtext001", style="font-size:10pt; color:#dc6900; left:0pt; top:6pt;"): ●
          • span (class="awspan awtext003", style="font-size:10pt; left:18pt; top:6.47pt;"): zastosowaliśmy nasz profesjonalny osąd w
          • span (class="awspan awtext003", style="font-size:10pt; left:18pt; top:17.97pt;"): zakresie wyboru próby uwzględniając różne
          • span (class="awspan awtext003", style="font-size:10pt; left:18pt; top:29.47pt;"): kryteria ryzyka;
        • div (class="awdiv", style="left:1.2pt; top:450.81pt;")
          • span (class="awspan awtext001", style="font-size:10pt; color:#dc6900; left:0pt; top:6pt;"): ●
          • span (class="awspan awtext003", style="font-size:10pt; left:18pt; top:6.47pt;"): dla wybranych kredytów i pożyczek sprawdziliśmy
          • span (class="awspan awtext003", style="font-size:10pt; left:18pt; top:17.97pt;"): klasyfikację do faz na dzień bilansowy;
        • div (class="awdiv", style="left:1.2pt; top:479.95pt;")
          • span (class="awspan awtext001", style="font-size:10pt; color:#dc6900; left:0pt; top:6pt;"): ●
          • span (class="awspan awtext003", style="font-size:10pt; left:18pt; top:6.47pt;"): dla wybranych kredytów i pożyczek z utratą
          • span (class="awspan awtext003", style="font-size:10pt; left:18pt; top:17.97pt;"): wartości (faza 3), przetestowaliśmy założenia
          • span (class="awspan awtext003", style="font-size:10pt; left:18pt; top:29.47pt;"): stosowane przy obliczaniu odpisów z tytułu utraty
          • span (class="awspan awtext003", style="font-size:10pt; left:18pt; top:40.97pt;"): wartości, w szczególności przewidywane
          • span (class="awspan awtext003", style="font-size:10pt; left:18pt; top:52.46pt;"): scenariusze i przypisane im prawdopodobieństwa
          • span (class="awspan awtext003", style="font-size:10pt; left:18pt; top:63.96pt;"): oraz terminy i kwoty oczekiwanych przepływów
          • span (class="awspan awtext003", style="font-size:10pt; left:18pt; top:75.46pt;"): pieniężnych, w tym przepływów pieniężnych ze
          • span (class="awspan awtext003", style="font-size:10pt; left:18pt; top:86.96pt;"): spłat i realizacji zabezpieczeń.
        • div (class="awdiv", style="left:5pt; top:578.08pt;")
          • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:6.33pt;"): Ponadto wykonaliśmy następujące procedury:
        • div (class="awdiv", style="left:1.2pt; top:595.58pt;")
          • span (class="awspan awtext001", style="font-size:10pt; color:#dc6900; left:0pt; top:6pt;"): ●
          • span (class="awspan awtext003", style="font-size:10pt; left:18pt; top:6.47pt;"): uzgodniliśmy wybrane dane wejściowe
          • span (class="awspan awtext003", style="font-size:10pt; left:18pt; top:17.97pt;"): wykorzystane do wyznaczenia parametrów
        • div (class="awdiv", style="left:-0.31pt; top:0pt; width:0pt; height:644.87pt; border-left:solid 0.75pt #ffffff;")
        • div (class="awdiv", style="left:219.44pt; top:0pt; width:0pt; height:644.87pt; border-left:solid 0.75pt #ffffff;")
        • div (class="awdiv", style="left:466.94pt; top:0pt; width:0pt; height:644.87pt; border-left:solid 0.75pt #ffffff;")
        • div (class="awdiv", style="left:-0.31pt; top:644.87pt; width:467.88pt; height:0pt; border-top:solid 0.75pt #e36c09;")
      • div (class="awdiv awpage", style="width:595.3pt; height:841.9pt;")
      • div (class="awdiv", style="left:68.05pt; top:792.4pt; clip:rect(0pt,527.25pt,22.15pt,-68.05pt);")
        • span (class="awspan awtext003", style="font-size:9.5pt; left:470.92pt; top:0.31pt;"): 8
      • div (class="awdiv", style="left:34.05pt; top:28.35pt;")
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", style="left:0pt; top:0pt; width:111.12pt; height:93.83pt;")
      • div (class="awdiv", style="left:68.05pt; top:122.15pt;")
        • div (class="awdiv", style="clip:rect(0pt,219.44pt,381.18pt,0.31pt);")
        • div (class="awdiv", style="left:19.2pt; top:5pt;")
          • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:0.33pt;"): oszacowania odpisów na oczekiwane straty
          • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:11.83pt;"): kredytowe.
        • div (class="awdiv", style="left:5pt; top:28pt;")
          • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:6.33pt;"): Nota 24
          • span (class="awspan awtext005", style="font-size:10pt; left:37.8pt; top:6.33pt;"): Wynik z tytułu odpisów na oczekiwane
          • span (class="awspan awtext005", style="font-size:10pt; left:0pt; top:17.83pt;"): straty kredytowe
          • span (class="awspan awtext003", style="font-size:10pt; left:72.8pt; top:17.83pt;"): , Nota 35
          • span (class="awspan awtext005", style="font-size:10pt; left:116.16pt; top:17.83pt;"): Kredyty i pożyczki
          • span (class="awspan awtext005", style="font-size:10pt; left:0pt; top:29.33pt;"): udzielone klientom,
          • span (class="awspan awtext003", style="font-size:10pt; left:88.38pt; top:29.33pt;"): Nota 53
          • span (class="awspan awtext005", style="font-size:10pt; left:123.41pt; top:29.33pt;"): Zarządzanie
          • span (class="awspan awtext005", style="font-size:10pt; left:0pt; top:40.82pt;"): ryzykiem kredytowym
          • span (class="awspan awtext003", style="font-size:10pt; left:98.34pt; top:40.82pt;"): oraz Nota 54
          • span (class="awspan awtext005", style="font-size:10pt; left:155.6pt; top:40.82pt;"): Ryzyko
          • span (class="awspan awtext005", style="font-size:10pt; left:0pt; top:52.32pt;"): kredytowe – informacje finansowe
          • span (class="awspan awtext003", style="font-size:10pt; left:153.41pt; top:52.32pt;"): w
          • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:63.82pt;"): skonsolidowanym sprawozdaniu finansowym
          • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:75.32pt;"): zawierają szczegółowe informacje na temat
          • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:86.82pt;"): zastosowanych metod i modeli oraz poziomu
          • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:98.32pt;"): oczekiwanych strat kredytowych w portfelu
          • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:109.82pt;"): kredytów i pożyczek udzielonych klientom.
        • div (class="awdiv", style="left:219.75pt; clip:rect(0pt,247.19pt,381.18pt,0.31pt);")
        • div (class="awdiv", style="left:19.2pt; top:5pt;")
          • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:0.33pt;"): niewykonania zobowiązania i oszacowania
          • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:11.83pt;"): oczekiwanych strat kredytowych;
        • div (class="awdiv", style="left:1.2pt; top:28pt;")
          • span (class="awspan awtext001", style="font-size:10pt; color:#dc6900; left:0pt; top:6pt;"): ●
          • span (class="awspan awtext003", style="font-size:10pt; left:18pt; top:6.47pt;"): zweryfikowaliśmy założenia przyjęte do kalkulacji
          • span (class="awspan awtext003", style="font-size:10pt; left:18pt; top:17.97pt;"): dodatkowych korekt nieuwzględnionych w
          • span (class="awspan awtext003", style="font-size:10pt; left:18pt; top:29.47pt;"): modelu, utworzonych w celu odzwierciedlenia
          • span (class="awspan awtext003", style="font-size:10pt; left:18pt; top:40.97pt;"): wpływu czynników makroekonomicznych na
          • span (class="awspan awtext003", style="font-size:10pt; left:18pt; top:52.46pt;"): prognozowane pogorszenie jakości portfela
          • span (class="awspan awtext003", style="font-size:10pt; left:18pt; top:63.96pt;"): kredytowego w wybranych branżach;
        • div (class="awdiv", style="left:1.2pt; top:103.13pt;")
          • span (class="awspan awtext001", style="font-size:10pt; color:#dc6900; left:0pt; top:6pt;"): ●
          • span (class="awspan awtext003", style="font-size:10pt; left:18pt; top:6.47pt;"): przeprowadziliśmy rekalkulację oczekiwanych
          • span (class="awspan awtext003", style="font-size:10pt; left:18pt; top:17.97pt;"): strat kredytowych na próbie ekspozycji
          • span (class="awspan awtext003", style="font-size:10pt; left:18pt; top:29.47pt;"): kredytowych;
        • div (class="awdiv", style="left:1.2pt; top:143.77pt;")
          • span (class="awspan awtext001", style="font-size:10pt; color:#dc6900; left:0pt; top:6pt;"): ●
          • span (class="awspan awtext003", style="font-size:10pt; left:18pt; top:6.47pt;"): wykonaliśmy procedury analityczne w zakresie
          • span (class="awspan awtext003", style="font-size:10pt; left:18pt; top:17.97pt;"): pokrycia portfela kredytowego oczekiwanymi
          • span (class="awspan awtext003", style="font-size:10pt; left:18pt; top:29.47pt;"): stratami kredytowymi i ich zmian w trakcie
          • span (class="awspan awtext003", style="font-size:10pt; left:18pt; top:40.97pt;"): badanego roku oraz przeniesienia ekspozycji
          • span (class="awspan awtext003", style="font-size:10pt; left:18pt; top:52.46pt;"): pomiędzy fazami;
        • div (class="awdiv", style="left:1.2pt; top:207.41pt;")
          • span (class="awspan awtext001", style="font-size:10pt; color:#dc6900; left:0pt; top:6pt;"): ●
          • span (class="awspan awtext003", style="font-size:10pt; left:18pt; top:6.47pt;"): wykonaliśmy analizę zdarzeń po dacie bilansu
          • span (class="awspan awtext003", style="font-size:10pt; left:18pt; top:17.97pt;"): pod kątem ewentualnej potrzeby dokonania
          • span (class="awspan awtext003", style="font-size:10pt; left:18pt; top:29.47pt;"): korekty szacunków oczekiwanych strat na datę
          • span (class="awspan awtext003", style="font-size:10pt; left:18pt; top:40.97pt;"): bilansową;
        • div (class="awdiv", style="left:1.2pt; top:259.54pt;")
          • span (class="awspan awtext001", style="font-size:10pt; color:#dc6900; left:0pt; top:6pt;"): ●
          • span (class="awspan awtext003", style="font-size:10pt; left:18pt; top:6.47pt;"): przeanalizowaliśmy wyniki przeprowadzonej przez
          • span (class="awspan awtext003", style="font-size:10pt; left:18pt; top:17.97pt;"): Zarząd Jednostki dominującej analizy wrażliwości
          • span (class="awspan awtext003", style="font-size:10pt; left:18pt; top:29.47pt;"): poziomu odpisów z tytułu oczekiwanych strat
          • span (class="awspan awtext003", style="font-size:10pt; left:18pt; top:40.97pt;"): kredytowych na skutek pogorszenia bądź
          • span (class="awspan awtext003", style="font-size:10pt; left:18pt; top:52.46pt;"): poprawy parametrów ryzyka.
        • div (class="awdiv", style="left:5pt; top:323.18pt;")
          • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:6.33pt;"): Oceniliśmy również adekwatność i kompletność
          • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:17.83pt;"): ujawnień w skonsolidowanym sprawozdaniu
          • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:29.33pt;"): finansowym zgodnie z obowiązującymi standardami
          • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:40.82pt;"): rachunkowości.
        • div (class="awdiv", style="left:-0.31pt; top:0pt; width:0pt; height:380.18pt; border-left:solid 0.75pt #ffffff;")
        • div (class="awdiv", style="left:219.44pt; top:0pt; width:0pt; height:380.18pt; border-left:solid 0.75pt #ffffff;")
        • div (class="awdiv", style="left:466.94pt; top:0pt; width:0pt; height:380.18pt; border-left:solid 0.75pt #ffffff;")
        • div (class="awdiv", style="left:-0.31pt; top:380.18pt; width:467.88pt; height:0pt; border-top:solid 0.75pt #e36c09;")
        • div (class="awdiv", style="top:399.45pt;")
        • span (class="awspan awtext003", style="color:#d04a02; left:0pt; top:4.89pt;"): Odpowiedzialność Zarządu i Rady Nadzorczej za skonsolidowane sprawozdanie
        • span (class="awspan awtext003", style="color:#d04a02; left:0pt; top:18.69pt;"): finansowe
        • div (class="awdiv", style="left:-1.45pt; top:399.45pt; width:479.1pt; height:0pt; border-top:solid 0.75pt #d04a02;")
        • div (class="awdiv", style="top:437.55pt;")
        • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:0.33pt;"): Zarząd Jednostki dominującej jest odpowiedzialny za sporządzenie rocznego skonsolidowanego
        • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:11.83pt;"): sprawozdania finansowego, które przedstawia rzetelny i jasny obraz sytuacji majątkowej i finansowej i
        • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:23.33pt;"): wyniku finansowego Grupy zgodnie z Międzynarodowymi Standardami Sprawozdawczości Finansowej
        • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:34.82pt;"): zatwierdzonymi przez Unię Europejską, przyjętymi zasadami (polityką) rachunkowości oraz z
        • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:46.32pt;"): obowiązującymi Grupę przepisami prawa i statutem Jednostki dominującej, a także za kontrolę
        • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:57.82pt;"): wewnętrzną, którą Zarząd uważa za niezbędną, aby umożliwić sporządzenie skonsolidowanego
        • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:69.32pt;"): sprawozdania finansowego niezawierającego istotnego zniekształcenia spowodowanego oszustwem lub
        • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:80.82pt;"): błędem.
        • div (class="awdiv", style="top:535.54pt;")
        • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:0.33pt;"): Sporządzając skonsolidowane sprawozdanie finansowe Zarząd Jednostki dominującej jest odpowiedzialny
        • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:11.83pt;"): za ocenę zdolności Grupy do kontynuowania działalności, ujawnienie, jeżeli ma to zastosowanie, spraw
        • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:23.33pt;"): związanych z kontynuacją działalności oraz za przyjęcie zasady kontynuacji działalności jako podstawy
        • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:34.82pt;"): rachunkowości, z wyjątkiem sytuacji kiedy Zarząd Jednostki
        • span (class="awspan awtext003", style="font-size:10pt; left:267.32pt; top:34.82pt;"): dominującej
        • span (class="awspan awtext003", style="font-size:10pt; left:323.46pt; top:34.82pt;"): albo zamierza dokonać likwidacji
        • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:46.32pt;"): Grupy, albo zaniechać prowadzenia działalności albo nie ma żadnej realnej alternatywy dla likwidacji lub
        • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:57.82pt;"): zaniechania działalności.
        • div (class="awdiv", style="top:610.53pt;")
        • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:0.33pt;"): Zarząd Jednostki dominującej oraz członkowie Rady Nadzorczej są zobowiązani do zapewnienia, aby
        • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:11.83pt;"): skonsolidowane sprawozdanie finansowe spełniało wymagania przewidziane w ustawie z dn. 29 września
      • div (class="awdiv awpage", style="width:595.3pt; height:841.9pt;")
      • div (class="awdiv", style="left:68.05pt; top:792.4pt; clip:rect(0pt,527.25pt,22.15pt,-68.05pt);")
        • span (class="awspan awtext003", style="font-size:9.5pt; left:470.92pt; top:0.31pt;"): 9
      • div (class="awdiv", style="left:34.05pt; top:28.35pt;")
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", style="left:0pt; top:0pt; width:111.12pt; height:93.83pt;")
      • div (class="awdiv", style="left:68.05pt; top:122.15pt;")
        • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:0.33pt;"): 1994 r. o rachunkowości („Ustawa o rachunkowości”). Członkowie Rady Nadzorczej są odpowiedzialni za
        • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:11.83pt;"): nadzorowanie procesu sprawozdawczości finansowej.
        • div (class="awdiv", style="top:29pt;")
        • span (class="awspan awtext003", style="color:#d04a02; left:0pt; top:4.89pt;"): Odpowiedzialność biegłego rewidenta za badanie skonsolidowanego sprawozdania
        • span (class="awspan awtext003", style="color:#d04a02; left:0pt; top:18.69pt;"): finansowego
        • div (class="awdiv", style="left:-1.45pt; top:29pt; width:479.1pt; height:0pt; border-top:solid 0.75pt #d04a02;")
        • div (class="awdiv", style="top:67.1pt;")
        • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:0.33pt;"): Naszymi celami są uzyskanie racjonalnej pewności czy skonsolidowane sprawozdanie finansowe jako
        • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:11.83pt;"): całość nie zawiera istotnego zniekształcenia spowodowanego oszustwem lub błędem oraz wydanie
        • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:23.33pt;"): sprawozdania z badania zawierającego naszą opinię. Racjonalna pewność jest wysokim poziomem
        • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:34.82pt;"): pewności, ale nie gwarantuje, że badanie przeprowadzone zgodnie z KSB zawsze wykryje istniejące
        • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:46.32pt;"): istotne zniekształcenie. Zniekształcenia mogą powstawać na skutek oszustwa lub błędu i są uważane za
        • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:57.82pt;"): istotne, jeżeli można racjonalnie oczekiwać, że pojedynczo lub łącznie mogłyby wpłynąć na decyzje
        • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:69.32pt;"): ekonomiczne użytkowników podjęte na podstawie skonsolidowanego sprawozdania finansowego.
        • div (class="awdiv", style="top:153.59pt;")
        • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:0.33pt;"): Zakres badania nie obejmuje zapewnienia co do przyszłej rentowności Grupy ani efektywności lub
        • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:11.83pt;"): skuteczności prowadzenia jej spraw przez Zarząd Jednostki dominującej obecnie lub w przyszłości.
        • div (class="awdiv", style="top:182.59pt;")
        • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:0.33pt;"): Podczas badania zgodnego z KSB stosujemy zawodowy osąd i zachowujemy zawodowy sceptycyzm, a
        • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:11.83pt;"): także:
        • div (class="awdiv", style="top:211.59pt;")
        • div (style="left:0pt; top:0pt;")
        • span (class="awspan awtext001", style="font-size:10pt; color:#d04a02; left:0pt; top:0pt;"): ●
        • span (class="awspan awtext003", style="font-size:10pt; left:17.85pt; top:0.47pt;"): identyfikujemy i szacujemy ryzyka istotnego zniekształcenia skonsolidowanego sprawozdania
        • span (class="awspan awtext003", style="font-size:10pt; left:17.85pt; top:11.97pt;"): finansowego spowodowanego oszustwem lub błędem, projektujemy i przeprowadzamy procedury
        • span (class="awspan awtext003", style="font-size:10pt; left:17.85pt; top:23.47pt;"): badania odpowiadające tym ryzykom i uzyskujemy dowody badania, które są wystarczające
        • span (class="awspan awtext003", style="font-size:10pt; left:17.85pt; top:34.97pt;"): i odpowiednie, aby stanowić podstawę dla naszej opinii. Ryzyko niewykrycia istotnego zniekształcenia
        • span (class="awspan awtext003", style="font-size:10pt; left:17.85pt; top:46.46pt;"): wynikającego z oszustwa jest większe niż tego wynikającego z błędu, ponieważ oszustwo może
        • span (class="awspan awtext003", style="font-size:10pt; left:17.85pt; top:57.96pt;"): dotyczyć zmowy, fałszerstwa, celowych pominięć, wprowadzenia w błąd lub obejścia kontroli
        • span (class="awspan awtext003", style="font-size:10pt; left:17.85pt; top:69.46pt;"): wewnętrznej;
        • div (class="awdiv", style="top:298.22pt;")
        • div (style="left:0pt; top:0pt;")
        • span (class="awspan awtext001", style="font-size:10pt; color:#d04a02; left:0pt; top:0pt;"): ●
        • span (class="awspan awtext003", style="font-size:10pt; left:17.85pt; top:0.47pt;"): uzyskujemy zrozumienie kontroli wewnętrznej stosownej dla badania w celu zaprojektowania procedur
        • span (class="awspan awtext003", style="font-size:10pt; left:17.85pt; top:11.97pt;"): badania, które są odpowiednie w danych okolicznościach, ale nie w celu wyrażenia opinii na temat
        • span (class="awspan awtext003", style="font-size:10pt; left:17.85pt; top:23.47pt;"): skuteczności kontroli wewnętrznej Grupy;
        • div (class="awdiv", style="top:338.86pt;")
        • div (style="left:0pt; top:0pt;")
        • span (class="awspan awtext001", style="font-size:10pt; color:#d04a02; left:0pt; top:0pt;"): ●
        • span (class="awspan awtext003", style="font-size:10pt; left:17.85pt; top:0.47pt;"): oceniamy odpowiedniość zastosowanych zasad (polityki) rachunkowości oraz zasadność szacunków
        • span (class="awspan awtext003", style="font-size:10pt; left:17.85pt; top:11.97pt;"): księgowych oraz powiązanych ujawnień dokonanych przez Zarząd Jednostki dominującej;
        • div (class="awdiv", style="top:368pt;")
        • div (style="left:0pt; top:0pt;")
        • span (class="awspan awtext001", style="font-size:10pt; color:#d04a02; left:0pt; top:0pt;"): ●
        • span (class="awspan awtext003", style="font-size:10pt; left:17.85pt; top:0.47pt;"): wyciągamy wniosek na temat odpowiedniości zastosowania przez Zarząd Jednostki dominującej
        • span (class="awspan awtext003", style="font-size:10pt; left:17.85pt; top:11.97pt;"): zasady kontynuacji działalności jako podstawy rachunkowości oraz, na podstawie uzyskanych
        • span (class="awspan awtext003", style="font-size:10pt; left:17.85pt; top:23.47pt;"): dowodów badania, czy istnieje istotna niepewność związana ze zdarzeniami lub warunkami, które
        • span (class="awspan awtext003", style="font-size:10pt; left:17.85pt; top:34.97pt;"): mogą poddawać w znaczącą wątpliwość zdolność Grupy do kontynuacji działalności. Jeżeli
        • span (class="awspan awtext003", style="font-size:10pt; left:17.85pt; top:46.46pt;"): dochodzimy do wniosku, że istnieje istotna niepewność, wymagane jest od nas zwrócenie uwagi w
        • span (class="awspan awtext003", style="font-size:10pt; left:17.85pt; top:57.96pt;"): sprawozdaniu biegłego rewidenta na powiązane ujawnienia w skonsolidowanym sprawozdaniu
        • span (class="awspan awtext003", style="font-size:10pt; left:17.85pt; top:69.46pt;"): finansowym lub, jeżeli takie ujawnienia są nieadekwatne, modyfikujemy naszą opinię. Nasze wnioski są
        • span (class="awspan awtext003", style="font-size:10pt; left:17.85pt; top:80.96pt;"): oparte na dowodach badania uzyskanych do dnia sporządzenia sprawozdania biegłego rewidenta,
        • span (class="awspan awtext003", style="font-size:10pt; left:17.85pt; top:92.46pt;"): jednakże przyszłe zdarzenia lub warunki mogą spowodować, że Grupa zaprzestanie kontynuacji
        • span (class="awspan awtext003", style="font-size:10pt; left:17.85pt; top:103.96pt;"): działalności;
        • div (class="awdiv", style="top:489.13pt;")
        • div (style="left:0pt; top:0pt;")
        • span (class="awspan awtext001", style="font-size:10pt; color:#d04a02; left:0pt; top:0pt;"): ●
        • span (class="awspan awtext003", style="font-size:10pt; left:17.85pt; top:0.47pt;"): oceniamy ogólną prezentację, strukturę i zawartość skonsolidowanego sprawozdania finansowego, w
        • span (class="awspan awtext003", style="font-size:10pt; left:17.85pt; top:11.97pt;"): tym ujawnienia, oraz czy skonsolidowane sprawozdanie finansowe przedstawia będące ich podstawą
        • span (class="awspan awtext003", style="font-size:10pt; left:17.85pt; top:23.47pt;"): transakcje i zdarzenia w sposób zapewniający rzetelną prezentację
        • span (class="awspan awtext003", style="font-size:10pt; left:315.23pt; top:23.47pt;"): ;
        • div (class="awdiv", style="top:529.77pt;")
        • div (style="left:0pt; top:0pt;")
        • span (class="awspan awtext001", style="font-size:10pt; color:#d04a02; left:0pt; top:0pt;"): ●
        • span (class="awspan awtext003", style="font-size:10pt; left:17.85pt; top:0.47pt;"): uzyskujemy wystarczające odpowiednie dowody badania odnośnie do informacji finansowych
        • span (class="awspan awtext003", style="font-size:10pt; left:17.85pt; top:11.97pt;"): jednostek lub działalności gospodarczych wewnątrz Grupy w celu wyrażenia opinii na temat
        • span (class="awspan awtext003", style="font-size:10pt; left:17.85pt; top:23.47pt;"): skonsolidowanego sprawozdania finansowego. Jesteśmy odpowiedzialni za kierowanie, nadzór i
        • span (class="awspan awtext003", style="font-size:10pt; left:17.85pt; top:34.97pt;"): przeprowadzenie badania Grupy i jesteśmy wyłącznie odpowiedzialni za naszą opinię z badania.
        • div (class="awdiv", style="top:581.9pt;")
        • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:0.33pt;"): Komunikujemy się z Komitetem Audytu Jednostki dominującej odnośnie, między innymi, do planowanego
        • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:11.83pt;"): zakresu i czasu przeprowadzenia badania oraz znaczących ustaleń badania, w tym wszelkich znaczących
        • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:23.33pt;"): słabości kontroli wewnętrznej, które zidentyfikujemy podczas badania.
        • div (class="awdiv", style="top:622.4pt;")
        • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:0.33pt;"): Składamy Komitetowi Audytu
        • span (class="awspan awtext003", style="font-size:10pt; left:132.28pt; top:0.33pt;"): Jednostki dominującej
        • span (class="awspan awtext003", style="font-size:10pt; left:233.45pt; top:0.33pt;"): oświadczenie, że przestrzegaliśmy stosownych
        • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:11.83pt;"): wymogów etycznych dotyczących niezależności oraz komunikujemy wszystkie powiązania i inne sprawy,
      • div (class="awdiv awpage", style="width:595.3pt; height:841.9pt;")
      • div (class="awdiv", style="left:68.05pt; top:792.4pt; clip:rect(0pt,527.25pt,22.15pt,-68.05pt);")
        • span (class="awspan awtext003", style="font-size:9.5pt; left:465.63pt; top:0.31pt;"): 10
      • div (class="awdiv", style="left:34.05pt; top:28.35pt;")
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", style="left:0pt; top:0pt; width:111.12pt; height:93.83pt;")
      • div (class="awdiv", style="left:68.05pt; top:122.15pt;")
        • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:0.33pt;"): które mogłyby być racjonalnie uznane za stanowiące zagrożenie dla naszej niezależności, a tam gdzie ma
        • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:11.83pt;"): to zastosowanie, informujemy o działaniach podjętych w celu wyeliminowania tych zagrożeń oraz
        • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:23.33pt;"): zastosowanych zabezpieczeniach.
        • div (class="awdiv", style="top:40.5pt;")
        • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:0.33pt;"): Spośród spraw komunikowanych Komitetowi Audytu
        • span (class="awspan awtext003", style="font-size:10pt; left:231.78pt; top:0.33pt;"): Jednostki dominującej
        • span (class="awspan awtext003", style="font-size:10pt; left:332.94pt; top:0.33pt;"): ustaliliśmy te sprawy, które były
        • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:11.83pt;"): najbardziej znaczące podczas badania skonsolidowanego sprawozdania finansowego za bieżący okres i
        • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:23.33pt;"): dlatego uznaliśmy je za kluczowe sprawy badania. Opisujemy te sprawy w naszym sprawozdaniu biegłego
        • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:34.82pt;"): rewidenta, chyba że przepisy prawa lub regulacje zabraniają publicznego ujawnienia na ich temat lub gdy,
        • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:46.32pt;"): w wyjątkowych okolicznościach, ustalimy, że kwestia nie powinna być komunikowana w naszym
        • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:57.82pt;"): sprawozdaniu, ponieważ można byłoby racjonalnie oczekiwać, że negatywne konsekwencje przeważyłyby
        • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:69.32pt;"): korzyści dla interesu publicznego takiego ujawnienia.
        • div (class="awdiv", style="top:126.99pt;")
        • span (class="awspan awtext003", style="color:#d04a02; left:0pt; top:4.89pt;"): Inne informacje, w tym sprawozdanie z działalności
        • div (class="awdiv", style="left:-1.45pt; top:126.99pt; width:479.1pt; height:0pt; border-top:solid 0.75pt #d04a02;")
        • div (class="awdiv", style="top:151.29pt;")
        • span (class="awspan awtext004", style="font-size:10pt; left:0pt; top:0.33pt;"): Inne informacje
        • div (class="awdiv", style="top:168.79pt;")
        • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:0.33pt;"): Na inne informacje składają się:
        • div (class="awdiv", style="top:186.29pt;")
        • span (class="awspan awtext001", style="font-size:10pt; color:#d04a02; left:0pt; top:0pt;"): ●
        • span (class="awspan awtext003", style="font-size:10pt; left:17.85pt; top:0.47pt;"): Sprawozdanie Zarządu z działalności Grupy Kapitałowej PKO Banku Polskiego S.A. za 2023 rok
        • span (class="awspan awtext003", style="font-size:10pt; left:17.85pt; top:11.97pt;"): sporządzone łącznie ze sprawozdaniem Zarządu z działalności PKO Banku Polskiego S.A.
        • span (class="awspan awtext003", style="font-size:10pt; left:17.85pt; top:23.47pt;"): („Sprawozdanie z działalności”) wraz z oświadczeniem o stosowaniu ładu korporacyjnego i
        • span (class="awspan awtext003", style="font-size:10pt; left:17.85pt; top:34.97pt;"): oświadczeniem na tem
        • span (class="awspan awtext003", style="font-size:10pt; left:119.56pt; top:34.97pt;"): at informacji niefinansowych, o którym mowa w art. 55 ust. 2b Ustawy
        • span (class="awspan awtext003", style="font-size:10pt; left:17.85pt; top:46.46pt;"): o rachunkowości, które
        • span (class="awspan awtext003", style="font-size:10pt; left:122.9pt; top:46.46pt;"): są wyodrębnionymi częściami
        • span (class="awspan awtext003", style="font-size:10pt; left:255.17pt; top:46.46pt;"): tego Sprawozdania z działalności.
        • div (class="awdiv", style="top:249.92pt;")
        • div (style="left:0pt; top:0pt;")
        • span (class="awspan awtext001", style="font-size:10pt; color:#d04a02; left:0pt; top:0pt;"): ●
        • span (class="awspan awtext003", style="font-size:10pt; left:17.85pt; top:0.47pt;"): inne dokumenty składające się na Raport Roczny za rok obrotowy zakończony 31 grudnia 2023 r.
        • span (class="awspan awtext003", style="font-size:10pt; left:17.85pt; top:11.97pt;"): („Raport roczny”),
        • div (class="awdiv", style="top:279.06pt;")
        • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:0.33pt;"): (razem „Inne informacje”).
        • div (class="awdiv", style="top:296.56pt;")
        • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:0.33pt;"): Inne informacje nie obejmują skonsolidowanego sprawozdania finansowego i sprawozdania biegłego
        • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:11.83pt;"): rewidenta na jego temat.
        • div (class="awdiv", style="top:325.56pt;")
        • span (class="awspan awtext004", style="font-size:10pt; left:0pt; top:0.33pt;"): Odpowiedzialność Zarządu i Rady Nadzorczej
        • div (class="awdiv", style="top:343.06pt;")
        • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:0.33pt;"): Zarząd Jednostki dominującej jest odpowiedzialny za sporządzenie Innych informacji zgodnie z przepisami
        • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:11.83pt;"): prawa.
        • div (class="awdiv", style="top:372.06pt;")
        • div (style="left:0pt; top:0pt;")
        • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:0.33pt;"): Zarząd Jednostki dominującej oraz członkowie Rady Nadzorczej są zobowiązani do zapewnienia, aby
        • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:11.83pt;"): Sprawozdanie z działalności wraz z wyodrębnionymi częściami spełniało wymagania przewidziane w
        • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:23.33pt;"): Ustawie o rachunkowości.
        • div (class="awdiv", style="top:412.55pt;")
        • span (class="awspan awtext004", style="font-size:10pt; left:0pt; top:0.33pt;"): Odpowiedzialność biegłego rewidenta
        • div (class="awdiv", style="top:430.05pt;")
        • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:0.33pt;"): Nasza opinia z badania skonsolidowanego sprawozdania finansowego nie obejmuje Innych informacji.
        • div (class="awdiv", style="top:447.55pt;")
        • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:0.33pt;"): W związku z badaniem skonsolidowanego sprawozdania finansowego naszym obowiązkiem wynikającym z
        • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:11.83pt;"): KSB jest przeczytanie Innych informacji, i czyniąc to, rozważenie czy są one istotnie niespójne ze
        • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:23.33pt;"): skonsolidowanym sprawozdaniem finansowym, z naszą wiedzą uzyskaną w trakcie badania, lub w inny
        • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:34.82pt;"): sposób wydają się być istotnie zniekształcone. Jeżeli, na podstawie wykonanej pracy stwierdzimy istotne
        • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:46.32pt;"): zniekształcenie Innych informacji, jesteśmy zobowiązani poinformować o tym w naszym sprawozdaniu z
        • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:57.82pt;"): badania. Naszym obowiązkiem zgodnie z wymogami Ustawy o biegłych rewidentach jest również wydanie
        • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:69.32pt;"): opinii, czy Sprawozdanie z działalności zostało sporządzone zgodnie z przepisami oraz czy jest zgodne z
        • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:80.82pt;"): informacjami zawartymi w rocznym skonsolidowanym sprawozdaniu finansowym.
        • div (class="awdiv", style="top:545.54pt;")
        • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:0.33pt;"): Ponadto jesteśmy zobowiązani do wydania opinii, czy Grupa w oświadczeniu o stosowaniu ładu
        • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:11.83pt;"): korporacyjnego zawarła wymagane informacje oraz do poinformowania czy Grupa sporządziła
        • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:23.33pt;"): oświadczenie na temat informacji niefinansowych.
        • div (class="awdiv", style="top:586.04pt;")
        • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:0.33pt;"): Ponadto jesteśmy zobowiązani do zbadania informacji finansowych zawartych w punkcie
        • span (class="awspan awtext003", style="font-size:10pt; left:395.76pt; top:0.33pt;"): 4
        • span (class="awspan awtext003", style="font-size:10pt; left:401.32pt; top:0.33pt;"): Sprawozdania z
        • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:11.83pt;"): działalności zgodnie z zakresem opisanym w niniejszym sprawozdaniu z badania oraz wymogami ustawy z
        • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:23.33pt;"): dnia 29 sierpnia 1997 r. prawo bankowe („Prawo bankowe”).
      • div (class="awdiv awpage", style="width:595.3pt; height:841.9pt;")
      • div (class="awdiv", style="left:68.05pt; top:792.4pt; clip:rect(0pt,527.25pt,22.15pt,-68.05pt);")
        • span (class="awspan awtext003", style="font-size:9.5pt; left:465.63pt; top:0.31pt;"): 11
      • div (class="awdiv", style="left:34.05pt; top:28.35pt;")
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", style="left:0pt; top:0pt; width:111.12pt; height:93.83pt;")
      • div (class="awdiv", style="left:68.05pt; top:122.15pt;")
        • span (class="awspan awtext004", style="font-size:10pt; left:0pt; top:0.33pt;"): Oświadczenie na temat Innych informacji
        • div (class="awdiv", style="top:17.5pt;")
        • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:0.33pt;"): Oświadczamy, że w świetle wiedzy o Grupie i jej otoczeniu uzyskanej podczas naszego badania nie
        • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:11.83pt;"): stwierdziliśmy w Sprawozdaniu z działalności oraz pozostałych Innych informacjach istotnych
        • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:23.33pt;"): zniekształceń.
        • div (class="awdiv", style="top:58pt;")
        • span (class="awspan awtext004", style="font-size:10pt; left:0pt; top:0.33pt;"): Opinia o Sprawozdaniu z działalności
        • div (class="awdiv", style="top:75.5pt;")
        • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:6.33pt;"): Na podstawie wykonanej pracy w trakcie badania, naszym zdaniem, Sprawozdanie z działalności:
        • div (class="awdiv", style="top:101.87pt;")
        • div (style="left:0pt; top:0pt;")
        • span (class="awspan awtext001", style="font-size:10pt; color:#d04a02; left:0pt; top:0pt;"): ●
        • span (class="awspan awtext003", style="font-size:10pt; left:17.85pt; top:0.47pt;"): zostało sporządzone zgodnie z wymogami art. 49 Ustawy o rachunkowości oraz paragrafu 71
        • span (class="awspan awtext003", style="font-size:10pt; left:17.85pt; top:11.97pt;"): Rozporządzenia Ministra Finansów z dnia 29 marca 2018 r. w sprawie informacji bieżących
        • span (class="awspan awtext003", style="font-size:10pt; left:17.85pt; top:23.47pt;"): i okresowych przekazywanych przez emitentów papierów wartościowych oraz warunków uznawania za
        • span (class="awspan awtext003", style="font-size:10pt; left:17.85pt; top:34.97pt;"): równoważne informacji wymaganych przepisami prawa państwa niebędącego państwem członkowskim
        • span (class="awspan awtext003", style="font-size:10pt; left:17.85pt; top:46.46pt;"): („Rozporządzenie o informacjach bieżących”) oraz art. 111a ust. 1-2 Prawa bankowego;
        • div (class="awdiv", style="top:165.5pt;")
        • div (style="left:0pt; top:0pt;")
        • span (class="awspan awtext001", style="font-size:10pt; color:#d04a02; left:0pt; top:0pt;"): ●
        • span (class="awspan awtext003", style="font-size:10pt; left:17.85pt; top:0.47pt;"): jest zgodne z informacjami zawartymi w skonsolidowanym sprawozdaniu finansowym.
        • div (class="awdiv", style="top:183.14pt;")
        • span (class="awspan awtext004", style="font-size:10pt; left:0pt; top:0.33pt;"): Opinia o oświadczeniu o stosowaniu ładu korporacyjnego
        • div (class="awdiv", style="top:200.64pt;")
        • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:0.33pt;"): Naszym zdaniem w oświadczeniu o stosowaniu ładu korporacyjnego Grupa zawarła informacje określone
        • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:11.83pt;"): w paragrafie 70 ust. 6 punkt 5 Rozporządzenia o informacjach bieżących. Ponadto, naszym zdaniem,
        • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:23.33pt;"): informacje wskazane w paragrafie 70 ust. 6 punkt 5 lit. c-f, h oraz i tego Rozporządzenia zawarte w
        • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:34.82pt;"): oświadczeniu o stosowaniu ładu korporacyjnego są zgodne z mającymi zastosowanie przepisami oraz
        • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:46.32pt;"): informacjami zawartymi w skonsolidowanym sprawozdaniu finansowym.
        • div (class="awdiv", style="top:264.14pt;")
        • span (class="awspan awtext004", style="font-size:10pt; left:0pt; top:0.33pt;"): Informacja na temat informacji niefinansowych
        • div (class="awdiv", style="top:281.64pt;")
        • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:0.33pt;"): Zgodnie z wymogami Ustawy o biegłych rewidentach potwierdzamy, że Grupa sporządziła oświadczenie na
        • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:11.83pt;"): temat informacji niefinansowych, o którym mowa w art. 55 ust. 2b Ustawy o rachunkowości jako
        • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:23.33pt;"): wyodrębnioną część Sprawozdania z działalności.
        • div (class="awdiv", style="top:316.13pt;")
        • div (style="left:0pt; top:0pt;")
        • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:6.33pt;"): Nie wykonaliśmy żadnych prac atestacyjnych dotyczących oświadczenia na temat informacji
        • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:17.83pt;"): niefinansowych i nie wyrażamy jakiegokolwiek zapewnienia na jego temat.
        • div (class="awdiv", style="top:345.13pt;")
        • div (style="left:0pt; top:0pt;")
        • div (class="awdiv", style="top:362.63pt;")
        • span (class="awspan awtext004", style="color:#d04a02; left:0pt; top:4.89pt;"): Sprawozdanie na temat innych wymogów prawa i regulacji
        • div (class="awdiv", style="top:386.93pt;")
        • span (class="awspan awtext004", style="font-size:10pt; left:0pt; top:6.33pt;"): Opinia o zgodności oznakowania skonsolidowanego sprawozdania finansowego z wymogami
        • span (class="awspan awtext004", style="font-size:10pt; left:0pt; top:17.83pt;"): Jednolitego Europejskiego Formatu Elektronicznego („ESEF”)
        • div (class="awdiv", style="left:-1.45pt; top:362.63pt; width:479.1pt; height:0pt; border-top:solid 0.75pt #d04a02;")
        • div (class="awdiv", style="top:421.93pt;")
        • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:0.33pt;"): W związku z badaniem skonsolidowanego sprawozdania finansowego zostaliśmy zaangażowani przez
        • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:11.83pt;"): Zarząd Jednostki dominującej w ramach umowy o badanie skonsolidowanego sprawozdania finansowego
        • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:23.33pt;"): do przeprowadzenia usługi atestacyjnej dającej racjonalną pewność w celu wyrażenia opinii czy
        • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:34.82pt;"): skonsolidowane sprawozdanie finansowe Grupy na dzień i za rok zakończony 31 grudnia 2023 r.
        • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:46.32pt;"): sporządzone w jednolitym elektronicznym formacie raportowania zawarte w pliku o nazwie
        • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:57.82pt;"): PL_Skonsolidowane_sprawozdanie_finansowe_GKPKOBP_SA_31.12.2023.zip
        • span (class="awspan awtext003", style="font-size:10pt; left:353.02pt; top:57.82pt;"): („skonsolidowane
        • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:69.32pt;"): sprawozdanie finansowe w formacie ESEF”) zostało oznakowane zgodnie z wymogami określonymi w
        • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:80.82pt;"): artykule 4 Rozporządzenia delegowanego Komisji (UE) nr 2019/815 z dnia 17 grudnia 2018 r.
        • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:92.32pt;"): uzupełniającego Dyrektywę 2004/109/WE Parlamentu Europejskiego i Rady w odniesieniu do
        • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:103.82pt;"): regulacyjnych standardów technicznych dotyczących specyfikacji jednolitego elektronicznego formatu
        • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:115.32pt;"): raportowania („Rozporządzenie ESEF”).
        • div (class="awdiv", style="top:554.42pt;")
        • span (class="awspan awtext004", style="font-size:10pt; left:0pt; top:0.33pt;"): Opis przedmiotu zlecenia i mające zastosowanie kryteria
        • div (class="awdiv", style="top:571.92pt;")
        • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:0.33pt;"): Skonsolidowane sprawozdanie finansowe w formacie ESEF zostało sporządzone przez Zarząd Jednostki
        • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:11.83pt;"): dominującej w celu spełnienia wymogów technicznych dotyczących specyfikacji jednolitego elektronicznego
        • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:23.33pt;"): formatu raportowania oraz oznakowania, które są określone w Rozporządzeniu ESEF.
      • div (class="awdiv awpage", style="width:595.3pt; height:841.9pt;")
      • div (class="awdiv", style="left:68.05pt; top:792.4pt; clip:rect(0pt,527.25pt,22.15pt,-68.05pt);")
        • span (class="awspan awtext003", style="font-size:9.5pt; left:465.63pt; top:0.31pt;"): 12
      • div (class="awdiv", style="left:34.05pt; top:28.35pt;")
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", style="left:0pt; top:0pt; width:111.12pt; height:93.83pt;")
      • div (class="awdiv", style="left:68.05pt; top:122.15pt;")
        • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:0.33pt;"): Przedmiotem naszej usługi atestacyjnej jest zgodność skonsolidowanego sprawozdania finansowego w
        • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:11.83pt;"): formacie ESEF z wymogami Rozporządzenia ESEF, a wymogi tam określone stanowią, naszym zdaniem,
        • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:23.33pt;"): odpowiednie kryteria do sformułowania przez nas opinii.
        • div (class="awdiv", style="top:40.5pt;")
        • span (class="awspan awtext004", style="font-size:10pt; left:0pt; top:0.33pt;"): Odpowiedzialność Zarządu Jednostki dominującej i Rady Nadzorczej
        • div (class="awdiv", style="top:58pt;")
        • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:0.33pt;"): Zarząd Jednostki dominującej jest odpowiedzialny za sporządzenie skonsolidowanego sprawozdania
        • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:11.83pt;"): finansowego w formacie ESEF zgodnie z wymogami technicznymi dotyczącymi specyfikacji jednolitego
        • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:23.33pt;"): elektronicznego formatu raportowania, które są określone w Rozporządzeniu ESEF. Odpowiedzialność ta
        • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:34.82pt;"): obejmuje wybór i zastosowanie odpowiednich znaczników XBRL przy użyciu taksonomii określonej w
        • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:46.32pt;"): Rozporządzeniu ESEF. Odpowiedzialność Zarządu obejmuje również zaprojektowanie, wdrożenie i
        • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:57.82pt;"): utrzymanie systemu kontroli wewnętrznej zapewniającej sporządzanie skonsolidowanego sprawozdania
        • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:69.32pt;"): finansowego w formacie ESEF wolnego od istotnych niezgodności z wymogami Rozporządzenia ESEF
        • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:80.82pt;"): oraz jego oznakowanie zgodnie z tymi wymogami.
        • div (class="awdiv", style="top:155.99pt;")
        • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:0.33pt;"): Członkowie Rady Nadzorczej Jednostki dominującej są odpowiedzialni za nadzorowanie procesu
        • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:11.83pt;"): sprawozdawczości finansowej, obejmującej również sporządzenie skonsolidowanego sprawozdania
        • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:23.33pt;"): finansowego zgodnie z formatem wynikającym z przepisów prawa.
        • div (class="awdiv", style="top:196.49pt;")
        • span (class="awspan awtext004", style="font-size:10pt; left:0pt; top:0.33pt;"): Odpowiedzialność biegłego rewidenta
        • div (class="awdiv", style="top:213.98pt;")
        • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:0.33pt;"): Naszym celem było wyrażenie opinii, na podstawie przeprowadzonej usługi atestacyjnej dającej racjonalną
        • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:11.83pt;"): pewność, czy skonsolidowane sprawozdanie finansowe w formacie ESEF zostało oznakowane, we
        • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:23.33pt;"): wszystkich istotnych aspektach, zgodnie z wymogami Rozporządzenia ESEF.
        • div (class="awdiv", style="top:254.48pt;")
        • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:0.33pt;"): Naszą usługę wykonaliśmy zgodnie z Krajowym Standardem Usług Atestacyjnych Innych niż Badanie i
        • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:11.83pt;"): Przegląd 3001pl - badanie sprawozdań finansowych sporządzonych w jednolitym elektronicznym formacie
        • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:23.33pt;"): raportowania (”KSUA 3001pl”) oraz gdzie jest to stosowne z Krajowym Standardem Usług Atestacyjnych
        • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:34.82pt;"): Innych niż Badanie i Przegląd 3000 (Z) w brzmieniu Międzynarodowego Standardu Usług Atestacyjnych
        • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:46.32pt;"): 3000 (zmienionego) - „Usługi atestacyjne inne niż badania i przeglądy historycznych informacji
        • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:57.82pt;"): finansowych” wydanym przez Krajową Radę Biegłych Rewidentów („KSUA 3000 (Z)”). Standardy te
        • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:69.32pt;"): nakładają na nas obowiązek przestrzegania wymogów etycznych, planowania i wykonywania procedur w
        • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:80.82pt;"): celu uzyskania racjonalnej pewności, czy skonsolidowane sprawozdanie finansowe w formacie ESEF
        • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:92.32pt;"): zostało oznakowane, we wszystkich istotnych aspektach, zgodnie z określonymi kryteriami.
        • div (class="awdiv", style="top:363.97pt;")
        • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:0.33pt;"): Racjonalna pewność jest wysokim poziomem pewności, ale nie gwarantuje, że usługa przeprowadzona
        • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:11.83pt;"): zgodnie z KSUA 3001pl oraz gdzie stosowne z KSUA 3000 (Z) zawsze wykryje istotne zniekształcenie
        • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:23.33pt;"): (istotną niezgodność z wymogami).
        • div (class="awdiv", style="top:404.47pt;")
        • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:0.33pt;"): Wybór procedur zależy od osądu biegłego rewidenta, w tym od jego oszacowania ryzyka wystąpienia
        • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:11.83pt;"): istotnych zniekształceń spowodowanych oszustwem lub błędem. Przeprowadzając oszacowanie tego
        • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:23.33pt;"): ryzyka biegły rewident bierze pod uwagę kontrolę wewnętrzną związaną ze sporządzeniem
        • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:34.82pt;"): skonsolidowanego sprawozdania finansowego w formacie ESEF oraz jego oznakowaniem, w celu
        • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:46.32pt;"): zaplanowania stosownych procedur, które mają zapewnić biegłemu rewidentowi wystarczające i
        • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:57.82pt;"): odpowiednie do okoliczności dowody. Ocena funkcjonowania systemu kontroli wewnętrznej nie została
        • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:69.32pt;"): przeprowadzona w celu wyrażenia opinii na temat skuteczności jej działania.
        • div (class="awdiv", style="top:490.96pt;")
        • span (class="awspan awtext004", style="font-size:10pt; left:0pt; top:0.33pt;"): Wymogi zarządzania jakością i etyczne
        • div (class="awdiv", style="top:508.46pt;")
        • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:0.33pt;"): Stosujemy postanowienia Krajowego Standardu Kontroli Jakości 1 w brzmieniu Międzynarodowego
        • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:11.83pt;"): Standardu Zarządzania Jakością (PL) 1 - „Zarządzanie jakością dla firm wykonujących badania lub
        • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:23.33pt;"): przeglądy sprawozdań finansowych lub zlecenia innych usług atestacyjnych lub pokrewnych”
        • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:34.82pt;"): opracowanego przez Radę Międzynarodowych Standardów Badania i Usług Atestacyjnych i przyjętego
        • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:46.32pt;"): uchwałą Rady Polskiej Agencji Nadzoru Audytowego. Standard ten wymaga od nas zaprojektowania,
        • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:57.82pt;"): wdrożenia i działania systemu zarządzania jakością, w tym polityk i procedur dotyczących zgodności z
        • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:69.32pt;"): wymogami etycznymi, standardami zawodowymi oraz obowiązującymi przepisami prawa i wymogami
        • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:80.82pt;"): regulacyjnymi.
        • div (class="awdiv", style="top:606.45pt;")
        • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:0.33pt;"): Przestrzegamy wymogów niezależności i innych wymogów etycznych Międzynarodowego Kodeksu Etyki
        • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:11.83pt;"): Zawodowych Księgowych (w tym Międzynarodowych Standardów Niezależności) wydanego przez Radę
        • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:23.33pt;"): Międzynarodowych Standardów Etycznych dla Księgowych i przyjętego uchwałą Krajowej Rady Biegłych
      • div (class="awdiv awpage", style="width:595.3pt; height:841.9pt;")
      • div (class="awdiv", style="left:68.05pt; top:792.4pt; clip:rect(0pt,527.25pt,22.15pt,-68.05pt);")
        • span (class="awspan awtext003", style="font-size:9.5pt; left:465.63pt; top:0.31pt;"): 13
      • div (class="awdiv", style="left:34.05pt; top:28.35pt;")
        • img (alt="Image should be here", class="awimg", 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", style="left:0pt; top:0pt; width:111.12pt; height:93.83pt;")
      • div (class="awdiv", style="left:68.05pt; top:122.15pt;")
        • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:0.33pt;"): Rewidentów, który jest oparty na podstawowych zasadach uczciwości, obiektywizmu, zawodowych
        • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:11.83pt;"): kompetencji i należytej staranności, poufności i profesjonalnego postępowania.
        • div (class="awdiv", style="top:29pt;")
        • span (class="awspan awtext004", style="font-size:10pt; left:0pt; top:0.33pt;"): Podsumowanie wykonanej pracy
        • div (class="awdiv", style="top:46.5pt;")
        • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:0.33pt;"): Zaplanowane i przeprowadzone przez nas procedury miały na celu uzyskanie racjonalnej pewności, czy
        • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:11.83pt;"): skonsolidowane sprawozdanie finansowe w formacie ESEF zostało oznakowane, we wszystkich istotnych
        • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:23.33pt;"): aspektach, zgodnie z obowiązującymi wymogami. Nasze procedury obejmowały między innymi:
        • div (class="awdiv", style="top:86.99pt;")
        • div (style="left:0pt; top:0pt;")
        • span (class="awspan awtext001", style="font-size:10pt; color:#d04a02; left:0pt; top:0pt;"): ●
        • span (class="awspan awtext003", style="font-size:10pt; left:17.85pt; top:0.47pt;"): uzyskanie zrozumienia procesu sporządzenia skonsolidowanego sprawozdania finansowego w
        • span (class="awspan awtext003", style="font-size:10pt; left:17.85pt; top:11.97pt;"): formacie ESEF obejmującego proces wyboru i zastosowania przez Grupę znaczników XBRL i
        • span (class="awspan awtext003", style="font-size:10pt; left:17.85pt; top:23.47pt;"): zapewniania zgodności z Rozporządzeniem ESEF, w tym zrozumienie mechanizmów systemu kontroli
        • span (class="awspan awtext003", style="font-size:10pt; left:17.85pt; top:34.97pt;"): wewnętrznej związanych z tym procesem;
        • div (class="awdiv", style="top:139.13pt;")
        • div (style="left:0pt; top:0pt;")
        • span (class="awspan awtext001", style="font-size:10pt; color:#d04a02; left:0pt; top:0pt;"): ●
        • span (class="awspan awtext003", style="font-size:10pt; left:17.85pt; top:0.47pt;"): uzgodnienie, na wybranej próbie, oznakowanych informacji zawartych w skonsolidowanym
        • span (class="awspan awtext003", style="font-size:10pt; left:17.85pt; top:11.97pt;"): sprawozdaniu finansowym w formacie ESEF do zbadanego skonsolidowanego sprawozdania
        • span (class="awspan awtext003", style="font-size:10pt; left:17.85pt; top:23.47pt;"): finansowego;
        • div (class="awdiv", style="top:179.77pt;")
        • div (style="left:0pt; top:0pt;")
        • span (class="awspan awtext001", style="font-size:10pt; color:#d04a02; left:0pt; top:0pt;"): ●
        • span (class="awspan awtext003", style="font-size:10pt; left:17.85pt; top:0.47pt;"): ocenę spełnienia standardów technicznych dotyczących specyfikacji jednolitego elektronicznego
        • span (class="awspan awtext003", style="font-size:10pt; left:17.85pt; top:11.97pt;"): formatu raportowania, w tym zastosowania formatu XHTML, przy użyciu specjalistycznego narzędzia
        • span (class="awspan awtext003", style="font-size:10pt; left:17.85pt; top:23.47pt;"): informatycznego
        • span (class="awspan awtext003", style="font-size:10pt; left:91.22pt; top:23.47pt;")
        • span (class="awspan awtext003", style="font-size:10pt; left:94pt; top:23.47pt;"): i przy wsparciu eksperta z zakresu IT;
        • div (class="awdiv", style="top:220.41pt;")
        • div (style="left:0pt; top:0pt;")
        • span (class="awspan awtext001", style="font-size:10pt; color:#d04a02; left:0pt; top:0pt;"): ●
        • span (class="awspan awtext003", style="font-size:10pt; left:17.85pt; top:0.47pt;"): ocenę kompletności oznakowania informacji w skonsolidowanym sprawozdaniu finansowym w formacie
        • span (class="awspan awtext003", style="font-size:10pt; left:17.85pt; top:11.97pt;"): ESEF znacznikami XBRL;
        • div (class="awdiv", style="top:249.55pt;")
        • div (style="left:0pt; top:0pt;")
        • span (class="awspan awtext001", style="font-size:10pt; color:#d04a02; left:0pt; top:0pt;"): ●
        • span (class="awspan awtext003", style="font-size:10pt; left:17.85pt; top:0.47pt;"): ocenę czy znaczniki XBRL z taksonomii określonej w Rozporządzeniu ESEF zostały odpowiednio
        • span (class="awspan awtext003", style="font-size:10pt; left:17.85pt; top:11.97pt;"): zastosowane oraz, czy odpowiednio użyto rozszerzeń taksonomii w sytuacjach, gdy w podstawowej
        • span (class="awspan awtext003", style="font-size:10pt; left:17.85pt; top:23.47pt;"): taksonomii określonej w Rozporządzeniu ESEF nie zidentyfikowano odpowiednich elementów;
        • div (class="awdiv", style="top:290.18pt;")
        • div (style="left:0pt; top:0pt;")
        • span (class="awspan awtext001", style="font-size:10pt; color:#d04a02; left:0pt; top:0pt;"): ●
        • span (class="awspan awtext003", style="font-size:10pt; left:17.85pt; top:0.47pt;"): ocenę prawidłowości zakotwiczenia zastosowanych rozszerzeń taksonomii w podstawowej taksonomii
        • span (class="awspan awtext003", style="font-size:10pt; left:17.85pt; top:11.97pt;"): określonej w Rozporządzeniu ESEF
        • div (style="left:177.37pt; top:11.64pt;")
        • span (class="awspan awtext003", style="font-size:10pt; left:177.37pt; top:11.97pt;"): .
        • div (class="awdiv", style="top:319.32pt;")
        • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:0.33pt;"): Uważamy, że uzyskane przez nas dowody są wystarczające i odpowiednie, aby stanowić podstawę naszej
        • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:11.83pt;"): opinii.
        • div (class="awdiv", style="top:348.32pt;")
        • span (class="awspan awtext004", style="font-size:10pt; left:0pt; top:0.33pt;"): Opinia
        • div (class="awdiv", style="top:365.82pt;")
        • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:0.33pt;"): Naszym zdaniem, na podstawie przeprowadzonych procedur, skonsolidowane sprawozdanie finansowe w
        • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:11.83pt;"): formacie ESEF zostało oznakowane, we wszystkich istotnych aspektach, zgodnie z wymogami
        • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:23.33pt;"): Rozporządzenia ESEF.
        • div (class="awdiv", style="top:423.82pt;")
        • span (class="awspan awtext004", style="font-size:10pt; left:0pt; top:0.33pt;"): Informacja o przestrzeganiu regulacji ostrożnościowych
        • div (class="awdiv", style="top:441.32pt;")
        • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:0.33pt;"): Zarząd Jednostki dominującej jest odpowiedzialny za przestrzeganie obowiązujących regulacji
        • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:11.83pt;"): ostrożnościowych określonych w odrębnych przepisach, w szczególności za prawidłowe ustalenie
        • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:23.33pt;"): współczynników kapitałowych.
        • div (class="awdiv", style="top:481.81pt;")
        • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:0.33pt;"): Współczynniki kapitałowe na dzień 31 grudnia 2023 r. zostały przedstawione w nocie
        • span (class="awspan awtext003", style="font-size:10pt; left:378.54pt; top:0.33pt;"): 68
        • span (class="awspan awtext003", style="font-size:10pt; left:389.66pt; top:0.33pt;"): skonsolidowanego
        • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:11.83pt;"): sprawozdania finansowego i obejmują współczynnik kapitału podstawowego Tier I, współczynnik kapitału
        • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:23.33pt;"): Tier I oraz łączny współczynnik kapitałowy.
        • div (class="awdiv", style="top:522.31pt;")
        • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:0.33pt;"): Naszym obowiązkiem jest poinformowanie w sprawozdaniu z badania skonsolidowanego sprawozdania
        • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:11.83pt;"): finansowego, czy Grupa przestrzega obowiązujących regulacji ostrożnościowych określonych w odrębnych
        • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:23.33pt;"): przepisach, w szczególności czy Grupa ustaliła prawidłowo współczynniki kapitałowe. Dla potrzeb niniejszej
        • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:34.82pt;"): informacji za odrębne przepisy rozumiemy Rozporządzenie Parlamentu Europejskiego i Rady (UE) nr
        • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:46.32pt;"): 575/2013 z dnia 26 czerwca 2013 r. w sprawie wymogów ostrożnościowych dla instytucji kredytowych i firm
        • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:57.82pt;"): inwestycyjnych, zmieniające rozporządzenie (UE) nr 648/2012, z późn. zm. ("CRR"), Prawo bankowe oraz
        • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:69.32pt;"): ustawę z dnia 5 sierpnia 2015 r. o nadzorze makroostrożnościowym nad systemem finansowym i
        • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:80.82pt;"): zarządzaniu kryzysowym w systemie finansowym („Ustawa o nadzorze makroostrożnościowym”).
        • div (class="awdiv", style="top:620.3pt;")
        • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:0.33pt;"): Celem badania skonsolidowanego sprawozdania finansowego nie jest przedstawienie opinii o
        • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:11.83pt;"): przestrzeganiu obowiązujących regulacji ostrożnościowych określonych w odrębnych przepisach
      • div (class="awdiv", style="left:68.05pt; top:528.47pt;")
        • div (class="awdiv", style="top:7.5pt;")
        • div (class="awdiv", style="left:-0.05pt; top:-0.05pt; width:476.1pt; height:1.4pt; background-color:#a0a0a0; border:solid 0.1pt #a0a0a0;")
      • div (class="awdiv awpage", style="width:595.3pt; height:841.9pt;")
      • div (class="awdiv", style="left:68.05pt; top:792.4pt; clip:rect(0pt,527.25pt,22.15pt,-68.05pt);")
        • span (class="awspan awtext003", style="font-size:9.5pt; left:465.63pt; top:0.31pt;"): 14
      • div (class="awdiv", style="left:34.05pt; top:28.35pt;")
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", style="left:0pt; top:0pt; width:111.12pt; height:93.83pt;")
      • div (class="awdiv", style="left:68.05pt; top:122.15pt;")
        • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:0.33pt;"): wymienionych powyżej, w szczególności o prawidłowym ustaleniu współczynników kapitałowych i opinii
        • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:11.83pt;"): takiej nie formułujemy.
        • div (class="awdiv", style="top:29pt;")
        • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:0.33pt;"): W oparciu o wykonaną przez nas pracę informujemy, że nie stwierdziliśmy:
        • div (class="awdiv", style="top:46.5pt;")
        • div (style="left:0pt; top:0pt;")
        • span (class="awspan awtext001", style="font-size:10pt; color:#d04a02; left:0pt; top:0pt;"): ●
        • span (class="awspan awtext003", style="font-size:10pt; left:17.85pt; top:0.47pt;"): przypadków nieprzestrzegania przez Grupę w okresie od dnia 1 stycznia 2023 r. do 31 grudnia 2023 r.
        • span (class="awspan awtext003", style="font-size:10pt; left:17.85pt; top:11.97pt;"): obowiązujących regulacji ostrożnościowych, określonych w odrębnych przepisach wymienionych
        • span (class="awspan awtext003", style="font-size:10pt; left:17.85pt; top:23.47pt;"): powyżej;
        • div (class="awdiv", style="top:87.14pt;")
        • div (style="left:0pt; top:0pt;")
        • span (class="awspan awtext001", style="font-size:10pt; color:#d04a02; left:0pt; top:0pt;"): ●
        • span (class="awspan awtext003", style="font-size:10pt; left:17.85pt; top:0.47pt;"): nieprawidłowości w zakresie ustalenia przez Grupę na dzień 31 grudnia 2023 r. współczynników
        • span (class="awspan awtext003", style="font-size:10pt; left:17.85pt; top:11.97pt;"): kapitałowych zgodnie z odrębnymi przepisami wymienionymi powyżej,
        • div (class="awdiv", style="top:116.27pt;")
        • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:0.33pt;"): które miałyby istotny wpływ na skonsolidowane sprawozdanie finansowe.
        • div (class="awdiv", style="top:133.77pt;")
        • span (class="awspan awtext004", style="font-size:10pt; left:0pt; top:0.33pt;"): Oświadczenie na temat świadczenia usług niebędących badaniem sprawozdania finansowego
        • div (class="awdiv", style="top:151.27pt;")
        • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:0.33pt;"): Zgodnie z naszą najlepszą wiedzą i przekonaniem oświadczamy, że usługi niebędące badaniem
        • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:11.83pt;"): sprawozdań finansowych, które świadczyliśmy na rzecz Jednostki dominującej i
        • span (class="awspan awtext003", style="font-size:10pt; left:355.15pt; top:11.83pt;"): jej spółek zależnych
        • span (class="awspan awtext003", style="font-size:10pt; left:444.08pt; top:11.83pt;"): są
        • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:23.33pt;"): zgodne z prawem i przepisami obowiązującymi w Polsce oraz że nie świadczyliśmy usług niebędących
        • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:34.82pt;"): badaniem, które są zakazane na mocy art. 5 ust. 1 Rozporządzenia UE oraz art. 136 Ustawy o biegłych
        • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:46.32pt;"): rewidentach.
        • div (class="awdiv", style="top:214.77pt;")
        • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:0.33pt;"): Usługi niebędące badaniem sprawozdań finansowych, które świadczyliśmy na rzecz Jednostki dominującej
        • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:11.83pt;"): i
        • span (class="awspan awtext003", style="font-size:10pt; left:5pt; top:11.83pt;"): jednostek przez nią kontrolowanych
        • span (class="awspan awtext003", style="font-size:10pt; left:163.42pt; top:11.83pt;"): w badanym okresie zostały wymienione w nocie
        • span (class="awspan awtext003", style="font-size:10pt; left:381.3pt; top:11.83pt;"): 76
        • span (class="awspan awtext003", style="font-size:10pt; left:392.42pt; top:11.83pt;")
        • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:23.33pt;"): skonsolidowanego sprawozdania finansowego.
        • div (class="awdiv", style="top:255.26pt;")
        • span (class="awspan awtext004", style="font-size:10pt; left:0pt; top:0.33pt;"): Wybór firmy audytorskiej
        • div (class="awdiv", style="top:272.76pt;")
        • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:0.33pt;"): Zostaliśmy wybrani po raz pierwszy do badania rocznego skonsolidowanego sprawozdania finansowego
        • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:11.83pt;"): Grupy uchwałą Rady Nadzorczej Jednostki dominującej z dnia 3 grudnia 2018 r. oraz ponownie uchwałą z
        • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:23.33pt;"): dnia 23 września 2021 r. Skonsolidowane sprawozdanie finansowe Grupy badamy nieprzerwanie
        • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:34.82pt;"): począwszy od roku obrotowego zakończonego 31 grudnia 2020 r., to jest przez 4 kolejne lata.
        • div (class="awdiv", style="top:353.76pt;")
        • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:0.33pt;"): Kluczowym biegłym rewidentem odpowiedzialnym za badanie w imieniu PricewaterhouseCoopers Polska
        • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:11.83pt;"): spółka z ograniczoną odpowiedzialnością Audyt sp. k., spółki wpisanej na listę firm audytorskich pod
        • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:23.33pt;"): numerem 144, którego rezultatem jest niniejsze sprawozdanie niezależnego biegłego rewidenta, jest
        • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:34.82pt;"): Agnieszka Accordi
        • span (class="awspan awtext003", style="font-size:10pt; left:82.26pt; top:34.82pt;"): .
        • div (class="awdiv", style="top:405.75pt;")
        • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:0.33pt;")
        • div (class="awdiv", style="top:423.25pt;")
        • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:0.33pt;")
        • div (class="awdiv", style="top:440.75pt;")
        • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:0.33pt;")
        • div (class="awdiv", style="top:458.25pt;")
        • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:0.33pt;")
        • div (class="awdiv", style="top:475.75pt;")
        • div (style="left:0pt; top:0pt;")
        • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:0.33pt;"): Agnieszka Accordi
        • div (class="awdiv", style="top:493.25pt;")
        • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:0.33pt;"): Kluczowy Biegły Rewident
        • div (class="awdiv", style="top:510.75pt;")
        • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:0.33pt;"): Numer w rejestrze:
        • span (class="awspan awtext003", style="font-size:10pt; left:86.68pt; top:0.33pt;"): 11665
        • div (class="awdiv", style="top:528.25pt;")
        • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:0.33pt;")
        • div (class="awdiv", style="top:545.74pt;")
        • span (class="awspan awtext003", style="font-size:10pt; left:0pt; top:0.33pt;"): Warszawa,
        • span (class="awspan awtext003", style="font-size:10pt; left:52.23pt; top:0.33pt;"): 6 marca 2024 r.

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Management Reports 2026
Jan 8
Director's Dealing 2026
Jan 2
Director's Dealing 2026
Jan 2
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