Datawalk S.A. — Audit Report / Information 2024

Apr 3, 2025

• html (xml:lang="pl", xmlns="http://www.w3.org/1999/xhtml") Consolia XBRL Tools v2.11.7.5
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    • title: Oswiadczenia_Oceny_Rada_Nadzorcza_2024.xhtml
    • style (type="text/css"): // /* vim: set shiftwidth=2 tabstop=2 autoindent cindent expandtab filetype=css: / /! * Base CSS for pdf2htmlEX * Copyright 2012,2013 Lu Wang coolwanglu@gmail.com * https://github.com/coolwanglu/pdf2htmlEX/blob/master/share/LICENSE / / Part 1: Web Page Layout: Free to modify, except for a few of them which are required by pdf2htmlEX.js, see the comments / span[class='ff'] { z-index: 999; } div[class*='ff'] { z-index: 999; } a { z-index: 999; } a > span { z-index: 999; } #sidebar { /* Sidebar / position:absolute; top:0; left:0; bottom:0; width:250px; padding:0; margin:0px; overflow:auto; } #page-container { / PDF container / position:absolute; / required for calculating relative positions of pages in pdf2htmlEX.js / top:0; left:0px; margin:0; padding:0; border:0; / required for lazy page loading in pdf2htmlEX.js (page visibility test) / } @media screen { / for sidebar / #sidebar.opened + #page-container { left:250px; } #page-container { / bottom' and right' are required for lazy page loading in pdf2htmlEX.js (page visibility test) * alternatively you may set width and height / bottom:0; right:0; overflow:auto; } .loading-indicator { display:none; } .loading-indicator.active { display:block; position:absolute; width:64px; height:64px; top:50%; left:50%; margin-top:-32px; margin-left:-32px; } .loading-indicator img { position:absolute; top:0; left:0; bottom:0; right:0; } } @media print { @page { margin:0; } html { margin:0; } body { margin:0; -webkit-print-color-adjust:exact; / enable printing background images for WebKit / } #sidebar { display:none; } #page-container { width:auto; height:auto; overflow:visible; background-color:transparent; } .d { display:none; } } / Part 2: Page Elements: Modify with caution * The followings are base classes, some of which are meant to be override by PDF specific classes * So do not increase the specificity (e.g. ".classname" -> "#page-container .classname") / .pf { / page / position:relative; background-color:white; overflow: hidden; margin:0; border:0; / required by pdf2htmlEX.js for page visibility test / } .pc { / content of a page / position:absolute; border:0; padding:0; margin:0; top:0; left:0; width:100%; height:100%; overflow:hidden; display:block; / set transform-origin for scaling / transform-origin:0% 0%; -ms-transform-origin:0% 0%; -webkit-transform-origin:0% 0%; } .pc.opened { / used by pdf2htmlEX.js, to show/hide pages / display:block; } .bf { / images that occupies the whole page / position:absolute; border:0; margin:0; top:0; bottom:0; width:100%; height:100%; -ms-user-select:none; -moz-user-select:none; -webkit-user-select:none; user-select:none; } .bi { / images that cover only a part of the page / position:absolute; border:0; margin:0; -ms-user-select:none; -moz-user-select:none; -webkit-user-select:none; user-select:none; } @media print { .pf { margin:0; box-shadow:none; page-break-after:always; page-break-inside:avoid; } @-moz-document url-prefix() { / fix page truncation for FireFox / .pf { overflow:visible; border:1px solid #FFFFFF; } .pc {overflow:visible;} } } .c { / clip box / position:absolute; border:0; padding:0; margin:0; overflow:hidden; display:block; } .t { / text line / position:absolute; white-space:pre; font-size:1px; transform-origin:0% 100%; -ms-transform-origin:0% 100%; -webkit-transform-origin:0% 100%; unicode-bidi:bidi-override;/ For rtl languages, e.g. Hebrew, we don't want the default Unicode behaviour / -moz-font-feature-settings:"liga" 0;/ We don't want Firefox to recognize ligatures / } .t:after { / webkit #35443 / content: ''; } .t:before { / Workaround Blink(up to 41)/Webkit bug of word-spacing with leading spaces (chromium #404444 and pdf2htmlEX #412) / content: ''; display: inline-block; } .t span { / text blocks within a line / / Blink(up to 41)/Webkit have bug with negative word-spacing and inline-block (pdf2htmlEX #416), so keep normal span inline. / position:relative; unicode-bidi:bidi-override; / For rtl languages, e.g. Hebrew, we don't want the default Unicode behaviour / } ._ { / text shift / / Blink(up to 41)/Webkit have bug with inline element, continuous spaces and word-spacing. Workaround by inline-block. / display: inline-block; color: transparent; z-index: -1; } / selection background should not be opaque, for fallback mode / ::selection{ background: rgba(127,255,255,0.4); } ::-moz-selection{ background: rgba(127,255,255,0.4); } .pi { / info for Javascript / display:none; } .l { / annotation links / } / transparent color - WebKit / .d { / css drawing / position:absolute; transform-origin:0% 100%; -ms-transform-origin:0% 100%; -webkit-transform-origin:0% 100%; } / for the forms / .it { border: none; background-color: rgba(255, 255, 255, 0.0); } .ir:hover { cursor: pointer; } / Base CSS END */ //
    • style (type="text/css"): // /* vim: set shiftwidth=2 tabstop=2 autoindent cindent expandtab filetype=css: / /! * Fancy styles for pdf2htmlEX * Copyright 2012,2013 Lu Wang coolwanglu@gmail.com * https://github.com/coolwanglu/pdf2htmlEX/blob/master/share/LICENSE / @keyframes fadein { from { opacity:0;} to { opacity:1;} } @-webkit-keyframes fadein { from { opacity:0;} to { opacity:1;} } @keyframes swing { 0% { transform: rotate(0deg); } 10% { transform: rotate(0deg); } 90% { transform: rotate(720deg); } 100%{ transform: rotate(720deg); } } @-webkit-keyframes swing { 0% { -webkit-transform: rotate(0deg); } 10% { -webkit-transform: rotate(0deg); } 90% { -webkit-transform: rotate(720deg); } 100%{ -webkit-transform: rotate(720deg); } } @media screen { #sidebar { background-color:#2f3236; / modified from http://philbit.com/svgpatterns/#crossstripes / background-image:url("data:image/svg+xml;base64,PHN2ZyB4bWxucz0iaHR0cDovL3d3dy53My5vcmcvMjAwMC9zdmciIHdpZHRoPSI0IiBoZWlnaHQ9IjQiPgo8cmVjdCB3aWR0aD0iNCIgaGVpZ2h0PSI0IiBmaWxsPSIjNDAzYzNmIj48L3JlY3Q+CjxwYXRoIGQ9Ik0wIDBMNCA0Wk00IDBMMCA0WiIgc3Ryb2tlLXdpZHRoPSIxIiBzdHJva2U9IiMxZTI5MmQiPjwvcGF0aD4KPC9zdmc+"); } #outline { font-family:Georgia,Times,"Times New Roman",serif; font-size:13px; margin:2em 1em; } #outline ul { padding:0; } #outline li { list-style-type:none; margin:1em 0; } #outline li > ul { margin-left: 1em; } #outline a, #outline a:visited, #outline a:hover, #outline a:active { line-height:1.2; color:#e8e8e8; text-overflow:ellipsis; white-space:nowrap; text-decoration:none; display:block; overflow:hidden; outline:0; } #outline a:hover { color:rgb(0,204,255); } .pf { margin: 13px auto; box-shadow: 1px 1px 3px 1px #333; / Needed by IE to make box-shadow works * https://developer.mozilla.org/en-US/docs/Web/CSS/box-shadow / border-collapse: separate; } .pc.opened { / used by pdf2htmlEX.js, to show/hide pages / -webkit-animation: fadein 100ms; animation: fadein 100ms; } .loading-indicator.active { / * use 0.01s instead of 0s, * since YUI Compressor will change 0s to 0, * which is not recognized by Firefox / -webkit-animation: swing 1.5s ease-in-out 0.01s infinite alternate none; animation: swing 1.5s ease-in-out 0.01s infinite alternate none; } .checked { background: no-repeat url(data:image/png;base64,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); } } / Fancy CSS END / } .checked { background: no-repeat url(data:image/png;base64,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); } } / Fancy CSS END */ //
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A0u/8T3hF6aB+VEMs1LF3Xz55t6Zp29myxu/9T12HrQoytSzZrk2yrxiDvKLp+1I0YxtmzUyJrLZ21ks3a7YScc/4cV02U8kKo1DCiCj0Z+pcBbpx1sOIgnW1BEV2nrc62oXrauftps58+L3vi5Hbxm1c6Sq8ksit9TCkFgL+5cU0T2SVttgXZus5atm3gkqeu2SWm43aKkt4Oktb+X/8hFKHfAP1a/Yfcaby4ntyp3Wm9bgqKpMXIuOCU8KT4Ocnzg3PDc+PnJZdIS7TLg1eHl8TnJ28k3xJXajdZ68VHpIfs12Pvk3fFd7U/WomBx2VPyzBJgS+6GNoo8KUbYkiKLlfc8sqmBgUjxVYIvBg7AlCUYkcoG8sc6BfHZDscmW10lqPu/h43TU9NI5f2JByBZHYEgiPQxtJf3sP6nb50R66Xtgzs6ASwiATc0Yk60Cj2wfTb3p7zPyiXC9qBkY0jSnGAspJYWVGdDdqRxhEjHTtbWSGJs5e8vXnljhVnL357yzs33r/n2VWrnn3226smdZC3MY/PfH7ezkL/+4VC4ecvPPIi/kHh4b8fwVfhxX9btM6j2YOU+E5QulPR++5Y1Xt2aFV4RwSt6r0HtJxrOE1L+NXkPvKozD/PYwWJAuEUAesEv6ECMlSGR4SZ7OnuPwQShQKfuw4QWAoIzAQCo73uxhn5+DQC9JLQBcoCTQK7lsmuJeC04ApEiGt7cSu+A3nM2OlhEj50pXVqH2X9tmgeO3mGUdRBZSJ8yisdE0vNlP0byYmus94+/+E/1a/gbx6zquwnE96Yhxj/JRDibWEvxYOBX9yD9P7j7vMMDYYIjAcoEaFVPPRAKwB6RGgVD1XQSjLbK0MrASnIsredoVCGVoBWhFaB1kNzYI5+lf49/Vn9dV2Ywk0xvstzAUxkpIucJKgaJ9H+MYw3OD7EcTxnIKIbvMS9RF5CMiJ4s6sinqeHoDdUvptc8aIgqG5JWZPqd4Tq8SkAfwOGVbtxi2tIbkVlk7SmvFnaaBGGeM0INSFikzThCDuZnUOBw7vZOWSX2Y03bGdk/VdG1awfjjJUt9of29AN9tHWY61OPs8kcH79sBx/i73PsizaMefMnbMHGf0f7gjkje7+d1ytMc9VDM1zfElJK7tEO+05eowb0l0tr6+ZkdfdbF6vSNHl0Dz0ZzvOffODclT/NuNGpzFc6XAOJg/13U5+8B+vvdZVaMbzfsTtPjnpR4UthCcP9i3xaJ/J3HLhKVSKT7rBIHRoAFotBh0NEpZBHKwLbD3KoCBI3AC0XMwXEiAtvIMYFAQBHIBWi0GPs4Oguymw85Rg3oMwxbfBEIxTploaDqcC3eQlV7N4vjRlmBhJMco+ILABYEfGmFiu318PAiSQr+/bZ+/LUWnq1rJbiiD/xdmTEzeW3F3yUPDp4M/1d/U/JmUlGDPrEpzSIDRoe6mM5aiMtYNqOBAMvmFaITMYMi2jmzzpBtmDuOZmqutNyw3j4kO9aPH4bZcxNo65Dns8Z559nb3avs/m7TWSL18lX75KA/JVWh4D+RrDKGbHCH2Roy+yR4xtTAdexs3Iwg9S3hu1w9yF9+JRCDESHBCqG8u68QNAbtTi6D1K/yjFFUXo0Q6m8fs6DgMeOhz6pbr/8Hp5WE6gRIfABMAgWjupudL+dcIJtpRiKk6bm6g4pUZCsDxczlF5i8IhiUrb7Oyfhh+9+tauFzZcuKHm2e+Q9/penH77/T1YXnHv0V/14TX23ffse/x7O6a3Rcj/PF9YObdw7De/vH/HIUZfl1KZEhGeRgZa6pr7DMzTfyLzCmVa1r0NBPOKbiznOMIQM53MI9dRXktY8nLlL2g6nofnEa6NLq7Dq6koj5tFFEyjlk5n69SjvdPsY0zq2dSaaGvta807ec/coa/JbBMRcaJUOTKBWy7ldm0o9E4eae3hbv3HXfzxFzY8WAgUTnT/8QX8Of7lY4haLLMoL8SpHoiiStTAjd+DUr7RkQDil6BND5giFbBeD+1QRtcMqB3gmOypw8FGqQAuSQ2sJ2C91ueaoXBdBtXDjiy03umMdiqAf1ID6wlYr/X5CU4HS6cedmRjp5irS0fJ0mFMoEWDQTJ72LBAeako1JQGjFImycEEOrobLKCcxexfxmWW92AeADutGOcbx5x/FMdMLjCeuKqwzg4PwxXDYDyFT1k6p5tRlEhzvfn8gDX1IjyI6D+I6D3IYbCqLF/gFu/PtlHgpFvBNrLbsjPDwOtheNNT7+ffjN4L1xcfwP8yQdHSHMG1kYmRidmP9c8aBKUB34Juwav4FXKntky/3rgpeg+6G2/g18lrtdv1dca90Ted14KBCqoMdqTSCbZIp+vZYmg6SxduvDato9IY0uljbB6GB2HaFwulvlgoZWJBZb1UuvwVBSt7yZUoVzwo5x+UG5AdueWWm6ayg/pOlm0Rqxvf78ZHxEBYx0DjxkB3xpZvox5CN7nSDVfBzirYWQU7q5aHfYMiHXbDJLxx+C99iQJiBEyzowNSZcA8C+Q7AIlMkxUlCUiTjmWdqLP9Xyoj74OH4eYmKkoizPsoxeEQqqxAdEswFBkQOFxokPTBi5de/fErPZ8vuWb9vYVj771XOHb/ZeuWXHXHXVdceefoiRtnrX3mhVtXP80lax9ZvPn9g5uveLh2yL47X+5HGPfc9zN8/lW33zbv8vW3n+yfunH6U2tufe4ZhHzfgvF2Kaojm/dQs/pTt5IhJBzzWoaoamgrPV4H1JUPMHPEBuuHrZcwKAzcWQ1tpeeSgCosH2DviO07Ll2ndrCbRYBLxQH95zGAVkaVQsahKuEYUDjTDWCaxJh9WMNIPOYAjTtgJjoxZ0hOqyllruh0kzPNEJqBMWa9a9iOOBszvVRRGhKg+/blOkYwxdA7AnqQkj/jR3v/O/vtD37BuJB87SFOaVq3DlStA2z9b+56+r2+dqv6wTdym0YnpkTcyosjF1ZewV0duSZxZeVNiVtKNyTuKf1e5NnEy4nPIx+nj6WDZ0Z+GHkhwo2uXSCSaqalKyl3xcrTYrqmdLo5j6nkFLslfnsG08Tkqi72EGU+l5X5DFTG3HiG57K9OI+04m6NoZnt1vzdWjce5Tqnq+eNQzDbGkW7MkAOGeCkDHBSZrkzwEmO6xBnY+40TqLKuchFRR4aUM69Rf5BHdSBbv+GKh7QxmNIc1O1iSsr6BJRBgo44PpkMbBJGPhn6QuRVZfOumXGSDzypWt2n8TSa/f13nzT/zz+/Pvk1z9accOOZ1fdsgXPsm+6dsrqPyzVYxcswfIfDmL7e4U/F74ofFLY+ZNXuKbv79732IatWz0+2UOV9jo+C/GfUW6aF5AoKURs5blWLPLUm6fGFiLMq9kiFyMOnUz39toQZ8iDeAhSp56j3z3Usefa9+8/+TR18El/H0JCO/UvJGSSEmbwfQl9QY3wk11FY9PbIvgAz6Rf9JQfIfKeN1E86LjHabLIWp5pIlgnwImYrZ8FPKgCf0bAmYN9Gng0qgrXgVYx4foASwBj07LB2v+iqwh8CfxI2HXbQVmB4hGgrbcb7Cvlq5T59p3cRvt14TWxxz5ia7LQji8gM+yrtG32P/R/GP8wFV7nDd7kNFUReF43TFmUJJ3CsqhLGCH2xhZ4h2lJD9FdhOPYtjDbxqV5PUTPUkoFQS4VObGbLHUVJOufuQQTshdrVAxqbkBPo4USd94M/i3+IM9t5DHfjbGrzdB7pIM6t1HHOlu3LektiayW1khE+g/r3d97vRmnX/ofoz2aiNu9vSjW1probTvcyuJKveuFYbkctSjXD4vBEjqdujjr7X37zH371gvekpL45G3arMnbSmdeNKeLtzhZ2tt/hBq0XzLKb8fLOjv+rcagn0rciCu5ci5YzmWrRYkjjb8hcz74cd/3t7yH/+fR8RWpRmHv8fH45cJYchF+aM+37r2H0e4PKX1dROnLQiU47gbSZfgcOVVSSjHj2KUWkqPd/YVvRD6OuRU6i3xk0wouc8EGSjMLR1EhNhSDLazLq6HLE2UlNkgBGzS3DXLBToOfny46+cdAdgJQdPCPd0GPdvf/bxe4+EXNT6GO0jPmxgZc+I7WPvAfvdWi9qVmLfsObzjnRnckl5RkURZkXubFeCwRI6Km6qqhcmI4EooEI5yY5KLlOGDSJianynFEdcpRjkUB6uhnLe5odMpHRCPRSCAcIiapzJSPGNkyhurobHW2svyH+KsfX/Tt9hXLp910//47Cttx/v4fDR839eGrp71QeFPYGy6ZclnhrX1PFwrPXjrihZHDx3321Mf/W1dK352qWf4OinsFPe6eKQqlsnyfhCUJcTzDP5Klx9IkrRGS0HiFeAwHPqPKkK/8/+KPKWECzAvYK/hoPOKjUWVopF5BzkfkVMAkdQ86ph72fAMme1tthkiKgnA5fJ/hPjj5EdnWN0PY+0Jh9At9VzCf5Zr+T4Q9wtsog6e5iWQoGSbzq/ElchAHuKoqVB6Ikgyib8XEf5g9B8ZitNTkqKWnYJytzlT5dFbl01kVozObvWpVmuMoJqrnQ0ThMLwpyJhiaOF9oBSQMY3s2mTZmmpcXQIoKwGUlQDKSrJpFVNpxUImYA+o8ezlFxdR0DGVUc5Uu+NYERc2IIOy6oCrnKMIoev0n3Ew85godY3lK5OpRCqe4kQ9a2fC2bKsnOGzlZmYUVKOIlawnB4cCqYlulYhZMpxSqNkFnJoU6qUl6MqjjYIrD6q81vt1gGGZoSHOnBzxhH5yooqqtECVY0j+EhUGkYqK0wsUX0W4KlCa3G4KeSa+woHNv+hsKlrJ57xx00YP5DdWn7Z7uvuePVb5aPWY3L/t4+MIW3P475Dy5bvwZf84V28vOvK7u82LF0zdebt0+/ctK/w5ZpLW7DD+vIV2qyldMnhCjdOAI0ctESCyIVUVBVfQT9RivrK88GIwFDLQUt3n+hiAN19wgX0M5ImLDa3c9SZEKPb2djkLYc2eMuaWm9ZmfGWJaXeMpbwYnp1ht2UFjYKWwVKEFTu34c2o22Ir6eu/gx0EB1BQiBNN25EnOBFohgnxIoc8lefQ/7mcwgjL1AawCGP8++2D5Iq58yds2MN1Qwd7Z3LWvsGJC8LUVFBfUrsNjqNziuvMtEKsaGHqDw9j+JOI0G3lKtoycvK6Gq1WRypTlAv5NZxv+eklep73HtU+DB6BVFZI2zg7xae4z+XBZXHzfy7PIsiH3KVQHkTl2ZNd/+HO/V8gG3dSdfl4pJnyxJY9uwMRNj2D90z4/SemcyZshKPnylSS0RVZFXgeD4tqCFBoGtyWhKplhRVFQmEx7RXZSSrHNEw4rvJaNdqEPBmYZvQIxwSeGGSzLZpDRJOU623TeKkbrLOLdWAIjRgLw36V0v/HwX6cV8SfeFLIv2MZ5gizZ0S4X3URGJmEuOIVop02rAv5UKmTU2mTQWqTll0UJLtVrmV6s4Y1Z1Jqjv3IL7/D6PaPSeBrRzZqTsMiUeoXeQ0ibbpNMm2aTcpDFJtSlXIu3X7qa5lkURHqaDIHBLP8+xbkcxTsvpwd4SCkbzIcK0F8nJFKM+7oTzD/a4MBcP5QUq5nV0Ydy7ryCGmvRmx4HIFl2PJeehV8gcs9T1Kbu1HfceOCHv7asnv+35y8hHy8ecFntHSIwiJFqUlm4u6ulynURwTaP3wn0xJGIS8bBoOSEBK2xQQWCqlhkF6gO0WLJ1TECayoplIVoiqiayXNJv1DLXmj+9mR2k2YjHeYv996fffya7TUjosGNHW02MfONDjBKL0XT2UIT/FUyYBO4nQctDy0ArQyqzXKxlEQDFRqckktnnKNlShlXzTUWZ6v4xBWQHraTXQZEEj6BzCpoZkGRMISbOrAQAXeYlcgALIJhe4RlEDir4VAZdFLLSRO1p/FKwFSlrey3QM4m2PJpLuakQsOUSSMr9SX6f/iqJSn6hPtLhaPmMMMedwF/MrjRvM9YasEUHOGyPN6WQyN1Zy5anG2ab6CHmUe0h6SH6Ge1oSA8QyzQaBUD4kMnVMGwSZgrJ+nnUedqkxKssKtbsNwzRt1k/zA2sCJLCXPIMMPHyHkJa78XA3oisqGOeeKa6mXX21hrW99IVNrNGjSDddWBj57hpIOnDIUdpaamO7m1zwYlqYL6wRqJwkz+x0zqCCL87yoB2tsT5mS4EVS9cSg1YPd1CrliLKHvSXoLYu48f1t4BxSxfDG9ApI/anSO8/Qan0XerIvAs27ORtOt1XA0xq9H+53VTZ1mJk/53d5XlzSDlE93e35M0RLQDuGkq3FiP4uXZqBVNWYk4gYvxEjbXoyBZc7lQ6uBI7j+AqfHFDJN6M52HhpcIFWwtzhL0nvrj/3Bnf504eH8//+kQzf+hE2ovjP0ZldRmzv/DLu71QPSW2T3dBPF+DfFQw3CTH9AiE7FgQg0Iy9S3Skkzlp0wkjpMVnhBFknkOFB5Tlb4Bw7a4CmxKi6LgayCBcQCoJsFjTmrhulngkI60htPaDG2+tlRbowmaPGDw6WDwQZLMoA/1f7P8+KLl900DWj1jkKrLdeRaoZupDwMqzrN8gC0CLHxFPRUe+tiXqFz/oRepIJXTtEEgNZn1QnuxS3bH5+l79+wen5fdER44Ii9RMUqY6IxTcIQHsq2VALpaZV4yQ/QbZOtHdwcpWOKBJRQMM/DL7QNyFQ9iT48IGjGVq7T3H/slR/b+8mSBdvlafjXt7jUn1lAfZwvt5xdoP8dQBdVk5QHNxIGRqYvKrpCvKeMVSB3K0ErQUsOzB1SV4QVGqBT1Ac0HAt39f9oZSDTR5ZGdFdVNDlsvqW6yi0uruKT7/7CzJOvtp8fbxSXb706kQMaclJqUnqXNTV2TWqbcYN5o3aHeaT1sPGt1W5+an1g2lYxpxwo5juVYuhJIkvJERBUDjm3oQkxRItFEvDTKnrjom1H7mnV7NIrKK8CNiMUsy5RLfft6cCj1GCVPFkrNmo+JfmZf9AlJZCZIE3tZUWRoETvSVUur1lRxVRUxMiiACro/9n/1RsR/S5OVzAb4pjdSNMjjh2NFz47JnaJrQs0EupKvD7DcbTS/3vQyNyyJe5prjIoGnavKrpW37NFOYDQjHtwJksekNJiI5x1KpQH6Nd1U3qZa3a4oo98BsmtnTiALxooS9QSj1NceRqqzORzH5SPAF6ws30Lu3vfmTW+8PbVm9hTUf/TV2ddeOLR88n/jLXc8NO3hJwoNwt7pv7rxsXdLMlXTri904uG3bxilSX3Xc40tN064ah3IpLn9n/B/oX5UA/nFHlRdjLNl/YBbBmI7ELGG2Goc2gS0hh811X1A84GUD0Dxx5mn0o8EWgzt5dzl/HJuBc9nqpu5fOocbqI0pWRc2diq8dWzuHZpbsmFNXcFzUpGPqyXq3wg4wNZH6j2gUogAO9gD8j4QNYHqhkZjmdQjZGtIlVcdWak1VQ5NjOu/qL0BZWzM1dri40l5hWhhbEbtZuMm6xb7OurlmfWcXdrdxl3W/fad1TdlnnAeMh6KFxaNEGGlmcDyWxCydbiLEK1iQA/YngWLaSSwBh6Y/KuJElmIsbQ0uoMzggRgZnhXlCqdKhSWhrhwN3LUQ+vw3P22KIDM/ugvtf7S7pDM1WmoQnlqZLSpCyJPEdEnKmqoNuoH58cmnAZsd+XwIneCBoKXi/Iehun8Qw8Hy/FG7GIu/E21xzKbsluTZ94kuKHYhWfS5WBhIeSRbW4lkWZTZOwHNZRt4xdszYxotwLvAM/lkOklWIAZwNM5bCDAz4jBgYiZYHzGb/Ghxf9X+rwUxLvtRmPTYMyk6leRBaQYVP/5zBrjjIsUE5jASxMQSr5ESun8D948AqwXbCllDSOKMZKqqpZYmMMZkUp1IvFEJKNRvgoYysWta3Kzn3RmPerW657btaMuWcUrp656Mpvf/HdJ75aJ+y1Xnh225b8KPzenDU3rTvxg18W/vEo/r197b0Xnr187LgrK6OX5lqeWHjdzxYsenOtec931l48vbFxSc0Zu1Ze/9byFZ95+n5L/ydCBdUDIay7ataaw8+RX5f5COudCFWqTfwZ8nh+krzSekr41JJ0RJxu8tIOUQn5sjPk9woFju1mci+UJb5eJwN6ndjFeMQhdxhYuh3pCE5HZkTI/MjSyJoIFzFAgBrQYQYIUANiE77RoaaLJReeIFX9/lMHBKnKF+1dT5CqA4JU7Qgz5X5KkHr+1FS7o6MTJOlUPz8FNXc51IEbnRDxIgxUjXppJYef/+qCwol3/rNwfOmrE1645d3dwt6T2z8onHziO9j4jJt+cscruy57FYcArwrVr+NZDQzudYPCEAgfg0jhoZV99Mme6wcW6VE/y+8hFNwCCCJwgBRiFon/c5B7MsupQCJIhbwec1Q8OYirWEugVRPFi3/sgkTEVRC0gLZYyhYQMJIhuEZ9X0UWMBHqP9hvf7DfaWykfk0b5MGTblW9gOtQDZdR6/UGfb5+l3yXslHv0Y/oWlqfoROeaDIpJqEUrFMvhF6yrQ0Cu/RsVVHSshCSZQFhnCZCiBBBobf6LK1Ss36hjBcSGQIUNfkZMl4jb5TpOsauQdya/DyC7yObCCFsi5MWZgikgRrrG6k7fkQQqMF+505t/jOewd7JipnYN2b3snR+ayLeG2trZSZ5Md7Mws2eQR6iRvcOZFFK+Z8dSgCzBfVqqMPkZSWZbV5DDxsJtjnq7xnV3g71ZR2o41+kKhlvl+NGz/puxOSsvl/9Ft8yrKxiKN7wWt+r1AL7/ZqlN9zA1xbjInGEpJXMBiOrWCax4DkkXnDJ9OmCWkV9xR3cwA4oVWTSrhZICvIWnHqKSHgQfhy0RC+edhTIxvLpx/LlKtWN73RpXk3NOy4407Uo69QGsrE8GunkAyNjE9EEZ2JgQmwOutCZE7gwZj8iP2IVO9tttHEings3CU36WGGsPjl8vnC+fnF4gbBAXxJeIazQbw5bQpi5pgEZyRYBWmtrA8qKghZhBFLK8dQBFCVKICp9XcUwLUsPBQOBcCQai4W7+1t3CiiWZks94LCle1FYVtJIIIR6ASGMUUyQ5dJwLBQOxwK6opSGAxQMOLplpW0nZNtOQNHlWFiwHJsKMvpIAhezLUtRZJnQZ4oFAo6D5EQ0mrDPUvBMlEY6bcP06yIBz9ydTmOM4/FufM92zyzrSMSn9lF/sC8R74tNG7dw7McDtpjvDTIzjGU2/C/1G6YO9g1PX1ACWm/a+/bRpnWfDw1uKEFalCAdRrcBlSV5PSrN0I11p6i06G+adMtO3RXcUR7hLutAA67CqQ8l2aBHssEAXQQbqdPIsiUY/7Bw8y8PViVGqTj6+W+nV6aGfvzzwrUvFX5dLUVDhdep9Gt7+MG/VHEf9iUKf/3HPV3cT6h70bEhvXDCiSdYHmVS/6d8ih+DalALecYdohhKXdxI1NUadXV5Y2S4JTm6bmJdh9FRt9hYVDe/4W5jXe33It9PPGuEazzjTGSW0KdeAexT8edqdsdfqtkXf6vmt+EPauSxEcxqIVgJjTg7EDiVQmtmSmY6g8qiZbHckLqmPJ8fMpE/d8gFcnvuCnlRbqW+Xn9d/8r4Kue0NJmYt+urmqIjykOxebXX1ZLaVL3ZZt5nbjL7TWGTudX8u8mZA0lCUy/Wcn/uV3cfdcttW6Q7mKoxRZZ0N7OMw0zwn00zxUW7yXOuEQM1EHswlEpJaODR0bhqdUSK02ovtS8dHJ/40lcLJ10T5LsIbkOmvIpp16K5+VdPu1bxTP9VsUQAK52p8nQJuG3/5Wrs6arguaq8FCkDyMWuWe2irJ1NZxuyW7NCnjlMzDKiZui7PsCKaKitPTwPXnZpZVNDvidPNudxnpX/ukvYpaOQRo1mYhX1YGfVg8CpB0FUX/WK+JZIysQ2kYgh0IIhr1QT0qQmeFdQ4iPGwK2C0h8RolOiCS4WZCXE4aMGXHOmvjs9SyyXow56DoqBewd0O+S+ch99xPT54Vxbb1/usAOO0cC5nZ4RmwcDlplrYKexYCTqzDCbK8ssspaR7K+5qdqrZRtDwESLlOBQJFqZ5UTJJF7ynB7EtS7Ys3jryxOWn9u85P0rceO4O1ffWLItdu2Bu+58boatRCteTkUv23fd3BHXLLrq8WzJbbPH//iOaWunhUwjUZVRrx16ZntnrPOeye6lk4bdcOTEHWeOwh/UpOyaqfXnzr94+pnf8nLq6yg/sdiMjUrw6+7NWNCtKqFZGCcIbWXbykhZWUWqMXV2amnZxjJxdLA10pqYEpmS6JA7jDlWR+SSxGL5auMq69rItYmesvf096Pvx/8U/Gv0r/E/lxwq6y+Lp4V6qz7UILRZrjDFmiFcIbxf8k/+uK3bYZMXCUqmqExQwylTi/m+V8zXITFmq2SAvKsOaNjWXG2+tkbjvUyoBjyjxYqh1WN+3OAIEKnml71rrDSW9Tbb4s5iva+twA6B0nAgGKcRBYA9eOAI3gvpgK/c6Gk7ziuszhDSg6lDsRlvw0cwX4bb8HTMYWZ1Mc7BjKtKGI1jID4M1ikOMOLDQHyYvSKjbjg0wh4PxyBJF2K3w/HSCS2nWZSMsJZ5GTLYRn0HiBkNoldGkPTfyYNFRY1MegbqLK+kFiarSSdhG1VWVHPU+j9VxDT06a5l2y/b2ukWvvjpy0tI0+z7Vz7/o+tXPi/s7fvnfdPve2N54e+Fd3+AH3pl9j37f33gtf3MrpjR/ynXS+VuAv9jD4r2H3ErICgKGFSgtaC1PZzKg2zBJnO1hS0Ns+TRUsQhPpDSpFiK17AZlmSGMAkQJkEVDxs9QVtgrf3vvOb5Rfs6RrAvMxknKDouS50TPCc6KzgrOj84P/p98n3ue8aT9pMJXTbi6mKyiFssXK8vNdYYT+m7lN3qLl2P6Ov0PxPOrJhnXWettjgLM+mZbYCM1nz6WBvRZnQIHaE2tmVp6NQzpuij+wRpMYIEWrGqTBkkc0USauiP+nL1b+5aoKUqLVdGrQeq210zRy1kF2xoF6zlkRALcIEiXCCHc4EIEkAEE1NhILcwkF4YJF646i0Jl0ltEpFMdpqkstMk0E+SN44EjpaGJ5v2DQQcPQI5JeI6lk2eVTkZFDpmCp3uXXaUVQAt8xOvTr7e7jhM/8HdpKTkG6Q4yiQYcprYQIfIgEvJaIpr3V7y95+8X/jfZZ/d9cJ/lW2Nr77ozueevH3xd/Ad0RffwiVYfR6TtVu3JJdc/fO33331VipzxlNaOkhljkNlzivuKpXwRsZoMsYaQnOoOXUhOV89LzQrdSVZICxULg/NT/WUvSP8LvhB/KPgR6G/R/8S/whkS6SsLJdgAmlygkknaRh1ToZFRpNmYzIZZ4wPTUxdqF5gXGl8JH4SOY6PmjYOU5/HtqjM0SQHUaHDnSZ0vnwRhE4j688vXoRezDiWf8DpRFANRJCx7QMOth3Xme+scahcYpTrSScnwESCAwqZySlHZHTugLRywIFl/eiYrB8dP5ni+EkTBrjzgZFWBLxBB171O1BDoEoCt8sbO/SK9JZ0UOqXeEYf0yVOKgX+Ac0nlXp8BTQDpoSUAJqJlzbNGCRpWDQB3NUB4QIbWyFMQSVO6+GiJ8u+p0QNyxCUN4uVFSza4FEGy7sNLp4ctXDf6t9dv/id2+Y/VL+zL/389St/9MzNN2xZ98MNJ57YhLm7Z55FzOPjSeDNN3722vtv7vN00mSqk0qprAlT+vihGy1DqTCZzXUIHcpsbSG3RLhOWajJYW/kGyDrsHseg0pSrK0OvCccDx1L8MMDo+PDU2cFpibOSs0MzI2fl7o0cE3i0tQN4g3hY+RYzEYRbBnR6IwICxdwkZS10d5sE9vmkylVQnvJc4xPfNne40Jn2ZSlHwxSwRBlquYbQ5XAtIm6BrWRIJBg+IM4DGbcMdwb7FJKdV3TNgMbiTKWUc5km9jyRWYKleGyCNMOc6Eas9ETp8WqHqAEu0pyq+qa/N72+N6TAelBPZ+CnvekRQr6PAL9T3v+dB3TkYP472G6jVLBsc7BoQuWji8WBrb2dbYWi+iKY3cg3+oLBhs1jkBOSCqHqAYuz4KBw12yd8jf9nxW+DsO/dfvsIlPfqruuOPyDX3vk5n6qAvuWvUsviD6RBcuo1pUxzWFDwtf2emte6/CD64756qnvFhSkBLEGuFtFMW1bmlIwVa8Pt4Qd+NL49/XHzOeNeSEUWNsi/fE+ThDrJsoayqRDU63UioOk1woyHMiUjeFcKg/CFgMunwUgCigM6p7hiaPOPIAhszPzuGjmiADlEuVNW1EOO4yDo67BuVgFILIew2E3SsYT6Mhxcj7F8XIe6gYef8cVD2kemEAFbX2XwTb/IlY/GW8F5WjY1hFsVzu2GCmY5H4o9THA87rzfV2sPqgVlZm1Zt3vEqYkO2IiiTK1Pq1lUASOaKVxNQFq1u7FucoTy5rdCqbG5ubWlgAMCqxjijBbNDNjk2bgonbVk6Zmxw14ryxb73FfW9D55Km8RcGfqCOn3/ZhpNXUN47uzCT+5zyXimqw79w52uaEBqiZUJTtHEhUSmJlwzRsqEhlXltZGiSNj50gTRHu0o7rv4zbA6rHFI9pnJM9ZTqjUM2D5FGlo+sbRsyXhtfPq72/PLzaxdJl5dfXjt/yJoh71d/Wv63yr9XO9GIGO4m27tqUkEJ1LGdRg2gjNegHnQAUX+G3OLaQiplqeMqUroaCTdmGlWf3QAo1mh+6VZDYCoTix2IYjvqRudH10T5IbRLyOwhIJGjIJGjAxI5ChI5GoF9EPaCdE4AvA9fIke9tDwAx31uP+5eBZSzwsIZVFEGxFQGxFQGxFRW9Yr1lnXQ6rf4MqvNmk6tDW+0KMhrC7jUSjBasSpg6EKK3dkbD2SBfLbiuSErypmIzk07xaidxVCxPVhKg5gGBj7GRtkcLtbyHvaijp1UjZfhSNTzKKpFqNdlkjra3OhAJDg7uNb9iq3aiHNW3HJnzMQrt/3xyLW/ufflm55a+MfN/+/zR5+6ZdUzL9x0wzNzEjMzIxZc1LLtHtz6wSMYb3hkzcnFX751w4+5ut/0vPLmz1/7uce36xHiPoUY8IN7UIQyVTjKKkMOueCAZfhmbhy31+BhUzgab4rKju6EOAEjKyVIIU3Vfc2r+x3OsoNuHUSXMorbOLKpX8E9Co6A2o24UBhZA22Ida3CPFkHSiTBplcS7DgFkvQw+jXEuhri/hqM6lCLw2SP7YYiiWkQsK5tGtm0LXIkQpZGNke2RfojfISEoLND0Kkh6P5QxssZ2/SpjtC3R2lKv4cQD0U4xVzdcTcK8sJzMGT2MAOZ4+OeN4AICAgCzse08IQZscHmW2euWIFJoaOnk0CxjrvV8wRYdAgkhSmaUsYU9SQ2ZCojEIvTrEU5Nu6ysegg4LBT6bDONym0vuvbPSt/Mrnr+iUz7m2l3sAXD3Q8+VjfPLJl/c2zvnNL30tUPtxJO7eV1awhCT/txol6KkxYLGVWi1VrJ/2gw0l/4J0H8OAnQVzRG7wHrQitBC09uc83qPv8ous+v+i6zxvkQMBd46AVoZWgxR7Lnu2X1BTvzAC482jI8Yxk6J+ubFQ2K9uUHuWgckSRkFKmLFXWKJuKmw4p/YpaplArXuIJp4gsye4Ohbt+GyNREHlVlDIC4jfxm/ltfA9/iBd7+CM8QXyaP0DXeN5z+Ai7c7H7eeh+XmX350FV8L6q4JknyboenlNlpMBPk79OBMtaYfgm7eoc9iOAjNWXDc4Inf6Bknfa33d2dXXxf3nrrRNhPnvifbC1+h8vzMSjoT8D+Ax3mRfq9XIDupc2Mb0I1amwr+cU69Aa3nbPQYZWh9aAlhcywhl8o7BOEKKyIEg8T3ghiLChES6k846gSYDUrI9UTZRSjrWRautolEpCI6OqGzVcprVp0zWOFVC5LQyJxYIqcLA1iO5opeD16wyPmgz+PshTLR4MvVA+4euSlPnUrdNsFl3tRG1TmQudg1LTAZQ6jY3rbdkrbDZl28rKtprEiiklkcdGX0t9MxzjFhClLLnDRiau6ypcVTGyrGVkV+NZD0/kP/vNb766+VFz4gP83BOb901d4MlJyk/cl1DH+Npuzk/GnMrV+BzzhTvcG8cDvOKNbS7CYNaJF4gXKZxl/EM4JnKKzmhO9GsoVB9QfIArjscTZ8/mvqWSgJgOQrHjkZ2B6iaFGbZ0GRBgQzlscG+nW0SeF3ixRZlA+1Ucqs5Rv8Vdr77P/VmUnhJxpZiVMnJeHKW0GdONdr5dnCO1K7fwNwqPKq+Jv+XfFQ+Ln0n/K34lhwOqKnAcT1jRpCLTFUWWM16pJMfzGa98UqUMx7N0Dy+wAL6mIZXvxparCDyEZStktjYuDV4xxPOkxEZqUhcrJYH+NG+0cAZ5ZO2RqUfEJIMxte3a0HQq1CjjucNBOANhIa9cFXiUxYaoMAZXG4HPj+K68d/lE64YTFJAUUWTjSV2O4+xxC51rgdi99RviuZZvoj3SypZbaVESUxu5aAtZj6MyQouU27niBIzWNUPdcK9MdmuqgwpyStySUkrq4ncUcJKI9/ZkYbF9vLiyGso2upEUFe5B4n9PTvKoTpoR4QtPtxhQ0ElXcCaDovtml/0xdx9dqvABzyWQxF6t1CoFRpWrrIjxk7+6/akdzjuaPeinKfS0ahYetmo4EosUYGDn/ussBi/8mFhy2ph78mX8bbCyr4FpOymApvX4zbKAC1Q/zzVNQZrktO0R7HmeZCuOE0/eMNdB2uD0zSAl80UQN5DjXPLKK/WuanZWzYM95YVXi20m6GGiiWUCZuEgwI/nTZHBK5MWCqsEfoFnmp2lXCesmdXAqUfprb2JoR70BFKSoM0/5enNH/JIM3vkZXnJchFF8GT+xTo98t1igoATeNPVwBMA7BwdLE+Gta+/mFdcFtXsVTas8XELLXpK8mf9qBgUajYvnQJ+IDjAyU+AlM+kPSBhA+U+AOjUj6Q9IGED+h+QtrwAdMHLB8I+la87QMBH3B8IOibgrYPBHzA8QHDH5Io+wAVW39wp2pGU4Y/zB9W/jv6UVr4nXAsTaJyulKJJdMKx1WWpsQwM78lLFYm4rZ6IIM3ZjZnSIbqHzOz0cEOD4GcGARxIDcCgZwQDDgsziVAIQLhHFA/DmRFHL/8elBQB3e4pTF5UEkXkGssszGJk3CD5MANknCDJAsoOuwGSbAUkxD3SzJxBSZrUme3SvoJmCS7Qw0ijZVw+UoQd5Ug7ioz+ADCLMhJyhATehwIvZJvCD3QpihStEtP+j7sUTcEBqpHlKYnB6sy3fiGnV/Xrl7MGlySQZFsKI4YHNjug9xm5zKv5LyNyU+714kOHvJh6qFgNqQ7SRwwwr756sce/p2xw+aXYI5vJAoDe5l160UrB9u5W0Y8tXjlw2XffuOHz+2snDtm6Xe75iyYsnY0n31w2rzL5uzduruvmvzg6nmjH3yy72Gy44YbZnzv/r73BvyajykvRfB2NyhwYpA8Y3fbf+Y+CR7hjgVFnunKCkp0N9r4EftA7FCsP8an5ZAZigSoX4PFiKEapm76ZGv6PGcW64woVBUDXyYGfo0GHo0GHo024NFoIEq0CjiiOLaQGjvg0WhsnAiQh6YWMyDHXNBfGjhNGqb/2rQYE11DmHcTOxIjS2ObY9tiPTE+xpHGcAQoJwJUFAH6iWS8OmfHKY4s+JdOjfo1p8YZ5NTwRQnX4wa+7iRNi8J41IGP5+YcBUfntB05b8AqTCFFaab3lKcTER1FlVVJ5UQ764hmEltqoEgybHxPJ1OkjDRGegm3wXSx/vHrP5i/ZYatdtUtOXf503z24a3jlk4dcUvfcrLu2mvOeuDNvpe9uOTY/k/5atr3BorjV3az0dkik02fAnuzmQjchQyKw46ApMb1CeK58gViu3yluEiWm+zRgdGR5tg4e3JgcmRcbK4wVznP7gh0RM6LXSNcoyywrwlcE1kQ+xYOK6JgXMydL5yvXqxfzS0UFqpX62o0xUsOFVaDq6OO+vVSX7pBcEqrkhDtSALxSAOT+kgQeS7mVvwkGQBgPvpTF0heUBOAHtesyjQ1SBhJtpRmw1EonUGFnDT8IJVY7IhrWMiSwiYQjOckmJ7DUIV0kwXJAiBcILWDUkAfEJQsyhCQmGxKK9q69HZMOBEE4cziRE0wJhYNT7CwZXGKpsG0YHfmOqix1XE6hfizNrEINbNnlFnCLOUy4TKFZ0YLOypot3hziED8cnAQZOyTd/3ijzhy81/uOVjo3bNj/bodO+9Yv4MEcfV3Vhb+u2//X27Fpdh489dv/uYXv34D6GJ9YRFfTukigErxQ+4K3R5qn2lPtvm29LY0KUvX6pUlI8IjSs4uWZremJZHR0cnJ0UnJdvli/W50bnJxfISfZF9TXRJsif9duiD2AeJt0sPhw6XHkr3pyOVfM7OhZv50fZ4fpJ9kf2R9peSgq05JhdJsdSpGEmZGjLjPknEfZKIF4dzUKjqgIpt1VXnq2tUPg2EkXaLVW4fuxoUvsX8qjffYxgY5+GlUVVG3c1QAbcCBxtJYzEt4SUkvOREBqF/nR/106L2oLSofVpa9NjX06JQdEHFPqRFyya0xPBpedGBtGju6OFvZkQhJerkBydEg0WtwAogYaB6tcMN6vP1T45+4Ko7Dyy+/uDNF903zHlq5Q0/fnrF8u2FRcJP7545c0P/I08UTtwzZXTfCe7J/ft+/btfv/F7pgvuoJ3/Gu13B33oTq0PYpvHlXwTfw4/i7+CX8GLiiMrsmIEHcVAnIw16DCkKjUbZSxXpIM4SCpOm6rMm7zs38eSBizKL11nkNgVga1O09ZeOEkc5LVMC0zY96/CSYftjqPL2ChUhrK8PyEUsl9fb8Iok45lbFiuhz0vmCxRmXnH42MWtV18yZizzz7jklApn93See7op6sntM1f1vcO6Mm2/k+57RQ3DRzVk17A3TN64tDW+HRa7QNZH8j4QJUPVPpAhQ+U+0CavexqiAxVhCpGK5OUsVUXVCysWKV8R7m96qngj4e8yhlKNBGLNkwe8m5USJLZhNgjsBqbK89V5qpztbn6XGOxvFhZrC7WFuuLja5sV7XFSmirakdWXaS2awuyC2pWVK6oWlP1H+pj+gM1Dw95sOFJ9Vn9ieona3Zmf5GN1PgWZ4UPVPpAlQ8U31f0X0H0X0r0X1NkJvWHbqA0f5FcndFVPpHOhnltWEmChcYr4kMguRhvi0+Pz4tvjb8VF614Wfy6+ME4Xxa/L07iP6U0EKYUCVkrN8QOt9lgJxsfoF40tjGMCt4ZijRBNosNycN42NySq0tISSos8V59D8SqPvbjUR+7QUZIfGqYVpbAiaq4G4w1jWCnN0NOJOa1jK/jMC9hPM3OjKfZWXHwyuOQd2J7ad/vJRcjqf+L3RDLqKqjF9qVyh+ow3Xsnuz8On94RJ03Z5HIgM8BhXWscohdpS4BT1BeXdc0f0TPCNI2Ys0IMoIl5qpQzDNlgeLTHvIJEAm8EVBLGXu2NFBhusoCOWTBs1tpiMYzwyULkwzBYLliXB4mZbAqDvohg/jwYh6to3Pq0UGah4rrXO+yaX4JUS7XybJpgwzfXpZtp8u23k4oIGIeHKv5ZouBQc9Rz6pxq4eWVgqhIVnHDthBmxMrjHQSKTVSEgtDaVMaoqvlZmUSVVQaulyrJnFNtaKKOT6JyuwSZv94Q52hAZO5Lrd27Vo0SJCyyGHHqQ3soIEJt6qz1cNIc9PIlm+UktO/UuIpz2zbDuuum1fd0Jz5j9cenX7WqLr7Z93y04ucbfryRasWRyL1ydtfefiCRa/d8tZ7+MzUkmULx55ZGcuMmLh22oQba8py5958Zey8uee1VKZKgmpV41mr5l606cLnPb+1qv8LUic8iqK4jM34V/BnRxmoci74c5l5gOgDKgxuzrLIVY87iwJr4hhh3VAxhyK2krNUqjc5zbIrUAU2TlNlqqfKdNwvyeOUcfOlpdIaaaPEI2oCbZa2ST3SAUmUmH5koljy9CPxCqyhlMWz7IsApGI9c9kzrpi6ZeG6oo3lmY7SXrIYxfDI7Vd8zdOH+VK9mP/ho62Qge9rZYrNaWy0Xx80/CYT9bLwLPHntMAMe1BfTuzElNbLrh5y++07d+0K5mpKt2yyxyx8nFy+AUtXF+7d0PcfU4ckANe3UXl9iM/Sx7htD0qwFHU42kTSwQgbQnXEjQdCTbkgrpKDER0HIxpVYw7FIGqM+J5MxDdBIgOeTCQTizKXIwH+TBQ8mWgA0m4DVYZRUGHRAR8mGiom4IpZmSi4uDAXhsGQ1h/FPVEcnZZgXVvN3JfEkQRZmtic2JboT/AJL/zsha69ELWeUQbUKZs7NK0cUA4pvOKrU2VAnRbzRCpkh9gdQYsq4L8okJRRpsVPC8cUMy/fdFQ81QrFWa354rRvlKETvG0alsFKktlEGdRZ4fUkMmTHiyrX1a2lBgs9s1hVUZ2FYHIUZtzBDObaVv3ukiem21qX5lw7c+Z3zuh6rOvca6Y3LycP9O28d/iEmbPuu5PkIbiPkYiQ8CLt04Awj9XwflEsNjUHkmkluhcPZaEViEUIXjoFquO4QWG0z5nbSQ8CKSiKxZEzx/2YznGvmNwTkgF/hzywQxKL4aAvvKkXvXCsDSXmIl8Mep885QcPmjY34A9hkAd2eJNZqX7xuTe3DthPFcUdn/ph8+KkdU7a212UDR/6qaQPd54qU9uDAiw1DKzrVcWKRZv4nS7dIN7VNAY5ad3b0dNlermdHreeQY4L66rDYaRTMwmLlopUQxdhbKODCa/yjlqMHHlSwmGTve23391vvwMDvosF7NTuOiWOk5QOQ7iOr1XJJOdi5zsOx94HbPJDfr7okF8Kc8RVysqb7FSJF8h3XyyrauJFXQmKSSUeEHjEi5qimXLARkEuJKXkpFZCfbWMVCfnzCbULI2WzzDHchNEV5oqT9bOsSY4kwIXW+cFlkgL5CsDN4o3SSvkPeJea3fgn+IJpUZzalCNUW3WWNWB+tAo1BL4lrxOfoR7WH8aP0Oe0Z7Sd6Hd4l7zV/y74nvKp/yn1ieBo+JxJaXBYEcdWlv0ypw9TQveczEanlRNiw8gR5bkjGRlTOZkmBJnYD1jdPe/67YwXjVIBteBJ2HgUFBUNSer5pzz+fPUuc7Vzirnbkd1VJ5DmHWH1zFfHytQnzta7426sg+zP08T0/+kG+JgDIEkKKoqU3JWbYeVhU3eKaAANSgmuleolpn+uSPJackJBHKCFBIEyaT9nDHMkGGYMvXAc6ocoqezgQUZb2ABIlgK8LLl6KYBjxeg8k2WJYkQLAYsyzSRGjpmG3i+wSoZOaMbP+2q6ekqvk5drRK1m8x2lekOvs5Z7bABVLNdzRbwfIhUcwI9eBc+Fjx2Bdgo8alHOzpi1Mag/4l4H4X/9aCC4iRZDrT/hzEFkmm3si+D2XfytrJZc7qMtJ4mL/cfonboIWT2H+hCDVaa8vGhgZn52idva5oF8yoc2C6xCcfohvJZk7c1QnGi3H9ou5T2tgaKI9zZ4NEDu6mFRq9NJcGBHVIDu+IONIrs9e40cPGB86JwntN/aKea5tNoVHHAQnEo6ju7A3k0hH5Z9iTIMhrtvmuZ84bdwOj30y2jf/dhwx1gmEMwCmMduGoOTy68tPfZNr7x2T2bms/cvbXQ9dKztb/ns33fP+y8Qa7te+TX+8kVJ94nq3adfIvK6vLCTO5vVFYnyBJqoca8AgOvDhS0K7QWXwx+H3XrvYALhL6h1b0jvBDMoNyspwQDMAnIqaxusTS3RA1ZnMal4lZA1MSgG7DSmqunLbDrrXh9LvFBIrY/EbfZAnxEEE7JnVaKlcV+6F6TyteELrC2qpxruBax0jUNTTZrJF0JRIxYoFqr1quNkfpIo9l81NFqAjXBcyPtgfZge3hRYFFwUfhGcaVxo3NT6KbwHcbdzobAhuBdoUfUZ7SX7ZecvaHP1U9C/zT67K9C/alSXyhEgloqyVtjrdstzooPPL7nwwYGRv+0WJZuU45UERcPBYOZgBqiK5ZOWS6jqdRBUoNsiIcmsguglJ0i9alXUiTVTdp2WRQXbqibnO9qbQE3QOYFXgmQQDc+e7eFK9C4pMp2AbbctN6gT9e5GXq/TnR6xM56VjJM2rqS6VWU/Sjy+ticZYkYzO4Qs48ejrO5sXsTMbsXIBRjhh3jQZYflAfnB9ncuGzcTqtMecukNB2jNP0StYU/RVr/p3gwRYf6P9zdklcrWvImm1whnHeKQ6rbmWHCZkWh1Hw61aJcsNqrDGqBkToRb6SOKDGzfnXojCGt50adrKAVrnn1g1xFWe7PXYWrz6pqWHVBU+HKZ+2aquQSq4Sv6Xv0+rWrVpIlJ3619ez2WczuqEGIe4fSsol/thsPzPfgJeoC3eR1mQTwiECUZZz/01UogMeUQv75VXcSBWpJjVJv53FenYjHk/HyRGW6PRefT86XL1Jm2Ffjy8nl1F+/Ga+Qb1buwXfIdylf4aMkGZezuFbOKXn5R/LvsWSziko73EQojytsEFol9azIaEUlsqpmMKEymGA2wx25VMhJoqheaiCWRHIVUCk5UyXd2OqiElkQX6JuK6KO61EXEiNShbHZxMh0zfnmGvOIKYDRUsV2mSuQ+m2MtyI8HV2H+hGHYhDtjFv2ivJV+7xEiZcttvsYcDgH5X52H/MKW+2PqIX/EVTYFqf7sM19xZlfil4a7exdtTgrM2/ew57McEnXXn2RYZGh0pvmqrMddwBpyP0f7rAYEoqLT19M5hU5kjyTWQg7onlv7HMkT0L0m4gMzKsDkz40Y7GyvLk8jKWRjeXhGvLk8jmF6dyCvp9dd+Ni/JcHOFl84Ft9l9ysfN+Lkc8szOTDwttoFJqE3nEX8w2hhqr8FfULR18vrnBuKrlx6I1jbm672b35rOUTl0+6XbzduafkrqH3jLmn7R73nrNuO/e2ibdN+m5tstaoDVbVVgznzz0noPPjzm7LZ1ShYnR9NdcqnXvO2W2j8/XVmYCu6ik8MsWvw6nqZDcOukPLUjGMqrGWak2OyUmXjBjTWjudCu7ElIpLwmMs3IpGjaudTtkzPrnz6eJ4bDZVNUzV7IOojRXRHaaQ4+nEaN4bjO3VvUZPOccZzzkeVpxE9mvuMWbzU0v+iOssZmOz4Uc3TOwdct+u1E2LrlheNabw+Xevn3TDogmjf/Wjl34bfim8qH1uZ9Wo4z9omXDOxLqlM6YvePmaVw6RxkkTm5qfv+ucmeOGDduybnzi1kVXjW/MTX7u4is3TJn/WNnY5WeteXnHs8Gb5l/e2jRk7CPzh7aumdw5Y1j9mRtmzPnBrFfw4ezChnxb2+LzRw6bO6otn583HfX3ezkN4dVAFg1ByJHQI+go7ceka5JDJUdKSAmPzs0RXLKHVKBa5qJ0NNPd9LxJhfP4Vn4MPa8UzvuE/JDu0HYTNGVUdfYsnCseN5keVwrHVXjH4XXF4+rLeb54HJUZHG1eYXUw6OfuuWVg8vQYB4x+Q0RY5jWO14gkEklQFSwLqkRlyOtY1VSMeVlWqXcujxNUglWXP4gxnmaMLGbGPBdPG8jBFxNnkKjSIAevycWkmZeD19hkMt4YOi2tHdA4bZoOLt+pqclyH3e0wnxZzCWPe8MmYm3s90x6LW8G/Y6g1Ey9cKclLDmVd9x6687163eSMdf+8FryYd/e5T9Y3lcLuIFcIuA+V8T9nyguqrpwWwIz/7aLOt0Jgc27d24O48RAH+Q6m+F8iLHC+fXF81ngJONG8FtNB5tIfdO8JjK9CTeFETu/6VQfdtBepOeDnBbupuc3wfl/Rs/S84e5QWzB6JQyq94if7f6qV6nLsYWeAprL7sKXnAHXKiTdh9BE7jPyDThddp3UfRHd9qm+NY4OSIfCREs4xA5JB0KkgPSgSDpkXqCZJu0LUgelx4PkgekB4LkVunWIFkqLQ2ShfLCEJklzwqRUFCWotT941Dox0H2EzO6YX1lmnqrgeUfS2xDA+a+IgS1YmxarXpwVKjaiI6hFpAbTTQZ1xPCtSJplFyN2ODaxTHG65S/W1mugM1f2UotfIDhh2jYz9D4S+wZ/ch+HcIrnQMftAx+UKYReJr9Tk3jIPjCn5XlLh4yspn7gw/wX/7mR+vOmFk7ITJv1imIyccJhf8h09BvAFfvFnGFZBQif5L+9A00bZY2B8n90v1FNC2Xlgc9xC6QF4SoPjz/X+BKA1wZrTp1Jdj6EEAVFX3yAKp0hib9FJrwfWzgeMwXia1TBxBVxFIfYKe1uPwalhBFDz6FJ9zR+H9G079EEqG+ERLoH8zzi8qLv9yEEY9Oprmek66ATqA03+PJjQ/558h04VV67EI2rOlXO6PxJvbzGGzp1RZSYDVeQw5i7jpuNVrNcdeh6zCZjmdQAmK/6ES49ZjH3WT+DrKO6yazdqE4/56Hiql9R6le7uuAWuoOSDImcSP34R1//S/+ORwrfOo9w0d0ZZ9wN32GFJWbmKN0STH7a/69fzK660X1bPYcb+bhjw7yzx2i/gqTi5hJzBAqdc2Q8zw1UkOyIj6v6hZqa+wd0YbrG9/sHTG8oZypC7DSwiwmBBoHt+fbhjVFG0IT2xqnNMbPPbvyyua60Ya2prKk8eysu5bJ1P8P+/MWzXicY2BkYGBglZwlXHMtO57f5iuDPAcDCDwROs8Bo/8v+hfIXsZ6GcjlYGACiQIAU/kMOQB4nGNgZGBgvfwvkIGBvff/ov872csYgCIo4CUApbUHfXicY3rD4MIABEyrgNgSTNeAsSXDKiDtCKR3sRQzhALxfSCWgrITgTgYxAbK72QN+/+X9TjDPJbHDCvYLBlygWL7WcMYprGtYpgBFJ8DxAuB/BgozcneyyAJ1OsFxG0sDAwBQNoNiL2B+oSBtBMQtzMeZ+hgPP5/EVAeSDM0A81qB4kDsQuIBrqtFShnD9SjAuQ3A81mA/IVgVgDyA+EqgPZ4Q3UzwzWC1QPkgfqdQdhNgZGhlFAWwAM53sD7YahAoBh9RSN7z1QbsEOAE1+O4x4nGNgYNCBwhyGAwx/GBUY7ZiqmP4x/2DVYK1jz+Fk4NTjiuOW4W7iyeBl49PhvyNwQUhN+IpIg+gkcSaJVZL7pJ5If5H5JbtJ7pr8IYVVillKL5TnqDqpOaj7aHhoXNP6ob1OZ4Z+nsEVw0tGq4yOGd0yemecYdxhvML4jEmSyRdTriEHfQYlTIPCGYMJAgAxZp+kAAEAAAEuAEsAAwBNAAMAAgAQAC8AVgAABKwFXwACAAF4nG2RvW7CMBSFjyGhKlJ5gE73BUgTJKYujZgYWCLE1sESlkkbkigJVLxON5ZOfYSOfageXMNQmij3fj6+f3YAjPABhd9nisKzQnjRe7jBl+c+RI08BwjVo+cQd+rZ84D6GyNVcMvVi8s6scIQ75577PvpuY8nfHsOMFQPnkPcq9TzgPorjhBMECPhK1hiA0O/QIWSX4cDaqfMuGrIJ6up5y4i4k7KExb0GTXL/A6tWxl6w+g97ZqROMokThJZbowsqrLqDrWRWdXUVaO7vCojSYtCstxuulYy05pmb9ZMS1kjZ8+C2OSa7lTbYkdFcw+ZsbtCE66nnmPLGMv8klYwdvOe68nfSpex5ltt89LKWFxLubS4HmblDtn6CxH+8IhXGTMGK9O0PJhMoyTW/+T+AN65XjgAAAB4nG3UZ3CUVRiG4fcOSiCggKAgxYoiiDHf+3XsSoeEJkUENYYVFUlUggoWrNi7Yu+9V+xdsffeG/ZefznOOOLsef64P7LPTPaca7/ZmdtqbNXr779smf3Pi/p//1iNdbAu1tW6WXfrYT2tl/W2PtbX+ll/G2ADbZANtiE21OqtwSJLLbPCShtmw22EjbRRNtrG2FgbZ+Ot0Zpsgk20STbZpthUm2bTbYbNtFk225baImroYCtZjdXpaMttBbV0ojN1dKEra7Am3ehOD9aiJ71Ym3XoTR/WpS/96M8A1mN9NmBDNmJjBrIJmzKIzRjMEDZnKFtQz5Y0EOHEJKRk5BSUDGMrtmYbtmU7tmcHdmQnhjOCkYxiNGMYyzjG00gTE5jIJCYzhZ2ZyjSmM4NdmMmuzGI2u7E7e9DMnrQwhwp7MZe92Yd9mcd+zKeVNvbnAA5kAe0s5CAO5hAWsZhDOYzDOYIlHMlRHM0xHMtxLOV4TuBETuJkTuFUTuN0zuBMzuJszuFclnEe53MBF3IRF3MJl3IZl3MFV3IVV3MN13Id13MDN3ITN3MLt3Ibt3MHd3IXd7Oce7iX+7ifB3iQh3iYR3iUx3icJ3iSp1jB0zzDszzH87zAi7zEy7zCq7zG67zBm7zF27zDu7zH+3zAh3zEx3zCp3zG56zkC77kK77mG77lO77nB37kJ37mF37lN37nD/6sbW6b29ZamVdb+e+9Y2tzy8L2SscFq97qFs9pa29uaam0tndqap5faazUN1RHVB1eHUl1pNWRVUdeHUV1lJ2r9zSEFYeVhFVUl0dheVhpdcXhljh8Lg6fi8PNcbg51tk8rKAl4b4knE3CiSScSMPn0uCmwU3DiTQ8bxZOZOFEFk5kQcvCN83CLVkWVvgGRfhcEYwy3FyG/5bhljLcUoZbyvDkZVkXfpkGzUjTNWPNRDPVzDRzzUJTWiQtkhZJi6RF0iJpkbRIWiQtkubSXISLcBEuwkW4CBfhImIRsR4olhZLi0XEImIRsYhYRCIiEZGISEQkeqBEWiItkZZIS6Sl0lJpqbRUWiotlZZKS6Wl0lJpmbRMWiYtk5ZJy6Rl0jJpmbRMWi4tl5ZLy6Xl0nJpubRcWi4tl1aIKEQUIgoRhYhCRCGiEFGIKPVApbRSWimtlFZKK0WUItQHVx9cfXD1wdUHVx9cfXD1wdUHVx9cfXD1wdUHVx9cfXD1wdUHVx9cfXD1wdUHVx/cpSkVrlS4UuHqg6sPrj64+uDqg6sPrj64+uCxCKXClQpXKlypcKXClQpXKlypcK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")
          • div (class="t m0 x1 h1 y1 ff1 fs0 fc0 sc0 ls0 ws0"): Uchwała nr SB_2025.003
          • div (class="t m0 x2 h1 y2 ff1 fs0 fc0 sc0 ls0 ws0")
          • div (class="t m0 x3 h2 y3 ff1 fs1 fc0 sc0 ls0 ws0") Rady Nadzorczej DataW
            • span (class="_ _0") alk Spółka Akcyjna
          • div (class="t m0 x4 h2 y4 ff2 fs1 fc0 sc0 ls0 ws0") z siedzibą we Wrocławiu wpisanej do rej
            • span (class="_ _0") estru przedsiębiorców KRS prowadzonego przez Sąd
          • div (class="t m0 x5 h2 y5 ff2 fs1 fc0 sc0 ls0 ws0") Rejonowydla Wrocławia-Fabrycznej, VI W
            • span (class="_ _0") ydział Gospodarczy Krajowego Rejestru Sądowego pod
          • div (class="t m0 x6 h2 y6 ff2 fs1 fc0 sc0 ls0 ws0"): numerem KRS: 0000405409 („Spółka”)
          • div (class="t m0 x2 h2 y7 ff1 fs1 fc0 sc0 ls0 ws0")
          • div (class="t m0 x7 h3 y8 ff3 fs1 fc0 sc0 ls0 ws0")
            • span (class="fc1 sc0"): w
            • span (class="fc1 sc0")
            • span (class="fc1 sc0"): s
            • span (class="fc1 sc0"): p
            • span (class="fc1 sc0"): r
            • span (class="fc1 sc0"): a
            • span (class="fc1 sc0"): w
            • span (class="fc1 sc0"): i
            • span (class="fc1 sc0"): e
            • span (class="fc1 sc0"): :
            • span (class="fc1 sc0")
          • div (class="t m0 x7 h2 y9 ff1 fs1 fc0 sc0 ls0 ws0") w
            • span (class="_ _1") sprawie
            • span (class="_ _1") przyjęcia
            • span (class="_ _1") oświadczenia
            • span (class="_ _1") o
            • span (class="_ _1") powołaniu,
            • span (class="_ _1") składzie
            • span (class="_ _1") i
            • span (class="_ _1") działaniu
            • span (class="_ _1") Komitetu
            • span (class="_ _1") Audytu
            • span (class="_ _1") w
            • span (class="_ _1") DataW
            • span (class="_ _0") alk
          • div (class="t m0 x7 h2 ya ff1 fs1 fc0 sc0 ls0 ws0"): S.A.
          • div (class="t m0 x7 h2 yb ff2 fs1 fc0 sc0 ls0 ws0")
          • div (class="t m0 x7 h2 yc ff2 fs1 fc0 sc0 ls0 ws0") Na
            • span (class="_ _2") podstawie
            • span (class="_ _2") §70
            • span (class="_ _2") ust.
            • span (class="_ _2") 1
            • span (class="_ _2") pkt
            • span (class="_ _2") 8
            • span (class="_ _2") oraz
            • span (class="_ _2") §71
            • span (class="_ _2") ust.
            • span (class="_ _2") 1
            • span (class="_ _2") pkt
            • span (class="_ _2") 8
            • span (class="_ _2") Rozporządzenia
            • span (class="_ _2") Ministra
            • span (class="_ _2") Finansów
            • span (class="_ _3") w
            • span (class="_ _3") sprawie
          • div (class="t m0 x7 h2 yd ff2 fs1 fc0 sc0 ls0 ws0") informacji
            • span (class="_ _4") bieżących
            • span (class="_ _4") i
            • span (class="_ _4") okresowych
            • span (class="_ _4") przekazywanych
            • span (class="_ _4") przez
            • span (class="_ _4") emitentów papierów
            • span (class="_ _5") wartościowych oraz
          • div (class="t m0 x7 h2 ye ff2 fs1 fc0 sc0 ls0 ws0") warunków
            • span (class="_ _3") uznawania
            • span (class="_ _3") za
            • span (class="_ _3") równoważne
            • span (class="_ _3") informacji
            • span (class="_ _3") wymaganych
            • span (class="_ _3") przepisami
            • span (class="_ _6") prawa
            • span (class="_ _1") państwa
            • span (class="_ _1") niebędącego
          • div (class="t m0 x7 h2 yf ff2 fs1 fc0 sc0 ls0 ws0") państwem członkowskim,
            • span (class="_ _5") Rada Nadzorcza
            • span (class="_ _5") Spółki
            • span (class="_ _2") niniejszym
            • span (class="_ _2") przyjmuje
            • span (class="_ _2") następujące
            • span (class="_ _2") oświadczenie
            • span (class="_ _2") w
          • div (class="t m0 x7 h2 y10 ff2 fs1 fc0 sc0 ls0 ws0") sprawie powołania, składu oraz zasad działania Komitetu Audytu w DataW
            • span (class="_ _0") alk S.A.
          • div (class="t m0 x7 h2 y11 ff2 fs1 fc0 sc0 ls0 ws0")
          • div (class="t m0 x8 h2 y12 ff1 fs1 fc0 sc0 ls0 ws0"): §1
          • div (class="t m0 x7 h2 y13 ff2 fs1 fc0 sc0 ls0 ws0") W
            • span (class="_ _1") Spółce
            • span (class="_ _1") są
            • span (class="_ _1") przestrzegane
            • span (class="_ _1") przepisy
            • span (class="_ _1") dotyczące
            • span (class="_ _1") powoływania,
            • span (class="_ _1") składu
            • span (class="_ _1") i
            • span (class="_ _1") funkcjonowania
            • span (class="_ _1") Komitetu Audytu,
          • div (class="t m0 x7 h2 y14 ff2 fs1 fc0 sc0 ls0 ws0") w
            • span (class="_ _2") tym
            • span (class="_ _2") dotyczące
            • span (class="_ _2") spełniania
            • span (class="_ _2") przez
            • span (class="_ _2") jego
            • span (class="_ _3") członków
            • span (class="_ _3") kryteriów
            • span (class="_ _3") niezależności
            • span (class="_ _3") oraz
            • span (class="_ _3") wymogów
            • span (class="_ _3") dotyczących
          • div (class="t m0 x7 h2 y15 ff2 fs1 fc0 sc0 ls0 ws0") posiadania wiedzy
            • span (class="_ _2") i
            • span (class="_ _2") umiejętności
            • span (class="_ _2") w
            • span (class="_ _2") zakresie
            • span (class="_ _2") branży
            • span (class="_ _0") ,
            • span (class="_ _2") w
            • span (class="_ _2") której
            • span (class="_ _2") działa
            • span (class="_ _2") DataW
            • span (class="_ _0") alk
            • span (class="_ _2") S.A.
            • span (class="_ _2") oraz
            • span (class="_ _2") w
            • span (class="_ _2") zakresie
          • div (class="t m0 x7 h2 y16 ff2 fs1 fc0 sc0 ls0 ws0"): rachunkowości lub badania sprawozdań finansowych,
          • div (class="t m0 x7 h2 y17 ff2 fs1 fc0 sc0 ls0 ws0")
          • div (class="t m0 x8 h2 y18 ff1 fs1 fc0 sc0 ls0 ws0") §2
            • span (class="ff2")
          • div (class="t m0 x7 h2 y19 ff2 fs1 fc0 sc0 ls0 ws0"): Komitet Audytu Rady Nadzorczej wykonywał zadania przewidziane w obowiązujących przepisach.
          • div (class="t m0 x2 h2 y1a ff1 fs1 fc0 sc0 ls0 ws0")
          • div (class="t m0 x8 h2 y1b ff1 fs1 fc0 sc0 ls0 ws0"): §3
          • div (class="t m0 x7 h2 y1c ff2 fs1 fc0 sc0 ls0 ws0"): Uchwała wchodzi w życie z dniem podjęcia
          • div (class="t m0 x7 h4 y1d ff2 fs2 fc0 sc0 ls0 ws0")
        • div (class="pi")
      • div (class="pf w0 h0", id="pf2")
        • div (class="pc pc2 w0 h0")
          • img (alt="", class="bi x0 y0 w0 h0", 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          • div (class="t m0 x1 h1 y1 ff4 fs0 fc0 sc0 ls0 ws0"): Uchwała nr SB_2025.004
          • div (class="t m0 x2 h1 y2 ff4 fs0 fc0 sc0 ls0 ws0")
          • div (class="t m0 x3 h2 y3 ff4 fs1 fc0 sc0 ls0 ws0") Rady Nadzorczej DataW
            • span (class="_ _0") alk Spółka Akcyjna
          • div (class="t m0 x4 h2 y4 ff5 fs1 fc0 sc0 ls0 ws0") z siedzibą we Wrocławiu wpisanej do rej
            • span (class="_ _0") estru przedsiębiorców KRS prowadzonego przez Sąd
          • div (class="t m0 x5 h2 y5 ff5 fs1 fc0 sc0 ls0 ws0") Rejonowydla Wrocławia-Fabrycznej, VI W
            • span (class="_ _0") ydział Gospodarczy Krajowego Rejestru Sądowego pod
          • div (class="t m0 x6 h2 y6 ff5 fs1 fc0 sc0 ls0 ws0"): numerem KRS: 0000405409 („Spółka”)
          • div (class="t m0 x2 h2 y7 ff4 fs1 fc0 sc0 ls0 ws0")
          • div (class="t m0 x7 h3 y8 ff6 fs1 fc0 sc0 ls0 ws0")
            • span (class="fc1 sc0"): w
            • span (class="fc1 sc0")
            • span (class="fc1 sc0"): s
            • span (class="fc1 sc0"): p
            • span (class="fc1 sc0"): r
            • span (class="fc1 sc0"): a
            • span (class="fc1 sc0"): w
            • span (class="fc1 sc0"): i
            • span (class="fc1 sc0"): e
            • span (class="fc1 sc0"): :
            • span (class="fc1 sc0")
          • div (class="t m0 x7 h2 y9 ff4 fs1 fc0 sc0 ls0 ws0") w
            • span (class="_ _3") sprawie
            • span (class="_ _3") oceny
            • span (class="_ _3") sprawozdania
            • span (class="_ _3") Zarządu
            • span (class="_ _3") z
            • span (class="_ _6") działalności
            • span (class="_ _3") Grupy
            • span (class="_ _3") DataW
            • span (class="_ _0") alk
            • span (class="_ _3") i
            • span (class="_ _1") Spółki,
            • span (class="_ _1") jednostkowego
          • div (class="t m0 x7 h2 ya ff4 fs1 fc0 sc0 ls0 ws0") sprawozdania
            • span (class="_ _4") finansowego
            • span (class="_ _4") Spółki
            • span (class="_ _4") oraz
            • span (class="_ _4") skonsolidowanego sprawozdania
            • span (class="_ _5") finansowego Grupy
          • div (class="t m0 x7 h2 y1e ff4 fs1 fc0 sc0 ls0 ws0") DataW
            • span (class="_ _0") alk w zakresie ich zgodności z księgami i dokumentami, jak i ze stanem faktycznym.
          • div (class="t m0 x7 h2 yc ff4 fs1 fc0 sc0 ls0 ws0")
          • div (class="t m0 x7 h2 y1f ff5 fs1 fc0 sc0 ls0 ws0") Rada
            • span (class="_ _1") Nadzorcza
            • span (class="_ _1") Spółki niniejszym ocenia sprawozdanie Zarządu z działalności Grupy DataW
            • span (class="_ _0") alk i Spółki,
          • div (class="t m0 x7 h2 y20 ff5 fs1 fc0 sc0 ls0 ws0") jednostkowe
            • span (class="_ _7") sprawozdanie
            • span (class="_ _7") finansowe
            • span (class="_ _4") Spółki
            • span (class="_ _4") oraz
            • span (class="_ _4") skonsolidowane
            • span (class="_ _4") sprawozdanie
            • span (class="_ _4") finansowe
            • span (class="_ _4") Grupy
          • div (class="t m0 x7 h2 y21 ff5 fs1 fc0 sc0 ls0 ws0") DataW
            • span (class="_ _0") alk za
            • span (class="_ _5") rok
            • span (class="_ _5") obrotowy zakończony
            • span (class="_ _5") 31 grudnia
            • span (class="_ _5") 2024 r
            • span (class="_ _0") . w
            • span (class="_ _5") zakresie ich
            • span (class="_ _5") zgodności z
            • span (class="_ _5") księgami
            • span (class="_ _2") i
          • div (class="t m0 x7 h2 y22 ff5 fs1 fc0 sc0 ls0 ws0"): dokumentami, jak i ze stanem faktycznym, w następujący sposób:
          • div (class="t m0 x7 h2 y11 ff5 fs1 fc0 sc0 ls0 ws0")
          • div (class="t m0 x8 h2 y12 ff4 fs1 fc0 sc0 ls0 ws0"): §1
          • div (class="t m0 x7 h2 y13 ff5 fs1 fc0 sc0 ls0 ws0"): Na podstawie analizy:
          • div (class="t m0 x7 h2 y23 ff5 fs1 fc0 sc0 ls0 ws0") ●
            • span (class="_ _8") Jednostkowego sprawozdania finansowego Spółki oraz skonsolidowanego sprawozdania
          • div (class="t m0 x9 h2 y24 ff5 fs1 fc0 sc0 ls0 ws0") finansowego Grupy DataW
            • span (class="_ _0") alk sporządzonych przez Zarząd Spółki
          • div (class="t m0 x7 h2 y25 ff5 fs1 fc0 sc0 ls0 ws0") ●
            • span (class="_ _9") Ksiąg rachunkowych,
          • div (class="t m0 x7 h2 y17 ff5 fs1 fc0 sc0 ls0 ws0") ●
            • span (class="_ _8") Sprawozdania z badania jednostkowego sprawozdania finansowego DataW
            • span (class="_ _0") alk S.A. oraz
          • div (class="t m0 x9 h2 y26 ff5 fs1 fc0 sc0 ls0 ws0") skonsolidowanego sprawozdania finansowego Grupy DataW
            • span (class="_ _0") alk, sporządzonego przez UHY ECA
          • div (class="t m0 x9 h2 y27 ff5 fs1 fc0 sc0 ls0 ws0"): Audyt Spółka z ograniczoną odpowiedzialnością (dalej "UHY"),
          • div (class="t m0 x7 h2 y1a ff5 fs1 fc0 sc0 ls0 ws0") ●
            • span (class="_ _a") Sprawozdania dodatkowego UHY
            • span (class="_ _b") , sporządzone na podstawie art. 1
            • span (class="_ _c") 1 Rozporządzenia Parlamentu
          • div (class="t m0 x9 h2 y28 ff5 fs1 fc0 sc0 ls0 ws0") Europejskiego i Rady (UE) nr 537/2014 z dnia 16 kwietnia 2014 r
            • span (class="_ _c") . w sprawie szczegółowych
          • div (class="t m0 x9 h2 y29 ff5 fs1 fc0 sc0 ls0 ws0"): wymogów dotyczących ustawowych badań jednostek interesu publicznego, uchylającego decyzję
          • div (class="t m0 x9 h2 y2a ff5 fs1 fc0 sc0 ls0 ws0"): Komisji 2005/909/WE (Dz. Urz. UE. L. 2014. Nr 158, s. 77, z późn. zm.),
          • div (class="t m0 x7 h2 y2b ff5 fs1 fc0 sc0 ls0 ws0") ●
            • span (class="_ _8") Informacji uzyskanych od UHY podczas posiedzeń Komitetu Audytu,
          • div (class="t m0 x7 h2 y2c ff5 fs1 fc0 sc0 ls0 ws0") ●
            • span (class="_ _8") Uchwały Komitetu Audytu KA.2025.002 z dnia 31 marca 2025 roku, dotyczącej przebiegu
          • div (class="t m0 x9 h2 y2d ff5 fs1 fc0 sc0 ls0 ws0"): badania sprawozdania finansowego Spółki, wyjaśnienia, w jaki sposób badanie to przyczyniło się
          • div (class="t m0 x9 h2 y2e ff5 fs1 fc0 sc0 ls0 ws0"): do rzetelności sprawozdawczości finansowej w Spółce oraz roli Komitetu Audytu w procesie
          • div (class="t m0 x9 h2 y2f ff5 fs1 fc0 sc0 ls0 ws0"): badania sprawozdania finansowego.
          • div (class="t m0 x7 h2 y30 ff5 fs1 fc0 sc0 ls0 ws0") ●
            • span (class="_ _8") Rekomendacji Komitetu Audytu dla Rady Nadzorczej dotyczącej dokonania pozytywnej oceny
          • div (class="t m0 x9 h2 y31 ff5 fs1 fc0 sc0 ls0 ws0"): jako zgodnych z księgami i dokumentami, jak i ze stanem faktycznym, dokumentów
          • div (class="t m0 x9 h2 y32 ff5 fs1 fc0 sc0 ls0 ws0") wymienionych w pkt 1-3 powyżej, wyrażonej m.in. w oparciu o ww
            • span (class="_ _c") . sprawozdania z badania UHY
          • div (class="t m0 x9 h2 y33 ff5 fs1 fc0 sc0 ls0 ws0") oraz w oparciu o ww
            • span (class="_ _c") . sprawozdanie dodatkowe dla Komitetu Audytu,, przedstawionej w Uchwale
          • div (class="t m0 x9 h2 y34 ff5 fs1 fc0 sc0 ls0 ws0"): Komitetu Audytu KA.2025.002 z dnia 31 marca 2025
          • div (class="t m0 x7 h2 y35 ff5 fs1 fc0 sc0 ls0 ws0") ●
            • span (class="_ _8") wyników dodatkowych czynności weryfikacyjnych przeprowadzonych w wybranych obszarach
          • div (class="t m0 x9 h2 y36 ff5 fs1 fc0 sc0 ls0 ws0"): finansowych i operacyjnych.
          • div (class="t m0 x7 h2 y37 ff5 fs1 fc0 sc0 ls0 ws0")
          • div (class="t m0 xa h2 y38 ff5 fs1 fc0 sc0 ls0 ws0")
        • div (class="pi")
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          • div (class="t m0 x7 h2 y39 ff5 fs1 fc0 sc0 ls0 ws0") Rada Nadzorcza dokonała
            • span (class="ff4"): pozytywnej oceny:
          • div (class="t m0 x7 h2 y3a ff5 fs1 fc0 sc0 ls0 ws0")
          • div (class="t m0 x7 h2 y3b ff5 fs1 fc0 sc0 ls0 ws0") 1.
            • span (class="_ _d") Sprawozdania Zarządu z działalności Grupy DataW
            • span (class="_ _0") alk oraz DataW
            • span (class="_ _0") alk S.A za rok obrotowy
          • div (class="t m0 x9 h2 y3c ff5 fs1 fc0 sc0 ls0 ws0") zakończony 31 grudnia 2024 r
            • span (class="_ _c") .
          • div (class="t m0 x7 h2 y3d ff5 fs1 fc0 sc0 ls0 ws0") 2.
            • span (class="_ _d") Jednostkowego sprawozdania finansowego DataW
            • span (class="_ _0") alk S.A. za rok obrotowy zakończony 31
          • div (class="t m0 x9 h2 y3e ff5 fs1 fc0 sc0 ls0 ws0") grudnia 2024 r
            • span (class="_ _c") .
          • div (class="t m0 x7 h2 y3f ff5 fs1 fc0 sc0 ls0 ws0") 3.
            • span (class="_ _d") Skonsolidowanego sprawozdania finansowego Grupy DataW
            • span (class="_ _0") alk za rok obrotowy zakończony 31
          • div (class="t m0 x9 h2 y40 ff5 fs1 fc0 sc0 ls0 ws0") grudnia 2024 r
            • span (class="_ _c") .
          • div (class="t m0 x7 h2 y41 ff4 fs1 fc0 sc0 ls0 ws0")
          • div (class="t m0 x8 h2 y42 ff4 fs1 fc0 sc0 ls0 ws0"): §2
          • div (class="t m0 x7 h2 y43 ff5 fs1 fc0 sc0 ls0 ws0") W
            • span (class="_ _2") ocenie
            • span (class="_ _2") Rady
            • span (class="_ _2") Nadzorczej,
            • span (class="_ _2") Sprawozdanie
            • span (class="_ _2") Zarządu
            • span (class="_ _2") z
            • span (class="_ _2") działalności
            • span (class="_ _2") Grupy
            • span (class="_ _2") DataW
            • span (class="_ _0") alk
            • span (class="_ _2") i
            • span (class="_ _3") DataW
            • span (class="_ _0") alk
            • span (class="_ _3") S.A.,
          • div (class="t m0 x7 h2 y44 ff5 fs1 fc0 sc0 ls0 ws0") jednostkowe sprawozdanie
            • span (class="_ _5") finansowe DataWalk S.A. oraz
            • span (class="_ _5") skonsolidowane sprawozdanie
            • span (class="_ _5") finansowe
          • div (class="t m0 x7 h2 y45 ff5 fs1 fc0 sc0 ls0 ws0") Grupy
            • span (class="_ _1") DataW
            • span (class="_ _0") alk
            • span (class="_ _1") za
            • span (class="_ _1") rok obrotowy 2024 zostały sporządzone zgodnie z obowiązującymi przepisami prawa
          • div (class="t m0 x7 h2 y46 ff5 fs1 fc0 sc0 ls0 ws0"): i są zgodne z księgami rachunkowymi i dokumentami, jak również ze stanem faktycznym.
          • div (class="t m0 x7 h2 y47 ff5 fs1 fc0 sc0 ls0 ws0")
          • div (class="t m0 x2 h2 y48 ff4 fs1 fc0 sc0 ls0 ws0")
          • div (class="t m0 x8 h2 y49 ff4 fs1 fc0 sc0 ls0 ws0"): §3
          • div (class="t m0 x7 h2 y4a ff5 fs1 fc0 sc0 ls0 ws0"): Uchwała wchodzi w życie z dniem podjęcia
          • div (class="t m0 x7 h4 y4b ff5 fs2 fc0 sc0 ls0 ws0")
        • div (class="pi")
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