Woodpecker.co — AGM Information 2025

Apr 16, 2025

• html (xml:lang="pl", xmlns="http://www.w3.org/1999/xhtml") Consolia XBRL Tools v2.11.7.5
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    • title: List_do_akcjonariuszy_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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            • span (class="_ _4") zmuszając
            • span (class="_ _4") wiele
            • span (class="_ _4") fir
            • span (class="_ _3") m
            • span (class="_ _4") do
            • span (class="_ _4") przeprowadzenia
          • div (class="t m0 x1 h7 yd ff7 fs1 fc1 sc0 ls4 ws0") optymalizacji
            • span (class="_ _5") swoich
            • span (class="_ _5") działań.
            • span (class="_ _5") Dynamiczne zmiany
            • span (class="_ _5") w
            • span (class="_ _5") zachowaniach
            • span (class="_ _5") klientów,
            • span (class="_ _5") wzrost konkurencj
            • span (class="_ _3") i,
          • div (class="t m0 x1 h7 ye ff7 fs1 fc1 sc0 ls4 ws0") pogarszająca
            • span (class="_ _6") się
            • span (class="_ _6") sytuacja
            • span (class="_ _6") makroekonomiczna
            • span (class="_ _6") oraz
            • span (class="_ _6") presja
            • span (class="_ _6") inflacyjna
            • span (class="_ _6") skłoniły
            • span (class="_ _6") wiele
            • span (class="_ _6") przedsiębiorstw
            • span (class="_ _6") do
          • div (class="t m0 x1 h7 yf ff7 fs1 fc1 sc0 lsa ws0") zrewidowania
            • span (class="_ _4") swoich
            • span (class="_ _7") planów.
            • span (class="_ _4") Skupienie
            • span (class="_ _7") na
            • span (class="_ _4") stabilizacj
            • span (class="_ _3") i
            • span (class="_ _4") i
            • span (class="_ _7") minimalizacji
            • span (class="_ _4") ryzyk
            • span (class="_ _7") operacyjnych
            • span (class="_ _7") stało
            • span (class="_ _4") się
          • div (class="t m0 x1 h7 y10 ff7 fs1 fc1 sc0 ls4 ws0") priorytetem,
            • span (class="_ _7") a
            • span (class="_ _4") początek
            • span (class="_ _7") 2025
            • span (class="_ _4") roku
            • span (class="_ _7") potwierdził
            • span (class="_ _7") kontynuację
            • span (class="_ _7") tych
            • span (class="_ _4") tr
            • span (class="_ _3") endów.
            • span (class="_ _4") Patrząc
            • span (class="_ _7") na
            • span (class="_ _4") nasze
            • span (class="_ _7") wyniki
          • div (class="t m0 x1 h7 y11 ff7 fs1 fc1 sc0 ls5 ws0") finansowe
            • span (class="_ _8") z
            • span (class="_ _8") 2024
            • span (class="_ _8") roku m
            • span (class="_ _8") ożna pow
            • span (class="lsb") ied
              • span (class="_ _8") zieć, że
              • span (class="_ _8") nie
              • span (class="_ _8") wyróżniliśm
              • span (class="_ _8") y się
              • span (class="_ _8") na
              • span (class="_ _8") tym
              • span (class="_ _8") tle
              • span (class="_ _8") pozytywnie.
              • span (class="_ _8") To
              • span (class="_ _8") oczywiście
          • div (class="t m0 x1 h2 y12 ff7 fs1 fc1 sc0 ls4 ws0") nie odpowiada naszym ambicjom.
            • span (class="ff1 fs0 ls0")
          • div (class="t m0 x1 h7 y13 ff7 fs1 fc1 sc0 ls3 ws0") W
            • span (class="_ _8") od
            • span (class="_ _3") powiedz
            • span (class="_ _3") i na
            • span (class="_ _8") te wyzwania, zdecydowa
            • span (class="_ _3") liśmy się przeprowadzi
            • span (class="_ _3") ć istotne zmiany w
            • span (class="_ _8") strukt
            • span (class="_ _3") urze naszych
          • div (class="t m0 x1 h7 y14 ff7 fs1 fc1 sc0 lsa ws0") zespołów
            • span (class="_ _6") produktowych,
            • span (class="_ _6") przechodząc
            • span (class="_ _9") z
            • span (class="_ _6") trzech
            • span (class="_ _6") zespołów
            • span (class="_ _6") skł
            • span (class="_ _3") adających
            • span (class="_ _6") się
            • span (class="_ _6") z
            • span (class="_ _9") około
            • span (class="_ _6") 30
            • span (class="_ _6") osób
            • span (class="_ _6") do
            • span (class="_ _9") dwóch
          • div (class="t m0 x1 h7 y15 ff7 fs1 fc1 sc0 lsb ws0") liczących
            • span (class="_ _a") łącznie
            • span (class="_ _a") około
            • span (class="_ _a") 18
            • span (class="_ _a") osób.
            • span (class="_ _a") Optymalizacja
            • span (class="_ _a") ta
            • span (class="_ _a") przyniosła
            • span (class="_ _a") zn
            • span (class="ls4") aczące
              • span (class="_ _8") zwiększenie
              • span (class="_ _a") ef
              • span (class="_ _3") ektywności
              • span (class="_ _a") naszej
              • span (class="_ _3")
          • div (class="t m0 x1 h7 y16 ff7 fs1 fc1 sc0 ls4 ws0") pracy.
            • span (class="_ _6") Byliśmy
            • span (class="_ _6") w
            • span (class="_ _3") stanie
            • span (class="_ _6") realizować
            • span (class="_ _6") więcej
            • span (class="_ _6") projektów
            • span (class="_ _6") w
            • span (class="_ _6") porównaniu
            • span (class="_ _6") z
            • span (class="_ _3") poprzednimi
            • span (class="_ _6") latami.
            • span (class="_ _6") Dzięki
            • span (class="_ _6") temu
          • div (class="t m0 x1 h7 y17 ff7 fs1 fc1 sc0 lsb ws0") lepiej
            • span (class="_ _b") dostosowaliś
            • span (class="_ _8") my
            • span (class="_ _b") nasze
            • span (class="_ _b") produkty
            • span (class="_ _b") do
            • span (class="_ _b") oczekiwań
            • span (class="_ _b") użytkownikó
            • span (class="_ _8") w,
            • span (class="_ _c") partnerów
            • span (class="_ _b") rynkow
            • span (class="_ _8") ych
            • span (class="_ _b") oraz
          • div (class="t m0 x1 h7 y18 ff7 fs1 fc1 sc0 ls4 ws0") bieżących
            • span (class="_ _3") trendów
            • span (class="_ _6") rynkowych,
            • span (class="_ _3")
            • span (class="lsa") co
              • span (class="_ _3") z
              • span (class="_ _6") kolei
              • span (class="_ _3") pozwala
              • span (class="_ _6") na
              • span (class="_ _3") dostarczanie
              • span (class="_ _3") zmian,
              • span (class="_ _6") które
              • span (class="_ _3") mają
              • span (class="_ _6") realny
              • span (class="_ _3") wpływ
              • span (class="_ _3") na
          • div (class="t m0 x1 h2 y19 ff7 fs1 fc1 sc0 ls4 ws0") doświadczenia naszych klientów.
            • span (class="ff1 fs0 ls0")
          • div (class="t m0 x1 h7 y1a ff7 fs1 fc1 sc0 ls8 ws0") Od czerwca 2024 roku uzupełniliśmy istotne braki w naszym produkcie, wprowadzając
            • span (class="_ _3") na
            • span (class="_ _d") rynek
          • div (class="t m0 x1 h7 y1b ff7 fs1 fc1 sc0 ls4 ws0") nowatorskie
            • span (class="_ _e") rozwiązania,
            • span (class="_ _e") które
            • span (class="_ _e") odróżniają
            • span (class="_ _e") nas
            • span (class="_ _e") od
            • span (class="_ _e") konkurencji.
            • span (class="_ _e") Najważniejszym
            • span (class="_ _e") z
            • span (class="_ _e") nich
            • span (class="_ _e") było
          • div (class="t m0 x1 h7 y1c ff7 fs1 fc1 sc0 ls9 ws0") wprowadzenie
            • span (class="_ _f") usługi
            • span (class="_ _f") Domains,
            • span (class="_ _f")
            • span (class="lsa") która
              • span (class="_ _f") umożliwia
              • span (class="ls0")
                • span (class="_ _9")
                • span (class="lsb") łatwe
                  • span (class="_ _9") zarządzanie
                  • span (class="_ _9") i
                  • span (class="_ _f") zakup
                  • span (class="_ _9") domen,
                  • span (class="_ _f") co
                  • span (class="_ _8")
                  • span (class="_ _f") umieściło
                  • span (class="_ _9") nas
          • div (class="t m0 x1 h7 y1d ff7 fs1 fc1 sc0 ls9 ws0") wśród
            • span (class="_ _8") pio
            • span (class="_ _3") nierów
            • span (class="_ _8") r
            • span (class="_ _3") ynkowych oferujących
            • span (class="_ _8") taką funkcjonalność.
            • span (class="_ _8") Ur
            • span (class="_ _3") uchomiliśmy ta
            • span (class="lsa") kże
              • span (class="_ _8") płatny
              • span (class="_ _8") dodatek Lead
          • div (class="t m0 x1 h7 y1e ff7 fs1 fc1 sc0 lsc ws0") Finder,
            • span (class="_ _7") umożliwiając
            • span (class="_ _3") y
            • span (class="_ _7") przeprowadzenie
            • span (class="ls0")
              • span (class="_ _7")
              • span (class="lsd") masowyc
                • span (class="_ _3") h
                • span (class="_ _7") akcji
                • span (class="_ _7") n
                • span (class="_ _3") a
                • span (class="_ _7") skrzynka
                • span (class="_ _3") ch
                • span (class="_ _7") pocztowy
                • span (class="_ _3") ch,
                • span (class="_ _7") automat
                • span (class="_ _3") yczne
          • div (class="t m0 x1 h7 y1f ff7 fs1 fc1 sc0 ls4 ws0") oznaczanie sentymentu
            • span (class="_ _8") w wiadomościach oparte na
            • span (class="_ _8") AI oraz centralną skrzynkę.
            • span (class="_ _8") Te innowacje nie tylko
          • div (class="t m0 x1 h7 y20 ff7 fs1 fc1 sc0 ls9 ws0") wypełniły
            • span (class="_ _f") dotychczasowe
            • span (class="_ _f") luki
            • span (class="_ _f") w
            • span (class="_ _f") naszej
            • span (class="_ _f") ofercie,
            • span (class="_ _f") ale
            • span (class="_ _9") równi
            • span (class="_ _3") eż
            • span (class="_ _f") stworzyły
            • span (class="_ _f") unikalną
            • span (class="_ _f") wartość,
            • span (class="_ _f") dzięki
            • span (class="_ _f") której
          • div (class="t m0 x1 h2 y21 ff7 fs1 fc1 sc0 lsa ws0") zyskaliśmy przewagę konkurencyjną i wzmocniliśmy swoją pozycję na rynku.
            • span (class="ff1 fs0 ls0")
          • div (class="t m0 x1 h7 y22 ff7 fs1 fc1 sc0 lse ws0") Pod
            • span (class="_ _9") koniec
            • span (class="_ _9") 2024
            • span (class="_ _9") roku,
            • span (class="_ _3")
            • span (class="_ _9") postanowiliś
            • span (class="_ _3") my
            • span (class="_ _9") skoncentrować
            • span (class="_ _9") się
            • span (class="_ _f") na
            • span (class="_ _6") jednym,
            • span (class="_ _9") uniwer
            • span (class="_ _3") salnym
            • span (class="_ _9") produkcie,
            • span (class="_ _3")
            • span (class="_ _9") który
          • div (class="t m0 x1 h7 y23 ff7 fs1 fc1 sc0 lsd ws0") można
            • span (class="_ _4") d
            • span (class="_ _3") ostosowywać
            • span (class="_ _3")
            • span (class="_ _4") do
            • span (class="_ _7") różnor
            • span (class="_ _3") odnych
            • span (class="_ _7") przypadkó
            • span (class="_ _3") w
            • span (class="_ _4") użyc
            • span (class="_ _3") ia.
            • span (class="_ _7") Jest
            • span (class="_ _7") to
            • span (class="_ _4") k
            • span (class="_ _3") rok,
            • span (class="_ _7") który
            • span (class="_ _7") znaczni
            • span (class="_ _3") e
            • span (class="_ _4") pop
            • span (class="_ _3") rawia
          • div (class="t m0 x1 h7 y24 ff7 fs1 fc1 sc0 lsa ws0") komunikację
            • span (class="_ _8") marketingową
            • span (class="_ _8") oraz
            • span (class="_ _8") efektywność
            • span (class="_ _8") operacyjną,
            • span (class="_ _8") jednocześnie
            • span (class="_ _8") r
            • span (class="ls4") edukując
              • span (class="_ _8") koszty.
              • span (class="_ _8") Nasz
              • span (class="_ _8") produkt
          • div (class="t m0 x1 h7 y25 ff7 fs1 fc1 sc0 lsb ws0") jeszcze
            • span (class="_ _5") bardziej
            • span (class="_ _10") ewoluuje
            • span (class="_ _5") w
            • span (class="_ _10") kierunku
            • span (class="_ _5") inteligentnych,
            • span (class="_ _10") zautom
            • span (class="_ _8") atyzowanych
            • span (class="_ _5") i
            • span (class="_ _10") łatwych
            • span (class="_ _10") w
            • span (class="_ _10") obsłudze
          • div (class="t m0 x1 h7 y26 ff7 fs1 fc1 sc0 lsf ws0") rozwiązań. Rozwinęliśmy współpracę z naszymi
            • span (class="_ _5") klientami i partnerami, co
            • span (class="_ _5") pozw
            • span (class="_ _8") oliło
            • span (class="_ _5") na bieżąco
          • div (class="t m0 x1 h7 y27 ff7 fs1 fc1 sc0 ls4 ws0") dostosowywać
            • span (class="_ _c") się
            • span (class="_ _c") do
            • span (class="_ _c") szybko
            • span (class="_ _11") zmieniających
            • span (class="_ _c")
            • span (class="lsa") się
              • span (class="_ _c") warunków
              • span (class="_ _11") rynkowych
              • span (class="_ _c") i
              • span (class="_ _c") zapewniać
              • span (class="_ _c") niezbędną
          • div (class="t m0 x1 h2 y28 ff7 fs1 fc1 sc0 ls4 ws0") elastyczność naszej oferty.
            • span (class="ff1 fs0 ls0")
          • div (class="t m0 x1 h7 y29 ff7 fs1 fc1 sc0 ls9 ws0") Nadal
            • span (class="_ _3") skupiamy
            • span (class="_ _3") się
            • span (class="_ _3") na
            • span (class="_ _3") wzmocnieniu
            • span (class="_ _3") naszej
            • span (class="_ _3") obecności
            • span (class="_ _3") wśr
            • span (class="_ _3") ód kl
            • span (class="_ _3") ientów
            • span (class="_ _3") europejski
            • span (class="_ _3") ch. W
            • span (class="_ _3") tym
            • span (class="_ _3") kontekśc
            • span (class="_ _3") ie
          • div (class="t m0 x1 h7 y2a ff7 fs1 fc1 sc0 lsb ws0") istotne jest
            • span (class="_ _6") zwiększ
            • span (class="_ _8") enie
            • span (class="_ _3") udziału
            • span (class="_ _3") w
            • span (class="_ _6") przycho
            • span (class="_ _8") dach
            • span (class="_ _3") od
            • span (class="_ _6") klientów
            • span (class="_ _8")
            • span (class="_ _6") z
            • span (class="_ _3") Niemiec i
            • span (class="_ _6") Francji. Pod
            • span (class="_ _3") koniec
            • span (class="_ _3") 2024
            • span (class="_ _3") roku
          • div (class="t m0 x1 h2 y2b ff7 fs1 fc1 sc0 ls9 ws0") wprowadziliśmy płatność w Euro
            • span (class="_ _8") i myślimy o
            • span (class="_ _8") kolejnyc
            • span (class="_ _3") h udogo
            • span (class="ls4") dnieniach
              • span (class="_ _8") dla europejskich użytkowników.
              • span (class="ff1 fs0 ls0")
          • div (class="t m0 x1 h7 y2c ff7 fs1 fc1 sc0 ls3 ws0") Weszliś
            • span (class="_ _3") my
            • span (class="_ _4") w
            • span (class="_ _4") 2025
            • span (class="_ _4") rok
            • span (class="_ _4") z
            • span (class="_ _f") wyr
            • span (class="_ _3") aźnie
            • span (class="_ _4") zdefi
            • span (class="_ _3") niowan
            • span (class="_ _3") ymi
            • span (class="_ _4") celami
            • span (class="_ _4") i
            • span (class="_ _4") produkte
            • span (class="_ _3") m,
            • span (class="_ _4") który
            • span (class="_ _4") oferuj
            • span (class="_ _3") e
            • span (class="_ _4") użytkownik
            • span (class="_ _3") om
          • div (class="t m0 x1 h7 y2d ff7 fs1 fc1 sc0 lsa ws0") znacznie
            • span (class="_ _12") więcej
            • span (class="_ _12") wartości
            • span (class="_ _12") niż
            • span (class="_ _12") w
            • span (class="_ _12") poprzednim
            • span (class="_ _12") roku.
            • span (class="_ _12") Dzięki
            • span (class="_ _12") temu
            • span (class="_ _12") zamierzamy
            • span (class="_ _12") zdecydowanie
            • span (class="_ _12") i
          • div (class="t m0 x1 h7 y2e ff7 fs1 fc1 sc0 lsa ws0") konsekwentnie
            • span (class="_ _4") pracować
            • span (class="_ _4") nad
            • span (class="_ _f") poprawą
            • span (class="_ _4") dynamiki
            • span (class="_ _4") sprzedaży.
            • span (class="_ _4") Już
            • span (class="_ _f") obserwujemy
            • span (class="_ _4") pierwsze
            • span (class="_ _4") pozytywne
          • div (class="t m0 x1 h7 y2f ff7 fs1 fc1 sc0 ls4 ws0") efekty,
            • span (class="_ _13") takie
            • span (class="_ _13") jak
            • span (class="_ _f") zahamowanie
            • span (class="_ _13") spadkowego
            • span (class="_ _13") trendu
            • span (class="_ _13") w
            • span (class="_ _13") liczbie
            • span (class="_ _13") klientów.
            • span (class="_ _13") Dopinguje
            • span (class="_ _13") nas
            • span (class="_ _13") to
            • span (class="_ _f") do
            • span (class="_ _13") jeszcze
          • div (class="t m0 x1 h7 y30 ff7 fs1 fc1 sc0 lsb ws0") intensywniejs
            • span (class="_ _8") zych działań,
            • span (class="_ _8") przede
            • span (class="_ _d") wszystkim
            • span (class="_ _8") w
            • span (class="_ _d") obszarach
            • span (class="_ _7") marketingu
            • span (class="_ _d") i sprz
            • span (class="_ _8") edaży, aby
            • span (class="_ _7") osiągnąć
          • div (class="t m0 x1 h2 y31 ff7 fs1 fc1 sc0 lsa ws0") stabilny wzrost, który spełni nasze
            • span (class="_ _3") i Państwa oczekiw
            • span (class="ls4") ania.
              • span (class="ff1 fs0 ls0")
          • div (class="t m0 x1 h7 y32 ff7 fs1 fc1 sc0 ls9 ws0") Dziękuję
            • span (class="_ _f") za
            • span (class="_ _13") Państwa
            • span (class="_ _f") zaufani
            • span (class="_ _3") e,
            • span (class="_ _f") cierpli
            • span (class="_ _3") wość
            • span (class="_ _f") i
            • span (class="_ _f") wspar
            • span (class="_ _3") cie.
            • span (class="_ _f") Dokłada
            • span (class="_ _3") my
            • span (class="_ _f") wszelkich
            • span (class="_ _13") starań,
            • span (class="_ _f") aby
            • span (class="_ _13") pozytywne
          • div (class="t m0 x1 h2 y33 ff7 fs1 fc1 sc0 ls4 ws0") efekty naszej pracy były jak
            • span (class="_ _3") najszybciej zauważalne w wynikach fi
            • span (class="_ _3") nansowych Spółki
            • span (class="ls0") .
              • span (class="ff1 fs0")
          • div (class="t m0 x1 h7 y34 ff7 fs1 fc1 sc0 ls0 ws0")
          • div (class="t m0 x1 h7 y35 ff7 fs1 fc1 sc0 lsc ws0") Z poważaniem,
            • span (class="ls0")
          • div (class="t m0 x1 h2 y36 ff7 fs1 fc1 sc0 lsd ws0") Małgorzata
            • span (class="_ _3") Sikora,
            • span (class="_ _3")
            • span (class="lse") Prezes
              • span (class="ls0")
                • span (class="lsc"): Zarządu
                • span (class="ff1 fs0")
        • div (class="pi")
    • div (class="loading-indicator")
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