Lokum Deweloper S.A. — Management Reports 2025

Mar 21, 2025

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    • title: ListPrezesa_lokum-2024-12-31-0-pl.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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          • div (class="t m0 x1 h2 y1 ff1 fs0 fc0 sc0 ls0 ws0") L
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            • span (class="_ _1") i utrudniały funkcjonowanie. Bar
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            • span (class="_ _0") am, któr
            • span (class="_ _1") y miał obowiązy
            • span (class="_ _1") wać przez kilka lat, istotnie
          • div (class="t m0 x0 h3 y9 ff2 fs1 fc1 sc0 ls1 ws6") zwiększ
            • span (class="_ _1") ył dostępność mieszkań dla k
            • span (class="_ _1") lientów
            • span (class="_ _0") . Znacząco – choć z
            • span (class="_ _4") charakterystycznym dla działalności deweloperskiej
          • div (class="t m0 x0 h3 ya ff2 fs1 fc1 sc0 ls1 ws7"): przesunięciem czasowym – wpłynął także na podaż mieszkań, zachęcając deweloperów do uruchamiania nowych
          • div (class="t m0 x0 h3 yb ff2 fs1 fc1 sc0 ls1 ws8") inwestycji. Jego nagłe wygasz
            • span (class="_ _0") enie ograniczyło spr
            • span (class="_ _1") zedaż, gdy jednocześnie na rynek trało wiele nowych projektó
            • span (class="_ _0") w
            • span (class="_ _0") .
          • div (class="t m0 x0 h3 yc ff2 fs1 fc1 sc0 ls1 ws9") Dziś sytuacja klientów dysponujących gotówką jest niez
            • span (class="_ _1") wykle komfor
            • span (class="_ _1") towa – of
            • span (class="_ _0") er
            • span (class="_ _1") ta mieszkań jest szeroka, zaś ich ceny
          • div (class="t m0 x0 h3 yd ff2 fs1 fc1 sc0 ls1 wsa") niskie zarówno w
            • span (class="_ _4") stosunku do kosztów ich wytworzenia, jak i
            • span (class="_ _3") względem płac w
            • span (class="_ _4") porównaniu do inn
            • span (class="_ _0") ych państw UE.
          • div (class="t m0 x0 h3 ye ff2 fs1 fc1 sc0 ls1 wsb") Dla
            • span (class="_ _5") przeciętnego klienta, któr
            • span (class="_ _1") y zakup musi snansować kredytem sytuacja wygląda zgoła odmiennie. Najdr
            • span (class="_ _0") oższe w
            • span (class="_ _2") UE
          • div (class="t m0 x0 h3 yf ff2 fs1 fc1 sc0 ls1 ws0") kredyty, pomimo dynamicznie r
            • span (class="_ _0") osnących w
            • span (class="_ _1") ynagr
            • span (class="_ _0") odzeń, uniemożliwiają kupno mieszkania.
          • div (class="t m0 x0 h3 y10 ff2 fs1 fc1 sc0 ls1 wsc") Obniżenie wyników sprzedaży o77% iliczby przekazanych mieszkań o67% przełoż
            • span (class="_ _1") yło się na słabe wyniki nansowe spółki.
          • div (class="t m0 x0 h3 y11 ff2 fs1 fc1 sc0 ls1 wsd") Osiągnięty z
            • span (class="_ _1") ysk księgowy był głównie wynikiem niskich cen gruntów
            • span (class="_ _0") , nabytych 10 lat w
            • span (class="_ _0") cześniej dla inwestycji, z
            • span (class="_ _6") których
          • div (class="t m0 x0 h3 y12 ff2 fs1 fc1 sc0 ls1 wse") mieszkania pr
            • span (class="_ _1") zekazano. Można po
            • span (class="_ _0") wiedzieć, że zysk wynik
            • span (class="_ _1") ał głównie ze zmiany rynkowej wartości tych gruntó
            • span (class="_ _0") w, nie zaś
          • div (class="t m0 x0 h3 y13 ff2 fs1 fc1 sc0 ls1 wsf") z
            • span (class="_ _6") działalności budowlanej, jakiej na nich dokonaliśmy
            • span (class="_ _0") .
            • span (class="_ _0") W
            • span (class="_ _0") sk
            • span (class="_ _1") aźnik rent
            • span (class="_ _0") owności akty
            • span (class="_ _1") wó
            • span (class="_ _0") w spółk
            • span (class="_ _1") i spadł do 5%, zaś osiągnięta
          • div (class="t m0 x0 h3 y14 ff2 fs1 fc1 sc0 ls1 ws0"): marża deweloperska do 18%.
          • div (class="t m0 x0 h3 y15 ff2 fs1 fc1 sc0 ls1 ws10") W
            • span (class="_ _1") rok 2025 weszliśmy z
            • span (class="_ _1") pulą blisko 650 woln
            • span (class="_ _0") ych mieszkań – zarówno gotowych, jak też takich, których realizacja zostanie
          • div (class="t m0 x0 h3 y16 ff2 fs1 fc1 sc0 ls1 ws0") ukończona wtym roku, oraz siln
            • span (class="_ _0") ym bilansem zujemnym zadłużeniem netto
            • span (class="_ _0") .
          • div (class="t m0 x0 h3 y17 ff2 fs1 fc1 sc0 ls1 ws11") Jednocześnie zarówno po
            • span (class="_ _0") z
            • span (class="_ _1") yskane na początku bieżącego roku środki z
            • span (class="_ _7") emisji obligacji w
            • span (class="_ _7") wysokości 100 mln zł
          • div (class="t m0 x0 h3 y18 ff2 fs1 fc1 sc0 ls1 ws12") oraz
            • span (class="_ _6") ze 
            • span (class="_ _6") przedaży działk
            • span (class="_ _1") i w
            • span (class="_ _6") Krakowie za 67 mln zł, jak też zabezpieczone kredyty na realizację in
            • span (class="_ _0") westycji na kwotę ponad
          • div (class="t m0 x0 h3 y19 ff2 fs1 fc1 sc0 ls1 ws13") 200 mln zł pozwalają cierpliwie czek
            • span (class="_ _1") ać na popraw
            • span (class="_ _0") ę możliwości nabywczych klientów
            • span (class="_ _0") . Jesteśmy dobrze przygotowani,
          • div (class="t m0 x0 h3 y1a ff2 fs1 fc1 sc0 ls1 ws10") aby móc odpowiedzieć na ich potrzeby
            • span (class="_ _0") , gdy tylko dostępność kredytów się popr
            • span (class="_ _0") awi, oferując wysokiej jakości mieszk
            • span (class="_ _1") ania
          • div (class="t m0 x0 h3 y1b ff2 fs1 fc1 sc0 ls1 ws0") gotowe do odbioru
            • span (class="_ _0") .
          • div (class="t m0 x0 h3 y1c ff2 fs1 fc1 sc0 ls1 ws14") W
            • span (class="_ _8") zeszłym roku oraz na początku bieżącego dokonaliśm
            • span (class="_ _0") y nalizacji zakupu wcześniej zakontrakt
            • span (class="_ _0") owanych g
            • span (class="_ _0") runtów
            • span (class="_ _0") .
          • div (class="t m0 x0 h3 y1d ff2 fs1 fc1 sc0 ls1 ws15") Kontynuujemy przygotowanie nowych inw
            • span (class="_ _0") estycji dla ponad 10 tys. lokali. Z
            • span (class="_ _9") uwagi na czasochłonne proc
            • span (class="_ _0") edur
            • span (class="_ _1") y
          • div (class="t m0 x0 h3 y1e ff2 fs1 fc1 sc0 ls1 ws16") administracyjne, powolne uch
            • span (class="_ _0") walanie planów miejscowych pod budownictwo mieszkaniowe oraz brak infrastruktury
          • div (class="t m0 x0 h3 y1f ff2 fs1 fc1 sc0 ls1 ws17") sieciowej i
            • span (class="_ _8") drogowej jest t
            • span (class="_ _0") o żmudny
            • span (class="_ _0") , wieloletni proces
            • span (class="_ _0") .
            • span (class="_ _0") Wydaje się jednak, że w
            • span (class="_ _a") tym roku będziemy dysponow
            • span (class="_ _0") ać
          • div (class="t m0 x0 h3 y20 ff2 fs1 fc1 sc0 ls1 ws18") pozwoleniami na budowę dla ponad 3 tys. lokali. O
            • span (class="_ _3") możliw
            • span (class="_ _0") ości i
            • span (class="_ _3") tempie uruchamiania nowych pr
            • span (class="_ _0") ojektów w
            • span (class="_ _3") głównej
          • div (class="t m0 x0 h3 y21 ff2 fs1 fc1 sc0 ls1 ws19") mierze również zdecyduje sytuacja nansow
            • span (class="_ _0") a k
            • span (class="_ _1") lientów
            • span (class="_ _0") , przede w
            • span (class="_ _0") sz
            • span (class="_ _1") ystkim warunki uz
            • span (class="_ _1") yskiwania k
            • span (class="_ _1") redytów
            • span (class="_ _0") hipotecznych,
          • div (class="t m0 x0 h3 y22 ff2 fs1 fc1 sc0 ls1 ws0"): kształtujące popyt na mieszkania.
          • div (class="t m0 x2 h3 y23 ff2 fs1 fc1 sc0 ls1 ws0") Dziękując P
            • span (class="_ _0") aństwu za dot
            • span (class="_ _1") ychczasow
            • span (class="_ _0") e zaufanie, pozostaję zwyrazami szacunku
          • div (class="t m0 x3 h4 y24 ff2 fs2 fc1 sc0 ls1 ws0") Bartosz Kuźniar
            • span (class="_ _0") , prezes zarządu
            • span (class="ls2 ws1a") L
              • span (class="_ _0") OKUM DEWEL
              • span (class="_ _0") OPER
              • span (class="ls1 ws0"): S.A.
        • div (class="pi")
    • div (class="loading-indicator")
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