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Energoaparatura S.A.

Annual / Quarterly Financial Statement Apr 29, 2025

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  • html (xml:lang="pl", xmlns="http://www.w3.org/1999/xhtml")
    Consolia XBRL Tools v2.11.7.5
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    • title: enapa_osw_sk-2025-04-29-0-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' andright' 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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')format("woff");}.ff2{font-family:ff2;line-height:1.158070;font-style:normal;font-weight:normal;visibility:visible;} 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        Sprawozda
        • span (class="_ _0")
          nie niezależnego b
        • span (class="_ _0")
          iegłego rewiden
        • span (class="_ _0")
          ta z badania za ok
        • span (class="_ _0")
          res od 1.01.2024 r. d
        • span (class="_ _0")
          o 31.12.2
        • span (class="_ _0")
          024 r.
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        ENERGOAP
        • span (class="_ _0")
          ARATURA
        • span (class="_ _0")
          Spółka Akcyjna
        • span (class="_ _0")
          z/s w Katowic
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          ach
      • div (class="t m0 x0 h4 ya ff2 fs2 fc1 sc0 ls0 ws0")
        Sprawozdani
        • span (class="_ _1")
          e z badania
        • span (class="_ _1")
          rocznego sp
        • span (class="_ _1")
          rawozdania fi
        • span (class="_ _1")
          nansoweg
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          o
      • div (class="t m0 x0 h5 yb ff2 fs3 fc1 sc0 ls0 ws0"): Opinia
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        Przeprowadzili
        • span (class="_ _0")
          śmy
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        • span (class="_ _2")
          badanie
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        • span (class="_ _2")
          rocz
        • span (class="_ _0")
          nego
        • span (class="_ _2")
        • span (class="_ _2")
          spraw
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          oz-
      • div (class="t m0 x0 h6 yd ff3 fs3 fc1 sc0 ls0 ws0")
        dania
        • span (class="_ _3")
        • span (class="_ _3")
          finansowego
        • span (class="_ _3")
        • span (class="_ _3")
          ENERGOAPARA
        • span (class="_ _0")
          TURA
      • div (class="t m0 x0 h6 ye ff3 fs3 fc1 sc0 ls0 ws0")
        Spółka
        • span (class="_ _4")
        • span (class="_ _4")
          Akcyjna
        • span (class="_ _5")
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        Sprawozda
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          nie niezależnego b
        • span (class="_ _0")
          iegłego rewiden
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          ta z badania za ok
        • span (class="_ _0")
          res od 1.01.2024 r. d
        • span (class="_ _0")
          o 31.12.2
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          024 r.
      • div (class="t m0 x2 h2 y2 ff1 fs0 fc0 sc0 ls0 ws0")
        ENERGOAP
        • span (class="_ _0")
          ARATURA
        • span (class="_ _0")
          Spółka Akcyjna
        • span (class="_ _0")
          z/s w Katowic
        • span (class="_ _0")
          ach
      • div (class="t m0 x0 h6 y49 ff3 fs3 fc1 sc0 ls0 ws0")
        wych
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          w
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          Polsce.
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          Wypełniliśmy
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          nasze
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          inne
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        obowiązki
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          e
        • span (class="_ _1")
          tyczne
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          zgodnie
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          z
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          wymogami
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          i
      • div (class="t m0 x0 h6 y4b ff3 fs3 fc1 sc0 ls0 ws0")
        Kodeksem
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        • span (class="_ _c")
        • span (class="_ _c")
          t
        • span (class="_ _1")
          rakcie
        • span (class="_ _5")
        • span (class="_ _c")
          przeprowadzania
      • div (class="t m0 x0 h6 y4c ff3 fs3 fc1 sc0 ls0 ws0")
        badania
        • span (class="_ _c")
        • span (class="_ _2")
          kluczowy
        • span (class="_ _c")
        • span (class="_ _12")
          b
        • span (class="_ _1")
          iegły
        • span (class="_ _12")
        • span (class="_ _12")
          rewident
        • span (class="_ _12")
        • span (class="_ _12")
          oraz
        • span (class="_ _12")
        • span (class="_ _2")
          firma
      • div (class="t m0 x0 h6 y4d ff3 fs3 fc1 sc0 ls0 ws0")
        audytorska
        • span (class="_ _0")
          pozostali niezależni od Spółki zgodnie
      • div (class="t m0 x0 h6 yb ff3 fs3 fc1 sc0 ls0 ws0")
        z
        • span (class="_ _7")
        • span (class="_ _7")
          wymogam
        • span (class="_ _0")
          i
        • span (class="_ _7")
        • span (class="_ _7")
          niezależności
        • span (class="_ _7")
        • span (class="_ _7")
          określonym
        • span (class="_ _0")
          i
      • div (class="t m0 x0 h6 y4e ff3 fs3 fc1 sc0 ls0 ws0")
        wustawie
        • span (class="_ _1")
          o
        • span (class="_ _1")
        • span (class="_ _1")
          biegłych
        • span (class="_ _1")
        • span (class="_ _1")
          rewidentach
        • span (class="_ _1")
        • span (class="_ _1")
          oraz
        • span (class="_ _1")
        • span (class="_ _1")
          w
        • span (class="_ _b")
          Rozpo-
      • div (class="t m0 x0 h6 y4f ff3 fs3 fc1 sc0 ls0 ws0")
        rządzeniu UE
        • span (class="_ _0")
          .
      • div (class="t m0 x0 h6 y50 ff3 fs3 fc1 sc0 ls0 ws0")
        Uważamy,
        • span (class="_ _c")
        • span (class="_ _12")
          że
        • span (class="_ _c")
        • span (class="_ _2")
          dowody
        • span (class="_ _c")
        • span (class="_ _c")
          b
        • span (class="_ _1")
          adania,
        • span (class="_ _c")
        • span (class="_ _12")
          które
        • span (class="_ _c")
        • span (class="_ _12")
          u
        • span (class="_ _1")
          zyska-
      • div (class="t m0 x0 h6 y51 ff3 fs3 fc1 sc0 ls0 ws0")
        liśmy,
        • span (class="_ _9")
        • span (class="_ _9")
        • span (class="_ _6")
        • span (class="_ _9")
          wystarczające
        • span (class="_ _9")
        • span (class="_ _6")
          i
        • span (class="_ _6")
        • span (class="_ _9")
          odpowiednie,
        • span (class="_ _9")
        • span (class="_ _9")
          a
        • span (class="_ _1")
          by
      • div (class="t m0 x0 h6 y52 ff3 fs3 fc1 sc0 ls0 ws0")
        stanowić podstawę
        • span (class="_ _0")
          dla naszej opinii
        • span (class="_ _0")
          .
      • div (class="t m0 x0 h5 y53 ff2 fs3 fc1 sc0 ls0 ws0")
        Kluczowe spraw
        • span (class="_ _0")
          y badania
      • div (class="t m0 xa h6 y49 ff3 fs3 fc1 sc0 ls0 ws0")
        Kluczowe
        • span (class="_ _5")
        • span (class="_ _5")
          sprawy
        • span (class="_ _5")
        • span (class="_ _5")
          badania
        • span (class="_ _5")
        • span (class="_ _5")
        • span (class="_ _5")
        • span (class="_ _c")
          to
        • span (class="_ _4")
        • span (class="_ _c")
          sprawy,
        • span (class="_ _5")
        • span (class="_ _5")
          które
      • div (class="t m0 xa h6 y4a ff3 fs3 fc1 sc0 ls0 ws0")
        według
        • span (class="_ _b")
        • span (class="_ _e")
          naszego
        • span (class="_ _b")
        • span (class="_ _e")
          zawodowego
        • span (class="_ _b")
        • span (class="_ _b")
          osądu
        • span (class="_ _e")
        • span (class="_ _e")
          były
        • span (class="_ _b")
        • span (class="_ _b")
          n
        • span (class="_ _1")
          ajbar-
      • div (class="t m0 xa h6 y4b ff3 fs3 fc1 sc0 ls0 ws0")
        dziej znaczące podczas badania sprawoz
        • span (class="_ _0")
          dania
      • div (class="t m0 xa h6 y4c ff3 fs3 fc1 sc0 ls0 ws0")
        finansowego
        • span (class="_ _c")
        • span (class="_ _12")
          za
        • span (class="_ _c")
        • span (class="_ _c")
          bi
        • span (class="_ _1")
          eżący
        • span (class="_ _c")
        • span (class="_ _c")
          okres
        • span (class="_ _c")
        • span (class="_ _12")
          sprawozdawczy.
      • div (class="t m0 xa h6 y4d ff3 fs3 fc1 sc0 ls0 ws0")
        Obejmują
        • span (class="_ _9")
          one najbardziej
        • span (class="_ _9")
          znaczące oce
        • span (class="_ _1")
          nion
        • span (class="_ _0")
          e
      • div (class="t m0 xa h6 yb ff3 fs3 fc1 sc0 ls0 ws0")
        rodzaje
        • span (class="_ _b")
        • span (class="_ _e")
          ryzyka
        • span (class="_ _e")
        • span (class="_ _b")
          istotnego
        • span (class="_ _e")
        • span (class="_ _b")
          z
        • span (class="_ _1")
          niekształcen
        • span (class="_ _0")
          ia,
        • span (class="_ _b")
        • span (class="_ _e")
          w
        • span (class="_ _e")
        • span (class="_ _e")
          tym
      • div (class="t m0 xa h6 y4e ff3 fs3 fc1 sc0 ls0 ws0")
        ocenione rodzaje ryzyka istotn
        • span (class="_ _0")
          ego zniekształcenia
      • div (class="t m0 xa h6 y4f ff3 fs3 fc1 sc0 ls0 ws0")
        spowodowanego
        • span (class="_ _9")
          oszustwem.
        • span (class="_ _9")
          Do
        • span (class="_ _9")
        • span (class="_ _9")
          spra
        • span (class="_ _0")
          w
        • span (class="_ _9")
        • span (class="_ _9")
          tych
      • div (class="t m0 xa h6 y54 ff3 fs3 fc1 sc0 ls0 ws0")
        odnieśliśmy
        • span (class="_ _c")
        • span (class="_ _12")
          się
        • span (class="_ _12")
        • span (class="_ _12")
          w
        • span (class="_ _12")
        • span (class="_ _12")
          kontekście
        • span (class="_ _c")
        • span (class="_ _12")
          na
        • span (class="_ _1")
          szego
        • span (class="_ _c")
        • span (class="_ _12")
          badania
      • div (class="t m0 xa h6 y55 ff3 fs3 fc1 sc0 ls0 ws0")
        sprawozdania
        • span (class="_ _b")
          finansowego
        • span (class="_ _1")
        • span (class="_ _1")
          jako
        • span (class="_ _1")
        • span (class="_ _b")
          całości
        • span (class="_ _1")
        • span (class="_ _1")
          oraz
        • span (class="_ _1")
        • span (class="_ _b")
          przy
      • div (class="t m0 xa h6 y56 ff3 fs3 fc1 sc0 ls0 ws0")
        formułowaniu
        • span (class="_ _12")
        • span (class="_ _2")
          naszej
        • span (class="_ _12")
        • span (class="_ _2")
          opinii
        • span (class="_ _2")
        • span (class="_ _2")
          oraz
        • span (class="_ _2")
        • span (class="_ _2")
          podsumowa-
      • div (class="t m0 xa h6 y57 ff3 fs3 fc1 sc0 ls0 ws0")
        liśmy
        • span (class="_ _5")
        • span (class="_ _4")
          naszą
        • span (class="_ _5")
        • span (class="_ _5")
          reakcję
        • span (class="_ _4")
        • span (class="_ _5")
          na
        • span (class="_ _5")
        • span (class="_ _5")
          te
        • span (class="_ _5")
        • span (class="_ _4")
          ro
        • span (class="_ _1")
          dzaje
        • span (class="_ _4")
        • span (class="_ _5")
          ryzyka,
        • span (class="_ _4")
        • span (class="_ _c")
          a
        • span (class="_ _4")
        • span (class="_ _5")
          w
      • div (class="t m0 xa h6 y8 ff3 fs3 fc1 sc0 ls0 ws0")
        przypadkach,
        • span (class="_ _1")
        • span (class="_ _b")
          w
        • span (class="_ _1")
        • span (class="_ _b")
          których
        • span (class="_ _b")
        • span (class="_ _b")
          uznaliśmy
        • span (class="_ _1")
        • span (class="_ _b")
          za
        • span (class="_ _b")
        • span (class="_ _b")
          stosowne,
      • div (class="t m0 xa h6 y58 ff3 fs3 fc1 sc0 ls0 ws0")
        przedstawiliśmy
        • span (class="_ _15")
        • span (class="_ _15")
          najważniejsze
        • span (class="_ _15")
        • span (class="_ _15")
          spostrzeżenia
      • div (class="t m0 xa h6 y59 ff3 fs3 fc1 sc0 ls0 ws0")
        związane
        • span (class="_ _5")
        • span (class="_ _5")
          z
        • span (class="_ _5")
        • span (class="_ _5")
          tymi
        • span (class="_ _5")
        • span (class="_ _5")
          ro
        • span (class="_ _1")
          dzajami
        • span (class="_ _4")
        • span (class="_ _c")
          ryzyka.
        • span (class="_ _4")
        • span (class="_ _c")
          Nie
        • span (class="_ _5")
        • span (class="_ _5")
          wyra-
      • div (class="t m0 xa h6 y5a ff3 fs3 fc1 sc0 ls0 ws0")
        żamy osobnej opi
        • span (class="_ _0")
          nii na temat tych spr
        • span (class="_ _0")
          aw.
      • div (class="t m0 xb h7 y5b ff1 fs3 fc1 sc0 ls0 ws0")
        Kluczowa sprawa bad
        • span (class="_ _0")
          ania
        • span (class="_ _16")
          Jak nasze bada
        • span (class="_ _0")
          nie odniosło się do tej sprawy
      • div (class="t m0 xc h5 y5c ff2 fs3 fc1 sc0 ls0 ws0")
        Przychody ze sprzeda
        • span (class="_ _0")
          ży – ujęcie przychodów
        • span (class="_ _0")
      • div (class="t m0 xc h5 y5d ff2 fs3 fc1 sc0 ls0 ws0")
        zumów (kontraktów) o usługę bud
        • span (class="_ _0")
          owlano-
      • div (class="t m0 xc h5 y5e ff2 fs3 fc1 sc0 ls0 ws0")
        montażową w księgach
        • span (class="_ _0")
          i sprawozdaniu
      • div (class="t m0 xc h5 y5f ff2 fs3 fc1 sc0 ls0 ws0"): finansowym
      • div (class="t m0 xc h6 y60 ff3 fs3 fc1 sc0 ls0 ws0")
        W sprawozdaniu fin
        • span (class="_ _0")
          ansowym Spółka prez
        • span (class="_ _0")
          entuje
      • div (class="t m0 xc h6 y61 ff3 fs3 fc1 sc0 ls0 ws0")
        przychody ze sprzedaż
        • span (class="_ _0")
          y usług budowlano-mont
        • span (class="_ _0")
          ażo-
      • div (class="t m0 xc h6 y62 ff3 fs3 fc1 sc0 ls0 ws0")
        wych 33.273 tys. PLN,
        • span (class="_ _0")
          aktywa z tytułu ko
        • span (class="_ _0")
          ntraktów
      • div (class="t m0 xc h6 y63 ff3 fs3 fc1 sc0 ls0 ws0")
        niezafakturowanych 5.
        • span (class="_ _0")
          473 tys. PLN oraz poniesio-
      • div (class="t m0 xc h6 y64 ff3 fs3 fc1 sc0 ls0 ws0")
        nych kosztów niezak
        • span (class="_ _0")
          ończonych kontr
        • span (class="_ _0")
          aktów 267
      • div (class="t m0 xc h6 y65 ff3 fs3 fc1 sc0 ls0 ws0")
        tys. PLN, rezerwę
        • span (class="_ _0")
          na kontrakty 903 tys. PLN
        • span (class="_ _0")
          ,
      • div (class="t m0 xc h6 y66 ff3 fs3 fc1 sc0 ls0 ws0")
        aktywo 121 tys. PLN
        • span (class="_ _0")
          i rezerwę z tytułu odroc
        • span (class="_ _0")
          zo-
      • div (class="t m0 xc h6 y67 ff3 fs3 fc1 sc0 ls0 ws0")
        nego podatku dochodow
        • span (class="_ _0")
          ego 50 tys. PLN. Ujaw-
      • div (class="t m0 xc h6 y68 ff3 fs3 fc1 sc0 ls0 ws0")
        nienia zawarto w N
        • span (class="_ _0")
          otach 9, 18 i 21 oraz 4 i
        • span (class="_ _0")
          15 do
      • div (class="t m0 xc h6 y69 ff3 fs3 fc1 sc0 ls0 ws0")
        sprawozdania finan
        • span (class="_ _0")
          sowego.
      • div (class="t m0 xc h6 y6a ff3 fs3 fc1 sc0 ls0 ws0")
        Spółka generuje więk
        • span (class="_ _0")
          szość przychodów ze sprze-
      • div (class="t m0 xc h6 y6b ff3 fs3 fc1 sc0 ls0 ws0")
        daży z umów o usługi budow
        • span (class="_ _0")
          lano-montażowe,
      • div (class="t m0 xc h6 y6c ff3 fs3 fc1 sc0 ls0 ws0")
        które są ujmowane we
        • span (class="_ _0")
          dług metody stopnia
        • span (class="_ _0")
          zaawan-
      • div (class="t m0 xc h6 y6d ff3 fs3 fc1 sc0 ls0 ws0")
        sowania drogą obmiaru wyk
        • span (class="_ _0")
          onanych prac, tj.
      • div (class="t m0 xc h6 y6e ff3 fs3 fc1 sc0 ls0 ws0")
        pomiaru od strony
        • span (class="_ _0")
          efektów. Kosztem wytwor
        • span (class="_ _0")
          zenia
      • div (class="t m0 xc h6 y6f ff3 fs3 fc1 sc0 ls0 ws0")
        niezakończonych r
        • span (class="_ _0")
          obót budowlano-montażow
        • span (class="_ _0")
          ych
      • div (class="t m0 xc h6 y70 ff3 fs3 fc1 sc0 ls0 ws0")
        współmiernym do przychodów
        • span (class="_ _0")
          jest suma kosztów
        • span (class="_ _0")
      • div (class="t m0 xc h6 y71 ff3 fs3 fc1 sc0 ls0 ws0")
        już poniesionych i przewid
        • span (class="_ _0")
          ywanych do zakoń
        • span (class="_ _0")
          czenia
      • div (class="t m0 xc h6 y72 ff3 fs3 fc1 sc0 ls0 ws0")
        umowy, odpowiadając
        • span (class="_ _0")
          a stopniowi zaawansowania
      • div (class="t m0 xc h6 y73 ff3 fs3 fc1 sc0 ls0 ws0")
        robót, tj. procentowi jaki
        • span (class="_ _0")
          stanowi wartość obm
        • span (class="_ _0")
          ie-
      • div (class="t m0 xc h6 y74 ff3 fs3 fc1 sc0 ls0 ws0")
        rzonych robót w ca
        • span (class="_ _0")
          łkowitej wartości umowy. Prz
        • span (class="_ _0")
          y-
      • div (class="t m0 xc h6 y75 ff3 fs3 fc1 sc0 ls0 ws0")
        chodem z tytułu wykon
        • span (class="_ _0")
          ania robót budowl
        • span (class="_ _0")
          ano –
      • div (class="t m0 xc h6 y76 ff3 fs3 fc1 sc0 ls0 ws0")
        montażowych jest sum
        • span (class="_ _0")
          a już zafakturowanej spr
        • span (class="_ _0")
          ze-
      • div (class="t m0 xc h6 y77 ff3 fs3 fc1 sc0 ls0 ws0")
        daży i wartość robót w
        • span (class="_ _0")
          toku, dokonana wdrod
        • span (class="_ _0")
          ze
      • div (class="t m0 xd h6 y5c ff3 fs3 fc1 sc0 ls0 ws0")
        Nasze procedury bada
        • span (class="_ _0")
          nia obejmowały, międz
        • span (class="_ _0")
          y
      • div (class="t m0 xd h6 y5d ff3 fs3 fc1 sc0 ls0 ws0"): innymi:
      • div (class="t m0 xe h6 y78 ff4 fs4 fc1 sc0 ls0 ws0")
        • span (class="_ _17")
        • span (class="ff3 fs3")
          ocenę
        • span (class="_ _3")
        • span (class="_ _3")
          adekwatn
        • span (class="_ _0")
          ości
        • span (class="_ _3")
        • span (class="_ _3")
          wyboru
        • span (class="_ _3")
        • span (class="_ _3")
          zasad
      • div (class="t m0 xe h6 y79 ff3 fs3 fc1 sc0 ls0 ws0")
        rachunkowości
        • span (class="_ _b")
        • span (class="_ _b")
          w
        • span (class="_ _e")
        • span (class="_ _b")
          oparciu
        • span (class="_ _b")
        • span (class="_ _e")
          o
        • span (class="_ _b")
        • span (class="_ _e")
          wymogi
        • span (class="_ _b")
        • span (class="_ _b")
          KSR
        • span (class="_ _b")
        • span (class="_ _e")
          3
      • div (class="t m0 xe h6 y60 ff3 fs3 fc1 sc0 ls0 ws0")
        „Niezakończone
        • span (class="_ _4")
        • span (class="_ _c")
          roboty
        • span (class="_ _5")
        • span (class="_ _c")
          budowlane”,
        • span (class="_ _4")
        • span (class="_ _c")
          nasze
      • div (class="t m0 xe h6 y61 ff3 fs3 fc1 sc0 ls0 ws0")
        zrozumienie
        • span (class="_ _c")
        • span (class="_ _c")
          przedmiotu
        • span (class="_ _c")
        • span (class="_ _c")
          b
        • span (class="_ _1")
          iznesu
        • span (class="_ _c")
        • span (class="_ _c")
          Jednostki
      • div (class="t m0 xe h6 y62 ff3 fs3 fc1 sc0 ls0 ws0")
        oraz praktykę bran
        • span (class="_ _0")
          żową;
      • div (class="t m0 xe h6 y7a ff4 fs4 fc1 sc0 ls0 ws0")
        • span (class="_ _17")
        • span (class="ff3 fs3")
          poznanie
        • span (class="_ _2")
        • span (class="_ _2")
          zasad
        • span (class="_ _2")
        • span (class="_ _2")
          i
        • span (class="_ _2")
        • span (class="_ _2")
          rzeczywistego
        • span (class="_ _2")
        • span (class="_ _2")
          prze-
      • div (class="t m0 xe h6 y7b ff3 fs3 fc1 sc0 ls0 ws0")
        biegu
        • span (class="_ _c")
        • span (class="_ _12")
          kontroli
        • span (class="_ _12")
        • span (class="_ _c")
          wewnętrznych
        • span (class="_ _c")
        • span (class="_ _12")
          dotyczących
      • div (class="t m0 xe h6 y7c ff3 fs3 fc1 sc0 ls0 ws0")
        księgowania
        • span (class="_ _12")
        • span (class="_ _2")
          kontraktów,
        • span (class="_ _12")
          w
        • span (class="_ _c")
        • span (class="_ _2")
          tym
        • span (class="_ _2")
        • span (class="_ _12")
          k
        • span (class="_ _1")
          ontroli
      • div (class="t m0 xe h6 y7d ff3 fs3 fc1 sc0 ls0 ws0")
        dotyczących
        • span (class="_ _1")
        • span (class="_ _b")
          budżetowania,
        • span (class="_ _1")
        • span (class="_ _b")
          rozpoznawania
        • span (class="_ _b")
        • span (class="_ _1")
          i
      • div (class="t m0 xe h6 y7e ff3 fs3 fc1 sc0 ls0 ws0")
        alokacji
        • span (class="_ _4")
        • span (class="_ _4")
          o
        • span (class="_ _1")
          raz
        • span (class="_ _4")
        • span (class="_ _4")
          sz
        • span (class="_ _1")
          acowania
        • span (class="_ _4")
        • span (class="_ _5")
          stopnia
        • span (class="_ _4")
        • span (class="_ _5")
          zaawanso-
      • div (class="t m0 xe h6 y7f ff3 fs3 fc1 sc0 ls0 ws0")
        wania prac, zmian w proje
        • span (class="_ _0")
          ktach;
      • div (class="t m0 xe h6 y80 ff4 fs4 fc1 sc0 ls0 ws0")
        • span (class="_ _17")
        • span (class="ff3 fs3")
          dla
        • span (class="_ _b")
        • span (class="_ _b")
          próby
        • span (class="_ _b")
        • span (class="_ _b")
          umów
        • span (class="_ _b")
        • span (class="_ _e")
          w
        • span (class="_ _1")
        • span (class="_ _e")
          trakcie
        • span (class="_ _b")
        • span (class="_ _b")
          realizacji
        • span (class="_ _b")
        • span (class="_ _b")
          na
      • div (class="t m0 xe h6 y81 ff3 fs3 fc1 sc0 ls0 ws0")
        dzień
        • span (class="_ _e")
        • span (class="_ _4")
          31
        • span (class="_ _e")
        • span (class="_ _4")
          grudnia
        • span (class="_ _e")
        • span (class="_ _4")
          2024
        • span (class="_ _e")
        • span (class="_ _4")
          r.
        • span (class="_ _e")
        • span (class="_ _4")
          skierowanie
        • span (class="_ _e")
        • span (class="_ _4")
          zapy-
      • div (class="t m0 xe h6 y82 ff3 fs3 fc1 sc0 ls0 ws0")
        tania
        • span (class="_ _4")
        • span (class="_ _c")
          do
        • span (class="_ _5")
        • span (class="_ _5")
          osób
        • span (class="_ _5")
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      • div (class="t m0 x1 h2 y1 ff1 fs0 fc0 sc0 ls0 ws0")
        Sprawozda
        • span (class="_ _0")
          nie niezależnego b
        • span (class="_ _0")
          iegłego rewiden
        • span (class="_ _0")
          ta z badania za ok
        • span (class="_ _0")
          res od 1.01.2024 r. d
        • span (class="_ _0")
          o 31.12.2
        • span (class="_ _0")
          024 r.
      • div (class="t m0 x2 h2 y2 ff1 fs0 fc0 sc0 ls0 ws0")
        ENERGOAP
        • span (class="_ _0")
          ARATURA
        • span (class="_ _0")
          Spółka Akcyjna
        • span (class="_ _0")
          z/s w Katowic
        • span (class="_ _0")
          ach
      • div (class="t m0 xc h6 y8d ff3 fs3 fc1 sc0 ls0 ws0")
        pomiaru z natury (na
        • span (class="_ _0")
          budowie) ilości wykonanych
        • span (class="_ _0")
      • div (class="t m0 xc h6 y8e ff3 fs3 fc1 sc0 ls0 ws0")
        robót i ich wyceny po war
        • span (class="_ _0")
          tości kosztorysowej,
      • div (class="t m0 xc h6 y8f ff3 fs3 fc1 sc0 ls0 ws0")
        jeżeli wykonane pra
        • span (class="_ _0")
          ce nie zostały jeszcze
        • span (class="_ _0")
          zafakturo-
      • div (class="t m0 xc h6 y90 ff3 fs3 fc1 sc0 ls0 ws0"): wane.
      • div (class="t m0 xc h6 y91 ff3 fs3 fc1 sc0 ls0 ws0")
        Stosowanie metody stopn
        • span (class="_ _0")
          ia zaawansowania
      • div (class="t m0 xc h6 y92 ff3 fs3 fc1 sc0 ls0 ws0")
        wymaga od Kierownika
        • span (class="_ _0")
          Jednostki dok
        • span (class="_ _0")
          onania
      • div (class="t m0 xc h6 y93 ff3 fs3 fc1 sc0 ls0 ws0")
        znaczących osądów i oszac
        • span (class="_ _0")
          owań, w tym szacunk
        • span (class="_ _0")
          u
      • div (class="t m0 xc h6 y94 ff3 fs3 fc1 sc0 ls0 ws0")
        co do stopnia realizacj
        • span (class="_ _0")
          i prac, szacunku całkow
        • span (class="_ _0")
          itych
      • div (class="t m0 xc h6 y95 ff3 fs3 fc1 sc0 ls0 ws0")
        przychodów i całkowi
        • span (class="_ _0")
          tych kosztów umowy.
      • div (class="t m0 xc h6 y96 ff3 fs3 fc1 sc0 ls0 ws0")
        Zistotnym osądem wiąż
        • span (class="_ _0")
          e się również ocena, czy
      • div (class="t m0 xc h6 y97 ff3 fs3 fc1 sc0 ls0 ws0")
        wystąpiły okoliczności wskazuj
        • span (class="_ _0")
          ące na to, iż całko-
      • div (class="t m0 xc h6 y98 ff3 fs3 fc1 sc0 ls0 ws0")
        wite koszty wykonan
        • span (class="_ _0")
          ia umowy przekroczą ca
        • span (class="_ _0")
          łko-
      • div (class="t m0 xc h6 y99 ff3 fs3 fc1 sc0 ls0 ws0")
        wite przychody z jej tyt
        • span (class="_ _0")
          ułu, co skutkowałoby
      • div (class="t m0 xc h6 y9a ff3 fs3 fc1 sc0 ls0 ws0")
        bezzwłoczną koniecznoś
        • span (class="_ _0")
          cią ujęcia oczekiwanej
      • div (class="t m0 xc h6 y9b ff3 fs3 fc1 sc0 ls0 ws0")
        straty jako koszt. Ponadto
        • span (class="_ _0")
          zmiany okoliczn
        • span (class="_ _0")
          ości w
      • div (class="t m0 xc h6 y9c ff3 fs3 fc1 sc0 ls0 ws0")
        trakcie wykonywa
        • span (class="_ _0")
          nia umowy mogą skutkować
      • div (class="t m0 xc h6 y9d ff3 fs3 fc1 sc0 ls0 ws0")
        koniecznością poniesienia
        • span (class="_ _0")
          przez Jednostkę dodat
        • span (class="_ _0")
          ko-
      • div (class="t m0 xc h6 y9e ff3 fs3 fc1 sc0 ls0 ws0")
        wych, nieplanowanych
        • span (class="_ _0")
          kosztów i w rezult
        • span (class="_ _0")
          acie
      • div (class="t m0 xc h6 y9f ff3 fs3 fc1 sc0 ls0 ws0")
        mogą doprowadzić do powst
        • span (class="_ _0")
          ania roszczeń i sporów
        • span (class="_ _0")
      • div (class="t m0 xc h6 ya0 ff3 fs3 fc1 sc0 ls0 ws0")
        z zamawiającymi. Rosz
        • span (class="_ _0")
          czenia mogą również
      • div (class="t m0 xc h6 ya1 ff3 fs3 fc1 sc0 ls0 ws0")
        wynikać z opóźnień w
        • span (class="_ _0")
          realizacji, błędów w doku-
      • div (class="t m0 xc h6 ya2 ff3 fs3 fc1 sc0 ls0 ws0")
        mentacji lub projekc
        • span (class="_ _0")
          ie, czy z zakwestionowani
        • span (class="_ _0")
          a
      • div (class="t m0 xc h6 ya3 ff3 fs3 fc1 sc0 ls0 ws0")
        zmian wzakresie realizow
        • span (class="_ _0")
          anych prac.
      • div (class="t m0 xc h6 ya4 ff3 fs3 fc1 sc0 ls0 ws0")
        Ze względu na powyższ
        • span (class="_ _0")
          e oraz istotność kwot z
        • span (class="_ _0")
          tym
      • div (class="t m0 xc h6 ya5 ff3 fs3 fc1 sc0 ls0 ws0")
        związanych – zagadnienie
        • span (class="_ _0")
          to zostało okre
        • span (class="_ _0")
          ślone jako
      • div (class="t m0 xc h6 ya6 ff3 fs3 fc1 sc0 ls0 ws0")
        kluczowe dla badania
        • span (class="_ _0")
          .
      • div (class="t m0 xe h6 y8d ff3 fs3 fc1 sc0 ls0 ws0")
        bieżącego
        • span (class="_ _1")
          stanu
        • span (class="_ _1")
          postępowań
        • span (class="_ _1")
          sądowych,
        • span (class="_ _1")
          obec
        • span (class="_ _1")

      • div (class="t m0 xe h6 y8e ff3 fs3 fc1 sc0 ls0 ws0")
        nych
        • span (class="_ _1")
        • span (class="_ _1")
          i
        • span (class="_ _1")
        • span (class="_ _1")
          potencjalnych
        • span (class="_ _1")
        • span (class="_ _1")
          roszczeń
        • span (class="_ _1")
        • span (class="_ _1")
          i
        • span (class="_ _1")
        • span (class="_ _1")
          sporów
        • span (class="_ _1")
        • span (class="_ _b")
          oraz
      • div (class="t m0 xe h6 y8f ff3 fs3 fc1 sc0 ls0 ws0")
        przewidywanego
        • span (class="_ _a")
        • span (class="_ _11")
          roz
        • span (class="_ _1")
          strzygnięci
        • span (class="_ _0")
          a
        • span (class="_ _a")
        • span (class="_ _a")
          sporów,
      • div (class="t m0 xe h6 y90 ff3 fs3 fc1 sc0 ls0 ws0")
        atakże zapytania do Zarząd
        • span (class="_ _0")
          u.
      • div (class="t m0 xf h5 ya7 ff2 fs3 fc1 sc0 ls0 ws0")
        Zapasy
        • span (class="ff3")
      • div (class="t m0 xc h6 ya8 ff3 fs3 fc1 sc0 ls0 ws0")
        Na
        • span (class="_ _4")
        • span (class="_ _4")
          dzień
        • span (class="_ _e")
        • span (class="_ _4")
          31
        • span (class="_ _5")
        • span (class="_ _4")
          grudnia
        • span (class="_ _e")
        • span (class="_ _4")
          2024
        • span (class="_ _4")
        • span (class="_ _4")
          roku
        • span (class="_ _4")
        • span (class="_ _4")
          wartość
        • span (class="_ _4")
        • span (class="_ _e")
          z
        • span (class="_ _1")
          apasów
      • div (class="t m0 xc h6 ya9 ff3 fs3 fc1 sc0 ls0 ws0")
        wykazanych w
        • span (class="_ _1")
        • span (class="_ _1")
          bilansie wy
        • span (class="_ _1")
          nosiła
        • span (class="_ _1")
        • span (class="fs0"): 4.490
          tys.
        • span (class="_ _1")
          PLN,
        • span (class="_ _1")
          co
      • div (class="t m0 xc h6 yaa ff3 fs3 fc1 sc0 ls0 ws0")
        stanowi
        • span (class="_ _c")
        • span (class="_ _12")
          ok.
        • span (class="_ _c")
        • span (class="_ _12")
          14%
        • span (class="_ _c")
        • span (class="_ _12")
          aktywów
        • span (class="_ _c")
        • span (class="_ _12")
          Spółki.
        • span (class="_ _c")
        • span (class="_ _8")
        • span (class="_ _12")
          Największą
      • div (class="t m0 xc h6 yab ff3 fs3 fc1 sc0 ls0 ws0")
        pozycją
        • span (class="_ _b")
        • span (class="_ _e")
          w
        • span (class="_ _b")
        • span (class="_ _e")
          zapasach
        • span (class="_ _b")
        • span (class="_ _e")
          stanowią
        • span (class="_ _b")
        • span (class="_ _e")
          materiały
        • span (class="_ _b")
        • span (class="_ _e")
          (ponad
        • span (class="_ _b")
        • span (class="_ _b")
          8%
      • div (class="t m0 xc h6 yac ff3 fs3 fc1 sc0 ls0 ws0"): aktywów )
      • div (class="t m0 xc h8 yad ff3 fs0 fc1 sc0 ls0 ws0")
        Zagadnieni
        • span (class="_ _0")
          e
        • span (class="_ _4")
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          to
        • span (class="_ _4")
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          zostało
        • span (class="_ _4")
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          o
        • span (class="_ _1")
          kreślone
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          jako
        • span (class="_ _e")
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          kluczowe
        • span (class="_ _e")
        • span (class="_ _4")
          dla
      • div (class="t m0 xc h8 yae ff3 fs0 fc1 sc0 ls0 ws0"): badania z uwagi na to, że prawidłowa wycena zapasów
      • div (class="t m0 xc h8 yaf ff3 fs0 fc1 sc0 ls0 ws0")
        wpływa
        • span (class="_ _c")
        • span (class="_ _12")
          bezpośrednio
        • span (class="_ _c")
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          na
        • span (class="_ _12")
        • span (class="_ _c")
          wynik
        • span (class="_ _c")
        • span (class="_ _2")
          Jednostki.
        • span (class="_ _c")
        • span (class="_ _c")
          Spółka
      • div (class="t m0 xc h8 yb0 ff3 fs0 fc1 sc0 ls0 ws0")
        oprócz
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          usług
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        • span (class="_ _1")
          długoterminow
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          ych
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          prowadzi
        • span (class="_ _b")
          dział
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          alność
      • div (class="t m0 xc h8 y28 ff3 fs0 fc1 sc0 ls0 ws0")
        w sektorze g
        • span (class="_ _0")
          órnictwa.
      • div (class="t m0 xc h8 yb1 ff3 fs0 fc1 sc0 ls0 ws0")
        Ryzykiem
        • span (class="_ _2")
        • span (class="_ _18")
          w tym obsz
        • span (class="_ _0")
          arze jest br
        • span (class="_ _0")
          ak poprawnej
      • div (class="t m0 xc h8 yb2 ff3 fs0 fc1 sc0 ls0 ws0")
        wyceny,
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          niekompletno
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          ść
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          i
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        • span (class="_ _1")
          brak
        • span (class="_ _1")
          poprawnej prezentacji
      • div (class="t m0 xc h8 yb3 ff3 fs0 fc1 sc0 ls0 ws0")
        w sprawozdaniu
        • span (class="_ _0")
          finansowym
      • div (class="t m0 xc h8 yb4 ff3 fs0 fc1 sc0 ls0 ws0")
        Zagadnieni
        • span (class="_ _0")
          e
        • span (class="_ _1")
          opisane
        • span (class="_ _1")
          zostało
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          w
        • span (class="_ _1")
          Nocie 5
        • span (class="_ _1")
          i
        • span (class="_ _1")
          10
        • span (class="_ _1")
          Informacji
      • div (class="t m0 xc h8 yb5 ff3 fs0 fc1 sc0 ls0 ws0"): dodatkowej.
      • div (class="t m0 x10 h6 ya7 ff3 fs3 fc1 sc0 ls0 ws0")
        Wykonaliśmy
        • span (class="_ _a")
        • span (class="_ _a")
          w
        • span (class="_ _a")
        • span (class="_ _a")
          szczególności
        • span (class="_ _a")
        • span (class="_ _a")
          następujące
      • div (class="t m0 x10 h6 yb6 ff3 fs3 fc1 sc0 ls0 ws0"): procedury badania:
      • div (class="t m0 x11 h6 ya9 ff4 fs4 fc1 sc0 ls0 ws0")
        • span (class="_ _19")
        • span (class="ff3 fs3")
          sprawdzenie
        • span (class="_ _e")
        • span (class="_ _5")
          istnienia
        • span (class="_ _4")
        • span (class="_ _4")
          zapasów
        • span (class="_ _4")
        • span (class="_ _4")
          poprzez
      • div (class="t m0 x12 h6 yaa ff3 fs3 fc1 sc0 ls0 ws0")
        udział
        • span (class="_ _12")
        • span (class="_ _12")
          winwentaryzacjach
        • span (class="_ _c")
        • span (class="_ _12")
          z
        • span (class="_ _1")
          apasów
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        • span (class="_ _2")
          w
      • div (class="t m0 x12 h6 yab ff3 fs3 fc1 sc0 ls0 ws0")
        magazynie
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          Spółki
        • span (class="_ _c")
        • span (class="_ _c")
          o
        • span (class="_ _1")
          raz
        • span (class="_ _c")
        • span (class="_ _c")
          przetestowanie
      • div (class="t m0 x12 h6 yac ff3 fs3 fc1 sc0 ls0 ws0")
        procedur
        • span (class="_ _9")
        • span (class="_ _6")
          gospodarki
        • span (class="_ _18")
        • span (class="_ _6")
          magazynowej
        • span (class="_ _9")
        • span (class="_ _6")
          i
      • div (class="t m0 x12 h6 yb7 ff3 fs3 fc1 sc0 ls0 ws0")
        rozliczenia inwentaryz
        • span (class="_ _0")
          acji;
      • div (class="t m0 x11 h6 yb8 ff4 fs4 fc1 sc0 ls0 ws0")
        • span (class="_ _19")
        • span (class="ff3 fs3")
          przeprowadzenie
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        • span (class="_ _c")
          a
        • span (class="_ _1")
          nalizy
        • span (class="_ _c")
        • span (class="_ _12")
          obrotu
        • span (class="_ _c")
        • span (class="_ _12")
          zapa-
      • div (class="t m0 x12 h6 yb9 ff3 fs3 fc1 sc0 ls0 ws0")
        sami
        • span (class="_ _5")
        • span (class="_ _c")
          oraz
        • span (class="_ _4")
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          zalegania
        • span (class="_ _4")
        • span (class="_ _c")
          zapasów,
        • span (class="_ _5")
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          przepro-
      • div (class="t m0 x12 h6 yba ff3 fs3 fc1 sc0 ls0 ws0")
        wadzenie
        • span (class="_ _1")
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          oceny
        • span (class="_ _b")
          zasad
        • span (class="_ _1")
        • span (class="_ _b")
          rachunkowoś
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          ci
        • span (class="_ _1")
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          w
      • div (class="t m0 x12 h6 ybb ff3 fs3 fc1 sc0 ls0 ws0")
        odniesieniu
        • span (class="_ _9")
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          do
        • span (class="_ _9")
        • span (class="_ _6")
          wiekowania
        • span (class="_ _6")
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          zapasów
      • div (class="t m0 x12 h6 ybc ff3 fs3 fc1 sc0 ls0 ws0")
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        • span (class="_ _b")
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        • span (class="_ _1")
          obiekty-
      • div (class="t m0 x12 h6 ybd ff3 fs3 fc1 sc0 ls0 ws0"): wizm Zarządu,
      • div (class="t m0 x11 h6 ybe ff4 fs4 fc1 sc0 ls0 ws0")
        • span (class="_ _19")
        • span (class="ff3 fs3")
          analiza
        • span (class="_ _1")
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        • span (class="_ _1")
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        • span (class="_ _1")
          procesu
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      • div (class="t m0 x12 h6 ybf ff3 fs3 fc1 sc0 ls0 ws0")
        wstosunku
        • span (class="_ _4")
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          możliwej
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        • span (class="_ _5")
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          yskania
      • div (class="t m0 x12 h6 yc0 ff3 fs3 fc1 sc0 ls0 ws0")
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        • span (class="_ _a")
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        • span (class="_ _11")
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          (sprawdze
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          nie
      • div (class="t m0 x12 h6 yc1 ff3 fs3 fc1 sc0 ls0 ws0")
        poprawności
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          warto-
      • div (class="t m0 x12 h6 yc2 ff3 fs3 fc1 sc0 ls0 ws0")
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        • span (class="_ _1")
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      • div (class="t m0 x12 h6 yc3 ff3 fs3 fc1 sc0 ls0 ws0")
        skania cen sprzedaży net
        • span (class="_ _0")
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          jawnień w
        • span (class="_ _1")
          zakresie
      • div (class="t m0 x0 h2 y9 ff1 fs0 fc0 sc0 ls0 ws0")
        Strona 4
        • span (class="_ _0")
          z 9
      • div (class="pi")
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      • div (class="pc pc5 w0 h0")
      • img (alt="", class="bi x0 y0 w1 h1", 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        Sprawozda
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          nie niezależnego b
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          iegłego rewiden
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          ta z badania za ok
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          res od 1.01.2024 r. d
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          o 31.12.2
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          024 r.
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        ENERGOAP
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          ARATURA
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          Spółka Akcyjna
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          z/s w Katowic
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          ach
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          sp
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          rawozdaniu
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          finansowym
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          z
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          obowiązującymi
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          zasadami
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        Spółka
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          w
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          bilansie
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          zobowiązania
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          w
        • span (class="_ _e")
        • span (class="_ _4")
          łącznej
      • div (class="t m0 xc h8 yc7 ff3 fs0 fc1 sc0 ls0 ws0")
        kwocie
        • span (class="_ _1")
        • span (class="_ _1")
          7.732
        • span (class="_ _1")
        • span (class="_ _b")
          tys.
        • span (class="_ _1")
        • span (class="_ _1")
          PLN
        • span (class="_ _1")
        • span (class="_ _e")
        • span (class="_ _1")
          co
        • span (class="_ _b")
        • span (class="_ _1")
          stanowi
        • span (class="_ _1")
        • span (class="_ _1")
          ok
        • span (class="_ _b")
        • span (class="_ _1")
          24%
        • span (class="_ _1")
        • span (class="_ _b")
          pasywów
      • div (class="t m0 xc h8 yc8 ff3 fs0 fc1 sc0 ls0 ws0")
        jednostki
        • span (class="_ _9")
        • span (class="_ _9")
          z
        • span (class="_ _9")
        • span (class="_ _9")
          tego
        • span (class="_ _9")
        • span (class="_ _6")
          zobowiązan
        • span (class="_ _0")
          ia
        • span (class="_ _9")
        • span (class="_ _9")
          k
        • span (class="_ _1")
          rótko
        • span (class="_ _0")
          terminowe
      • div (class="t m0 xc h8 yc9 ff3 fs0 fc1 sc0 ls0 ws0")
        stanowią 23%
        • span (class="_ _0")
          (7.516 tys. PL
        • span (class="_ _0")
          N)
      • div (class="t m0 xf h8 yca ff3 fs0 fc1 sc0 ls0 ws0")
        Zagad
        • span (class="_ _0")
          nienie
        • span (class="_ _4")
        • span (class="_ _5")
          to
        • span (class="_ _4")
        • span (class="_ _5")
          zostało określone
        • span (class="_ _4")
        • span (class="_ _4")
          jako
        • span (class="_ _5")
        • span (class="_ _4")
          kluczowe
        • span (class="_ _4")
        • span (class="_ _5")
          dla
      • div (class="t m0 xf h8 ycb ff3 fs0 fc1 sc0 ls0 ws0")
        badani
        • span (class="_ _0")
          a
        • span (class="_ _2")
          z
        • span (class="_ _12")
          uwag
        • span (class="_ _0")
          i
        • span (class="_ _12")
          na
        • span (class="_ _12")
          istotn
        • span (class="_ _0")
          ą
        • span (class="_ _2")
        • span (class="_ _2")
          wartość
        • span (class="_ _2")
        • span (class="_ _12")
          ty
        • span (class="_ _1")
          ch
        • span (class="_ _12")
          pozycj
        • span (class="_ _0")
          i
      • div (class="t m0 xf h8 ycc ff3 fs0 fc1 sc0 ls0 ws0")
        iznaczący
        • span (class="_ _e")
        • span (class="_ _e")
          sposób
        • span (class="_ _e")
        • span (class="_ _4")
          wpływania
        • span (class="_ _e")
        • span (class="_ _4")
          na
        • span (class="_ _e")
        • span (class="_ _4")
          ocenę
        • span (class="_ _e")
        • span (class="_ _e")
          sp
        • span (class="_ _1")
          rawoz
        • span (class="_ _0")
          dania
      • div (class="t m0 xf h8 ycd ff3 fs0 fc1 sc0 ls0 ws0")
        finansoweg
        • span (class="_ _0")
          o jako całości
        • span (class="_ _0")
          .
      • div (class="t m0 xf h8 yce ff3 fs0 fc1 sc0 ls0 ws0")
        Ryzykiem w
        • span (class="_ _18")
        • span (class="_ _18")
          tym
        • span (class="_ _18")
          obszarze
        • span (class="_ _18")
          jest
        • span (class="_ _18")
        • span (class="_ _18")
          brak
        • span (class="_ _18")
          poprawnej
      • div (class="t m0 xf h8 ycf ff3 fs0 fc1 sc0 ls0 ws0")
        wyceny,
        • span (class="_ _b")
          niekompletno
        • span (class="_ _0")
          ść,
        • span (class="_ _1")
        • span (class="_ _b")
          nieprawi
        • span (class="_ _0")
          dłowa
        • span (class="_ _1")
        • span (class="_ _b")
          klasyf
        • span (class="_ _0")
          ikacja
        • span (class="_ _1")
        • span (class="_ _b")
          i
      • div (class="t m0 xf h8 yd0 ff3 fs0 fc1 sc0 ls0 ws0")
        ujawnien
        • span (class="_ _0")
          ie w sprawozd
        • span (class="_ _0")
          aniu finan
        • span (class="_ _0")
          sowym.
      • div (class="t m0 xc h8 yd1 ff3 fs0 fc1 sc0 ls0 ws0")
        Zagadnieni
        • span (class="_ _0")
          e
        • span (class="_ _1")
        • span (class="_ _b")
          zostało
        • span (class="_ _1")
        • span (class="_ _1")
          ujawnione
        • span (class="_ _1")
        • span (class="_ _1")
          w
        • span (class="_ _1")
        • span (class="_ _b")
          Notach
        • span (class="_ _1")
        • span (class="_ _1")
          16-17
        • span (class="_ _1")
        • span (class="_ _b")
          Infor-
      • div (class="t m0 xc h8 yd2 ff3 fs0 fc1 sc0 ls0 ws0")
        macji dodatk
        • span (class="_ _0")
          owej.
      • div (class="t m0 xd h8 yc5 ff3 fs0 fc1 sc0 ls0 ws0")
        W
        • span (class="_ _1")
          odpowiedzi n
        • span (class="_ _1")
          a
        • span (class="_ _1")
          zidenty
        • span (class="_ _0")
          fikowane
        • span (class="_ _1")
          ryzyka n
        • span (class="_ _1")
          asze
      • div (class="t m0 xd h8 yd3 ff3 fs0 fc1 sc0 ls0 ws0")
        procedury obej
        • span (class="_ _0")
          mowały mi
        • span (class="_ _0")
          ędzy innymi
      • div (class="t m0 x11 h8 yc7 ff4 fs4 fc1 sc0 ls0 ws0")
        • span (class="_ _19")
        • span (class="ff3 fs0")
          analizę
        • span (class="_ _c")
        • span (class="_ _8")
        • span (class="_ _c")
          zasad
        • span (class="_ _c")
        • span (class="_ _c")
          rac
        • span (class="_ _1")
          hunkow
        • span (class="_ _0")
          ości
        • span (class="_ _c")
        • span (class="_ _c")
          mających
      • div (class="t m0 x12 h8 yc8 ff3 fs0 fc1 sc0 ls0 ws0")
        zastosowanie
        • span (class="_ _4")
        • span (class="_ _5")
          w
        • span (class="_ _5")
        • span (class="_ _c")
          zakresie
        • span (class="_ _4")
        • span (class="_ _c")
          poszczególn
        • span (class="_ _0")
          ych
      • div (class="t m0 x12 h8 yc9 ff3 fs0 fc1 sc0 ls0 ws0")
        tytułów
        • span (class="_ _8")
        • span (class="_ _11")
          zobowiązań,
        • span (class="_ _11")
        • span (class="_ _11")
          analiz
        • span (class="_ _0")
          ę
        • span (class="_ _11")
        • span (class="_ _11")
          procesu
      • div (class="t m0 x12 h8 yd4 ff3 fs0 fc1 sc0 ls0 ws0")
        kontroli
        • span (class="_ _15")
          dotyczącej
        • span (class="_ _18")
        • span (class="_ _18")
          tego
        • span (class="_ _18")
        • span (class="_ _18")
          obszaru
        • span (class="_ _18")
        • span (class="_ _18")
          w
      • div (class="t m0 x12 h8 yd5 ff3 fs0 fc1 sc0 ls0 ws0")
        powiązaniu
        • span (class="_ _5")
        • span (class="_ _5")
          z
        • span (class="_ _5")
        • span (class="_ _c")
          obszarem
        • span (class="_ _5")
        • span (class="_ _5")
          kosztów.
        • span (class="_ _5")
        • span (class="_ _c")
          Zapo-
      • div (class="t m0 x12 h8 yd6 ff3 fs0 fc1 sc0 ls0 ws0")
        znaliśmy
        • span (class="_ _5")
        • span (class="_ _12")
          się
        • span (class="_ _c")
        • span (class="_ _c")
          z
        • span (class="_ _c")
        • span (class="_ _12")
          procesem
        • span (class="_ _c")
        • span (class="_ _c")
          inwentaryz
        • span (class="_ _0")
          acji
      • div (class="t m0 x12 h8 yd7 ff3 fs0 fc1 sc0 ls0 ws0")
        sald
        • span (class="_ _1")
        • span (class="_ _b")
          na
        • span (class="_ _b")
        • span (class="_ _1")
          k
        • span (class="_ _1")
          oniec
        • span (class="_ _1")
        • span (class="_ _b")
          okresu,
        • span (class="_ _1")
        • span (class="_ _b")
          zasadami
        • span (class="_ _1")
        • span (class="_ _b")
          wycen
        • span (class="_ _1")
        • span (class="_ _b")
          w
      • div (class="t m0 x12 h8 yd8 ff3 fs0 fc1 sc0 ls0 ws0")
        tym wycen
        • span (class="_ _0")
          zobowiązań finan
        • span (class="_ _0")
          sowych.
      • div (class="t m0 x11 h8 yd9 ff4 fs4 fc1 sc0 ls0 ws0")
        • span (class="_ _19")
        • span (class="ff3 fs0")
          poddaliśmy
        • span (class="_ _9")
          analizie
        • span (class="_ _18")
          zobowiązania
        • span (class="_ _18")
        • span (class="_ _18")
          pod
      • div (class="t m0 x12 h8 yda ff3 fs0 fc1 sc0 ls0 ws0")
        kątem
        • span (class="_ _e")
        • span (class="_ _5")
          wiekowania
        • span (class="_ _e")
        • span (class="_ _4")
          i
        • span (class="_ _4")
        • span (class="_ _4")
          regulowania
        • span (class="_ _4")
        • span (class="_ _e")
          zobo-
      • div (class="t m0 x12 h8 ydb ff3 fs0 fc1 sc0 ls0 ws0")
        wiązań.
        • span (class="_ _11")
        • span (class="_ _a")
          Zw
        • span (class="_ _0")
          eryf
        • span (class="_ _0")
          ikowaliśmy
        • span (class="_ _11")
        • span (class="_ _11")
          otrzymane
      • div (class="t m0 x12 h8 ydc ff3 fs0 fc1 sc0 ls0 ws0")
        przez
        • span (class="_ _b")
        • span (class="_ _e")
          Spółkę
        • span (class="_ _b")
        • span (class="_ _e")
          potwierd
        • span (class="_ _0")
          zenia
        • span (class="_ _b")
        • span (class="_ _5")
        • span (class="_ _e")
          sald.
        • span (class="_ _b")
        • span (class="_ _e")
          Spraw-
      • div (class="t m0 x12 h8 ydd ff3 fs0 fc1 sc0 ls0 ws0")
        dziliśmy
        • span (class="_ _8")
        • span (class="_ _6")
          wycenę
        • span (class="_ _8")
        • span (class="_ _11")
          zob
        • span (class="_ _0")
          owiązań
        • span (class="_ _8")
        • span (class="_ _6")
          h
        • span (class="_ _1")
          andlo-
      • div (class="t m0 x12 h8 yde ff3 fs0 fc1 sc0 ls0 ws0")
        wych, budżetow
        • span (class="_ _0")
          ych i in
        • span (class="_ _0")
          nych.
      • div (class="t m0 x11 h8 y5c ff4 fs4 fc1 sc0 ls0 ws0")
        • span (class="_ _19")
        • span (class="ff3 fs0")
          oceniliśmy
        • span (class="_ _12")
        • span (class="_ _12")
          podejście
        • span (class="_ _12")
        • span (class="_ _2")
          Spółki
        • span (class="_ _12")
        • span (class="_ _12")
          w
        • span (class="_ _c")
          zakresie
      • div (class="t m0 x12 h8 ydf ff3 fs0 fc1 sc0 ls0 ws0")
        wyceny
        • span (class="_ _3")
        • span (class="_ _3")
          leasingów,
        • span (class="_ _3")
        • span (class="_ _3")
          zweryfikowaliśm
        • span (class="_ _0")
          y
      • div (class="t m0 x12 h8 ye0 ff3 fs0 fc1 sc0 ls0 ws0"): wyliczenia.
      • div (class="t m0 x11 h8 ye1 ff4 fs4 fc1 sc0 ls0 ws0")
        • span (class="_ _19")
        • span (class="ff3 fs0")
          sprawdziliśm
        • span (class="_ _0")
          y
        • span (class="_ _e")
        • span (class="_ _b")
          zaklasyfikowanie
        • span (class="_ _b")
        • span (class="_ _e")
          i
        • span (class="_ _b")
        • span (class="_ _e")
          prezen-
      • div (class="t m0 x12 h8 ye2 ff3 fs0 fc1 sc0 ls0 ws0")
        tacje
        • span (class="_ _12")
        • span (class="_ _12")
          zobowiązań
        • span (class="_ _c")
        • span (class="_ _12")
          w
        • span (class="_ _12")
        • span (class="_ _12")
          n
        • span (class="_ _1")
          otach
        • span (class="_ _c")
        • span (class="_ _12")
          i
        • span (class="_ _12")
        • span (class="_ _12")
          spra
        • span (class="_ _1")
          woz-
      • div (class="t m0 x12 h8 ye3 ff3 fs0 fc1 sc0 ls0 ws0")
        daniu finansow
        • span (class="_ _0")
          ym.
      • div (class="t m0 x0 h5 ye4 ff2 fs3 fc1 sc0 ls0 ws0")
        Odpowie
        • span (class="_ _0")
          dzialność Kierownika jednostki
      • div (class="t m0 x0 h5 ye5 ff2 fs3 fc1 sc0 ls0 ws0")
        iosób sprawuj
        • span (class="_ _0")
          ących nadzór za spraw
        • span (class="_ _0")
          ozdanie
      • div (class="t m0 x0 h5 ye6 ff2 fs3 fc1 sc0 ls0 ws0"): finansowe
      • div (class="t m0 x0 h6 ye7 ff3 fs3 fc1 sc0 ls0 ws0")
        Zarząd
        • span (class="_ _b")
        • span (class="_ _b")
          Spółki
        • span (class="_ _e")
        • span (class="_ _b")
          (dalej:
        • span (class="_ _e")
        • span (class="_ _b")
          „Kierownik
        • span (class="_ _b")
        • span (class="_ _b")
          jednostki”)
        • span (class="_ _b")
        • span (class="_ _b")
          j
        • span (class="_ _1")
          est
      • div (class="t m0 x0 h6 ye8 ff3 fs3 fc1 sc0 ls0 ws0")
        odpowiedzialny
        • span (class="_ _c")
        • span (class="_ _12")
          za
        • span (class="_ _12")
        • span (class="_ _12")
          sporządzenie,
        • span (class="_ _c")
        • span (class="_ _12")
          na
        • span (class="_ _c")
        • span (class="_ _12")
          po
        • span (class="_ _1")
          dstawie
      • div (class="t m0 x0 h6 ye9 ff3 fs3 fc1 sc0 ls0 ws0")
        prawidłowo
        • span (class="_ _1")
        • span (class="_ _1")
          prowadzonych
        • span (class="_ _1")
        • span (class="_ _1")
          ksiąg
        • span (class="_ _1")
        • span (class="_ _b")
          rachunkowych,
      • div (class="t m0 x0 h6 yea ff3 fs3 fc1 sc0 ls0 ws0")
        sprawozdania
        • span (class="_ _6")
          finansowego,
        • span (class="_ _18")
        • span (class="_ _9")
          kt
        • span (class="_ _1")
          óre
        • span (class="_ _18")
        • span (class="_ _9")
          przedstawia
      • div (class="t m0 x0 h6 y6e ff3 fs3 fc1 sc0 ls0 ws0")
        rzetelny
        • span (class="_ _1")
          i
        • span (class="_ _1")
          jasny
        • span (class="_ _1")
          obraz
        • span (class="_ _1")
          sytuacji
        • span (class="_ _1")
          majątkowej i
        • span (class="_ _b")
          finan-
      • div (class="t m0 x0 h6 yeb ff3 fs3 fc1 sc0 ls0 ws0")
        sowej
        • span (class="_ _a")
        • span (class="_ _11")
          oraz
        • span (class="_ _a")
        • span (class="_ _a")
          wyniku
        • span (class="_ _11")
        • span (class="_ _a")
          finansowego
        • span (class="_ _a")
        • span (class="_ _11")
          Jednostki
      • div (class="t m0 x0 h6 yec ff3 fs3 fc1 sc0 ls0 ws0")
        zgodnie
        • span (class="_ _4")
        • span (class="_ _4")
          z
        • span (class="_ _5")
        • span (class="_ _4")
          przepisami
        • span (class="_ _4")
        • span (class="_ _4")
          u
        • span (class="_ _1")
          stawy
        • span (class="_ _4")
        • span (class="_ _4")
          o
        • span (class="_ _5")
        • span (class="_ _4")
          rachunkowości,
      • div (class="t m0 x0 h6 yed ff3 fs3 fc1 sc0 ls0 ws0")
        przyjętymi
        • span (class="_ _2")
        • span (class="_ _2")
          zasadami
        • span (class="_ _2")
        • span (class="_ _2")
          (
        • span (class="_ _1")
          polityką)
        • span (class="_ _12")
        • span (class="_ _2")
          r
        • span (class="_ _1")
          achunkowości
      • div (class="t m0 x0 h6 yee ff3 fs3 fc1 sc0 ls0 ws0"): oraz z obowiązującymi Jednostkę przepisami
      • div (class="t m0 x0 h6 yef ff3 fs3 fc1 sc0 ls0 ws0")
        prawa
        • span (class="_ _3")
        • span (class="_ _3")
          i
        • span (class="_ _3")
        • span (class="_ _3")
          statutem,
        • span (class="_ _a")
        • span (class="_ _f")
          a
        • span (class="_ _3")
        • span (class="_ _3")
          także
        • span (class="_ _3")
        • span (class="_ _3")
          za
        • span (class="_ _3")
        • span (class="_ _3")
          kontrolę
      • div (class="t m0 x0 h6 yf0 ff3 fs3 fc1 sc0 ls0 ws0")
        wewnętrzną, którą Kierownik
        • span (class="_ _1")
          jednostki uznaje za
      • div (class="t m0 x0 h6 yf1 ff3 fs3 fc1 sc0 ls0 ws0")
        niezbędną,
        • span (class="_ _1")
        • span (class="_ _b")
          aby
        • span (class="_ _1")
        • span (class="_ _b")
          umożliwić
        • span (class="_ _b")
        • span (class="_ _1")
          sp
        • span (class="_ _1")
          orządzenie
        • span (class="_ _1")
        • span (class="_ _b")
          sprawoz-
      • div (class="t m0 x13 h6 ye4 ff3 fs3 fc1 sc0 ls0 ws0")
        dania
        • span (class="_ _9")
        • span (class="_ _6")
          finansowego
        • span (class="_ _9")
        • span (class="_ _6")
          niezawierającego
        • span (class="_ _9")
        • span (class="_ _6")
          istotnego
      • div (class="t m0 x13 h6 ye5 ff3 fs3 fc1 sc0 ls0 ws0")
        zniekształcenia
        • span (class="_ _4")
        • span (class="_ _12")
          spowodowa
        • span (class="_ _0")
          nego
        • span (class="_ _5")
        • span (class="_ _c")
          oszustwem
        • span (class="_ _5")
        • span (class="_ _c")
          lub
      • div (class="t m0 x13 h6 ye6 ff3 fs3 fc1 sc0 ls0 ws0"): błędem.
      • div (class="t m0 x13 h6 yf2 ff3 fs3 fc1 sc0 ls0 ws0")
        Sporządzając
        • span (class="_ _9")
        • span (class="_ _6")
          sprawozdanie
        • span (class="_ _6")
        • span (class="_ _6")
          finansowe
        • span (class="_ _6")
        • span (class="_ _6")
          Zarząd
      • div (class="t m0 x13 h6 y81 ff3 fs3 fc1 sc0 ls0 ws0")
        Spółki
        • span (class="_ _5")
        • span (class="_ _c")
          jest
        • span (class="_ _c")
        • span (class="_ _c")
          odpowiedzialny
        • span (class="_ _c")
        • span (class="_ _c")
          za
        • span (class="_ _5")
        • span (class="_ _12")
          ocenę
        • span (class="_ _c")
        • span (class="_ _c")
          zdolności
      • div (class="t m0 x13 h6 yf3 ff3 fs3 fc1 sc0 ls0 ws0")
        Jednostki
        • span (class="_ _4")
        • span (class="_ _4")
          do
        • span (class="_ _e")
        • span (class="_ _4")
          kontynuowania
        • span (class="_ _e")
        • span (class="_ _5")
          działalności,
        • span (class="_ _e")
        • span (class="_ _4")
          ujaw-
      • div (class="t m0 x13 h6 yb0 ff3 fs3 fc1 sc0 ls0 ws0")
        nienie,
        • span (class="_ _e")
        • span (class="_ _b")
          j
        • span (class="_ _1")
          eżeli
        • span (class="_ _b")
        • span (class="_ _e")
          ma
        • span (class="_ _e")
        • span (class="_ _e")
          to
        • span (class="_ _e")
        • span (class="_ _e")
          zastosowanie,
        • span (class="_ _e")
        • span (class="_ _e")
          spraw
        • span (class="_ _b")
        • span (class="_ _e")
          z
        • span (class="_ _1")
          wiąza-
      • div (class="t m0 x13 h6 yf4 ff3 fs3 fc1 sc0 ls0 ws0")
        nych
        • span (class="_ _1")
          z
        • span (class="_ _b")
          k
        • span (class="_ _1")
          ontynuacją
        • span (class="_ _1")
          d
        • span (class="_ _1")
          ziałalnoś
        • span (class="_ _0")
          ci
        • span (class="_ _1")
        • span (class="_ _1")
          oraz
        • span (class="_ _1")
        • span (class="_ _1")
          za
        • span (class="_ _1")
        • span (class="_ _1")
          przyjęcie
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        Sprawozda
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          nie niezależnego b
        • span (class="_ _0")
          iegłego rewiden
        • span (class="_ _0")
          ta z badania za ok
        • span (class="_ _0")
          res od 1.01.2024 r. d
        • span (class="_ _0")
          o 31.12.2
        • span (class="_ _0")
          024 r.
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        ENERGOAP
        • span (class="_ _0")
          ARATURA
        • span (class="_ _0")
          Spółka Akcyjna
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          z/s w Katowic
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          ach
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        dziane
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          w
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          ustawie
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          o
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          r
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          achunkowości.
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          Członkowie
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        Rady
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          Nadzorczej
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          odp
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          owiedzialni
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          za
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          nadzoro-
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        wanie
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          procesu
        • span (class="_ _11")
        • span (class="_ _11")
          sprawozdawczości
        • span (class="_ _11")
        • span (class="_ _11")
          finansowej
      • div (class="t m0 x0 h6 y4c ff3 fs3 fc1 sc0 ls0 ws0"): Spółki.
      • div (class="t m0 x0 h5 yfe ff2 fs3 fc1 sc0 ls0 ws0")
        Odpowie
        • span (class="_ _0")
          dzialność biegłego rewident
        • span (class="_ _0")
          a
      • div (class="t m0 x0 h5 yff ff2 fs3 fc1 sc0 ls0 ws0")
        zabadanie sprawoz
        • span (class="_ _0")
          dania finansowego
      • div (class="t m0 x14 h6 y100 ff3 fs3 fc1 sc0 ls0 ws0")
        Naszymi
        • span (class="_ _3")
        • span (class="_ _f")
          celami
        • span (class="_ _3")
        • span (class="_ _f")
        • span (class="_ _f")
        • span (class="_ _3")
          uzyskanie
        • span (class="_ _3")
        • span (class="_ _f")
          racjonalnej
      • div (class="t m0 x14 h6 y101 ff3 fs3 fc1 sc0 ls0 ws0"): pewności czy sprawozdanie finansowe jako całość
      • div (class="t m0 x14 h6 y102 ff3 fs3 fc1 sc0 ls0 ws0")
        nie
        • span (class="_ _5")
        • span (class="_ _5")
          zawiera
        • span (class="_ _5")
        • span (class="_ _5")
          istotnego
        • span (class="_ _5")
        • span (class="_ _5")
          zniekształcenia
        • span (class="_ _5")
        • span (class="_ _5")
          spowodo-
      • div (class="t m0 x14 h6 y103 ff3 fs3 fc1 sc0 ls0 ws0")
        wanego
        • span (class="_ _12")
        • span (class="_ _12")
          oszustwem
        • span (class="_ _12")
        • span (class="_ _12")
          lub
        • span (class="_ _2")
        • span (class="_ _12")
          błędem
        • span (class="_ _12")
        • span (class="_ _12")
          oraz
        • span (class="_ _12")
        • span (class="_ _2")
          wydanie
      • div (class="t m0 x14 h6 y104 ff3 fs3 fc1 sc0 ls0 ws0")
        sprawozdania
        • span (class="_ _9")
        • span (class="_ _9")
          z
        • span (class="_ _9")
        • span (class="_ _6")
          badania
        • span (class="_ _9")
        • span (class="_ _9")
          zawierającego
        • span (class="_ _9")
        • span (class="_ _6")
          naszą
      • div (class="t m0 x14 h6 y105 ff3 fs3 fc1 sc0 ls0 ws0")
        opinię.
        • span (class="_ _a")
        • span (class="_ _a")
          Racjonalna
        • span (class="_ _a")
        • span (class="_ _a")
          pewność
        • span (class="_ _11")
        • span (class="_ _3")
          jest
        • span (class="_ _a")
        • span (class="_ _a")
          wysokim
      • div (class="t m0 x14 h6 y106 ff3 fs3 fc1 sc0 ls0 ws0")
        poziomem
        • span (class="_ _18")
        • span (class="_ _9")
          pewności
        • span (class="_ _9")
        • span (class="_ _6")
          ale
        • span (class="_ _9")
        • span (class="_ _9")
          nie
        • span (class="_ _9")
        • span (class="_ _9")
          gwarantuje,
        • span (class="_ _9")
        • span (class="_ _9")
          że
      • div (class="t m0 x14 h6 y107 ff3 fs3 fc1 sc0 ls0 ws0")
        badanie
        • span (class="_ _b")
        • span (class="_ _4")
          przeprowadz
        • span (class="_ _0")
          one
        • span (class="_ _e")
        • span (class="_ _e")
          zgodnie
        • span (class="_ _e")
        • span (class="_ _e")
          z
        • span (class="_ _e")
        • span (class="_ _e")
          KSB
        • span (class="_ _e")
        • span (class="_ _e")
          zawsze
      • div (class="t m0 x14 h6 y108 ff3 fs3 fc1 sc0 ls0 ws0")
        wykryje
        • span (class="_ _4")
        • span (class="_ _4")
          istniejące
        • span (class="_ _4")
        • span (class="_ _4")
          istotne
        • span (class="_ _4")
        • span (class="_ _4")
          zniekształcenie.
        • span (class="_ _4")
        • span (class="_ _4")
          Znie-
      • div (class="t m0 x14 h6 y109 ff3 fs3 fc1 sc0 ls0 ws0")
        kształcenia
        • span (class="_ _1")
        • span (class="_ _b")
          mogą
        • span (class="_ _e")
        • span (class="_ _1")
          po
        • span (class="_ _1")
          wstawać
        • span (class="_ _1")
        • span (class="_ _b")
          na
        • span (class="_ _e")
        • span (class="_ _1")
          skut
        • span (class="_ _1")
          ek
        • span (class="_ _b")
        • span (class="_ _b")
          oszustwa
      • div (class="t m0 x14 h6 y10a ff3 fs3 fc1 sc0 ls0 ws0")
        lub
        • span (class="_ _e")
        • span (class="_ _e")
          błędu
        • span (class="_ _e")
        • span (class="_ _e")
          i
        • span (class="_ _e")
        • span (class="_ _e")
        • span (class="_ _e")
        • span (class="_ _e")
          u
        • span (class="_ _1")
          ważane
        • span (class="_ _b")
        • span (class="_ _e")
          z
        • span (class="_ _1")
          a
        • span (class="_ _b")
        • span (class="_ _4")
          istotne,
        • span (class="_ _e")
        • span (class="_ _e")
          jeżeli
        • span (class="_ _e")
        • span (class="_ _e")
          można
      • div (class="t m0 x14 h6 y10b ff3 fs3 fc1 sc0 ls0 ws0")
        racjonalnie
        • span (class="_ _b")
          oczekiwać,
        • span (class="_ _1")
        • span (class="_ _b")
          że
        • span (class="_ _b")
        • span (class="_ _1")
          pojedynczo
        • span (class="_ _1")
        • span (class="_ _b")
          lub
        • span (class="_ _1")
        • span (class="_ _b")
          łącznie
      • div (class="t m0 x14 h6 y10c ff3 fs3 fc1 sc0 ls0 ws0")
        mogłyby
        • span (class="_ _e")
        • span (class="_ _e")
          wpłynąć
        • span (class="_ _e")
        • span (class="_ _4")
          na
        • span (class="_ _e")
        • span (class="_ _e")
          decyzje
        • span (class="_ _e")
        • span (class="_ _4")
          gospodarcze
        • span (class="_ _e")
        • span (class="_ _e")
          użyt-
      • div (class="t m0 x14 h6 y10d ff3 fs3 fc1 sc0 ls0 ws0")
        kowników
        • span (class="_ _4")
        • span (class="_ _4")
          podjęte
        • span (class="_ _4")
        • span (class="_ _4")
          na
        • span (class="_ _4")
        • span (class="_ _5")
          podstawie
        • span (class="_ _4")
        • span (class="_ _4")
          tego
        • span (class="_ _4")
        • span (class="_ _5")
          sprawoz-
      • div (class="t m0 x14 h6 y10e ff3 fs3 fc1 sc0 ls0 ws0")
        dania finansoweg
        • span (class="_ _0")
          o.
      • div (class="t m0 x14 h6 y10f ff3 fs3 fc1 sc0 ls0 ws0")
        Zakres
        • span (class="_ _b")
        • span (class="_ _e")
          badania
        • span (class="_ _e")
        • span (class="_ _e")
          nie
        • span (class="_ _b")
        • span (class="_ _e")
          obejmuje
        • span (class="_ _b")
        • span (class="_ _e")
          za
        • span (class="_ _1")
          pewnien
        • span (class="_ _0")
          ia
        • span (class="_ _b")
        • span (class="_ _4")
          co
        • span (class="_ _b")
        • span (class="_ _e")
          do
      • div (class="t m0 x14 h6 y1e ff3 fs3 fc1 sc0 ls0 ws0")
        przyszłej
        • span (class="_ _1")
        • span (class="_ _1")
          rentowności
        • span (class="_ _1")
        • span (class="_ _1")
          badanej
        • span (class="_ _1")
        • span (class="_ _b")
          jednostki
        • span (class="_ _b")
          ani
        • span (class="_ _1")
        • span (class="_ _1")
          efek
        • span (class="_ _1")

      • div (class="t m0 x14 h6 y110 ff3 fs3 fc1 sc0 ls0 ws0")
        tywności
        • span (class="_ _b")
          lub
        • span (class="_ _1")
        • span (class="_ _1")
          skuteczności
        • span (class="_ _1")
        • span (class="_ _1")
          prowadzenia
        • span (class="_ _1")
        • span (class="_ _1")
          jej
        • span (class="_ _1")
        • span (class="_ _b")
          spraw
      • div (class="t m0 x14 h6 y111 ff3 fs3 fc1 sc0 ls0 ws0")
        przez
        • span (class="_ _b")
        • span (class="_ _1")
          Kierownika
        • span (class="_ _b")
        • span (class="_ _b")
          jednostki
        • span (class="_ _1")
        • span (class="_ _b")
          obe
        • span (class="_ _1")
          cnie
        • span (class="_ _1")
        • span (class="_ _b")
          lub
        • span (class="_ _b")
        • span (class="_ _b")
          w
        • span (class="_ _b")
        • span (class="_ _b")
          przy-
      • div (class="t m0 x14 h6 y21 ff3 fs3 fc1 sc0 ls0 ws0"): szłości.
      • div (class="t m0 x0 h6 y112 ff3 fs3 fc1 sc0 ls0 ws0")
        Podczas
        • span (class="_ _2")
        • span (class="_ _9")
          badania
        • span (class="_ _2")
          z
        • span (class="_ _1")
          godnego z K
        • span (class="_ _0")
          SB stosujem
        • span (class="_ _0")
          y
      • div (class="t m0 x0 h6 y113 ff3 fs3 fc1 sc0 ls0 ws0")
        zawodowy
        • span (class="_ _1")
        • span (class="_ _b")
          osąd
        • span (class="_ _b")
        • span (class="_ _b")
          i
        • span (class="_ _1")
        • span (class="_ _b")
          zachowujemy
        • span (class="_ _1")
        • span (class="_ _e")
          zawodowy
        • span (class="_ _1")
        • span (class="_ _b")
          scep-
      • div (class="t m0 x0 h6 y114 ff3 fs3 fc1 sc0 ls0 ws0")
        tycyzm, a
        • span (class="_ _0")
          także:
      • div (class="t m0 x0 h6 y115 ff4 fs4 fc1 sc0 ls0 ws0")
        • span (class="_ _1a")
        • span (class="ff3 fs3")
          identyfikuje
        • span (class="_ _0")
          my
        • span (class="_ _4")
        • span (class="_ _5")
          i
        • span (class="_ _5")
        • span (class="_ _4")
          oceniamy
        • span (class="_ _4")
        • span (class="_ _5")
          ryzyka
        • span (class="_ _5")
        • span (class="_ _4")
          istotnego
      • div (class="t m0 x15 h6 y116 ff3 fs3 fc1 sc0 ls0 ws0")
        zniekształcenia
        • span (class="_ _a")
        • span (class="_ _f")
          sprawozdan
        • span (class="_ _0")
          ia
        • span (class="_ _3")
        • span (class="_ _3")
          fin
        • span (class="_ _1")
          ansowego
      • div (class="t m0 x15 h6 y117 ff3 fs3 fc1 sc0 ls0 ws0")
        spowodowa
        • span (class="_ _0")
          nego
        • span (class="_ _b")
        • span (class="_ _e")
          oszustwem
        • span (class="_ _b")
        • span (class="_ _b")
          lub
        • span (class="_ _e")
        • span (class="_ _b")
          błędem,
        • span (class="_ _b")
        • span (class="_ _e")
          pro-
      • div (class="t m0 x15 h6 y118 ff3 fs3 fc1 sc0 ls0 ws0")
        jektujemy
        • span (class="_ _b")
          i
        • span (class="_ _1")
        • span (class="_ _1")
          przeprowadzamy
        • span (class="_ _1")
        • span (class="_ _1")
          p
        • span (class="_ _1")
          rocedury
        • span (class="_ _b")
          bada-
      • div (class="t m0 x15 h6 y119 ff3 fs3 fc1 sc0 ls0 ws0")
        nia
        • span (class="_ _c")
        • span (class="_ _c")
          odpowiadające
        • span (class="_ _c")
        • span (class="_ _12")
          tym
        • span (class="_ _c")
        • span (class="_ _c")
          ryzykom
        • span (class="_ _c")
        • span (class="_ _12")
          i
        • span (class="_ _c")
        • span (class="_ _12")
          uzysku-
      • div (class="t m0 x15 h6 y11a ff3 fs3 fc1 sc0 ls0 ws0")
        jemy
        • span (class="_ _b")
        • span (class="_ _b")
          dowody
        • span (class="_ _b")
        • span (class="_ _b")
          badania,
        • span (class="_ _b")
        • span (class="_ _e")
          które
        • span (class="_ _1")
        • span (class="_ _e")
        • span (class="_ _b")
        • span (class="_ _b")
          wystarczające
      • div (class="t m0 x15 h6 y11b ff3 fs3 fc1 sc0 ls0 ws0")
        iodpowiednie,
        • span (class="_ _2")
          aby
        • span (class="_ _2")
          s
        • span (class="_ _1")
          tanowić
        • span (class="_ _2")
          podstawę
        • span (class="_ _2")
          dla
      • div (class="t m0 x15 h6 y11c ff3 fs3 fc1 sc0 ls0 ws0")
        naszej
        • span (class="_ _e")
        • span (class="_ _5")
          opinii.
        • span (class="_ _4")
        • span (class="_ _4")
          Ryzyko
        • span (class="_ _e")
        • span (class="_ _4")
          niewykrycia
        • span (class="_ _4")
        • span (class="_ _4")
          istotnego
      • div (class="t m0 x15 h6 y11d ff3 fs3 fc1 sc0 ls0 ws0")
        zniekształcenia
        • span (class="_ _e")
        • span (class="_ _5")
          wynikającego
        • span (class="_ _4")
        • span (class="_ _4")
          z
        • span (class="_ _4")
        • span (class="_ _4")
          oszustwa
        • span (class="_ _e")
        • span (class="_ _5")
          jest
      • div (class="t m0 x15 h6 y11e ff3 fs3 fc1 sc0 ls0 ws0")
        większe
        • span (class="_ _1")
          niż
        • span (class="_ _1")
        • span (class="_ _1")
          teg
        • span (class="_ _1")
          o
        • span (class="_ _1")
          wynikającego
        • span (class="_ _1")
        • span (class="_ _1")
          z
        • span (class="_ _1")
        • span (class="_ _b")
          błędu,
        • span (class="_ _1")
          ponie-
      • div (class="t m0 x15 h6 y11f ff3 fs3 fc1 sc0 ls0 ws0")
        waż
        • span (class="_ _1")
          os
        • span (class="_ _1")
          zustwo
        • span (class="_ _1")
        • span (class="_ _1")
          może
        • span (class="_ _1")
        • span (class="_ _1")
          dotyczyć
        • span (class="_ _b")
          zmowy,
        • span (class="_ _1")
        • span (class="_ _1")
          fałszer-
      • div (class="t m0 x15 h6 y120 ff3 fs3 fc1 sc0 ls0 ws0")
        stwa,
        • span (class="_ _11")
        • span (class="_ _a")
          celowyc
        • span (class="_ _0")
          h
        • span (class="_ _a")
        • span (class="_ _11")
          pominięć,
        • span (class="_ _11")
        • span (class="_ _a")
          wprowadzenia
      • div (class="t m0 x15 h6 y121 ff3 fs3 fc1 sc0 ls0 ws0")
        wbłąd lub obejś
        • span (class="_ _0")
          cia kontroli wewnętrz
        • span (class="_ _0")
          nej;
      • div (class="t m0 xa h6 y49 ff4 fs4 fc1 sc0 ls0 ws0")
        • span (class="_ _1a")
        • span (class="ff3 fs3")
          uzyskujemy
        • span (class="_ _e")
        • span (class="_ _4")
          zrozumienie
        • span (class="_ _e")
        • span (class="_ _4")
          kontroli
        • span (class="_ _4")
        • span (class="_ _4")
          wewnętrz-
      • div (class="t m0 x16 h6 y4a ff3 fs3 fc1 sc0 ls0 ws0")
        nej
        • span (class="_ _e")
        • span (class="_ _e")
          stosownej
        • span (class="_ _e")
        • span (class="_ _e")
          dla
        • span (class="_ _e")
        • span (class="_ _b")
          b
        • span (class="_ _1")
          adania
        • span (class="_ _b")
        • span (class="_ _4")
          w
        • span (class="_ _e")
        • span (class="_ _e")
          celu
        • span (class="_ _e")
        • span (class="_ _b")
          z
        • span (class="_ _1")
          aprojekto-
      • div (class="t m0 x16 h6 y4b ff3 fs3 fc1 sc0 ls0 ws0")
        wania
        • span (class="_ _1")
          procedur badania,
        • span (class="_ _1")
          które
        • span (class="_ _1")
        • span (class="_ _1")
          odpowiednie
      • div (class="t m0 x16 h6 y4c ff3 fs3 fc1 sc0 ls0 ws0")
        w
        • span (class="_ _12")
        • span (class="_ _12")
          da
        • span (class="_ _1")
          nych
        • span (class="_ _12")
        • span (class="_ _12")
          okolicznościach,
        • span (class="_ _12")
        • span (class="_ _12")
          a
        • span (class="_ _1")
          le
        • span (class="_ _12")
        • span (class="_ _2")
          nie
        • span (class="_ _12")
        • span (class="_ _2")
          w
        • span (class="_ _12")
        • span (class="_ _2")
          celu
      • div (class="t m0 x16 h6 y4d ff3 fs3 fc1 sc0 ls0 ws0")
        wyrażenia
        • span (class="_ _e")
        • span (class="_ _e")
          opinii
        • span (class="_ _4")
        • span (class="_ _e")
          na
        • span (class="_ _e")
        • span (class="_ _4")
          temat
        • span (class="_ _e")
        • span (class="_ _4")
          skuteczności
        • span (class="_ _e")
        • span (class="_ _e")
          kon-
      • div (class="t m0 x16 h6 yb ff3 fs3 fc1 sc0 ls0 ws0")
        troli wewnętrznej Jed
        • span (class="_ _0")
          nostki;
      • div (class="t m0 xa h6 y122 ff4 fs4 fc1 sc0 ls0 ws0")
        • span (class="_ _1a")
        • span (class="ff3 fs3")
          oceniamy
        • span (class="_ _1b")
        • span (class="_ _1b")
          odpowiedniość
        • span (class="_ _1b")
        • span (class="_ _1c")
          zastosowan
        • span (class="_ _0")
          ych
      • div (class="t m0 x16 h6 y123 ff3 fs3 fc1 sc0 ls0 ws0")
        zasad
        • span (class="_ _1")
          (polityki)
        • span (class="_ _1")
          rachunkow
        • span (class="_ _0")
          ości
        • span (class="_ _1")
          oraz
        • span (class="_ _1")
          zasadność
      • div (class="t m0 x16 h6 y124 ff3 fs3 fc1 sc0 ls0 ws0")
        szacunków
        • span (class="_ _9")
        • span (class="_ _6")
          księgowych
        • span (class="_ _9")
        • span (class="_ _9")
          o
        • span (class="_ _1")
          raz
        • span (class="_ _9")
        • span (class="_ _6")
          powiązanych
      • div (class="t m0 x16 h6 y125 ff3 fs3 fc1 sc0 ls0 ws0")
        ujawnień dokonan
        • span (class="_ _0")
          ych przez Zarząd Spółk
        • span (class="_ _0")
          i;
      • div (class="t m0 xa h6 y126 ff4 fs4 fc1 sc0 ls0 ws0")
        • span (class="_ _1a")
        • span (class="ff3 fs3")
          wyciągamy
        • span (class="_ _1")
        • span (class="_ _b")
          wniosek
        • span (class="_ _b")
        • span (class="_ _b")
          na
        • span (class="_ _b")
        • span (class="_ _b")
          temat
        • span (class="_ _b")
        • span (class="_ _b")
          odpowiedni
        • span (class="_ _0")
          ości
      • div (class="t m0 x16 h6 y127 ff3 fs3 fc1 sc0 ls0 ws0")
        zastosowania
        • span (class="_ _8")
        • span (class="_ _11")
          przez
        • span (class="_ _11")
        • span (class="_ _11")
          Kierownik
        • span (class="_ _0")
          a
        • span (class="_ _11")
        • span (class="_ _11")
          jednostki
      • div (class="t m0 x16 h6 y128 ff3 fs3 fc1 sc0 ls0 ws0")
        zasady k
        • span (class="_ _1")
          ontynuacji działalności
        • span (class="_ _1")
          jako
        • span (class="_ _1")
          podstawy
      • div (class="t m0 x16 h6 y129 ff3 fs3 fc1 sc0 ls0 ws0")
        rachunkowości
        • span (class="_ _12")
        • span (class="_ _2")
          o
        • span (class="_ _1")
          raz,
        • span (class="_ _12")
          n
        • span (class="_ _0")
          a
        • span (class="_ _2")
        • span (class="_ _2")
          podstawie
        • span (class="_ _2")
        • span (class="_ _2")
          uzyska-
      • div (class="t m0 x16 h6 y12a ff3 fs3 fc1 sc0 ls0 ws0")
        nych
        • span (class="_ _4")
        • span (class="_ _5")
          dowodów
        • span (class="_ _5")
        • span (class="_ _5")
          badania,
        • span (class="_ _4")
        • span (class="_ _5")
          czy
        • span (class="_ _5")
        • span (class="_ _5")
          istnieje
        • span (class="_ _4")
        • span (class="_ _5")
          istotna
      • div (class="t m0 x16 h6 y12b ff3 fs3 fc1 sc0 ls0 ws0")
        niepewność
        • span (class="_ _18")
        • span (class="_ _6")
          z
        • span (class="_ _1")
          wiązana
        • span (class="_ _9")
        • span (class="_ _9")
          ze
        • span (class="_ _6")
        • span (class="_ _9")
          z
        • span (class="_ _1")
          darzeniami
        • span (class="_ _18")
        • span (class="_ _6")
          lub
      • div (class="t m0 x16 h6 y12c ff3 fs3 fc1 sc0 ls0 ws0")
        warunkami,
        • span (class="_ _1")
          która może
        • span (class="_ _1")
          poddawać
        • span (class="_ _1")
          w
        • span (class="_ _1")
          znaczącą
      • div (class="t m0 x16 h6 y12d ff3 fs3 fc1 sc0 ls0 ws0")
        wątpliwość zdolność
        • span (class="_ _1")
          Jednostki
        • span (class="_ _1")
          do kontynuacji
      • div (class="t m0 x16 h6 y12e ff3 fs3 fc1 sc0 ls0 ws0")
        działalności.
        • span (class="_ _4")
        • span (class="_ _4")
          Jeżeli
        • span (class="_ _5")
        • span (class="_ _4")
          dochodzimy
        • span (class="_ _4")
        • span (class="_ _5")
          do
        • span (class="_ _4")
        • span (class="_ _5")
          wniosku,
      • div (class="t m0 x16 h6 y12f ff3 fs3 fc1 sc0 ls0 ws0")
        że
        • span (class="_ _b")
        • span (class="_ _b")
          ist
        • span (class="_ _1")
          nieje
        • span (class="_ _b")
        • span (class="_ _b")
          istotna
        • span (class="_ _b")
        • span (class="_ _b")
          niepewność,
        • span (class="_ _e")
        • span (class="_ _b")
          wymagane
        • span (class="_ _b")
        • span (class="_ _b")
          jest
      • div (class="t m0 x16 h6 y130 ff3 fs3 fc1 sc0 ls0 ws0")
        od
        • span (class="_ _1")
          nas
        • span (class="_ _1")
          zwrócenie
        • span (class="_ _1")
          uwagi
        • span (class="_ _1")
          w
        • span (class="_ _1")
          naszy
        • span (class="_ _1")
          m
        • span (class="_ _1")
          sprawozda-
      • div (class="t m0 x16 h6 y131 ff3 fs3 fc1 sc0 ls0 ws0")
        niu
        • span (class="_ _1")
        • span (class="_ _1")
          biegłe
        • span (class="_ _1")
          go
        • span (class="_ _1")
        • span (class="_ _1")
          r
        • span (class="_ _1")
          ewidenta
        • span (class="_ _1")
        • span (class="_ _1")
          na
        • span (class="_ _b")
        • span (class="_ _1")
          powiązane
        • span (class="_ _1")
        • span (class="_ _1")
          ujawnie
        • span (class="_ _1")

      • div (class="t m0 x16 h6 y132 ff3 fs3 fc1 sc0 ls0 ws0")
        nia
        • span (class="_ _c")
        • span (class="_ _12")
          wsprawozdaniu
        • span (class="_ _12")
        • span (class="_ _c")
          f
        • span (class="_ _1")
          inansowym
        • span (class="_ _c")
        • span (class="_ _12")
          lub,
        • span (class="_ _c")
        • span (class="_ _12")
          jeżeli
      • div (class="t m0 x16 h6 y133 ff3 fs3 fc1 sc0 ls0 ws0")
        takie
        • span (class="_ _e")
        • span (class="_ _4")
          ujawnienia
        • span (class="_ _e")
        • span (class="_ _4")
        • span (class="_ _4")
        • span (class="_ _e")
          nieadekwatne,
        • span (class="_ _e")
        • span (class="_ _4")
          modyfiku-
      • div (class="t m0 x16 h6 y134 ff3 fs3 fc1 sc0 ls0 ws0")
        jemy
        • span (class="_ _1")
          naszą
        • span (class="_ _1")
          opinię.
        • span (class="_ _1")
        • span (class="_ _1")
          Nasze
        • span (class="_ _1")
          wnioski
        • span (class="_ _1")
        • span (class="_ _1")
          op
        • span (class="_ _1")
          arte
        • span (class="_ _1")
          na
      • div (class="t m0 x16 h6 y135 ff3 fs3 fc1 sc0 ls0 ws0")
        dowodach badania
        • span (class="_ _0")
          uzyskanych do dnia
        • span (class="_ _0")
          sporzą-
      • div (class="t m0 x16 h6 y136 ff3 fs3 fc1 sc0 ls0 ws0")
        dzenia
        • span (class="_ _c")
        • span (class="_ _c")
          naszego
        • span (class="_ _c")
        • span (class="_ _c")
          sprawozdania
        • span (class="_ _5")
        • span (class="_ _12")
          biegłego
        • span (class="_ _5")
        • span (class="_ _12")
          rewi-
      • div (class="t m0 x16 h6 y137 ff3 fs3 fc1 sc0 ls0 ws0")
        denta,
        • span (class="_ _a")
        • span (class="_ _3")
          jednakże
        • span (class="_ _a")
        • span (class="_ _3")
          przyszłe
        • span (class="_ _a")
        • span (class="_ _3")
          zdarzenia
        • span (class="_ _a")
        • span (class="_ _3")
          lub
      • div (class="t m0 x16 h6 y138 ff3 fs3 fc1 sc0 ls0 ws0")
        warunki mogą spow
        • span (class="_ _0")
          odować, że Jednostka
      • div (class="t m0 x16 h6 y139 ff3 fs3 fc1 sc0 ls0 ws0")
        zaprzestanie kont
        • span (class="_ _0")
          ynuacji działalności;
      • div (class="t m0 xa h6 y13a ff4 fs4 fc1 sc0 ls0 ws0")
        • span (class="_ _1a")
        • span (class="ff3 fs3")
          oceniamy
        • span (class="_ _f")
        • span (class="_ _d")
          ogólną
        • span (class="_ _d")
        • span (class="_ _f")
          p
        • span (class="_ _1")
          rezentację,
        • span (class="_ _f")
        • span (class="_ _d")
          strukturę
      • div (class="t m0 x16 h6 y13b ff3 fs3 fc1 sc0 ls0 ws0")
        izawartość
        • span (class="_ _1")
          sprawozdania
        • span (class="_ _b")
          finansowego,
        • span (class="_ _1")
          w
        • span (class="_ _1")
        • span (class="_ _1")
          tym
      • div (class="t m0 x16 h6 y13c ff3 fs3 fc1 sc0 ls0 ws0")
        ujawnienia,
        • span (class="_ _b")
        • span (class="_ _b")
          o
        • span (class="_ _1")
          raz
        • span (class="_ _b")
        • span (class="_ _e")
          czy
        • span (class="_ _b")
        • span (class="_ _e")
          sprawozdanie
        • span (class="_ _b")
        • span (class="_ _b")
          f
        • span (class="_ _1")
          inansowe
      • div (class="t m0 x16 h6 y13d ff3 fs3 fc1 sc0 ls0 ws0")
        przedstawia
        • span (class="_ _c")
        • span (class="_ _12")
          będące
        • span (class="_ _c")
        • span (class="_ _12")
          ich
        • span (class="_ _12")
        • span (class="_ _12")
          podstawą
        • span (class="_ _12")
        • span (class="_ _c")
          transakcje
      • div (class="t m0 x16 h6 y13e ff3 fs3 fc1 sc0 ls0 ws0")
        izdarzenia
        • span (class="_ _c")
        • span (class="_ _12")
          w
        • span (class="_ _12")
        • span (class="_ _12")
          spos
        • span (class="_ _1")
          ób
        • span (class="_ _c")
        • span (class="_ _2")
          zapewniający
        • span (class="_ _c")
        • span (class="_ _12")
          rzetelną
      • div (class="t m0 x16 h6 y13f ff3 fs3 fc1 sc0 ls0 ws0"): prezentację.
      • div (class="t m0 x13 h6 y140 ff3 fs3 fc1 sc0 ls0 ws0")
        Przekazujemy
        • span (class="_ _5")
          Komitetowi
        • span (class="_ _b")
        • span (class="_ _e")
          Audytu
        • span (class="_ _5")
          Spółki
        • span (class="_ _e")
        • span (class="_ _e")
          infor-
      • div (class="t m0 x13 h6 y141 ff3 fs3 fc1 sc0 ls0 ws0")
        macje
        • span (class="_ _4")
        • span (class="_ _4")
          o,
        • span (class="_ _5")
        • span (class="_ _4")
          między
        • span (class="_ _5")
        • span (class="_ _4")
          innymi,
        • span (class="_ _4")
        • span (class="_ _5")
          planowanym
        • span (class="_ _4")
        • span (class="_ _4")
          zakresie
      • div (class="t m0 x13 h6 y142 ff3 fs3 fc1 sc0 ls0 ws0")
        iczasie przeprowadzenia badania
        • span (class="_ _1")
          oraz
        • span (class="_ _1")
          znaczących
      • div (class="t m0 x13 h6 y143 ff3 fs3 fc1 sc0 ls0 ws0")
        ustaleniach
        • span (class="_ _1")
          badania,
        • span (class="_ _1")
        • span (class="_ _1")
          w
        • span (class="_ _b")
          tym
        • span (class="_ _1")
        • span (class="_ _1")
          wszelkich
        • span (class="_ _1")
          znaczących
      • div (class="t m0 x13 h6 y144 ff3 fs3 fc1 sc0 ls0 ws0")
        słabościach
        • span (class="_ _b")
        • span (class="_ _b")
          kontroli
        • span (class="_ _b")
        • span (class="_ _b")
          we
        • span (class="_ _1")
          wnętrzn
        • span (class="_ _0")
          ej,
        • span (class="_ _b")
        • span (class="_ _e")
          które
        • span (class="_ _1")
        • span (class="_ _e")
          zidenty-
      • div (class="t m0 x13 h6 y145 ff3 fs3 fc1 sc0 ls0 ws0")
        fikujemy pod
        • span (class="_ _0")
          czas badania.
      • div (class="t m0 x13 h6 y146 ff3 fs3 fc1 sc0 ls0 ws0")
        Składamy
        • span (class="_ _12")
          Komitetowi
        • span (class="_ _4")
        • span (class="_ _4")
          Audytu
        • span (class="_ _2")
          oświadczenie,
        • span (class="_ _e")
        • span (class="_ _4")
          że
      • div (class="t m0 x13 h6 y147 ff3 fs3 fc1 sc0 ls0 ws0")
        przestrzegaliśm
        • span (class="_ _0")
          y
        • span (class="_ _2")
        • span (class="_ _2")
          stosownych
        • span (class="_ _2")
        • span (class="_ _2")
          wymogów
        • span (class="_ _2")
        • span (class="_ _2")
          etycz-
      • div (class="t m0 x13 h6 y148 ff3 fs3 fc1 sc0 ls0 ws0")
        nych dotyczących
        • span (class="_ _1")
          niezależności oraz
        • span (class="_ _1")
          że będziemy
      • div (class="t m0 x0 h2 y9 ff1 fs0 fc0 sc0 ls0 ws0")
        Strona 6
        • span (class="_ _0")
          z 9
      • div (class="pi")
    • div (class="pf w0 h0", id="pf7")
      • div (class="pc pc7 w0 h0")
      • img (alt="", class="bi x0 y0 w1 h1", 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        Sprawozda
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          nie niezależnego b
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          iegłego rewiden
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          ta z badania za ok
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          res od 1.01.2024 r. d
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          o 31.12.2
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          024 r.
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        ENERGOAP
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          ARATURA
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          Spółka Akcyjna
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          z/s w Katowic
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          ach
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        informować
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          ich
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          o
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          wszystkich
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          owiązaniach
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          zagrożenie
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        niezależności,
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        informujemy o zastos
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        Spośród
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          Komitet
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        dziej znaczące
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          podczas
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        finansowego
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          żący
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      • div (class="t m0 x0 h6 y14a ff3 fs3 fc1 sc0 ls0 ws0")
        nia.
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          Opisujemy
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          te
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        • span (class="_ _b")
          spra
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          sprawozda-
      • div (class="t m0 x0 h6 y14b ff3 fs3 fc1 sc0 ls0 ws0")
        niu
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        • span (class="_ _b")
          biegłego
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        • span (class="_ _b")
          rewidenta,
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        • span (class="_ _b")
          chyba
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        • span (class="_ _b")
          że
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        • span (class="_ _b")
          przepisy
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        • span (class="_ _b")
          prawa
      • div (class="t m0 x0 h6 y14c ff3 fs3 fc1 sc0 ls0 ws0")
        lub
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        • span (class="_ _b")
          regulacje
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        • span (class="_ _b")
          zabraniają
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        • span (class="_ _b")
          publicznego
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          ujawnie-
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          gdy,
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          wyjątkowych
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          okolicznościach,
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        ustalimy,
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        • span (class="_ _4")
          że
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        • span (class="_ _4")
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          sprawozdaniu,
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          ponieważ
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        • span (class="_ _1")
          można
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          racjonalnie
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          oczekiwać,
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          że
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          negatywne
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          kon-
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        sekwencje
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          przeważyłyby
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        • span (class="_ _b")
          korzyści
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        • span (class="_ _b")
          takiej
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        • span (class="_ _b")
          informa-
      • div (class="t m0 x0 h6 y152 ff3 fs3 fc1 sc0 ls0 ws0")
        cji dla interesu publiczneg
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          o.
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        w tym sprawoz
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        Na
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          składa
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          się:
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          sprawozdan
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          ie
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        zdziałalnoś
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          Spółki
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        • span (class="_ _12")
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          ro
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        • span (class="_ _2")
          obrotowy
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        • span (class="_ _2")
          zakoń-
      • div (class="t m0 x0 h6 y157 ff3 fs3 fc1 sc0 ls0 ws0")
        czony
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          dnia 2024r.
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          (dalej:
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          „Spra
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          wozdanie
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          sprawozdania
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          (dalej
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        • span (class="_ _c")
          łącznie:
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        „Inne inform
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          acje”).
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        Zarząd
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          Spółki
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          Innych
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          informacji
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          zgodnie
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        • span (class="_ _5")
          z
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          przepisami
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        Zarząd
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          Spółki
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          oraz
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          członkowie
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        • span (class="_ _1")
          Rady
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        • span (class="_ _b")
          Nadzorczej
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        • span (class="_ _c")
          zobowiązani
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        • span (class="_ _c")
          do
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        • span (class="_ _c")
          zapewnienia,
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        • span (class="_ _c")
          aby
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        • span (class="_ _5")
          S
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          prawoz-
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          działalności
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          Spółki
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          wraz
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          z
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          wyodrębnioną
      • div (class="t m0 x0 h6 y163 ff3 fs3 fc1 sc0 ls0 ws0")
        częścią
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          spełniało
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          wymagania
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        • span (class="_ _15")
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        wustawie o rachun
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        Nasza
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        • span (class="_ _c")
          op
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          inia
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          z
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          badania
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          finanso-
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        wego
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        • span (class="_ _1c")
          nie
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        • span (class="_ _1c")
          obejmuje
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        • span (class="_ _1c")
          Innych
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        • span (class="_ _1c")
          informacji.
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        Wzwiązku
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          badaniem
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        • span (class="_ _2")
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          finanso-
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        wego
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        • span (class="_ _c")
          naszym
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          jest
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          zapoznanie
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      • div (class="t m0 xa h6 y16a ff3 fs3 fc1 sc0 ls0 ws0")
        zInnymi informacjami, i
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          czyniąc
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          ą podcz
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          się
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        • span (class="_ _1")
          istotnie
        • span (class="_ _1")
        • span (class="_ _1")
          zniekształcone.
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        Jeśli
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          pracy,
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          wierdzimy
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        istotne
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          zniekształcenia
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          Innych
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          zobowiązani
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          poinformować
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        • span (class="_ _6")
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          sprawozdaniu
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          ia.
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        • span (class="_ _9")
          Naszym
      • div (class="t m0 xa h6 y173 ff3 fs3 fc1 sc0 ls0 ws0")
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          czy
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          jest
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          zgodne
        • span (class="_ _e")
        • span (class="_ _e")
          z
        • span (class="_ _e")
        • span (class="_ _4")
          informacj
        • span (class="_ _0")
          ami
      • div (class="t m0 xa h6 y179 ff3 fs3 fc1 sc0 ls0 ws0")
        zawartymi
        • span (class="_ _1b")
        • span (class="_ _1b")
          w
        • span (class="_ _1b")
        • span (class="_ _1b")
          sprawozdaniu
        • span (class="_ _15")
        • span (class="_ _1c")
          finansowym.
      • div (class="t m0 xa h6 y17a ff3 fs3 fc1 sc0 ls0 ws0")
        Ponadto
        • span (class="_ _8")
        • span (class="_ _8")
          je
        • span (class="_ _1")
          steśmy
        • span (class="_ _8")
        • span (class="_ _8")
          z
        • span (class="_ _1")
          obowiązani
        • span (class="_ _8")
        • span (class="_ _11")
          do
        • span (class="_ _6")
        • span (class="_ _11")
          wydania
      • div (class="t m0 xa h6 y17b ff3 fs3 fc1 sc0 ls0 ws0")
        opinii,
        • span (class="_ _b")
        • span (class="_ _b")
          czy
        • span (class="_ _b")
        • span (class="_ _b")
          Spółka
        • span (class="_ _b")
        • span (class="_ _b")
          w
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        • span (class="_ _b")
          oświadczeniu
        • span (class="_ _b")
        • span (class="_ _b")
          o
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        • span (class="_ _b")
          stosowaniu
      • div (class="t m0 xa h6 y17c ff3 fs3 fc1 sc0 ls0 ws0")
        ładu
        • span (class="_ _c")
        • span (class="_ _12")
          korporacyjnego
        • span (class="_ _c")
        • span (class="_ _12")
          zawarła
        • span (class="_ _c")
        • span (class="_ _12")
          wymagane
        • span (class="_ _c")
        • span (class="_ _12")
          inf
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          or-
      • div (class="t m0 xa h6 y17d ff3 fs3 fc1 sc0 ls0 ws0"): macje.
      • div (class="t m0 xa h6 y1e ff3 fs3 fc1 sc0 ls0 ws0")
        Sprawozdanie
        • span (class="_ _e")
        • span (class="_ _4")
          z
        • span (class="_ _4")
        • span (class="_ _4")
          działalności
        • span (class="_ _e")
        • span (class="_ _e")
          Spółki
        • span (class="_ _4")
        • span (class="_ _4")
          uzyskaliśmy
      • div (class="t m0 xa h6 y1f ff3 fs3 fc1 sc0 ls0 ws0")
        przed
        • span (class="_ _4")
        • span (class="_ _4")
          d
        • span (class="_ _1")
          atą
        • span (class="_ _4")
        • span (class="_ _4")
          n
        • span (class="_ _1")
          iniejszego
        • span (class="_ _4")
        • span (class="_ _5")
          sprawozdan
        • span (class="_ _0")
          ia
        • span (class="_ _4")
        • span (class="_ _5")
          z
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        • span (class="_ _4")
          badania,
      • div (class="t m0 xa h6 y20 ff3 fs3 fc1 sc0 ls0 ws0")
        aRaport
        • span (class="_ _4")
        • span (class="_ _4")
          Roczny
        • span (class="_ _4")
        • span (class="_ _5")
          będzie
        • span (class="_ _4")
        • span (class="_ _4")
          dostępny
        • span (class="_ _4")
        • span (class="_ _5")
          po
        • span (class="_ _4")
        • span (class="_ _5")
          tej
        • span (class="_ _4")
        • span (class="_ _4")
          dacie.
      • div (class="t m0 xa h6 y21 ff3 fs3 fc1 sc0 ls0 ws0")
        Wprzypadku,
        • span (class="_ _c")
        • span (class="_ _12")
          kiedy
        • span (class="_ _c")
        • span (class="_ _c")
          st
        • span (class="_ _1")
          wierdzimy
        • span (class="_ _5")
        • span (class="_ _12")
          istotne
        • span (class="_ _12")
        • span (class="_ _c")
          znie-
      • div (class="t m0 xa h6 y22 ff3 fs3 fc1 sc0 ls0 ws0")
        kształcenie
        • span (class="_ _b")
          w
        • span (class="_ _1")
        • span (class="_ _1")
          Raporcie
        • span (class="_ _1")
        • span (class="_ _1")
          Rocznym,
        • span (class="_ _b")
          jesteśmy
        • span (class="_ _b")
          zobo-
      • div (class="t m0 xa h6 y23 ff3 fs3 fc1 sc0 ls0 ws0")
        wiązani
        • span (class="_ _4")
        • span (class="_ _5")
          poinformować
        • span (class="_ _4")
        • span (class="_ _5")
          o
        • span (class="_ _5")
        • span (class="_ _4")
          tym
        • span (class="_ _5")
        • span (class="_ _5")
          Radę
        • span (class="_ _5")
        • span (class="_ _4")
          Nadzorczą
      • div (class="t m0 xa h6 y24 ff3 fs3 fc1 sc0 ls0 ws0"): Jednostki.
      • div (class="t m0 xa ha y17e ff1 fs5 fc2 sc0 ls0 ws0"): Opinia o Sprawozdaniu z działalności
      • div (class="t m0 xa h6 y17f ff3 fs3 fc1 sc0 ls0 ws0")
        Na podstawie wykonanej w
        • span (class="_ _18")
          trakcie
        • span (class="_ _18")
          badania
      • div (class="t m0 xa h6 y180 ff3 fs3 fc1 sc0 ls0 ws0")
        pracy,
        • span (class="_ _b")
        • span (class="_ _e")
          naszym
        • span (class="_ _e")
        • span (class="_ _b")
          z
        • span (class="_ _1")
          daniem,
        • span (class="_ _b")
        • span (class="_ _e")
          Sprawozdanie
        • span (class="_ _b")
        • span (class="_ _e")
          z
        • span (class="_ _e")
        • span (class="_ _e")
          działal-
      • div (class="t m0 xa h6 y181 ff3 fs3 fc1 sc0 ls0 ws0"): ności Spółki:
      • div (class="t m0 xa h6 y182 ff4 fs4 fc1 sc0 ls0 ws0")
        • span (class="_ _1a")
        • span (class="ff3 fs3")
          zostało
        • span (class="_ _b")
        • span (class="_ _b")
          sporządzone
        • span (class="_ _b")
        • span (class="_ _b")
          zgodnie
        • span (class="_ _b")
        • span (class="_ _b")
          z
        • span (class="_ _e")
        • span (class="_ _b")
          art.
        • span (class="_ _b")
        • span (class="_ _b")
          4
        • span (class="_ _1")
          9
        • span (class="_ _b")
        • span (class="_ _b")
          ustawy
      • div (class="t m0 x16 h6 y183 ff3 fs3 fc1 sc0 ls0 ws0")
        o
        • span (class="_ _4")
        • span (class="_ _4")
          rachunkowości
        • span (class="_ _4")
        • span (class="_ _4")
          oraz
        • span (class="_ _4")
        • span (class="_ _4")
          paragrafem
        • span (class="_ _4")
        • span (class="_ _4")
          70
        • span (class="_ _4")
        • span (class="_ _4")
          rozpo-
      • div (class="t m0 x16 h6 y184 ff3 fs3 fc1 sc0 ls0 ws0")
        rządzenia
        • span (class="_ _b")
        • span (class="_ _1")
          Min
        • span (class="_ _1")
          istra
        • span (class="_ _1")
        • span (class="_ _e")
          Finansów
        • span (class="_ _1")
        • span (class="_ _b")
          z
        • span (class="_ _e")
        • span (class="_ _b")
          dnia
        • span (class="_ _b")
        • span (class="_ _b")
          29
        • span (class="_ _b")
        • span (class="_ _b")
          marca
      • div (class="t m0 x16 h6 y185 ff3 fs3 fc1 sc0 ls0 ws0")
        2018r.
        • span (class="_ _b")
          w
        • span (class="_ _b")
          sprawie
        • span (class="_ _b")
          informacji
        • span (class="_ _1")
          bieżących
        • span (class="_ _1")
        • span (class="_ _1")
          i
        • span (class="_ _1")
        • span (class="_ _1")
          okre-
      • div (class="t m0 x16 h6 y186 ff3 fs3 fc1 sc0 ls0 ws0")
        sowych
        • span (class="_ _9")
          przekazywanych
        • span (class="_ _9")
          przez
        • span (class="_ _18")
        • span (class="_ _9")
          emitentów
      • div (class="t m0 x16 h6 y187 ff3 fs3 fc1 sc0 ls0 ws0")
        papierów
        • span (class="_ _8")
        • span (class="_ _11")
          wartościowyc
        • span (class="_ _0")
          h
        • span (class="_ _8")
        • span (class="_ _11")
          oraz
        • span (class="_ _8")
        • span (class="_ _8")
          w
        • span (class="_ _1")
          arunków
      • div (class="t m0 x16 h6 y188 ff3 fs3 fc1 sc0 ls0 ws0")
        uznawania
        • span (class="_ _b")
        • span (class="_ _e")
          za
        • span (class="_ _e")
        • span (class="_ _b")
          równoważne
        • span (class="_ _e")
        • span (class="_ _b")
          inf
        • span (class="_ _1")
          ormacj
        • span (class="_ _0")
          i
        • span (class="_ _e")
        • span (class="_ _e")
          wyma-
      • div (class="t m0 x0 h2 y9 ff1 fs0 fc0 sc0 ls0 ws0")
        Strona 7
        • span (class="_ _0")
          z 9
      • div (class="pi")
    • div (class="pf w0 h0", id="pf8")
      • div (class="pc pc8 w0 h0")
      • img (alt="", class="bi x0 y0 w1 h1", 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      • div (class="pc pc9 w0 h0")
      • img (alt="", class="bi x0 y0 w1 h1", 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      • div (class="t m0 x1 h2 y1 ff1 fs0 fc0 sc0 ls0 ws0")
        Sprawozda
        • span (class="_ _0")
          nie niezależnego b
        • span (class="_ _0")
          iegłego rewiden
        • span (class="_ _0")
          ta z badania za ok
        • span (class="_ _0")
          res od 1.01.2024 r. d
        • span (class="_ _0")
          o 31.12.2
        • span (class="_ _0")
          024 r.
      • div (class="t m0 x2 h2 y2 ff1 fs0 fc0 sc0 ls0 ws0")
        ENERGOAP
        • span (class="_ _0")
          ARATURA
        • span (class="_ _0")
          Spółka Akcyjna
        • span (class="_ _0")
          z/s w Katowic
        • span (class="_ _0")
          ach
      • div (class="t m0 x17 h6 y49 ff3 fs3 fc1 sc0 ls0 ws0")
        Kluczowym bieg
        • span (class="_ _0")
          łym rewidentem odpowi
        • span (class="_ _0")
          edzialnym za bad
        • span (class="_ _0")
          anie, którego rez
        • span (class="_ _0")
          ultatem jest niniejsze
      • div (class="t m0 x18 h6 y4a ff3 fs3 fc1 sc0 ls0 ws0")
        sprawozdanie niezależ
        • span (class="_ _0")
          nego biegłego rewidenta,
        • span (class="_ _0")
          jest
      • div (class="t m0 x19 h7 y1a9 ff1 fs3 fc1 sc0 ls0 ws0")
        Krystyna Lewandow
        • span (class="_ _0")
          ska, nr w rej. 9306
      • div (class="t m0 x1a h6 y1aa ff3 fs3 fc1 sc0 ls0 ws0"): działający w imieniu
      • div (class="t m0 x1b h7 ycb ff1 fs3 fc1 sc0 ls0 ws0")
        Grupa Gum
        • span (class="_ _0")
          ułka – Audyt Sp. z o.o. Sp.k. z
        • span (class="_ _0")
          siedzibą w Katow
        • span (class="_ _0")
          icach, przy ul. Matejki J
        • span (class="_ _0")
          ana 4
      • div (class="t m0 x1c h7 y1ab ff1 fs3 fc1 sc0 ls0 ws0")
        (firma audytorska
        • span (class="_ _0")
          wpisana na listę pod nr
        • span (class="_ _0")
          3975)
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        Katowice, dnia 29 kw
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        Strona 9
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