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            SF_MSSF_Toya_jednostkowe_2020.docx
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            /***CSS dla programu CONSOLIA XBRL Reporting - raporty w formacie ESEF - www.sprawozdania-xbrl.pl***/

        /*
Table of CSS*:
---------------------
01-FONTS embedding
02-CSS-Reset
03-Body, Title, Img
04-LISTS UL and OL
05-TABLE OF CONTENTS
06-HEADERS STYLING
07-HEADERS COUNTER
08-TABLE STYLING
09-ADJUSTMENT
10-FLOATING BUTTON

*/


        /* 01-FONTS embedding */

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) format('truetype');
            font-style: normal;
            font-weight: 400;
        }

        /* Bold */
        @font-face {
            font-family: "Montserrat";
            src: 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) format('truetype');
            font-style: normal;
            font-weight: 700;
        }


        /* 02-CSS-Reset * Reset Stylesheet v1.6. Author: Richard Clark*/

        html,
        body,
        div,
        span,
        object,
        iframe,
        h1,
        h2,
        h3,
        h4,
        h5,
        h6,
        p,
        blockquote,
        pre,
        abbr,
        address,
        cite,
        code,
        del,
        dfn,
        em,
        img,
        ins,
        kbd,
        q,
        samp,
        small,
        strong,
        sub,
        sup,
        var,
        b,
        i,
        dl,
        dt,
        dd,
        ol,
        ul,
        li,
        fieldset,
        form,
        label,
        legend,
        table,
        caption,
        tbody,
        tfoot,
        thead,
        tr,
        th,
        td,
        article,
        aside,
        canvas,
        details,
        figcaption,
        figure,
        footer,
        header,
        hgroup,
        menu,
        nav,
        section,
        summary,
        time,
        mark,
        audio,
        video {
            margin: 0;
            padding: 0;
            border: 0;
            outline: 0;
            font-size: 100%;
            vertical-align: baseline;
            background: transparent;
        }

        body {
            line-height: 1;
        }

        article,
        aside,
        details,
        figcaption,
        figure,
        footer,
        header,
        hgroup,
        menu,
        nav,
        section {
            display: block;
        }

        nav ul {
            list-style: none;
        }

        blockquote,
        q {
            quotes: none;
        }

        blockquote:before,
        blockquote:after,
        q:before,
        q:after {
            content: '';
            content: none;
        }

        a {
            background: transparent;
            font-size: 100%;
            margin: 0;
            padding: 0;
            vertical-align: baseline;
        }

        /* change colours to suit your needs */
        ins {
            background-color: #ff9;
            color: #000;
            text-decoration: none;
        }

        /* change colours to suit your needs */
        mark {
            background-color: #ff9;
            color: #000;
            font-style: italic;
            font-weight: bold;
        }

        del {
            text-decoration: line-through;
        }

        abbr[title],
        dfn[title] {
            border-bottom: 1px dotted;
            cursor: help;
        }

        table {
            border-collapse: collapse;
            border-spacing: 0;
        }

        /* change border colour to suit your needs */
        hr {
            display: block;
            height: 1px;
            border: 0;
            border-top: 1px solid #cccccc;
            margin: 1em 0;
            padding: 0;
        }

        input,
        select {
            vertical-align: middle;
        }


        /* 03-Body, Title, Img */

        body {
            font-family: "Century Gothic", CenturyGothic, AppleGothic, Montserrat, sans-serif;
            font-size: 15px;
            line-height: 1.3;
            margin-left: 10%;
            margin-right: 20%;
            padding: 15px;
        }

        html {
            scroll-behavior: smooth;
        }

        .Title {
            color: rgb(41, 35, 92);
            font-family: Montserrat, sans-serif;
            font-size: 34px;
            font-weight: bold;
            margin-bottom: 0.6em;
            text-align: center;
        }

        img {
            display: block;
            margin-bottom: 8em;
            margin-left: auto;
            margin-right: auto;
            margin-top: 4em;
            max-width: 80%;
        }

        p {
            margin-bottom: 0.8em;
            text-align: justify;
        }


        /* 04-LISTS UL and OL */

        ul {
            padding-left: 20px;
        }

        ol {
            list-style-position: outside;
            list-style: disc;
            margin-bottom: 0.8em;
            margin-left: 18px;
            padding-left: 0;
        }

        li {
            padding-left: 5px;
        }


        /* 05-TABLE OF CONTENTS */

        .TableOfContents {
            list-style-type: none;
            margin-left: 28px;
        }

        ol.TableOfContents {
            margin-bottom: 0;
        }

        ol.TableOfContents a {
            text-decoration: none;
        }

        /*list-h1*/
        ol.TableOfContents>li {
            color: rgb(210, 10, 17);
            list-style-type: decimal;
        }

        ol.TableOfContents>li>a {
            color: rgb(210, 10, 17);
            font-size: 15px;
            line-height: 1.1;
        }

        /*list-h2*/
        ol.TableOfContents>li>ol>li {
            color: rgb(41, 35, 92);
        }

        ol.TableOfContents>li>ol>li a {
            color: rgb(41, 35, 92);
        }

        /*list-h3*/
        ol.TableOfContents>li>ol>li>ol>li {
            display: none;
        }

        ol.TableOfContents>li>ol>li>ol>li a {
            display: none;
        }

        ol.TableOfContents a:hover {
            text-decoration: underline;
            /* color: #3422da; */
            text-shadow: 0 0;
        }


        /* 06-HEADERS STYLING */

        h1,
        h2,
        h3,
        h4,
        h5,
        h6 {
            color: rgb(210, 10, 17);
            font-size: 20px;
            font-weight: normal;
        }

        h1 {
            counter-reset: h2counter;
            font-family: Montserrat, sans-serif;
            font-size: 31px;
            padding-top: 90px;
        }

        .ixbrl-inspector h1 {
            margin-top: 0em;
        }

        h2 {
            counter-reset: h3counter;
            font-family: Montserrat, sans-serif;
            font-size: 21px;
            padding-bottom: 0.3em;
            padding-top: 1.5em;
        }

        h3,
        h4 {
            color: rgb(41, 35, 92);
            font-size: 15px;
            font-weight: bold;
            padding-bottom: 0.8em;
            padding-top: 0.8em;
        }

        h5 {
            color: rgb(41, 35, 92);
            font-family: Montserrat, sans-serif;
            font-size: 20px;
            font-weight: normal;
            padding-bottom: 0.4em;
            text-align: center;
        }

        h6 {
            font-size: 15px;
            font-style: italic;
            margin-bottom: 1em;
        }


        /* 07-HEADERS COUNTER */

        .ixbrl-inspector h1::before {
            content: none;
        }

        h1:first-of-type{
            counter-reset: h1counter;
        }

        h1:not(:first-of-type):before {
            content: counter(h1counter) ".\0000a0\0000a0\0000a0";
            counter-increment: h1counter;
        }

        h2:before {
            content: counter(h1counter) "."counter(h2counter) ".\0000a0\0000a0\0000a0";
            counter-increment: h2counter;
        }

        h3:before {
            content: counter(h1counter) "."counter(h2counter) "."counter(h3counter) ".\0000a0\0000a0\0000a0";
            counter-increment: h3counter;
        }


        /* 08-TABLE STYLING */

        table,
        th,
        td {
            border-collapse: collapse;
            font-size: 14px;
            line-height: 14px;
        }

        table {
            margin-bottom: 2em;
            margin-top: 1em;
            width: 100%;
        }

        td {
            height: 1.5em;
        }

        th {
            background-color: transparent;
            text-align: left;
        }

        tr:first-of-type {
            border-bottom: 2px solid rgb(210, 10, 17);
            border-top: 2px solid rgb(210, 10, 17);
            column-span: all;
            font-size: 12px;
            font-weight: bold;
            padding: 20px;
            text-align: left;
            vertical-align: top;
        }

        tr:first-of-type>td {
            padding-bottom: 4px;
            padding-top: 4px;
        }

        tr:first-of-type>th {
            font-size: 14px;
            font-weight: bold;
        }

        td {
            border-top: 1px solid rgb(127, 127, 127);
            line-height: 1.5;
            padding-right: 10px;
        }

        td.number {
            font-size: 14px;
            padding-left: 6px;
            text-align: right;
            white-space: nowrap;
        }

        tr:last-of-type {
            border-bottom: 2px solid rgb(210, 10, 17);
        }

        /* hover lines in tables */
        tr:hover {
            background-color: rgba(215, 233, 255, 0.4);
        }

        td:hover {
            background-color: rgba(215, 233, 255, 0.6);
        }

        td.align-right {
            text-align: right;
        }

        td.align-left {
            text-align: left;
        }

        td.align-center {
            text-align: center;
        }

        td.bold {
            font-weight: bold;
        }

        td.italic {
            font-style: italic;
        }

        td.underline {
            text-decoration: underline;
        }

        /* if the first td in row is Bold it will give um down border lines */
        tr:not(:first-of-type):not(:last-of-type)>td:not(.italic):first-of-type.bold,
        tr:not(:first-of-type):not(:last-of-type)>td:not(.italic):first-of-type.bold+td,
        tr:not(:first-of-type):not(:last-of-type)>td:not(.italic):first-of-type.bold+td+td,
        tr:not(:first-of-type):not(:last-of-type)>td:not(.italic):first-of-type.bold+td+td+td,
        tr:not(:first-of-type):not(:last-of-type)>td:not(.italic):first-of-type.bold+td+td+td+td,
        tr:not(:first-of-type):not(:last-of-type)>td:not(.italic):first-of-type.bold+td+td+td+td+td,
        tr:not(:first-of-type):not(:last-of-type)>td:not(.italic):first-of-type.bold+td+td+td+td+td+td,
        tr:not(:first-of-type):not(:last-of-type)>td:not(.italic):first-of-type.bold+td+td+td+td+td+td+td,
        tr:not(:first-of-type):not(:last-of-type)>td:not(.italic):first-of-type.bold+td+td+td+td+td+td+td+td,
        tr:not(:first-of-type):not(:last-of-type)>td:not(.italic):first-of-type.bold+td+td+td+td+td+td+td+td+td,
        tr:not(:first-of-type):not(:last-of-type)>td:not(.italic):first-of-type.bold+td+td+td+td+td+td+td+td+td+td,
        tr:not(:first-of-type):not(:last-of-type)>td:not(.italic):first-of-type.bold+td+td+td+td+td+td+td+td+td+td+td,
        tr:not(:first-of-type):not(:last-of-type)>td:not(.italic):first-of-type.bold+td+td+td+td+td+td+td+td+td+td+td+td,
        tr:not(:first-of-type):not(:last-of-type)>td:not(.italic):first-of-type.bold+td+td+td+td+td+td+td+td+td+td+td+td+td,
        tr:not(:first-of-type):not(:last-of-type)>td:not(.italic):first-of-type.bold+td+td+td+td+td+td+td+td+td+td+td+td+td+td {
            border-top: solid 1px rgb(210, 10, 17);
            border-bottom: solid 1px rgb(210, 10, 17);
        }

        /* if the first td in row is Bold it will give um down 2px border lines*/
        tr:last-of-type>td:not(.italic):first-of-type.bold,
        tr:last-of-type>td:not(.italic):first-of-type.bold+td,
        tr:last-of-type>td:not(.italic):first-of-type.bold+td+td,
        tr:last-of-type>td:not(.italic):first-of-type.bold+td+td+td,
        tr:last-of-type>td:not(.italic):first-of-type.bold+td+td+td+td,
        tr:last-of-type>td:not(.italic):first-of-type.bold+td+td+td+td+td,
        tr:last-of-type>td:not(.italic):first-of-type.bold+td+td+td+td+td+td,
        tr:last-of-type>td:not(.italic):first-of-type.bold+td+td+td+td+td+td+td,
        tr:last-of-type>td:not(.italic):first-of-type.bold+td+td+td+td+td+td+td+td,
        tr:last-of-type>td:not(.italic):first-of-type.bold+td+td+td+td+td+td+td+td+td,
        tr:last-of-type>td:not(.italic):first-of-type.bold+td+td+td+td+td+td+td+td+td+td,
        tr:last-of-type>td:not(.italic):first-of-type.bold+td+td+td+td+td+td+td+td+td+td+td,
        tr:last-of-type>td:not(.italic):first-of-type.bold+td+td+td+td+td+td+td+td+td+td+td+td,
        tr:last-of-type>td:not(.italic):first-of-type.bold+td+td+td+td+td+td+td+td+td+td+td+td+td,
        tr:last-of-type>td:not(.italic):first-of-type.bold+td+td+td+td+td+td+td+td+td+td+td+td+td+td {
            border-top: solid 1px rgb(210, 10, 17);
            border-bottom: solid 2px rgb(210, 10, 17);
        }


        /* 09-ADJUSTMENTS */

        table+p {
            margin-top: 5em;
        }


        /* 10-FLOATING BUTTON */

        /*Floating Back-To-TableOfContents Button*/
        .TableOfContentsButton {
            position: fixed;
            bottom: 10px;
            float: right;
            right: 10px;
            color: white;

            font-size: 28px;
            border: none;
            background-color: #383885;
            margin: 0 0;
            text-transform: none;
            display: block;
            font-family: sans-serif;
            text-decoration: none;
            text-align: left;
            z-index: 11;

            padding: 6px;
            line-height: 1;
            padding-top: 2px;
            padding-bottom: 4px;
        }

        /*On Hover Color Change*/
        .TableOfContentsButton:hover {
            color: rgb(170, 170, 170);
        }

        .ixbrl-inspector>h1:hover {
            color: rgb(218, 218, 218);
        }

        .ixbrl-inspector {
            background-color: rgb(242, 242, 242);
        }

        /* End of CSS */
        </style>
    </head>
    <body>
        <div>
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alt="picture"/>
                    <p class="Title">
                TOYA S.A.
            </p>
            <p class="Title">
                Sprawozdanie finansowe 
            </p>
            <p class="Title">
                za rok zakończony 31 grudnia 2020 r.
            </p>
                                                    <a class="TableOfContentsButton" title="Spis treści" href="#TableOfContents">
                ≣
            </a>
            <h1 id="TableOfContents">
                Spis treści
            </h1>
            <ol class="TableOfContents">
                <li>
                    <a href="#Id_1849">
                        Informacje ogólne
                    </a>
                </li>
                <li>
                    <a href="#Id_1850">
                        Opis ważniejszych stosowanych zasad rachunkowości
                    </a>
                    <ol class="TableOfContents">
                        <li>
                            <a href="#Id_1851">
                                Podstawa sporządzenia
                            </a>
                        </li>
                        <li>
                            <a href="#Id_1852">
                                Wpływ nowych standardów i interpretacji na sprawozdanie finansowe Spółki
                            </a>
                        </li>
                        <li>
                            <a href="#Id_1853">
                                Udziały w jednostkach zależnych 
                            </a>
                        </li>
                        <li>
                            <a href="#Id_1854">
                                Sprawozdawczość dotycząca segmentów
                            </a>
                        </li>
                        <li>
                            <a href="#Id_1855">
                                Wycena pozycji wyrażonych w walutach obcych
                            </a>
                        </li>
                        <li>
                            <a href="#Id_1856">
                                Rzeczowe aktywa trwałe
                            </a>
                        </li>
                        <li>
                            <a href="#Id_1857">
                                Wartości niematerialne 
                            </a>
                        </li>
                        <li>
                            <a href="#Id_1858">
                                Leasing
                            </a>
                            <ol class="TableOfContents">
                                <li>
                                    <a href="#Id_1859">
                                        Aktywa z tytułu prawa do użytkowania
                                    </a>
                                </li>
                                <li>
                                    <a href="#Id_1860">
                                        Zobowiązania z tytułu leasingu
                                    </a>
                                </li>
                                <li>
                                    <a href="#Id_1861">
                                        Leasing krótkoterminowy i leasing aktywów o niskiej wartości
                                    </a>
                                </li>
                            </ol>
                        </li>
                        <li>
                            <a href="#Id_1862">
                                Utrata wartości niefinansowych aktywów trwałych
                            </a>
                        </li>
                        <li>
                            <a href="#Id_1863">
                                Koszty finansowania zewnętrznego
                            </a>
                        </li>
                        <li>
                            <a href="#Id_1864">
                                Aktywa finansowe
                            </a>
                        </li>
                        <li>
                            <a href="#Id_1865">
                                Utrata wartości aktywów finansowych 
                            </a>
                        </li>
                        <li>
                            <a href="#Id_1866">
                                Zapasy
                            </a>
                        </li>
                        <li>
                            <a href="#Id_1867">
                                Środki pieniężne i ekwiwalenty środków pieniężnych
                            </a>
                        </li>
                        <li>
                            <a href="#Id_1868">
                                Kapitały
                            </a>
                        </li>
                        <li>
                            <a href="#Id_1869">
                                Zobowiązania z tytułu kredytów bankowych 
                            </a>
                        </li>
                        <li>
                            <a href="#Id_1870">
                                Zobowiązania z tytułu dostaw i usług i pozostałe zobowiązania
                            </a>
                        </li>
                        <li>
                            <a href="#Id_1871">
                                Podatek bieżący i odroczony
                            </a>
                        </li>
                        <li>
                            <a href="#Id_1872">
                                Zobowiązania z tytułu świadczeń pracowniczych
                            </a>
                        </li>
                        <li>
                            <a href="#Id_1873">
                                Rezerwy
                            </a>
                        </li>
                        <li>
                            <a href="#Id_1874">
                                Rozpoznawanie przychodów
                            </a>
                        </li>
                        <li>
                            <a href="#Id_1875">
                                 Dywidendy
                            </a>
                        </li>
                    </ol>
                </li>
                <li>
                    <a href="#Id_1876">
                        Waluty przyjęte do sporządzenia sprawozdania finansowego 
                    </a>
                </li>
                <li>
                    <a href="#Id_1877">
                        Istotne wartości oparte na profesjonalnym osądzie i szacunkach
                    </a>
                </li>
                <li>
                    <a href="#Id_1878">
                        Zarządzanie ryzykiem finansowym
                    </a>
                    <ol class="TableOfContents">
                        <li>
                            <a href="#Id_1879">
                                Ryzyko rynkowe 
                            </a>
                        </li>
                        <li>
                            <a href="#Id_1880">
                                Ryzyko kredytowe 
                            </a>
                        </li>
                        <li>
                            <a href="#Id_1881">
                                Ryzyko utraty płynności 
                            </a>
                        </li>
                        <li>
                            <a href="#Id_1882">
                                Zarządzanie kapitałem
                            </a>
                        </li>
                    </ol>
                </li>
                <li>
                    <a href="#Id_1883">
                        Instrumenty finansowe
                    </a>
                </li>
                <li>
                    <a href="#Id_1884">
                        Rzeczowe aktywa trwałe
                    </a>
                </li>
                <li>
                    <a href="#Id_1885">
                        Wartości niematerialne
                    </a>
                </li>
                <li>
                    <a href="#Id_1886">
                        Aktywa z tytułu praw do użytkowania
                    </a>
                </li>
                <li>
                    <a href="#Id_1887">
                        Inwestycje w jednostkach zależnych
                    </a>
                </li>
                <li>
                    <a href="#Id_1888">
                        Zapasy
                    </a>
                </li>
                <li>
                    <a href="#Id_1889">
                        Należności z tytułu dostaw i usług oraz pozostałe należności 
                    </a>
                </li>
                <li>
                    <a href="#Id_1890">
                        Środki pieniężne i ich ekwiwalenty
                    </a>
                </li>
                <li>
                    <a href="#Id_1891">
                        Objaśnienie do rachunku przepływów pieniężnych
                    </a>
                </li>
                <li>
                    <a href="#Id_1892">
                        Kapitał podstawowy 
                    </a>
                </li>
                <li>
                    <a href="#Id_1893">
                        Kapitał rezerwowy
                    </a>
                </li>
                <li>
                    <a href="#Id_1894">
                        Zyski zatrzymane i dywidendy przypadające na jedną akcję
                    </a>
                </li>
                <li>
                    <a href="#Id_1895">
                        Zobowiązania z tytułu nabycia udziałów
                    </a>
                </li>
                <li>
                    <a href="#Id_1896">
                        Pozostałe zobowiązania długoterminowe 
                    </a>
                </li>
                <li>
                    <a href="#Id_1897">
                        Zobowiązania z tytułu kredytów 
                    </a>
                </li>
                <li>
                    <a href="#Id_1898">
                        Zobowiązania z tytułu dostaw i usług oraz pozostałe zobowiązania
                    </a>
                </li>
                <li>
                    <a href="#Id_1899">
                        Zobowiązania z tytułu świadczeń pracowniczych
                    </a>
                </li>
                <li>
                    <a href="#Id_1900">
                        Zobowiązania z tytułu leasingu
                    </a>
                </li>
                <li>
                    <a href="#Id_1901">
                        Rezerwy
                    </a>
                </li>
                <li>
                    <a href="#Id_1902">
                        Segmenty operacyjne
                    </a>
                </li>
                <li>
                    <a href="#Id_1903">
                        Przychody ze sprzedaży
                    </a>
                </li>
                <li>
                    <a href="#Id_1904">
                        Koszty według rodzaju oraz koszt sprzedanych towarów
                    </a>
                </li>
                <li>
                    <a href="#Id_1905">
                        Koszty świadczeń pracowniczych 
                    </a>
                </li>
                <li>
                    <a href="#Id_1906">
                        Pozostałe przychody i koszty operacyjne
                    </a>
                </li>
                <li>
                    <a href="#Id_1907">
                        Przychody i koszty finansowe
                    </a>
                </li>
                <li>
                    <a href="#Id_1908">
                        Podatek dochodowy 
                    </a>
                </li>
                <li>
                    <a href="#Id_1909">
                        Zysk przypadający na jedną akcję
                    </a>
                </li>
                <li>
                    <a href="#Id_1910">
                        Udzielone i otrzymane gwarancje finansowe 
                    </a>
                </li>
                <li>
                    <a href="#Id_1911">
                        Transakcje z jednostkami powiązanymi
                    </a>
                </li>
                <li>
                    <a href="#Id_1912">
                        Znaczące zdarzenia po dniu kończącym okres sprawozdawczy
                    </a>
                    <ol class="TableOfContents">
                        <li>
                            <a href="#Id_1913">
                                Transakcje na znacznych pakietach akcji
                            </a>
                        </li>
                        <li>
                            <a href="#Id_1914">
                                Wpłata na kapitał udziałowy spółki Yato Tools (Jiaxing) Co. Ltd.
                            </a>
                        </li>
                    </ol>
                </li>
            </ol>
                                                    <p class="Title">
                Sprawozdanie z sytuacji finansowej
            </p>
            <table>
                            <tr>
                                    <td class="align-center">
                                            
                                        </td>
                    <td class="align-center bold">
                                            
                                        </td>
                    <td class="align-right bold">
                                            31 grudnia 2020
                                        </td>
                    <td class="align-right bold">
                                            31 grudnia 2019
                                        </td>
                                </tr>
                <tr>
                                    <td class="bold">
                                            AKTYWA
                                        </td>
                    <td class="align-center bold">
                                            Nota
                                        </td>
                    <td class="align-right">
                                            
                                        </td>
                    <td class="align-right">
                                            
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            
                                        </td>
                    <td class="align-center">
                                            
                                        </td>
                    <td class="align-right">
                                            
                                        </td>
                    <td class="align-right">
                                            
                                        </td>
                                </tr>
                <tr>
                                    <td class="bold">
                                            
                                        </td>
                    <td class="align-center">
                                            
                                        </td>
                    <td class="align-right">
                                            
                                        </td>
                    <td class="align-right">
                                            
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Rzeczowe aktywa trwałe
                                        </td>
                    <td class="number align-center">
                                            7
                                        </td>
                    <td class="number align-right">
                                            17 407
                                        </td>
                    <td class="number align-right">
                                            15 256
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Wartości niematerialne
                                        </td>
                    <td class="number align-center">
                                            8
                                        </td>
                    <td class="number align-right">
                                            3 208
                                        </td>
                    <td class="number align-right">
                                            2 848
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Aktywa z tytułu praw do użytkowania
                                        </td>
                    <td class="number align-center">
                                            9
                                        </td>
                    <td class="number align-right">
                                            14 530
                                        </td>
                    <td class="number align-right">
                                            8 595
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Inwestycje w jednostkach zależnych
                                        </td>
                    <td class="number align-center">
                                            10
                                        </td>
                    <td class="number align-right">
                                            52 984
                                        </td>
                    <td class="number align-right">
                                            52 984
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Aktywa z tytułu odroczonego podatku dochodowego
                                        </td>
                    <td class="number align-center">
                                            31
                                        </td>
                    <td class="number align-right">
                                            1 947
                                        </td>
                    <td class="number align-right">
                                            1 492
                                        </td>
                                </tr>
                <tr>
                                    <td class="bold">
                                            Aktywa trwałe
                                        </td>
                    <td class="align-center">
                                            
                                        </td>
                    <td class="number align-right">
                                            90 076
                                        </td>
                    <td class="number align-right">
                                            81 175
                                        </td>
                                </tr>
                <tr>
                                    <td class="bold">
                                            
                                        </td>
                    <td class="align-center bold">
                                            
                                        </td>
                    <td class="align-right bold">
                                            
                                        </td>
                    <td class="align-right bold">
                                            
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Zapasy
                                        </td>
                    <td class="number align-center">
                                            11
                                        </td>
                    <td class="number align-right">
                                            182 031
                                        </td>
                    <td class="number align-right">
                                            197 585
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Należności z tytułu dostaw i usług oraz pozostałe należności
                                        </td>
                    <td class="number align-center">
                                            12
                                        </td>
                    <td class="number align-right">
                                            36 179
                                        </td>
                    <td class="number align-right">
                                            49 611
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Środki pieniężne i ich ekwiwalenty
                                        </td>
                    <td class="number align-center">
                                            13
                                        </td>
                    <td class="number align-right">
                                            584
                                        </td>
                    <td class="number align-right">
                                            586
                                        </td>
                                </tr>
                <tr>
                                    <td class="bold">
                                            Aktywa obrotowe
                                        </td>
                    <td class="align-center">
                                            
                                        </td>
                    <td class="number align-right">
                                            218 794
                                        </td>
                    <td class="number align-right">
                                            247 782
                                        </td>
                                </tr>
                <tr>
                                    <td class="bold">
                                            
                                        </td>
                    <td class="align-center">
                                            
                                        </td>
                    <td class="align-right">
                                            
                                        </td>
                    <td class="align-right">
                                            
                                        </td>
                                </tr>
                <tr>
                                    <td class="bold">
                                            Aktywa razem
                                        </td>
                    <td class="align-center bold">
                                            
                                        </td>
                    <td class="number align-right bold">
                                            308 870
                                        </td>
                    <td class="number align-right bold">
                                            328 957
                                        </td>
                                </tr>
                <tr>
                                    <td class="bold">
                                            
                                        </td>
                    <td class="align-center">
                                            
                                        </td>
                    <td class="align-right">
                                            
                                        </td>
                    <td class="align-right">
                                            
                                        </td>
                                </tr>
                <tr>
                                    <td class="bold">
                                            PASYWA
                                        </td>
                    <td class="align-center">
                                            
                                        </td>
                    <td class="align-right">
                                            
                                        </td>
                    <td class="align-right">
                                            
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            
                                        </td>
                    <td class="align-center">
                                            
                                        </td>
                    <td class="align-right">
                                            
                                        </td>
                    <td class="align-right">
                                            
                                        </td>
                                </tr>
                <tr>
                                    <td class="bold">
                                            
                                        </td>
                    <td class="align-center">
                                            
                                        </td>
                    <td class="align-right">
                                            
                                        </td>
                    <td class="align-right">
                                            
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Kapitał podstawowy
                                        </td>
                    <td class="number align-center">
                                            15
                                        </td>
                    <td class="number align-right">
                                            7 504
                                        </td>
                    <td class="number align-right">
                                            7 504
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Kapitał zapasowy z nadwyżki ceny emisyjnej nad wartością nominalną akcji
                                        </td>
                    <td class="align-center">
                                            
                                        </td>
                    <td class="number align-right">
                                            35 677
                                        </td>
                    <td class="number align-right">
                                            35 677
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Kapitał rezerwowy
                                        </td>
                    <td class="number align-center">
                                            16
                                        </td>
                    <td class="number align-right">
                                            329
                                        </td>
                    <td class="number align-right">
                                            16 034
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Pozostałe kapitały
                                        </td>
                    <td class="align-center">
                                            
                                        </td>
                    <td class="number align-right">
                                            (194)
                                        </td>
                    <td class="number align-right">
                                            (147)
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Zyski zatrzymane
                                        </td>
                    <td class="number align-center">
                                            17
                                        </td>
                    <td class="number align-right">
                                            160 555
                                        </td>
                    <td class="number align-right">
                                            150 144
                                        </td>
                                </tr>
                <tr>
                                    <td class="bold">
                                            Kapitał własny
                                        </td>
                    <td class="align-center">
                                            
                                        </td>
                    <td class="number align-right">
                                            203 871
                                        </td>
                    <td class="number align-right">
                                            209 212
                                        </td>
                                </tr>
                <tr>
                                    <td class="bold">
                                            
                                        </td>
                    <td class="align-center">
                                            
                                        </td>
                    <td class="align-right">
                                            
                                        </td>
                    <td class="align-right">
                                            
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Zobowiązania z tytułu kredytów
                                        </td>
                    <td class="number align-center">
                                            20
                                        </td>
                    <td class="number align-right">
                                            4 360
                                        </td>
                    <td class="align-right">
                                            -
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Zobowiązania z tytułu nabycia udziałów
                                        </td>
                    <td class="number align-center">
                                            18
                                        </td>
                    <td class="align-right">
                                            -
                                        </td>
                    <td class="number align-right">
                                            11 747
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Zobowiązania z tytułu leasingu
                                        </td>
                    <td class="number align-center">
                                            23
                                        </td>
                    <td class="number align-right">
                                            9 018
                                        </td>
                    <td class="number align-right">
                                            5 507
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Zobowiązania z tytułu świadczeń pracowniczych
                                        </td>
                    <td class="number align-center">
                                            22
                                        </td>
                    <td class="number align-right">
                                            633
                                        </td>
                    <td class="number align-right">
                                            520
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Inne zobowiązania długoterminowe
                                        </td>
                    <td class="number align-center">
                                            19
                                        </td>
                    <td class="number align-right">
                                            38
                                        </td>
                    <td class="number align-right">
                                            38
                                        </td>
                                </tr>
                <tr>
                                    <td class="bold">
                                            Zobowiązania długoterminowe
                                        </td>
                    <td class="align-center">
                                            
                                        </td>
                    <td class="number align-right">
                                            14 050
                                        </td>
                    <td class="number align-right">
                                            17 812
                                        </td>
                                </tr>
                <tr>
                                    <td class="bold">
                                            
                                        </td>
                    <td class="align-center">
                                            
                                        </td>
                    <td class="align-right">
                                            
                                        </td>
                    <td class="align-right">
                                            
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Zobowiązania z tytułu dostaw i usług oraz pozostałe zobowiązania
                                        </td>
                    <td class="number align-center">
                                            21
                                        </td>
                    <td class="number align-right">
                                            28 717
                                        </td>
                    <td class="number align-right">
                                            19 121
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Zobowiązania z tytułu świadczeń pracowniczych
                                        </td>
                    <td class="number align-center">
                                            22
                                        </td>
                    <td class="number align-right">
                                            5 826
                                        </td>
                    <td class="number align-right">
                                            4 536
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Zobowiązania z tytułu nabycia udziałów
                                        </td>
                    <td class="number align-center">
                                            18
                                        </td>
                    <td class="number align-right">
                                            17 946
                                        </td>
                    <td class="number align-right">
                                            18 121
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Zobowiązania z tytułu kredytów
                                        </td>
                    <td class="number align-center">
                                            20
                                        </td>
                    <td class="number align-right">
                                            27 141
                                        </td>
                    <td class="number align-right">
                                            54 705
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Zobowiązania z tytułu leasingu
                                        </td>
                    <td class="number align-center">
                                            23
                                        </td>
                    <td class="number align-right">
                                            5 510
                                        </td>
                    <td class="number align-right">
                                            2 693
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Zobowiązania z tytułu bieżącego podatku dochodowego
                                        </td>
                    <td class="align-center">
                                            
                                        </td>
                    <td class="number align-right">
                                            4 749
                                        </td>
                    <td class="number align-right">
                                            1 857
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Rezerwy
                                        </td>
                    <td class="number align-center">
                                            24
                                        </td>
                    <td class="number align-right">
                                            1 060
                                        </td>
                    <td class="number align-right">
                                            900
                                        </td>
                                </tr>
                <tr>
                                    <td class="bold">
                                            Zobowiązania krótkoterminowe
                                        </td>
                    <td class="align-center">
                                            
                                        </td>
                    <td class="number align-right">
                                            90 949
                                        </td>
                    <td class="number align-right">
                                            101 933
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            
                                        </td>
                    <td class="align-center">
                                            
                                        </td>
                    <td class="align-right">
                                            
                                        </td>
                    <td class="align-right">
                                            
                                        </td>
                                </tr>
                <tr>
                                    <td class="bold">
                                            Zobowiązania razem
                                        </td>
                    <td class="align-center bold">
                                            
                                        </td>
                    <td class="number align-right">
                                            104 999
                                        </td>
                    <td class="number align-right">
                                            119 745
                                        </td>
                                </tr>
                <tr>
                                    <td class="bold">
                                            Pasywa razem
                                        </td>
                    <td class="align-center bold">
                                            
                                        </td>
                    <td class="number align-right bold">
                                            308 870
                                        </td>
                    <td class="number align-right bold">
                                            328 957
                                        </td>
                                </tr>
                        </table>
            <p class="Title">
                Sprawozdanie z wyniku finansowego i innych całkowitych dochodów
            </p>
            <table>
                            <tr>
                                    <td>
                                            
                                        </td>
                    <td class="align-center bold">
                                            Nota
                                        </td>
                    <td class="align-right bold">
                                            Okres 12 miesięcy zakończony 31 grudnia 2020
                                        </td>
                    <td class="align-right bold">
                                            Okres 12 miesięcy zakończony 31 grudnia 2019
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            
                                        </td>
                    <td class="align-center">
                                            
                                        </td>
                    <td class="align-right">
                                            
                                        </td>
                    <td class="align-right">
                                            
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Przychody ze sprzedaży
                                        </td>
                    <td class="number align-center">
                                            25, 26
                                        </td>
                    <td class="number align-right">
                                            442 263
                                        </td>
                    <td class="number align-right">
                                            356 783
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Koszt sprzedanych towarów
                                        </td>
                    <td class="number align-center">
                                            27
                                        </td>
                    <td class="number align-right">
                                            (305 722)
                                        </td>
                    <td class="number align-right">
                                            (241 498)
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            
                                        </td>
                    <td class="align-center">
                                            
                                        </td>
                    <td class="align-right">
                                            
                                        </td>
                    <td class="align-right">
                                            
                                        </td>
                                </tr>
                <tr>
                                    <td class="bold">
                                            Zysk brutto ze sprzedaży
                                        </td>
                    <td class="align-center bold">
                                            
                                        </td>
                    <td class="number align-right bold">
                                            136 541
                                        </td>
                    <td class="number align-right bold">
                                            115 285
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            
                                        </td>
                    <td class="align-center">
                                            
                                        </td>
                    <td class="align-right">
                                            
                                        </td>
                    <td class="align-right">
                                            
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Koszty sprzedaży
                                        </td>
                    <td class="number align-center">
                                            27
                                        </td>
                    <td class="number align-right">
                                            (52 601)
                                        </td>
                    <td class="number align-right">
                                            (48 735)
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Koszty administracyjne
                                        </td>
                    <td class="number align-center">
                                            27
                                        </td>
                    <td class="number align-right">
                                            (16 887)
                                        </td>
                    <td class="number align-right">
                                            (15 218)
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Oczekiwane straty kredytowe (*)
                                        </td>
                    <td class="number align-center">
                                            12
                                        </td>
                    <td class="number align-right">
                                            (476)
                                        </td>
                    <td class="number align-right">
                                            (640)
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Pozostałe przychody operacyjne
                                        </td>
                    <td class="number align-center">
                                            29
                                        </td>
                    <td class="number align-right">
                                            3 060
                                        </td>
                    <td class="number align-right">
                                            1 469
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Pozostałe koszty operacyjne
                                        </td>
                    <td class="number align-center">
                                            29
                                        </td>
                    <td class="number align-right">
                                            (455)
                                        </td>
                    <td class="number align-right">
                                            (296)
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            
                                        </td>
                    <td class="align-center">
                                            
                                        </td>
                    <td class="align-right">
                                            
                                        </td>
                    <td class="align-right">
                                            
                                        </td>
                                </tr>
                <tr>
                                    <td class="bold">
                                            Zysk na działalności operacyjnej
                                        </td>
                    <td class="align-center bold">
                                            
                                        </td>
                    <td class="number align-right bold">
                                            69 182
                                        </td>
                    <td class="number align-right bold">
                                            51 865
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            
                                        </td>
                    <td class="align-center">
                                            
                                        </td>
                    <td class="align-right">
                                            
                                        </td>
                    <td class="align-right">
                                            
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Przychody finansowe
                                        </td>
                    <td class="number align-center">
                                            30
                                        </td>
                    <td class="align-right">
                                            -
                                        </td>
                    <td class="number align-right">
                                            3
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Koszty finansowe
                                        </td>
                    <td class="number align-center">
                                            30
                                        </td>
                    <td class="number align-right">
                                            (1 237)
                                        </td>
                    <td class="number align-right">
                                            (2 105)
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            
                                        </td>
                    <td class="align-center">
                                            
                                        </td>
                    <td class="align-right">
                                            
                                        </td>
                    <td class="align-right">
                                            
                                        </td>
                                </tr>
                <tr>
                                    <td class="bold">
                                            Zysk przed opodatkowaniem
                                        </td>
                    <td class="align-center bold">
                                            
                                        </td>
                    <td class="number align-right bold">
                                            67 945
                                        </td>
                    <td class="number align-right bold">
                                            49 763
                                        </td>
                                </tr>
                <tr>
                                    <td class="bold">
                                            
                                        </td>
                    <td class="align-center">
                                            
                                        </td>
                    <td class="align-right">
                                            
                                        </td>
                    <td class="align-right">
                                            
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Podatek dochodowy
                                        </td>
                    <td class="number align-center">
                                            31
                                        </td>
                    <td class="number align-right">
                                            (13 205)
                                        </td>
                    <td class="number align-right">
                                            (9 678)
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            
                                        </td>
                    <td class="align-center">
                                            
                                        </td>
                    <td class="align-right">
                                            
                                        </td>
                    <td class="align-right">
                                            
                                        </td>
                                </tr>
                <tr>
                                    <td class="bold">
                                            Zysk netto
                                        </td>
                    <td class="align-center">
                                            
                                        </td>
                    <td class="number align-right bold">
                                            54 740
                                        </td>
                    <td class="number align-right bold">
                                            40 085
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            
                                        </td>
                    <td class="align-center">
                                            
                                        </td>
                    <td class="align-right">
                                            
                                        </td>
                    <td class="align-right">
                                            
                                        </td>
                                </tr>
                <tr>
                                    <td class="bold">
                                            
                                        </td>
                    <td class="align-center">
                                            
                                        </td>
                    <td class="align-right">
                                            
                                        </td>
                    <td class="align-right">
                                            
                                        </td>
                                </tr>
                <tr>
                                    <td class="italic">
                                            Pozycje, które nie mogą być przeniesione do wyniku finansowego
                                        </td>
                    <td class="align-center">
                                            
                                        </td>
                    <td class="align-right">
                                            
                                        </td>
                    <td class="align-right">
                                            
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Zyski/straty aktuarialne
                                        </td>
                    <td class="number align-center">
                                            22
                                        </td>
                    <td class="number align-right">
                                            (58)
                                        </td>
                    <td class="number align-right">
                                            (124)
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Podatek dochodowy dotyczący innych całkowitych dochodów
                                        </td>
                    <td class="align-center">
                                            
                                        </td>
                    <td class="number align-right">
                                            11
                                        </td>
                    <td class="number align-right">
                                            24
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            
                                        </td>
                    <td class="align-center">
                                            
                                        </td>
                    <td class="align-right">
                                            
                                        </td>
                    <td class="align-right">
                                            
                                        </td>
                                </tr>
                <tr>
                                    <td class="bold">
                                            Inne całkowite dochody netto
                                        </td>
                    <td class="align-center bold">
                                            
                                        </td>
                    <td class="number align-right bold">
                                            (47)
                                        </td>
                    <td class="number align-right bold">
                                            (100)
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            
                                        </td>
                    <td class="align-center">
                                            
                                        </td>
                    <td class="align-right">
                                            
                                        </td>
                    <td class="align-right">
                                            
                                        </td>
                                </tr>
                <tr>
                                    <td class="bold">
                                            Całkowite dochody netto za rok obrotowy
                                        </td>
                    <td class="align-center">
                                            
                                        </td>
                    <td class="number align-right bold">
                                            54 693
                                        </td>
                    <td class="number align-right bold">
                                            39 985
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            
                                        </td>
                    <td class="align-center">
                                            
                                        </td>
                    <td class="align-right">
                                            
                                        </td>
                    <td class="align-right">
                                            
                                        </td>
                                </tr>
                <tr>
                                    <td class="bold">
                                            Zysk netto za okres przypadający na akcjonariuszy Spółki
                                        </td>
                    <td class="align-center">
                                            
                                        </td>
                    <td class="number align-right bold">
                                            54 740
                                        </td>
                    <td class="number align-right bold">
                                            40 085
                                        </td>
                                </tr>
                <tr>
                                    <td class="bold">
                                            Całkowity dochód za okres przypadający na akcjonariuszy Spółki
                                        </td>
                    <td class="align-center">
                                            
                                        </td>
                    <td class="number align-right bold">
                                            54 693
                                        </td>
                    <td class="number align-right bold">
                                            39 985
                                        </td>
                                </tr>
                        </table>
            <p>
                            (*) pozycja wyodrębniona z kosztów sprzedaży 
                        </p>
            <p>
                            Zysk przypadający na jedną akcję
                        </p>
            <table>
                            <tr>
                                    <td class="bold">
                                            
                                        </td>
                    <td>
                                            
                                        </td>
                    <td class="align-right bold">
                                            Okres 12 miesięcy zakończony 31 grudnia 2020
                                        </td>
                    <td class="align-right bold">
                                            Okres 12 miesięcy zakończony 31 grudnia 2019
                                        </td>
                                </tr>
                <tr>
                                    <td class="bold">
                                            Podstawowy zysk przypadający na jedną akcję w zł
                                        </td>
                    <td class="number">
                                            32
                                        </td>
                    <td class="number align-right bold">
                                            0,73
                                        </td>
                    <td class="number align-right bold">
                                            0,53
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            - z działalności kontynuowanej
                                        </td>
                    <td>
                                            
                                        </td>
                    <td class="number align-right">
                                            0,73
                                        </td>
                    <td class="number align-right">
                                            0,53
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            - z działalności zaniechanej
                                        </td>
                    <td>
                                            
                                        </td>
                    <td class="align-right">
                                            -
                                        </td>
                    <td class="align-right">
                                            -
                                        </td>
                                </tr>
                <tr>
                                    <td class="bold">
                                            Rozwodniony zysk przypadający na jedną akcję w zł
                                        </td>
                    <td class="number">
                                            32
                                        </td>
                    <td class="number align-right bold">
                                            0,73
                                        </td>
                    <td class="number align-right bold">
                                            0,53
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            - z działalności kontynuowanej
                                        </td>
                    <td>
                                            
                                        </td>
                    <td class="number align-right">
                                            0,73
                                        </td>
                    <td class="number align-right">
                                            0,53
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            - z działalności zaniechanej
                                        </td>
                    <td>
                                            
                                        </td>
                    <td class="align-right">
                                            -
                                        </td>
                    <td class="align-right">
                                            -
                                        </td>
                                </tr>
                        </table>
            <p class="Title">
                Sprawozdanie ze zmian w kapitale własnym
            </p>
            <table>
                            <tr>
                                    <td class="align-center bold">
                                            
                                        </td>
                    <td class="align-right bold">
                                            Kapitałpodstawowy
                                        </td>
                    <td class="align-right bold">
                                            Kapitał zapasowy z nadwyżki ceny emisyjnej nad wartością nominalną
                                        </td>
                    <td class="align-right bold">
                                            Kapitał rezerwowy
                                        </td>
                    <td class="align-right bold">
                                            Pozostałe kapitały
                                        </td>
                    <td class="align-right bold">
                                            Zyski zatrzymane
                                        </td>
                    <td class="align-right bold">
                                            Razem
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            
                                        </td>
                    <td class="align-right bold">
                                            
                                        </td>
                    <td class="align-right bold">
                                            
                                        </td>
                    <td class="align-right bold">
                                            
                                        </td>
                    <td class="align-right bold">
                                            
                                        </td>
                    <td class="align-right bold">
                                            
                                        </td>
                    <td class="align-right">
                                            
                                        </td>
                                </tr>
                <tr>
                                    <td class="bold">
                                            Stan na 1 stycznia 2020
                                        </td>
                    <td class="number align-right bold">
                                            7 504
                                        </td>
                    <td class="number align-right bold">
                                            35 677
                                        </td>
                    <td class="number align-right bold">
                                            16 034
                                        </td>
                    <td class="number align-right bold">
                                            (147)
                                        </td>
                    <td class="number align-right bold">
                                            150 144
                                        </td>
                    <td class="number align-right bold">
                                            209 212
                                        </td>
                                </tr>
                <tr>
                                    <td class="italic">
                                            Całkowite dochody
                                        </td>
                    <td class="align-right bold">
                                            
                                        </td>
                    <td class="align-right bold">
                                            
                                        </td>
                    <td class="align-right bold">
                                            
                                        </td>
                    <td class="align-right bold">
                                            
                                        </td>
                    <td class="align-right bold">
                                            
                                        </td>
                    <td class="align-right bold">
                                            
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Zysk netto
                                        </td>
                    <td class="align-right">
                                            -
                                        </td>
                    <td class="align-right">
                                            -
                                        </td>
                    <td class="align-right">
                                            -
                                        </td>
                    <td class="align-right">
                                            -
                                        </td>
                    <td class="number align-right">
                                            54 740
                                        </td>
                    <td class="number align-right">
                                            54 740
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Inne całkowite dochody
                                        </td>
                    <td class="align-right">
                                            -
                                        </td>
                    <td class="align-right">
                                            -
                                        </td>
                    <td class="align-right">
                                            -
                                        </td>
                    <td class="number align-right">
                                            (47)
                                        </td>
                    <td class="align-right">
                                            -
                                        </td>
                    <td class="number align-right">
                                            (47)
                                        </td>
                                </tr>
                <tr>
                                    <td class="bold">
                                            Razem całkowite dochody
                                        </td>
                    <td class="align-right bold">
                                            -
                                        </td>
                    <td class="align-right bold">
                                            -
                                        </td>
                    <td class="align-right bold">
                                            -
                                        </td>
                    <td class="number align-right bold">
                                            (47)
                                        </td>
                    <td class="number align-right bold">
                                            54 740
                                        </td>
                    <td class="number align-right bold">
                                            54 693
                                        </td>
                                </tr>
                <tr>
                                    <td class="bold">
                                            Transakcje z właścicielami
                                        </td>
                    <td class="align-right">
                                            
                                        </td>
                    <td class="align-right">
                                            
                                        </td>
                    <td class="align-right">
                                            
                                        </td>
                    <td class="align-right">
                                            
                                        </td>
                    <td class="align-right">
                                            
                                        </td>
                    <td class="align-right">
                                            
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Rozliczenie niewykorzystanej części kapitału rezerwowego na skup akcji własnych
                                        </td>
                    <td class="align-right">
                                            -
                                        </td>
                    <td class="align-right">
                                            -
                                        </td>
                    <td class="number align-right">
                                            (15 705)
                                        </td>
                    <td class="align-right">
                                            -
                                        </td>
                    <td class="number align-right">
                                            15 705
                                        </td>
                    <td class="align-right">
                                            -
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Dywidenda wypłacona
                                        </td>
                    <td class="align-right">
                                            -
                                        </td>
                    <td class="align-right">
                                            -
                                        </td>
                    <td class="align-right">
                                            -
                                        </td>
                    <td class="align-right">
                                            -
                                        </td>
                    <td class="number align-right">
                                            (60 034)
                                        </td>
                    <td class="number align-right">
                                            (60 034)
                                        </td>
                                </tr>
                <tr>
                                    <td class="bold">
                                            Razem transakcje z właścicielami
                                        </td>
                    <td class="align-right bold">
                                            -
                                        </td>
                    <td class="align-right bold">
                                            -
                                        </td>
                    <td class="number align-right bold">
                                            (15 705)
                                        </td>
                    <td class="align-right bold">
                                            -
                                        </td>
                    <td class="number align-right bold">
                                            (44 329)
                                        </td>
                    <td class="number align-right bold">
                                            (60 034)
                                        </td>
                                </tr>
                <tr>
                                    <td class="bold">
                                            Stan na 31 grudnia 2020
                                        </td>
                    <td class="number align-right bold">
                                            7 504
                                        </td>
                    <td class="number align-right bold">
                                            35 677
                                        </td>
                    <td class="number align-right bold">
                                            329
                                        </td>
                    <td class="number align-right bold">
                                            (194)
                                        </td>
                    <td class="number align-right bold">
                                            160 555
                                        </td>
                    <td class="number align-right bold">
                                            203 871
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            
                                        </td>
                    <td class="align-right">
                                            
                                        </td>
                    <td class="align-right">
                                            
                                        </td>
                    <td class="align-right">
                                            
                                        </td>
                    <td class="align-right">
                                            
                                        </td>
                    <td class="align-right">
                                            
                                        </td>
                    <td class="align-right">
                                            
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            
                                        </td>
                    <td class="align-right">
                                            
                                        </td>
                    <td class="align-right">
                                            
                                        </td>
                    <td class="align-right">
                                            
                                        </td>
                    <td class="align-right">
                                            
                                        </td>
                    <td class="align-right">
                                            
                                        </td>
                    <td class="align-right">
                                            
                                        </td>
                                </tr>
                <tr>
                                    <td class="bold">
                                            Stan na 1 stycznia 2019
                                        </td>
                    <td class="number align-right bold">
                                            7 504
                                        </td>
                    <td class="number align-right bold">
                                            35 677
                                        </td>
                    <td class="number align-right bold">
                                            329
                                        </td>
                    <td class="number align-right bold">
                                            (47)
                                        </td>
                    <td class="number align-right bold">
                                            125 764
                                        </td>
                    <td class="number align-right bold">
                                            169 227
                                        </td>
                                </tr>
                <tr>
                                    <td class="italic">
                                            Całkowite dochody
                                        </td>
                    <td class="align-right">
                                            
                                        </td>
                    <td class="align-right">
                                            
                                        </td>
                    <td class="align-right">
                                            
                                        </td>
                    <td class="align-right">
                                            
                                        </td>
                    <td class="align-right">
                                            
                                        </td>
                    <td class="align-right">
                                            
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Zysk netto
                                        </td>
                    <td class="align-right">
                                            -
                                        </td>
                    <td class="align-right">
                                            -
                                        </td>
                    <td class="align-right">
                                            -
                                        </td>
                    <td class="align-right">
                                            -
                                        </td>
                    <td class="number align-right">
                                            40 085
                                        </td>
                    <td class="number align-right">
                                            40 085
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Inne całkowite dochody
                                        </td>
                    <td class="align-right">
                                            -
                                        </td>
                    <td class="align-right">
                                            -
                                        </td>
                    <td class="align-right">
                                            -
                                        </td>
                    <td class="number align-right">
                                            (100)
                                        </td>
                    <td class="align-right">
                                            
                                        </td>
                    <td class="number align-right">
                                            (100)
                                        </td>
                                </tr>
                <tr>
                                    <td class="bold">
                                            Razem całkowite dochody
                                        </td>
                    <td class="align-right bold">
                                            -
                                        </td>
                    <td class="align-right bold">
                                            -
                                        </td>
                    <td class="align-right bold">
                                            -
                                        </td>
                    <td class="number align-right bold">
                                            (100)
                                        </td>
                    <td class="number align-right bold">
                                            40 085
                                        </td>
                    <td class="number align-right bold">
                                            39 985
                                        </td>
                                </tr>
                <tr>
                                    <td class="bold">
                                            Transakcje z właścicielami
                                        </td>
                    <td class="align-right">
                                            
                                        </td>
                    <td class="align-right">
                                            
                                        </td>
                    <td class="align-right">
                                            
                                        </td>
                    <td class="align-right">
                                            
                                        </td>
                    <td class="align-right">
                                            
                                        </td>
                    <td class="align-right">
                                            
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Utworzenie kapitału rezerwowego na skup akcji własnych
                                        </td>
                    <td class="align-right">
                                            -
                                        </td>
                    <td class="align-right">
                                            -
                                        </td>
                    <td class="number align-right">
                                            15 705
                                        </td>
                    <td class="align-right">
                                            -
                                        </td>
                    <td class="number align-right">
                                            (15 705)
                                        </td>
                    <td class="align-right bold">
                                            -
                                        </td>
                                </tr>
                <tr>
                                    <td class="bold">
                                            Razem transakcje z właścicielami
                                        </td>
                    <td class="align-right bold">
                                            -
                                        </td>
                    <td class="align-right bold">
                                            -
                                        </td>
                    <td class="number align-right bold">
                                            15 705
                                        </td>
                    <td class="align-right bold">
                                            -
                                        </td>
                    <td class="number align-right bold">
                                            (15 705)
                                        </td>
                    <td class="align-right bold">
                                            -
                                        </td>
                                </tr>
                <tr>
                                    <td class="bold">
                                            Stan na 31 grudnia 2019
                                        </td>
                    <td class="number align-right bold">
                                            7 504
                                        </td>
                    <td class="number align-right bold">
                                            35 677
                                        </td>
                    <td class="number align-right bold">
                                            16 034
                                        </td>
                    <td class="number align-right bold">
                                            (147)
                                        </td>
                    <td class="number align-right bold">
                                            150 144
                                        </td>
                    <td class="number align-right bold">
                                            209 212
                                        </td>
                                </tr>
                        </table>
            <p class="Title">
                Sprawozdanie z przepływów pieniężnych 
            </p>
            <table>
                            <tr>
                                    <td class="align-center">
                                            
                                        </td>
                    <td class="align-center bold">
                                            Nota
                                        </td>
                    <td class="align-right bold">
                                            Okres 12 miesięcy zakończony 31 grudnia 2020
                                        </td>
                    <td class="align-right bold">
                                            Okres 12 miesięcy zakończony 31 grudnia 2019
                                        </td>
                                </tr>
                <tr>
                                    <td class="bold">
                                            
                                        </td>
                    <td class="align-center">
                                            
                                        </td>
                    <td>
                                            
                                        </td>
                    <td>
                                            
                                        </td>
                                </tr>
                <tr>
                                    <td class="bold">
                                            Przepływy środków pieniężnych z działalności operacyjnej
                                        </td>
                    <td class="align-center">
                                            
                                        </td>
                    <td class="bold">
                                            
                                        </td>
                    <td>
                                            
                                        </td>
                                </tr>
                <tr>
                                    <td class="bold">
                                            Zysk brutto
                                        </td>
                    <td class="align-center bold">
                                            
                                        </td>
                    <td class="number align-right bold">
                                            67 945
                                        </td>
                    <td class="number align-right bold">
                                            49 763
                                        </td>
                                </tr>
                <tr>
                                    <td class="bold">
                                            Korekty o pozycje:
                                        </td>
                    <td class="align-center bold">
                                            
                                        </td>
                    <td class="align-right">
                                            
                                        </td>
                    <td class="align-right">
                                            
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Amortyzacja
                                        </td>
                    <td class="number align-center">
                                            27
                                        </td>
                    <td class="number align-right">
                                            6 595
                                        </td>
                    <td class="number align-right">
                                            4 916
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Odsetki netto
                                        </td>
                    <td class="number align-center">
                                            30
                                        </td>
                    <td class="number align-right">
                                            1 237
                                        </td>
                    <td class="number align-right">
                                            2 064
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Zysk/Strata na działalności inwestycyjnej
                                        </td>
                    <td class="number align-center">
                                            29
                                        </td>
                    <td class="align-right">
                                            -
                                        </td>
                    <td class="number align-right">
                                            (3)
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Zyski / straty z tytułu różnic kursowych
                                        </td>
                    <td class="align-center bold">
                                            
                                        </td>
                    <td class="number align-right">
                                            641
                                        </td>
                    <td class="number align-right">
                                            (524)
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Pozostałe korekty
                                        </td>
                    <td class="align-center bold">
                                            
                                        </td>
                    <td class="align-right">
                                            -
                                        </td>
                    <td class="number align-right">
                                            38
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            
                                        </td>
                    <td class="align-center bold">
                                            
                                        </td>
                    <td class="align-right bold">
                                            
                                        </td>
                    <td class="align-right bold">
                                            
                                        </td>
                                </tr>
                <tr>
                                    <td class="bold">
                                            Zmiany w pozycjach bilansowych:
                                        </td>
                    <td class="align-center">
                                            
                                        </td>
                    <td class="align-right">
                                            
                                        </td>
                    <td class="align-right">
                                            
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Zmiana stanu należności z tytułu dostaw i usług oraz pozostałych należności
                                        </td>
                    <td class="number align-center">
                                            14
                                        </td>
                    <td class="number align-right">
                                            13 432
                                        </td>
                    <td class="number align-right">
                                            (2 034)
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Zmiana stanu zapasów
                                        </td>
                    <td class="number align-center">
                                            14
                                        </td>
                    <td class="number align-right">
                                            15 554
                                        </td>
                    <td class="number align-right">
                                            (3 079)
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Zmiana stanu rezerw
                                        </td>
                    <td class="number align-center">
                                            14
                                        </td>
                    <td class="number align-right">
                                            160
                                        </td>
                    <td class="number align-right">
                                            43
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Zmiana stanu zobowiązań z tyt. dostaw i usług oraz pozostałych zobowiązań
                                        </td>
                    <td class="number align-center">
                                            14
                                        </td>
                    <td class="number align-right">
                                            9 596
                                        </td>
                    <td class="number align-right">
                                            (6 642)
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Zmiana stanu zobowiązań z tytułu świadczeń pracowniczych
                                        </td>
                    <td class="number align-center">
                                            14
                                        </td>
                    <td class="number align-right">
                                            1 346
                                        </td>
                    <td class="number align-right">
                                            95
                                        </td>
                                </tr>
                <tr>
                                    <td class="bold">
                                            Podatek dochodowy zapłacony
                                        </td>
                    <td class="align-center">
                                            
                                        </td>
                    <td class="number align-right">
                                            (10 755)
                                        </td>
                    <td class="number align-right">
                                            (10 792)
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            
                                        </td>
                    <td class="align-center">
                                            
                                        </td>
                    <td class="align-right bold">
                                            
                                        </td>
                    <td class="align-right bold">
                                            
                                        </td>
                                </tr>
                <tr>
                                    <td class="bold">
                                            Środki pieniężne netto z działalności operacyjnej
                                        </td>
                    <td class="align-center">
                                            
                                        </td>
                    <td class="number align-right bold">
                                            105 751
                                        </td>
                    <td class="number align-right bold">
                                            33 845
                                        </td>
                                </tr>
                <tr>
                                    <td class="bold">
                                            Przepływy środków pieniężnych z działalności inwestycyjnej
                                        </td>
                    <td class="align-center">
                                            
                                        </td>
                    <td class="align-right">
                                            
                                        </td>
                    <td class="align-right">
                                            
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Sprzedaż rzeczowych aktywów trwałych
                                        </td>
                    <td class="align-center">
                                            
                                        </td>
                    <td class="align-right">
                                            -
                                        </td>
                    <td class="number align-right">
                                            4
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Wydatki inwestycyjne na rzeczowe aktywa trwałe i wartości niematerialne
                                        </td>
                    <td class="align-center">
                                            
                                        </td>
                    <td class="number align-right">
                                            (4 846)
                                        </td>
                    <td class="number align-right">
                                            (2 414)
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Wydatki na nabyte udziały w jednostkach zależnych
                                        </td>
                    <td class="align-center">
                                            
                                        </td>
                    <td class="number align-right">
                                            (12 551)
                                        </td>
                    <td class="align-right">
                                            -
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Odsetki otrzymane
                                        </td>
                    <td class="align-center">
                                            
                                        </td>
                    <td class="align-right">
                                            -
                                        </td>
                    <td class="number align-right">
                                            3
                                        </td>
                                </tr>
                <tr>
                                    <td class="bold">
                                            Środki pieniężne netto z działalności inwestycyjnej
                                        </td>
                    <td class="align-center">
                                            
                                        </td>
                    <td class="number align-right bold">
                                            (17 397)
                                        </td>
                    <td class="number align-right bold">
                                            (2 407)
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            
                                        </td>
                    <td class="align-center">
                                            
                                        </td>
                    <td class="align-right">
                                            
                                        </td>
                    <td class="align-right">
                                            
                                        </td>
                                </tr>
                <tr>
                                    <td class="bold">
                                            Przepływy środków pieniężnych z działalności finansowej
                                        </td>
                    <td class="align-center">
                                            
                                        </td>
                    <td class="align-right">
                                            
                                        </td>
                    <td class="align-right">
                                            
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Wpływy z tytułu zaciągnięcia kredytów
                                        </td>
                    <td class="number align-center">
                                            20
                                        </td>
                    <td class="number align-right">
                                            14 354
                                        </td>
                    <td class="number align-right">
                                            17 803
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Spłata kredytów
                                        </td>
                    <td class="number align-center">
                                            20
                                        </td>
                    <td class="number align-right">
                                            (37 535)
                                        </td>
                    <td class="number align-right">
                                            (45 117)
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Spłata zobowiązań z tytułu leasingu
                                        </td>
                    <td class="number align-center">
                                            23
                                        </td>
                    <td class="number align-right">
                                            (4 309)
                                        </td>
                    <td class="number align-right">
                                            (3 426)
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Zapłacone odsetki od kredytów
                                        </td>
                    <td class="number align-center">
                                            20
                                        </td>
                    <td class="number align-right">
                                            (435)
                                        </td>
                    <td class="number align-right">
                                            (1 683)
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Zapłacone odsetki od leasingu
                                        </td>
                    <td class="number align-center">
                                            23
                                        </td>
                    <td class="number align-right">
                                            (398)
                                        </td>
                    <td class="number align-right">
                                            (369)
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Dywidendy wypłacone
                                        </td>
                    <td class="align-center">
                                            
                                        </td>
                    <td class="number align-right">
                                            (60 034)
                                        </td>
                    <td class="align-right">
                                            -
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            
                                        </td>
                    <td class="align-center">
                                            
                                        </td>
                    <td class="align-right bold">
                                            
                                        </td>
                    <td class="align-right bold">
                                            
                                        </td>
                                </tr>
                <tr>
                                    <td class="bold">
                                            Środki pieniężne netto z działalności finansowej
                                        </td>
                    <td class="align-center bold">
                                            
                                        </td>
                    <td class="number align-right bold">
                                            (88 357)
                                        </td>
                    <td class="number align-right bold">
                                            (32 792)
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            
                                        </td>
                    <td class="align-center bold">
                                            
                                        </td>
                    <td class="align-right bold">
                                            
                                        </td>
                    <td class="align-right bold">
                                            
                                        </td>
                                </tr>
                <tr>
                                    <td class="bold">
                                            Zmiana stanu środków pieniężnych netto
                                        </td>
                    <td class="align-center bold italic">
                                            
                                        </td>
                    <td class="number align-right bold">
                                            (3)
                                        </td>
                    <td class="number align-right bold">
                                            (1 354)
                                        </td>
                                </tr>
                <tr>
                                    <td class="bold">
                                            Bilansowa zmiana środków pieniężnych, w tym
                                        </td>
                    <td class="align-center bold italic">
                                            
                                        </td>
                    <td class="number align-right">
                                            (2)
                                        </td>
                    <td class="number align-right">
                                            (1 357)
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            - zmiana stanu środków pieniężnych z tytułu różnic kursowych
                                        </td>
                    <td class="align-center bold italic">
                                            
                                        </td>
                    <td class="number align-right">
                                            1
                                        </td>
                    <td class="number align-right">
                                            (3)
                                        </td>
                                </tr>
                <tr>
                                    <td class="bold">
                                            Środki pieniężne i ich ekwiwalenty na początek okresu
                                        </td>
                    <td class="number align-center">
                                            13
                                        </td>
                    <td class="number align-right bold">
                                            586
                                        </td>
                    <td class="number align-right bold">
                                            1 943
                                        </td>
                                </tr>
                <tr>
                                    <td class="bold">
                                            Środki pieniężne i ich ekwiwalenty na koniec okresu
                                        </td>
                    <td class="number align-center">
                                            13
                                        </td>
                    <td class="number align-right bold">
                                            584
                                        </td>
                    <td class="number align-right bold">
                                            586
                                        </td>
                                </tr>
                        </table>
            <p class="Title">
                Polityka rachunkowości oraz inne informacje objaśniające 
            </p>
                                            <h1 id="Id_1849">
                            Informacje ogólne
                        </h1>
                            <p>
                            Nazwa jednostki sprawozdawczej: TOYA S.A. (zwana dalej „Spółką”)
                        </p>
            <p>
                            Forma prawna jednostki : Spółka akcyjna
                        </p>
            <p>
                            Adres zarejestrowanego biura jednostki: ul. Sołtysowicka 13-15, 51-168 Wrocław
                        </p>
            <p>
                            Siedziba jednostki: Wrocław
                        </p>
            <p>
                            Państwo rejestracji : Polska
                        </p>
            <p>
                            Podstawowe miejsce prowadzenia działalności: Polska 
                        </p>
            <p>
                            Spółka kontynuuje działalność prowadzoną przez spółkę cywilną „TOYA IMPORT-EKSPORT” z siedzibą we Wrocławiu, której wspólnicy z uwagi na rozmiar i dynamiczny rozwój prowadzonej działalności postanowili przenieść w 1999 r. swoje przedsiębiorstwo do nowoutworzonej TOYA S.A. we Wrocławiu. 
                        </p>
            <p>
                            Spółka została zawiązana aktem notarialnym sporządzonym w dniu 17 listopada 1999 r. przed notariuszem Jolantą Ołpińską w Kancelarii Notarialnej we Wrocławiu (Repertorium A nr 5945/99). Następnie postanowieniem z dnia 3 grudnia 1999 r., Spółka została wpisana do rejestru handlowego RHB prowadzonego przez Sąd Rejonowy dla Wrocławia – Fabrycznej Wydział VI Gospodarczy pod numerem RHB 9053. Postanowieniem z dnia 5 grudnia 2001 r. Sąd Rejonowy dla Wrocławia – Fabrycznej Wydział VI Gospodarczy Krajowego Rejestru Sądowego wpisał Spółkę do Rejestru Przedsiębiorców pod numerem KRS 0000066712. 
                        </p>
            <p>
                            Na 31 grudnia 2020 r. TOYA S.A. posiada jeden oddział - w Nadarzynie.  
                        </p>
            <p>
                            Spółka posiada numer identyfikacji REGON: 932093253, oddział w Nadarzynie posiada nr REGON: 932093253-00031.
                        </p>
            <p>
                            Opis charakteru oraz podstawowego zakresu działalności
                        </p>
            <p>
                            Podstawowym obszarem działalności TOYA S.A. jest import i dystrybucja artykułów przemysłowych,  w tym w szczególności elektronarzędzi i narzędzi ręcznych dla profesjonalistów i do domowego użytku. Działalność Spółki obejmuje dystrybucję towarów, których głównymi producentami i dostawcami są firmy położone na terenie Chin. Od wielu lat Spółka realizuje strategię ekspansji na rynki międzynarodowe. Skupia się przede wszystkim na rynkach Europy Środkowej, Południowej i Wschodniej (Rumunia, Węgry, Czechy, Niemcy, kraje bałkańskie, Rosja, Litwa, Ukraina, Białoruś, Mołdawia). Ponadto w 2003 r. została utworzona spółka zależna - TOYA Romania S.A., która zajmuje się sprzedażą narzędzi i elektronarzędzi na terenie Rumunii. Asortyment towarowy oraz oferowane marki są identyczne do oferowanych w Polsce.  W 2008 r. utworzona została spółka Yato Tools (Shanghai) Co. Ltd. zlokalizowana w Chinach. Jednostka ta zajmuje się dystrybucją narzędzi i elektronarzędzi marki YATO na terenie Chin oraz rynkach zagranicznych nieobsługiwanych przez TOYA S.A. W 2019 utworzona została Spółka Yato Tools (Jiaxing) Co. Ltd. z siedzibą w Baibu Town w Chinach, której podstawowym przedmiotem działalności jest również działalność handlowa zarówno na rynku lokalnym jak i w eksporcie. Przeważająca część działalności spółek Yato Tools (Shanghai) oraz Yato Tools (Jiaxing) polega na zarzadzaniu łańcuchem dostaw do spółek w Polsce i Rumunii.  
                        </p>
            <p>
                            Czas trwania Spółki jest nieograniczony.
                        </p>
            <p>
                            Toya S.A. jest jednostką dominująca w Grupie Kapitałowej TOYA S.A.
                        </p>
            <p>
                            W okresie od 1 stycznia 2020 r. do 31 grudnia 2020 r. oraz do dnia zatwierdzenia niniejszego sprawozdania do publikacji Zarząd pracował w następującym składzie:
                        </p>
            <ul>
                <li>
                    Grzegorz Pinkosz 	Prezes Zarządu
                </li>
                <li>
                    Maciej Lubnauer	Wiceprezes Zarządu
                </li>
            </ul>
            <p>
                            W okresie od 1 stycznia 2020 do 31 grudnia 2020 r. oraz do dnia zatwierdzenia niniejszego sprawozdania do publikacji Rada Nadzorcza pracowała w następującym składzie:
                        </p>
            <ul>
                <li>
                    Piotr Mondalski			Przewodniczący Rady Nadzorczej
                </li>
                <li>
                    Jan Szmidt				Wiceprzewodniczący Rady Nadzorczej
                </li>
                <li>
                    Dariusz Górka			Członek Rady Nadzorczej
                </li>
                <li>
                    Michał Kobus			Członek Rady Nadzorczej
                </li>
                <li>
                    Grzegorz Maciąg			Członek Rady Nadzorczej
                </li>
                <li>
                    Wojciech Bartłomiej Papierak		Członek Rady Nadzorczej
                </li>
                <li>
                    Beata Szmidt			Członek Rady Nadzorczej
                </li>
            </ul>
            <p>
                            Niniejsze sprawozdanie finansowe Spółki obejmuje rok obrotowy zakończony dnia 31 grudnia 2020 roku. Dane porównawcze prezentowane są:
                        </p>
            <ul>
                <li>
                    według stanu na dzień 31 grudnia 2019 roku dla sprawozdania z sytuacji finansowej, 
                </li>
                <li>
                    za okres od 1 stycznia 2019 roku do 31 grudnia 2019 roku dla sprawozdania z wyniku finansowego i innych całkowitych dochodów, sprawozdania z przepływów pieniężnych oraz sprawozdania ze zmian w kapitale własnym. 
                </li>
            </ul>
            <p>
                            Niniejsze sprawozdanie finansowe Spółki za rok obrotowy zakończony 31 grudnia 2020 roku zostało przez Zarząd zatwierdzone do publikacji 8 kwietnia 2021 r.
                        </p>
            <p>
                            Spółka sporządziła również skonsolidowane sprawozdanie finansowe za rok obrotowy zakończony 31 grudnia 2020 roku, które dnia 8 kwietnia 2021 r. zostało przez Zarząd zatwierdzone do publikacji.
                        </p>
                                            <h1 id="Id_1850">
                            Opis ważniejszych stosowanych zasad rachunkowości
                        </h1>
                            <p>
                            Najważniejsze zasady rachunkowości zastosowane przy sporządzaniu niniejszego sprawozdania finansowego przedstawione zostały poniżej. Zasady te stosowane były we wszystkich prezentowanych okresach w sposób ciągły, o ile nie podano inaczej.
                        </p>
                                            <h2 id="Id_1851">
                            Podstawa sporządzenia
                        </h2>
                            <p>
                            Niniejsze sprawozdanie finansowe Spółki zostało sporządzone za rok obrotowy zakończony 31 grudnia 2020 r. zgodnie  z Międzynarodowymi Standardami Sprawozdawczości Finansowej (zwanymi dalej „MSSF”) oraz interpretacjami, wydanymi przez Radę Międzynarodowych Standardów Rachunkowości zatwierdzonymi przez Unię Europejską (zwaną dalej „UE”).  
                        </p>
            <p>
                            Niniejsze sprawozdanie finansowe zostało sporządzone zgodnie z tymi standardami MSSF oraz Interpretacjami Komitetu ds. Interpretacji Międzynarodowej Sprawozdawczości Finansowej (zwanymi dalej „KIMSF”), które zostały wydane i obowiązywały na dzień sprawozdawczy 31 grudnia 2020 r. 
                        </p>
            <p>
                            Zasady opisane poniżej były stosowane w sposób ciągły we wszystkich zaprezentowanych okresach, za wyjątkiem przyjęcia nowych i zmienionych standardów od 1 stycznia 2020 r., które zostały opisane poniżej.
                        </p>
            <p>
                            Sprawozdanie finansowe zostało sporządzone zgodnie z zasadą kosztu historycznego.
                        </p>
            <p>
                            Sporządzenie sprawozdania finansowego zgodnie z MSSF wymaga użycia pewnych znaczących szacunków księgowych. Wymaga również od Zarządu stosowania własnego osądu przy stosowaniu przyjętych przez Spółkę zasad rachunkowości. Zagadnienia, w odniesieniu do których wymagana jest większa doza osądu, zagadnienia bardziej złożone lub takie, przy których założenia i szacunki są istotne z punktu widzenia sprawozdania finansowego, ujawnione są w nocie 4.
                        </p>
            <p>
                            Kontynuacja działalności
                        </p>
            <p>
                            Niniejsze sprawozdanie finansowe zostało sporządzone przy założeniu kontynuowania działalności gospodarczej przez Spółkę w dającej się przewidzieć przyszłości. 
                        </p>
            <p>
                            Spółka nie odczuła istotnie skutków epidemii COVID-19. Na przestrzeni okresu po zakończeniu roku 2020 r. Spółka realizowała względnie stabilną, a nawet okresowo zwiększoną sprzedaż, a jej działalność gospodarcza miała charakter ciągły. Na podstawie publicznie dostępnych informacji na dzień, w którym niniejsze sprawozdanie finansowe zostało zatwierdzone do publikacji, Spółka rozważyła szereg skrajnych scenariuszy w odniesieniu do potencjalnego rozwoju epidemii i jej oczekiwanego wpływu na Spółkę i środowisko gospodarcze, w którym prowadzi ona działalność, w tym środki już podjęte przez polskie władze państwowe oraz rządy innych krajów, z których pochodzą główni partnerzy biznesowi Spółki.
                        </p>
                                            <h2 id="Id_1852">
                            Wpływ nowych standardów i interpretacji na sprawozdanie finansowe Spółki
                        </h2>
                            <p>
                            Niniejsze sprawozdanie finansowe sporządzono w oparciu o MSSF UE wydane i obowiązujące na dzień sprawozdawczy 31 grudnia 2020 r.
                        </p>
            <p>
                            MSSF UE zawierają wszystkie Międzynarodowe Standardy Rachunkowości, Międzynarodowe Standardy Sprawozdawczości Finansowej oraz związane z nimi Interpretacje poza wymienionymi poniżej Standardami oraz Interpretacjami, które oczekują na zatwierdzenie przez Unię Europejską. 
                        </p>
            <ol>
                <li>
                    Nowe standardy, interpretacje i zmiany do istniejących standardów, które obowiązują w roku 2020 
                </li>
            </ol>
            <ul>
                <li>
                    Założenia koncepcyjne sprawozdawczości finansowej
                </li>
            </ul>
            <p>
                            Założenia koncepcyjne zostały opublikowane przez RMSR w marcu 2018 r. Jest to dokument, który przedstawia w kompleksowy sposób zagadnienia dotyczące sprawozdawczości finansowej, zasady wyznaczania standardów i wytyczne dla podmiotów opracowujących spójne polityki rachunkowości oraz ułatwia zrozumienie i interpretację standardów. Założenia koncepcyjne obejmują nowe pojęcia, zaktualizowane definicje i kryteria ujmowania aktywów i zobowiązań oraz objaśnienia istotnych pojęć. Założenia koncepcyjne zostały opublikowane wraz z uzasadnieniem zmian. Rada opublikowała ponadto odrębny dokument pt. „Zmiany do odniesień do Założeń koncepcyjnych w Standardach MSSF”, który przedstawia zmiany do standardów w celu aktualizacji odniesień do Założeń koncepcyjnych. W większości przypadków zaktualizowano odniesienia w standardach w celu odzwierciedlenia odniesień do Założeń koncepcyjnych. Wprowadzono zwolnienia dla dwóch standardów w zakresie opracowywania polityk rachunkowości w odniesieniu do sald z regulowanej działalności, tj. MSSF 3 Połączenia jednostek gospodarczych oraz MSR 8 Zasady (polityka) rachunkowości, zmiany wartości szacunkowych i korygowanie błędów.
                        </p>
            <p>
                            Zmiany nie mają istotnego wpływu na sprawozdanie finansowe Spółki.
                        </p>
            <ul>
                <li>
                    MSR 1 Prezentacja sprawozdań finansowych oraz MSR 8 Zasady (polityka) rachunkowości, zmiany wartości szacunkowych i korygowanie błędów
                </li>
            </ul>
            <p>
                            Rada opublikowała nową definicję terminu „istotność”. Zmiany do MSR 1 i MSR 8 doprecyzowują definicję istotności i zwiększają spójność pomiędzy standardami.
                        </p>
            <p>
                            Zmiany nie mają istotnego wpływu na sprawozdanie finansowe Spółki.
                        </p>
            <ul>
                <li>
                    Zmiany do MSSF 3 Połączenia przedsięwzięć
                </li>
            </ul>
            <p>
                            W wyniku zmiany do MSSF 3 zmodyfikowana została definicja „przedsięwzięcia”. Aktualnie wprowadzona definicja została zawężona i prawdopodobnie spowoduje, że więcej transakcji przejęć zostanie zakwalifikowanych jako nabycie aktywów.
                        </p>
            <p>
                            Zmiany nie mają istotnego wpływu na sprawozdanie finansowe Spółki.
                        </p>
            <ul>
                <li>
                    Zmiany do MSSF 9 Instrumenty Finansowe, MSR 39 Instrumenty Finansowe oraz MSSF 7 Instrumenty Finansowe: Ujawnienie Informacji
                </li>
            </ul>
            <p>
                            Zmiany mające zastosowanie dla okresów rocznych rozpoczynających się dnia 1 stycznia 2020 roku lub później, są obowiązkowe i mają zastosowanie do wszystkich powiązań zabezpieczających, na które ma wpływ niepewność wynikająca z reformy wskaźników stóp procentowych. Zmiany wprowadzają czasowe zwolnienie ze stosowania określonych wymogów rachunkowości zabezpieczeń, w taki sposób, aby reforma wskaźników stóp procentowych nie powodowała rozwiązania rachunkowości zabezpieczeń. Kluczowe zwolnienia wynikające ze Zmian dotyczą: 
                        </p>
            <ul>
                <li>
                    wymogu aby przepływy były „wysoce prawdopodobne” 
                </li>
                <li>
                    komponentów ryzyka 
                </li>
                <li>
                    oceny prospektywnej 
                </li>
                <li>
                    retrospektywnego testu efektywności (dotyczy MSR 39) 
                </li>
                <li>
                    przeklasyfikowania rezerwy z tytułu zabezpieczenia przepływów pieniężnych.
                </li>
            </ul>
            <p>
                            Zmiany wymagają również aby jednostki ujawniły inwestorom dodatkowe informacje o powiązaniach zabezpieczających, na które mają wpływ powyższe niepewności.
                        </p>
            <p>
                            Spółka nie stosuje rachunkowości zabezpieczeń, w związku z czym zmiany nie mają wpływu na sprawozdanie finansowe Spółki.
                        </p>
            <ol>
                <li>
                    Nowe standardy, interpretacje i zmiany do istniejących standardów, które jeszcze nie obowiązują i nie zostały wcześniej zastosowane przez Spółkę 
                </li>
            </ol>
            <p>
                            Standardy i Interpretacje - zatwierdzone przez UE, które nie weszły jeszcze w życie dla okresów rocznych rozpoczynających się w dniu 1 stycznia 2020
                        </p>
            <table>
                            <tr>
                                    <td class="bold">
                                            Standardy i Interpretacje
                                        </td>
                    <td class="bold">
                                            Rodzaj przewidywanej zmiany w zasadach rachunkowości
                                        </td>
                    <td class="bold">
                                            Ewentualny wpływ na sprawozdanie finansowe
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Zmiany do MSSF 16 Leasing Ulgi w czynszach związane z Covid-19(obowiązują dla okresów rocznych rozpoczynających się 1 lipca 2020 r. lub później, możliwe wcześniejsze zastosowanie)
                                        </td>
                    <td>
                                            Zmiany pozwalają leasingobiorcom aby nie dokonywać oceny czy ulgi w czynszach związane z Covid-19 stanowią modyfikację umów leasingu. Zatem, przy spełnieniu odpowiednich warunków, leasingobiorcy którzy zastosują praktyczne rozwiązanie, ujmą otrzymane do dnia 31 czerwca 2021 r. ulgi w czynszach w zysku lub stracie w okresie kiedy ulga została przyznana. Przy braku praktycznego rozwiązania ujęcie ulgi nastąpiłoby w zysku i stracie w okresie obowiązywania umowy leasingowej/
                                        </td>
                    <td>
                                            Nie oczekuje się, aby powyższe Zmiany miały znaczący wpływ na sprawozdanie finansowe Jednostki ponieważ jednostka nie otrzymała ulg w czynszach związanych z Covid-19.
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Zmiany do MSSF 9 Instrumenty Finansowe, MSR 39 Instrumenty Finansowe oraz MSSF 7 Instrumenty Finansowe: Ujawnienie Informacji MSSF 4 Umowy Ubezpieczeniowe oraz MSSF 16 Leasing: Reforma wskaźnika referencyjnego stopy procentowej – Etap 2(obowiązują dla okresów rocznych rozpoczynających się 1 stycznia 2021 r. lub później)
                                        </td>
                    <td>
                                            Celem zmian jest ułatwienie jednostkom dostarczenia użytkownikom sprawozdań finansowych oraz pomoc jednostkom przygotowującym sprawozdania finansowe zgodne z MSSF użytecznych informacji w sytuacji gdy w związku ze zmianą wskaźnika stopy referencyjnej następuje zmiana umownych przepływów pieniężnych lub powiązań zabezpieczających. Zmiany przewidują praktyczne rozwiązanie dla niektórych zmian umownych przepływów pieniężnych oraz zwolnienie dla pewnych wymogów rachunkowości zabezpieczeń.
                                        </td>
                    <td>
                                            Nie oczekuje się, aby powyższe Zmiany miały znaczący wpływ na sprawozdanie finansowe Jednostki.
                                        </td>
                                </tr>
                        </table>
            <p>
                            Standardy i Interpretacje oczekujące na zatwierdzenie przez UE
                        </p>
            <table>
                            <tr>
                                    <td class="bold">
                                            Standardy i Interpretacje
                                        </td>
                    <td class="bold">
                                            Rodzaj przewidywanej zmiany w zasadach rachunkowości
                                        </td>
                    <td class="bold">
                                            Ewentualny wpływ na sprawozdanie finansowe
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Sprzedaż lub Przekazanie Aktywów Pomiędzy Inwestorem a Spółką Stowarzyszoną lub Wspólnym Przedsięwzięciem (Zmiany do MSSF 10 Skonsolidowane Sprawozdania Finansowe oraz do MSR 28 Jednostki Stowarzyszone)(Komisja Europejska podjęła decyzję o odroczeniu zatwierdzenia tych zmian na czas nieokreślony)
                                        </td>
                    <td>
                                            Zmiany wyjaśniają że w przypadku transakcji dokonanej ze spółką stowarzyszoną lub wspólnym przedsięwzięciem zakres w jakim należy ująć związany z transakcję zysk lub stratę zależy od tego czy przekazane lub sprzedane aktywa stanowiły przedsięwzięcie:całość zysku lub straty jest rozpoznawana w przypadku, gdy przeniesione aktywa spełniają definicję przedsięwzięcia (niezależnie czy przedsięwzięcie ma formę jednostki zależnej czy też nie). część zysku lub straty jest rozpoznawana w przypadku gdy transakcja dotyczy aktywów nie stanowiących przedsięwzięcia, nawet jeśli te aktywa znajdowały się w jednostce zależnej.
                                        </td>
                    <td>
                                            Spółka nie oczekuje aby Zmiany miały istotny wpływ na jej sprawozdanie finansowe ponieważ Jednostka nie posiada jednostek stowarzyszonych ani wspólnych przedsięwzięć.
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            MSSF 17 Umowy Ubezpieczeniowe(obowiązuje dla okresów rocznych rozpoczynających się 1 stycznia 2023 r. lub później, zastosowanie prospektywne, wcześniejsze zastosowanie jest dozwolone)Standard nie został jeszcze zatwierdzony przez UE.
                                        </td>
                    <td class="italic">
                                            MSSF 17, który zastępuje przejściowy standard MSSF 4 Umowy Ubezpieczeniowe który został wprowadzony w 2004 roku. MSSF 4 dawał jednostkom możliwość kontynuowania ujmowania umów ubezpieczeniowych według zasad rachunkowości obowiązujących w krajowych standardach, co w rezultacie oznaczało stosowanie wielu różnych rozwiązań.MSSF 17 rozwiązuje problem porównywalności stworzony przez MSSF 4 poprzez wymóg spójnego ujmowania wszystkich umów ubezpieczeniowych, co będzie korzystne zarówno dla inwestorów jak i ubezpieczycieli. Zobowiązania wynikające z umów będą ujmowane w wartościach bieżących, zamiast kosztu historycznego.
                                        </td>
                    <td>
                                            Jednostka nie oczekuje, aby Standard miał znaczący wpływ na jej sprawozdanie finansowe ponieważ Jednostka nie działa w branży ubezpieczeniowej.
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Zmiany do MSSF 3 Połączenia Przedsięwzięć, MSR 16 Rzeczowe Aktywa Trwałe, MSR 37 Rezerwy, Zobowiązania Warunkowe oraz Aktywa Warunkowe oraz Zmiany do Międzynarodowych Standardów Sprawozdawczości Finansowej 2018-2020 (obowiązują dla okresów rocznych rozpoczynających się 1 stycznia 2022 r. lub później, wcześniejsze zastosowanie jest dozwolone) Zmiany nie zostały jeszcze zatwierdzone przez UE.
                                        </td>
                    <td class="italic">
                                            Pakiet zmian zawiera trzy zmiany o wąskim zakresie do standardów:aktualizuje odniesienie w MSSF 3 Połączenia Przedsięwzięć do Założeń koncepcyjnych sporządzania i prezentacji sprawozdań finansowych bez zmiany wymogów księgowych ujmowania połączeń przedsięwzięć,zabrania jednostkom pomniejszania kosztu rzeczowych aktywów trwałych o kwoty uzyskane ze sprzedaży aktywów wyprodukowanych w okresie kiedy jednostka przygotowuje składnik rzeczowych aktywów trwałych do zamierzonego wykorzystania. Takie przychody oraz związane z nimi koszty będą ujmowane w zysku lub stracie okresu,wyjaśnia jakie koszty jednostka wykorzystuje w ocenie czy dana umowa będzie rodziła stratę.Pakiet zawiera również Zmiany do Międzynarodowych Standarów Sprawozdawczości Finansowej 2018-2020 które wyjaśniają użyte słownictwo oraz poprawiają drobne niekonsekwencje, przeoczenia lub sprzeczności między wymogami standardów w MSSF 1 Zastosowanie Międzynarodowych Standardów Sprawozdawczości Finansowej po raz pierwszy, MSSF 9 Instrumenty Finansowe, MSR 41 Rolnictwo oraz przykładach w MSSF 16 Leasing
                                        </td>
                    <td>
                                            Nie oczekuje się, aby powyższe Zmiany miały znaczący wpływ na sprawozdanie finansowe Jednostki.
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Zmiany do MSR 1 Prezentacja sprawozdań finansowych Prezentacja Zobowiązań jako Krótkoterminowe lub Długoterminowe(obowiązują dla okresów rocznych rozpoczynających się 1 stycznia 2023 r. lub później, wcześniejsze zastosowanie jest dozwolone) Zmiany nie zostały jeszcze zatwierdzone przez UE.
                                        </td>
                    <td>
                                            Zmiany wyjaśniają, że prezentacja zobowiązań jako krótkoterminowe lub długoterminowe powinna być oparta jedynie na istniejącym na dzień sprawozdawczy prawie Jednostki do odroczenia uregulowania danego zobowiązania. Prawo do odroczenia uregulowania zobowiązania na przynajmniej 12 miesięcy od dnia sprawozdawczego nie musi być bezwarunkowe, musi ono jednak być znaczące. Na powyższą prezentację nie mają wpływu intencje ani oczekiwania kierownictwa Jednostki co do skorzystania z tego prawa bądź co do terminu, w jakim miałoby to nastąpić. Zmiany dostarczają również wyjaśnień co do zdarzeń, które uznaje się za uregulowanie zobowiązań.
                                        </td>
                    <td>
                                            Nie oczekuje się, aby powyższe Zmiany miały znaczący wpływ na sprawozdanie finansowe Jednostki
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Zmiany do MSR 1 Prezentacja Sprawozdań Finansowych(obowiązują dla okresów rocznych rozpoczynających się 1 stycznia 2023 r. lub później, wcześniejsze zastosowanie jest dozwolone) Zmiany nie zostały jeszcze zatwierdzone przez UE.
                                        </td>
                    <td>
                                            Zmiany do MSR 1 wymagają od jednostek ujawnienia istotnych zasad (polityk) rachunkowości zamiast znaczących zasad (polityk) rachunkowości.
                                        </td>
                    <td>
                                            Nie oczekuje się, aby powyższe Zmiany miały znaczący wpływ na sprawozdanie finansowe Jednostki.
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Zmiany do MSR 8 Zasady (polityka) rachunkowości, zmiany wartości szacunkowych i korygowanie błędów(obowiązują dla okresów rocznych rozpoczynających się 1 stycznia 2023 r. lub później, wcześniejsze zastosowanie jest dozwolone) Zmiany nie zostały jeszcze zatwierdzone przez UE.
                                        </td>
                    <td>
                                            Zmiany wprowadzają definicje wartości szacunkowej oraz zawierają inne zmiany do MSR 8 wyjaśniające jak rozróżnić zmianę polityki rachunkowości od zmian szacunków. Powyższe rozróżnienie jest bardzo ważne ponieważ zmiany polityki rachunkowości są zasadniczo stosowane retrospektywnie podczas gdy zmiany szacunków ujmowane są w okresie w którym zmiany wystąpiły
                                        </td>
                    <td>
                                            Nie oczekuje się, aby powyższe Zmiany miały znaczący wpływ na sprawozdanie finansowe Jednostki.
                                        </td>
                                </tr>
                        </table>
            <p>
                            Na dzień zatwierdzenia niniejszego sprawozdania finansowego do publikacji Zarząd nie zakończył jeszcze prac nad oceną wpływu wprowadzenia powyższych standardów oraz zmian standardów na stosowane przez Spółkę zasady (politykę) rachunkowości w odniesieniu do działalności Spółki lub jej wyników finansowych, jednak Zarząd nie przewiduje, aby wprowadzenie pozostałych standardów oraz zmian standardów miało istotny wpływ na stosowane przez Spółkę zasady (politykę) rachunkowości. 
                        </p>
                                            <h2 id="Id_1853">
                            Udziały w jednostkach zależnych 
                        </h2>
                            <p>
                            Udziały w jednostkach, gdzie Spółka sprawuje kontrolę są ujmowane według ceny nabycia. 
                        </p>
            <p>
                            Ocena inwestycji w spółki zależne pod kątem utraty wartości ma miejsce, kiedy istnieją przesłanki wskazujące na to, że nastąpiła utrata wartości lub odpis z tytułu utraty wartości dokonany w latach poprzednich już nie jest wymagany lub uległ zmniejszeniu.
                        </p>
                                            <h2 id="Id_1854">
                            Sprawozdawczość dotycząca segmentów
                        </h2>
                            <p>
                            Informacje o segmentach operacyjnych są przedstawiane na tej samej podstawie, co zastosowana do celów sprawozdawczości wewnętrznej dostarczanej Zarządowi Spółki, który jest odpowiedzialny za alokację zasobów i ocenę wyników segmentów. Kwoty przedstawione w sprawozdawczości wewnętrznej są mierzone zgodnie z zasadami stosowanymi w niniejszym sprawozdaniu finansowym zgodnym z MSSF UE.
                        </p>
                                            <h2 id="Id_1855">
                            Wycena pozycji wyrażonych w walutach obcych
                        </h2>
                            <p>
                            Waluta funkcjonalna
                        </p>
            <p>
                            Pozycje zawarte w sprawozdaniu finansowym Spółki wycenia się w walucie podstawowego środowiska gospodarczego, w którym jednostka prowadzi działalność („waluta funkcjonalna&quot;). Sprawozdanie finansowe prezentowane jest w złotych polskich będących walutą funkcjonalną i walutą prezentacji Spółki.
                        </p>
            <p>
                            Transakcje i salda
                        </p>
            <p>
                            Transakcje wyrażone w walutach obcych przelicza się na walutę funkcjonalną według kursu obowiązującego w dniu transakcji. Zyski i straty kursowe z tytułu rozliczenia tych transakcji oraz wyceny księgowej aktywów i zobowiązań pieniężnych wyrażonych w walutach obcych ujmuje się w wyniku finansowym i prezentuje per saldo w pozostałych przychodach lub pozostałych kosztach operacyjnych. 
                        </p>
            <p>
                            Pozycje pieniężne aktywów i zobowiązań wyrażone w walucie obcej są przeliczane na dzień kończący okres sprawozdawczy według średniego kursu dla danej waluty obowiązującego na ten dzień. 
                        </p>
            <p>
                            Niepieniężne pozycje aktywów i zobowiązań wyceniane według kosztu historycznego w walucie obcej są przeliczane według średniego kursu obowiązującego w dniu dokonania transakcji. Niepieniężne pozycje ze sprawozdania z sytuacji finansowej wyrażone w walucie obcej wyceniane według wartości godziwej są przeliczane według średniego kursu obowiązującego na dzień szacowania wartości godziwej. 
                        </p>
                                            <h2 id="Id_1856">
                            Rzeczowe aktywa trwałe
                        </h2>
                            <p>
                            Rzeczowe aktywa trwałe wycenia się według ceny nabycia lub kosztu wytworzenia pomniejszonego  o zakumulowane odpisy amortyzacyjne i ewentualne zakumulowane odpisy z tytułu utraty wartości.
                        </p>
            <p>
                            Cena nabycia obejmuje cenę zakupu składnika majątku, obciążenia o charakterze publicznoprawnym (w przypadku importu) oraz koszty bezpośrednio związane z zakupem i przystosowaniem składnika majątku do stanu zdatnego do używania, łącznie z kosztami transportu, jak też załadunku i wyładunku. Rabaty, upusty oraz inne podobne zmniejszenia i odzyski zmniejszają cenę nabycia składnika aktywów. 
                        </p>
            <p>
                            Koszt wytworzenia składnika środków trwałych oraz środków trwałych w budowie obejmuje ogół kosztów poniesionych przez jednostkę w okresie jego budowy, montażu, przystosowania i ulepszenia poniesionych do dnia kiedy składnik majątkowy jest dostępny do użytkowania, w tym również niepodlegający odliczeniu podatek od towarów i usług oraz podatek akcyzowy. 
                        </p>
            <p>
                            Aktywowaniu podlegają poniesione w późniejszym okresie koszty wymienianych części składnika rzeczowych aktywów trwałych, które można wiarygodnie oszacować i jest prawdopodobne, że Spółka osiągnie korzyści ekonomiczne związane z wymienianymi składnikami rzeczowych aktywów trwałych. Koszty remontów i utrzymania środków trwałych są ujmowane na bieżąco w wyniku finansowym. 
                        </p>
            <p>
                            Amortyzację wylicza się dla wszystkich środków trwałych za wyjątkiem gruntów oraz środków trwałych  w budowie, przez oszacowany okres ich użytkowania przy zastosowaniu metody amortyzacji liniowej oraz przy uwzględnieniu wartości rezydualnej, o ile jest ona istotna. W poszczególnych grupach stosowane są następujące okresy użytkowania: 
                        </p>
            <ul>
                <li>
                    budynki i budowle			od 10 do 40 lat
                </li>
                <li>
                    urządzenia techniczne i maszyny	od 2 do 10 lat
                </li>
                <li>
                    środki transportu			od 2 do 10 lat
                </li>
                <li>
                    pozostałe środki trwałe		od 2 do 20 lat
                </li>
            </ul>
            <p>
                            Poprawność stosowanych okresów użytkowania, metod amortyzacji oraz wartości rezydualnych środków trwałych (o ile nie jest nieznaczna) jest przez Spółkę corocznie weryfikowana. Zmiany Spółka ujmuje jako zmiany szacunków księgowych i odnosi w wynik finansowy odpowiednio w okresie, w którym ma miejsce zmiana szacunków i okresach kolejnych.
                        </p>
            <p>
                            Znaczące komponenty środków trwałych amortyzowane są zgodnie z oszacowanym okresem użytkowania danego komponentu.
                        </p>
            <p>
                            Zyski lub straty ze sprzedaży / likwidacji pozycji rzeczowych aktywów trwałych określa się jako różnicę między przychodami ze sprzedaży a wartością księgową tych pozycji i ujmuje się je w wyniku finansowym. 
                        </p>
            <p>
                            Środki trwałe w budowie wyceniane są według cen nabycia lub w wysokości kosztów pozostających w bezpośrednim związku z ich wytworzeniem, pomniejszonych o odpisy z tytułu utraty wartości. Wartość środków trwałych w budowie powiększają koszty finansowania zewnętrznego zaciągniętego w celu ich finansowania. 
                        </p>
                                            <h2 id="Id_1857">
                            Wartości niematerialne 
                        </h2>
                            <p>
                            Składnik wartości niematerialnych wycenia się w cenie nabycia lub koszcie wytworzenia pomniejszonym o odpisy amortyzacyjne oraz odpisy aktualizujące z tytułu utraty wartości.
                        </p>
            <p>
                            Późniejsze wydatki na składniki istniejących wartości niematerialnych podlegają aktywowaniu tylko wtedy, gdy zwiększają przyszłe korzyści ekonomiczne związane z danym składnikiem. Pozostałe nakłady są ujmowane w wyniku finansowym w momencie poniesienia. 
                        </p>
            <p>
                            Okres i metoda amortyzacji weryfikowane są na koniec każdego roku obrotowego. Zmiany Spółka ujmuje jako zmiany szacunków księgowych i odnosi do wyniku finansowego odpowiednio w okresie, w którym ma miejsce zmiana stawek amortyzacyjnych i w okresach kolejnych.
                        </p>
            <p>
                            Amortyzację wylicza się przez oszacowany okres użytkowania składników wartości niematerialnych, przy zastosowaniu metody amortyzacji liniowej. Przyjęte stawki amortyzacji, stosowane dla wartości niematerialnych wynoszą:
                        </p>
            <ul>
                <li>
                    znaki towarowe			10 lat
                </li>
                <li>
                    licencje i oprogramowanie		od 1 do 20 lat
                </li>
            </ul>
                                            <h2 id="Id_1858">
                            Leasing
                        </h2>
                                                            <h3 id="Id_1859">
                            Aktywa z tytułu prawa do użytkowania
                        </h3>
                            <p>
                            Spółka rozpoznaje aktywa z tytułu prawa do użytkowania w dacie rozpoczęcia leasingu (tj. w dniu, kiedy bazowy składnik aktywów jest dostępny do użytkowania). Aktywa z tytułu prawa do użytkowania wyceniane są według kosztu, pomniejszone o łączne odpisy amortyzacyjne i odpisy z tytułu utraty wartości, skorygowanego z tytułu jakiejkolwiek aktualizacji wyceny zobowiązań z tytułu leasingu. Koszt aktywów z tytułu prawa do użytkowania obejmuje kwotę ujętych zobowiązań z tytułu leasingu, poniesionych początkowych kosztów bezpośrednich oraz wszelkich opłat leasingowych zapłaconych w dacie rozpoczęcia lub przed tą datą, pomniejszone o wszelkie otrzymane zachęty leasingowe. O ile Spółka nie ma wystarczającej pewności, że na koniec okresu leasingu uzyska tytuł własności przedmiotu leasingu, ujęte aktywa z tytułu prawa do użytkowania są amortyzowane metodą liniową przez krótszy z dwóch okresów: szacowany okres użytkowania lub okres leasingu. Aktywa z tytułu prawa do użytkowania podlegają utracie wartości.
                        </p>
            <p>
                            Aktywa z tytułu prawa do użytkowania prezentowane są w sprawozdaniu z sytuacji finansowej w odrębnej pozycji. 
                        </p>
                                            <h3 id="Id_1860">
                            Zobowiązania z tytułu leasingu
                        </h3>
                            <p>
                            W dacie rozpoczęcia leasingu Spółka wycenia zobowiązania z tytułu leasingu w wysokości wartości bieżącej opłat leasingowych pozostających do zapłaty w tej dacie. Opłaty leasingowe obejmują opłaty stałe (w tym zasadniczo stałe opłaty leasingowe) pomniejszone o wszelkie należne rabaty leasingowe (zachęty), zmienne opłaty, które zależą od indeksu lub stawki oraz kwoty, których zapłaty oczekuje się w ramach gwarantowanej wartości końcowej. Opłaty leasingowe obejmują również cenę wykonania opcji kupna, jeżeli można z wystarczającą pewnością założyć jej wykonanie przez Spółkę oraz płatności kar pieniężnych za wypowiedzenie leasingu, jeżeli w warunkach leasingu przewidziano możliwość wypowiedzenia leasingu przez Spółkę. Zmienne opłaty leasingowe, które nie zależą od indeksu lub stopy, są ujmowane jako koszty w okresie, w którym następuje zdarzenie lub warunek powodujący płatność. 
                        </p>
            <p>
                            Przy obliczaniu wartości bieżącej opłat leasingowych Spółka stosuje krańcową stopę procentową leasingobiorcy w dniu rozpoczęcia leasingu. Po dacie rozpoczęcia kwota zobowiązań z tytułu leasingu zostaje zwiększona w celu odzwierciedlenia odsetek i zmniejszona o dokonane płatności leasingowe. Ponadto wartość bilansowa zobowiązań z tytułu leasingu podlega ponownej wycenie w przypadku zmiany okresu leasingu lub zmiany zasadniczo stałych opłat leasingowych.
                        </p>
                                            <h3 id="Id_1861">
                            Leasing krótkoterminowy i leasing aktywów o niskiej wartości
                        </h3>
                            <p>
                            Spółka stosuje zwolnienie z ujmowania leasingu krótkoterminowego do swoich krótkoterminowych umów leasingu  (tj. umów, których okres leasingu wynosi 12 miesięcy lub krócej od daty rozpoczęcia i nie zawiera opcji kupna). Spółka stosuje również zwolnienie w zakresie ujmowania leasingu aktywów o niskiej wartości w odniesieniu do leasingu o niskiej wartości. Opłaty leasingowe z tytułu leasingu krótkoterminowego i leasingu aktywów o niskiej wartości ujmowane są jako koszty metodą liniową przez okres trwania leasingu.
                        </p>
                                            <h2 id="Id_1862">
                            Utrata wartości niefinansowych aktywów trwałych
                        </h2>
                            <p>
                            Na każdy dzień kończący okres sprawozdawczy Spółka ocenia, czy istnieją jakiekolwiek przesłanki wskazujące na to, że mogła nastąpić utrata wartości któregoś ze składników niefinansowych aktywów trwałych. W razie stwierdzenia, że przesłanki takie zachodzą, lub w razie konieczności przeprowadzenia corocznego testu sprawdzającego, czy nastąpiła utrata wartości, Spółka dokonuje oszacowania wartości odzyskiwalnej danego składnika aktywów lub ośrodka wypracowującego środki pieniężne, do którego dany składnik aktywów należy. 
                        </p>
            <p>
                            Wartość odzyskiwalna składnika aktywów lub ośrodka wypracowującego środki pieniężne („OWSP”) odpowiada wartości godziwej pomniejszonej o koszty sprzedaży tego składnika aktywów lub odpowiednio ośrodka wypracowującego środki pieniężne, lub jego wartości użytkowej, zależnie od tego, która z nich jest wyższa. Wartość odzyskiwalną ustala się dla poszczególnych aktywów, chyba że dany składnik aktywów nie generuje samodzielnie wpływów pieniężnych, które w większości są niezależne od tych, które są generowane przez inne aktywa lub grupy aktywów. Jeśli wartość księgowa składnika aktywów jest wyższa niż jego wartość odzyskiwalna, ma miejsce utrata wartości i dokonuje się wówczas odpisu do ustalonej wartości odzyskiwalnej. Odpis alokowany jest w pierwszej kolejności do wartości firmy, a następnie pro-rata do pozostałych aktywów tego OWSP. Odpisy aktualizujące z tytułu utraty wartości składników majątkowych ujmuje się w tych kategoriach kosztów, które odpowiadają funkcji składnika aktywów, w przypadku którego stwierdzono utratę wartości. 
                        </p>
            <p>
                            Na każdy dzień kończący okres sprawozdawczy Spółka ocenia, czy występują przesłanki wskazujące na to, że odpis aktualizujący z tytułu utraty wartości, który był ujęty w okresach poprzednich w odniesieniu do danego składnika aktywów lub OWSP jest zbędny, lub czy powinien zostać zmniejszony. Jeżeli takie przesłanki występują, Spółka szacuje wartość odzyskiwalną tego składnika aktywów lub OWSP.
                        </p>
                                            <h2 id="Id_1863">
                            Koszty finansowania zewnętrznego
                        </h2>
                            <p>
                            Koszty finansowania zewnętrznego bezpośrednio związanego z nabyciem lub wytworzeniem składników majątku wymagających dłuższego czasu, aby mogły być zdatne do użytkowania są kapitalizowane (o ile nie są nieznaczne) jako część kosztu nabycia odpowiednio środków trwałych i wartości niematerialnych aż do momentu, w którym aktywa te są dostępne do zamierzonego użytkowania.
                        </p>
                                            <h2 id="Id_1864">
                            Aktywa finansowe
                        </h2>
                            <p>
                            Aktywa finansowe w momencie wprowadzenia do ksiąg rachunkowych są wyceniane według wartości godziwej zapłaty powiększonej o koszty transakcyjne, z wyjątkiem aktywów finansowych wykazywanych w wartości godziwej przez wynik finansowy, w przypadku których koszty transakcyjne odnoszone są do wyniku finansowego. Transakcje zakupu i sprzedaży instrumentów finansowych ujmuje się na dzień przeprowadzenia (zawarcia) transakcji. Należność z tytułu dostaw i usług bez znaczącego elementu finansowania wycenia się początkowo w cenie transakcyjnej w momencie jej powstania.
                        </p>
            <p>
                            Aktywa finansowe wyłącza się z ksiąg rachunkowych, gdy prawa do uzyskiwania przepływów pieniężnych z ich tytułu wygasły lub prawa te zostały przeniesione i dokonano przeniesienia zasadniczo całego ryzyka i wszystkich pożytków z tytułu ich własności. W przypadku braku przeniesienia zasadniczo całego ryzyka i wszystkich pożytków z tytułu posiadania aktywa, aktywo wyłącza się z ksiąg rachunkowych z chwilą utraty kontroli przez Spółkę nad danym aktywem.
                        </p>
            <p>
                            Spółka klasyfikuje aktywa finansowe do następujących kategorii wyceny: 
                        </p>
            <ol>
                <li>
                    wyceniane według zamortyzowanego kosztu; 
                </li>
                <li>
                    wyceniane w wartości godziwej przez wynik finansowy; 
                </li>
                <li>
                    wyceniane w wartości godziwej przez pozostałe całkowite dochody; 
                </li>
            </ol>
            <p>
                            Klasyfikacja jest uzależniona od przyjętego przez Spółkę modelu biznesowego zarządzania aktywami finansowymi oraz warunków umownych przepływów pieniężnych. Spółka dokonuje reklasyfikacji inwestycji w instrumenty dłużne wtedy i tylko wtedy, gdy zmienia się model biznesowy zarządzania tymi aktywami.
                        </p>
            <ol>
                <li>
                    aktywa finansowe wyceniane według zamortyzowanego kosztu 
                </li>
            </ol>
            <p>
                            Instrumenty dłużne utrzymywane w celu ściągnięcia umownych przepływów, które obejmują wyłącznie spłaty kapitału i odsetek są wyceniane według zamortyzowanego kosztu. Do tej kategorii Spółka zalicza należności handlowe oraz środki pieniężne. Przychody z tytułu odsetek (w przypadku należności o terminie spłaty powyżej 1 roku) oblicza się metodą efektywnej stopy procentowej i wykazuje w pozycji „przychody finansowe” w wyniku finansowym. Odpisy z tytułu utraty wartości należności handlowych ujmuje się zgodnie z zasadą rachunkowości wskazaną w nocie 2.122.13 i prezentuje w kosztach sprzedaży.
                        </p>
            <p>
                            Na 31 grudnia 2020 oraz 2019 r.  Spółka nie posiada aktywów zaliczanych do pozostałych kategorii, tj. (ii) wycenianych w wartości godziwej przez wynik finansowy oraz (iii) wycenianych w wartości godziwej przez pozostałe całkowite dochody. 
                        </p>
                                            <h2 id="Id_1865">
                            Utrata wartości aktywów finansowych 
                        </h2>
                            <p>
                            Spółka przeprowadza analizę indywidualną oraz grupową należności handlowych pod kątem ich utraty wartości. 
                        </p>
            <p>
                            Należności analizowane są indywidualnie w przypadku, kiedy istnieją obiektywne dowody utraty wartości, które mogą mieć negatywny wpływ na wysokość przyszłych przepływów. Do istotnych obiektywnych przesłanek należą np. wystąpienie na drogę sądową przeciwko dłużnikowi, poważne problemy finansowe dłużnika, istotne przeterminowanie płatności.
                        </p>
            <p>
                            W przypadku krótkoterminowych należności handlowych analizowanych grupowo, które nie mają znaczącego elementu finansowania, Spółka stosuje podejście uproszczone wymagane w MSSF 9 i wycenia odpisy z tytułu utraty wartości w wysokości strat kredytowych oczekiwanych w całym okresie życia należności od momentu jej początkowego ujęcia. Spółka stosuje matrycę odpisów, w której odpisy oblicza się dla należności handlowych zaliczonych do różnych okresów przeterminowania. 
                        </p>
            <p>
                            Na potrzeby ustalenia oczekiwanych strat kredytowych należności handlowe pogrupowano na podstawie podobieństwa charakterystyki ryzyka kredytowego (wyodrębnione zostały grupy zgodnie z kanałami dystrybucji - należności od klientów eksportowych, sieciowych, hurtowych i indywidualnych). W celu określenia ogólnego współczynnika niewypełnienia zobowiązania przeprowadza się analizę nieściągalności za ostatnie 3 lata. 
                        </p>
            <p>
                            Współczynniki niewypełnienia zobowiązania oblicza się dla następujących przedziałów: 
                        </p>
            <ul>
                <li>
                    niewymagalne;
                </li>
                <li>
                    przeterminowane do 30 dni; 
                </li>
                <li>
                    przeterminowane od 30 do 60 dni;
                </li>
                <li>
                    przeterminowane od 60 do 90 dni; 
                </li>
                <li>
                    przeterminowane powyżej 90 dni. 
                </li>
            </ul>
            <p>
                            W celu określenia współczynnika niewypełnienia zobowiązania dla danego przedziału wiekowania wykorzystuje się dane historyczne odnośnie należności przekazanych na drogę sądową oraz spisanych a także dane odnośnie udziału otrzymanych płatności w poszczególnych przedziałach wiekowania.  Uwzględniony został również wpływ ubezpieczenia należności oraz czynników przyszłych na kwotę strat kredytowych. 
                        </p>
            <p>
                            Odpis z tytułu utraty wartości oblicza się uwzględniając współczynniki niewypełnienia zobowiązania skorygowane o wpływ czynników przyszłych oraz wysokość salda należności niespłaconych na dzień bilansowy dla każdego przedziału analizy wiekowej.
                        </p>
                                            <h2 id="Id_1866">
                            Zapasy
                        </h2>
                            <p>
                            Zapasy obejmują towary oraz aktywa z tytułu spodziewanych zwrotów. 
                        </p>
            <p>
                            Zapasy wyceniane są po cenie nabycia nie wyższej niż cena sprzedaży netto. 
                        </p>
            <p>
                            Cena sprzedaży netto odpowiada oszacowanej cenie sprzedaży zapasów pomniejszonej o wszelkie koszty konieczne do zakończenia produkcji oraz koszty dokonania sprzedaży.
                        </p>
            <p>
                            Rozchód zapasów wycenia się według cen przeciętnych, to jest ustalonych w wysokości średniej ważonej cen danej pozycji towarowej.
                        </p>
            <p>
                            Spółka szacuje wartość zapasów z tytułu spodziewanych zwrotów, tj. wartość towarów, dla których spodziewa się zwrotu od klientów zgodnie z prawem ujętym w umowie lub przewidzianym przez prawo (patrz polityka w zakresie rozpoznawania przychodów, nota 2.21), na podstawie danych historycznych obejmujących poziom zwrotów z 3 poprzednich lat w stosunku do przychodów ze sprzedaży. Szacowana wartość tych zapasów zmniejsza wartości sprzedanych towarów.
                        </p>
            <p>
                            Odpis na zapasy jest kalkulowany na bazie rotacji poszczególnych towarów, tzn. na podstawie proporcji wielkości zapasu i ilości sprzedanego towaru w ciągu ostatnich 12 miesięcy. Odpisem objęte są pozycje, których zapas przekracza przewidywaną 2-letnią sprzedaż.  Kalkulacja obejmuje towary, które są w stałej ofercie Spółki ze względu na konieczność uzyskania wiarygodnych danych historycznych w zakresie rzeczywistych danych w dłuższym okresie. Nowe produkty są wyłączone z kalkulacji z uwagi na wymagany okres wprowadzenia produktu na rynek i brak w związku z tym wystarczających danych do analizy. 
                        </p>
            <p>
                            Odpisy aktualizujące zapasy ujmowane są w koszcie własnym sprzedaży.
                        </p>
                                            <h2 id="Id_1867">
                            Środki pieniężne i ekwiwalenty środków pieniężnych
                        </h2>
                            <p>
                            Środki pieniężne i ich ekwiwalenty wykazane w sprawozdaniu z sytuacji finansowej obejmują środki pieniężne w banku i w kasie oraz krótkoterminowe aktywa finansowe o dużej płynności o pierwotnym okresie zapadalności nieprzekraczającym trzech miesięcy, łatwo wymienialne na określone kwoty środków pieniężnych oraz narażone na nieznaczne ryzyko zmiany wartości godziwej.
                        </p>
                                            <h2 id="Id_1868">
                            Kapitały
                        </h2>
                            <p>
                            Kapitały własne ujmuje się w księgach rachunkowych z podziałem na ich rodzaje i według zasad określonych przepisami prawa oraz postanowieniami statutu.
                        </p>
            <p>
                            Rodzaje kapitałów własnych:
                        </p>
            <ul>
                <li>
                    kapitał podstawowy (akcyjny) Spółki wykazuje się w wartości nominalnej określonej  w statucie i wpisanej w rejestrze sądowym,
                </li>
                <li>
                    kapitał zapasowy z nadwyżki ceny emisyjnej nad wartością nominalną wykazuje się w wartości otrzymanych wpływów z emisji akcji w kwocie przekraczającej wartość nominalną wyemitowanych akcji, pomniejszony o koszty transakcyjne związane z emisją.
                </li>
                <li>
                    kapitał rezerwowy obejmuje kapitał utworzony na skup akcji własnych oraz inne kapitały rezerwowe utworzone na podstawie uchwały WZA 
                </li>
                <li>
                    pozostałe kapitały obejmują zyski i straty aktuarialne powstałe przy wycenie aktuarialnej rezerw na świadczenia emerytalne i podobne,
                </li>
                <li>
                    zyski zatrzymane utworzone z podziału wyniku finansowego na kapitał zapasowy, niepodzielonego wyniku finansowego, oraz zysku (straty) netto za okres, którego dotyczy sprawozdanie finansowe.
                </li>
            </ul>
            <p>
                            Koszty transakcyjne dotyczące publicznej emisji akcji odnoszone są do kapitału własnego i pomniejszają nadwyżkę wartości emisyjnej nad wartością nominalną akcji w momencie emisji akcji. Koszty transakcyjne dotyczące skupu akcji pomniejszają kapitał rezerwowy utworzony zgodnie z uchwałą WZA na ten cel. 
                        </p>
                                            <h2 id="Id_1869">
                            Zobowiązania z tytułu kredytów bankowych 
                        </h2>
                            <p>
                            W momencie początkowego ujęcia kredyty bankowe są ujmowane według wartości godziwej, pomniejszonej o koszty transakcyjne, a po początkowym ujęciu wyceniane są według zamortyzowanego kosztu, przy zastosowaniu metody efektywnej stopy procentowej.
                        </p>
                                            <h2 id="Id_1870">
                            Zobowiązania z tytułu dostaw i usług i pozostałe zobowiązania
                        </h2>
                            <p>
                            Zobowiązania z tytułu dostaw i usług początkowo ujmuje się w wartości godziwej, a następnie, o ile dyskonto byłoby istotne, wycenia według zamortyzowanego kosztu, stosując metodę efektywnej stopy procentowej.
                        </p>
            <p>
                            Pozostałe zobowiązania obejmują potencjalne zobowiązanie z tytułu zwrotów towarów dokonywanych przez klientów z prawem ujętym w umowie lub przewidzianym przez prawo (patrz polityka w zakresie rozpoznawania przychodów, nota 2.21). Wartość tego zobowiązania jest szacowana na podstawie danych historycznych obejmujących poziom zwrotów z 3 poprzednich lat w stosunku do przychodów ze sprzedaży. Jednocześnie Spółka ujmuje szacowaną wartość zapasów, którą klienci mogą zwrócić i ujmuje ją w pozycji zapasy oraz jako zmniejszenie wartości sprzedanych towarów (patrz nota 2.13).
                        </p>
            <p>
                            Na podstawie przepisów Parlamentu Europejskiego oraz obowiązujących ustaw m.in. o zużytym sprzęcie elektrycznym i elektronicznym Spółka, jako podmiot wprowadzający do obrotu sprzęt elektryczny i elektroniczny, baterie i akumulatory, opakowania oraz produkty tj. oleje czy opony, obowiązuje Rozszerzona Odpowiedzialność Producenta, w ramach której odpowiedzialność producenta za produkt obowiązuje do momentu powstania odpadu. W związku z tym, na podstawie polskich przepisów Spółka musi zapewnić m.in. minimalne poziomy recyklingu oraz odzysku odpadów powstających z wprowadzonych przez siebie produktów. Spółka realizuje ten obowiązek poprzez zawarcie umowy z Organizacją Odzysku. Koszty wynikające z tej umowy rozpoznawane są w całym okresie oraz rozliczane na koniec roku obrotowego po otrzymaniu ostatecznej faktury.
                        </p>
                                            <h2 id="Id_1871">
                            Podatek bieżący i odroczony
                        </h2>
                            <p>
                            Na obowiązkowe obciążenia wyniku składają się podatek bieżący oraz podatek odroczony.
                        </p>
            <ol>
                <li>
                    Podatek bieżący
                </li>
            </ol>
            <p>
                            Bieżące obciążenie podatkowe jest obliczane na podstawie wyniku podatkowego danego okresu sprawozdawczego. Obciążenia podatkowe są wyliczane w oparciu o stawki podatkowe obowiązujące w danym roku podatkowym.
                        </p>
            <ol>
                <li>
                    Podatek odroczony
                </li>
            </ol>
            <p>
                            Aktywa i zobowiązania z tytułu odroczonego podatku dochodowego ustala się w odniesieniu do różnic przejściowych pomiędzy wartościami księgowymi aktywów i zobowiązań a odpowiadającymi im wartościami podatkowymi.
                        </p>
            <p>
                            Aktywa z tytułu odroczonego podatku dochodowego ujmuje się tylko wtedy, gdy jest prawdopodobne, że w przyszłości zostanie osiągnięty dochód do opodatkowania, który umożliwi wykorzystanie różnic przejściowych i odliczenie strat podatkowych. Aktywa ustala się w wysokości kwoty przewidzianej w przyszłości do odliczenia od podatku dochodowego, w związku z ujemnymi różnicami przejściowymi, które spowodują w przyszłości zmniejszenie podstawy obliczenia podatku dochodowego oraz straty podatkowej możliwej do odliczenia, ustalonej przy uwzględnieniu zasady ostrożności.
                        </p>
            <p>
                            Wysokość aktywów i zobowiązań z tytułu odroczonego podatku dochodowego ustala się przy uwzględnieniu stawek podatku dochodowego, które będą obowiązywać w momencie realizacji aktywów lub powstania zobowiązania.
                        </p>
            <p>
                            Aktywa oraz zobowiązania z tytułu odroczonego podatku dochodowego zostały skompensowane, gdyż na tym poziomie spełnione są kryteria MSR 12 „Podatek dochodowy” dotyczące kompensowania aktywów i zobowiązań z tytułu odroczonego podatku dochodowego.
                        </p>
            <p>
                            Podatek odroczony ujmuje się od różnic przejściowych powstałych na inwestycjach w jednostki zależne, za wyjątkiem przypadku, gdy Spółka kontroluje odwracanie tych różnic i jest prawdopodobne, że różnice te nie odwrócą się w dającej się przewidzieć przyszłości.
                        </p>
                                            <h2 id="Id_1872">
                            Zobowiązania z tytułu świadczeń pracowniczych
                        </h2>
                            <ol>
                <li>
                    Program świadczeń po okresie zatrudnienia – program określonych składek
                </li>
            </ol>
            <p>
                            Spółka uczestniczy w państwowym programie świadczeń po okresie zatrudnienia płacąc odpowiedni procent płacy brutto, jako składkę do Zakładu Ubezpieczeń Społecznych. Program ten stanowi program określonych składek. Płacone składki ujmowane są jako koszt w momencie poniesienia.
                        </p>
            <p>
                            Spółka uczestniczy także od 2019 r. w programie Pracowniczych Planów Kapitałowych płacąc odpowiedni procent płacy brutto jako składkę. Program ten stanowi program określonych składek i płacone składki ujmowane są jako koszt w momencie poniesienia.
                        </p>
            <ol>
                <li>
                    Program świadczeń po okresie zatrudnienia – program określonych świadczeń (odprawy emerytalne) oraz inne świadczenia
                </li>
            </ol>
            <p>
                            Zgodnie z Kodeksem Pracy i zakładowymi systemami i regulaminami wynagradzania pracownicy Spółki mają prawo do odpraw pośmiertnych oraz odpraw emerytalnych. Odprawy pośmiertne są wypłacane jednorazowo rodzinie pracownika w przypadku jego śmierci. Odprawy emerytalne są wypłacane jednorazowo, w momencie przejścia na emeryturę. Program jest w całości finansowany przez Spółkę. Wysokość odpraw emerytalnych oraz pośmiertnych zależy od stażu pracy oraz średniego wynagrodzenia pracownika. Spółka tworzy rezerwę na przyszłe zobowiązania z tytułu odpraw emerytalnych i odpraw pośmiertnych w celu przyporządkowania kosztów do okresów, których dotyczą. 
                        </p>
            <p>
                            Wartość bieżąca tych zobowiązań jest obliczona przez niezależnego aktuariusza metodą prognozowanych świadczeń jednostkowych. Naliczone zobowiązania są równe zdyskontowanym płatnościom, które w przyszłości zostaną dokonane, z uwzględnieniem rotacji zatrudnienia i dotyczą okresu do dnia kończącego okres sprawozdawczy. Informacje demograficzne oraz informacje o rotacji zatrudnienia oparte są o dane historyczne. Zyski i straty z obliczeń aktuarialnych są rozpoznawane w wyniku finansowym, poza zyskami i stratami aktuarialnymi, które rozpoznawane są w innych całkowitych dochodach.
                        </p>
                                            <h2 id="Id_1873">
                            Rezerwy
                        </h2>
                            <p>
                            Rezerwy tworzone są wówczas, gdy na Spółce ciąży istniejące zobowiązanie (prawne lub zwyczajowo oczekiwane) wynikający ze zdarzeń przeszłych, i gdy prawdopodobne jest, że wypełnienie tego zobowiązania spowoduje konieczność wypływu środków uosabiających korzyści ekonomiczne, oraz można dokonać wiarygodnego oszacowania kwoty tego zobowiązania. 
                        </p>
            <p>
                            Rezerwa jest ujmowana w wysokości wiarygodnego szacunku kwoty wymaganej do rozliczenia bieżącego zobowiązania na dzień kończący okres sprawozdawczy, z uwzględnieniem ryzyka i niepewności związanej z tym zobowiązaniem. 
                        </p>
            <p>
                            W szczególności rezerwę tworzy się na przewidywane reklamacje na podstawie faktycznej ilości sprzedanych towarów w ciągu ostatnich 12 miesięcy oraz ustalonego współczynnika awaryjności i średnich kosztów obsługi reklamacji. Parametry niezbędne do kalkulacji są ustalane raz dla danego roku na podstawie danych z ostatnich 3 lat. 
                        </p>
                                            <h2 id="Id_1874">
                            Rozpoznawanie przychodów
                        </h2>
                            <p>
                            Przychody ze sprzedaży wykazuje się w wartości godziwej otrzymanej lub należnej zapłaty z tytułu sprzedaży, po pomniejszeniu o podatek od towarów i usług, spodziewane zwroty, rabaty i opusty. Spółka ujmuje przychody z umów z klientami, gdy spełnione są poniższe warunki:
                        </p>
            <ul>
                <li>
                    strony umowy zawarły umowę (w formie pisemnej, ustnej lub zgodnie z innymi zwyczajowymi praktykami handlowymi) i są zobowiązane do wykonania swoich obowiązków; 
                </li>
                <li>
                    spółka jest w stanie zidentyfikować prawa każdej ze stron dotyczące dóbr lub usług, które mają zostać przekazane; 
                </li>
                <li>
                    spółka jest w stanie zidentyfikować warunki płatności za dobra lub usługi, które mają zostać przekazane; 
                </li>
                <li>
                    umowa ma treść ekonomiczną (tzn. można oczekiwać, że w wyniku umowy ulegnie zmianie ryzyko, rozkład w czasie lub kwota przyszłych przepływów pieniężnych jednostki); 
                </li>
                <li>
                    jest prawdopodobne, że jednostka otrzyma wynagrodzenie, które będzie jej przysługiwało w zamian za dobra lub usługi, które zostaną przekazane klientowi. 
                </li>
            </ul>
            <p>
                             W szczególności, zgodnie z powyższymi zasadami spółka ujmuje przychody ze sprzedaży towarów. Umowy z klientami zawierają tylko jedno zobowiązanie do wykonania świadczenia – sprzedaż towaru, więc przychód jest rozpoznawany w określonym momencie. Jednostka ujmuje przychody w momencie spełnienia zobowiązania do wykonania świadczenia poprzez przekazanie towaru klientowi. Przekazanie składnika aktywów następuje w momencie, gdy klient uzyskuje kontrolę nad tym składnikiem aktywów.
                        </p>
            <p>
                            Przychody ze sprzedaży towarów obejmują także usługi transportowe świadczone przez podmioty zewnętrzne, kiedy Spółka organizuje i ponosi ryzyko w trakcie transportu. 
                        </p>
            <p>
                            Niektóre umowy z klientami zawierają kwoty zmienne wynagrodzenia w związku z udzielaniem rabatów,  w tym wynikających z osiągnięciem określonego poziomu obrotów. Zgodnie z MSSF 15, Spółka kalkuluje kwotę rabatów należnych klientom i ujmuje je jako zmniejszenie przychodów ze sprzedaży oraz zobowiązanie z tytułu dostaw i usług. 
                        </p>
            <p>
                            Niektóre umowy z klientami zawierają prawo do zwrotu towarów. Zgodnie z obowiązującymi przepisami, konsument ma prawo do odstąpienia od umowy zakupu towaru zawartej na odległość w ciągu 14 dni od daty dostarczenia towaru. Prawo to dotyczy klientów, którzy dokonują zakupów poprzez sklep internetowy toya24.pl oraz portale zakupowe. Ponadto Spółka udziela niektórym swoim klientom prawa do zwrotu zakupionych towarów w ograniczonym czasowo zakresie. Spółka szacuje potencjalne zobowiązanie z tego tytułu i jeżeli jest istotna ujmuje ją jako zmniejszenie przychodów ze sprzedaży oraz zobowiązania z tytułu spodziewanych zwrotów, w pozycji „zobowiązania z tytułu dostaw i usług oraz pozostałe zobowiązania” (nota 2.17). Jednocześnie Spółka ujmuje szacowaną wartość zapasów, którą klienci mogą zwrócić i ujmuje ją w zapasach w pozycji aktywów z tytułu spodziewanych zwrotów oraz jako zmniejszenie wartości sprzedanych towarów (nota 2.13).
                        </p>
                                            <h2 id="Id_1875">
                             Dywidendy
                        </h2>
                            <p>
                            Zobowiązanie do wypłaty dywidendy rozpoznawane jest w momencie ustalenia praw akcjonariuszy do jej otrzymania.
                        </p>
                                            <h1 id="Id_1876">
                            Waluty przyjęte do sporządzenia sprawozdania finansowego 
                        </h1>
                            <p>
                            Do wyceny pozycji ze sprawozdania z sytuacji finansowej wyrażonych w walutach obcych, przyjęto następujące kursy:
                        </p>
            <table>
                            <tr>
                                    <td class="bold">
                                            Waluta
                                        </td>
                    <td class="align-right bold">
                                            31 grudnia 2020
                                        </td>
                    <td class="align-right bold">
                                            31 grudnia 2019
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            1 EUR
                                        </td>
                    <td class="number align-right">
                                            4,6148
                                        </td>
                    <td class="number align-right">
                                            4,2585
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            1 USD
                                        </td>
                    <td class="number align-right">
                                            3,7584
                                        </td>
                    <td class="number align-right">
                                            3,7977
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            1 CNY
                                        </td>
                    <td class="number align-right">
                                            0,5744
                                        </td>
                    <td class="number align-right">
                                            0,5455
                                        </td>
                                </tr>
                        </table>
                                            <h1 id="Id_1877">
                            Istotne wartości oparte na profesjonalnym osądzie i szacunkach
                        </h1>
                            <p>
                            Oszacowania i osądy poddawane są nieustannej weryfikacji. Szacunki i oceny przyjęte na potrzeby sporządzenia sprawozdania finansowego są oparte na doświadczeniu wynikającym z danych historycznych oraz analizie i przewidywaniach odnośnie przyszłych zdarzeń, które zgodnie z najlepszą wiedzą Zarządu, w danej sytuacji wydają się zasadne. 
                        </p>
            <p>
                            Spółka dokonuje oszacowań i przyjmuje założenia dotyczące przyszłości. Uzyskane w ten sposób oszacowania księgowe z definicji rzadko pokrywać się będą z faktycznymi rezultatami. Oszacowania i założenia, które niosą za sobą znaczące ryzyko konieczności wprowadzenia istotnej korekty wartości księgowej aktywów i zobowiązań w trakcie bieżącego lub kolejnego roku obrotowego, omówiono poniżej.
                        </p>
            <ol>
                <li>
                    Ujmowanie przychodów – wynagrodzenie zmienne
                </li>
            </ol>
            <p>
                            Niektóre umowy z klientami zawierają kwoty zmienne wynagrodzenia w związku z udzielaniem rabatów, w tym wynikających z osiągnięciem określonego poziomu obrotów. 
                        </p>
            <p>
                            Zgodnie z MSSF 15, jeśli wynagrodzenie określone w umowie obejmuje kwotę zmienną, jednostka oszacowuje kwotę wynagrodzenia, do którego będzie uprawniona w zamian za przekazanie przyrzeczonych dóbr lub usług na rzecz klienta i zalicza do ceny transakcyjnej część lub całość kwoty wynagrodzenia zmiennego wyłącznie w takim zakresie, w jakim istnieje wysokie prawdopodobieństwo, że nie nastąpi odwrócenie znaczącej części kwoty wcześniej ujętych skumulowanych przychodów w momencie, kiedy ustanie niepewność co do wysokości wynagrodzenia zmiennego. Spółka w ciągu roku szacuje potencjalne zobowiązanie z tytułu udzielonych rabatów i jeżeli jest istotne ujmuje je jako zmniejszenie przychodów ze sprzedaży oraz zobowiązania z tytułu dostaw i usług. Na koniec roku obrotowego rabaty w istotnej części zostały rozliczone. 
                        </p>
            <ol>
                <li>
                    Okresy użytkowania oraz stawki amortyzacyjne rzeczowych aktywów trwałych
                </li>
            </ol>
            <p>
                            Zarząd Spółki ustala szacowany okres użytkowania oraz stawki amortyzacyjne rzeczowych aktywów trwałych. Szacunki te opierają się na prognozowanych okresach wykorzystania poszczególnych aktywów. Szacunek ten może ulegać istotnym zmianom w wyniku pojawiających się na rynku nowych rozwiązań technologicznych, planów Zarządu Spółki lub intensywności eksploatacji. Zarząd zwiększy lub obniży stawki amortyzacyjne, jeżeli okres użytkowania okaże się krótszy lub dłuższy, niż pierwotnie przewidywano, oraz dokona aktualizacji wartości aktywów przestarzałych technicznie lub nie strategicznych aktywów, których użytkowania zaprzestano.
                        </p>
            <p>
                            Jeżeli rzeczywiste okresy użytkowania rzeczowych aktywów trwałych byłyby krótsze o 10% od szacunków Zarządu, amortyzacja aktywów trwałych byłaby wyższa na dzień 31 grudnia 2020 r. o 208 tys. zł (na 31 grudnia 2019 r. o 187 tys. zł).
                        </p>
            <ol>
                <li>
                    Okres leasingu dla umów na czas nieokreślony
                </li>
            </ol>
            <p>
                            Spółka posiada umowy leasingu zawarte na czas nieokreślony. Ustalając okres leasingu, Spółka określa okres egzekwowalności umowy. Leasing przestaje być egzekwowalny, gdy zarówno leasingobiorca, jak i leasingodawca mają prawo wypowiedzenia umowy bez konieczności uzyskania zezwolenia drugiej strony bez ponoszenia kar większych niż nieznaczące. Spółka ocenia istotność szeroko rozumianych kar, tzn. poza kwestiami stricte umownymi bądź finansowymi, uwzględnia wszelkie inne istotne czynniki ekonomiczne zniechęcające do wypowiedzenia umowy (np. istotne inwestycje w przedmiocie leasingu, dostępność rozwiązań alternatywnych, koszty relokacji). Jeśli ani Spółka jako leasingobiorca, ani leasingodawca nie poniesie istotnej kary za wypowiedzenie (rozumianej szeroko), leasing przestaje być egzekwowalny i jego okres stanowi okres wypowiedzenia. 
                        </p>
            <ol>
                <li>
                    Krańcowa stopa procentowa leasingobiorcy
                </li>
            </ol>
            <p>
                            Spółka nie jest w stanie z łatwością ustalić stopy procentowej dla niektórych umów leasingowych, dlatego przy wycenie zobowiązania z tytułu leasingu stosuje krańcową stopę procentową leasingobiorcy. Jest to stopa procentowa, jaką Spółka musiałaby zapłacić, aby na podobny okres, w tej samej walucie i przy podobnych zabezpieczeniach pożyczyć środki niezbędne do zakupu składnika aktywów o podobnej wartości co składnik aktywów z tytułu prawa do użytkowania w podobnym środowisku gospodarczym. 
                        </p>
            <ol>
                <li>
                    Rezerwy 
                </li>
            </ol>
            <p>
                            Na każdy dzień kończący okres sprawozdawczy Zarząd Spółki dokonuje istotnych szacunków wysokości rezerw:
                        </p>
            <ul>
                <li>
                    rezerw na gwarancje i reklamacje – szacowaniu podlega poziom współczynnika awaryjności stosowanego do kalkulacji zgodnie z polityką opisaną w nocie 2.20; Współczynnik ten został ustalony na podstawie historycznie ponoszonych kosztów reklamacji i jest corocznie weryfikowany poprzez odniesienie do rzeczywiście ponoszonych kosztów; szczegóły dotyczące wysokości rezerwy– patrz nota 24,
                </li>
                <li>
                    innych rezerw wynikających ze zgłoszonych roszczeń wobec Spółki – szacowaniu podlega prawdopodobieństwo wystąpienia konieczności zapłaty oraz wysokość potencjalnego roszczenia.
                </li>
            </ul>
            <ol>
                <li>
                    Odpisy aktualizujące zapasy
                </li>
            </ol>
            <p>
                            Spółka ustalając wysokość odpisu aktualizującego zapasy analizuję rotację towarów. Szacowaniu podlega przeciętny okres, w którym towar jest sprzedawany, a powyżej którego tworzony jest odpis zgodnie z polityką opisaną w nocie 2.13; szczegóły dotyczące wysokości odpisu– patrz nota 11,
                        </p>
            <ol>
                <li>
                    Odpisy na oczekiwane straty kredytowe
                </li>
            </ol>
            <p>
                            Spółka wykorzystuje macierze rezerw do wyceny odpisu na oczekiwane straty kredytowe w odniesieniu do należności handlowych. W celu ustalenia oczekiwanych strat kredytowych, należności handlowe zostały pogrupowane na podstawie podobieństwa charakterystyki ryzyka kredytowego. Spółka wykorzystuje swoje dane historyczne dotyczące strat kredytowych, skorygowane w stosownych przypadkach o wpływ informacji dotyczących przyszłości, zgodnie z polityką opisaną w nocie 2.12. Szczegóły dotyczące wysokości odpisu – patrz nota  12.
                        </p>
            <ol>
                <li>
                    Niepewność związana z rozliczeniami podatkowymi
                </li>
            </ol>
            <p>
                            Regulacje dotyczące podatku od towarów i usług, podatku dochodowego od osób prawnych oraz obciążeń związanych z ubezpieczeniami społecznymi podlegają częstym zmianom. Te częste zmiany powodują brak odpowiednich punktów odniesienia, niespójne interpretacje oraz nieliczne ustanowione precedensy, które mogłyby mieć zastosowanie. Obowiązujące przepisy zawierają również niejasności, które powodują różnice w opiniach, co do interpretacji prawnej przepisów podatkowych, zarówno pomiędzy organami państwowymi jak i organami państwowymi i przedsiębiorstwami. 
                        </p>
            <p>
                            Rozliczenia podatkowe oraz inne obszary działalności (na przykład kwestie celne czy dewizowe) mogą być przedmiotem kontroli organów, które uprawnione są do nakładania wysokich kar i grzywien, a wszelkie dodatkowe zobowiązania podatkowe, wynikające z kontroli, muszą zostać zapłacone wraz z wysokimi odsetkami. Te warunki powodują, że ryzyko podatkowe w Polsce jest większe niż w krajach o bardziej dojrzałym systemie podatkowym.
                        </p>
            <p>
                            W konsekwencji, kwoty prezentowane i ujawniane w sprawozdaniach finansowych mogą się zmienić w przyszłości w wyniku ostatecznej decyzji organu kontroli podatkowej. 
                        </p>
            <p>
                            Z dniem 15 lipca 2016 r. do Ordynacji Podatkowej zostały wprowadzone zmiany w celu uwzględnienia postanowień Ogólnej Klauzuli Zapobiegającej Nadużyciom (GAAR). GAAR ma zapobiegać powstawaniu i wykorzystywaniu sztucznych struktur prawnych tworzonych w celu uniknięcia zapłaty podatku w Polsce. GAAR definiuje unikanie opodatkowania, jako czynność dokonaną przede wszystkim w celu osiągnięcia korzyści podatkowej, sprzecznej w danych okolicznościach z przedmiotem i celem przepisy ustawy podatkowej.  Zgodnie z GAAR taka czynność nie skutkuje osiągnięciem korzyści podatkowej, jeżeli sposób działania był sztuczny. Wszelkie występowanie (i) nieuzasadnionego dzielenia operacji, (ii) angażowania podmiotów pośredniczących mimo braku uzasadnienia ekonomicznego lub gospodarczego, (iii) elementów wzajemnie się znoszących lub kompensujących oraz (iv) inne działania o podobnym działaniu do wcześniej wspomnianych, mogą być potraktowane jako przesłanka istnienia sztucznych czynności podlegających przepisom GAAR. Nowe regulacje będą wymagać znacznie większego osądu przy ocenie skutków podatkowych poszczególnych transakcji.
                        </p>
            <p>
                            Klauzulę GAAR należy stosować w odniesieniu do transakcji dokonanych po jej wejściu w życie oraz do transakcji, które zostały przeprowadzone przed wejściem w życie klauzuli GAAR, ale dla których po dacie wejścia klauzuli w życie korzyści były lub są nadal osiągane. Wdrożenie powyższych przepisów umożliwi polskim organom kontroli podatkowej kwestionowanie realizowanych przez podatników prawnych ustaleń i porozumień, takich jak restrukturyzacja i reorganizacja grupy.
                        </p>
            <p>
                            Spółka ujmuje i wycenia aktywa lub zobowiązania z tytułu bieżącego i odroczonego podatku dochodowego przy zastosowaniu wymogów MSR 12 „Podatek dochodowy” w oparciu o zysk, podstawę opodatkowania i stawki podatkowe, uwzględniając ocenę niepewności związanych z rozliczeniami podatkowymi. 
                        </p>
            <p>
                            Gdy istnieje niepewność co do tego, czy i w jakim zakresie organ podatkowy będzie akceptował poszczególne rozliczenia podatkowe transakcji, Spółka ujmuje te rozliczenia uwzględniając ocenę niepewności.
                        </p>
                                            <h1 id="Id_1878">
                            Zarządzanie ryzykiem finansowym
                        </h1>
                            <p>
                            Działalność prowadzona przez Spółkę naraża ją na wiele różnych rodzajów ryzyka finansowego: ryzyko rynkowe (w tym ryzyko zmiany kursu walut, ryzyko zmiany wartości godziwej lub przepływów pieniężnych w wyniku zmian stóp procentowych), ryzyko kredytowe oraz ryzyko utraty płynności. Ogólny program zarządzania ryzykiem Spółki skupia się na minimalizowaniu jego potencjalnego wpływu na wyniki finansowe Spółki. Spółka nie wykorzystuje pochodnych instrumentów finansowych w celu zabezpieczania się przed tymi zagrożeniami. 
                        </p>
            <p>
                            Zarząd ustala ogólne zasady zarządzania ryzykiem oraz politykę dotyczącą konkretnych dziedzin, takich jak ryzyko kredytowe, czy inwestowanie nadwyżek płynności. 
                        </p>
                                            <h2 id="Id_1879">
                            Ryzyko rynkowe 
                        </h2>
                            <p>
                            Ryzyko zmiany kursów walut 
                        </p>
            <p>
                            Obecnie Spółka dokonuje znaczących zakupów towarów u dostawców zagranicznych,  w szczególności w Chinach, według cen określonych w walutach obcych w tym w szczególności  w CNY i USD. Na dzień 31 grudnia 2020 r. 41% całego salda zobowiązań z tytułu dostaw i usług stanowią zobowiązania wyrażone w USD, a 12% stanowią zobowiązania wyrażone w CNY (na 31 grudnia 2019 r. – 30% salda stanowiły zobowiązania wyrażone w USD, a 30% salda – w CNY). Ponadto na 31 grudnia 2020 r. oraz 31 grudnia 2019 zobowiązania z tytułu nabycia udziałów są w całości denominowane w USD.  
                        </p>
            <p>
                            W ramach podpisanych umów kredytowych Spółka posiadała możliwość wykorzystania dostępnych kredytów w EUR i USD. Na dzień 31 grudnia 2020 r. oraz 31 grudnia 2019 r. Spółka nie posiadała zobowiązań z tytułu kredytów w walucie obcej.
                        </p>
            <p>
                            Na dzień 31 grudnia 2020 r. saldo środków pieniężnych w walucie obcej (CNY, EUR i USD) stanowiło 2% całego salda środków pieniężnych (na 31 grudnia 2019 r. - 27%).
                        </p>
            <p>
                            36% przychodów Spółki jest realizowane przez działalność eksportową, według cen określonych w walutach obcych, głównie w USD. Na dzień 31 grudnia 2020 r. 33% całego salda należności z tytułu dostaw i usług stanowią należności wyrażone w tej walucie (na 31 grudnia 2019 r. 22%). 
                        </p>
            <p>
                            Istnieje ryzyko, iż w przyszłości wahania kursów walut mogą mieć zarówno negatywny, jak i pozytywny wpływ na wyniki finansowe Spółki. Spółka dotychczas nie wykorzystywała pochodnych instrumentów finansowych do zabezpieczenia się przed skutkami przyszłych zmian kursów walut obcych. Poniżej przedstawiono wrażliwość wyniku finansowego brutto na wzrost kursu poszczególnych walut na dzień 31 grudnia 2020 r. oraz 31 grudnia 2019 r. o 10%, przy pozostałych warunkach niezmiennych. Wrażliwość jest ustalona w wyniku przeliczenia wpływu wyższego/niższego kursu na przeszacowanie sald należności i zobowiązań handlowych oraz pozostałych wyrażonych w walutach.
                        </p>
            <table>
                            <tr>
                                    <td>
                                            
                                        </td>
                    <td class="align-right bold">
                                            USD
                                        </td>
                    <td class="align-right bold">
                                            EUR
                                        </td>
                    <td class="align-right bold">
                                            CNY
                                        </td>
                    <td class="align-right bold">
                                            RAZEM
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Należności handlowe i pozostałe
                                        </td>
                    <td class="number align-right">
                                            1 186
                                        </td>
                    <td class="number align-right">
                                            65
                                        </td>
                    <td class="number align-right">
                                            75
                                        </td>
                    <td class="number align-right">
                                            1 326
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Zobowiązania handlowe i pozostałe
                                        </td>
                    <td class="number align-right">
                                            (913)
                                        </td>
                    <td class="align-right">
                                            -
                                        </td>
                    <td class="number align-right">
                                            (261)
                                        </td>
                    <td class="number align-right">
                                            (1 174)
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Zobowiązania z tytułu nabycia udziałów
                                        </td>
                    <td class="number align-right">
                                            (1 795)
                                        </td>
                    <td class="align-right">
                                            -
                                        </td>
                    <td class="align-right">
                                            -
                                        </td>
                    <td class="number align-right">
                                            (1 795)
                                        </td>
                                </tr>
                <tr>
                                    <td class="bold">
                                            RAZEM rok 2020
                                        </td>
                    <td class="number align-right bold">
                                            (1 522)
                                        </td>
                    <td class="number align-right bold">
                                            65
                                        </td>
                    <td class="number align-right bold">
                                            (186)
                                        </td>
                    <td class="number align-right bold">
                                            (1 643)
                                        </td>
                                </tr>
                        </table>
            <table>
                            <tr>
                                    <td>
                                            
                                        </td>
                    <td class="align-right bold">
                                            USD
                                        </td>
                    <td class="align-right bold">
                                            EUR
                                        </td>
                    <td class="align-right bold">
                                            CNY
                                        </td>
                    <td class="align-right bold">
                                            RAZEM
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Należności handlowe i pozostałe
                                        </td>
                    <td class="number align-right">
                                            1 126
                                        </td>
                    <td class="number align-right">
                                            281
                                        </td>
                    <td class="align-right">
                                            -
                                        </td>
                    <td class="number align-right">
                                            1 407
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Zobowiązania handlowe i pozostałe
                                        </td>
                    <td class="number align-right">
                                            (437)
                                        </td>
                    <td class="number align-right">
                                            (16)
                                        </td>
                    <td class="number align-right">
                                            (432)
                                        </td>
                    <td class="number align-right">
                                            (885)
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Zobowiązania z tytułu nabycia udziałów
                                        </td>
                    <td class="number align-right">
                                            (2 983)
                                        </td>
                    <td class="align-right">
                                            -
                                        </td>
                    <td class="align-right">
                                            -
                                        </td>
                    <td class="number align-right">
                                            (2 983)
                                        </td>
                                </tr>
                <tr>
                                    <td class="bold">
                                            RAZEM rok 2019
                                        </td>
                    <td class="number align-right bold">
                                            (2 294)
                                        </td>
                    <td class="number align-right bold">
                                            265
                                        </td>
                    <td class="number align-right bold">
                                            (432)
                                        </td>
                    <td class="number align-right bold">
                                            (2 461)
                                        </td>
                                </tr>
                        </table>
            <p>
                            W ocenie Zarządu koncentracja ryzyka walutowego w zakresie podstawowej działalności operacyjnej jest niewielka, ponieważ w znacznej mierze salda denominowane w walutach obcych się równoważą. Zobowiązanie z tytułu nabycia udziałów denominowane w USD wykazuje istotną wrażliwość na zmiany kursu. 
                        </p>
            <p>
                            Ryzyko przepływów pieniężnych oraz wartości godziwej z tytułu zmiany stopy procentowej 
                        </p>
            <p>
                            Na 31 grudnia 2020 r. oraz 31 grudnia 2019 r. Spółka nie posiadała oprocentowanych aktywów. 
                        </p>
            <p>
                            Polityka Spółki przewiduje wykorzystywanie kredytów bankowych o zmiennym oprocentowaniu. Naraża to Spółkę na ryzyko zmiany przepływów pieniężnych w wyniku zmiany stóp procentowych. Na dzień 31 grudnia 2020 r. wszystkie zobowiązania z tytułu kredytów bankowych stanowią zobowiązania oprocentowane według zmiennej stopy procentowej (podobnie na dzień 31 grudnia 2019 r.). 
                        </p>
            <p>
                            Spółka analizuje narażenie na ryzyko przepływów pieniężnych oraz wartości godziwej z tytułu zmiany stopy procentowej. Przeprowadza się symulację różnych scenariuszy, biorąc pod uwagę refinansowanie, odnawianie istniejących pozycji, i finansowanie alternatywne. Na podstawie tych scenariuszy Spółka oblicza wpływ określonych zmian stóp procentowych na wynik finansowy. Symulacje tworzy się dla zobowiązań, które stanowią największą pozycję narażoną na zmiany oprocentowania. 
                        </p>
            <p>
                            Przedstawioną poniżej analizę wrażliwości na ryzyko przepływów pieniężnych z tytułu zmiany stopy procentowej sporządzono w oparciu o instrumenty finansowe, które oparte są o zmienne stopy procentowe. Posiadane przez Spółkę instrumenty finansowe oparte były o stopy WIBOR. Wpływ zmiany rynkowych stóp procentowych na wynik finansowy został obliczony jako iloczyn sald zobowiązań na 31 grudnia 2020 r. oraz założonego odchylenia dla stopy WIBOR.
                        </p>
            <table>
                            <tr>
                                    <td class="align-center bold">
                                            
                                        </td>
                    <td class="align-right bold">
                                            +20 punktów bazowych
                                        </td>
                    <td class="align-right bold">
                                            -20 punktów bazowych
                                        </td>
                                </tr>
                <tr>
                                    <td class="align-center bold">
                                            
                                        </td>
                    <td class="align-right bold">
                                            Wpływ na wynik finansowy przed opodatkowaniem
                                        </td>
                    <td class="align-right bold">
                                            Wpływ na wynik finansowy przed opodatkowaniem
                                        </td>
                                </tr>
                <tr>
                                    <td class="bold">
                                            Zobowiązania finansowe
                                        </td>
                    <td class="align-right bold">
                                            
                                        </td>
                    <td class="align-right bold">
                                            
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Kredyty oparte o zmienną stopę
                                        </td>
                    <td class="number align-right">
                                            (54)
                                        </td>
                    <td class="number align-right">
                                            54
                                        </td>
                                </tr>
                <tr>
                                    <td class="bold">
                                            Razem rok 2020
                                        </td>
                    <td class="number align-right bold">
                                            (54)
                                        </td>
                    <td class="number align-right bold">
                                            54
                                        </td>
                                </tr>
                        </table>
            <table>
                            <tr>
                                    <td class="align-center bold">
                                            
                                        </td>
                    <td class="align-right bold">
                                            +20 punktów bazowych
                                        </td>
                    <td class="align-right bold">
                                            -20 punktów bazowych
                                        </td>
                                </tr>
                <tr>
                                    <td class="align-center bold">
                                            
                                        </td>
                    <td class="align-right bold">
                                            Wpływ na wynik finansowy przed opodatkowaniem
                                        </td>
                    <td class="align-right bold">
                                            Wpływ na wynik finansowy przed opodatkowaniem
                                        </td>
                                </tr>
                <tr>
                                    <td class="bold">
                                            Zobowiązania finansowe
                                        </td>
                    <td class="align-right bold">
                                            
                                        </td>
                    <td class="align-right bold">
                                            
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Kredyty oparte o zmienną stopę
                                        </td>
                    <td class="number align-right">
                                            (109)
                                        </td>
                    <td class="number align-right">
                                            109
                                        </td>
                                </tr>
                <tr>
                                    <td class="bold">
                                            Razem rok 2019
                                        </td>
                    <td class="number align-right bold">
                                            (109)
                                        </td>
                    <td class="number align-right bold">
                                            109
                                        </td>
                                </tr>
                        </table>
            <p>
                            Spółka nie wykorzystuje instrumentów pochodnych celem minimalizacji ryzyka przepływów pieniężnych oraz wartości godziwej z tytułu zmiany stopy procentowej. 
                        </p>
                                            <h2 id="Id_1880">
                            Ryzyko kredytowe 
                        </h2>
                            <p>
                            Ryzyko kredytowe powstaje w przypadku środków pieniężnych zgromadzonych na rachunkach bankowych oraz zaangażowań kredytowych w odniesieniu do klientów, co obejmuje również nierozliczone należności z tytułu dostaw i usług. 
                        </p>
            <p>
                            Ryzyko kredytowe odnoszące się do środków pieniężnych zgromadzonych na rachunkach bankowych uznane jest przez Zarząd za niewielkie, ponieważ Spółka współpracuje wyłącznie z instytucjami finansowymi o sprawdzonej reputacji, które posiadają ratingi o wysokiej wiarygodności (Bank Handlowy w Warszawie S.A., mBank S.A. i BNP Paribas Bank Polska S.A.– dawniej Raiffeisen Bank Polska S.A.). 
                        </p>
            <p>
                            W ocenie Zarządu, w odniesieniu do zaangażowań kredytowych u klientów Spółki koncentracja ryzyka kredytowego nie jest znacząca. Obroty realizowane są przez 2 główne grupy klientów: sieci handlowe, a także odbiorców hurtowych (w tym hurtownie i dystrybutorów). Spółka sprzedaje swoje towary w kraju oraz na rynki zagraniczne – głównie kraje Europy Środkowej, Południowej i Wschodniej (Rosja, Rumunia, kraje bałtyckie, Węgry, Białoruś, Czechy, Niemcy, Ukraina). 
                        </p>
            <p>
                            Podział przychodów ze sprzedaży na grupy klientów i rynki przedstawiono w tabeli poniżej:
                        </p>
            <table>
                            <tr>
                                    <td class="bold">
                                            Udział w przychodach ze sprzedaży
                                        </td>
                    <td class="number align-right bold">
                                            2020
                                        </td>
                    <td class="number align-right bold">
                                            2019
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Kraj – rynek hurtowy
                                        </td>
                    <td class="align-right">
                                            40%
                                        </td>
                    <td class="align-right">
                                            41%
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Kraj – sieci
                                        </td>
                    <td class="align-right">
                                            16%
                                        </td>
                    <td class="align-right">
                                            17%
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Kraj – pozostałe
                                        </td>
                    <td class="align-right">
                                            8%
                                        </td>
                    <td class="align-right">
                                            5%
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Eksport
                                        </td>
                    <td class="align-right">
                                            36%
                                        </td>
                    <td class="align-right">
                                            37%
                                        </td>
                                </tr>
                <tr>
                                    <td class="bold">
                                            Suma
                                        </td>
                    <td class="align-right bold">
                                            100%
                                        </td>
                    <td class="align-right bold">
                                            100%
                                        </td>
                                </tr>
                        </table>
            <p>
                            Sprzedaż do sieci realizowana jest poprzez największe sieci handlowe w Polsce. Zaangażowanie kredytowe w tej grupie klientów nie jest równomiernie rozłożone. 2 kluczowe sieci realizują łącznie około 91% obrotów w ramach tego kanału dystrybucji. Ryzyko kredytowe w odniesieniu do sieci handlowych jest oceniane przez Spółkę jako niewielkie, gdyż są to zwykle odbiorcy o ugruntowanej pozycji rynkowej, wiarygodni i przejrzyści finansowo oraz z pozytywną historią spłat zobowiązań. 
                        </p>
            <p>
                            W ramach kanału dystrybucji hurtowej Spółka współpracuje z kilkudziesięcioma dystrybutorami i odbiorcami hurtowymi we wszystkich województwach oraz wieloma sklepami. W kanale hurtowym w 2020 r. oraz 2019 r. koncentracja należności była na podobnym poziomie - 75% obrotów realizowane było w 2020 r. przez 18 odbiorców (17 w 2019 r.). W przypadku klientów hurtowych Spółka realizuje politykę ograniczającą zaangażowanie kredytowe wobec poszczególnych klientów poprzez ustalanie limitów kredytowych, które ustalane są indywidualnie dla każdego kontrahenta w oparciu o szczegółową analizę jego wyników finansowych, pozycji rynkowej i dyscypliny płatniczej oraz sytuacji w branży. Wykorzystanie limitów kredytowych jest regularnie monitorowane. Realizacja transakcji wykraczającej poza przyznany limit kredytowy jest możliwa jedynie po otrzymaniu autoryzacji ze strony upoważnionych osób zgodnie z wewnętrzną procedurą kredytową.
                        </p>
            <p>
                            Spółka obniża narażenie na ryzyko kredytowe poprzez ubezpieczenie należności z tytułu dostaw i usług w renomowanej instytucji ubezpieczeniowej. Na 31 grudnia 2020 r. 55% należności z tytułu dostaw i usług było objętych ubezpieczeniem (na 31 grudnia 2019 - 72%). Obejmuje to klientów, którym został przyznany indywidualny limit jak i klientów objętych tzw. limitem automatycznym do kwoty określonej w umowie ubezpieczenia. Udział własny w zawartej umowie ubezpieczeniowej jest typowy dla tego typu umów. Spółka ogranicza ryzyko kredytowe również poprzez wdrożenie efektywnego systemu zarządzania ryzykiem zintegrowanym z systemem SAP, który wspiera utrzymywanie właściwej dyscypliny płatniczej u odbiorców spółki. Należy też podkreślić, że dla części klientów, którzy nie mają stabilnej i przewidywalnej sytuacji finansowej sprzedaż realizowana jest na przedpłatę.
                        </p>
            <p>
                            Wiekowanie należności z tytułu dostaw i usług wraz z informacją na temat należności przeterminowanych zaprezentowano w nocie12.
                        </p>
            <p>
                            Jakość kredytową aktywów finansowych, które nie są przeterminowane ani nie utraciły wartości, można oszacować poprzez odniesienia do zewnętrznych ratingów kredytowych lub do historycznych informacji  o opóźnieniach kontrahenta w spłacie. Środki pieniężne zgromadzone są w bankach BBB oraz A- (agencja ratingowa EuroRating). W odniesieniu do należności handlowych, Spółka nie posiada zewnętrznych ratingów, lecz na bieżąco monitoruje opóźnienia kontrahentów w spłacie. 
                        </p>
            <p>
                            Maksymalne narażenie na ryzyko kredytowe równe jest w przybliżeniu wartości księgowej należności z tytułu dostaw i usług pomniejszonych o należności ubezpieczone oraz środków pieniężnych i ich ekwiwalentów. Maksymalna ekspozycja na ryzyko kredytowe wynosi na dzień 31 grudnia 2020 r. 15 111 tys. zł (na dzień 31 grudnia 2019 r. 11 617 tys. zł).
                        </p>
                                            <h2 id="Id_1881">
                            Ryzyko utraty płynności 
                        </h2>
                            <p>
                            Zarząd Spółki uważa, że płynność jest wystarczająco zabezpieczona w dającej się przewidzieć przyszłości. Polityka zarządzania ryzykiem utraty płynności jest ostrożna i polega na utrzymywaniu odpowiedniego poziomu środków pieniężnych oraz zapewnienia możliwości wykorzystania uruchomionych limitów kredytowych. Kierownictwo monitoruje poziom zobowiązań krótkoterminowych oraz majątku obrotowego oraz bieżące przepływy środków pieniężnych Spółki. 
                        </p>
            <p>
                            Kluczowe pozycje analizowane dla celów monitorowania ryzyka utraty płynności są następujące: 
                        </p>
            <table>
                            <tr>
                                    <td>
                                            
                                        </td>
                    <td class="align-right bold">
                                            31 grudnia 2020
                                        </td>
                    <td class="align-right bold">
                                            31 grudnia 2019
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Aktywa obrotowe
                                        </td>
                    <td class="number align-right">
                                            218 794
                                        </td>
                    <td class="number align-right">
                                            247 782
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Zobowiązania bieżące
                                        </td>
                    <td class="number align-right">
                                            90 949
                                        </td>
                    <td class="number align-right">
                                            101 933
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            
                                        </td>
                    <td class="number align-right bold">
                                            2020
                                        </td>
                    <td class="number align-right bold">
                                            2019
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Przepływy pieniężne z działalności operacyjnej
                                        </td>
                    <td class="number align-right">
                                            105 751
                                        </td>
                    <td class="number align-right">
                                            33 845
                                        </td>
                                </tr>
                        </table>
            <p>
                            Tabela poniżej przedstawia zobowiązania finansowe Spółki, w podziale na przedziały wiekowe ustalone w oparciu o umowne przyszłe terminy płatności jednolite dla poszczególnych grup zobowiązań. Kwoty przedstawione poniżej stanowią niezdyskontowane, umowne przepływy pieniężne. 
                        </p>
            <table>
                            <tr>
                                    <td class="bold">
                                            Termin wymagalności
                                        </td>
                    <td class="align-right bold">
                                            do 3 miesięcy
                                        </td>
                    <td class="align-right bold">
                                            4-6 miesięcy
                                        </td>
                    <td class="align-right bold">
                                            7-12 miesięcy
                                        </td>
                    <td class="align-right bold">
                                            2-3 lata
                                        </td>
                    <td class="align-right bold">
                                            4-5 lat
                                        </td>
                    <td class="align-right bold">
                                            Ponad 5 lat
                                        </td>
                    <td class="align-right bold">
                                            Razem
                                        </td>
                                </tr>
                <tr>
                                    <td class="align-center bold">
                                            
                                        </td>
                    <td class="align-right">
                                            
                                        </td>
                    <td class="align-right">
                                            
                                        </td>
                    <td class="align-right">
                                            
                                        </td>
                    <td class="align-right">
                                            
                                        </td>
                    <td class="align-right">
                                            
                                        </td>
                    <td class="align-right bold">
                                            
                                        </td>
                    <td class="align-right bold">
                                            
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Kredyty
                                        </td>
                    <td class="number align-right">
                                            8
                                        </td>
                    <td class="align-right">
                                            -
                                        </td>
                    <td class="number align-right">
                                            27 361
                                        </td>
                    <td class="number align-right">
                                            4 406
                                        </td>
                    <td class="align-right">
                                            -
                                        </td>
                    <td class="align-right">
                                            -
                                        </td>
                    <td class="number align-right bold">
                                            31 775
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Zobowiązania z tytułu dostaw i usług oraz pozostałe
                                        </td>
                    <td class="number align-right">
                                            24 507
                                        </td>
                    <td class="align-right">
                                            -
                                        </td>
                    <td class="align-right">
                                            -
                                        </td>
                    <td class="align-right">
                                            -
                                        </td>
                    <td class="align-right">
                                            -
                                        </td>
                    <td class="align-right">
                                            -
                                        </td>
                    <td class="number align-right bold">
                                            24 507
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Zobowiązania z tytułu nabycia udziałów
                                        </td>
                    <td class="number align-right">
                                            12 779
                                        </td>
                    <td class="number align-right">
                                            3 007
                                        </td>
                    <td class="number align-right">
                                            2 255
                                        </td>
                    <td class="align-right">
                                            -
                                        </td>
                    <td class="align-right">
                                            -
                                        </td>
                    <td class="align-right">
                                            -
                                        </td>
                    <td class="number align-right bold">
                                            18 041
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Zobowiązania z tytułu leasingu
                                        </td>
                    <td class="number align-right">
                                            1 559
                                        </td>
                    <td class="number align-right">
                                            1 459
                                        </td>
                    <td class="number align-right">
                                            2 871
                                        </td>
                    <td class="number align-right">
                                            6 959
                                        </td>
                    <td class="number align-right">
                                            839
                                        </td>
                    <td class="number align-right">
                                            4 134
                                        </td>
                    <td class="number align-right bold">
                                            17 821
                                        </td>
                                </tr>
                <tr>
                                    <td class="bold">
                                            Stan na 31 grudnia 2020 roku
                                        </td>
                    <td class="number align-right bold">
                                            38 853
                                        </td>
                    <td class="number align-right bold">
                                            4 466
                                        </td>
                    <td class="number align-right bold">
                                            32 487
                                        </td>
                    <td class="number align-right bold">
                                            11 365
                                        </td>
                    <td class="number align-right bold">
                                            839
                                        </td>
                    <td class="number align-right bold">
                                            4 134
                                        </td>
                    <td class="number align-right bold">
                                            92 144
                                        </td>
                                </tr>
                <tr>
                                    <td class="bold">
                                            
                                        </td>
                    <td class="align-right">
                                            
                                        </td>
                    <td class="align-right">
                                            
                                        </td>
                    <td class="align-right">
                                            
                                        </td>
                    <td class="align-right">
                                            
                                        </td>
                    <td class="align-right">
                                            
                                        </td>
                    <td class="align-right">
                                            
                                        </td>
                    <td class="align-right">
                                            
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Kredyty
                                        </td>
                    <td class="number align-right">
                                            18 180
                                        </td>
                    <td class="align-right">
                                            -
                                        </td>
                    <td class="number align-right">
                                            37 683
                                        </td>
                    <td class="align-right">
                                            -
                                        </td>
                    <td class="align-right">
                                            -
                                        </td>
                    <td class="align-right">
                                            -
                                        </td>
                    <td class="number align-right bold">
                                            55 863
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Zobowiązania z tytułu dostaw i usług oraz pozostałe
                                        </td>
                    <td class="number align-right">
                                            16 648
                                        </td>
                    <td class="align-right">
                                            -
                                        </td>
                    <td class="align-right">
                                            -
                                        </td>
                    <td class="align-right">
                                            -
                                        </td>
                    <td class="align-right">
                                            -
                                        </td>
                    <td class="align-right">
                                            -
                                        </td>
                    <td class="number align-right bold">
                                            16 648
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Zobowiązania z tytułu nabycia udziałów
                                        </td>
                    <td class="number align-right">
                                            7 595
                                        </td>
                    <td class="number align-right">
                                            3 038
                                        </td>
                    <td class="number align-right">
                                            7 595
                                        </td>
                    <td class="number align-right">
                                            12 153
                                        </td>
                    <td class="align-right">
                                            -
                                        </td>
                    <td class="align-right">
                                            -
                                        </td>
                    <td class="number align-right bold">
                                            30 381
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Zobowiązania z tytułu leasingu
                                        </td>
                    <td class="number align-right">
                                            868
                                        </td>
                    <td class="number align-right">
                                            765
                                        </td>
                    <td class="number align-right">
                                            1 469
                                        </td>
                    <td class="number align-right">
                                            3 794
                                        </td>
                    <td class="number align-right">
                                            428
                                        </td>
                    <td class="number align-right">
                                            4 276
                                        </td>
                    <td class="number align-right bold">
                                            11 600
                                        </td>
                                </tr>
                <tr>
                                    <td class="bold">
                                            Stan na 31 grudnia 2019 roku
                                        </td>
                    <td class="number align-right bold">
                                            43 291
                                        </td>
                    <td class="number align-right bold">
                                            3 803
                                        </td>
                    <td class="number align-right bold">
                                            46 747
                                        </td>
                    <td class="number align-right bold">
                                            15 947
                                        </td>
                    <td class="number align-right bold">
                                            428
                                        </td>
                    <td class="number align-right bold">
                                            4 276
                                        </td>
                    <td class="number align-right bold">
                                            114 492
                                        </td>
                                </tr>
                        </table>
                                            <h2 id="Id_1882">
                            Zarządzanie kapitałem
                        </h2>
                            <p>
                            Zarząd Spółki definiuje kapitał jako posiadany kapitał własny Spółki. Utrzymywany kapitał własny spełnia wymogi określone w Kodeksie Spółek Handlowych, brak jest innych nałożonych zewnętrznie prawnych wymogów kapitałowych. 
                        </p>
            <p>
                            Celem Spółki w zarządzaniu kapitałem jest ochrona zdolności Spółki do kontynuowania działalności, tak, aby możliwe było realizowanie zwrotu dla akcjonariuszy oraz korzyści dla innych zainteresowanych stron, a także utrzymanie optymalnej struktury kapitału w celu obniżenia jego kosztu. 
                        </p>
            <p>
                            Przyjętą zasadą jest także, aby aktywa trwałe były w pełni finansowane kapitałem własnym. 
                        </p>
            <table>
                            <tr>
                                    <td>
                                            
                                        </td>
                    <td class="align-right bold">
                                            31 grudnia 2020
                                        </td>
                    <td class="align-right bold">
                                            31 grudnia 2019
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Aktywa trwałe
                                        </td>
                    <td class="number align-right">
                                            90 076
                                        </td>
                    <td class="number align-right">
                                            81 175
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Kapitał własny
                                        </td>
                    <td class="number align-right">
                                            203 871
                                        </td>
                    <td class="number align-right">
                                            209 212
                                        </td>
                                </tr>
                        </table>
            <p>
                            Jednym z istotnych wskaźników z punktu widzenia zarządzania jest również wskaźnik kapitałów własnych rozumiany jako stosunek kapitałów własnych do sumy aktywów. 
                        </p>
            <table>
                            <tr>
                                    <td>
                                            
                                        </td>
                    <td class="align-right bold">
                                            31 grudnia 2020
                                        </td>
                    <td class="align-right bold">
                                            31 grudnia 2019
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Kapitał własny
                                        </td>
                    <td class="number align-right">
                                            203 871
                                        </td>
                    <td class="number align-right">
                                            209 212
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Suma aktywów
                                        </td>
                    <td class="number align-right">
                                            308 870
                                        </td>
                    <td class="number align-right">
                                            328 957
                                        </td>
                                </tr>
                <tr>
                                    <td class="bold">
                                            Wskaźnik kapitałów własnych
                                        </td>
                    <td class="align-right bold">
                                            66%
                                        </td>
                    <td class="align-right bold">
                                            64%
                                        </td>
                                </tr>
                        </table>
            <p>
                            W okresie objętym niniejszym sprawozdaniem finansowym Spółka realizowała założony cel.
                        </p>
                                            <h1 id="Id_1883">
                            Instrumenty finansowe
                        </h1>
                            <table>
                            <tr>
                                    <td class="bold">
                                            Stan na 31 grudnia 2020
                                        </td>
                    <td class="align-right bold">
                                            Aktywa finansowe
                                        </td>
                    <td class="align-right bold">
                                            Pozostałe zobowiązania finansowe
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            
                                        </td>
                    <td class="align-right bold">
                                            Wyceniane wg zamortyzowanego kosztu
                                        </td>
                    <td class="align-right bold">
                                            Wyceniane wg zamortyzowanego kosztu
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Należności z tytułu dostaw i usług
                                        </td>
                    <td class="number align-right">
                                            34 366
                                        </td>
                    <td class="align-right">
                                            -
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Środki pieniężne
                                        </td>
                    <td class="number align-right">
                                            584
                                        </td>
                    <td class="align-right">
                                            -
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Zobowiązania z tytułu dostaw i usług oraz pozostałe
                                        </td>
                    <td class="align-right">
                                            -
                                        </td>
                    <td class="number align-right">
                                            24 546
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Zobowiązania z tytułu nabycia udziałów
                                        </td>
                    <td class="align-right">
                                            -
                                        </td>
                    <td class="number align-right">
                                            17 946
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Kredyty
                                        </td>
                    <td class="align-right">
                                            -
                                        </td>
                    <td class="number align-right">
                                            31 501
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Zobowiązania z tytułu leasingu
                                        </td>
                    <td class="align-right">
                                            -
                                        </td>
                    <td class="number align-right">
                                            14 528
                                        </td>
                                </tr>
                <tr>
                                    <td class="bold">
                                            RAZEM
                                        </td>
                    <td class="number align-right bold">
                                            34 950
                                        </td>
                    <td class="number align-right bold">
                                            88 521
                                        </td>
                                </tr>
                        </table>
            <table>
                            <tr>
                                    <td class="bold">
                                            Stan na 31 grudnia 2019
                                        </td>
                    <td class="align-right bold">
                                            Aktywa finansowe
                                        </td>
                    <td class="align-right bold">
                                            Pozostałe zobowiązania finansowe
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            
                                        </td>
                    <td class="align-right bold">
                                            Wyceniane wg zamortyzowanego kosztu
                                        </td>
                    <td class="align-right bold">
                                            Wyceniane wg zamortyzowanego kosztu
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Należności z tytułu dostaw i usług
                                        </td>
                    <td class="number align-right">
                                            48 373
                                        </td>
                    <td class="align-right">
                                            -
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Środki pieniężne
                                        </td>
                    <td class="number align-right">
                                            586
                                        </td>
                    <td class="align-right">
                                            -
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Zobowiązania z tytułu dostaw i usług oraz pozostałe
                                        </td>
                    <td class="align-right">
                                            -
                                        </td>
                    <td class="number align-right">
                                            16 686
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Zobowiązania z tytułu nabycia udziałów
                                        </td>
                    <td class="align-right">
                                            -
                                        </td>
                    <td class="number align-right">
                                            29 868
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Kredyty
                                        </td>
                    <td class="align-right">
                                            -
                                        </td>
                    <td class="number align-right">
                                            54 705
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Zobowiązania z tytułu leasingu
                                        </td>
                    <td class="align-right">
                                            -
                                        </td>
                    <td class="number align-right">
                                            8 200
                                        </td>
                                </tr>
                <tr>
                                    <td class="bold">
                                            RAZEM
                                        </td>
                    <td class="number align-right bold">
                                            48 959
                                        </td>
                    <td class="number align-right bold">
                                            109 459
                                        </td>
                                </tr>
                        </table>
            <p>
                            Przychody oraz koszty ujęte w wyniku finansowym roku 2020 i 2019, odnoszące się do aktywów finansowych oraz zobowiązań finansowych niewycenianych w wartości godziwej przez wynik finansowy zostały zaprezentowane poniżej:
                        </p>
            <table>
                            <tr>
                                    <td class="bold">
                                            12 m-cy zakończone 31 grudnia 2020
                                        </td>
                    <td class="align-right bold">
                                            Aktywa finansowe
                                        </td>
                    <td class="align-right bold">
                                            Zobowiązania finansowe
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Przychody z tytułu odsetek
                                        </td>
                    <td class="align-right">
                                            -
                                        </td>
                    <td class="align-right">
                                            -
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Koszty z tytułu odsetek
                                        </td>
                    <td class="align-right">
                                            -
                                        </td>
                    <td class="number align-right">
                                            1 237
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Zyski z tytułu różnic kursowych
                                        </td>
                    <td class="number align-right">
                                            2 477
                                        </td>
                    <td class="number align-right">
                                            4 889
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Straty z tytułu różnic kursowych
                                        </td>
                    <td class="number align-right">
                                            (2 599)
                                        </td>
                    <td class="number align-right">
                                            (1 954)
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Utworzenie odpisów aktualizujących
                                        </td>
                    <td class="number align-right">
                                            476
                                        </td>
                    <td class="align-right">
                                            -
                                        </td>
                                </tr>
                <tr>
                                    <td class="bold">
                                            Ogółem zysk / (strata) netto
                                        </td>
                    <td class="number align-right bold">
                                            354
                                        </td>
                    <td class="number align-right bold">
                                            4 172
                                        </td>
                                </tr>
                        </table>
            <table>
                            <tr>
                                    <td class="bold">
                                            12 m-cy zakończone 31 grudnia 2019
                                        </td>
                    <td class="align-right bold">
                                            Aktywa finansowe
                                        </td>
                    <td class="align-right bold">
                                            Zobowiązania finansowe
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Przychody z tytułu odsetek
                                        </td>
                    <td class="number align-right">
                                            3
                                        </td>
                    <td class="align-right">
                                            -
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Koszty z tytułu odsetek
                                        </td>
                    <td class="align-right">
                                            -
                                        </td>
                    <td class="number align-right">
                                            (2 003)
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Zyski z tytułu różnic kursowych
                                        </td>
                    <td class="number align-right">
                                            964
                                        </td>
                    <td class="number align-right">
                                            2 497
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Straty z tytułu różnic kursowych
                                        </td>
                    <td class="number align-right">
                                            (1 081)
                                        </td>
                    <td class="number align-right">
                                            (1 126)
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Utworzenie odpisów aktualizujących
                                        </td>
                    <td class="number align-right">
                                            674
                                        </td>
                    <td class="align-right">
                                            -
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Rozwiązanie odpisów aktualizujących
                                        </td>
                    <td class="number align-right">
                                            (34)
                                        </td>
                    <td class="align-right">
                                            -
                                        </td>
                                </tr>
                <tr>
                                    <td class="bold">
                                            Ogółem zysk / (strata) netto
                                        </td>
                    <td class="number align-right bold">
                                            526
                                        </td>
                    <td class="number align-right bold">
                                            (632)
                                        </td>
                                </tr>
                        </table>
            <p>
                            Szacowanie wartości godziwej
                        </p>
            <p>
                            Wartość godziwa aktywów i zobowiązań finansowych w ocenie Spółki nie odbiega od ich wartości bilansowej, głównie ze względu na krótki termin zapadalności. W przypadku długoterminowych zobowiązań finansowych wycenionych wg zamortyzowanego kosztu Spółka wykorzystuje informacje o rynkowych stopach procentowych, stąd Spółka szacuje, że wartość tych zobowiązań również nie odbiega istotnie od ich wartości godziwej. 
                        </p>
                                            <h1 id="Id_1884">
                            Rzeczowe aktywa trwałe
                        </h1>
                            <table>
                            <tr>
                                    <td>
                                            
                                        </td>
                    <td class="align-right bold">
                                            31 grudnia 2020
                                        </td>
                    <td class="align-right bold">
                                            31 grudnia 2019
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            
                                        </td>
                    <td>
                                            
                                        </td>
                    <td>
                                            
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Grunty
                                        </td>
                    <td class="number align-right">
                                            2 907
                                        </td>
                    <td class="number align-right">
                                            2 907
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Budynki i budowle
                                        </td>
                    <td class="number align-right">
                                            8 110
                                        </td>
                    <td class="number align-right">
                                            8 431
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Urządzenia techniczne i maszyny
                                        </td>
                    <td class="number align-right">
                                            2 735
                                        </td>
                    <td class="number align-right">
                                            1 719
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Środki transportu
                                        </td>
                    <td class="number align-right">
                                            149
                                        </td>
                    <td class="number align-right">
                                            146
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Pozostałe
                                        </td>
                    <td class="number align-right">
                                            3 414
                                        </td>
                    <td class="number align-right">
                                            1 909
                                        </td>
                                </tr>
                <tr>
                                    <td class="bold">
                                            Razem
                                        </td>
                    <td class="number align-right bold">
                                            17 315
                                        </td>
                    <td class="number align-right bold">
                                            15 112
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            
                                        </td>
                    <td class="align-right bold">
                                            
                                        </td>
                    <td class="align-right bold">
                                            
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Rzeczowe aktywa trwałe nieprzyjęte do użytkowania
                                        </td>
                    <td class="number align-right">
                                            92
                                        </td>
                    <td class="number align-right">
                                            144
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            
                                        </td>
                    <td class="align-right">
                                            
                                        </td>
                    <td class="align-right">
                                            
                                        </td>
                                </tr>
                <tr>
                                    <td class="bold">
                                            Razem rzeczowe aktywa trwałe
                                        </td>
                    <td class="number align-right bold">
                                            17 407
                                        </td>
                    <td class="number align-right bold">
                                            15 256
                                        </td>
                                </tr>
                        </table>
            <p>
                            Poza rzeczowymi aktywami trwałym będącymi zabezpieczeniem kredytów obrotowych (nota 20) nie występują ograniczenia w dysponowaniu rzeczowymi aktywami trwałymi, które są w posiadaniu Spółki.
                        </p>
            <p>
                            W 2020 r. oraz 2019 r. Spółka nie aktywowała kosztów finansowania zewnętrznego ze względu na nieistotność tych kwot.
                        </p>
            <p>
                            Na 31 grudnia 2020 r. Spółka nie posiada zobowiązań do poniesienia wydatków na rzeczowe aktywa trwałe.
                        </p>
            <p>
                            Zmiany rzeczowych aktywów trwałych według grup rodzajowych
                        </p>
            <table>
                            <tr>
                                    <td>
                                            
                                        </td>
                    <td class="align-right bold">
                                            Grunty
                                        </td>
                    <td class="align-right bold">
                                            Budynki i budowle
                                        </td>
                    <td class="align-right bold">
                                            Urządzenia techniczne i maszyny
                                        </td>
                    <td class="align-right bold">
                                            Środki transportu
                                        </td>
                    <td class="align-right bold">
                                            Pozostałe
                                        </td>
                    <td class="align-right bold">
                                            Środki trwałe nieprzyjęte do użytkowania
                                        </td>
                    <td class="align-right bold">
                                            Razem
                                        </td>
                                </tr>
                <tr>
                                    <td class="bold underline">
                                            Wartość początkowa
                                        </td>
                    <td class="bold">
                                            
                                        </td>
                    <td class="bold">
                                            
                                        </td>
                    <td class="bold">
                                            
                                        </td>
                    <td class="bold">
                                            
                                        </td>
                    <td class="bold">
                                            
                                        </td>
                    <td class="bold">
                                            
                                        </td>
                    <td class="bold">
                                            
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Stan na 1 stycznia 2020
                                        </td>
                    <td class="number align-right bold">
                                            2 907
                                        </td>
                    <td class="number align-right bold">
                                            13 055
                                        </td>
                    <td class="number align-right bold">
                                            5 063
                                        </td>
                    <td class="number align-right bold">
                                            1 135
                                        </td>
                    <td class="number align-right bold">
                                            7 254
                                        </td>
                    <td class="number align-right bold">
                                            144
                                        </td>
                    <td class="number align-right bold">
                                            29 558
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Nabycie
                                        </td>
                    <td class="align-right">
                                            -
                                        </td>
                    <td class="align-right">
                                            -
                                        </td>
                    <td class="align-right">
                                            -
                                        </td>
                    <td class="align-right">
                                            -
                                        </td>
                    <td class="number align-right">
                                            338
                                        </td>
                    <td class="number align-right">
                                            3 705
                                        </td>
                    <td class="number align-right bold">
                                            4 043
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Likwidacja
                                        </td>
                    <td class="align-right">
                                            -
                                        </td>
                    <td class="align-right">
                                            -
                                        </td>
                    <td class="number align-right">
                                            (11)
                                        </td>
                    <td class="align-right">
                                            -
                                        </td>
                    <td class="align-right">
                                            -
                                        </td>
                    <td class="align-right">
                                            -
                                        </td>
                    <td class="number align-right bold">
                                            (11)
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Reklasyfikacja
                                        </td>
                    <td class="align-right">
                                            -
                                        </td>
                    <td class="number align-right">
                                            108
                                        </td>
                    <td class="number align-right">
                                            1 737
                                        </td>
                    <td class="number align-right">
                                            51
                                        </td>
                    <td class="number align-right">
                                            1 861
                                        </td>
                    <td class="number align-right">
                                            (3 757)
                                        </td>
                    <td class="align-right bold">
                                            -
                                        </td>
                                </tr>
                <tr>
                                    <td class="bold">
                                            Stan na 31 grudnia 2020
                                        </td>
                    <td class="number align-right bold">
                                            2 907
                                        </td>
                    <td class="number align-right bold">
                                            13 163
                                        </td>
                    <td class="number align-right bold">
                                            6 789
                                        </td>
                    <td class="number align-right bold">
                                            1 186
                                        </td>
                    <td class="number align-right bold">
                                            9 453
                                        </td>
                    <td class="number align-right bold">
                                            92
                                        </td>
                    <td class="number align-right bold">
                                            33 590
                                        </td>
                                </tr>
                <tr>
                                    <td class="align-right bold">
                                            
                                        </td>
                    <td class="align-right bold">
                                            
                                        </td>
                    <td class="align-right bold">
                                            
                                        </td>
                    <td class="align-right bold">
                                            
                                        </td>
                    <td class="align-right bold">
                                            
                                        </td>
                    <td class="align-right bold">
                                            
                                        </td>
                    <td class="align-right bold">
                                            
                                        </td>
                    <td class="align-right bold">
                                            
                                        </td>
                                </tr>
                <tr>
                                    <td class="align-right bold">
                                            
                                        </td>
                    <td class="align-right bold">
                                            
                                        </td>
                    <td class="align-right bold">
                                            
                                        </td>
                    <td class="align-right bold">
                                            
                                        </td>
                    <td class="align-right bold">
                                            
                                        </td>
                    <td class="align-right bold">
                                            
                                        </td>
                    <td class="align-right bold">
                                            
                                        </td>
                    <td class="align-right bold">
                                            
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Stan na 1 stycznia 2019
                                        </td>
                    <td class="number align-right bold">
                                            2 907
                                        </td>
                    <td class="number align-right bold">
                                            12 717
                                        </td>
                    <td class="number align-right bold">
                                            4 172
                                        </td>
                    <td class="number align-right bold">
                                            1 135
                                        </td>
                    <td class="number align-right bold">
                                            6 540
                                        </td>
                    <td class="number align-right bold">
                                            319
                                        </td>
                    <td class="number align-right bold">
                                            32 532
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Nabycie
                                        </td>
                    <td class="align-right">
                                            -
                                        </td>
                    <td class="align-right">
                                            -
                                        </td>
                    <td class="align-right">
                                            -
                                        </td>
                    <td class="align-right">
                                            -
                                        </td>
                    <td class="number align-right">
                                            368
                                        </td>
                    <td class="number align-right">
                                            1 406
                                        </td>
                    <td class="number align-right bold">
                                            1 774
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Likwidacja
                                        </td>
                    <td class="align-right">
                                            -
                                        </td>
                    <td class="align-right">
                                            -
                                        </td>
                    <td class="number align-right">
                                            (2)
                                        </td>
                    <td class="align-right">
                                            -
                                        </td>
                    <td class="number align-right">
                                            (4)
                                        </td>
                    <td class="align-right">
                                            
                                        </td>
                    <td class="number align-right bold">
                                            (6)
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Reklasyfikacja
                                        </td>
                    <td class="align-right">
                                            -
                                        </td>
                    <td class="number align-right">
                                            338
                                        </td>
                    <td class="number align-right">
                                            893
                                        </td>
                    <td class="align-right">
                                            -
                                        </td>
                    <td class="number align-right">
                                            350
                                        </td>
                    <td class="number align-right">
                                            (1 581)
                                        </td>
                    <td class="align-right bold">
                                            -
                                        </td>
                                </tr>
                <tr>
                                    <td class="bold">
                                            Stan na 31 grudnia 2019
                                        </td>
                    <td class="number align-right bold">
                                            2 907
                                        </td>
                    <td class="number align-right bold">
                                            13 055
                                        </td>
                    <td class="number align-right bold">
                                            5 063
                                        </td>
                    <td class="number align-right bold">
                                            1 135
                                        </td>
                    <td class="number align-right bold">
                                            7 254
                                        </td>
                    <td class="number align-right bold">
                                            144
                                        </td>
                    <td class="number align-right bold">
                                            29 558
                                        </td>
                                </tr>
                <tr>
                                    <td class="align-right bold">
                                            
                                        </td>
                    <td class="align-right">
                                            
                                        </td>
                    <td class="align-right">
                                            
                                        </td>
                    <td class="align-right">
                                            
                                        </td>
                    <td class="align-right">
                                            
                                        </td>
                    <td class="align-right">
                                            
                                        </td>
                    <td class="align-right">
                                            
                                        </td>
                    <td class="align-right">
                                            
                                        </td>
                                </tr>
                <tr>
                                    <td class="bold underline">
                                            Umorzenie
                                        </td>
                    <td class="align-right bold">
                                            
                                        </td>
                    <td class="align-right bold">
                                            
                                        </td>
                    <td class="align-right bold">
                                            
                                        </td>
                    <td class="align-right bold">
                                            
                                        </td>
                    <td class="align-right bold">
                                            
                                        </td>
                    <td class="align-right bold">
                                            
                                        </td>
                    <td class="align-right bold">
                                            
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            
                                        </td>
                    <td class="align-right">
                                            
                                        </td>
                    <td class="align-right">
                                            
                                        </td>
                    <td class="align-right">
                                            
                                        </td>
                    <td class="align-right">
                                            
                                        </td>
                    <td class="align-right">
                                            
                                        </td>
                    <td class="align-right">
                                            
                                        </td>
                    <td class="align-right">
                                            
                                        </td>
                                </tr>
                <tr>
                                    <td class="bold">
                                            Stan na 1 stycznia 2020
                                        </td>
                    <td class="align-right bold">
                                            -
                                        </td>
                    <td class="number align-right bold">
                                            4 624
                                        </td>
                    <td class="number align-right bold">
                                            3 344
                                        </td>
                    <td class="number align-right bold">
                                            989
                                        </td>
                    <td class="number align-right bold">
                                            5 345
                                        </td>
                    <td class="align-right bold">
                                            -
                                        </td>
                    <td class="number align-right bold">
                                            14 302
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Amortyzacja za rok obrotowy
                                        </td>
                    <td class="align-right">
                                            -
                                        </td>
                    <td class="number align-right">
                                            429
                                        </td>
                    <td class="number align-right">
                                            720
                                        </td>
                    <td class="number align-right">
                                            48
                                        </td>
                    <td class="number align-right">
                                            694
                                        </td>
                    <td class="align-right">
                                            -
                                        </td>
                    <td class="number align-right bold">
                                            1 891
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Zmniejszenia
                                        </td>
                    <td class="align-right">
                                            -
                                        </td>
                    <td class="align-right">
                                            -
                                        </td>
                    <td class="number align-right">
                                            (10)
                                        </td>
                    <td class="align-right">
                                            -
                                        </td>
                    <td class="align-right">
                                            -
                                        </td>
                    <td class="align-right">
                                            -
                                        </td>
                    <td class="number align-right bold">
                                            (10)
                                        </td>
                                </tr>
                <tr>
                                    <td class="bold">
                                            Stan na 31 grudnia 2020
                                        </td>
                    <td class="align-right bold">
                                            -
                                        </td>
                    <td class="number align-right bold">
                                            5 053
                                        </td>
                    <td class="number align-right bold">
                                            4 054
                                        </td>
                    <td class="number align-right bold">
                                            1 037
                                        </td>
                    <td class="number align-right bold">
                                            6 039
                                        </td>
                    <td class="align-right bold">
                                            -
                                        </td>
                    <td class="number align-right bold">
                                            16 183
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            
                                        </td>
                    <td class="align-right">
                                            
                                        </td>
                    <td class="align-right">
                                            
                                        </td>
                    <td class="align-right">
                                            
                                        </td>
                    <td class="align-right">
                                            
                                        </td>
                    <td class="align-right">
                                            
                                        </td>
                    <td class="align-right">
                                            
                                        </td>
                    <td class="align-right bold">
                                            
                                        </td>
                                </tr>
                <tr>
                                    <td class="align-right bold">
                                            
                                        </td>
                    <td class="align-right">
                                            
                                        </td>
                    <td class="align-right">
                                            
                                        </td>
                    <td class="align-right">
                                            
                                        </td>
                    <td class="align-right">
                                            
                                        </td>
                    <td class="align-right">
                                            
                                        </td>
                    <td class="align-right">
                                            
                                        </td>
                    <td class="align-right">
                                            
                                        </td>
                                </tr>
                <tr>
                                    <td class="bold">
                                            Stan na 1 stycznia 2019
                                        </td>
                    <td class="align-right bold">
                                            
                                        </td>
                    <td class="number align-right bold">
                                            4 217
                                        </td>
                    <td class="number align-right bold">
                                            2 844
                                        </td>
                    <td class="number align-right bold">
                                            955
                                        </td>
                    <td class="number align-right bold">
                                            4 622
                                        </td>
                    <td class="align-right bold">
                                            -
                                        </td>
                    <td class="number align-right bold">
                                            12 638
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Amortyzacja za rok obrotowy
                                        </td>
                    <td class="align-right">
                                            -
                                        </td>
                    <td class="number align-right">
                                            407
                                        </td>
                    <td class="number align-right">
                                            500
                                        </td>
                    <td class="number align-right">
                                            34
                                        </td>
                    <td class="number align-right">
                                            735
                                        </td>
                    <td class="align-right">
                                            -
                                        </td>
                    <td class="number align-right bold">
                                            1 676
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Zmniejszenia
                                        </td>
                    <td class="align-right">
                                            -
                                        </td>
                    <td class="align-right">
                                            -
                                        </td>
                    <td class="align-right">
                                            -
                                        </td>
                    <td class="align-right">
                                            -
                                        </td>
                    <td class="number align-right">
                                            (12)
                                        </td>
                    <td class="align-right">
                                            -
                                        </td>
                    <td class="number align-right bold">
                                            (12)
                                        </td>
                                </tr>
                <tr>
                                    <td class="bold">
                                            Stan na 31 grudnia 2019
                                        </td>
                    <td class="align-right bold">
                                            -
                                        </td>
                    <td class="number align-right bold">
                                            4 624
                                        </td>
                    <td class="number align-right bold">
                                            3 344
                                        </td>
                    <td class="number align-right bold">
                                            989
                                        </td>
                    <td class="number align-right bold">
                                            5 345
                                        </td>
                    <td class="align-right bold">
                                            -
                                        </td>
                    <td class="number align-right bold">
                                            14 302
                                        </td>
                                </tr>
                <tr>
                                    <td class="bold underline">
                                            
                                        </td>
                    <td class="align-right">
                                            
                                        </td>
                    <td class="align-right">
                                            
                                        </td>
                    <td class="align-right">
                                            
                                        </td>
                    <td class="align-right">
                                            
                                        </td>
                    <td class="align-right">
                                            
                                        </td>
                    <td class="align-right">
                                            
                                        </td>
                    <td class="align-right">
                                            
                                        </td>
                                </tr>
                <tr>
                                    <td class="bold underline">
                                            Wartość bilansowa
                                        </td>
                    <td class="align-right">
                                            
                                        </td>
                    <td class="align-right">
                                            
                                        </td>
                    <td class="align-right">
                                            
                                        </td>
                    <td class="align-right">
                                            
                                        </td>
                    <td class="align-right">
                                            
                                        </td>
                    <td class="align-right">
                                            
                                        </td>
                    <td class="align-right">
                                            
                                        </td>
                                </tr>
                <tr>
                                    <td class="bold underline">
                                            
                                        </td>
                    <td class="align-right">
                                            
                                        </td>
                    <td class="align-right">
                                            
                                        </td>
                    <td class="align-right">
                                            
                                        </td>
                    <td class="align-right">
                                            
                                        </td>
                    <td class="align-right">
                                            
                                        </td>
                    <td class="align-right">
                                            
                                        </td>
                    <td class="align-right">
                                            
                                        </td>
                                </tr>
                <tr>
                                    <td class="bold">
                                            Stan na 31 grudnia 2020
                                        </td>
                    <td class="number align-right bold">
                                            2 907
                                        </td>
                    <td class="number align-right bold">
                                            8 110
                                        </td>
                    <td class="number align-right bold">
                                            2 735
                                        </td>
                    <td class="number align-right bold">
                                            149
                                        </td>
                    <td class="number align-right bold">
                                            3 414
                                        </td>
                    <td class="number align-right bold">
                                            92
                                        </td>
                    <td class="number align-right bold">
                                            17 407
                                        </td>
                                </tr>
                <tr>
                                    <td class="bold">
                                            Stan na 31 grudnia 2019
                                        </td>
                    <td class="number align-right bold">
                                            2 907
                                        </td>
                    <td class="number align-right bold">
                                            8 431
                                        </td>
                    <td class="number align-right bold">
                                            1 719
                                        </td>
                    <td class="number align-right bold">
                                            146
                                        </td>
                    <td class="number align-right bold">
                                            1 909
                                        </td>
                    <td class="number align-right bold">
                                            144
                                        </td>
                    <td class="number align-right bold">
                                            15 256
                                        </td>
                                </tr>
                        </table>
                                            <h1 id="Id_1885">
                            Wartości niematerialne
                        </h1>
                            <table>
                            <tr>
                                    <td>
                                            
                                        </td>
                    <td class="align-right bold">
                                            31 grudnia 2020
                                        </td>
                    <td class="align-right bold">
                                            31 grudnia 2019
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            
                                        </td>
                    <td>
                                            
                                        </td>
                    <td>
                                            
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Licencje, prawa autorskie, koncesje i patenty w tym:
                                        </td>
                    <td class="number align-right">
                                            2 511
                                        </td>
                    <td class="number align-right">
                                            1 973
                                        </td>
                                </tr>
                <tr>
                                    <td class="italic">
                                            - oprogramowanie
                                        </td>
                    <td class="number align-right italic">
                                            2 511
                                        </td>
                    <td class="number align-right italic">
                                            1 973
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Pozostałe - znaki towarowe i wzory przemysłowe
                                        </td>
                    <td class="number align-right">
                                            256
                                        </td>
                    <td class="number align-right">
                                            287
                                        </td>
                                </tr>
                <tr>
                                    <td class="bold">
                                            Razem
                                        </td>
                    <td class="number align-right">
                                            2 767
                                        </td>
                    <td class="number align-right bold">
                                            2 260
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            
                                        </td>
                    <td class="align-right">
                                            
                                        </td>
                    <td>
                                            
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Wartości niematerialne nieprzyjęte do użytkowania
                                        </td>
                    <td class="number align-right">
                                            441
                                        </td>
                    <td class="number align-right">
                                            588
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            
                                        </td>
                    <td class="align-right">
                                            
                                        </td>
                    <td>
                                            
                                        </td>
                                </tr>
                <tr>
                                    <td class="bold">
                                            Razem wartości niematerialne i prawne
                                        </td>
                    <td class="number align-right bold">
                                            3 208
                                        </td>
                    <td class="number align-right bold">
                                            2 848
                                        </td>
                                </tr>
                        </table>
            <p>
                            Nie występują wartości niematerialne wytworzone przez Spółkę we własnym zakresie.
                        </p>
            <p>
                            Na wartościach niematerialnych nie ustanowiono żadnych zabezpieczeń. 
                        </p>
            <p>
                            Wartości niematerialne nieprzyjęte do użytkowania obejmują licencje i oprogramowanie, które są w trakcie wdrożenia. Nie stwierdzono utraty ich wartości. 
                        </p>
            <p>
                            W tabeli przedstawiono zmiany wartości niematerialnych:
                        </p>
            <table>
                            <tr>
                                    <td>
                                            
                                        </td>
                    <td class="align-right bold">
                                            Oprogramowanie
                                        </td>
                    <td class="align-right bold">
                                            Znaki towarowe i wzory przemysłowe
                                        </td>
                    <td class="align-right bold">
                                            Wartości niematerialne nieprzyjęte do użytkowania
                                        </td>
                    <td class="align-right bold">
                                            Razem
                                        </td>
                                </tr>
                <tr>
                                    <td class="bold underline">
                                            Wartość początkowa
                                        </td>
                    <td>
                                            
                                        </td>
                    <td>
                                            
                                        </td>
                    <td>
                                            
                                        </td>
                    <td class="bold">
                                            
                                        </td>
                                </tr>
                <tr>
                                    <td class="bold">
                                            
                                        </td>
                    <td class="align-right">
                                            
                                        </td>
                    <td class="align-right">
                                            
                                        </td>
                    <td class="align-right">
                                            
                                        </td>
                    <td class="align-right bold">
                                            
                                        </td>
                                </tr>
                <tr>
                                    <td class="bold">
                                            Stan na 1 stycznia 2020
                                        </td>
                    <td class="number align-right bold">
                                            3 897
                                        </td>
                    <td class="number align-right bold">
                                            467
                                        </td>
                    <td class="number align-right bold">
                                            588
                                        </td>
                    <td class="number align-right bold">
                                            4 952
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Nabycie
                                        </td>
                    <td class="number align-right">
                                            72
                                        </td>
                    <td class="number align-right">
                                            10
                                        </td>
                    <td class="number align-right">
                                            721
                                        </td>
                    <td class="number align-right bold">
                                            803
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Reklasyfikacja
                                        </td>
                    <td class="number align-right">
                                            868
                                        </td>
                    <td class="align-right">
                                            -
                                        </td>
                    <td class="number align-right">
                                            (868)
                                        </td>
                    <td class="align-right bold">
                                            -
                                        </td>
                                </tr>
                <tr>
                                    <td class="bold">
                                            Stan na 31 grudnia 2020
                                        </td>
                    <td class="number align-right bold">
                                            4 837
                                        </td>
                    <td class="number align-right bold">
                                            477
                                        </td>
                    <td class="number align-right bold">
                                            441
                                        </td>
                    <td class="number align-right bold">
                                            5 755
                                        </td>
                                </tr>
                <tr>
                                    <td class="bold">
                                            
                                        </td>
                    <td class="align-right">
                                            
                                        </td>
                    <td class="align-right">
                                            
                                        </td>
                    <td class="align-right">
                                            
                                        </td>
                    <td class="align-right bold">
                                            
                                        </td>
                                </tr>
                <tr>
                                    <td class="bold">
                                            
                                        </td>
                    <td class="align-right">
                                            
                                        </td>
                    <td class="align-right">
                                            
                                        </td>
                    <td class="align-right">
                                            
                                        </td>
                    <td class="align-right bold">
                                            
                                        </td>
                                </tr>
                <tr>
                                    <td class="bold">
                                            Stan na 1 stycznia 2019
                                        </td>
                    <td class="number align-right bold">
                                            3 879
                                        </td>
                    <td class="number align-right bold">
                                            240
                                        </td>
                    <td class="number align-right bold">
                                            198
                                        </td>
                    <td class="number align-right bold">
                                            4 317
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Nabycie
                                        </td>
                    <td class="number align-right">
                                            18
                                        </td>
                    <td class="number align-right">
                                            51
                                        </td>
                    <td class="number align-right">
                                            566
                                        </td>
                    <td class="number align-right bold">
                                            635
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Reklasyfikacja
                                        </td>
                    <td class="align-right">
                                            -
                                        </td>
                    <td class="number align-right">
                                            176
                                        </td>
                    <td class="number align-right">
                                            (176)
                                        </td>
                    <td class="align-right bold">
                                            -
                                        </td>
                                </tr>
                <tr>
                                    <td class="bold">
                                            Stan na 31 grudnia 2019
                                        </td>
                    <td class="number align-right bold">
                                            3 897
                                        </td>
                    <td class="number align-right bold">
                                            467
                                        </td>
                    <td class="number align-right bold">
                                            588
                                        </td>
                    <td class="number align-right bold">
                                            4 952
                                        </td>
                                </tr>
                <tr>
                                    <td class="bold">
                                            
                                        </td>
                    <td class="align-right">
                                            
                                        </td>
                    <td class="align-right">
                                            
                                        </td>
                    <td class="align-right">
                                            
                                        </td>
                    <td class="align-right bold">
                                            
                                        </td>
                                </tr>
                <tr>
                                    <td class="bold underline">
                                            Umorzenie
                                        </td>
                    <td class="align-right bold">
                                            
                                        </td>
                    <td class="align-right bold">
                                            
                                        </td>
                    <td class="align-right bold">
                                            
                                        </td>
                    <td class="align-right bold">
                                            
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            
                                        </td>
                    <td class="align-right">
                                            
                                        </td>
                    <td class="align-right">
                                            
                                        </td>
                    <td class="align-right">
                                            
                                        </td>
                    <td class="align-right bold">
                                            
                                        </td>
                                </tr>
                <tr>
                                    <td class="bold">
                                            Stan na 1 stycznia 2020
                                        </td>
                    <td class="number align-right bold">
                                            1 924
                                        </td>
                    <td class="number align-right bold">
                                            180
                                        </td>
                    <td class="align-right bold">
                                            -
                                        </td>
                    <td class="number align-right bold">
                                            2 104
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Amortyzacja za rok obrotowy
                                        </td>
                    <td class="number align-right">
                                            402
                                        </td>
                    <td class="number align-right">
                                            41
                                        </td>
                    <td class="align-right">
                                            -
                                        </td>
                    <td class="number align-right bold">
                                            443
                                        </td>
                                </tr>
                <tr>
                                    <td class="bold">
                                            Stan na 31 grudnia 2020
                                        </td>
                    <td class="number align-right bold">
                                            2 326
                                        </td>
                    <td class="number align-right bold">
                                            221
                                        </td>
                    <td class="align-right bold">
                                            -
                                        </td>
                    <td class="number align-right bold">
                                            2 547
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            
                                        </td>
                    <td class="align-right">
                                            
                                        </td>
                    <td class="align-right">
                                            
                                        </td>
                    <td class="align-right">
                                            
                                        </td>
                    <td class="align-right bold">
                                            
                                        </td>
                                </tr>
                <tr>
                                    <td class="bold">
                                            
                                        </td>
                    <td class="align-right">
                                            
                                        </td>
                    <td class="align-right">
                                            
                                        </td>
                    <td class="align-right">
                                            
                                        </td>
                    <td class="align-right bold">
                                            
                                        </td>
                                </tr>
                <tr>
                                    <td class="bold">
                                            Stan na 1 stycznia 2019
                                        </td>
                    <td class="number align-right bold">
                                            1 568
                                        </td>
                    <td class="number align-right bold">
                                            144
                                        </td>
                    <td class="align-right bold">
                                            -
                                        </td>
                    <td class="number align-right bold">
                                            1 712
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Amortyzacja za rok obrotowy
                                        </td>
                    <td class="number align-right">
                                            356
                                        </td>
                    <td class="number align-right">
                                            36
                                        </td>
                    <td class="align-right">
                                            -
                                        </td>
                    <td class="number align-right bold">
                                            392
                                        </td>
                                </tr>
                <tr>
                                    <td class="bold">
                                            Stan na 31 grudnia 2019
                                        </td>
                    <td class="number align-right bold">
                                            1 924
                                        </td>
                    <td class="number align-right bold">
                                            180
                                        </td>
                    <td class="align-right bold">
                                            -
                                        </td>
                    <td class="number align-right bold">
                                            2 104
                                        </td>
                                </tr>
                <tr>
                                    <td class="bold">
                                            
                                        </td>
                    <td class="align-right bold">
                                            
                                        </td>
                    <td class="align-right bold">
                                            
                                        </td>
                    <td class="align-right bold">
                                            
                                        </td>
                    <td class="align-right bold">
                                            
                                        </td>
                                </tr>
                <tr>
                                    <td class="bold underline">
                                            Wartość bilansowa
                                        </td>
                    <td class="align-right">
                                            
                                        </td>
                    <td class="align-right">
                                            
                                        </td>
                    <td class="align-right">
                                            
                                        </td>
                    <td class="align-right bold">
                                            
                                        </td>
                                </tr>
                <tr>
                                    <td class="bold">
                                            
                                        </td>
                    <td class="align-right">
                                            
                                        </td>
                    <td class="align-right">
                                            
                                        </td>
                    <td class="align-right">
                                            
                                        </td>
                    <td class="align-right">
                                            
                                        </td>
                                </tr>
                <tr>
                                    <td class="bold">
                                            Stan na 31 grudnia 2020
                                        </td>
                    <td class="number align-right bold">
                                            2 511
                                        </td>
                    <td class="number align-right bold">
                                            256
                                        </td>
                    <td class="number align-right bold">
                                            441
                                        </td>
                    <td class="number align-right bold">
                                            3 208
                                        </td>
                                </tr>
                <tr>
                                    <td class="bold">
                                            Stan na 31 grudnia 2019
                                        </td>
                    <td class="number align-right bold">
                                            1 973
                                        </td>
                    <td class="number align-right bold">
                                            287
                                        </td>
                    <td class="number align-right bold">
                                            588
                                        </td>
                    <td class="number align-right bold">
                                            2 848
                                        </td>
                                </tr>
                        </table>
                                            <h1 id="Id_1886">
                            Aktywa z tytułu praw do użytkowania
                        </h1>
                            <table>
                            <tr>
                                    <td>
                                            
                                        </td>
                    <td class="align-right bold">
                                            31 grudnia 2020
                                        </td>
                    <td class="align-right bold">
                                            31 grudnia 2019
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            
                                        </td>
                    <td>
                                            
                                        </td>
                    <td>
                                            
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Prawo wieczystego użytkowania gruntów
                                        </td>
                    <td class="number align-right">
                                            1 820
                                        </td>
                    <td class="number align-right">
                                            1 878
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Budynki
                                        </td>
                    <td class="number align-right">
                                            8 313
                                        </td>
                    <td class="number align-right">
                                            3 274
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Urządzenia techniczne
                                        </td>
                    <td class="number align-right">
                                            640
                                        </td>
                    <td class="number align-right">
                                            1 013
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Środki transportu
                                        </td>
                    <td class="number align-right">
                                            3 757
                                        </td>
                    <td class="number align-right">
                                            2 430
                                        </td>
                                </tr>
                <tr>
                                    <td class="bold">
                                            Razem
                                        </td>
                    <td class="number align-right bold">
                                            14 530
                                        </td>
                    <td class="number align-right bold">
                                            8 595
                                        </td>
                                </tr>
                        </table>
            <p>
                            Poniżej przedstawiono zmiany w aktywach z tytułu praw do użytkowania
                        </p>
            <table>
                            <tr>
                                    <td>
                                            
                                        </td>
                    <td class="align-center bold">
                                            Grunty
                                        </td>
                    <td class="align-center bold">
                                            Budynki i budowle
                                        </td>
                    <td class="align-center bold">
                                            Urządzenia techniczne i maszyny
                                        </td>
                    <td class="align-center bold">
                                            Środki transportu
                                        </td>
                    <td class="align-center bold">
                                            Razem
                                        </td>
                                </tr>
                <tr>
                                    <td class="bold underline">
                                            Wartość początkowa
                                        </td>
                    <td class="bold underline">
                                            
                                        </td>
                    <td>
                                            
                                        </td>
                    <td>
                                            
                                        </td>
                    <td>
                                            
                                        </td>
                    <td>
                                            
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            
                                        </td>
                    <td>
                                            
                                        </td>
                    <td>
                                            
                                        </td>
                    <td>
                                            
                                        </td>
                    <td>
                                            
                                        </td>
                    <td>
                                            
                                        </td>
                                </tr>
                <tr>
                                    <td class="bold">
                                            Stan na 1 stycznia 2020
                                        </td>
                    <td class="number align-right bold">
                                            1 903
                                        </td>
                    <td class="number align-right bold">
                                            4 845
                                        </td>
                    <td class="number align-right bold">
                                            2 123
                                        </td>
                    <td class="number align-right bold">
                                            3 465
                                        </td>
                    <td class="number align-right bold">
                                            12 336
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Nowe umowy leasingowe
                                        </td>
                    <td class="align-right">
                                            -
                                        </td>
                    <td class="number align-right">
                                            5 876
                                        </td>
                    <td class="align-right">
                                            -
                                        </td>
                    <td class="number align-right">
                                            1 715
                                        </td>
                    <td class="number align-right bold">
                                            7 591
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Modyfikacja umów leasingowych
                                        </td>
                    <td class="number align-right">
                                            (33)
                                        </td>
                    <td class="number align-right">
                                            2 218
                                        </td>
                    <td class="align-right">
                                            -
                                        </td>
                    <td class="number align-right">
                                            430
                                        </td>
                    <td class="number align-right bold">
                                            2 615
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Zakończenie umowy
                                        </td>
                    <td class="align-right">
                                            -
                                        </td>
                    <td class="align-right">
                                            -
                                        </td>
                    <td class="align-right">
                                            -
                                        </td>
                    <td class="number align-right">
                                            (39)
                                        </td>
                    <td class="number align-right bold">
                                            (39)
                                        </td>
                                </tr>
                <tr>
                                    <td class="bold">
                                            Stan na 31 grudnia 2020
                                        </td>
                    <td class="number align-right bold">
                                            1 870
                                        </td>
                    <td class="number align-right bold">
                                            12 939
                                        </td>
                    <td class="number align-right bold">
                                            2 123
                                        </td>
                    <td class="number align-right bold">
                                            5 571
                                        </td>
                    <td class="number align-right bold">
                                            22 503
                                        </td>
                                </tr>
                <tr>
                                    <td class="align-right bold">
                                            
                                        </td>
                    <td>
                                            
                                        </td>
                    <td>
                                            
                                        </td>
                    <td>
                                            
                                        </td>
                    <td>
                                            
                                        </td>
                    <td>
                                            
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            
                                        </td>
                    <td>
                                            
                                        </td>
                    <td>
                                            
                                        </td>
                    <td>
                                            
                                        </td>
                    <td>
                                            
                                        </td>
                    <td>
                                            
                                        </td>
                                </tr>
                <tr>
                                    <td class="bold">
                                            Stan na 1 stycznia 2019
                                        </td>
                    <td class="number align-right">
                                            1 903
                                        </td>
                    <td class="number align-right">
                                            4 845
                                        </td>
                    <td class="number align-right">
                                            2 123
                                        </td>
                    <td class="number align-right">
                                            3 465
                                        </td>
                    <td class="number align-right bold">
                                            12 336
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Zmiany
                                        </td>
                    <td class="align-right">
                                            -
                                        </td>
                    <td class="align-right">
                                            -
                                        </td>
                    <td class="align-right">
                                            -
                                        </td>
                    <td class="align-right">
                                            -
                                        </td>
                    <td class="align-right">
                                            -
                                        </td>
                                </tr>
                <tr>
                                    <td class="bold">
                                            Stan na 31 grudnia 2019
                                        </td>
                    <td class="number align-right bold">
                                            1 903
                                        </td>
                    <td class="number align-right bold">
                                            4 845
                                        </td>
                    <td class="number align-right bold">
                                            2 123
                                        </td>
                    <td class="number align-right bold">
                                            3 465
                                        </td>
                    <td class="number align-right bold">
                                            12 336
                                        </td>
                                </tr>
                <tr>
                                    <td class="align-right bold">
                                            
                                        </td>
                    <td>
                                            
                                        </td>
                    <td>
                                            
                                        </td>
                    <td>
                                            
                                        </td>
                    <td>
                                            
                                        </td>
                    <td>
                                            
                                        </td>
                                </tr>
                <tr>
                                    <td class="bold underline">
                                            Umorzenie
                                        </td>
                    <td class="bold underline">
                                            
                                        </td>
                    <td>
                                            
                                        </td>
                    <td>
                                            
                                        </td>
                    <td>
                                            
                                        </td>
                    <td>
                                            
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            
                                        </td>
                    <td>
                                            
                                        </td>
                    <td>
                                            
                                        </td>
                    <td>
                                            
                                        </td>
                    <td>
                                            
                                        </td>
                    <td>
                                            
                                        </td>
                                </tr>
                <tr>
                                    <td class="bold">
                                            Stan na 1 stycznia 2020
                                        </td>
                    <td class="number align-right bold">
                                            25
                                        </td>
                    <td class="number align-right bold">
                                            1 571
                                        </td>
                    <td class="number align-right bold">
                                            1 110
                                        </td>
                    <td class="number align-right bold">
                                            1 035
                                        </td>
                    <td class="number align-right bold">
                                            3 741
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Amortyzacja
                                        </td>
                    <td class="number align-right">
                                            25
                                        </td>
                    <td class="number align-right">
                                            3 055
                                        </td>
                    <td class="number align-right">
                                            373
                                        </td>
                    <td class="number align-right">
                                            808
                                        </td>
                    <td class="number align-right bold">
                                            4 261
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Zakończenie umów
                                        </td>
                    <td class="align-right">
                                            -
                                        </td>
                    <td class="align-right">
                                            -
                                        </td>
                    <td class="align-right">
                                            -
                                        </td>
                    <td class="number align-right">
                                            (29)
                                        </td>
                    <td class="number align-right bold">
                                            (29)
                                        </td>
                                </tr>
                <tr>
                                    <td class="bold">
                                            Stan na 31 grudnia 2020
                                        </td>
                    <td class="number align-right bold">
                                            50
                                        </td>
                    <td class="number align-right bold">
                                            4 626
                                        </td>
                    <td class="number align-right bold">
                                            1 483
                                        </td>
                    <td class="number align-right bold">
                                            1 814
                                        </td>
                    <td class="number align-right bold">
                                            7 973
                                        </td>
                                </tr>
                <tr>
                                    <td class="align-right bold">
                                            
                                        </td>
                    <td>
                                            
                                        </td>
                    <td>
                                            
                                        </td>
                    <td>
                                            
                                        </td>
                    <td>
                                            
                                        </td>
                    <td>
                                            
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            
                                        </td>
                    <td>
                                            
                                        </td>
                    <td>
                                            
                                        </td>
                    <td>
                                            
                                        </td>
                    <td>
                                            
                                        </td>
                    <td>
                                            
                                        </td>
                                </tr>
                <tr>
                                    <td class="bold">
                                            Stan na 1 stycznia 2019
                                        </td>
                    <td class="align-right bold">
                                            -
                                        </td>
                    <td class="align-right bold">
                                            -
                                        </td>
                    <td class="number align-right bold">
                                            739
                                        </td>
                    <td class="number align-right bold">
                                            154
                                        </td>
                    <td class="number align-right bold">
                                            893
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Amortyzacja
                                        </td>
                    <td class="number align-right">
                                            25
                                        </td>
                    <td class="number align-right">
                                            1 571
                                        </td>
                    <td class="number align-right">
                                            371
                                        </td>
                    <td class="number align-right">
                                            881
                                        </td>
                    <td class="number align-right bold">
                                            2 848
                                        </td>
                                </tr>
                <tr>
                                    <td class="bold">
                                            Stan na 31 grudnia 2019
                                        </td>
                    <td class="number align-right bold">
                                            25
                                        </td>
                    <td class="number align-right bold">
                                            1 571
                                        </td>
                    <td class="number align-right bold">
                                            1 110
                                        </td>
                    <td class="number align-right bold">
                                            1 035
                                        </td>
                    <td class="number align-right bold">
                                            3 741
                                        </td>
                                </tr>
                <tr>
                                    <td class="align-right bold">
                                            
                                        </td>
                    <td>
                                            
                                        </td>
                    <td>
                                            
                                        </td>
                    <td>
                                            
                                        </td>
                    <td>
                                            
                                        </td>
                    <td>
                                            
                                        </td>
                                </tr>
                <tr>
                                    <td class="bold underline">
                                            Wartość bilansowa
                                        </td>
                    <td class="bold underline">
                                            
                                        </td>
                    <td>
                                            
                                        </td>
                    <td>
                                            
                                        </td>
                    <td>
                                            
                                        </td>
                    <td>
                                            
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            
                                        </td>
                    <td>
                                            
                                        </td>
                    <td>
                                            
                                        </td>
                    <td>
                                            
                                        </td>
                    <td>
                                            
                                        </td>
                    <td>
                                            
                                        </td>
                                </tr>
                <tr>
                                    <td class="bold">
                                            Stan na 31 grudnia 2020
                                        </td>
                    <td class="number align-right bold">
                                            1 820
                                        </td>
                    <td class="number align-right bold">
                                            8 313
                                        </td>
                    <td class="number align-right bold">
                                            640
                                        </td>
                    <td class="number align-right bold">
                                            3 757
                                        </td>
                    <td class="number align-right bold">
                                            14 530
                                        </td>
                                </tr>
                <tr>
                                    <td class="bold">
                                            Stan na 31 grudnia 2019
                                        </td>
                    <td class="number align-right bold">
                                            1 878
                                        </td>
                    <td class="number align-right bold">
                                            3 274
                                        </td>
                    <td class="number align-right bold">
                                            1 013
                                        </td>
                    <td class="number align-right bold">
                                            2 430
                                        </td>
                    <td class="number align-right bold">
                                            8 595
                                        </td>
                                </tr>
                        </table>
            <p>
                            Informacja na temat zobowiązań z tytułu leasingu znajduje się w nocie 23.
                        </p>
                                            <h1 id="Id_1887">
                            Inwestycje w jednostkach zależnych
                        </h1>
                            <p>
                            Na 31 grudnia 2020 r. oraz 31 grudnia 2019 r. Spółka posiadała udziały w następujących podmiotach:
                        </p>
            <table>
                            <tr>
                                    <td>
                                            
                                        </td>
                    <td class="align-right bold">
                                            Kraj
                                        </td>
                    <td class="align-right bold">
                                            Charakterystyka powiązania kapitałowego
                                        </td>
                    <td class="align-right bold">
                                            % własności i posiadanych praw głosu
                                        </td>
                    <td class="align-right bold">
                                            Wartość udziałów
                                        </td>
                                </tr>
                <tr>
                                    <td class="bold">
                                            31 grudnia 2020
                                        </td>
                    <td>
                                            
                                        </td>
                    <td class="align-right">
                                            
                                        </td>
                    <td class="align-right">
                                            
                                        </td>
                    <td>
                                            
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Toya Romania S.A.
                                        </td>
                    <td class="align-right">
                                            Rumunia
                                        </td>
                    <td class="align-right">
                                            Jednostka zależna
                                        </td>
                    <td class="number align-right">
                                            99,99
                                        </td>
                    <td class="number align-right">
                                            1 885
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Yato Tools (Shanghai) Co. Ltd.
                                        </td>
                    <td class="align-right">
                                            Chiny
                                        </td>
                    <td class="align-right">
                                            Jednostka zależna
                                        </td>
                    <td class="number align-right">
                                            100,00
                                        </td>
                    <td class="number align-right">
                                            20 746
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Yato Tools (Jiaxing) Co. Ltd.
                                        </td>
                    <td class="align-right">
                                            Chiny
                                        </td>
                    <td class="align-right">
                                            Jednostka zależna
                                        </td>
                    <td class="number align-right">
                                            100,00
                                        </td>
                    <td class="number align-right">
                                            30 353
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            
                                        </td>
                    <td class="align-right">
                                            
                                        </td>
                    <td class="align-right">
                                            
                                        </td>
                    <td class="align-right">
                                            
                                        </td>
                    <td class="number align-right bold">
                                            52 984
                                        </td>
                                </tr>
                <tr>
                                    <td class="bold">
                                            31 grudnia 2019
                                        </td>
                    <td>
                                            
                                        </td>
                    <td class="align-right">
                                            
                                        </td>
                    <td class="align-right">
                                            
                                        </td>
                    <td>
                                            
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Toya Romania S.A.
                                        </td>
                    <td class="align-right">
                                            Rumunia
                                        </td>
                    <td class="align-right">
                                            Jednostka zależna
                                        </td>
                    <td class="number align-right">
                                            99,99
                                        </td>
                    <td class="number align-right">
                                            1 885
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Yato Tools (Shanghai) Co. Ltd.
                                        </td>
                    <td class="align-right">
                                            Chiny
                                        </td>
                    <td class="align-right">
                                            Jednostka zależna
                                        </td>
                    <td class="number align-right">
                                            100,00
                                        </td>
                    <td class="number align-right">
                                            20 746
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Yato Tools (Jiaxing) Co. Ltd.
                                        </td>
                    <td class="align-right">
                                            Chiny
                                        </td>
                    <td class="align-right">
                                            Jednostka zależna
                                        </td>
                    <td class="number align-right">
                                            100,00
                                        </td>
                    <td class="number align-right">
                                            30 353
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            
                                        </td>
                    <td class="align-right">
                                            
                                        </td>
                    <td class="align-right">
                                            
                                        </td>
                    <td class="align-right">
                                            
                                        </td>
                    <td class="number align-right bold">
                                            52 984
                                        </td>
                                </tr>
                        </table>
            <p>
                            W 2020 r. nie nastąpiły zmiany w posiadanych przez Spółkę udziałach.
                        </p>
            <p>
                            W dniu 5 grudnia 2019 r. zarejestrowana została w chińskim rejestrze przedsiębiorców spółka zależna prawa chińskiego pod firmą YATO TOOLS (JIAXING) CO., LTD. z siedzibą w Baibu Town, miejscowości położonej w prowincji Zhejiang Chińskiej Republiki Ludowej, w której kapitale zakładowym Spółka posiada 100% udziałów o łącznej wartości nominalnej 8.000 tys. USD Kapitał rejestrowy spółki zależnej zostanie pokryty przez Spółkę nie później niż dwa lata od jej rejestracji. 
                        </p>
            <p>
                            Spółka nie zidentyfikowała przesłanek, które mogłyby wskazywać na utratę wartości posiadanych inwestycji. 
                        </p>
            <p>
                            Podstawowe dane finansowe jednostek zależnych przedstawiono w tabeli poniżej (dane przed dokonaniem wyłączeń konsolidacyjnych). 
                        </p>
            <table>
                            <tr>
                                    <td>
                                            
                                        </td>
                    <td class="align-right bold">
                                            Aktywa trwałe
                                        </td>
                    <td class="align-right bold">
                                            Aktywa obrotowe
                                        </td>
                    <td class="align-right bold">
                                            Kapitał własny
                                        </td>
                    <td class="align-right bold">
                                            Zobowiązania długoterminowe
                                        </td>
                    <td class="align-right bold">
                                            Zobowiązania krótkoterminowe
                                        </td>
                    <td class="align-right bold">
                                            Przychody (*)
                                        </td>
                    <td class="align-right bold">
                                            Koszty (**)
                                        </td>
                    <td class="align-right bold">
                                            Zysk netto
                                        </td>
                                </tr>
                <tr>
                                    <td class="number bold">
                                            2020
                                        </td>
                    <td>
                                            
                                        </td>
                    <td>
                                            
                                        </td>
                    <td>
                                            
                                        </td>
                    <td>
                                            
                                        </td>
                    <td>
                                            
                                        </td>
                    <td>
                                            
                                        </td>
                    <td>
                                            
                                        </td>
                    <td>
                                            
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Yato Tools (Jiaxing) Co. Ltd.
                                        </td>
                    <td class="number align-right">
                                            5 775
                                        </td>
                    <td class="number align-right">
                                            44 780
                                        </td>
                    <td class="number align-right">
                                            14 750
                                        </td>
                    <td class="align-right">
                                            -
                                        </td>
                    <td class="number align-right">
                                            35 806
                                        </td>
                    <td class="number align-right">
                                            88 178
                                        </td>
                    <td class="number align-right">
                                            (87 786)
                                        </td>
                    <td class="number align-right">
                                            392
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Yato Tools (Shanghai) Co. Ltd.
                                        </td>
                    <td class="number align-right">
                                            7 511
                                        </td>
                    <td class="number align-right">
                                            88 116
                                        </td>
                    <td class="number align-right">
                                            54 211
                                        </td>
                    <td class="number align-right">
                                            1 252
                                        </td>
                    <td class="number align-right">
                                            40 165
                                        </td>
                    <td class="number align-right">
                                            315 165
                                        </td>
                    <td class="number align-right">
                                            (306 589)
                                        </td>
                    <td class="number align-right">
                                            8 438
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Toya Romania S.A.
                                        </td>
                    <td class="number align-right">
                                            19 180
                                        </td>
                    <td class="number align-right">
                                            38 012
                                        </td>
                    <td class="number align-right">
                                            28 132
                                        </td>
                    <td class="number align-right">
                                            13 005
                                        </td>
                    <td class="number align-right">
                                            16 056
                                        </td>
                    <td class="number align-right">
                                            56 947
                                        </td>
                    <td class="number align-right">
                                            (52 356)
                                        </td>
                    <td class="number align-right">
                                            4 591
                                        </td>
                                </tr>
                <tr>
                                    <td class="bold">
                                            RAZEM
                                        </td>
                    <td class="number align-right bold">
                                            32 466
                                        </td>
                    <td class="number align-right bold">
                                            170 908
                                        </td>
                    <td class="number align-right bold">
                                            97 093
                                        </td>
                    <td class="number align-right bold">
                                            14 257
                                        </td>
                    <td class="number align-right bold">
                                            92 027
                                        </td>
                    <td class="number align-right bold">
                                            460 290
                                        </td>
                    <td class="number align-right bold">
                                            (446 731)
                                        </td>
                    <td class="number align-right bold">
                                            13 421
                                        </td>
                                </tr>
                <tr>
                                    <td class="number bold">
                                            2019
                                        </td>
                    <td class="align-right">
                                            
                                        </td>
                    <td class="align-right">
                                            
                                        </td>
                    <td class="align-right">
                                            
                                        </td>
                    <td class="align-right">
                                            
                                        </td>
                    <td class="align-right">
                                            
                                        </td>
                    <td class="align-right">
                                            
                                        </td>
                    <td class="align-right">
                                            
                                        </td>
                    <td class="align-right">
                                            
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Yato Tools (Jiaxing) Co. Ltd.
                                        </td>
                    <td class="align-right">
                                            -
                                        </td>
                    <td class="align-right">
                                            -
                                        </td>
                    <td class="align-right">
                                            -
                                        </td>
                    <td class="align-right">
                                            -
                                        </td>
                    <td class="align-right">
                                            -
                                        </td>
                    <td class="align-right">
                                            -
                                        </td>
                    <td class="align-right">
                                            -
                                        </td>
                    <td class="align-right">
                                            -
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Yato Tools (Shanghai) Co. Ltd.
                                        </td>
                    <td class="number align-right">
                                            2 066
                                        </td>
                    <td class="number align-right">
                                            70 411
                                        </td>
                    <td class="number align-right">
                                            24 969
                                        </td>
                    <td class="align-right">
                                            -
                                        </td>
                    <td class="number align-right">
                                            47 508
                                        </td>
                    <td class="number align-right">
                                            216 020
                                        </td>
                    <td class="number align-right">
                                            (214 267)
                                        </td>
                    <td class="number align-right">
                                            1 753
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Toya Romania S.A.
                                        </td>
                    <td class="number align-right">
                                            18 533
                                        </td>
                    <td class="number align-right">
                                            27 904
                                        </td>
                    <td class="number align-right">
                                            21 994
                                        </td>
                    <td class="number align-right">
                                            12 488
                                        </td>
                    <td class="number align-right">
                                            11 955
                                        </td>
                    <td class="number align-right">
                                            43 812
                                        </td>
                    <td class="number align-right">
                                            (40 638)
                                        </td>
                    <td class="number align-right">
                                            3 174
                                        </td>
                                </tr>
                <tr>
                                    <td class="bold">
                                            RAZEM
                                        </td>
                    <td class="number align-right bold">
                                            20 599
                                        </td>
                    <td class="number align-right bold">
                                            98 315
                                        </td>
                    <td class="number align-right bold">
                                            46 963
                                        </td>
                    <td class="number align-right bold">
                                            12 488
                                        </td>
                    <td class="number align-right bold">
                                            59 463
                                        </td>
                    <td class="number align-right bold">
                                            259 832
                                        </td>
                    <td class="number align-right bold">
                                            (254 905)
                                        </td>
                    <td class="number align-right bold">
                                            4 927
                                        </td>
                                </tr>
                        </table>
            <p>
                            (*) przychody obejmują: przychody ze sprzedaży towarów, pozostałe przychody operacyjne oraz przychody finansowe
                        </p>
            <p>
                            (**) koszty obejmują: koszt sprzedanych towarów, koszty sprzedaży, koszty administracyjne, pozostałe koszty operacyjne oraz podatek dochodowy
                        </p>
                                            <h1 id="Id_1888">
                            Zapasy
                        </h1>
                            <table>
                            <tr>
                                    <td class="bold">
                                            
                                        </td>
                    <td class="align-right bold">
                                            31 grudnia 2020
                                        </td>
                    <td class="align-right bold">
                                            31 grudnia 2019
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            
                                        </td>
                    <td class="align-right">
                                            
                                        </td>
                    <td class="align-right">
                                            
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Towary w magazynie i w drodze
                                        </td>
                    <td class="number align-right">
                                            180 871
                                        </td>
                    <td class="number align-right">
                                            196 483
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Aktywa z tytułu spodziewanych zwrotów
                                        </td>
                    <td class="number align-right">
                                            1 160
                                        </td>
                    <td class="number align-right">
                                            1 102
                                        </td>
                                </tr>
                <tr>
                                    <td class="bold">
                                            Zapasy razem (wartość bilansowa)
                                        </td>
                    <td class="number align-right bold">
                                            182 031
                                        </td>
                    <td class="number align-right bold">
                                            197 585
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Odpis aktualizujący towary w magazynie
                                        </td>
                    <td class="number align-right">
                                            1 604
                                        </td>
                    <td class="number align-right">
                                            1 828
                                        </td>
                                </tr>
                <tr>
                                    <td class="bold">
                                            Zapasy brutto
                                        </td>
                    <td class="number align-right bold">
                                            183 635
                                        </td>
                    <td class="number align-right bold">
                                            199 413
                                        </td>
                                </tr>
                        </table>
            <p>
                            Zmiany stanu odpisu aktualizującego wartość zapasów zostały przedstawione w tabeli poniżej:
                        </p>
            <table>
                            <tr>
                                    <td>
                                            
                                        </td>
                    <td class="number align-right bold">
                                            2020
                                        </td>
                    <td class="number align-right bold">
                                            2019
                                        </td>
                                </tr>
                <tr>
                                    <td class="bold">
                                            Stan na 1 stycznia
                                        </td>
                    <td class="number align-right">
                                            1 828
                                        </td>
                    <td class="number align-right">
                                            1 326
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Zwiększenie
                                        </td>
                    <td class="align-right">
                                            -
                                        </td>
                    <td class="number align-right">
                                            502
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Rozwiązanie
                                        </td>
                    <td class="number align-right">
                                            (225)
                                        </td>
                    <td class="align-right">
                                            -
                                        </td>
                                </tr>
                <tr>
                                    <td class="bold">
                                            Stan na 31 grudnia
                                        </td>
                    <td class="number align-right bold">
                                            1 603
                                        </td>
                    <td class="number align-right bold">
                                            1 828
                                        </td>
                                </tr>
                        </table>
            <p>
                            Odwrócenie odpisów aktualizujących zapasy dokonanych w bieżącym roku oraz dokonane w roku poprzednim odpisy zostały ujęte w wyniku finansowym i zaprezentowane jako koszt własny sprzedanych towarów. Odwrócenie odpisów wynikało ze zmniejszenia wartości tych zapasów, które zgodnie z polityką przyjęta przez Spółkę powinny zostać objęte odpisem, głównie w wyniku ich sprzedaży.
                        </p>
                                            <h1 id="Id_1889">
                            Należności z tytułu dostaw i usług oraz pozostałe należności 
                        </h1>
                            <table>
                            <tr>
                                    <td class="bold">
                                            
                                        </td>
                    <td class="align-right bold">
                                            31 grudnia 2020
                                        </td>
                    <td class="align-right bold">
                                            31 grudnia 2019
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            
                                        </td>
                    <td class="align-right">
                                            
                                        </td>
                    <td class="align-right">
                                            
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Należności z tytułu dostaw i usług od jednostek powiązanych
                                        </td>
                    <td class="number align-right">
                                            9 960
                                        </td>
                    <td class="number align-right">
                                            6 291
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Należności z tytułu dostaw i usług od jednostek pozostałych
                                        </td>
                    <td class="number align-right">
                                            26 458
                                        </td>
                    <td class="number align-right">
                                            44 817
                                        </td>
                                </tr>
                <tr>
                                    <td class="bold">
                                            Należności z tytułu dostaw i usług razem
                                        </td>
                    <td class="number align-right bold">
                                            36 418
                                        </td>
                    <td class="number align-right bold">
                                            51 108
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            
                                        </td>
                    <td class="align-right">
                                            
                                        </td>
                    <td class="align-right">
                                            
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Należności z tytułu podatków, ceł, ubezpieczeń społecznych
                                        </td>
                    <td class="align-right">
                                            -
                                        </td>
                    <td class="number align-right">
                                            193
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Pozostałe należności od jednostek pozostałych
                                        </td>
                    <td class="number align-right">
                                            167
                                        </td>
                    <td class="number align-right">
                                            83
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Zaliczki zapłacone
                                        </td>
                    <td class="number align-right">
                                            958
                                        </td>
                    <td class="number align-right">
                                            167
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Rozliczenia międzyokresowe
                                        </td>
                    <td class="number align-right">
                                            723
                                        </td>
                    <td class="number align-right">
                                            831
                                        </td>
                                </tr>
                <tr>
                                    <td class="bold">
                                            Razem należności brutto
                                        </td>
                    <td class="number align-right bold">
                                            38 266
                                        </td>
                    <td class="number align-right bold">
                                            52 382
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            
                                        </td>
                    <td class="align-right">
                                            
                                        </td>
                    <td class="align-right">
                                            
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Odpis aktualizujący należności z tytułu dostaw i usług
                                        </td>
                    <td class="number align-right">
                                            (2 051)
                                        </td>
                    <td class="number align-right">
                                            (2 735)
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Odpis aktualizujący należności pozostałe
                                        </td>
                    <td class="number align-right">
                                            (36)
                                        </td>
                    <td class="number align-right">
                                            (36)
                                        </td>
                                </tr>
                <tr>
                                    <td class="bold">
                                            Razem należności netto
                                        </td>
                    <td class="number align-right bold">
                                            36 179
                                        </td>
                    <td class="number align-right bold">
                                            49 611
                                        </td>
                                </tr>
                        </table>
            <p>
                            Spółka stosuje uproszczone podejście i wycenia odpis na oczekiwane straty kredytowe w kwocie równej oczekiwanym stratom kredytowym w całym okresie życia przy użyciu macierzy rezerw, opisany w zasadach rachunkowości w nocie 2.12.
                        </p>
            <p>
                            Przeciętny okres spłaty należności wynosi 29 dni. 
                        </p>
            <p>
                            W tabeli poniżej przedstawione zostały zmiany w wartości brutto należności.
                        </p>
            <table>
                            <tr>
                                    <td class="align-center bold">
                                            
                                        </td>
                    <td class="align-right bold">
                                            Należności analizowane grupowo
                                        </td>
                    <td class="align-right bold">
                                            Należności analizowane indywidualnie
                                        </td>
                    <td class="align-right bold">
                                            Razem
                                        </td>
                                </tr>
                <tr>
                                    <td class="bold">
                                            Stan na 1 stycznia 2020
                                        </td>
                    <td class="number align-right bold">
                                            45 540
                                        </td>
                    <td class="number align-right bold">
                                            5568
                                        </td>
                    <td class="number align-right bold">
                                            51 108
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Wzrost z tytułu sprzedaży
                                        </td>
                    <td class="number align-right">
                                            512 852
                                        </td>
                    <td class="align-right">
                                            -
                                        </td>
                    <td class="number align-right">
                                            512 852
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Odsetki i koszty procesowe
                                        </td>
                    <td class="align-right">
                                            -
                                        </td>
                    <td class="number align-right">
                                            16
                                        </td>
                    <td class="number align-right">
                                            16
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Należności spisane
                                        </td>
                    <td class="align-right">
                                            -
                                        </td>
                    <td class="number align-right">
                                            (1 160)
                                        </td>
                    <td class="number align-right">
                                            (1 160)
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Należności indywidualnie sklasyfikowane jako zagrożone
                                        </td>
                    <td class="number align-right">
                                            (38)
                                        </td>
                    <td class="number align-right">
                                            38
                                        </td>
                    <td class="align-right">
                                            -
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Należności spłacone
                                        </td>
                    <td class="number align-right">
                                            (525 226)
                                        </td>
                    <td class="number align-right">
                                            (387)
                                        </td>
                    <td class="number align-right">
                                            (525 613)
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Należności skompensowane
                                        </td>
                    <td class="number align-right">
                                            (978)
                                        </td>
                    <td class="align-right">
                                            -
                                        </td>
                    <td class="number align-right">
                                            (978)
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Inne zmiany, w tym wycena bilansowa
                                        </td>
                    <td class="number align-right">
                                            193
                                        </td>
                    <td class="align-right">
                                            -
                                        </td>
                    <td class="number align-right">
                                            193
                                        </td>
                                </tr>
                <tr>
                                    <td class="bold">
                                            Stan na 31 grudnia 2020
                                        </td>
                    <td class="number align-right bold">
                                            32 343
                                        </td>
                    <td class="number align-right bold">
                                            4 075
                                        </td>
                    <td class="number align-right bold">
                                            36 418
                                        </td>
                                </tr>
                        </table>
            <p>
                            Zmiany stanu odpisu aktualizującego wartość należności z tytułu dostaw i usług zostały przedstawione  w tabeli poniżej:
                        </p>
            <table>
                            <tr>
                                    <td>
                                            
                                        </td>
                    <td class="number align-right bold">
                                            2020
                                        </td>
                    <td class="number align-right bold">
                                            2019
                                        </td>
                                </tr>
                <tr>
                                    <td class="bold">
                                            Stan na 1 stycznia
                                        </td>
                    <td class="number align-right bold">
                                            2 735
                                        </td>
                    <td class="number align-right bold">
                                            2 095
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Wzrost
                                        </td>
                    <td class="number align-right">
                                            476
                                        </td>
                    <td class="number align-right">
                                            674
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Wykorzystanie
                                        </td>
                    <td class="number align-right">
                                            (1 160)
                                        </td>
                    <td class="align-right">
                                            -
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Rozwiązanie
                                        </td>
                    <td class="align-right">
                                            -
                                        </td>
                    <td class="number align-right">
                                            (34)
                                        </td>
                                </tr>
                <tr>
                                    <td class="bold">
                                            Stan na 31 grudnia
                                        </td>
                    <td class="number align-right bold">
                                            2 051
                                        </td>
                    <td class="number align-right bold">
                                            2 735
                                        </td>
                                </tr>
                        </table>
            <p>
                            Zabezpieczenia ustanowione na należnościach zostały opisane w nocie 20.
                        </p>
            <p>
                            Poniżej przedstawiona została struktura wiekowa należności wraz ze średnimi współczynnikami spodziewanej straty w każdym z przedziałów wiekowania.
                        </p>
            <table>
                            <tr>
                                    <td class="bold">
                                            31 grudnia 2020
                                        </td>
                    <td class="align-center bold">
                                            Razem
                                        </td>
                    <td class="align-right bold">
                                            Bieżące
                                        </td>
                    <td class="align-right bold">
                                            0-30 dni
                                        </td>
                    <td class="align-right bold">
                                            31-60 dni
                                        </td>
                    <td class="align-right bold">
                                            61-90 dni
                                        </td>
                    <td class="align-right bold">
                                            powyżej 90 dni
                                        </td>
                                </tr>
                <tr>
                                    <td class="align-center bold">
                                            
                                        </td>
                    <td class="align-center bold">
                                            
                                        </td>
                    <td class="align-center bold">
                                            
                                        </td>
                    <td>
                                            
                                        </td>
                    <td>
                                            
                                        </td>
                    <td>
                                            
                                        </td>
                    <td>
                                            
                                        </td>
                                </tr>
                <tr>
                                    <td class="bold">
                                            Należności z tytułu dostaw i usług na 31 grudnia 2020 brutto
                                        </td>
                    <td class="number bold">
                                            36 418
                                        </td>
                    <td class="number align-right bold">
                                            31 117
                                        </td>
                    <td class="number align-right bold">
                                            1 312
                                        </td>
                    <td class="number align-right bold">
                                            (29)
                                        </td>
                    <td class="number align-right bold">
                                            (4)
                                        </td>
                    <td class="number align-right bold">
                                            4 022
                                        </td>
                                </tr>
                <tr>
                                    <td class="bold underline">
                                            Analiza grupowa – wartość brutto
                                        </td>
                    <td class="number underline">
                                            32 343
                                        </td>
                    <td class="number align-right underline">
                                            31 117
                                        </td>
                    <td class="number align-right underline">
                                            1 312
                                        </td>
                    <td class="number align-right underline">
                                            (29)
                                        </td>
                    <td class="number align-right underline">
                                            (4)
                                        </td>
                    <td class="number align-right underline">
                                            (53)
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            współczynnik spodziewanej straty
                                        </td>
                    <td>
                                            
                                        </td>
                    <td class="align-right">
                                            1%-5%
                                        </td>
                    <td class="align-right">
                                            2-10%
                                        </td>
                    <td class="align-right">
                                            5%-25%
                                        </td>
                    <td class="align-right">
                                            10%-50%
                                        </td>
                    <td class="align-right">
                                            20%-100%
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Spodziewana strata
                                        </td>
                    <td class="number">
                                            (355)
                                        </td>
                    <td class="number align-right">
                                            (314)
                                        </td>
                    <td class="number align-right">
                                            (31)
                                        </td>
                    <td class="number align-right">
                                            (6)
                                        </td>
                    <td class="align-right">
                                            -
                                        </td>
                    <td class="number align-right">
                                            (4)
                                        </td>
                                </tr>
                <tr>
                                    <td class="bold underline">
                                            Analiza indywidualna – wartość brutto
                                        </td>
                    <td class="number">
                                            4 075
                                        </td>
                    <td class="align-right">
                                            -
                                        </td>
                    <td class="align-right">
                                            -
                                        </td>
                    <td class="align-right">
                                            -
                                        </td>
                    <td class="align-right">
                                            -
                                        </td>
                    <td class="number align-right">
                                            4 075
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Odpis aktualizujący dla klientów analizowanych indywidualnie
                                        </td>
                    <td class="number">
                                            (1 696)
                                        </td>
                    <td class="align-right">
                                            -
                                        </td>
                    <td class="align-right">
                                            -
                                        </td>
                    <td class="align-right">
                                            -
                                        </td>
                    <td class="align-right">
                                            -
                                        </td>
                    <td class="number align-right">
                                            (1 696)
                                        </td>
                                </tr>
                <tr>
                                    <td class="bold">
                                            Razem oczekiwane straty kredytowe
                                        </td>
                    <td class="number">
                                            (2 051)
                                        </td>
                    <td class="number align-right">
                                            (314)
                                        </td>
                    <td class="number align-right">
                                            (31)
                                        </td>
                    <td class="number align-right">
                                            (6)
                                        </td>
                    <td class="align-right">
                                            -
                                        </td>
                    <td class="number align-right">
                                            (1 700)
                                        </td>
                                </tr>
                <tr>
                                    <td class="bold">
                                            Razem należności z tytułu dostaw i usług netto
                                        </td>
                    <td class="number bold">
                                            34 367
                                        </td>
                    <td class="number align-right bold">
                                            30 803
                                        </td>
                    <td class="number align-right bold">
                                            1 281
                                        </td>
                    <td class="number align-right bold">
                                            (35)
                                        </td>
                    <td class="number align-right bold">
                                            (4)
                                        </td>
                    <td class="number align-right bold">
                                            2 322
                                        </td>
                                </tr>
                        </table>
            <table>
                            <tr>
                                    <td class="bold">
                                            31 grudnia 2019
                                        </td>
                    <td class="align-center bold">
                                            Razem
                                        </td>
                    <td class="align-right bold">
                                            Bieżące
                                        </td>
                    <td class="align-right bold">
                                            0-30 dni
                                        </td>
                    <td class="align-right bold">
                                            31-60 dni
                                        </td>
                    <td class="align-right bold">
                                            61-90 dni
                                        </td>
                    <td class="align-right bold">
                                            powyżej 90 dni
                                        </td>
                                </tr>
                <tr>
                                    <td class="align-center bold">
                                            
                                        </td>
                    <td class="align-center bold">
                                            
                                        </td>
                    <td class="align-center bold">
                                            
                                        </td>
                    <td>
                                            
                                        </td>
                    <td>
                                            
                                        </td>
                    <td>
                                            
                                        </td>
                    <td>
                                            
                                        </td>
                                </tr>
                <tr>
                                    <td class="bold">
                                            Należności z tytułu dostaw i usług na 31 grudnia 2019 brutto
                                        </td>
                    <td class="number bold">
                                            51 108
                                        </td>
                    <td class="number align-right bold">
                                            40 900
                                        </td>
                    <td class="number align-right bold">
                                            4 431
                                        </td>
                    <td class="number align-right bold">
                                            674
                                        </td>
                    <td class="number align-right bold">
                                            644
                                        </td>
                    <td class="number align-right bold">
                                            4 459
                                        </td>
                                </tr>
                <tr>
                                    <td class="bold underline">
                                            Analiza grupowa – wartość brutto
                                        </td>
                    <td class="number">
                                            45 540
                                        </td>
                    <td class="number align-right">
                                            40 905
                                        </td>
                    <td class="number align-right">
                                            4 380
                                        </td>
                    <td class="number align-right">
                                            264
                                        </td>
                    <td class="number align-right">
                                            26
                                        </td>
                    <td class="number align-right">
                                            (35)
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            współczynnik spodziewanej straty
                                        </td>
                    <td>
                                            
                                        </td>
                    <td class="align-right">
                                            0,01%-0,05%
                                        </td>
                    <td class="align-right">
                                            0,1-5%
                                        </td>
                    <td class="align-right">
                                            1%-25%
                                        </td>
                    <td class="align-right">
                                            5%-50%
                                        </td>
                    <td class="align-right">
                                            10%-100%
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Spodziewana strata
                                        </td>
                    <td class="number">
                                            (125)
                                        </td>
                    <td class="number align-right">
                                            (81)
                                        </td>
                    <td class="number align-right">
                                            (37)
                                        </td>
                    <td class="number align-right">
                                            (3)
                                        </td>
                    <td class="number align-right">
                                            (2)
                                        </td>
                    <td class="number align-right">
                                            (2)
                                        </td>
                                </tr>
                <tr>
                                    <td class="bold underline">
                                            Analiza indywidualna – wartość brutto
                                        </td>
                    <td class="number">
                                            5 568
                                        </td>
                    <td class="number align-right">
                                            (5)
                                        </td>
                    <td class="number align-right">
                                            51
                                        </td>
                    <td class="number align-right">
                                            410
                                        </td>
                    <td class="number align-right">
                                            618
                                        </td>
                    <td class="number align-right">
                                            4 494
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Odpis aktualizujący dla klientów analizowanych indywidualnie
                                        </td>
                    <td class="number">
                                            (2 610)
                                        </td>
                    <td class="align-right">
                                            -
                                        </td>
                    <td class="number align-right">
                                            (5)
                                        </td>
                    <td class="number align-right">
                                            (41)
                                        </td>
                    <td class="number align-right">
                                            (62)
                                        </td>
                    <td class="number align-right">
                                            (2 502)
                                        </td>
                                </tr>
                <tr>
                                    <td class="bold">
                                            Razem oczekiwane straty kredytowe
                                        </td>
                    <td class="number bold">
                                            (2 735)
                                        </td>
                    <td class="number align-right bold">
                                            (81)
                                        </td>
                    <td class="number align-right bold">
                                            (42)
                                        </td>
                    <td class="number align-right bold">
                                            (44)
                                        </td>
                    <td class="number align-right bold">
                                            (64)
                                        </td>
                    <td class="number align-right bold">
                                            (2 504)
                                        </td>
                                </tr>
                <tr>
                                    <td class="bold">
                                            Razem należności z tytułu dostaw i usług netto
                                        </td>
                    <td class="number bold">
                                            48 373
                                        </td>
                    <td class="number align-right bold">
                                            40 819
                                        </td>
                    <td class="number align-right bold">
                                            4 389
                                        </td>
                    <td class="number align-right bold">
                                            630
                                        </td>
                    <td class="number align-right bold">
                                            580
                                        </td>
                    <td class="number align-right bold">
                                            1 955
                                        </td>
                                </tr>
                        </table>
            <p>
                            Analiza indywidualna przeprowadzana jest w stosunku do klientów, dla których zidentyfikowano przesłanki wskazane w polityce opisanej w nocie 2.12, tj. najczęściej przeterminowanie powyżej 90 dni, które skutkuje przekazaniem klientów do windykacji. Odpis z tytułu oczekiwanych strat kredytowych dla tej grupy klientów ustalany jest z uwzględnieniem warunków ubezpieczenia, o ile klient ubezpieczeniu podlega, tj. odpis obejmuje wkład własny zgodnie z zawartą umową. W ramach należności analizowanych indywidualnie cześć nieobjęta odpisem aktualizującym dotyczy należności ubezpieczonych.
                        </p>
            <p>
                            W stosunku do pozostałych klientów, analizowanych grupowo z wykorzystaniem macierzy rezerw, współczynniki spodziewanej straty są ustalone odrębnie dla należności ubezpieczonych (dolne widełki przedziałów wykazanych w tabeli powyżej) oraz nieubezpieczonych (główne widełki przedziałów). 
                        </p>
                                            <h1 id="Id_1890">
                            Środki pieniężne i ich ekwiwalenty
                        </h1>
                            <table>
                            <tr>
                                    <td class="bold">
                                            
                                        </td>
                    <td class="align-right bold">
                                            31 grudnia 2020
                                        </td>
                    <td class="align-right bold">
                                            31 grudnia 2019
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            
                                        </td>
                    <td class="align-right">
                                            
                                        </td>
                    <td class="align-right">
                                            
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Środki pieniężne w kasie i banku
                                        </td>
                    <td class="number align-right">
                                            584
                                        </td>
                    <td class="number align-right">
                                            586
                                        </td>
                                </tr>
                <tr>
                                    <td class="bold">
                                            Razem środki pieniężne i ich ekwiwalenty
                                        </td>
                    <td class="number align-right bold">
                                            584
                                        </td>
                    <td class="number align-right bold">
                                            586
                                        </td>
                                </tr>
                        </table>
            <p>
                            Poza środkami pieniężnymi ujawnionymi w sprawozdaniu z sytuacji finansowej Spółka posiada wyodrębniony rachunek bankowy dla środków Zakładowego Funduszu Świadczeń Socjalnych, które prezentowane są w pozostałych należnościach w kwocie netto ze zobowiązaniami wobec ZFŚS oraz należnościami z tytułu udzielonych pożyczek. Na 31 grudnia 2020 r. środki te wynosiły 66 tys. zł a na 31 grudnia 2019 r. stan konta był zerowy. Spółka może wykorzystywać te środki pieniężne jedynie w sposób przewidziany prawem dla środków ZFŚS. 
                        </p>
            <p>
                            W wyniku wdrożenia mechanizmu podzielonej płatności (tzw. split payment) Spółka posiada rachunki bankowe VAT, na które odbiorcy spółki mogą dokonywać wpłat swoich zobowiązań wobec TOYA S.A. w części dotyczącej podatku VAT. Środki te mogą być wykorzystane jedynie na zapłatę przez Spółkę kwoty VAT ze swoich zobowiązań lub na uregulowanie zobowiązań publiczno-prawnych. Na 31 grudnia 2020 r. wartość środków pieniężnych zgromadzonych na rachunkach VAT wynosi 444 tys. zł (na 31 grudnia 2019 r.: 341 tys. zł). Zgodnie z osądem Zarządu, ograniczenia w dysponowaniu tymi środkami wynikające z przepisów podatkowych nie wpływają na ich klasyfikację jako środki pieniężne i ich ekwiwalenty, ponieważ Spółka wykorzystuje je na bieżąco do regulowania zobowiązań krótkoterminowych z tytułu podatków.
                        </p>
            <p>
                            Poza środkami na rachunkach bankowych VAT oraz ZFŚS, na 31 grudnia 2020 r. oraz 31 grudnia 2019 r. Spółka nie posiada innych środków pieniężnych o częściowo ograniczonej możliwości dysponowania.
                        </p>
                                            <h1 id="Id_1891">
                            Objaśnienie do rachunku przepływów pieniężnych
                        </h1>
                            <p>
                            Uzgodnienie wartości zmian stanu poszczególnych składników między sprawozdaniem z sytuacji finansowej i sprawozdaniem z przepływów pieniężnych:
                        </p>
            <table>
                            <tr>
                                    <td class="align-center bold">
                                            
                                        </td>
                    <td>
                                            
                                        </td>
                    <td class="align-right bold">
                                            
                                        </td>
                    <td class="align-right bold">
                                            Korekty
                                        </td>
                    <td class="align-right bold">
                                            
                                        </td>
                    <td class="align-right bold">
                                            
                                        </td>
                                </tr>
                <tr>
                                    <td class="bold">
                                            Okres 12 miesięcy zakończony 31 grudnia 2020
                                        </td>
                    <td>
                                            
                                        </td>
                    <td class="align-right bold">
                                            Zmiana bilansowa
                                        </td>
                    <td class="align-right bold">
                                            Wycena środków w walucie obcej
                                        </td>
                    <td class="align-right bold">
                                            Straty aktuarialne ujęte w innych całkowitych dochodach
                                        </td>
                    <td class="align-right bold">
                                            Zmiana w sprawozdaniu z przepływów pieniężnych
                                        </td>
                                </tr>
                <tr>
                                    <td class="bold">
                                            
                                        </td>
                    <td class="align-center">
                                            
                                        </td>
                    <td class="align-right">
                                            
                                        </td>
                    <td class="align-right">
                                            
                                        </td>
                    <td class="align-right">
                                            
                                        </td>
                    <td class="align-right">
                                            
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Zmiana stanu należności z tytułu dostaw i usług oraz pozostałych należności
                                        </td>
                    <td class="align-center">
                                            
                                        </td>
                    <td class="number align-right">
                                            13 432
                                        </td>
                    <td class="align-right">
                                            -
                                        </td>
                    <td class="align-right">
                                            -
                                        </td>
                    <td class="number align-right">
                                            13 432
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Zmiana stanu zapasów
                                        </td>
                    <td class="align-center">
                                            
                                        </td>
                    <td class="number align-right">
                                            15 554
                                        </td>
                    <td class="align-right">
                                            -
                                        </td>
                    <td class="align-right">
                                            -
                                        </td>
                    <td class="number align-right">
                                            15 554
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Zmiana stanu rezerw
                                        </td>
                    <td class="align-center">
                                            
                                        </td>
                    <td class="number align-right">
                                            160
                                        </td>
                    <td class="align-right">
                                            -
                                        </td>
                    <td class="align-right">
                                            -
                                        </td>
                    <td class="number align-right">
                                            160
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Zmiana stanu zobowiązań z tytułu dostaw i usług oraz pozostałych zobowiązań
                                        </td>
                    <td class="align-center">
                                            
                                        </td>
                    <td class="number align-right">
                                            9 596
                                        </td>
                    <td class="align-right">
                                            -
                                        </td>
                    <td class="align-right">
                                            -
                                        </td>
                    <td class="number align-right">
                                            9 596
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Zmiana stanu zobowiązań z tytułu świadczeń pracowniczych
                                        </td>
                    <td class="align-center">
                                            
                                        </td>
                    <td class="number align-right">
                                            1 404
                                        </td>
                    <td class="align-right">
                                            -
                                        </td>
                    <td class="number align-right">
                                            (58)
                                        </td>
                    <td class="number align-right">
                                            1 346
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Zmiana stanu środków pieniężnych
                                        </td>
                    <td class="align-center">
                                            
                                        </td>
                    <td class="number align-right">
                                            (2)
                                        </td>
                    <td class="number align-right">
                                            (1)
                                        </td>
                    <td class="align-right">
                                            
                                        </td>
                    <td class="number align-right bold">
                                            (3)
                                        </td>
                                </tr>
                        </table>
            <table>
                            <tr>
                                    <td class="align-center">
                                            
                                        </td>
                    <td>
                                            
                                        </td>
                    <td class="align-right bold">
                                            
                                        </td>
                    <td class="align-right bold">
                                            
                                        </td>
                    <td class="align-right bold">
                                            Korekty
                                        </td>
                    <td class="align-right bold">
                                            
                                        </td>
                    <td class="align-right bold">
                                            
                                        </td>
                    <td class="align-right bold">
                                            
                                        </td>
                                </tr>
                <tr>
                                    <td class="bold">
                                            Okres 12 miesięcy zakończony                       31 grudnia 2019
                                        </td>
                    <td>
                                            
                                        </td>
                    <td class="align-right bold">
                                            Zmiana bilansowa
                                        </td>
                    <td class="align-right bold">
                                            Zmiana z tytułu zastosowania MSSF 16
                                        </td>
                    <td class="align-right bold">
                                            Wycena środków w walucie obcej
                                        </td>
                    <td class="align-right bold">
                                            Straty aktuarialne ujęte w innych całkowitych dochodach
                                        </td>
                    <td class="align-right bold">
                                            Wycena udzielonej gwarancji
                                        </td>
                    <td class="align-right bold">
                                            Zmiana w sprawozdaniu z przepływów pieniężnych
                                        </td>
                                </tr>
                <tr>
                                    <td class="bold">
                                            
                                        </td>
                    <td class="align-center">
                                            
                                        </td>
                    <td class="align-right">
                                            
                                        </td>
                    <td class="align-right">
                                            
                                        </td>
                    <td class="align-right">
                                            
                                        </td>
                    <td class="align-right">
                                            
                                        </td>
                    <td class="align-right">
                                            
                                        </td>
                    <td class="align-right">
                                            
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Zmiana stanu należności z tytułu dostaw i usług oraz pozostałych należności
                                        </td>
                    <td class="align-center">
                                            
                                        </td>
                    <td class="number align-right">
                                            (1 816)
                                        </td>
                    <td class="number align-right">
                                            (218)
                                        </td>
                    <td class="align-right">
                                            -
                                        </td>
                    <td class="align-right">
                                            -
                                        </td>
                    <td class="align-right">
                                            -
                                        </td>
                    <td class="number align-right">
                                            (2 034)
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Zmiana stanu zapasów
                                        </td>
                    <td class="align-center">
                                            
                                        </td>
                    <td class="number align-right">
                                            (3 079)
                                        </td>
                    <td class="align-right">
                                            -
                                        </td>
                    <td class="align-right">
                                            -
                                        </td>
                    <td class="align-right">
                                            -
                                        </td>
                    <td class="align-right">
                                            -
                                        </td>
                    <td class="number align-right">
                                            (3 079)
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Zmiana stanu rezerw
                                        </td>
                    <td class="align-center">
                                            
                                        </td>
                    <td class="number align-right">
                                            43
                                        </td>
                    <td class="align-right">
                                            -
                                        </td>
                    <td class="align-right">
                                            -
                                        </td>
                    <td class="align-right">
                                            -
                                        </td>
                    <td class="align-right">
                                            -
                                        </td>
                    <td class="number align-right">
                                            43
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Zmiana stanu zobowiązań z tytułu dostaw i usług oraz pozostałych zobowiązań
                                        </td>
                    <td class="align-center">
                                            
                                        </td>
                    <td class="number align-right">
                                            (7 625)
                                        </td>
                    <td class="number align-right">
                                            1 021
                                        </td>
                    <td class="align-right">
                                            -
                                        </td>
                    <td class="align-right">
                                            -
                                        </td>
                    <td class="number align-right">
                                            (38)
                                        </td>
                    <td class="number align-right">
                                            (6 642)
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Zmiana stanu zobowiązań z tytułu świadczeń pracowniczych
                                        </td>
                    <td class="align-center">
                                            
                                        </td>
                    <td class="number align-right">
                                            218
                                        </td>
                    <td class="align-right">
                                            -
                                        </td>
                    <td class="align-right">
                                            -
                                        </td>
                    <td class="number align-right">
                                            (124)
                                        </td>
                    <td class="align-right">
                                            --
                                        </td>
                    <td class="number align-right">
                                            94
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Zmiana stanu środków pieniężnych
                                        </td>
                    <td class="align-center">
                                            
                                        </td>
                    <td class="number align-right">
                                            (1 357)
                                        </td>
                    <td class="align-right">
                                            -
                                        </td>
                    <td class="number align-right">
                                            3
                                        </td>
                    <td class="align-right">
                                            
                                        </td>
                    <td class="align-right">
                                            
                                        </td>
                    <td class="number align-right">
                                            (1 354)
                                        </td>
                                </tr>
                        </table>
                                            <h1 id="Id_1892">
                            Kapitał podstawowy 
                        </h1>
                            <p>
                            Na 31 grudnia 2020 r. kapitał podstawowy wynosi 7 504 222,60 zł i składa się z 75 042 226 akcji  o wartości nominalnej 0,1 zł każda. 
                        </p>
            <p>
                            Akcje są w pełni opłacone. Strukturę własnościową i procent posiadanych akcji Spółki na dzień  31 grudnia 2020 r. na podstawie informacji przekazanych Spółce przez akcjonariuszy przedstawiono w tabeli poniżej:
                        </p>
            <table>
                            <tr>
                                    <td class="align-center bold">
                                            Nazwa
                                        </td>
                    <td class="align-right bold">
                                            Status
                                        </td>
                    <td class="align-right bold">
                                            Liczba akcji
                                        </td>
                    <td class="align-right bold">
                                            Typ akcji
                                        </td>
                    <td class="align-right bold">
                                            Wartość nominalna jednej akcji w zł
                                        </td>
                    <td class="align-right bold">
                                            Wartość nominalna akcji w zł
                                        </td>
                    <td class="align-right bold">
                                            Struktura %
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Jan Szmidt
                                        </td>
                    <td class="align-right">
                                            osoba fizyczna
                                        </td>
                    <td class="number align-right">
                                            28 170 647
                                        </td>
                    <td class="align-right">
                                            zwykłe,  na okaziciela
                                        </td>
                    <td class="number align-right">
                                            0,1
                                        </td>
                    <td class="number align-right">
                                            2 817 064,70
                                        </td>
                    <td class="align-right">
                                            37,54%
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Romuald Szałagan
                                        </td>
                    <td class="align-right">
                                            osoba fizyczna
                                        </td>
                    <td class="number align-right">
                                            9 652 290
                                        </td>
                    <td class="align-right">
                                            zwykłe,  na okaziciela
                                        </td>
                    <td class="number align-right">
                                            0,1
                                        </td>
                    <td class="number align-right">
                                            965 229,00
                                        </td>
                    <td class="align-right">
                                            12,86%
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Rockbridge TFI S.A.
                                        </td>
                    <td class="align-right">
                                            osoba prawna
                                        </td>
                    <td class="number align-right">
                                            7 490 101
                                        </td>
                    <td class="align-right">
                                            zwykłe,  na okaziciela
                                        </td>
                    <td class="number align-right">
                                            0,1
                                        </td>
                    <td class="number align-right">
                                            749 010,10
                                        </td>
                    <td class="align-right">
                                            9,98%
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Tomasz Koprowski
                                        </td>
                    <td class="align-right">
                                            osoba fizyczna
                                        </td>
                    <td class="number align-right">
                                            6 869 884
                                        </td>
                    <td class="align-right">
                                            zwykłe,  na okaziciela
                                        </td>
                    <td class="number align-right">
                                            0,1
                                        </td>
                    <td class="number align-right">
                                            686 988,40
                                        </td>
                    <td class="align-right">
                                            9,16%
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Generali OFE
                                        </td>
                    <td class="align-right">
                                            osoba prawna
                                        </td>
                    <td class="number align-right">
                                            5 001 147
                                        </td>
                    <td class="align-right">
                                            zwykłe,  na okaziciela
                                        </td>
                    <td class="number align-right">
                                            0,1
                                        </td>
                    <td class="number align-right">
                                            500 114,70
                                        </td>
                    <td class="align-right">
                                            6,66%
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Pozostali                                                   - udział poniżej 5%
                                        </td>
                    <td class="align-right">
                                            nie dotyczy
                                        </td>
                    <td class="number align-right">
                                            17 858 157
                                        </td>
                    <td class="align-right">
                                            zwykłe,  na okaziciela
                                        </td>
                    <td class="number align-right">
                                            0,1
                                        </td>
                    <td class="number align-right">
                                            1 785 815,70
                                        </td>
                    <td class="align-right">
                                            23,80%
                                        </td>
                                </tr>
                <tr>
                                    <td class="align-center bold">
                                            RAZEM
                                        </td>
                    <td class="align-center">
                                            
                                        </td>
                    <td class="number align-right bold">
                                            75 042 226
                                        </td>
                    <td class="align-center">
                                            
                                        </td>
                    <td class="align-center">
                                            
                                        </td>
                    <td class="number align-right bold">
                                            7 504 222,60
                                        </td>
                    <td class="align-right bold">
                                            100,00%
                                        </td>
                                </tr>
                        </table>
            <p>
                            Informacja o zmianach w znacznych pakietach akcji po 31 grudnia 2020 r. została zawarta w nocie 35.1
                        </p>
                                            <h1 id="Id_1893">
                            Kapitał rezerwowy
                        </h1>
                            <table>
                            <tr>
                                    <td>
                                            
                                        </td>
                    <td class="align-right bold">
                                            30 grudnia 2020
                                        </td>
                    <td class="align-right bold">
                                            31 grudnia 2019
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Kapitał rezerwowy z obniżenia kapitału podstawowego
                                        </td>
                    <td class="number align-right">
                                            329
                                        </td>
                    <td class="number align-right">
                                            329
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Kapitał rezerwowy na skup akcji własnych
                                        </td>
                    <td class="align-right">
                                            -
                                        </td>
                    <td class="number align-right">
                                            15 705
                                        </td>
                                </tr>
                <tr>
                                    <td class="bold">
                                            Razem kapitał rezerwowy
                                        </td>
                    <td class="number align-right bold">
                                            329
                                        </td>
                    <td class="number align-right bold">
                                            16 034
                                        </td>
                                </tr>
                        </table>
            <p>
                            W wyniku podjętej uchwały przez WZA, w 2020 r. kapitał rezerwowy na skup akcji własnych został rozwiązany i przeniesiony do kapitału zapasowego prezentowanego w ramach zysków zatrzymanych. Kapitał ten został utworzony w 2019 r. w związku z podjętą uchwałą o podziale zysku za 2018 r.
                        </p>
                                            <h1 id="Id_1894">
                            Zyski zatrzymane i dywidendy przypadające na jedną akcję
                        </h1>
                            <p>
                            W dniu 31 sierpnia 2020 r. Walne Zgromadzenie Akcjonariuszy Spółki Toya S.A. zatwierdziło sprawozdanie finansowe TOYA. S.A. za 2019 r. oraz podjęło decyzję o wypłacie dywidendy w kwocie 60 034 tys. zł, na co składa się  w całości zysk za rok 2019 w wysokości 40 085 tys. zł oraz kwota 19 949 tys. zł zgromadzona na kapitale zapasowym spółki.  
                        </p>
            <p>
                            Zgodnie z Kodeksem Spółek Handlowych z zysków zatrzymanych tworzony jest kapitał zapasowy, na którym gromadzi się co najmniej 8% zysku za dany rok obrotowy, dopóki kapitał ten nie osiągnie co najmniej jednej trzeciej kapitału zakładowego tj. w przypadku Spółki kwoty 2 501 tys. zł na dzień 31 grudnia 2020 r. Kapitał ten jest wyłączony z podziału między akcjonariuszy i może być użyty wyłącznie na pokrycie strat. Na dzień 31 grudnia 2020 r. oraz 31 grudnia 2019 r. kapitał zapasowy z tego tytułu wynosił 4 372 tys. zł.
                        </p>
            <p>
                            Pozostała część zysków zatrzymanych w kwocie 156 183 tys. zł na 31 grudnia 2020 r. stanowi wynik bieżącego roku oraz kapitał zapasowy utworzony z zysków z lat poprzednich i może być przekazana na wypłatę dywidendy. 
                        </p>
            <p>
                            Dywidendy wypłacone przypadające na jedną akcję:
                        </p>
            <table>
                            <tr>
                                    <td class="align-right">
                                            
                                        </td>
                    <td class="align-right bold">
                                            12 miesięcy zakończonych 31 grudnia
                                        </td>
                    <td class="align-right bold">
                                            12 miesięcy zakończonych 31 grudnia
                                        </td>
                                </tr>
                <tr>
                                    <td class="align-right bold">
                                            
                                        </td>
                    <td class="number align-right bold">
                                            2020
                                        </td>
                    <td class="number align-right bold">
                                            2019
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Dywidenda wypłacona
                                        </td>
                    <td class="number align-right">
                                            60 034
                                        </td>
                    <td class="align-right">
                                            -
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Liczba akcji zwykłych (w tysiącach sztuk) (*)
                                        </td>
                    <td class="number align-right">
                                            75 042
                                        </td>
                    <td class="number align-right">
                                            75 042
                                        </td>
                                </tr>
                <tr>
                                    <td class="bold">
                                            Dywidenda przypadająca na jedną akcję (zł)
                                        </td>
                    <td class="number align-right bold">
                                            0,80
                                        </td>
                    <td class="align-right bold">
                                            -
                                        </td>
                                </tr>
                        </table>
            <p>
                            Zarząd Spółki nie przedstawił propozycji podziału wyniku finansowego za rok 2020. 
                        </p>
                                            <h1 id="Id_1895">
                            Zobowiązania z tytułu nabycia udziałów
                        </h1>
                            <table>
                            <tr>
                                    <td>
                                            
                                        </td>
                    <td class="align-right bold">
                                            30 grudnia 2020
                                        </td>
                    <td class="align-right bold">
                                            31 grudnia 2019
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            
                                        </td>
                    <td class="align-right">
                                            
                                        </td>
                    <td class="align-right">
                                            
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Długoterminowe zobowiązania z tytułu nabycia udziałów
                                        </td>
                    <td class="align-right">
                                            -
                                        </td>
                    <td class="number align-right">
                                            11 747
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Krótkoterminowe zobowiązania z tytułu nabycia udziałów
                                        </td>
                    <td class="number align-right">
                                            17 946
                                        </td>
                    <td class="number align-right">
                                            18 121
                                        </td>
                                </tr>
                <tr>
                                    <td class="bold">
                                            Zobowiązania z tytułu nabycia udziałów razem
                                        </td>
                    <td class="number align-right bold">
                                            17 946
                                        </td>
                    <td class="number align-right bold">
                                            29 868
                                        </td>
                                </tr>
                        </table>
            <p>
                            Zobowiązania z tytułu nabycia udziałów powstały w wyniku utworzenia i zarejestrowania spółki Yato Tools (Jiaxing) Co. Ltd. w dniu 5 grudnia 2019 r. (patrz nota 10).  Na 31 grudnia 2020 r. zobowiązanie z tytułu zakupu udziałów wynosi 17 946 tys. zł. Zmiana zobowiązania w 2020 r. wynika głównie z dokonanej wpłaty na kapitał Yato Tools (Jiaxing) w kwocie 3 200 tys. USD (12 551 tys. zł) oraz w wyniku wyceny bilansowej i rozliczenia dyskonta. 
                        </p>
                                            <h1 id="Id_1896">
                            Pozostałe zobowiązania długoterminowe 
                        </h1>
                            <table>
                            <tr>
                                    <td>
                                            
                                        </td>
                    <td class="align-right bold">
                                            31 grudnia 2020
                                        </td>
                    <td class="align-right bold">
                                            31 grudnia 2019
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            
                                        </td>
                    <td class="align-right">
                                            
                                        </td>
                    <td class="align-right">
                                            
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Zobowiązania z tytułu udzielonych gwarancji finansowych
                                        </td>
                    <td class="number align-right">
                                            38
                                        </td>
                    <td class="number align-right">
                                            38
                                        </td>
                                </tr>
                <tr>
                                    <td class="bold">
                                            Pozostałe zobowiązania długoterminowe razem
                                        </td>
                    <td class="number align-right bold">
                                            38
                                        </td>
                    <td class="number align-right bold">
                                            38
                                        </td>
                                </tr>
                        </table>
            <p>
                            Zobowiązania z tytułu udzielonych gwarancji wynikają z gwarancji udzielonej na rzecz Spółki zależnej w wysokości 115 tys. euro (patrz nota 33). Gwarancja została wyceniona wg wartości godziwej.   
                        </p>
                                            <h1 id="Id_1897">
                            Zobowiązania z tytułu kredytów 
                        </h1>
                            <table>
                            <tr>
                                    <td>
                                            
                                        </td>
                    <td class="align-right bold">
                                            31 grudnia 2020
                                        </td>
                    <td class="align-right bold">
                                            31 grudnia 2019
                                        </td>
                                </tr>
                <tr>
                                    <td class="bold">
                                            Zobowiązania z tytułu kredytów bankowych, w tym:
                                        </td>
                    <td class="number align-right bold">
                                            31 501
                                        </td>
                    <td class="number align-right bold">
                                            54 705
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            - długoterminowe
                                        </td>
                    <td class="number align-right">
                                            4 360
                                        </td>
                    <td class="align-right">
                                            -
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            - krótkoterminowe
                                        </td>
                    <td class="number align-right">
                                            27 141
                                        </td>
                    <td class="number align-right">
                                            54 705
                                        </td>
                                </tr>
                        </table>
            <p>
                            W tabeli przedstawiono uzgodnienie zmian zadłużenia z tytułu kredytów bankowych:
                        </p>
            <table>
                            <tr>
                                    <td class="align-center bold">
                                            
                                        </td>
                    <td class="align-right bold">
                                            Kredyty bankowe odnawialne
                                        </td>
                    <td class="align-right bold">
                                            Kredyty bankowe nieodnawialne
                                        </td>
                    <td class="align-right bold">
                                            Kredyty bankowe RAZEM
                                        </td>
                                </tr>
                <tr>
                                    <td class="bold">
                                            Stan na 1 stycznia 2019
                                        </td>
                    <td class="number align-right bold">
                                            82 045
                                        </td>
                    <td class="align-right bold">
                                            -
                                        </td>
                    <td class="number align-right bold">
                                            82 045
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Zaciągnięcie kredytu
                                        </td>
                    <td class="number align-right">
                                            17 803
                                        </td>
                    <td class="align-right">
                                            -
                                        </td>
                    <td class="number align-right">
                                            17 803
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Odsetki za okres (nota 30)
                                        </td>
                    <td class="number align-right">
                                            1 657
                                        </td>
                    <td class="align-right">
                                            -
                                        </td>
                    <td class="number align-right">
                                            1 657
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Odsetki spłacone
                                        </td>
                    <td class="number align-right">
                                            (1 683)
                                        </td>
                    <td class="align-right">
                                            -
                                        </td>
                    <td class="number align-right">
                                            (1 683)
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Spłata kapitału
                                        </td>
                    <td class="number align-right">
                                            (45 117)
                                        </td>
                    <td class="align-right">
                                            -
                                        </td>
                    <td class="number align-right">
                                            (45 117)
                                        </td>
                                </tr>
                <tr>
                                    <td class="bold">
                                            Stan na 31 grudnia 2019
                                        </td>
                    <td class="number align-right bold">
                                            54 705
                                        </td>
                    <td class="align-right bold">
                                            -
                                        </td>
                    <td class="number align-right bold">
                                            54 705
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Zaciągnięcie kredytu
                                        </td>
                    <td class="number align-right">
                                            9 994
                                        </td>
                    <td class="number align-right">
                                            4 360
                                        </td>
                    <td class="number align-right">
                                            14 354
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Odsetki za okres (nota 30)
                                        </td>
                    <td class="number align-right">
                                            413
                                        </td>
                    <td class="align-right">
                                            -
                                        </td>
                    <td class="number align-right">
                                            413
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Odsetki spłacone
                                        </td>
                    <td class="number align-right">
                                            (435)
                                        </td>
                    <td class="align-right">
                                            -
                                        </td>
                    <td class="number align-right">
                                            (435)
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Spłata kapitału
                                        </td>
                    <td class="number align-right">
                                            (37 536)
                                        </td>
                    <td class="align-right">
                                            -
                                        </td>
                    <td class="number align-right">
                                            (37 536)
                                        </td>
                                </tr>
                <tr>
                                    <td class="bold">
                                            Stan na 31 grudnia 2020
                                        </td>
                    <td class="number align-right bold">
                                            27 141
                                        </td>
                    <td class="number align-right bold">
                                            4 360
                                        </td>
                    <td class="number align-right bold">
                                            31 501
                                        </td>
                                </tr>
                        </table>
            <p>
                            Charakterystyka umów kredytowych:
                        </p>
            <table>
                            <tr>
                                    <td class="bold">
                                            Przedmiot i wartość umowy
                                        </td>
                    <td class="bold">
                                            Nazwa Banku
                                        </td>
                    <td class="align-right bold">
                                            Kwota kredytu wg umowy na 31.12.2020 r.
                                        </td>
                    <td class="align-right bold">
                                            Kwota wykorzystania 31.12.2020 r.
                                        </td>
                    <td class="align-right bold">
                                            Kwota wykorzystania 31.12.2019 r.
                                        </td>
                    <td class="align-right bold">
                                            Aktualne oprocentowanie
                                        </td>
                    <td class="align-right bold">
                                            Data wygaśnięcia
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            1. Umowa o kredyt w rachunku bieżącym nr BDK/KR-RB/000054601/0641/10 z dnia 22 grudnia 2010 r.
                                        </td>
                    <td>
                                            Bank Handlowy w Warszawie S.A.
                                        </td>
                    <td class="number align-right">
                                            40 000
                                        </td>
                    <td class="number align-right">
                                            8 555
                                        </td>
                    <td class="number align-right">
                                            19 706
                                        </td>
                    <td class="align-right">
                                            WIBOR 1 M + marża banku
                                        </td>
                    <td class="align-right">
                                            17 grudnia 2021 r.
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            2. Umowa o kredyt w rachunku bieżącym nr 09/030/19/Z/VV
                                        </td>
                    <td>
                                            mBank S.A. z siedzibą w Warszawie
                                        </td>
                    <td class="number align-right">
                                            40 000
                                        </td>
                    <td class="number align-right">
                                            8 585
                                        </td>
                    <td class="number align-right">
                                            17 803
                                        </td>
                    <td class="align-right">
                                            WIBOR 1 T + marża banku
                                        </td>
                    <td class="align-right">
                                            30 września 2021 r.
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            3. Umowa o kredyt w rachunku bieżącym WAR/8833/20/326/CB
                                        </td>
                    <td>
                                            BNP Paribas Bank Polska S.A. z siedzibą w Warszawie
                                        </td>
                    <td class="number align-right">
                                            25 000
                                        </td>
                    <td class="number align-right">
                                            10 001
                                        </td>
                    <td class="align-right">
                                            -
                                        </td>
                    <td class="align-right">
                                            WIBOR 1 M + marża banku
                                        </td>
                    <td class="align-right">
                                            19 września 2021
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            4. Umowa o kredyt w rachunku bieżącym nr K00856/17
                                        </td>
                    <td>
                                            Santander Bank S.A. z siedzibą we Warszawie
                                        </td>
                    <td class="align-right">
                                            -
                                        </td>
                    <td class="align-right">
                                            -
                                        </td>
                    <td class="number align-right">
                                            17 196
                                        </td>
                    <td class="align-right">
                                            WIBOR 1 M + marża banku
                                        </td>
                    <td class="align-right">
                                            kredyt wygasł 19 września 2020 r.
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            5. Umowa o kredyt nieodnawialny nr WAR/8833/20/327/CB
                                        </td>
                    <td>
                                            BNP Paribas Bank Polska S.A. z siedzibą w Warszawie
                                        </td>
                    <td class="number align-right">
                                            24 000
                                        </td>
                    <td class="number align-right">
                                            4 360
                                        </td>
                    <td class="align-right bold">
                                            -
                                        </td>
                    <td class="align-right">
                                            WIBOR 1 M + marża banku
                                        </td>
                    <td class="align-right">
                                            30 września 2023 r.
                                        </td>
                                </tr>
                <tr>
                                    <td class="bold">
                                            Zobowiązania razem, w tym:
                                        </td>
                    <td class="bold">
                                            
                                        </td>
                    <td class="number align-right bold">
                                            129 000
                                        </td>
                    <td class="number align-right bold">
                                            31 501
                                        </td>
                    <td class="number align-right bold">
                                            54 705
                                        </td>
                    <td class="bold">
                                            
                                        </td>
                    <td class="bold">
                                            
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            - część krótkoterminowa
                                        </td>
                    <td>
                                            
                                        </td>
                    <td class="number align-right">
                                            105 000
                                        </td>
                    <td class="number align-right">
                                            27 141
                                        </td>
                    <td class="number align-right">
                                            54 705
                                        </td>
                    <td>
                                            
                                        </td>
                    <td>
                                            
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            - część długoterminowa
                                        </td>
                    <td>
                                            
                                        </td>
                    <td class="number align-right">
                                            24 000
                                        </td>
                    <td class="number align-right">
                                            4 360
                                        </td>
                    <td class="align-right">
                                            -
                                        </td>
                    <td>
                                            
                                        </td>
                    <td>
                                            
                                        </td>
                                </tr>
                        </table>
            <p>
                            W roku zakończonym 31 grudnia 2020 r. nie miały miejsca istotne zmiany warunków umownych kredytów ani zmiany oczekiwanych przepływów pieniężnych.
                        </p>
            <p>
                            Marże banków dotyczące kredytów wymienionych w powyższej tabeli nie przekraczają 1%.
                        </p>
            <p>
                            Wartość zabezpieczeń hipotecznych została ustalona jako suma zabezpieczeń ustanowionych na rzecz poszczególnych banków kredytujących, w wysokości wymaganej przez banki (w wysokości wynikającej z umowy). Wartość księgowa aktywów, na których ustanowiono zabezpieczenie w postaci hipoteki wynosi na 31 grudnia 2020 r. 10 914 tys. zł (na 31 grudnia 2019 r. 11 313 tys. zł). Wartość cesji wierzytelności w kwocie 19 225 tys. zł (16 005 tys. zł na 31.12.2019 r.) została ustalona w wartości księgowej przedmiotu zabezpieczenia. 
                        </p>
            <p>
                            Zabezpieczenia obowiązują w całym okresie trwania umów kredytowych. Spółka ma ograniczone możliwości dysponowania aktywami, na których jest ustanowione zabezpieczenie w postaci hipoteki.  W przypadku przelewu wierzytelności z należności handlowych, Spółka jest zobowiązana do niedokonywania jakichkolwiek czynności prawnych lub faktycznych, w następstwie których zostałaby ograniczona możliwość rozporządzania przez Spółkę tymi wierzytelnościami. Ponadto Spółka zobowiązała się, że przez cały okres kredytowania, bez uprzedniej zgody banku, nie udzieli pożyczek lub poręczeń innym podmiotom.
                        </p>
            <p>
                            Efektywna stopa procentowa kredytów
                        </p>
            <p>
                            Efektywne stopy procentowe są zbliżone do nominalnego oprocentowania obliczonego według umów opisanych powyżej. Średnioważony koszt kredytu (bez prowizji) na 31 grudnia 2020 wynosi 0,84%.
                        </p>
            <p>
                            Realizacja postanowień umownych
                        </p>
            <p>
                            Na 31 grudnia 2020 r. nie wystąpiły naruszenia spłat kredytów ani naruszenia innych warunków umów kredytów, które mogłyby skutkować żądaniem wcześniejszej spłaty zobowiązań. 
                        </p>
            <p>
                            Umowy kredytów przewidują, iż w całym okresie kredytowania kredytobiorca zobowiązuje się do utrzymywania na ustalonym poziomie wskaźnika kapitalizacji. W przypadku niespełnienia warunku w postaci utrzymywania wskaźnika na określonym przez bank poziomie, bank ma prawo wypowiedzieć umowy kredytowe.
                        </p>
            <p>
                            Spółka posiada ugruntowane relacje z bankami i w dotychczasowej historii nie miała problemu z odnawianiem kredytów. Na tej podstawie Zarząd uważa, że ryzyko związane z krótkoterminowym finansowaniem jest niewielkie.
                        </p>
                                            <h1 id="Id_1898">
                            Zobowiązania z tytułu dostaw i usług oraz pozostałe zobowiązania
                        </h1>
                            <table>
                            <tr>
                                    <td>
                                            
                                        </td>
                    <td class="align-right bold">
                                            31 grudnia 2020
                                        </td>
                    <td class="align-right bold">
                                            31 grudnia 2019
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            
                                        </td>
                    <td>
                                            
                                        </td>
                    <td>
                                            
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Zobowiązania z tytułu dostaw i usług wobec jednostek powiązanych
                                        </td>
                    <td class="number align-right">
                                            1 270
                                        </td>
                    <td class="number align-right">
                                            4 335
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Zobowiązania z tytułu dostaw i usług wobec jednostek pozostałych
                                        </td>
                    <td class="number align-right">
                                            21 196
                                        </td>
                    <td class="number align-right">
                                            10 386
                                        </td>
                                </tr>
                <tr>
                                    <td class="bold">
                                            Zobowiązania z tytułu dostaw i usług razem
                                        </td>
                    <td class="number align-right bold">
                                            22 466
                                        </td>
                    <td class="number align-right bold">
                                            14 721
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            
                                        </td>
                    <td class="align-right">
                                            
                                        </td>
                    <td>
                                            
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Zobowiązania z tytułu podatków
                                        </td>
                    <td class="number align-right">
                                            4 063
                                        </td>
                    <td class="number align-right">
                                            2 320
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Zobowiązania z tytułu spodziewanych zwrotów
                                        </td>
                    <td class="number align-right">
                                            2 014
                                        </td>
                    <td class="number align-right">
                                            1 899
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Zaliczki otrzymane
                                        </td>
                    <td class="number align-right">
                                            146
                                        </td>
                    <td class="number align-right">
                                            153
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Pozostałe zobowiązania wobec jednostek pozostałych
                                        </td>
                    <td class="number align-right">
                                            28
                                        </td>
                    <td class="number align-right">
                                            28
                                        </td>
                                </tr>
                <tr>
                                    <td class="bold">
                                            Pozostałe zobowiązania krótkoterminowe razem
                                        </td>
                    <td class="number align-right bold">
                                            6 251
                                        </td>
                    <td class="number align-right bold">
                                            4 400
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            
                                        </td>
                    <td class="align-right">
                                            
                                        </td>
                    <td>
                                            
                                        </td>
                                </tr>
                <tr>
                                    <td class="bold">
                                            Razem
                                        </td>
                    <td class="number align-right bold">
                                            28 717
                                        </td>
                    <td class="number align-right bold">
                                            19 121
                                        </td>
                                </tr>
                        </table>
            <p>
                            Zaliczki otrzymane stanowią zobowiązania z tytułu umowy zgodnie z MSSF 15. 
                        </p>
            <p>
                            Przeciętny okres spłaty zobowiązań wynosi 23 dni.
                        </p>
            <p>
                            W roku zakończonym 31 grudnia 2020 roku, Spółka ujęła przychody w wysokości 153 tys. zł, które uwzględnione były na saldzie zaliczek na początku okresu.
                        </p>
                                            <h1 id="Id_1899">
                            Zobowiązania z tytułu świadczeń pracowniczych
                        </h1>
                            <table>
                            <tr>
                                    <td>
                                            
                                        </td>
                    <td class="align-right bold">
                                            31 grudnia 2020
                                        </td>
                    <td class="align-right bold">
                                            31 grudnia 2019
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            
                                        </td>
                    <td>
                                            
                                        </td>
                    <td>
                                            
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Rezerwy na świadczenia emerytalno-rentowe i odprawy pośmiertne
                                        </td>
                    <td class="number align-right">
                                            634
                                        </td>
                    <td class="number align-right">
                                            520
                                        </td>
                                </tr>
                <tr>
                                    <td class="bold">
                                            Zobowiązania z tytułu świadczeń pracowniczych - część długoterminowa
                                        </td>
                    <td class="number align-right bold">
                                            634
                                        </td>
                    <td class="number align-right bold">
                                            520
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            
                                        </td>
                    <td>
                                            
                                        </td>
                    <td>
                                            
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Rezerwy na świadczenia emerytalno-rentowe i odprawy pośmiertne
                                        </td>
                    <td class="number align-right">
                                            16
                                        </td>
                    <td class="number align-right">
                                            8
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Zobowiązania z tytułu wynagrodzeń
                                        </td>
                    <td class="number align-right">
                                            4 409
                                        </td>
                    <td class="number align-right">
                                            3 483
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Zobowiązania z tytułu niewykorzystanych urlopów
                                        </td>
                    <td class="number align-right">
                                            1 401
                                        </td>
                    <td class="number align-right">
                                            1 045
                                        </td>
                                </tr>
                <tr>
                                    <td class="bold">
                                            Zobowiązania z tytułu świadczeń pracowniczych - część krótkoterminowa
                                        </td>
                    <td class="number align-right bold">
                                            5 826
                                        </td>
                    <td class="number align-right bold">
                                            4 536
                                        </td>
                                </tr>
                        </table>
            <p>
                            Spółka wypłaca odprawy emerytalno-rentowe oraz pośmiertne zgodnie z Kodeksem Pracy, tj. w wysokości jednomiesięcznego wynagrodzenia. Wartość rezerwy na odprawy emerytalno-rentowe oraz pośmiertne na 31 grudnia 2020 oraz 31 grudnia 2019 r. została oszacowana przez aktuariusza. Główne przyjęte założenia aktuarialne: 
                        </p>
            <table>
                            <tr>
                                    <td class="bold">
                                            Założenia
                                        </td>
                    <td class="align-right bold">
                                            31 grudnia 2020
                                        </td>
                    <td class="align-right bold">
                                            31 grudnia 2019
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Stopa dyskonta (stopa wolna od ryzyka)
                                        </td>
                    <td class="align-right">
                                            1,57%
                                        </td>
                    <td class="align-right">
                                            1,99%
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Stopa wzrostu wynagrodzeń
                                        </td>
                    <td class="align-right">
                                            
                                        </td>
                    <td class="align-right">
                                            
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            - w pierwszym roku
                                        </td>
                    <td class="align-right">
                                            2,50%
                                        </td>
                    <td class="align-right">
                                            2,50%
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            - w kolejnych latach
                                        </td>
                    <td class="align-right">
                                            2,50%
                                        </td>
                    <td class="align-right">
                                            2,50%
                                        </td>
                                </tr>
                        </table>
            <p>
                            Założenia dotyczące przyszłej umieralności są ustalane na podstawie publikowanych statystyk przez GUS.
                        </p>
            <p>
                            Poniżej przedstawiono rachunek zysków i strat aktuarialnych.
                        </p>
            <table>
                            <tr>
                                    <td>
                                            
                                        </td>
                    <td class="align-right bold">
                                            31 grudnia 2020
                                        </td>
                    <td class="align-right bold">
                                            31 grudnia 2019
                                        </td>
                                </tr>
                <tr>
                                    <td class="bold">
                                            wartość bieżąca zobowiązania na 1 stycznia
                                        </td>
                    <td class="number align-right bold">
                                            527
                                        </td>
                    <td class="number align-right bold">
                                            409
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            koszty bieżącego zatrudnienia
                                        </td>
                    <td class="number align-right">
                                            54
                                        </td>
                    <td class="number align-right">
                                            43
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            odsetki netto od zobowiązania netto
                                        </td>
                    <td class="number align-right">
                                            10
                                        </td>
                    <td class="number align-right">
                                            11
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            zyski lub straty aktuarialne, w tym powstałe w wyniku:
                                        </td>
                    <td class="number align-right">
                                            58
                                        </td>
                    <td class="number align-right">
                                            124
                                        </td>
                                </tr>
                <tr>
                                    <td class="italic">
                                            zmian założeń demograficznych
                                        </td>
                    <td class="number align-right italic">
                                            18
                                        </td>
                    <td class="number align-right italic">
                                            1
                                        </td>
                                </tr>
                <tr>
                                    <td class="italic">
                                            zmian założeń finansowych
                                        </td>
                    <td class="number align-right italic">
                                            34
                                        </td>
                    <td class="number align-right italic">
                                            47
                                        </td>
                                </tr>
                <tr>
                                    <td class="italic">
                                            korekt założeń aktuarialnych ex post
                                        </td>
                    <td class="number align-right italic">
                                            5
                                        </td>
                    <td class="number align-right italic">
                                            76
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            koszty przeszłego zatrudnienia
                                        </td>
                    <td class="align-right">
                                            -
                                        </td>
                    <td class="align-right">
                                            -
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            wypłacone świadczenia
                                        </td>
                    <td class="align-right">
                                            -
                                        </td>
                    <td class="number align-right">
                                            (60)
                                        </td>
                                </tr>
                <tr>
                                    <td class="bold">
                                            wartość bieżąca zobowiązania na 31 grudnia
                                        </td>
                    <td class="number align-right bold">
                                            649
                                        </td>
                    <td class="number align-right bold">
                                            527
                                        </td>
                                </tr>
                        </table>
            <p>
                            Łączne koszty ujęte w wyniku finansowym z tytułu przyszłych świadczeń pracowniczych wyniosły  64 tys. zł w roku 2020 oraz 54 tys. zł w roku 2019 i zostały ujęte w kosztach administracyjnych. Straty aktuarialne powstałe w 2020 r. wyniosły 58 tys. zł (w 2019: 124 tys. zł) i zostały ujęte w innych całkowitych dochodach.
                        </p>
            <p>
                            Analiza wrażliwości zobowiązania z tytułu określonych świadczeń (świadczenia emerytalno-rentowe i odprawy pośmiertne) na zmiany w ważonych głównych założeniach wg stanu na 31 grudnia 2020 r. przedstawia się następująco:
                        </p>
            <table>
                            <tr>
                                    <td class="bold">
                                            Założenie
                                        </td>
                    <td class="align-right bold">
                                            Zmiana w założeniu
                                        </td>
                    <td class="align-right bold">
                                            Wzrost założenia
                                        </td>
                    <td class="align-right bold">
                                            Spadek założenia
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            techniczna stopa dyskontowa
                                        </td>
                    <td class="align-right">
                                            1%
                                        </td>
                    <td class="number align-right">
                                            (41)
                                        </td>
                    <td class="number align-right">
                                            44
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            wzrost wynagrodzeń w Spółce
                                        </td>
                    <td class="align-right">
                                            1%
                                        </td>
                    <td class="number align-right">
                                            91
                                        </td>
                    <td class="number align-right">
                                            (78)
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            współczynnik rotacji
                                        </td>
                    <td class="align-right">
                                            1%
                                        </td>
                    <td class="number align-right">
                                            (37)
                                        </td>
                    <td class="number align-right">
                                            41
                                        </td>
                                </tr>
                        </table>
            <p>
                            Powyższa analiza wrażliwości jest oparta na zmianie jednego z założeń, przy niezmienności pozostałych założeń. W praktyce, jest to mało prawdopodobne, i zmiany niektórych założeń mogą być skorelowane. Przy wyliczaniu wrażliwości zobowiązania z tytułu określonych świadczeń na istotne założenia aktuarialne została zastosowana ta sama metoda, którą stosuje się do obliczenia zobowiązania emerytalnego ujmowanego w sprawozdaniu z sytuacji finansowej (bieżąca wartość zobowiązania z tytułu określonych świadczeń liczona przy zastosowaniu metody prognozowanych świadczeń jednostkowych na koniec okresu sprawozdawczego).
                        </p>
            <p>
                            Metody i rodzaje założeń stosowane przy sporządzeniu analizy wrażliwości nie uległy zmianie w porównaniu do poprzedniego okresu.
                        </p>
            <p>
                            Poniższa tabela zawiera profil przewidywanych kwot przepływów pieniężnych w najbliższych latach, w podziale na odpowiednie świadczenia. Wartości te uwzględniają nominalne kwoty wypłat oraz prawdopodobieństwa ich wystąpienia.
                        </p>
            <table>
                            <tr>
                                    <td class="bold">
                                            nazwa świadczenia
                                        </td>
                    <td class="align-right bold">
                                            1 rok
                                        </td>
                    <td class="align-right bold">
                                            2 rok
                                        </td>
                    <td class="align-right bold">
                                            3 rok
                                        </td>
                    <td class="align-right bold">
                                            4 rok
                                        </td>
                    <td class="align-right bold">
                                            5 rok
                                        </td>
                    <td class="align-right bold">
                                            6 rok (i dalej)
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            odprawa emerytalna
                                        </td>
                    <td class="number align-right">
                                            8
                                        </td>
                    <td class="number align-right">
                                            38
                                        </td>
                    <td class="number align-right">
                                            35
                                        </td>
                    <td class="number align-right">
                                            6
                                        </td>
                    <td class="number align-right">
                                            10
                                        </td>
                    <td class="number align-right">
                                            1 550
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            odprawa rentowa
                                        </td>
                    <td class="number align-right">
                                            2
                                        </td>
                    <td class="number align-right">
                                            2
                                        </td>
                    <td class="number align-right">
                                            2
                                        </td>
                    <td class="number align-right">
                                            2
                                        </td>
                    <td class="number align-right">
                                            2
                                        </td>
                    <td class="number align-right">
                                            22
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            odprawa pośmiertna
                                        </td>
                    <td class="number align-right">
                                            8
                                        </td>
                    <td class="number align-right">
                                            9
                                        </td>
                    <td class="number align-right">
                                            9
                                        </td>
                    <td class="number align-right">
                                            10
                                        </td>
                    <td class="number align-right">
                                            11
                                        </td>
                    <td class="number align-right">
                                            356
                                        </td>
                                </tr>
                <tr>
                                    <td class="bold">
                                            razem
                                        </td>
                    <td class="number align-right bold">
                                            18
                                        </td>
                    <td class="number align-right bold">
                                            49
                                        </td>
                    <td class="number align-right bold">
                                            46
                                        </td>
                    <td class="number align-right bold">
                                            18
                                        </td>
                    <td class="number align-right bold">
                                            23
                                        </td>
                    <td class="number align-right bold">
                                            1 928
                                        </td>
                                </tr>
                        </table>
                                            <h1 id="Id_1900">
                            Zobowiązania z tytułu leasingu
                        </h1>
                            <p>
                            Spółka posiada prawo wieczystego użytkowania gruntów oraz użytkuje na podstawie umów najmu i leasingu powierzchnie magazynowe i biurowe, serwery, samochody osobowe i wózki widłowe. Zmiana zobowiązań z tytułu tych umów, z uwzględnieniem wpływu MSSF 16 została przedstawiona poniżej. 
                        </p>
            <table>
                            <tr>
                                    <td>
                                            
                                        </td>
                    <td class="number align-right bold">
                                            2020
                                        </td>
                    <td class="number align-right bold">
                                            2019
                                        </td>
                                </tr>
                <tr>
                                    <td class="bold">
                                            Zobowiązanie z tytułu leasing na 1 stycznia
                                        </td>
                    <td class="number align-right bold">
                                            8 201
                                        </td>
                    <td class="number align-right bold">
                                            11 625
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Nowe umowy
                                        </td>
                    <td class="number align-right">
                                            7 591
                                        </td>
                    <td class="align-right">
                                            -
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Modyfikacja warunków umowy
                                        </td>
                    <td class="number align-right">
                                            2 616
                                        </td>
                    <td class="align-right">
                                            -
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Rozliczenie zakończonych umów
                                        </td>
                    <td class="number align-right">
                                            (11)
                                        </td>
                    <td class="align-right">
                                            -
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Naliczone odsetki
                                        </td>
                    <td class="number align-right">
                                            398
                                        </td>
                    <td class="number align-right">
                                            368
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Płatności z tytułu leasingu (*)
                                        </td>
                    <td class="number align-right">
                                            (4 707)
                                        </td>
                    <td class="number align-right">
                                            (3 755)
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Wycena umów w walucie obcej
                                        </td>
                    <td class="number align-right">
                                            440
                                        </td>
                    <td class="number align-right">
                                            (38)
                                        </td>
                                </tr>
                <tr>
                                    <td class="bold">
                                            Zobowiązanie z tytułu leasing na 31 grudnia
                                        </td>
                    <td class="number align-right bold">
                                            14 528
                                        </td>
                    <td class="number align-right bold">
                                            8 200
                                        </td>
                                </tr>
                        </table>
            <p>
                            (*) płatności z tytułu leasingu obejmują zapłacone kwoty netto wg faktur, obejmujące zarówno raty kapitałowe jak i odsetki. 
                        </p>
            <p>
                            Niezdyskontowane przyszłe przepływy pieniężne zostały przedstawione poniżej.
                        </p>
            <table>
                            <tr>
                                    <td>
                                            
                                        </td>
                    <td class="align-right bold">
                                            31 grudnia
                                        </td>
                    <td class="align-right bold">
                                            31 grudnia
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            
                                        </td>
                    <td class="number align-right bold">
                                            2020
                                        </td>
                    <td class="number align-right bold">
                                            2019
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            do 1 roku
                                        </td>
                    <td class="number align-right">
                                            5 888
                                        </td>
                    <td class="number align-right">
                                            3 102
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            1-3 lata
                                        </td>
                    <td class="number align-right">
                                            6 959
                                        </td>
                    <td class="number align-right">
                                            3 794
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            3-5 lat
                                        </td>
                    <td class="number align-right">
                                            839
                                        </td>
                    <td class="number align-right">
                                            434
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            ponad 5 lat
                                        </td>
                    <td class="number align-right">
                                            4 134
                                        </td>
                    <td class="number align-right">
                                            4 270
                                        </td>
                                </tr>
                <tr>
                                    <td class="bold">
                                            Razem
                                        </td>
                    <td class="number align-right bold">
                                            17 820
                                        </td>
                    <td class="number align-right bold">
                                            11 600
                                        </td>
                                </tr>
                        </table>
            <p>
                            Koszty ujęte w wyniku wynikające z zawartych umów leasingu zostały przedstawione poniżej.
                        </p>
            <table>
                            <tr>
                                    <td>
                                            
                                        </td>
                    <td class="number align-right bold">
                                            2020
                                        </td>
                    <td class="number align-right bold">
                                            2019
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Amortyzacja
                                        </td>
                    <td class="number align-right">
                                            4 261
                                        </td>
                    <td class="number align-right">
                                            2 850
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            odsetki
                                        </td>
                    <td class="number align-right">
                                            397
                                        </td>
                    <td class="number align-right">
                                            368
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            różnice kursowe
                                        </td>
                    <td class="number align-right">
                                            440
                                        </td>
                    <td class="number align-right">
                                            (38)
                                        </td>
                                </tr>
                <tr>
                                    <td class="bold">
                                            Razem
                                        </td>
                    <td class="number align-right bold">
                                            5 098
                                        </td>
                    <td class="number align-right bold">
                                            3 180
                                        </td>
                                </tr>
                        </table>
            <p>
                            W roku zakończonym 31 grudnia 2020 r. Spółka poniosła koszty krótkoterminowych umów najmu w wysokość 182 tys. zł oraz koszty leasingów o niskiej wartości w wysokości 19 tys. zł.    
                        </p>
            <p>
                            Całkowity wypływ środków pieniężnych z tytułu leasingów wyniósł w 2020 r. 4 908 tys. zł (bez VAT).
                        </p>
            <p>
                            Informacja na temat aktywów w leasingu została przedstawiona w nocie 9.
                        </p>
            <p>
                            Analiza wymagalności zobowiązań z tytułu leasingu została przedstawiona w nocie 5.4.
                        </p>
                                            <h1 id="Id_1901">
                            Rezerwy
                        </h1>
                            <table>
                            <tr>
                                    <td class="bold">
                                            Rezerwa na naprawy gwarancyjne
                                        </td>
                    <td class="number align-right bold">
                                            2020
                                        </td>
                    <td class="number align-right bold">
                                            2019
                                        </td>
                                </tr>
                <tr>
                                    <td class="bold">
                                            Stan na 1 stycznia
                                        </td>
                    <td class="number align-right bold">
                                            900
                                        </td>
                    <td class="number align-right bold">
                                            857
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Utworzenie rezerwy
                                        </td>
                    <td class="number align-right">
                                            1 060
                                        </td>
                    <td class="number align-right">
                                            900
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Wykorzystanie rezerwy
                                        </td>
                    <td class="number align-right">
                                            (900)
                                        </td>
                    <td class="number align-right">
                                            (857)
                                        </td>
                                </tr>
                <tr>
                                    <td class="bold">
                                            Stan na 31 grudnia
                                        </td>
                    <td class="number align-right bold">
                                            1 060
                                        </td>
                    <td class="number align-right bold">
                                            900
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            W tym Krótkoterminowe na dzień 31 grudnia
                                        </td>
                    <td class="number align-right">
                                            1 060
                                        </td>
                    <td class="number align-right">
                                            900
                                        </td>
                                </tr>
                        </table>
            <p>
                            Rezerwa na naprawy gwarancyjne tworzona jest zgodnie z polityką opisaną w nocie 2.20. Obowiązek ponoszenia przez Spółkę kosztów napraw reklamacyjnych wynika z ogólnych przepisów o rękojmi oraz gwarancji udzielanej na niektóre grupy produktowe. Jej wykorzystanie przewidywane jest w okresie krótszym niż 12 miesięcy, a kwota została oszacowana na podstawie historycznie ponoszonych kosztów napraw reklamacyjnych, w związku z czym niepewność co do jej wysokości nie powinna mieć istotnego wpływu na przyszłe wyniki Spółki. Rezerwy są ujęte w wyniku finansowym w pozycji „koszt sprzedanych towarów”. 
                        </p>
                                            <h1 id="Id_1902">
                            Segmenty operacyjne
                        </h1>
                            <p>
                            Identyfikacja segmentów operacyjnych i sprawozdawczych
                        </p>
            <p>
                            Zarząd Spółki podejmuje decyzje operacyjne z perspektywy kanałów dystrybucji oraz geograficznej.
                        </p>
            <p>
                            Spółka wyodrębnia 4 segmenty operacyjne i sprawozdawcze w swej działalności:
                        </p>
            <p>
                            – sprzedaż na rynku krajowym do sieci handlowych,
                        </p>
            <p>
                            – sprzedaż na rynku krajowym - rynek hurtowy,
                        </p>
            <p>
                            – sprzedaż zagraniczna
                        </p>
            <p>
                             - sprzedaż detaliczna
                        </p>
            <p>
                            W ramach segmentu sieciowego Spółka współpracuje z największymi sieciami handlowymi na terenie Polski i Rumunii. Sprzedaż krajowa – rynek hurtowy realizowana jest poprzez sieć hurtowni oraz sklepów, a także sprzedaż z wykorzystaniem przedstawicieli handlowych. Rynki zagraniczne obsługiwane są z wykorzystaniem sił departamentu sprzedaży Spółki. W ramach sprzedaży detalicznej wykazywana jest głównie sprzedaż realizowana za pośrednictwem sklepu internetowego oraz popularnych platform internetowych, a także w mniejszym zakresie sklepu stacjonarnego.
                        </p>
            <p>
                            Dane analizowane przez Zarząd Spółki dla potrzeb segmentów są zgodne z danymi prezentowanymi w sprawozdaniu z zysków lub strat i innych całkowitych dochodów.
                        </p>
            <p>
                            W 2020 r. i 2019 r. Spółka nie odnotowała przychodów z jednym zewnętrznym klientem przekraczających 10 % ogółu przychodów ze sprzedaży. 
                        </p>
            <p>
                            Na 31 grudnia 2020 r. aktywa Spółki wyniosły 308 870 tys. zł (na 31 grudnia 2019: 328 957 tys. zł), a zobowiązania Spółki wyniosły 104 999 tys. zł (na 31 grudnia 2019: 119 745 tys. zł) i poza zobowiązaniem z tytułu zakupu udziałów w wysokości 17 946 tys. zł dotyczyły w całości działalności handlowej.
                        </p>
            <p>
                            Spółka nie posiada aktywów trwałych zlokalizowanych za granicą.
                        </p>
            <p>
                            Zarząd Spółki nie analizuje aktywów i zobowiązań Spółki w podziale na poszczególne segmenty.
                        </p>
            <p>
                            Najważniejsze geograficzne kierunki eksportowe Spółki wg rynku przeznaczeniu towaru zostały przedstawione w nocie 26. 
                        </p>
            <table>
                            <tr>
                                    <td class="bold">
                                            12 miesięcy zakończone 31 grudnia 2020 r.
                                        </td>
                    <td class="align-right bold italic">
                                            SPRZEDAŻ ZAGRANICZNA
                                        </td>
                    <td class="align-right bold italic">
                                            HURT
                                        </td>
                    <td class="align-right bold italic">
                                            SIECI HANDLOWE
                                        </td>
                    <td class="align-right bold italic">
                                            SPRZEDAŻ DETALICZNA
                                        </td>
                    <td class="align-right bold">
                                            Razem
                                        </td>
                                </tr>
                <tr>
                                    <td class="bold">
                                            Przychody
                                        </td>
                    <td class="align-right">
                                            
                                        </td>
                    <td class="align-right">
                                            
                                        </td>
                    <td class="align-right">
                                            
                                        </td>
                    <td class="align-right">
                                            
                                        </td>
                    <td class="align-right">
                                            
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Sprzedaż na rzecz klientów zewnętrznych
                                        </td>
                    <td class="number align-right">
                                            160 521
                                        </td>
                    <td class="number align-right">
                                            176 226
                                        </td>
                    <td class="number align-right">
                                            72 096
                                        </td>
                    <td class="number align-right">
                                            33 420
                                        </td>
                    <td class="number align-right">
                                            442 263
                                        </td>
                                </tr>
                <tr>
                                    <td class="bold">
                                            Przychody segmentu ogółem
                                        </td>
                    <td class="number align-right bold">
                                            160 521
                                        </td>
                    <td class="number align-right bold">
                                            176 226
                                        </td>
                    <td class="number align-right bold">
                                            72 096
                                        </td>
                    <td class="number align-right bold">
                                            33 420
                                        </td>
                    <td class="number align-right bold">
                                            442 263
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            
                                        </td>
                    <td>
                                            
                                        </td>
                    <td>
                                            
                                        </td>
                    <td>
                                            
                                        </td>
                    <td>
                                            
                                        </td>
                    <td>
                                            
                                        </td>
                                </tr>
                <tr>
                                    <td class="bold">
                                            Koszt sprzedanych towarów
                                        </td>
                    <td class="bold">
                                            
                                        </td>
                    <td class="bold">
                                            
                                        </td>
                    <td class="bold">
                                            
                                        </td>
                    <td class="bold">
                                            
                                        </td>
                    <td class="bold">
                                            
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Sprzedaż na rzecz klientów zewnętrznych
                                        </td>
                    <td class="number align-right">
                                            (120 159)
                                        </td>
                    <td class="number align-right">
                                            (116 785)
                                        </td>
                    <td class="number align-right">
                                            (50 115)
                                        </td>
                    <td class="number align-right">
                                            (18 663)
                                        </td>
                    <td class="number align-right">
                                            (305 722)
                                        </td>
                                </tr>
                <tr>
                                    <td class="bold">
                                            Koszt sprzedanych towarów - ogółem
                                        </td>
                    <td class="number align-right bold">
                                            (120 159)
                                        </td>
                    <td class="number align-right bold">
                                            (116 785)
                                        </td>
                    <td class="number align-right bold">
                                            (50 115)
                                        </td>
                    <td class="number align-right bold">
                                            (18 663)
                                        </td>
                    <td class="number align-right bold">
                                            (305 722)
                                        </td>
                                </tr>
                <tr>
                                    <td class="bold">
                                            Zysk brutto ze sprzedaży
                                        </td>
                    <td class="number align-right bold">
                                            40 362
                                        </td>
                    <td class="number align-right bold">
                                            59 441
                                        </td>
                    <td class="number align-right bold">
                                            21 981
                                        </td>
                    <td class="number align-right bold">
                                            14 757
                                        </td>
                    <td class="number align-right bold">
                                            136 541
                                        </td>
                                </tr>
                <tr>
                                    <td class="bold">
                                            Marża brutto ze sprzedaży
                                        </td>
                    <td class="align-right bold">
                                            25%
                                        </td>
                    <td class="align-right bold">
                                            34%
                                        </td>
                    <td class="align-right bold">
                                            30%
                                        </td>
                    <td class="align-right bold">
                                            44%
                                        </td>
                    <td class="align-right bold">
                                            31%
                                        </td>
                                </tr>
                        </table>
            <table>
                            <tr>
                                    <td class="bold">
                                            12 miesięcy zakończone 31 grudnia 2019 r.
                                        </td>
                    <td class="align-right bold italic">
                                            SPRZEDAŻ ZAGRANICZNA
                                        </td>
                    <td class="align-right bold italic">
                                            HURT
                                        </td>
                    <td class="align-right bold italic">
                                            SIECI HANDLOWE
                                        </td>
                    <td class="align-right bold italic">
                                            SPRZEDAŻ DETALICZNAE
                                        </td>
                    <td class="align-right bold">
                                            Razem
                                        </td>
                                </tr>
                <tr>
                                    <td class="bold">
                                            Przychody
                                        </td>
                    <td class="align-right">
                                            
                                        </td>
                    <td class="align-right">
                                            
                                        </td>
                    <td class="align-right">
                                            
                                        </td>
                    <td class="align-right">
                                            
                                        </td>
                    <td class="align-right">
                                            
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Sprzedaż na rzecz klientów zewnętrznych
                                        </td>
                    <td class="number align-right">
                                            130 763
                                        </td>
                    <td class="number align-right">
                                            146 783
                                        </td>
                    <td class="number align-right">
                                            59 863
                                        </td>
                    <td class="number align-right">
                                            19 374
                                        </td>
                    <td class="number align-right">
                                            356 783
                                        </td>
                                </tr>
                <tr>
                                    <td class="bold">
                                            Przychody segmentu ogółem
                                        </td>
                    <td class="number align-right bold">
                                            130 763
                                        </td>
                    <td class="number align-right bold">
                                            146 783
                                        </td>
                    <td class="number align-right bold">
                                            59 863
                                        </td>
                    <td class="number align-right bold">
                                            19 374
                                        </td>
                    <td class="number align-right bold">
                                            356 783
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            
                                        </td>
                    <td>
                                            
                                        </td>
                    <td>
                                            
                                        </td>
                    <td>
                                            
                                        </td>
                    <td>
                                            
                                        </td>
                    <td>
                                            
                                        </td>
                                </tr>
                <tr>
                                    <td class="bold">
                                            Koszt sprzedanych towarów
                                        </td>
                    <td class="bold">
                                            
                                        </td>
                    <td class="bold">
                                            
                                        </td>
                    <td class="bold">
                                            
                                        </td>
                    <td class="bold">
                                            
                                        </td>
                    <td class="bold">
                                            
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Sprzedaż na rzecz klientów zewnętrznych
                                        </td>
                    <td class="number align-right">
                                            (92 249)
                                        </td>
                    <td class="number align-right">
                                            (96 769)
                                        </td>
                    <td class="number align-right">
                                            (41 732)
                                        </td>
                    <td class="number align-right">
                                            (10 748)
                                        </td>
                    <td class="number align-right">
                                            (241 498)
                                        </td>
                                </tr>
                <tr>
                                    <td class="bold">
                                            Koszt sprzedanych towarów - ogółem
                                        </td>
                    <td class="number align-right bold">
                                            (92 249)
                                        </td>
                    <td class="number align-right bold">
                                            (96 769)
                                        </td>
                    <td class="number align-right bold">
                                            (41 732)
                                        </td>
                    <td class="number align-right bold">
                                            (10 748)
                                        </td>
                    <td class="number align-right bold">
                                            (241 498)
                                        </td>
                                </tr>
                <tr>
                                    <td class="bold">
                                            Zysk brutto ze sprzedaży
                                        </td>
                    <td class="number align-right bold">
                                            38 514
                                        </td>
                    <td class="number align-right bold">
                                            50 014
                                        </td>
                    <td class="number align-right bold">
                                            18 131
                                        </td>
                    <td class="number align-right bold">
                                            8 626
                                        </td>
                    <td class="number align-right bold">
                                            115 285
                                        </td>
                                </tr>
                <tr>
                                    <td class="bold">
                                            Marża brutto ze sprzedaży
                                        </td>
                    <td class="align-right bold">
                                            29%
                                        </td>
                    <td class="align-right bold">
                                            34%
                                        </td>
                    <td class="align-right bold">
                                            30%
                                        </td>
                    <td class="align-right bold">
                                            45%
                                        </td>
                    <td class="align-right bold">
                                            32%
                                        </td>
                                </tr>
                        </table>
                                            <h1 id="Id_1903">
                            Przychody ze sprzedaży
                        </h1>
                            <table>
                            <tr>
                                    <td>
                                            
                                        </td>
                    <td class="align-right bold">
                                            12 miesięcy zakończonych 31 grudnia 2020
                                        </td>
                    <td class="align-right bold">
                                            12 miesięcy zakończonych 31 grudnia 2019
                                        </td>
                                </tr>
                <tr>
                                    <td class="bold">
                                            
                                        </td>
                    <td class="align-right">
                                            
                                        </td>
                    <td class="align-right">
                                            
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Sprzedaż towarów
                                        </td>
                    <td class="number align-right">
                                            442 263
                                        </td>
                    <td class="number align-right">
                                            356 783
                                        </td>
                                </tr>
                <tr>
                                    <td class="bold">
                                            Przychody ze sprzedaży razem
                                        </td>
                    <td class="number align-right bold">
                                            442 263
                                        </td>
                    <td class="number align-right bold">
                                            356 783
                                        </td>
                                </tr>
                        </table>
            <p>
                            Poniżej przestawiono strukturę geograficzną przychodów ze sprzedaży.
                        </p>
            <table>
                            <tr>
                                    <td>
                                            
                                        </td>
                    <td class="align-right bold">
                                            Okres 12 miesięcy zakończony 31 grudnia 2020
                                        </td>
                    <td class="align-right bold">
                                            
                                        </td>
                    <td class="align-right bold">
                                            Okres 12 miesięcy zakończony 31 grudnia 2019
                                        </td>
                    <td class="align-right bold">
                                            
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            
                                        </td>
                    <td class="align-right bold">
                                            Przychody ze sprzedaży
                                        </td>
                    <td class="align-right bold">
                                            Udział
                                        </td>
                    <td class="align-right bold">
                                            Przychody ze sprzedaży
                                        </td>
                    <td class="align-right bold">
                                            Udział
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Rumunia
                                        </td>
                    <td class="number align-right">
                                            36 996
                                        </td>
                    <td class="align-right">
                                            8,4%
                                        </td>
                    <td class="number align-right">
                                            18 394
                                        </td>
                    <td class="align-right">
                                            5,2%
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Ukraina
                                        </td>
                    <td class="number align-right">
                                            22 579
                                        </td>
                    <td class="align-right">
                                            5,1%
                                        </td>
                    <td class="number align-right">
                                            22 245
                                        </td>
                    <td class="align-right">
                                            6,2%
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Kraje Bałtyckie
                                        </td>
                    <td class="number align-right">
                                            16 523
                                        </td>
                    <td class="align-right">
                                            3,7%
                                        </td>
                    <td class="number align-right">
                                            15 220
                                        </td>
                    <td class="align-right">
                                            4,3%
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Węgry
                                        </td>
                    <td class="number align-right">
                                            14 623
                                        </td>
                    <td class="align-right">
                                            3,3%
                                        </td>
                    <td class="number align-right">
                                            12 598
                                        </td>
                    <td class="align-right">
                                            3,5%
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Białoruś
                                        </td>
                    <td class="number align-right">
                                            14 231
                                        </td>
                    <td class="align-right">
                                            3,2%
                                        </td>
                    <td class="number align-right">
                                            14 622
                                        </td>
                    <td class="align-right">
                                            4,1%
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Czechy
                                        </td>
                    <td class="number align-right">
                                            12 262
                                        </td>
                    <td class="align-right">
                                            2,8%
                                        </td>
                    <td class="number align-right">
                                            10 548
                                        </td>
                    <td class="align-right">
                                            3,0%
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Niemcy
                                        </td>
                    <td class="number align-right">
                                            8 013
                                        </td>
                    <td class="align-right">
                                            1,8%
                                        </td>
                    <td class="number align-right">
                                            6 123
                                        </td>
                    <td class="align-right">
                                            1,7%
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Rosja
                                        </td>
                    <td class="number align-right">
                                            7 200
                                        </td>
                    <td class="align-right">
                                            1,6%
                                        </td>
                    <td class="number align-right">
                                            7 973
                                        </td>
                    <td class="align-right">
                                            2,2%
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Europa - pozostałe kraje UE
                                        </td>
                    <td class="number align-right">
                                            12 993
                                        </td>
                    <td class="align-right">
                                            2,9%
                                        </td>
                    <td class="number align-right">
                                            10 596
                                        </td>
                    <td class="align-right">
                                            3,0%
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Europa - pozostałe kraje spoza UE
                                        </td>
                    <td class="number align-right">
                                            11 607
                                        </td>
                    <td class="align-right">
                                            2,6%
                                        </td>
                    <td class="number align-right">
                                            9 243
                                        </td>
                    <td class="align-right">
                                            2,6%
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Pozostałe kontynenty
                                        </td>
                    <td class="number align-right">
                                            3 494
                                        </td>
                    <td class="align-right">
                                            0,8%
                                        </td>
                    <td class="number align-right">
                                            3 201
                                        </td>
                    <td class="align-right">
                                            0,9%
                                        </td>
                                </tr>
                <tr>
                                    <td class="bold">
                                            Razem eksport
                                        </td>
                    <td class="number align-right bold">
                                            160 521
                                        </td>
                    <td class="align-right bold">
                                            36,3%
                                        </td>
                    <td class="number align-right bold">
                                            130 763
                                        </td>
                    <td class="align-right bold">
                                            36,7%
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Polska
                                        </td>
                    <td class="number align-right">
                                            281 742
                                        </td>
                    <td class="align-right">
                                            63,7%
                                        </td>
                    <td class="number align-right">
                                            226 020
                                        </td>
                    <td class="align-right">
                                            63,3%
                                        </td>
                                </tr>
                <tr>
                                    <td class="bold">
                                            Razem przychody ze sprzedaży
                                        </td>
                    <td class="number align-right bold">
                                            442 263
                                        </td>
                    <td class="align-right bold">
                                            100,0%
                                        </td>
                    <td class="number align-right bold">
                                            356 783
                                        </td>
                    <td class="align-right bold">
                                            100,0%
                                        </td>
                                </tr>
                        </table>
                                            <h1 id="Id_1904">
                            Koszty według rodzaju oraz koszt sprzedanych towarów
                        </h1>
                            <table>
                            <tr>
                                    <td class="align-right bold">
                                            
                                        </td>
                    <td class="align-right bold">
                                            12 miesięcy zakończonych 31 grudnia 2020
                                        </td>
                    <td class="align-right bold">
                                            12 miesięcy zakończonych 31 grudnia 2019
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Amortyzacja
                                        </td>
                    <td class="number align-right">
                                            6 595
                                        </td>
                    <td class="number align-right">
                                            4 916
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Zużycie materiałów i energii
                                        </td>
                    <td class="number align-right">
                                            3 788
                                        </td>
                    <td class="number align-right">
                                            3 160
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Usługi obce, w tym:
                                        </td>
                    <td class="number align-right">
                                            20 302
                                        </td>
                    <td class="number align-right">
                                            20 523
                                        </td>
                                </tr>
                <tr>
                                    <td class="italic">
                                            koszty transportu
                                        </td>
                    <td class="number align-right italic">
                                            6 967
                                        </td>
                    <td class="number align-right italic">
                                            7 234
                                        </td>
                                </tr>
                <tr>
                                    <td class="italic">
                                            usługi magazynowe
                                        </td>
                    <td class="number align-right italic">
                                            1 977
                                        </td>
                    <td class="number align-right italic">
                                            5 689
                                        </td>
                                </tr>
                <tr>
                                    <td class="italic">
                                            Opłaty eksploatacyjne dotyczące umów najmu powierzchni
                                        </td>
                    <td class="number align-right italic">
                                            1 587
                                        </td>
                    <td class="number align-right italic">
                                            786
                                        </td>
                                </tr>
                <tr>
                                    <td class="italic">
                                            koszty IT i telekomunikacyjne
                                        </td>
                    <td class="number align-right italic">
                                            1 922
                                        </td>
                    <td class="number align-right italic">
                                            1 773
                                        </td>
                                </tr>
                <tr>
                                    <td class="italic">
                                            usługi dostępu do platform sprzedaży online
                                        </td>
                    <td class="number align-right italic">
                                            2 785
                                        </td>
                    <td class="number align-right italic">
                                            1 367
                                        </td>
                                </tr>
                <tr>
                                    <td class="italic">
                                            koszty prawne, audyt i doradztwo
                                        </td>
                    <td class="number align-right italic">
                                            518
                                        </td>
                    <td class="number align-right italic">
                                            686
                                        </td>
                                </tr>
                <tr>
                                    <td class="italic">
                                            pozostałe
                                        </td>
                    <td class="number align-right italic">
                                            4 546
                                        </td>
                    <td class="number align-right italic">
                                            2 988
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Podatki i opłaty
                                        </td>
                    <td class="number align-right">
                                            1 124
                                        </td>
                    <td class="number align-right">
                                            1 217
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Koszty świadczeń pracowniczych
                                        </td>
                    <td class="number align-right">
                                            35 612
                                        </td>
                    <td class="number align-right">
                                            30 366
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Pozostałe koszty rodzajowe
                                        </td>
                    <td class="number align-right">
                                            2 067
                                        </td>
                    <td class="number align-right">
                                            3 771
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Wartość sprzedanych towarów
                                        </td>
                    <td class="number align-right">
                                            305 721
                                        </td>
                    <td class="number align-right">
                                            241 498
                                        </td>
                                </tr>
                <tr>
                                    <td class="bold">
                                            Koszty wg rodzaju oraz wartość sprzedanych towarów razem
                                        </td>
                    <td class="number align-right bold">
                                            375 209
                                        </td>
                    <td class="number align-right bold">
                                            305 451
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            
                                        </td>
                    <td>
                                            
                                        </td>
                    <td>
                                            
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Koszty sprzedaży, w tym:
                                        </td>
                    <td class="number align-right">
                                            52 601
                                        </td>
                    <td class="number align-right">
                                            48 735
                                        </td>
                                </tr>
                <tr>
                                    <td class="italic">
                                            amortyzacja
                                        </td>
                    <td class="number align-right italic">
                                            5 315
                                        </td>
                    <td class="number align-right italic">
                                            3 888
                                        </td>
                                </tr>
                <tr>
                                    <td class="italic">
                                            koszty świadczeń pracowniczych
                                        </td>
                    <td class="number align-right italic">
                                            23 565
                                        </td>
                    <td class="number align-right italic">
                                            19 916
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Koszty administracyjne, w tym:
                                        </td>
                    <td class="number align-right">
                                            16 887
                                        </td>
                    <td class="number align-right">
                                            15 218
                                        </td>
                                </tr>
                <tr>
                                    <td class="italic">
                                            amortyzacja
                                        </td>
                    <td class="number align-right italic">
                                            1 280
                                        </td>
                    <td class="number align-right italic">
                                            1 028
                                        </td>
                                </tr>
                <tr>
                                    <td class="italic">
                                            koszty świadczeń pracowniczych
                                        </td>
                    <td class="number align-right italic">
                                            12 047
                                        </td>
                    <td class="number align-right italic">
                                            10 450
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Koszt sprzedanych towarów
                                        </td>
                    <td class="number align-right">
                                            305 721
                                        </td>
                    <td class="number align-right">
                                            241 498
                                        </td>
                                </tr>
                <tr>
                                    <td class="bold">
                                            Razem
                                        </td>
                    <td class="number align-right bold">
                                            375 209
                                        </td>
                    <td class="number align-right bold">
                                            305 451
                                        </td>
                                </tr>
                        </table>
            <p>
                            Spółka nie prowadzi istotnych prac badawczych i rozwojowych.
                        </p>
                                            <h1 id="Id_1905">
                            Koszty świadczeń pracowniczych 
                        </h1>
                            <table>
                            <tr>
                                    <td class="align-right bold">
                                            
                                        </td>
                    <td class="align-right bold">
                                            12 miesięcy zakończonych 31 grudnia 2020
                                        </td>
                    <td class="align-right bold">
                                            12 miesięcy zakończonych 31 grudnia 2019
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Wynagrodzenia z umów o pracę i powołania
                                        </td>
                    <td class="number align-right">
                                            27 285
                                        </td>
                    <td class="number align-right">
                                            23 664
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Wynagrodzenie personelu tymczasowego oraz umowy zlecenia
                                        </td>
                    <td class="number align-right">
                                            2 399
                                        </td>
                    <td class="number align-right">
                                            1 532
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Koszty ubezpieczeń społecznych
                                        </td>
                    <td class="number align-right">
                                            4 698
                                        </td>
                    <td class="number align-right">
                                            4 384
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Koszt rezerwy na niewykorzystane urlopy
                                        </td>
                    <td class="number align-right">
                                            356
                                        </td>
                    <td class="number align-right">
                                            75
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Koszty rezerwy na świadczenia emerytalne
                                        </td>
                    <td class="number align-right">
                                            64
                                        </td>
                    <td class="number align-right">
                                            (6)
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Koszty wypłaconych świadczeń emerytalnych i podobnych
                                        </td>
                    <td class="align-right">
                                            -
                                        </td>
                    <td class="number align-right">
                                            60
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Pozostałe koszty świadczeń pracowniczych
                                        </td>
                    <td class="number align-right">
                                            810
                                        </td>
                    <td class="number align-right">
                                            657
                                        </td>
                                </tr>
                <tr>
                                    <td class="bold">
                                            Koszty świadczeń pracowniczych razem, w tym:
                                        </td>
                    <td class="number align-right bold">
                                            35 612
                                        </td>
                    <td class="number align-right bold">
                                            30 366
                                        </td>
                                </tr>
                        </table>
            <p>
                            Poniżej przedstawiono przeciętną liczbę zatrudnionych w przeliczeniu na jeden etat w ciągu roku:
                        </p>
            <table>
                            <tr>
                                    <td>
                                            
                                        </td>
                    <td class="align-right bold">
                                            12 miesięcy zakończonych 31 grudnia 2020
                                        </td>
                    <td class="align-right bold">
                                            12 miesięcy zakończonych 31 grudnia 2019
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Pracownicy ogółem
                                        </td>
                    <td class="number align-right">
                                            283
                                        </td>
                    <td class="number align-right">
                                            267
                                        </td>
                                </tr>
                        </table>
                                            <h1 id="Id_1906">
                            Pozostałe przychody i koszty operacyjne
                        </h1>
                            <table>
                            <tr>
                                    <td class="bold">
                                            POZOSTAŁE PRZYCHODY OPERACYJNE
                                        </td>
                    <td class="align-right bold">
                                            12 miesięcy zakończonych 31 grudnia 2020
                                        </td>
                    <td class="align-right bold">
                                            12 miesięcy zakończonych 31 grudnia 2019
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Nadwyżka dodatnich różnic kursowych nad ujemnymi dotycząca działalności operacyjnej
                                        </td>
                    <td class="number align-right">
                                            2 813
                                        </td>
                    <td class="number align-right">
                                            1 254
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Przychody z tytułu sprzedaży pozostałej
                                        </td>
                    <td class="number align-right">
                                            149
                                        </td>
                    <td class="number align-right">
                                            126
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Otrzymane odszkodowania
                                        </td>
                    <td class="number align-right">
                                            36
                                        </td>
                    <td class="number align-right">
                                            19
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Odsetki otrzymane
                                        </td>
                    <td class="number align-right">
                                            2
                                        </td>
                    <td class="number align-right">
                                            3
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Zysk na sprzedaży rzeczowych aktywów trwałych
                                        </td>
                    <td class="align-right">
                                            -
                                        </td>
                    <td class="number align-right">
                                            3
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Inne przychody operacyjne
                                        </td>
                    <td class="number align-right">
                                            60
                                        </td>
                    <td class="number align-right">
                                            64
                                        </td>
                                </tr>
                <tr>
                                    <td class="bold">
                                            Pozostałe przychody operacyjne razem
                                        </td>
                    <td class="number align-right bold">
                                            3 060
                                        </td>
                    <td class="number align-right bold">
                                            1 469
                                        </td>
                                </tr>
                        </table>
            <table>
                            <tr>
                                    <td class="bold">
                                            POZOSTAŁE KOSZTY OPERACYJNE
                                        </td>
                    <td class="align-right bold">
                                            12 miesięcy zakończonych 31 grudnia 2020
                                        </td>
                    <td class="align-right bold">
                                            12 miesięcy zakończonych 31 grudnia 2019
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Koszty dotyczące sprzedaży pozostałej
                                        </td>
                    <td class="number align-right">
                                            230
                                        </td>
                    <td class="number align-right">
                                            106
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Zapłacone kary i grzywny
                                        </td>
                    <td class="number align-right">
                                            32
                                        </td>
                    <td class="number align-right">
                                            15
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Opłaty sądowe i windykacyjne
                                        </td>
                    <td class="number align-right">
                                            93
                                        </td>
                    <td class="number align-right">
                                            14
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Zapłacone odsetki budżetowe i dla kontrahentów
                                        </td>
                    <td class="number align-right">
                                            10
                                        </td>
                    <td class="number align-right">
                                            3
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Darowizny przekazane
                                        </td>
                    <td class="number align-right">
                                            5
                                        </td>
                    <td class="number align-right">
                                            21
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Szkody komunikacyjne per saldo z otrzymanymi odszkodowaniami
                                        </td>
                    <td class="number align-right">
                                            11
                                        </td>
                    <td class="align-right">
                                            -
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Spisanie należności
                                        </td>
                    <td class="align-right">
                                            -
                                        </td>
                    <td class="number align-right">
                                            12
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Pozostałe
                                        </td>
                    <td class="number align-right">
                                            74
                                        </td>
                    <td class="number align-right">
                                            125
                                        </td>
                                </tr>
                <tr>
                                    <td class="bold">
                                            Pozostałe koszty operacyjne razem
                                        </td>
                    <td class="number align-right bold">
                                            455
                                        </td>
                    <td class="number align-right bold">
                                            296
                                        </td>
                                </tr>
                        </table>
                                            <h1 id="Id_1907">
                            Przychody i koszty finansowe
                        </h1>
                            <table>
                            <tr>
                                    <td class="bold">
                                            PRZYCHODY FINANSOWE
                                        </td>
                    <td class="align-right bold">
                                            12 miesięcy zakończonych 31 grudnia 2020
                                        </td>
                    <td class="align-right bold">
                                            12 miesięcy zakończonych 31 grudnia 2019
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Odsetki od środków pieniężnych na rachunkach bankowych
                                        </td>
                    <td class="align-right">
                                            -
                                        </td>
                    <td class="number align-right">
                                            3
                                        </td>
                                </tr>
                <tr>
                                    <td class="bold">
                                            Przychody finansowe razem
                                        </td>
                    <td class="align-right">
                                            -
                                        </td>
                    <td class="number align-right">
                                            3
                                        </td>
                                </tr>
                        </table>
            <table>
                            <tr>
                                    <td class="bold">
                                            KOSZTY FINANSOWE
                                        </td>
                    <td class="align-right bold">
                                            12 miesięcy zakończonych 31 grudnia 2020
                                        </td>
                    <td class="align-right bold">
                                            12 miesięcy zakończonych 31 grudnia 2019
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Odsetki i prowizje od kredytów i pożyczek
                                        </td>
                    <td class="number align-right">
                                            413
                                        </td>
                    <td class="number align-right">
                                            1 657
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Koszty dyskonta zobowiązań długoterminowych
                                        </td>
                    <td class="number align-right">
                                            426
                                        </td>
                    <td class="number align-right">
                                            41
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Odsetki od zobowiązań z tytułu leasingu
                                        </td>
                    <td class="number align-right">
                                            398
                                        </td>
                    <td class="number align-right">
                                            369
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Koszty udzielonych gwarancji finansowych
                                        </td>
                    <td class="align-right">
                                            -
                                        </td>
                    <td class="number align-right">
                                            38
                                        </td>
                                </tr>
                <tr>
                                    <td class="bold">
                                            Koszty finansowe razem
                                        </td>
                    <td class="number align-right bold">
                                            1 237
                                        </td>
                    <td class="number align-right bold">
                                            2 105
                                        </td>
                                </tr>
                        </table>
                                            <h1 id="Id_1908">
                            Podatek dochodowy 
                        </h1>
                            <p>
                            Prezentowane w sprawozdaniach finansowych okresy sprawozdawcze obejmowały okresy podatkowe:
                        </p>
            <ol>
                <li>
                    od 1 stycznia 2020 roku do 31 grudnia 2020 roku,
                </li>
                <li>
                    od 1 stycznia 2019 roku do 31 grudnia 2019 roku.
                </li>
            </ol>
            <table>
                            <tr>
                                    <td>
                                            
                                        </td>
                    <td class="align-right bold">
                                            12 miesięcy zakończonych 31 grudnia 2020
                                        </td>
                    <td class="align-right bold">
                                            12 miesięcy zakończonych 31 grudnia 2019
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Podatek bieżący
                                        </td>
                    <td class="number align-right">
                                            13 649
                                        </td>
                    <td class="number align-right">
                                            9 845
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Podatek odroczony
                                        </td>
                    <td class="number align-right">
                                            (444)
                                        </td>
                    <td class="number align-right">
                                            (167)
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Podatek razem
                                        </td>
                    <td class="number align-right bold">
                                            13 205
                                        </td>
                    <td class="number align-right bold">
                                            9 678
                                        </td>
                                </tr>
                        </table>
            <p>
                            We wszystkich w/w latach obowiązywała 19% stawka podatku dochodowego od osób prawnych. 
                        </p>
            <p>
                            Uzgodnienie teoretycznego podatku wynikającego z zysku przed opodatkowaniem i ustawowej stawki podatkowej do obciążenia z tytułu podatku dochodowego wykazanego w wyniku finansowym przedstawia się następująco: 
                        </p>
            <table>
                            <tr>
                                    <td>
                                            
                                        </td>
                    <td class="align-right bold">
                                            12 miesięcy zakończonych 31 grudnia 2020
                                        </td>
                    <td class="align-right bold">
                                            12 miesięcy zakończonych 31 grudnia 2019
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            
                                        </td>
                    <td>
                                            
                                        </td>
                    <td>
                                            
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Zysk przed opodatkowaniem
                                        </td>
                    <td class="number align-right">
                                            67 945
                                        </td>
                    <td class="number align-right">
                                            49 763
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Obowiązująca w okresie stawka podatkowa
                                        </td>
                    <td class="align-right">
                                            19%
                                        </td>
                    <td class="align-right">
                                            19%
                                        </td>
                                </tr>
                <tr>
                                    <td class="bold">
                                            Podatek wg obowiązującej stawki podatkowej
                                        </td>
                    <td class="number align-right bold">
                                            12 910
                                        </td>
                    <td class="number align-right bold">
                                            9 455
                                        </td>
                                </tr>
                <tr>
                                    <td class="bold">
                                            
                                        </td>
                    <td class="align-right bold">
                                            
                                        </td>
                    <td class="align-right bold">
                                            
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Efekt podatkowy następujących pozycji:
                                        </td>
                    <td class="align-right bold">
                                            
                                        </td>
                    <td class="align-right bold">
                                            
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            - trwałe różnice podatkowe – koszty
                                        </td>
                    <td class="number align-right">
                                            254
                                        </td>
                    <td class="number align-right">
                                            210
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            - różnice przejściowe na które nie utworzono aktywa (rozwinięcie dyskonta zobowiązań długoterminowych)
                                        </td>
                    <td class="number align-right">
                                            41
                                        </td>
                    <td class="number align-right">
                                            8
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            - podatek dotyczący lat poprzednich
                                        </td>
                    <td class="align-right">
                                            -
                                        </td>
                    <td class="number align-right">
                                            5
                                        </td>
                                </tr>
                <tr>
                                    <td class="bold">
                                            Podatek wykazany w rachunku zysków i strat
                                        </td>
                    <td class="number align-right bold">
                                            13 205
                                        </td>
                    <td class="number align-right bold">
                                            9 678
                                        </td>
                                </tr>
                        </table>
            <p>
                            Przepisy dotyczące podatku od towarów i usług, podatku dochodowego od osób prawnych, fizycznych, czy składek na ubezpieczenia społeczne podlegają częstym zmianom, wskutek czego niejednokrotnie brak jest odniesienia do utrwalonych regulacji bądź precedensów prawnych. Obowiązujące przepisy zawierają również niejasności, które powodują różnice w opiniach, co do interpretacji prawnej przepisów podatkowych zarówno między organami państwowymi, jak i między organami państwowymi i przedsiębiorstwami. Rozliczenia podatkowe oraz inne (na przykład celne czy dewizowe) mogą być przedmiotem kontroli organów, które uprawnione są do nakładania wysokich kar, a ustalone w wyniku kontroli dodatkowe kwoty zobowiązań muszą zostać wpłacone wraz z wysokimi odsetkami. Zjawiska te powodują, że ryzyko podatkowe w Polsce jest wyższe niż istniejące zwykle w krajach o bardziej rozwiniętym systemie podatkowym. W Polsce nie istnieją formalne procedury dotyczące uzgadniania ostatecznego poziomu wymiaru podatku. Rozliczenia podatkowe mogą zostać poddane kontroli przez okres pięciu lat. W efekcie kwoty wykazane w sprawozdaniach finansowych mogą ulec zmianie w późniejszym terminie po ostatecznym ustaleniu ich wysokości przez organa skarbowe.
                        </p>
            <p>
                            Odroczony podatek dochodowy
                        </p>
            <table>
                            <tr>
                                    <td class="bold">
                                            Według stanu na 31 grudnia 2020:
                                        </td>
                    <td class="align-right bold">
                                            Aktywa
                                        </td>
                    <td class="align-right bold">
                                            Zobowiązania
                                        </td>
                    <td class="align-right bold">
                                            Netto
                                        </td>
                    <td class="align-right bold">
                                            Według stanu na 1 stycznia 2020 netto
                                        </td>
                    <td class="align-right bold">
                                            Rozpoznane w wyniku finansowym / kapitałach
                                        </td>
                                </tr>
                <tr>
                                    <td class="bold">
                                            Aktywa trwałe
                                        </td>
                    <td class="bold">
                                            
                                        </td>
                    <td>
                                            
                                        </td>
                    <td>
                                            
                                        </td>
                    <td>
                                            
                                        </td>
                    <td>
                                            
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Różnica w wartość bilansowej i podatkowej rzeczowych aktywów trwałych i wartości niematerialnych i prawnych
                                        </td>
                    <td class="align-right">
                                            -
                                        </td>
                    <td class="number align-right">
                                            681
                                        </td>
                    <td class="number align-right">
                                            (681)
                                        </td>
                    <td class="number align-right">
                                            (641)
                                        </td>
                    <td class="number align-right">
                                            (40)
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Aktywa z tytułu prawa do użytkowania
                                        </td>
                    <td class="align-right">
                                            -
                                        </td>
                    <td class="number align-right">
                                            2 761
                                        </td>
                    <td class="number align-right">
                                            (2 761)
                                        </td>
                    <td class="number align-right">
                                            (1 633)
                                        </td>
                    <td class="number align-right">
                                            (1 128)
                                        </td>
                                </tr>
                <tr>
                                    <td class="bold">
                                            Aktywa obrotowe
                                        </td>
                    <td class="bold">
                                            
                                        </td>
                    <td class="align-right">
                                            
                                        </td>
                    <td class="align-right">
                                            
                                        </td>
                    <td class="align-right">
                                            
                                        </td>
                    <td class="align-right">
                                            
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Odpis aktualizujący zapasy
                                        </td>
                    <td class="number align-right">
                                            305
                                        </td>
                    <td class="align-right">
                                            -
                                        </td>
                    <td class="number align-right">
                                            305
                                        </td>
                    <td class="number align-right">
                                            347
                                        </td>
                    <td class="number align-right">
                                            (42)
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Aktywa z tytułu spodziewanych zwrotów
                                        </td>
                    <td class="align-right">
                                            -
                                        </td>
                    <td class="number align-right">
                                            220
                                        </td>
                    <td class="number align-right">
                                            (220)
                                        </td>
                    <td class="number align-right">
                                            (209)
                                        </td>
                    <td class="number align-right">
                                            (11)
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Odpis aktualizujący należności
                                        </td>
                    <td class="number align-right">
                                            389
                                        </td>
                    <td class="align-right">
                                            -
                                        </td>
                    <td class="number align-right">
                                            389
                                        </td>
                    <td class="number align-right">
                                            520
                                        </td>
                    <td class="number align-right">
                                            (131)
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Wycena bilansowa należności w walucie obcej
                                        </td>
                    <td class="number align-right">
                                            12
                                        </td>
                    <td class="align-right">
                                            -
                                        </td>
                    <td class="number align-right">
                                            12
                                        </td>
                    <td class="number align-right">
                                            50
                                        </td>
                    <td class="number align-right">
                                            (38)
                                        </td>
                                </tr>
                <tr>
                                    <td class="bold">
                                            Zobowiązania długoterminowe
                                        </td>
                    <td class="bold">
                                            
                                        </td>
                    <td class="align-right">
                                            
                                        </td>
                    <td class="align-right">
                                            
                                        </td>
                    <td class="align-right">
                                            
                                        </td>
                    <td class="align-right">
                                            
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Wycena bilansowa zobowiązań długoterminowych
                                        </td>
                    <td class="align-right">
                                            -
                                        </td>
                    <td class="align-right">
                                            -
                                        </td>
                    <td class="align-right">
                                            -
                                        </td>
                    <td class="number align-right">
                                            (100)
                                        </td>
                    <td class="number align-right">
                                            100
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Zobowiązania z tytułu leasingu
                                        </td>
                    <td class="number align-right">
                                            1 713
                                        </td>
                    <td class="align-right">
                                            -
                                        </td>
                    <td class="number align-right">
                                            1 713
                                        </td>
                    <td class="number align-right">
                                            1 046
                                        </td>
                    <td class="number align-right">
                                            667
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Rezerwa z tytułu odpraw emerytalnych
                                        </td>
                    <td class="number align-right">
                                            120
                                        </td>
                    <td class="align-right">
                                            -
                                        </td>
                    <td class="number align-right">
                                            120
                                        </td>
                    <td class="number align-right">
                                            99
                                        </td>
                    <td class="number align-right">
                                            21
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Wycena udzielonych gwarancji
                                        </td>
                    <td class="number align-right">
                                            7
                                        </td>
                    <td class="align-right">
                                            -
                                        </td>
                    <td class="number align-right">
                                            7
                                        </td>
                    <td class="number align-right">
                                            7
                                        </td>
                    <td class="align-right">
                                            -
                                        </td>
                                </tr>
                <tr>
                                    <td class="bold">
                                            Zobowiązania krótkoterminowe
                                        </td>
                    <td class="bold">
                                            
                                        </td>
                    <td class="align-right">
                                            
                                        </td>
                    <td class="align-right">
                                            
                                        </td>
                    <td class="align-right">
                                            
                                        </td>
                    <td class="align-right">
                                            
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Rezerwy na zobowiązania
                                        </td>
                    <td class="number align-right">
                                            792
                                        </td>
                    <td class="align-right">
                                            -
                                        </td>
                    <td class="number align-right">
                                            792
                                        </td>
                    <td class="number align-right">
                                            474
                                        </td>
                    <td class="number align-right">
                                            318
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Wycena bilansowa zobowiązań krótkoterminowych
                                        </td>
                    <td class="align-right">
                                            -
                                        </td>
                    <td class="number align-right">
                                            65
                                        </td>
                    <td class="number align-right">
                                            (65)
                                        </td>
                    <td class="number align-right">
                                            (27)
                                        </td>
                    <td class="number align-right">
                                            (38)
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Rezerwa na niewykorzystane urlopy i premie
                                        </td>
                    <td class="number align-right">
                                            1 086
                                        </td>
                    <td class="align-right">
                                            -
                                        </td>
                    <td class="number align-right">
                                            1 086
                                        </td>
                    <td class="number align-right">
                                            838
                                        </td>
                    <td class="number align-right">
                                            248
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Odsetki naliczone
                                        </td>
                    <td class="number align-right">
                                            2
                                        </td>
                    <td class="align-right">
                                            -
                                        </td>
                    <td class="number align-right">
                                            2
                                        </td>
                    <td class="number align-right">
                                            6
                                        </td>
                    <td class="number align-right">
                                            (4)
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Zobowiązania z tytułu leasingu
                                        </td>
                    <td class="number align-right">
                                            1 047
                                        </td>
                    <td class="align-right">
                                            -
                                        </td>
                    <td class="number align-right">
                                            1 047
                                        </td>
                    <td class="number align-right">
                                            544
                                        </td>
                    <td class="number align-right">
                                            503
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Rezerwa na gwarancje
                                        </td>
                    <td class="number align-right">
                                            201
                                        </td>
                    <td class="align-right">
                                            -
                                        </td>
                    <td class="number align-right">
                                            201
                                        </td>
                    <td class="number align-right">
                                            171
                                        </td>
                    <td class="number align-right">
                                            30
                                        </td>
                                </tr>
                <tr>
                                    <td class="bold">
                                            Razem podatek odroczony, w tym
                                        </td>
                    <td class="number align-right bold">
                                            5 674
                                        </td>
                    <td class="number align-right bold">
                                            3 727
                                        </td>
                    <td class="number align-right bold">
                                            1 947
                                        </td>
                    <td class="number align-right bold">
                                            1 492
                                        </td>
                    <td class="number align-right bold">
                                            455
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            - wykazany w wyniku finansowym
                                        </td>
                    <td>
                                            
                                        </td>
                    <td>
                                            
                                        </td>
                    <td>
                                            
                                        </td>
                    <td>
                                            
                                        </td>
                    <td class="number align-right">
                                            444
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            - wykazany w kapitałach własnych (*)
                                        </td>
                    <td>
                                            
                                        </td>
                    <td>
                                            
                                        </td>
                    <td>
                                            
                                        </td>
                    <td>
                                            
                                        </td>
                    <td class="number align-right">
                                            11
                                        </td>
                                </tr>
                        </table>
            <p>
                            (*) dotyczy podatku odroczonego od strat aktuarialnych wykazanego w innych całkowitych dochodach 
                        </p>
            <table>
                            <tr>
                                    <td class="bold">
                                            Według stanu na 31 grudnia 2019:
                                        </td>
                    <td class="bold">
                                            Aktywa
                                        </td>
                    <td class="bold">
                                            Zobowiązania
                                        </td>
                    <td class="bold">
                                            Netto
                                        </td>
                    <td class="bold">
                                            Według stanu na 1stycznia 2019 netto
                                        </td>
                    <td class="align-right bold">
                                            Rozpoznane w wyniku finansowym / kapitałach
                                        </td>
                                </tr>
                <tr>
                                    <td class="bold">
                                            Aktywa trwałe
                                        </td>
                    <td class="bold">
                                            
                                        </td>
                    <td>
                                            
                                        </td>
                    <td>
                                            
                                        </td>
                    <td>
                                            
                                        </td>
                    <td>
                                            
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Różnica w wartość bilansowej i podatkowej rzeczowych aktywów trwałych i wartości niematerialnych i prawnych
                                        </td>
                    <td class="align-right">
                                            -
                                        </td>
                    <td class="number align-right">
                                            641
                                        </td>
                    <td class="number align-right">
                                            (641)
                                        </td>
                    <td class="number align-right">
                                            (614)
                                        </td>
                    <td class="number align-right">
                                            (27)
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Aktywa z tytułu prawa do użytkowania (aktywa w leasingu finansowym do 31.12.2018)
                                        </td>
                    <td class="align-right">
                                            
                                        </td>
                    <td class="number align-right">
                                            1 633
                                        </td>
                    <td class="number align-right">
                                            (1 633)
                                        </td>
                    <td class="number align-right">
                                            (731)
                                        </td>
                    <td class="number align-right">
                                            (902)
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Rozliczenia międzyokresowe z tytułu prawa wieczystego użytkowania
                                        </td>
                    <td class="align-right">
                                            -
                                        </td>
                    <td class="align-right">
                                            -
                                        </td>
                    <td class="align-right">
                                            -
                                        </td>
                    <td class="number align-right">
                                            (40)
                                        </td>
                    <td class="number align-right">
                                            40
                                        </td>
                                </tr>
                <tr>
                                    <td class="bold">
                                            Aktywa obrotowe
                                        </td>
                    <td class="align-right">
                                            
                                        </td>
                    <td class="align-right">
                                            
                                        </td>
                    <td class="align-right">
                                            
                                        </td>
                    <td class="align-right">
                                            
                                        </td>
                    <td class="align-right">
                                            
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Odpis aktualizujący zapasy
                                        </td>
                    <td class="number align-right">
                                            347
                                        </td>
                    <td class="align-right">
                                            -
                                        </td>
                    <td class="number align-right">
                                            347
                                        </td>
                    <td class="number align-right">
                                            252
                                        </td>
                    <td class="number align-right">
                                            95
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Aktywa z tytułu spodziewanych zwrotów
                                        </td>
                    <td class="align-right">
                                            -
                                        </td>
                    <td class="number align-right">
                                            209
                                        </td>
                    <td class="number align-right">
                                            (209)
                                        </td>
                    <td class="number align-right">
                                            (109)
                                        </td>
                    <td class="number align-right">
                                            (100)
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Odpis aktualizujący należności
                                        </td>
                    <td class="number align-right">
                                            520
                                        </td>
                    <td class="align-right">
                                            -
                                        </td>
                    <td class="number align-right">
                                            520
                                        </td>
                    <td class="number align-right">
                                            390
                                        </td>
                    <td class="number align-right">
                                            130
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Wycena bilansowa należności w walucie obcej
                                        </td>
                    <td class="number align-right">
                                            50
                                        </td>
                    <td class="align-right">
                                            -
                                        </td>
                    <td class="number align-right">
                                            50
                                        </td>
                    <td class="number align-right">
                                            (9)
                                        </td>
                    <td class="number align-right">
                                            59
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Wycena bilansowa środków pieniężnych w walucie obcej
                                        </td>
                    <td class="align-right">
                                            -
                                        </td>
                    <td class="align-right">
                                            -
                                        </td>
                    <td class="align-right">
                                            -
                                        </td>
                    <td class="align-right">
                                            -
                                        </td>
                    <td class="align-right">
                                            -
                                        </td>
                                </tr>
                <tr>
                                    <td class="bold">
                                            Zobowiązania długoterminowe
                                        </td>
                    <td class="align-right">
                                            
                                        </td>
                    <td class="align-right">
                                            
                                        </td>
                    <td class="align-right">
                                            
                                        </td>
                    <td class="align-right">
                                            
                                        </td>
                    <td class="align-right">
                                            
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Wycena bilansowa zobowiązań długoterminowych
                                        </td>
                    <td class="align-right">
                                            -
                                        </td>
                    <td class="number align-right">
                                            100
                                        </td>
                    <td class="number align-right">
                                            (100)
                                        </td>
                    <td class="align-right">
                                            -
                                        </td>
                    <td class="number align-right">
                                            (100)
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Zobowiązania z tytułu leasingu
                                        </td>
                    <td class="number align-right">
                                            1 046
                                        </td>
                    <td class="align-right">
                                            -
                                        </td>
                    <td class="number align-right">
                                            1 046
                                        </td>
                    <td class="number align-right">
                                            460
                                        </td>
                    <td class="number align-right">
                                            586
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Rezerwa z tytułu odpraw emerytalnych
                                        </td>
                    <td class="number align-right">
                                            99
                                        </td>
                    <td class="align-right">
                                            -
                                        </td>
                    <td class="number align-right">
                                            99
                                        </td>
                    <td class="number align-right">
                                            76
                                        </td>
                    <td class="number align-right">
                                            23
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Wycena udzielonych gwarancji
                                        </td>
                    <td class="number align-right">
                                            7
                                        </td>
                    <td class="align-right">
                                            -
                                        </td>
                    <td class="number align-right">
                                            7
                                        </td>
                    <td class="align-right">
                                            -
                                        </td>
                    <td class="number align-right">
                                            7
                                        </td>
                                </tr>
                <tr>
                                    <td class="bold">
                                            Zobowiązania krótkoterminowe
                                        </td>
                    <td class="align-right">
                                            
                                        </td>
                    <td class="align-right">
                                            
                                        </td>
                    <td class="align-right">
                                            
                                        </td>
                    <td class="align-right">
                                            
                                        </td>
                    <td class="align-right">
                                            
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Rezerwy na zobowiązania
                                        </td>
                    <td class="number align-right">
                                            474
                                        </td>
                    <td class="align-right">
                                            -
                                        </td>
                    <td class="number align-right">
                                            474
                                        </td>
                    <td class="number align-right">
                                            477
                                        </td>
                    <td class="number align-right">
                                            (3)
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Wycena bilansowa zobowiązań krótkoterminowych
                                        </td>
                    <td class="align-right">
                                            -
                                        </td>
                    <td class="number align-right">
                                            27
                                        </td>
                    <td class="number align-right">
                                            (27)
                                        </td>
                    <td class="number align-right">
                                            28
                                        </td>
                    <td class="number align-right">
                                            (55)
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Rezerwa na niewykorzystane urlopy i premie
                                        </td>
                    <td class="number align-right">
                                            838
                                        </td>
                    <td class="align-right">
                                            -
                                        </td>
                    <td class="number align-right">
                                            838
                                        </td>
                    <td class="number align-right">
                                            794
                                        </td>
                    <td class="number align-right">
                                            44
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Odsetki naliczone
                                        </td>
                    <td class="number align-right">
                                            6
                                        </td>
                    <td class="align-right">
                                            -
                                        </td>
                    <td class="number align-right">
                                            6
                                        </td>
                    <td class="number align-right">
                                            11
                                        </td>
                    <td class="number align-right">
                                            (5)
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Zobowiązania z tytułu leasingu
                                        </td>
                    <td class="number align-right">
                                            544
                                        </td>
                    <td class="align-right">
                                            -
                                        </td>
                    <td class="number align-right">
                                            544
                                        </td>
                    <td class="number align-right">
                                            153
                                        </td>
                    <td class="number align-right">
                                            391
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Rezerwa na gwarancje
                                        </td>
                    <td class="number align-right">
                                            171
                                        </td>
                    <td class="align-right">
                                            -
                                        </td>
                    <td class="number align-right">
                                            171
                                        </td>
                    <td class="number align-right">
                                            163
                                        </td>
                    <td class="number align-right">
                                            8
                                        </td>
                                </tr>
                <tr>
                                    <td class="bold">
                                            Razem podatek odroczony, w tym
                                        </td>
                    <td class="number align-right bold">
                                            4 102
                                        </td>
                    <td class="number align-right bold">
                                            2 610
                                        </td>
                    <td class="number align-right bold">
                                            1 492
                                        </td>
                    <td class="number align-right bold">
                                            1 301
                                        </td>
                    <td class="number align-right bold">
                                            191
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            - wykazany w wyniku finansowym
                                        </td>
                    <td>
                                            
                                        </td>
                    <td class="align-right">
                                            
                                        </td>
                    <td class="align-right">
                                            
                                        </td>
                    <td class="align-right">
                                            
                                        </td>
                    <td class="number align-right">
                                            167
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            - wykazany w kapitałach własnych (*)
                                        </td>
                    <td>
                                            
                                        </td>
                    <td>
                                            
                                        </td>
                    <td>
                                            
                                        </td>
                    <td>
                                            
                                        </td>
                    <td class="number align-right">
                                            24
                                        </td>
                                </tr>
                        </table>
            <p>
                            W ramach powyżej wykazanej wartości aktywa z tytułu podatku odroczonego, kwota minus 165 tys. zł (rezerwa) dotyczy tytułów, które zgodnie z oczekiwaniem spółki powinny się zrealizować w okresie dłuższym niż 12 miesięcy.
                        </p>
            <p>
                            Nie występują istotne różnice przejściowe i straty podatkowe, w związku z którymi nie utworzono aktywa. 
                        </p>
                                            <h1 id="Id_1909">
                            Zysk przypadający na jedną akcję
                        </h1>
                            <table>
                            <tr>
                                    <td>
                                            
                                        </td>
                    <td class="align-right bold">
                                            12 miesięcy zakończonych 31 grudnia 2020
                                        </td>
                    <td class="align-right bold">
                                            12 miesięcy zakończonych 31 grudnia 2019
                                        </td>
                                </tr>
                <tr>
                                    <td class="bold">
                                            Zysk netto
                                        </td>
                    <td class="number align-right bold">
                                            54 740
                                        </td>
                    <td class="number align-right bold">
                                            40 085
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Średnia ważona liczba wyemitowanych akcji zwykłych (w tys. sztuk)
                                        </td>
                    <td class="number align-right">
                                            75 042
                                        </td>
                    <td class="number align-right">
                                            75 042
                                        </td>
                                </tr>
                <tr>
                                    <td class="bold">
                                            Średnia ważona liczba akcji zwykłych w tys. szt.
                                        </td>
                    <td class="number align-right bold">
                                            75 042
                                        </td>
                    <td class="number align-right bold">
                                            75 042
                                        </td>
                                </tr>
                <tr>
                                    <td class="bold">
                                            Podstawowy zysk netto przypadający na jedną akcję (zł)
                                        </td>
                    <td class="number align-right bold">
                                            0,73
                                        </td>
                    <td class="number align-right bold">
                                            0,53
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            
                                        </td>
                    <td class="align-right">
                                            
                                        </td>
                    <td class="align-right">
                                            
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Zysk netto przypadający na zwykłych akcjonariuszy, zastosowany do obliczenia rozwodnionego zysku na jedną akcję
                                        </td>
                    <td class="number align-right bold">
                                            54 740
                                        </td>
                    <td class="number align-right bold">
                                            40 085
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Średnia ważona liczba wyemitowanych akcji zwykłych zastosowana do obliczenia podstawowego zysku na jedną akcję w tys. szt.
                                        </td>
                    <td class="number align-right">
                                            75 042
                                        </td>
                    <td class="number align-right">
                                            75 042
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            
                                        </td>
                    <td class="align-right">
                                            
                                        </td>
                    <td class="align-right">
                                            
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Wpływ rozwodnienia
                                        </td>
                    <td class="align-right">
                                            -
                                        </td>
                    <td class="align-right">
                                            -
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Skorygowana średnia ważona liczba akcji zwykłych zastosowana do obliczenia rozwodnionego zysku na jedną akcję (w tys. sztuk)
                                        </td>
                    <td class="number align-right">
                                            75 042
                                        </td>
                    <td class="number align-right">
                                            75 042
                                        </td>
                                </tr>
                <tr>
                                    <td class="bold">
                                            Rozwodniony zysk przypadający na jedną akcję (zł)
                                        </td>
                    <td class="number align-right bold">
                                            0,73
                                        </td>
                    <td class="number align-right bold">
                                            0,53
                                        </td>
                                </tr>
                        </table>
            <p>
                            Podstawowy zysk na akcję został obliczony jako iloraz zysku netto i średniej ważonej liczby akcji zwykłych w danym okresie.
                        </p>
            <p>
                            Na 31 grudnia 2020 r. oraz 2019 r. Spółka nie posiada instrumentów rozwadniających.
                        </p>
                                            <h1 id="Id_1910">
                            Udzielone i otrzymane gwarancje finansowe 
                        </h1>
                            <p>
                            Na 31 grudnia 2020 r. Spółka posiada następujące otrzymane gwarancje:
                        </p>
            <table>
                            <tr>
                                    <td class="bold">
                                            Lp.
                                        </td>
                    <td class="align-center bold">
                                            Z kim zawarta
                                        </td>
                    <td class="align-center bold">
                                            Rodzaj gwarancji
                                        </td>
                    <td class="align-center bold">
                                            Przedmiot i wartość gwarancji
                                        </td>
                    <td class="align-center bold">
                                            Ważna do dnia
                                        </td>
                                </tr>
                <tr>
                                    <td class="number">
                                            1
                                        </td>
                    <td>
                                            Bank Handlowy w Warszawie S.A.
                                        </td>
                    <td>
                                            Gwarancja zapłaty za najem magazynów w Nadarzynie
                                        </td>
                    <td>
                                            Gwarancja bankowa w kwocie 434 444 EUR
                                        </td>
                    <td class="align-right">
                                            28 lutego 2021 r.(*)
                                        </td>
                                </tr>
                <tr>
                                    <td class="number">
                                            2
                                        </td>
                    <td>
                                            Sopockie Towarzystwo Ubezpieczeń ERGO Hestia S.A.
                                        </td>
                    <td>
                                            Umowa o udzielenie gwarancji długu celnego
                                        </td>
                    <td>
                                            Zabezpieczenie kwot z tytułu należności celnych, podatków oraz innych opłat, w odniesieniu do towarów objętych dopuszczeniem do obrotu na podstawie zgłoszenia celnego zgodnie na kwotę 270 000 PLN
                                        </td>
                    <td class="align-right">
                                            31 grudnia 2021 r.
                                        </td>
                                </tr>
                        </table>
            <p>
                            (*) po zakończeniu roku obrotowego gwarancja została przedłużona do 28 lutego 2022 r. na kwotę 429 980 EUR 
                        </p>
            <p>
                            W dniu 12 czerwca 2019 r. TOYA S.A. udzieliła gwarancji zapłaty zobowiązań z tytułu wynajmu powierzchni biurowych i magazynowych przez Toya Romania S.A. na rzecz wynajmującego do kwoty 115 tys. euro. Umowa najmu została zawarta 8 lutego 2019 r. i obejmuje 10 lat z opcją zmiany tego okresu. Gwarancja wygasa po 3 miesiącach od daty zakończenia umowy najmu. 
                        </p>
                                            <h1 id="Id_1911">
                            Transakcje z jednostkami powiązanymi
                        </h1>
                            <p>
                            W roku 2020 i 2019 Spółka dokonywała transakcji z następującymi jednostkami powiązanymi:
                        </p>
            <ul>
                <li>
                    Toya Romania SA – jednostka zależna,
                </li>
                <li>
                    Yato Tools (Shanghai) Co., Ltd. – jednostka zależna,
                </li>
                <li>
                    Yato Tools (Jiaxing) Co., Ltd. – jednostka zależna,
                </li>
                <li>
                    Toya Development Sp. z o.o. S.K. w likwidacji – jednostka powiązana przez kluczowe kierownictwo, 
                </li>
                <li>
                    Grzegorz Pinkosz – Prezes Zarządu Spółki - kluczowy personel kierowniczy,
                </li>
                <li>
                    Maciej Lubnauer – Wiceprezes Zarządu Spółki - kluczowy personel kierowniczy,
                </li>
                <li>
                    Piotr Mondalski - Przewodniczący Rady Nadzorczej - kluczowy personel kierowniczy,
                </li>
                <li>
                    Jan Szmidt - Wiceprzewodniczący Rady Nadzorczej - kluczowy personel kierowniczy,
                </li>
                <li>
                    Dariusz Górka – członek Rady Nadzorczej - kluczowy personel kierowniczy,
                </li>
                <li>
                    Grzegorz Maciąg – członek Rady Nadzorczej - kluczowy personel kierowniczy,
                </li>
                <li>
                    Michał Kobus - członek Rady Nadzorczej – kluczowy personel kierowniczy,
                    <ul>
                        <li>
                            Wojciech Bartłomiej Papierak - członek Rady Nadzorczej – kluczowy personel kierowniczy.
                        </li>
                        <li>
                            Beata Szmidt - członek Rady Nadzorczej – kluczowy personel kierowniczy.
                        </li>
                    </ul>
                </li>
            </ul>
            <p>
                            W latach zakończonych 31 grudnia 2020 r. i 31 grudnia 2019 r. nie zostały spisane w koszty należności od jednostek powiązanych. 
                        </p>
            <p>
                            Salda występujące w związku z transakcjami z jednostkami powiązanymi nie są ubezpieczone.
                        </p>
            <p>
                            Informacje o wynagrodzeniach i świadczeniach dla kluczowego personelu kierowniczego, a także zawartych z nim transakcjach
                        </p>
            <p>
                            Zarząd Spółki i Rada Nadzorcza są kluczowym personelem kierowniczym Spółki.
                        </p>
            <p>
                            Wynagrodzenia i świadczenia wypłacone lub należne osobom z kluczowego personelu kierowniczego Spółki przedstawiają się następująco: 
                        </p>
            <table>
                            <tr>
                                    <td>
                                            
                                        </td>
                    <td class="number align-right bold">
                                            2020
                                        </td>
                    <td class="number align-right bold">
                                            2019
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Wynagrodzenia i świadczenia z tytułu umów o pracę i umów powołania - Zarząd
                                        </td>
                    <td class="number align-right">
                                            2 030
                                        </td>
                    <td class="number align-right">
                                            2 048
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Koszty z tytułu programów określonych składek (koszty ZUS ponoszone przez Spółkę) - Zarząd
                                        </td>
                    <td class="number align-right">
                                            61
                                        </td>
                    <td class="number align-right">
                                            91
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Wynagrodzenia z tytułu pełnionych funkcji - Rada Nadzorcza
                                        </td>
                    <td class="number align-right">
                                            590
                                        </td>
                    <td class="number align-right">
                                            588
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Koszty z tytułu programów określonych składek (koszty ZUS ponoszone przez Spółkę) - Rada Nadzorcza
                                        </td>
                    <td class="number align-right">
                                            102
                                        </td>
                    <td class="number align-right">
                                            99
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            PPK finansowane przez Spółkę
                                        </td>
                    <td class="number align-right">
                                            15
                                        </td>
                    <td class="align-right">
                                            -
                                        </td>
                                </tr>
                        </table>
            <p>
                            Poza transakcjami wymienionymi powyżej oraz w tabeli na następnej stronie, Spółka nie przeprowadziła z kluczowym personelem kierowniczym żadnych transakcji.
                        </p>
            <p>
                            Zestawienie transakcji i sald z jednostkami powiązanymi
                        </p>
            <table>
                            <tr>
                                    <td>
                                            
                                        </td>
                    <td class="align-right bold">
                                            Należności z tyt. dostaw i usług
                                        </td>
                    <td class="align-right bold">
                                            Zobowiązania z tyt. dostaw i usług
                                        </td>
                    <td class="align-right bold">
                                            Zobowiązania z tytułu nabycia udziałów(*)
                                        </td>
                    <td class="align-right bold">
                                            Przychody ze sprzedaży towarów i usług oraz pozostałe przychody
                                        </td>
                    <td class="align-right bold">
                                            Zakupy towarów i usług
                                        </td>
                    <td class="align-right bold">
                                            Wynagrodzenie za pracę
                                        </td>
                    <td class="align-right bold">
                                            Wypłacona dywidenda
                                        </td>
                                </tr>
                <tr>
                                    <td class="align-center bold">
                                            
                                        </td>
                    <td>
                                            
                                        </td>
                    <td class="bold">
                                            31.12.2020
                                        </td>
                    <td>
                                            
                                        </td>
                    <td class="bold">
                                            1.01.2020 - 31.12.2020
                                        </td>
                    <td>
                                            
                                        </td>
                    <td>
                                            
                                        </td>
                    <td>
                                            
                                        </td>
                                </tr>
                <tr>
                                    <td class="align-center bold">
                                            
                                        </td>
                    <td>
                                            
                                        </td>
                    <td>
                                            
                                        </td>
                    <td>
                                            
                                        </td>
                    <td>
                                            
                                        </td>
                    <td>
                                            
                                        </td>
                    <td>
                                            
                                        </td>
                    <td>
                                            
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Jednostki zależne
                                        </td>
                    <td class="number align-right">
                                            9 959
                                        </td>
                    <td class="number align-right">
                                            1 270
                                        </td>
                    <td class="number align-right">
                                            17 946
                                        </td>
                    <td class="number align-right">
                                            37 047
                                        </td>
                    <td class="number align-right">
                                            176 065
                                        </td>
                    <td class="align-right">
                                            -
                                        </td>
                    <td class="align-right">
                                            -
                                        </td>
                                </tr>
                <tr>
                                    <td class="align-right italic">
                                            TOYA Romania S.A.
                                        </td>
                    <td class="number align-right italic">
                                            9 909
                                        </td>
                    <td class="align-right italic">
                                            -
                                        </td>
                    <td class="align-right italic">
                                            -
                                        </td>
                    <td class="number align-right italic">
                                            36 995
                                        </td>
                    <td class="align-right italic">
                                            -
                                        </td>
                    <td class="align-right italic">
                                            -
                                        </td>
                    <td class="align-right italic">
                                            -
                                        </td>
                                </tr>
                <tr>
                                    <td class="align-right italic">
                                            Yato Tools (Shanghai) Co. Ltd.
                                        </td>
                    <td class="number align-right italic">
                                            50
                                        </td>
                    <td class="align-right italic">
                                            -
                                        </td>
                    <td class="align-right italic">
                                            -
                                        </td>
                    <td class="number align-right italic">
                                            52
                                        </td>
                    <td class="number align-right italic">
                                            108 508
                                        </td>
                    <td class="align-right italic">
                                            -
                                        </td>
                    <td class="align-right italic">
                                            -
                                        </td>
                                </tr>
                <tr>
                                    <td class="align-right italic">
                                            Yato Tools (Jiaxing) Co. Ltd.
                                        </td>
                    <td class="align-right italic">
                                            -
                                        </td>
                    <td class="number align-right italic">
                                            1 270
                                        </td>
                    <td class="number align-right italic">
                                            17 946
                                        </td>
                    <td class="align-right italic">
                                            -
                                        </td>
                    <td class="number align-right italic">
                                            67 557
                                        </td>
                    <td class="align-right italic">
                                            -
                                        </td>
                    <td class="align-right">
                                            -
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Jednostki powiązane poprzez kluczowe kierownictwo
                                        </td>
                    <td class="number align-right">
                                            1
                                        </td>
                    <td class="align-right">
                                            -
                                        </td>
                    <td class="align-right">
                                            -
                                        </td>
                    <td class="number align-right">
                                            16
                                        </td>
                    <td class="number align-right">
                                            8
                                        </td>
                    <td class="align-right">
                                            -
                                        </td>
                    <td class="align-right">
                                            -
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Kluczowe kierownictwo
                                        </td>
                    <td class="align-right">
                                            -
                                        </td>
                    <td class="align-right">
                                            -
                                        </td>
                    <td class="align-right">
                                            -
                                        </td>
                    <td class="align-right">
                                            -
                                        </td>
                    <td class="align-right">
                                            -
                                        </td>
                    <td class="number align-right">
                                            2 620
                                        </td>
                    <td class="number align-right">
                                            25 299
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Osoby blisko związane z kluczowym kierownictwem
                                        </td>
                    <td class="align-right">
                                            -
                                        </td>
                    <td class="align-right">
                                            -
                                        </td>
                    <td class="align-right">
                                            
                                        </td>
                    <td class="align-right">
                                            -
                                        </td>
                    <td class="align-right">
                                            -
                                        </td>
                    <td class="align-right">
                                            -
                                        </td>
                    <td class="align-right">
                                            -
                                        </td>
                                </tr>
                <tr>
                                    <td class="bold">
                                            Razem
                                        </td>
                    <td class="number align-right bold">
                                            9 960
                                        </td>
                    <td class="number align-right bold">
                                            1 270
                                        </td>
                    <td class="number align-right bold">
                                            17 946
                                        </td>
                    <td class="number align-right bold">
                                            37 064
                                        </td>
                    <td class="number align-right bold">
                                            176 073
                                        </td>
                    <td class="number align-right bold">
                                            2 620
                                        </td>
                    <td class="number align-right bold">
                                            25 299
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            
                                        </td>
                    <td>
                                            
                                        </td>
                    <td>
                                            
                                        </td>
                    <td>
                                            
                                        </td>
                    <td>
                                            
                                        </td>
                    <td>
                                            
                                        </td>
                    <td>
                                            
                                        </td>
                    <td>
                                            
                                        </td>
                                </tr>
                <tr>
                                    <td class="align-center bold">
                                            
                                        </td>
                    <td>
                                            
                                        </td>
                    <td class="bold">
                                            31.12.2019
                                        </td>
                    <td>
                                            
                                        </td>
                    <td class="bold">
                                            1.01.2019 - 31.12.2019
                                        </td>
                    <td>
                                            
                                        </td>
                    <td>
                                            
                                        </td>
                    <td>
                                            
                                        </td>
                                </tr>
                <tr>
                                    <td class="align-center bold">
                                            
                                        </td>
                    <td>
                                            
                                        </td>
                    <td>
                                            
                                        </td>
                    <td>
                                            
                                        </td>
                    <td>
                                            
                                        </td>
                    <td>
                                            
                                        </td>
                    <td>
                                            
                                        </td>
                    <td>
                                            
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Jednostki zależne
                                        </td>
                    <td class="number align-right">
                                            6 287
                                        </td>
                    <td class="number align-right">
                                            4 326
                                        </td>
                    <td class="number align-right">
                                            29 868
                                        </td>
                    <td class="number align-right">
                                            18 482
                                        </td>
                    <td class="number align-right">
                                            143 019
                                        </td>
                    <td class="align-right">
                                            -
                                        </td>
                    <td class="align-right">
                                            -
                                        </td>
                                </tr>
                <tr>
                                    <td class="align-right italic">
                                            TOYA Romania S.A.
                                        </td>
                    <td class="number align-right italic">
                                            6 287
                                        </td>
                    <td class="align-right italic">
                                            -
                                        </td>
                    <td class="align-right italic">
                                            -
                                        </td>
                    <td class="number align-right italic">
                                            18 482
                                        </td>
                    <td class="align-right italic">
                                            -
                                        </td>
                    <td class="align-right italic">
                                            -
                                        </td>
                    <td class="align-right italic">
                                            -
                                        </td>
                                </tr>
                <tr>
                                    <td class="align-right italic">
                                            Yato Tools (Shanghai) Co. Ltd.
                                        </td>
                    <td class="align-right italic">
                                            -
                                        </td>
                    <td class="number align-right italic">
                                            4 326
                                        </td>
                    <td class="align-right italic">
                                            -
                                        </td>
                    <td class="align-right italic">
                                            -
                                        </td>
                    <td class="number align-right italic">
                                            143 019
                                        </td>
                    <td class="align-right italic">
                                            -
                                        </td>
                    <td class="align-right italic">
                                            -
                                        </td>
                                </tr>
                <tr>
                                    <td class="align-right italic">
                                            Yato Tools (Jiaxing) Co. Ltd.
                                        </td>
                    <td class="align-right italic">
                                            -
                                        </td>
                    <td class="align-right italic">
                                            -
                                        </td>
                    <td class="number align-right italic">
                                            29 868
                                        </td>
                    <td class="align-right italic">
                                            -
                                        </td>
                    <td class="align-right italic">
                                            -
                                        </td>
                    <td class="align-right italic">
                                            -
                                        </td>
                    <td class="align-right">
                                            -
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Jednostki powiązane poprzez kluczowe kierownictwo
                                        </td>
                    <td class="number align-right">
                                            4
                                        </td>
                    <td class="number align-right">
                                            9
                                        </td>
                    <td class="align-right">
                                            -
                                        </td>
                    <td class="number align-right">
                                            21
                                        </td>
                    <td class="number align-right">
                                            35
                                        </td>
                    <td class="align-right">
                                            -
                                        </td>
                    <td class="align-right">
                                            -
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Kluczowe kierownictwo
                                        </td>
                    <td class="align-right">
                                            -
                                        </td>
                    <td class="align-right">
                                            -
                                        </td>
                    <td class="align-right">
                                            -
                                        </td>
                    <td class="align-right">
                                            -
                                        </td>
                    <td class="align-right">
                                            -
                                        </td>
                    <td class="number align-right">
                                            2 638
                                        </td>
                    <td class="align-right">
                                            -
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            Osoby blisko związane z kluczowym kierownictwem
                                        </td>
                    <td class="align-right">
                                            -
                                        </td>
                    <td class="align-right">
                                            -
                                        </td>
                    <td class="align-right">
                                            -
                                        </td>
                    <td class="align-right">
                                            -
                                        </td>
                    <td class="align-right">
                                            -
                                        </td>
                    <td class="align-right">
                                            -
                                        </td>
                    <td class="align-right">
                                            -
                                        </td>
                                </tr>
                <tr>
                                    <td class="bold">
                                            Razem
                                        </td>
                    <td class="number align-right bold">
                                            6 291
                                        </td>
                    <td class="number align-right bold">
                                            4 335
                                        </td>
                    <td class="number align-right bold">
                                            29 868
                                        </td>
                    <td class="number align-right bold">
                                            18 503
                                        </td>
                    <td class="number align-right bold">
                                            143 054
                                        </td>
                    <td class="number align-right bold">
                                            2 638
                                        </td>
                    <td class="align-right bold">
                                            -
                                        </td>
                                </tr>
                        </table>
            <p>
                            (*) w 2020 r. Spółka dokonała wpłaty na kapitał podstawowy spółki Yato Tools (Jiaxing) Co. Ltd., więcej informacji w nocie 18.
                        </p>
            <p>
                            Transakcje z jednostkami powiązanymi są zawierane w normalnym trybie działalności Spółki i są dokonywane na warunkach rynkowych.
                        </p>
                                            <h1 id="Id_1912">
                            Znaczące zdarzenia po dniu kończącym okres sprawozdawczy
                        </h1>
                                                            <h2 id="Id_1913">
                            Transakcje na znacznych pakietach akcji
                        </h2>
                            <p>
                            W dniu 17 marca 2021 r. spółka otrzymała zawiadomienie od akcjonariusza Tomasza Koprowskiego o transakcjach, jakie zawarł w okresie pomiędzy 1 stycznia a 15 marca 2021 r. W wyniku zbycia 4 800 000 akcji akcjonariusz zmniejszył swój udział w kapitale podstawowym oraz w ogólnej liczbie głosów na Walnym Zgromadzeniu i w związku z tym na dzień publikacji niniejszego raportu udział ten nie przekracza poziomu 5%. 
                        </p>
                                            <h2 id="Id_1914">
                            Wpłata na kapitał udziałowy spółki Yato Tools (Jiaxing) Co. Ltd.
                        </h2>
                            <p>
                            Po zakończeniu roku obrotowego Spółka dokonała zapłaty 1 mln USD (3 931 tys. zł) na kapitał udziałowy spółki Yato Tools (Jiaxing) Co. Ltd., co zmniejszyło zobowiązanie z tytułu zakupu udziałów wykazane na 31 grudnia 2020 r.
                        </p>
            <p>
                            Zarząd Toya S.A.
                        </p>
            <table>
                            <tr>
                                    <td class="bold">
                                            Data
                                        </td>
                    <td class="bold">
                                            Imię i Nazwisko
                                        </td>
                    <td class="bold">
                                            Funkcja
                                        </td>
                    <td class="bold">
                                            Podpis
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            08.04.2021
                                        </td>
                    <td>
                                            Grzegorz Pinkosz
                                        </td>
                    <td>
                                            Prezes Zarządu
                                        </td>
                    <td>
                                            
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            08.04.2021
                                        </td>
                    <td>
                                            Maciej Lubnauer
                                        </td>
                    <td>
                                            Wiceprezes Zarządu
                                        </td>
                    <td>
                                            
                                        </td>
                                </tr>
                        </table>
            <p>
                            Osoba odpowiedzialna za prowadzenie ksiąg rachunkowych
                        </p>
            <table>
                            <tr>
                                    <td class="bold">
                                            Data
                                        </td>
                    <td class="bold">
                                            Imię i Nazwisko
                                        </td>
                    <td class="bold">
                                            Funkcja
                                        </td>
                    <td class="bold">
                                            Podpis
                                        </td>
                                </tr>
                <tr>
                                    <td>
                                            08.04.2021
                                        </td>
                    <td>
                                            Iwona Banik
                                        </td>
                    <td>
                                            Główna Księgowa
                                        </td>
                    <td>
                                            
                                        </td>
                                </tr>
                        </table>
                        </div>
    </body>
</html>
